diff --git "a/diffusion_logs/training_log.json" "b/diffusion_logs/training_log.json" new file mode 100644--- /dev/null +++ "b/diffusion_logs/training_log.json" @@ -0,0 +1,210002 @@ +[ + { + "epoch": 0, + "batch_idx": 0, + "loss": 0.9700422286987305, + "learning_rate": 0.001, + "timestep_mean": 599.03125, + "epsilon_norm": 7.851838111877441, + "prediction_norm": 0.24037578701972961, + "timestamp": "2025-07-14T12:33:32.502891" + }, + { + "epoch": 0, + "batch_idx": 32, + "loss": 1.132689118385315, + "learning_rate": 0.001, + "timestep_mean": 453.09375, + "epsilon_norm": 8.5994291305542, + "prediction_norm": 0.22191643714904785, + "timestamp": "2025-07-14T12:33:32.509522" + }, + { + "epoch": 0, + "batch_idx": 64, + "loss": 0.7530454397201538, + "learning_rate": 0.001, + "timestep_mean": 524.53125, + "epsilon_norm": 7.095963478088379, + "prediction_norm": 0.2986404001712799, + "timestamp": "2025-07-14T12:33:32.515065" + }, + { + "epoch": 0, + "batch_idx": 96, + "loss": 0.7888463139533997, + "learning_rate": 0.001, + "timestep_mean": 485.5625, + "epsilon_norm": 7.298041343688965, + "prediction_norm": 0.49841606616973877, + "timestamp": "2025-07-14T12:33:32.520460" + }, + { + "epoch": 0, + "batch_idx": 128, + "loss": 0.7321728467941284, + "learning_rate": 0.001, + "timestep_mean": 545.03125, + "epsilon_norm": 7.2007951736450195, + "prediction_norm": 0.7209557294845581, + "timestamp": "2025-07-14T12:33:32.525744" + }, + { + "epoch": 0, + "batch_idx": 160, + "loss": 1.0484752655029297, + "learning_rate": 0.001, + "timestep_mean": 394.78125, + "epsilon_norm": 8.549195289611816, + "prediction_norm": 1.0322675704956055, + "timestamp": "2025-07-14T12:33:32.530825" + }, + { + "epoch": 0, + "batch_idx": 192, + "loss": 0.4899333417415619, + "learning_rate": 0.001, + "timestep_mean": 549.375, + "epsilon_norm": 2.98447847366333, + "prediction_norm": 0.5180799961090088, + "timestamp": "2025-07-14T12:33:33.382074" + }, + { + "epoch": 1, + "batch_idx": 0, + "loss": 1.0887856483459473, + "learning_rate": 0.0009999993831498518, + "timestep_mean": 490.3125, + "epsilon_norm": 9.159858703613281, + "prediction_norm": 1.5546916723251343, + "timestamp": "2025-07-14T12:33:33.389510" + }, + { + "epoch": 1, + "batch_idx": 32, + "loss": 0.889093279838562, + "learning_rate": 0.0009999993831498518, + "timestep_mean": 499.84375, + "epsilon_norm": 8.33272933959961, + "prediction_norm": 1.6735107898712158, + "timestamp": "2025-07-14T12:33:33.394604" + }, + { + "epoch": 1, + "batch_idx": 64, + "loss": 0.772878885269165, + "learning_rate": 0.0009999993831498518, + "timestep_mean": 489.53125, + "epsilon_norm": 8.31364917755127, + "prediction_norm": 2.264113426208496, + "timestamp": "2025-07-14T12:33:33.399753" + }, + { + "epoch": 1, + "batch_idx": 96, + "loss": 0.70796799659729, + "learning_rate": 0.0009999993831498518, + "timestep_mean": 601.03125, + "epsilon_norm": 8.096470832824707, + "prediction_norm": 2.2811477184295654, + "timestamp": "2025-07-14T12:33:33.404737" + }, + { + "epoch": 1, + "batch_idx": 128, + "loss": 0.5903416872024536, + "learning_rate": 0.0009999993831498518, + "timestep_mean": 549.15625, + "epsilon_norm": 8.194428443908691, + "prediction_norm": 3.2459022998809814, + "timestamp": "2025-07-14T12:33:33.409735" + }, + { + "epoch": 1, + "batch_idx": 160, + "loss": 0.7101048827171326, + "learning_rate": 0.0009999993831498518, + "timestep_mean": 574.53125, + "epsilon_norm": 8.83180046081543, + "prediction_norm": 3.5004124641418457, + "timestamp": "2025-07-14T12:33:33.414671" + }, + { + "epoch": 1, + "batch_idx": 192, + "loss": 0.5899169445037842, + "learning_rate": 0.0009999993831498518, + "timestep_mean": 436.375, + "epsilon_norm": 4.88240909576416, + "prediction_norm": 2.3542661666870117, + "timestamp": "2025-07-14T12:33:33.420123" + }, + { + "epoch": 2, + "batch_idx": 0, + "loss": 0.4935750961303711, + "learning_rate": 0.0009999975326009292, + "timestep_mean": 560.4375, + "epsilon_norm": 7.7659173011779785, + "prediction_norm": 4.736020565032959, + "timestamp": "2025-07-14T12:33:33.427185" + }, + { + "epoch": 2, + "batch_idx": 32, + "loss": 0.9713810682296753, + "learning_rate": 0.0009999975326009292, + "timestep_mean": 496.34375, + "epsilon_norm": 7.991763114929199, + "prediction_norm": 5.267053127288818, + "timestamp": "2025-07-14T12:33:33.433538" + }, + { + "epoch": 2, + "batch_idx": 64, + "loss": 0.6177010536193848, + "learning_rate": 0.0009999975326009292, + "timestep_mean": 544.6875, + "epsilon_norm": 8.499715805053711, + "prediction_norm": 6.524951934814453, + "timestamp": "2025-07-14T12:33:33.439243" + }, + { + "epoch": 2, + "batch_idx": 96, + "loss": 0.6836239099502563, + "learning_rate": 0.0009999975326009292, + "timestep_mean": 398.875, + "epsilon_norm": 7.241173267364502, + "prediction_norm": 6.523881912231445, + "timestamp": "2025-07-14T12:33:33.444775" + }, + { + "epoch": 2, + "batch_idx": 128, + "loss": 0.4216773509979248, + "learning_rate": 0.0009999975326009292, + "timestep_mean": 514.5, + "epsilon_norm": 7.7234368324279785, + "prediction_norm": 7.041996479034424, + "timestamp": "2025-07-14T12:33:33.451224" + }, + { + "epoch": 2, + "batch_idx": 160, + "loss": 0.7116035223007202, + "learning_rate": 0.0009999975326009292, + "timestep_mean": 456.90625, + "epsilon_norm": 7.611542701721191, + "prediction_norm": 6.7809672355651855, + "timestamp": "2025-07-14T12:33:33.456309" + }, + { + "epoch": 2, + "batch_idx": 192, + "loss": 0.9126548767089844, + "learning_rate": 0.0009999975326009292, + "timestep_mean": 317.125, + "epsilon_norm": 2.92578387260437, + "prediction_norm": 3.187087059020996, + "timestamp": "2025-07-14T12:33:33.461343" + }, + { + "epoch": 3, + "batch_idx": 0, + "loss": 0.8832083940505981, + "learning_rate": 0.000999994448357798, + "timestep_mean": 417.53125, + "epsilon_norm": 8.111289978027344, + "prediction_norm": 7.201618194580078, + "timestamp": "2025-07-14T12:33:33.466457" + }, + { + "epoch": 3, + "batch_idx": 32, + "loss": 0.6728758811950684, + "learning_rate": 0.000999994448357798, + "timestep_mean": 494.0625, + "epsilon_norm": 8.042093276977539, + "prediction_norm": 6.529180526733398, + "timestamp": "2025-07-14T12:33:33.471575" + }, + { + "epoch": 3, + "batch_idx": 64, + "loss": 0.8163208365440369, + "learning_rate": 0.000999994448357798, + "timestep_mean": 466.125, + "epsilon_norm": 7.591386318206787, + "prediction_norm": 5.886318683624268, + "timestamp": "2025-07-14T12:33:33.476574" + }, + { + "epoch": 3, + "batch_idx": 96, + "loss": 0.7256250381469727, + "learning_rate": 0.000999994448357798, + "timestep_mean": 443.875, + "epsilon_norm": 8.167080879211426, + "prediction_norm": 5.46676778793335, + "timestamp": "2025-07-14T12:33:33.481663" + }, + { + "epoch": 3, + "batch_idx": 128, + "loss": 0.5433101654052734, + "learning_rate": 0.000999994448357798, + "timestep_mean": 508.59375, + "epsilon_norm": 7.116990566253662, + "prediction_norm": 4.710265636444092, + "timestamp": "2025-07-14T12:33:33.486600" + }, + { + "epoch": 3, + "batch_idx": 160, + "loss": 0.45692896842956543, + "learning_rate": 0.000999994448357798, + "timestep_mean": 510.875, + "epsilon_norm": 7.781551361083984, + "prediction_norm": 4.87439489364624, + "timestamp": "2025-07-14T12:33:33.491617" + }, + { + "epoch": 3, + "batch_idx": 192, + "loss": 0.297704815864563, + "learning_rate": 0.000999994448357798, + "timestep_mean": 402.625, + "epsilon_norm": 3.0506885051727295, + "prediction_norm": 2.203547954559326, + "timestamp": "2025-07-14T12:33:33.496596" + }, + { + "epoch": 4, + "batch_idx": 0, + "loss": 0.6957889795303345, + "learning_rate": 0.0009999901304280686, + "timestep_mean": 471.21875, + "epsilon_norm": 7.447842121124268, + "prediction_norm": 3.962705135345459, + "timestamp": "2025-07-14T12:33:33.501634" + }, + { + "epoch": 4, + "batch_idx": 32, + "loss": 0.7237871885299683, + "learning_rate": 0.0009999901304280686, + "timestep_mean": 564.25, + "epsilon_norm": 7.761163234710693, + "prediction_norm": 3.897693157196045, + "timestamp": "2025-07-14T12:33:33.506540" + }, + { + "epoch": 4, + "batch_idx": 64, + "loss": 0.6766878366470337, + "learning_rate": 0.0009999901304280686, + "timestep_mean": 520.625, + "epsilon_norm": 7.896240711212158, + "prediction_norm": 3.538952589035034, + "timestamp": "2025-07-14T12:33:33.511458" + }, + { + "epoch": 4, + "batch_idx": 96, + "loss": 0.5710905194282532, + "learning_rate": 0.0009999901304280686, + "timestep_mean": 540.03125, + "epsilon_norm": 8.416303634643555, + "prediction_norm": 3.652374267578125, + "timestamp": "2025-07-14T12:33:33.516460" + }, + { + "epoch": 4, + "batch_idx": 128, + "loss": 0.7442758679389954, + "learning_rate": 0.0009999901304280686, + "timestep_mean": 378.5, + "epsilon_norm": 8.17918586730957, + "prediction_norm": 4.208994388580322, + "timestamp": "2025-07-14T12:33:33.521430" + }, + { + "epoch": 4, + "batch_idx": 160, + "loss": 0.9756968021392822, + "learning_rate": 0.0009999901304280686, + "timestep_mean": 395.90625, + "epsilon_norm": 8.491357803344727, + "prediction_norm": 4.303796768188477, + "timestamp": "2025-07-14T12:33:33.526331" + }, + { + "epoch": 4, + "batch_idx": 192, + "loss": 0.28986114263534546, + "learning_rate": 0.0009999901304280686, + "timestep_mean": 487.5, + "epsilon_norm": 3.3772616386413574, + "prediction_norm": 2.487638235092163, + "timestamp": "2025-07-14T12:33:33.531269" + }, + { + "epoch": 5, + "batch_idx": 0, + "loss": 0.5395950078964233, + "learning_rate": 0.000999984578822395, + "timestep_mean": 459.9375, + "epsilon_norm": 7.586756706237793, + "prediction_norm": 3.6229965686798096, + "timestamp": "2025-07-14T12:33:33.536207" + }, + { + "epoch": 5, + "batch_idx": 32, + "loss": 0.6862319707870483, + "learning_rate": 0.000999984578822395, + "timestep_mean": 414.8125, + "epsilon_norm": 7.661279678344727, + "prediction_norm": 3.3490896224975586, + "timestamp": "2025-07-14T12:33:33.541143" + }, + { + "epoch": 5, + "batch_idx": 64, + "loss": 0.7461056709289551, + "learning_rate": 0.000999984578822395, + "timestep_mean": 501.59375, + "epsilon_norm": 8.308408737182617, + "prediction_norm": 3.83489990234375, + "timestamp": "2025-07-14T12:33:33.546136" + }, + { + "epoch": 5, + "batch_idx": 96, + "loss": 0.885836124420166, + "learning_rate": 0.000999984578822395, + "timestep_mean": 437.9375, + "epsilon_norm": 9.1243257522583, + "prediction_norm": 3.383096218109131, + "timestamp": "2025-07-14T12:33:33.551244" + }, + { + "epoch": 5, + "batch_idx": 128, + "loss": 0.5103493928909302, + "learning_rate": 0.000999984578822395, + "timestep_mean": 556.625, + "epsilon_norm": 6.469796180725098, + "prediction_norm": 3.1589319705963135, + "timestamp": "2025-07-14T12:33:33.556311" + }, + { + "epoch": 5, + "batch_idx": 160, + "loss": 0.7446567416191101, + "learning_rate": 0.000999984578822395, + "timestep_mean": 539.0, + "epsilon_norm": 9.067743301391602, + "prediction_norm": 3.818814277648926, + "timestamp": "2025-07-14T12:33:33.561528" + }, + { + "epoch": 5, + "batch_idx": 192, + "loss": 0.727408766746521, + "learning_rate": 0.000999984578822395, + "timestep_mean": 448.375, + "epsilon_norm": 3.4741899967193604, + "prediction_norm": 2.0288937091827393, + "timestamp": "2025-07-14T12:33:33.566960" + }, + { + "epoch": 6, + "batch_idx": 0, + "loss": 0.46000027656555176, + "learning_rate": 0.000999977793554475, + "timestep_mean": 512.15625, + "epsilon_norm": 7.5226359367370605, + "prediction_norm": 4.0169525146484375, + "timestamp": "2025-07-14T12:33:33.572058" + }, + { + "epoch": 6, + "batch_idx": 32, + "loss": 0.5218579769134521, + "learning_rate": 0.000999977793554475, + "timestep_mean": 573.0, + "epsilon_norm": 7.661363124847412, + "prediction_norm": 3.7266175746917725, + "timestamp": "2025-07-14T12:33:33.577254" + }, + { + "epoch": 6, + "batch_idx": 64, + "loss": 0.4392111599445343, + "learning_rate": 0.000999977793554475, + "timestep_mean": 597.6875, + "epsilon_norm": 6.9777984619140625, + "prediction_norm": 3.554457664489746, + "timestamp": "2025-07-14T12:33:33.582208" + }, + { + "epoch": 6, + "batch_idx": 96, + "loss": 0.4422580599784851, + "learning_rate": 0.000999977793554475, + "timestep_mean": 518.5625, + "epsilon_norm": 7.781024932861328, + "prediction_norm": 4.1184000968933105, + "timestamp": "2025-07-14T12:33:33.587415" + }, + { + "epoch": 6, + "batch_idx": 128, + "loss": 0.49404823780059814, + "learning_rate": 0.000999977793554475, + "timestep_mean": 526.34375, + "epsilon_norm": 8.37983226776123, + "prediction_norm": 4.06630802154541, + "timestamp": "2025-07-14T12:33:33.592324" + }, + { + "epoch": 6, + "batch_idx": 160, + "loss": 0.5862434506416321, + "learning_rate": 0.000999977793554475, + "timestep_mean": 544.625, + "epsilon_norm": 7.402741432189941, + "prediction_norm": 4.1152472496032715, + "timestamp": "2025-07-14T12:33:33.597149" + }, + { + "epoch": 6, + "batch_idx": 192, + "loss": 0.6368410587310791, + "learning_rate": 0.000999977793554475, + "timestep_mean": 595.375, + "epsilon_norm": 3.909714698791504, + "prediction_norm": 2.5229318141937256, + "timestamp": "2025-07-14T12:33:33.602110" + }, + { + "epoch": 7, + "batch_idx": 0, + "loss": 0.8557472825050354, + "learning_rate": 0.0009999697746410508, + "timestep_mean": 503.4375, + "epsilon_norm": 8.919309616088867, + "prediction_norm": 4.827269077301025, + "timestamp": "2025-07-14T12:33:33.608097" + }, + { + "epoch": 7, + "batch_idx": 32, + "loss": 0.7827671766281128, + "learning_rate": 0.0009999697746410508, + "timestep_mean": 493.15625, + "epsilon_norm": 8.530517578125, + "prediction_norm": 5.243468284606934, + "timestamp": "2025-07-14T12:33:33.613140" + }, + { + "epoch": 7, + "batch_idx": 64, + "loss": 0.5424000024795532, + "learning_rate": 0.0009999697746410508, + "timestep_mean": 565.375, + "epsilon_norm": 9.10316276550293, + "prediction_norm": 5.545526027679443, + "timestamp": "2025-07-14T12:33:33.618107" + }, + { + "epoch": 7, + "batch_idx": 96, + "loss": 0.6944930553436279, + "learning_rate": 0.0009999697746410508, + "timestep_mean": 497.8125, + "epsilon_norm": 7.548821926116943, + "prediction_norm": 4.744184494018555, + "timestamp": "2025-07-14T12:33:33.623272" + }, + { + "epoch": 7, + "batch_idx": 128, + "loss": 0.5142151713371277, + "learning_rate": 0.0009999697746410508, + "timestep_mean": 483.9375, + "epsilon_norm": 8.279521942138672, + "prediction_norm": 5.9566240310668945, + "timestamp": "2025-07-14T12:33:33.628341" + }, + { + "epoch": 7, + "batch_idx": 160, + "loss": 0.6727257370948792, + "learning_rate": 0.0009999697746410508, + "timestep_mean": 477.78125, + "epsilon_norm": 7.879017353057861, + "prediction_norm": 6.167893409729004, + "timestamp": "2025-07-14T12:33:33.633456" + }, + { + "epoch": 7, + "batch_idx": 192, + "loss": 0.8981176614761353, + "learning_rate": 0.0009999697746410508, + "timestep_mean": 471.75, + "epsilon_norm": 4.934704303741455, + "prediction_norm": 3.616628885269165, + "timestamp": "2025-07-14T12:33:33.638400" + }, + { + "epoch": 8, + "batch_idx": 0, + "loss": 0.982629120349884, + "learning_rate": 0.0009999605221019082, + "timestep_mean": 407.0625, + "epsilon_norm": 8.237577438354492, + "prediction_norm": 7.0051655769348145, + "timestamp": "2025-07-14T12:33:33.643381" + }, + { + "epoch": 8, + "batch_idx": 32, + "loss": 0.6161530017852783, + "learning_rate": 0.0009999605221019082, + "timestep_mean": 447.84375, + "epsilon_norm": 7.4444403648376465, + "prediction_norm": 6.0372138023376465, + "timestamp": "2025-07-14T12:33:33.648272" + }, + { + "epoch": 8, + "batch_idx": 64, + "loss": 0.6495618224143982, + "learning_rate": 0.0009999605221019082, + "timestep_mean": 488.875, + "epsilon_norm": 7.765734672546387, + "prediction_norm": 6.251465320587158, + "timestamp": "2025-07-14T12:33:33.653232" + }, + { + "epoch": 8, + "batch_idx": 96, + "loss": 0.3848874568939209, + "learning_rate": 0.0009999605221019082, + "timestep_mean": 597.25, + "epsilon_norm": 8.472570419311523, + "prediction_norm": 5.528875350952148, + "timestamp": "2025-07-14T12:33:33.658287" + }, + { + "epoch": 8, + "batch_idx": 128, + "loss": 0.5671136379241943, + "learning_rate": 0.0009999605221019082, + "timestep_mean": 465.625, + "epsilon_norm": 8.276474952697754, + "prediction_norm": 5.762028217315674, + "timestamp": "2025-07-14T12:33:33.663230" + }, + { + "epoch": 8, + "batch_idx": 160, + "loss": 0.39150020480155945, + "learning_rate": 0.0009999605221019082, + "timestep_mean": 517.03125, + "epsilon_norm": 7.933290958404541, + "prediction_norm": 5.949329853057861, + "timestamp": "2025-07-14T12:33:33.668096" + }, + { + "epoch": 8, + "batch_idx": 192, + "loss": 0.7710219621658325, + "learning_rate": 0.0009999605221019082, + "timestep_mean": 425.5, + "epsilon_norm": 3.6561832427978516, + "prediction_norm": 2.4652256965637207, + "timestamp": "2025-07-14T12:33:33.672950" + }, + { + "epoch": 9, + "batch_idx": 0, + "loss": 0.425117552280426, + "learning_rate": 0.0009999500359598769, + "timestep_mean": 532.65625, + "epsilon_norm": 7.541585922241211, + "prediction_norm": 5.391725063323975, + "timestamp": "2025-07-14T12:33:33.677962" + }, + { + "epoch": 9, + "batch_idx": 32, + "loss": 0.6783839464187622, + "learning_rate": 0.0009999500359598769, + "timestep_mean": 451.625, + "epsilon_norm": 7.2379069328308105, + "prediction_norm": 5.7680253982543945, + "timestamp": "2025-07-14T12:33:33.682906" + }, + { + "epoch": 9, + "batch_idx": 64, + "loss": 0.6921409368515015, + "learning_rate": 0.0009999500359598769, + "timestep_mean": 532.125, + "epsilon_norm": 8.753902435302734, + "prediction_norm": 5.298496246337891, + "timestamp": "2025-07-14T12:33:33.687882" + }, + { + "epoch": 9, + "batch_idx": 96, + "loss": 0.6213143467903137, + "learning_rate": 0.0009999500359598769, + "timestep_mean": 499.25, + "epsilon_norm": 7.765399932861328, + "prediction_norm": 4.313083648681641, + "timestamp": "2025-07-14T12:33:33.692760" + }, + { + "epoch": 9, + "batch_idx": 128, + "loss": 0.8389173746109009, + "learning_rate": 0.0009999500359598769, + "timestep_mean": 458.5625, + "epsilon_norm": 8.756967544555664, + "prediction_norm": 4.824139595031738, + "timestamp": "2025-07-14T12:33:33.697666" + }, + { + "epoch": 9, + "batch_idx": 160, + "loss": 0.5527212619781494, + "learning_rate": 0.0009999500359598769, + "timestep_mean": 564.09375, + "epsilon_norm": 9.474010467529297, + "prediction_norm": 5.508468151092529, + "timestamp": "2025-07-14T12:33:33.702524" + }, + { + "epoch": 9, + "batch_idx": 192, + "loss": 0.29197466373443604, + "learning_rate": 0.0009999500359598769, + "timestep_mean": 526.125, + "epsilon_norm": 3.9783565998077393, + "prediction_norm": 2.2897424697875977, + "timestamp": "2025-07-14T12:33:33.707476" + }, + { + "epoch": 10, + "batch_idx": 0, + "loss": 0.5834082365036011, + "learning_rate": 0.0009999383162408303, + "timestep_mean": 366.125, + "epsilon_norm": 7.649212837219238, + "prediction_norm": 4.499996662139893, + "timestamp": "2025-07-14T12:33:33.712538" + }, + { + "epoch": 10, + "batch_idx": 32, + "loss": 0.641750693321228, + "learning_rate": 0.0009999383162408303, + "timestep_mean": 473.46875, + "epsilon_norm": 7.088619709014893, + "prediction_norm": 4.325552940368652, + "timestamp": "2025-07-14T12:33:33.717471" + }, + { + "epoch": 10, + "batch_idx": 64, + "loss": 0.44879472255706787, + "learning_rate": 0.0009999383162408303, + "timestep_mean": 547.125, + "epsilon_norm": 7.6620612144470215, + "prediction_norm": 4.7789530754089355, + "timestamp": "2025-07-14T12:33:33.722327" + }, + { + "epoch": 10, + "batch_idx": 96, + "loss": 0.8438753485679626, + "learning_rate": 0.0009999383162408303, + "timestep_mean": 385.1875, + "epsilon_norm": 8.063220024108887, + "prediction_norm": 5.011194705963135, + "timestamp": "2025-07-14T12:33:33.727207" + }, + { + "epoch": 10, + "batch_idx": 128, + "loss": 0.653715968132019, + "learning_rate": 0.0009999383162408303, + "timestep_mean": 449.78125, + "epsilon_norm": 8.624809265136719, + "prediction_norm": 4.8665361404418945, + "timestamp": "2025-07-14T12:33:33.732073" + }, + { + "epoch": 10, + "batch_idx": 160, + "loss": 0.5381975173950195, + "learning_rate": 0.0009999383162408303, + "timestep_mean": 502.5625, + "epsilon_norm": 7.356329917907715, + "prediction_norm": 4.127949237823486, + "timestamp": "2025-07-14T12:33:33.736999" + }, + { + "epoch": 10, + "batch_idx": 192, + "loss": 0.42130929231643677, + "learning_rate": 0.0009999383162408303, + "timestep_mean": 593.75, + "epsilon_norm": 3.8792502880096436, + "prediction_norm": 2.3702685832977295, + "timestamp": "2025-07-14T12:33:33.742023" + }, + { + "epoch": 11, + "batch_idx": 0, + "loss": 0.4512147605419159, + "learning_rate": 0.000999925362973686, + "timestep_mean": 527.125, + "epsilon_norm": 7.644030570983887, + "prediction_norm": 5.018707752227783, + "timestamp": "2025-07-14T12:33:33.746976" + }, + { + "epoch": 11, + "batch_idx": 32, + "loss": 0.5587720274925232, + "learning_rate": 0.000999925362973686, + "timestep_mean": 549.53125, + "epsilon_norm": 8.131930351257324, + "prediction_norm": 4.598929405212402, + "timestamp": "2025-07-14T12:33:33.751857" + }, + { + "epoch": 11, + "batch_idx": 64, + "loss": 0.4332159757614136, + "learning_rate": 0.000999925362973686, + "timestep_mean": 523.625, + "epsilon_norm": 8.234941482543945, + "prediction_norm": 5.29261589050293, + "timestamp": "2025-07-14T12:33:33.756722" + }, + { + "epoch": 11, + "batch_idx": 96, + "loss": 0.4497251510620117, + "learning_rate": 0.000999925362973686, + "timestep_mean": 538.84375, + "epsilon_norm": 8.190832138061523, + "prediction_norm": 5.104594707489014, + "timestamp": "2025-07-14T12:33:33.761591" + }, + { + "epoch": 11, + "batch_idx": 128, + "loss": 0.5729820728302002, + "learning_rate": 0.000999925362973686, + "timestep_mean": 468.8125, + "epsilon_norm": 6.169023513793945, + "prediction_norm": 4.358567237854004, + "timestamp": "2025-07-14T12:33:33.766595" + }, + { + "epoch": 11, + "batch_idx": 160, + "loss": 0.5025966167449951, + "learning_rate": 0.000999925362973686, + "timestep_mean": 505.46875, + "epsilon_norm": 7.2714972496032715, + "prediction_norm": 5.566616535186768, + "timestamp": "2025-07-14T12:33:33.771529" + }, + { + "epoch": 11, + "batch_idx": 192, + "loss": 0.10653799772262573, + "learning_rate": 0.000999925362973686, + "timestep_mean": 639.25, + "epsilon_norm": 3.2331111431121826, + "prediction_norm": 2.499969482421875, + "timestamp": "2025-07-14T12:33:33.776418" + }, + { + "epoch": 12, + "batch_idx": 0, + "loss": 0.37976279854774475, + "learning_rate": 0.0009999111761904045, + "timestep_mean": 504.0, + "epsilon_norm": 6.478513240814209, + "prediction_norm": 5.269669532775879, + "timestamp": "2025-07-14T12:33:33.781335" + }, + { + "epoch": 12, + "batch_idx": 32, + "loss": 0.24988111853599548, + "learning_rate": 0.0009999111761904045, + "timestep_mean": 595.1875, + "epsilon_norm": 8.310455322265625, + "prediction_norm": 6.481138229370117, + "timestamp": "2025-07-14T12:33:33.786191" + }, + { + "epoch": 12, + "batch_idx": 64, + "loss": 0.4402084946632385, + "learning_rate": 0.0009999111761904045, + "timestep_mean": 466.71875, + "epsilon_norm": 8.832971572875977, + "prediction_norm": 6.213233470916748, + "timestamp": "2025-07-14T12:33:33.791076" + }, + { + "epoch": 12, + "batch_idx": 96, + "loss": 0.46454739570617676, + "learning_rate": 0.0009999111761904045, + "timestep_mean": 481.0, + "epsilon_norm": 7.489416599273682, + "prediction_norm": 6.984618663787842, + "timestamp": "2025-07-14T12:33:33.795992" + }, + { + "epoch": 12, + "batch_idx": 128, + "loss": 0.48872509598731995, + "learning_rate": 0.0009999111761904045, + "timestep_mean": 542.0, + "epsilon_norm": 8.602438926696777, + "prediction_norm": 7.084203243255615, + "timestamp": "2025-07-14T12:33:33.800903" + }, + { + "epoch": 12, + "batch_idx": 160, + "loss": 0.6957836151123047, + "learning_rate": 0.0009999111761904045, + "timestep_mean": 487.21875, + "epsilon_norm": 7.892971992492676, + "prediction_norm": 6.242560863494873, + "timestamp": "2025-07-14T12:33:33.805817" + }, + { + "epoch": 12, + "batch_idx": 192, + "loss": 0.4568595290184021, + "learning_rate": 0.0009999111761904045, + "timestep_mean": 404.0, + "epsilon_norm": 3.822312116622925, + "prediction_norm": 2.878160238265991, + "timestamp": "2025-07-14T12:33:33.810779" + }, + { + "epoch": 13, + "batch_idx": 0, + "loss": 0.5659916996955872, + "learning_rate": 0.0009998957559259906, + "timestep_mean": 447.875, + "epsilon_norm": 8.741583824157715, + "prediction_norm": 7.142623424530029, + "timestamp": "2025-07-14T12:33:33.815726" + }, + { + "epoch": 13, + "batch_idx": 32, + "loss": 0.40998244285583496, + "learning_rate": 0.0009998957559259906, + "timestep_mean": 524.375, + "epsilon_norm": 7.101408958435059, + "prediction_norm": 5.429689884185791, + "timestamp": "2025-07-14T12:33:33.820652" + }, + { + "epoch": 13, + "batch_idx": 64, + "loss": 0.4382737874984741, + "learning_rate": 0.0009998957559259906, + "timestep_mean": 550.5, + "epsilon_norm": 7.525432586669922, + "prediction_norm": 6.170873165130615, + "timestamp": "2025-07-14T12:33:33.825530" + }, + { + "epoch": 13, + "batch_idx": 96, + "loss": 0.4522160291671753, + "learning_rate": 0.0009998957559259906, + "timestep_mean": 389.125, + "epsilon_norm": 7.164207458496094, + "prediction_norm": 4.788224697113037, + "timestamp": "2025-07-14T12:33:33.830474" + }, + { + "epoch": 13, + "batch_idx": 128, + "loss": 0.3430190682411194, + "learning_rate": 0.0009998957559259906, + "timestep_mean": 497.875, + "epsilon_norm": 7.504207134246826, + "prediction_norm": 5.273898124694824, + "timestamp": "2025-07-14T12:33:33.835385" + }, + { + "epoch": 13, + "batch_idx": 160, + "loss": 0.37662792205810547, + "learning_rate": 0.0009998957559259906, + "timestep_mean": 546.15625, + "epsilon_norm": 6.594894886016846, + "prediction_norm": 3.8371617794036865, + "timestamp": "2025-07-14T12:33:33.840327" + }, + { + "epoch": 13, + "batch_idx": 192, + "loss": 0.7771257162094116, + "learning_rate": 0.0009998957559259906, + "timestep_mean": 550.5, + "epsilon_norm": 5.677261829376221, + "prediction_norm": 3.1027071475982666, + "timestamp": "2025-07-14T12:33:33.845161" + }, + { + "epoch": 14, + "batch_idx": 0, + "loss": 0.4913976788520813, + "learning_rate": 0.000999879102218492, + "timestep_mean": 582.1875, + "epsilon_norm": 8.523456573486328, + "prediction_norm": 5.711867809295654, + "timestamp": "2025-07-14T12:33:33.850180" + }, + { + "epoch": 14, + "batch_idx": 32, + "loss": 0.3333273231983185, + "learning_rate": 0.000999879102218492, + "timestep_mean": 499.625, + "epsilon_norm": 7.403754711151123, + "prediction_norm": 4.410769462585449, + "timestamp": "2025-07-14T12:33:33.855403" + }, + { + "epoch": 14, + "batch_idx": 64, + "loss": 0.37057071924209595, + "learning_rate": 0.000999879102218492, + "timestep_mean": 499.3125, + "epsilon_norm": 7.5346856117248535, + "prediction_norm": 5.082629203796387, + "timestamp": "2025-07-14T12:33:33.860811" + }, + { + "epoch": 14, + "batch_idx": 96, + "loss": 0.26434293389320374, + "learning_rate": 0.000999879102218492, + "timestep_mean": 572.34375, + "epsilon_norm": 6.563711166381836, + "prediction_norm": 5.225111484527588, + "timestamp": "2025-07-14T12:33:33.865976" + }, + { + "epoch": 14, + "batch_idx": 128, + "loss": 0.48977145552635193, + "learning_rate": 0.000999879102218492, + "timestep_mean": 544.625, + "epsilon_norm": 7.851384162902832, + "prediction_norm": 5.688259601593018, + "timestamp": "2025-07-14T12:33:33.871347" + }, + { + "epoch": 14, + "batch_idx": 160, + "loss": 0.3852778673171997, + "learning_rate": 0.000999879102218492, + "timestep_mean": 464.34375, + "epsilon_norm": 7.551600933074951, + "prediction_norm": 6.434968948364258, + "timestamp": "2025-07-14T12:33:33.876742" + }, + { + "epoch": 14, + "batch_idx": 192, + "loss": 0.49636760354042053, + "learning_rate": 0.000999879102218492, + "timestep_mean": 312.75, + "epsilon_norm": 2.953035354614258, + "prediction_norm": 1.318996548652649, + "timestamp": "2025-07-14T12:33:33.881756" + }, + { + "epoch": 15, + "batch_idx": 0, + "loss": 0.2276337742805481, + "learning_rate": 0.0009998612151090004, + "timestep_mean": 546.0625, + "epsilon_norm": 7.544327735900879, + "prediction_norm": 6.022006511688232, + "timestamp": "2025-07-14T12:33:33.886675" + }, + { + "epoch": 15, + "batch_idx": 32, + "loss": 0.4725828766822815, + "learning_rate": 0.0009998612151090004, + "timestep_mean": 456.65625, + "epsilon_norm": 7.193017959594727, + "prediction_norm": 6.435213565826416, + "timestamp": "2025-07-14T12:33:33.891628" + }, + { + "epoch": 15, + "batch_idx": 64, + "loss": 0.4669017493724823, + "learning_rate": 0.0009998612151090004, + "timestep_mean": 495.8125, + "epsilon_norm": 8.472579002380371, + "prediction_norm": 6.805439472198486, + "timestamp": "2025-07-14T12:33:33.896539" + }, + { + "epoch": 15, + "batch_idx": 96, + "loss": 0.23285718262195587, + "learning_rate": 0.0009998612151090004, + "timestep_mean": 583.28125, + "epsilon_norm": 7.88778829574585, + "prediction_norm": 6.765713691711426, + "timestamp": "2025-07-14T12:33:33.901442" + }, + { + "epoch": 15, + "batch_idx": 128, + "loss": 0.6151019334793091, + "learning_rate": 0.0009998612151090004, + "timestep_mean": 509.25, + "epsilon_norm": 8.8139009475708, + "prediction_norm": 6.317246437072754, + "timestamp": "2025-07-14T12:33:33.911023" + }, + { + "epoch": 15, + "batch_idx": 160, + "loss": 0.2381564825773239, + "learning_rate": 0.0009998612151090004, + "timestep_mean": 529.34375, + "epsilon_norm": 7.011195182800293, + "prediction_norm": 6.448070526123047, + "timestamp": "2025-07-14T12:33:33.915904" + }, + { + "epoch": 15, + "batch_idx": 192, + "loss": 0.544330358505249, + "learning_rate": 0.0009998612151090004, + "timestep_mean": 551.625, + "epsilon_norm": 5.0246686935424805, + "prediction_norm": 3.0235986709594727, + "timestamp": "2025-07-14T12:33:33.920783" + }, + { + "epoch": 16, + "batch_idx": 0, + "loss": 0.5151839256286621, + "learning_rate": 0.0009998420946416501, + "timestep_mean": 381.8125, + "epsilon_norm": 7.436837196350098, + "prediction_norm": 5.359647274017334, + "timestamp": "2025-07-14T12:33:33.925671" + }, + { + "epoch": 16, + "batch_idx": 32, + "loss": 0.6511681079864502, + "learning_rate": 0.0009998420946416501, + "timestep_mean": 512.03125, + "epsilon_norm": 8.959441184997559, + "prediction_norm": 6.251518249511719, + "timestamp": "2025-07-14T12:33:33.930578" + }, + { + "epoch": 16, + "batch_idx": 64, + "loss": 0.4326334595680237, + "learning_rate": 0.0009998420946416501, + "timestep_mean": 537.6875, + "epsilon_norm": 7.499380588531494, + "prediction_norm": 5.478096008300781, + "timestamp": "2025-07-14T12:33:33.935468" + }, + { + "epoch": 16, + "batch_idx": 96, + "loss": 0.5283766388893127, + "learning_rate": 0.0009998420946416501, + "timestep_mean": 499.75, + "epsilon_norm": 8.61760139465332, + "prediction_norm": 5.406317710876465, + "timestamp": "2025-07-14T12:33:33.940428" + }, + { + "epoch": 16, + "batch_idx": 128, + "loss": 0.6740720868110657, + "learning_rate": 0.0009998420946416501, + "timestep_mean": 427.53125, + "epsilon_norm": 8.091166496276855, + "prediction_norm": 5.2071146965026855, + "timestamp": "2025-07-14T12:33:33.945339" + }, + { + "epoch": 16, + "batch_idx": 160, + "loss": 0.5747741460800171, + "learning_rate": 0.0009998420946416501, + "timestep_mean": 493.03125, + "epsilon_norm": 8.735962867736816, + "prediction_norm": 6.937133312225342, + "timestamp": "2025-07-14T12:33:33.950501" + }, + { + "epoch": 16, + "batch_idx": 192, + "loss": 0.7373274564743042, + "learning_rate": 0.0009998420946416501, + "timestep_mean": 317.0, + "epsilon_norm": 3.3624308109283447, + "prediction_norm": 1.754718542098999, + "timestamp": "2025-07-14T12:33:33.955355" + }, + { + "epoch": 17, + "batch_idx": 0, + "loss": 0.33964040875434875, + "learning_rate": 0.000999821740863619, + "timestep_mean": 516.125, + "epsilon_norm": 8.12473201751709, + "prediction_norm": 6.038122653961182, + "timestamp": "2025-07-14T12:33:33.960260" + }, + { + "epoch": 17, + "batch_idx": 32, + "loss": 0.23274081945419312, + "learning_rate": 0.000999821740863619, + "timestep_mean": 586.09375, + "epsilon_norm": 7.495913982391357, + "prediction_norm": 5.462395191192627, + "timestamp": "2025-07-14T12:33:33.965195" + }, + { + "epoch": 17, + "batch_idx": 64, + "loss": 0.5289161205291748, + "learning_rate": 0.000999821740863619, + "timestep_mean": 459.8125, + "epsilon_norm": 9.566326141357422, + "prediction_norm": 6.310145378112793, + "timestamp": "2025-07-14T12:33:33.970161" + }, + { + "epoch": 17, + "batch_idx": 96, + "loss": 0.4814433455467224, + "learning_rate": 0.000999821740863619, + "timestep_mean": 517.59375, + "epsilon_norm": 8.294769287109375, + "prediction_norm": 6.187612056732178, + "timestamp": "2025-07-14T12:33:33.975268" + }, + { + "epoch": 17, + "batch_idx": 128, + "loss": 0.32586127519607544, + "learning_rate": 0.000999821740863619, + "timestep_mean": 523.28125, + "epsilon_norm": 7.246175765991211, + "prediction_norm": 5.638160705566406, + "timestamp": "2025-07-14T12:33:33.980272" + }, + { + "epoch": 17, + "batch_idx": 160, + "loss": 0.4124196767807007, + "learning_rate": 0.000999821740863619, + "timestep_mean": 486.09375, + "epsilon_norm": 7.4677205085754395, + "prediction_norm": 5.432328701019287, + "timestamp": "2025-07-14T12:33:33.985394" + }, + { + "epoch": 17, + "batch_idx": 192, + "loss": 0.23983538150787354, + "learning_rate": 0.000999821740863619, + "timestep_mean": 613.875, + "epsilon_norm": 3.347728729248047, + "prediction_norm": 3.23370099067688, + "timestamp": "2025-07-14T12:33:33.990477" + }, + { + "epoch": 18, + "batch_idx": 0, + "loss": 0.3252343535423279, + "learning_rate": 0.0009998001538251283, + "timestep_mean": 516.65625, + "epsilon_norm": 8.107926368713379, + "prediction_norm": 7.014497756958008, + "timestamp": "2025-07-14T12:33:33.995652" + }, + { + "epoch": 18, + "batch_idx": 32, + "loss": 0.36902761459350586, + "learning_rate": 0.0009998001538251283, + "timestep_mean": 532.75, + "epsilon_norm": 7.434083461761475, + "prediction_norm": 5.316591739654541, + "timestamp": "2025-07-14T12:33:34.000779" + }, + { + "epoch": 18, + "batch_idx": 64, + "loss": 0.46467962861061096, + "learning_rate": 0.0009998001538251283, + "timestep_mean": 500.1875, + "epsilon_norm": 8.797338485717773, + "prediction_norm": 7.130926609039307, + "timestamp": "2025-07-14T12:33:34.005660" + }, + { + "epoch": 18, + "batch_idx": 96, + "loss": 0.3319936990737915, + "learning_rate": 0.0009998001538251283, + "timestep_mean": 520.625, + "epsilon_norm": 7.6348114013671875, + "prediction_norm": 6.429571151733398, + "timestamp": "2025-07-14T12:33:34.010815" + }, + { + "epoch": 18, + "batch_idx": 128, + "loss": 0.3868323564529419, + "learning_rate": 0.0009998001538251283, + "timestep_mean": 462.6875, + "epsilon_norm": 7.923191070556641, + "prediction_norm": 6.37831974029541, + "timestamp": "2025-07-14T12:33:34.016030" + }, + { + "epoch": 18, + "batch_idx": 160, + "loss": 0.4167326092720032, + "learning_rate": 0.0009998001538251283, + "timestep_mean": 457.78125, + "epsilon_norm": 7.861793041229248, + "prediction_norm": 5.6844868659973145, + "timestamp": "2025-07-14T12:33:34.021250" + }, + { + "epoch": 18, + "batch_idx": 192, + "loss": 0.1644323468208313, + "learning_rate": 0.0009998001538251283, + "timestep_mean": 659.375, + "epsilon_norm": 4.296873092651367, + "prediction_norm": 3.9074113368988037, + "timestamp": "2025-07-14T12:33:34.026282" + }, + { + "epoch": 19, + "batch_idx": 0, + "loss": 0.6965703368186951, + "learning_rate": 0.0009997773335794417, + "timestep_mean": 412.28125, + "epsilon_norm": 9.344977378845215, + "prediction_norm": 6.637321472167969, + "timestamp": "2025-07-14T12:33:34.031482" + }, + { + "epoch": 19, + "batch_idx": 32, + "loss": 0.39011678099632263, + "learning_rate": 0.0009997773335794417, + "timestep_mean": 519.71875, + "epsilon_norm": 8.698805809020996, + "prediction_norm": 6.888340473175049, + "timestamp": "2025-07-14T12:33:34.036725" + }, + { + "epoch": 19, + "batch_idx": 64, + "loss": 0.5390080213546753, + "learning_rate": 0.0009997773335794417, + "timestep_mean": 433.9375, + "epsilon_norm": 7.907402992248535, + "prediction_norm": 5.54091215133667, + "timestamp": "2025-07-14T12:33:34.042119" + }, + { + "epoch": 19, + "batch_idx": 96, + "loss": 0.5638591051101685, + "learning_rate": 0.0009997773335794417, + "timestep_mean": 487.21875, + "epsilon_norm": 8.180967330932617, + "prediction_norm": 5.837348937988281, + "timestamp": "2025-07-14T12:33:34.047132" + }, + { + "epoch": 19, + "batch_idx": 128, + "loss": 0.4933106303215027, + "learning_rate": 0.0009997773335794417, + "timestep_mean": 428.5, + "epsilon_norm": 7.35344934463501, + "prediction_norm": 5.334895610809326, + "timestamp": "2025-07-14T12:33:34.052319" + }, + { + "epoch": 19, + "batch_idx": 160, + "loss": 0.3934708535671234, + "learning_rate": 0.0009997773335794417, + "timestep_mean": 501.03125, + "epsilon_norm": 7.4499616622924805, + "prediction_norm": 5.839881896972656, + "timestamp": "2025-07-14T12:33:34.057565" + }, + { + "epoch": 19, + "batch_idx": 192, + "loss": 0.4757155776023865, + "learning_rate": 0.0009997773335794417, + "timestep_mean": 487.75, + "epsilon_norm": 3.9928767681121826, + "prediction_norm": 2.0490148067474365, + "timestamp": "2025-07-14T12:33:34.062782" + }, + { + "epoch": 20, + "batch_idx": 0, + "loss": 0.366152822971344, + "learning_rate": 0.0009997532801828658, + "timestep_mean": 501.125, + "epsilon_norm": 8.597433090209961, + "prediction_norm": 6.222235202789307, + "timestamp": "2025-07-14T12:33:34.067949" + }, + { + "epoch": 20, + "batch_idx": 32, + "loss": 0.4068688452243805, + "learning_rate": 0.0009997532801828658, + "timestep_mean": 569.875, + "epsilon_norm": 8.245372772216797, + "prediction_norm": 6.78097677230835, + "timestamp": "2025-07-14T12:33:34.073062" + }, + { + "epoch": 20, + "batch_idx": 64, + "loss": 0.5871517062187195, + "learning_rate": 0.0009997532801828658, + "timestep_mean": 535.90625, + "epsilon_norm": 7.79585599899292, + "prediction_norm": 4.762428283691406, + "timestamp": "2025-07-14T12:33:34.078248" + }, + { + "epoch": 20, + "batch_idx": 96, + "loss": 0.19351187348365784, + "learning_rate": 0.0009997532801828658, + "timestep_mean": 562.6875, + "epsilon_norm": 6.293637275695801, + "prediction_norm": 5.468353271484375, + "timestamp": "2025-07-14T12:33:34.083530" + }, + { + "epoch": 20, + "batch_idx": 128, + "loss": 0.33949363231658936, + "learning_rate": 0.0009997532801828658, + "timestep_mean": 516.875, + "epsilon_norm": 8.454008102416992, + "prediction_norm": 6.672039031982422, + "timestamp": "2025-07-14T12:33:34.088597" + }, + { + "epoch": 20, + "batch_idx": 160, + "loss": 0.5454520583152771, + "learning_rate": 0.0009997532801828658, + "timestep_mean": 470.375, + "epsilon_norm": 8.269648551940918, + "prediction_norm": 6.198558330535889, + "timestamp": "2025-07-14T12:33:34.093838" + }, + { + "epoch": 20, + "batch_idx": 192, + "loss": 0.3618166744709015, + "learning_rate": 0.0009997532801828658, + "timestep_mean": 453.25, + "epsilon_norm": 3.7212934494018555, + "prediction_norm": 2.882957696914673, + "timestamp": "2025-07-14T12:33:34.098918" + }, + { + "epoch": 21, + "batch_idx": 0, + "loss": 0.5713584423065186, + "learning_rate": 0.00099972799369475, + "timestep_mean": 449.1875, + "epsilon_norm": 7.780467510223389, + "prediction_norm": 5.395230293273926, + "timestamp": "2025-07-14T12:33:34.104040" + }, + { + "epoch": 21, + "batch_idx": 32, + "loss": 0.4005660116672516, + "learning_rate": 0.00099972799369475, + "timestep_mean": 446.625, + "epsilon_norm": 7.278397560119629, + "prediction_norm": 6.197869777679443, + "timestamp": "2025-07-14T12:33:34.109174" + }, + { + "epoch": 21, + "batch_idx": 64, + "loss": 0.29723215103149414, + "learning_rate": 0.00099972799369475, + "timestep_mean": 576.875, + "epsilon_norm": 7.673173427581787, + "prediction_norm": 7.528564929962158, + "timestamp": "2025-07-14T12:33:34.114281" + }, + { + "epoch": 21, + "batch_idx": 96, + "loss": 0.44385790824890137, + "learning_rate": 0.00099972799369475, + "timestep_mean": 480.21875, + "epsilon_norm": 9.239713668823242, + "prediction_norm": 7.253747463226318, + "timestamp": "2025-07-14T12:33:34.119578" + }, + { + "epoch": 21, + "batch_idx": 128, + "loss": 0.47282424569129944, + "learning_rate": 0.00099972799369475, + "timestep_mean": 484.9375, + "epsilon_norm": 9.296870231628418, + "prediction_norm": 6.840408802032471, + "timestamp": "2025-07-14T12:33:34.124890" + }, + { + "epoch": 21, + "batch_idx": 160, + "loss": 0.5365657210350037, + "learning_rate": 0.00099972799369475, + "timestep_mean": 527.96875, + "epsilon_norm": 8.574572563171387, + "prediction_norm": 6.049302577972412, + "timestamp": "2025-07-14T12:33:34.129932" + }, + { + "epoch": 21, + "batch_idx": 192, + "loss": 0.20437239110469818, + "learning_rate": 0.00099972799369475, + "timestep_mean": 601.5, + "epsilon_norm": 3.9749867916107178, + "prediction_norm": 4.389467239379883, + "timestamp": "2025-07-14T12:33:34.134978" + }, + { + "epoch": 22, + "batch_idx": 0, + "loss": 0.5603615045547485, + "learning_rate": 0.0009997014741774863, + "timestep_mean": 545.71875, + "epsilon_norm": 8.11863899230957, + "prediction_norm": 6.452871322631836, + "timestamp": "2025-07-14T12:33:34.140082" + }, + { + "epoch": 22, + "batch_idx": 32, + "loss": 0.38376569747924805, + "learning_rate": 0.0009997014741774863, + "timestep_mean": 497.71875, + "epsilon_norm": 8.003401756286621, + "prediction_norm": 6.161538124084473, + "timestamp": "2025-07-14T12:33:34.145278" + }, + { + "epoch": 22, + "batch_idx": 64, + "loss": 0.44514796137809753, + "learning_rate": 0.0009997014741774863, + "timestep_mean": 553.59375, + "epsilon_norm": 8.478750228881836, + "prediction_norm": 6.494361877441406, + "timestamp": "2025-07-14T12:33:34.150425" + }, + { + "epoch": 22, + "batch_idx": 96, + "loss": 0.3218551576137543, + "learning_rate": 0.0009997014741774863, + "timestep_mean": 461.125, + "epsilon_norm": 7.437495231628418, + "prediction_norm": 4.966414928436279, + "timestamp": "2025-07-14T12:33:34.155490" + }, + { + "epoch": 22, + "batch_idx": 128, + "loss": 0.6149073839187622, + "learning_rate": 0.0009997014741774863, + "timestep_mean": 491.9375, + "epsilon_norm": 8.348165512084961, + "prediction_norm": 5.304932117462158, + "timestamp": "2025-07-14T12:33:34.160685" + }, + { + "epoch": 22, + "batch_idx": 160, + "loss": 0.522584080696106, + "learning_rate": 0.0009997014741774863, + "timestep_mean": 525.0625, + "epsilon_norm": 8.986251831054688, + "prediction_norm": 6.032813549041748, + "timestamp": "2025-07-14T12:33:34.165875" + }, + { + "epoch": 22, + "batch_idx": 192, + "loss": 0.6789526343345642, + "learning_rate": 0.0009997014741774863, + "timestep_mean": 412.25, + "epsilon_norm": 4.707398891448975, + "prediction_norm": 2.3138256072998047, + "timestamp": "2025-07-14T12:33:34.171026" + }, + { + "epoch": 23, + "batch_idx": 0, + "loss": 0.2669428586959839, + "learning_rate": 0.000999673721696509, + "timestep_mean": 639.90625, + "epsilon_norm": 8.152395248413086, + "prediction_norm": 7.798718452453613, + "timestamp": "2025-07-14T12:33:34.176197" + }, + { + "epoch": 23, + "batch_idx": 32, + "loss": 0.44384637475013733, + "learning_rate": 0.000999673721696509, + "timestep_mean": 526.59375, + "epsilon_norm": 7.68580436706543, + "prediction_norm": 5.232377052307129, + "timestamp": "2025-07-14T12:33:34.181377" + }, + { + "epoch": 23, + "batch_idx": 64, + "loss": 0.5479772686958313, + "learning_rate": 0.000999673721696509, + "timestep_mean": 494.59375, + "epsilon_norm": 6.489279270172119, + "prediction_norm": 4.635098934173584, + "timestamp": "2025-07-14T12:33:34.186655" + }, + { + "epoch": 23, + "batch_idx": 96, + "loss": 0.42915570735931396, + "learning_rate": 0.000999673721696509, + "timestep_mean": 463.875, + "epsilon_norm": 7.94487190246582, + "prediction_norm": 5.952270984649658, + "timestamp": "2025-07-14T12:33:34.191841" + }, + { + "epoch": 23, + "batch_idx": 128, + "loss": 0.6002069711685181, + "learning_rate": 0.000999673721696509, + "timestep_mean": 441.0625, + "epsilon_norm": 8.290504455566406, + "prediction_norm": 5.848984718322754, + "timestamp": "2025-07-14T12:33:34.196947" + }, + { + "epoch": 23, + "batch_idx": 160, + "loss": 0.508122444152832, + "learning_rate": 0.000999673721696509, + "timestep_mean": 474.09375, + "epsilon_norm": 9.191600799560547, + "prediction_norm": 7.161291599273682, + "timestamp": "2025-07-14T12:33:34.202148" + }, + { + "epoch": 23, + "batch_idx": 192, + "loss": 0.4847111105918884, + "learning_rate": 0.000999673721696509, + "timestep_mean": 414.25, + "epsilon_norm": 3.758592128753662, + "prediction_norm": 3.1288671493530273, + "timestamp": "2025-07-14T12:33:34.207281" + }, + { + "epoch": 24, + "batch_idx": 0, + "loss": 0.4054192900657654, + "learning_rate": 0.0009996447363202943, + "timestep_mean": 469.59375, + "epsilon_norm": 8.373442649841309, + "prediction_norm": 5.975142955780029, + "timestamp": "2025-07-14T12:33:34.212517" + }, + { + "epoch": 24, + "batch_idx": 32, + "loss": 0.24749082326889038, + "learning_rate": 0.0009996447363202943, + "timestep_mean": 500.15625, + "epsilon_norm": 6.4850592613220215, + "prediction_norm": 5.016002178192139, + "timestamp": "2025-07-14T12:33:34.217606" + }, + { + "epoch": 24, + "batch_idx": 64, + "loss": 0.4000982940196991, + "learning_rate": 0.0009996447363202943, + "timestep_mean": 422.90625, + "epsilon_norm": 7.813763618469238, + "prediction_norm": 5.52808952331543, + "timestamp": "2025-07-14T12:33:34.222739" + }, + { + "epoch": 24, + "batch_idx": 96, + "loss": 0.7359340190887451, + "learning_rate": 0.0009996447363202943, + "timestep_mean": 481.78125, + "epsilon_norm": 9.782489776611328, + "prediction_norm": 6.5062456130981445, + "timestamp": "2025-07-14T12:33:34.227985" + }, + { + "epoch": 24, + "batch_idx": 128, + "loss": 0.5611652135848999, + "learning_rate": 0.0009996447363202943, + "timestep_mean": 462.5625, + "epsilon_norm": 8.302457809448242, + "prediction_norm": 5.371086120605469, + "timestamp": "2025-07-14T12:33:34.233101" + }, + { + "epoch": 24, + "batch_idx": 160, + "loss": 0.44795578718185425, + "learning_rate": 0.0009996447363202943, + "timestep_mean": 542.46875, + "epsilon_norm": 8.591243743896484, + "prediction_norm": 7.170034885406494, + "timestamp": "2025-07-14T12:33:34.238188" + }, + { + "epoch": 24, + "batch_idx": 192, + "loss": 0.16467277705669403, + "learning_rate": 0.0009996447363202943, + "timestep_mean": 536.125, + "epsilon_norm": 4.077601432800293, + "prediction_norm": 3.3372700214385986, + "timestamp": "2025-07-14T12:33:34.243324" + }, + { + "epoch": 25, + "batch_idx": 0, + "loss": 0.28238028287887573, + "learning_rate": 0.0009996145181203613, + "timestep_mean": 498.0625, + "epsilon_norm": 7.649423599243164, + "prediction_norm": 6.304291725158691, + "timestamp": "2025-07-14T12:33:34.248432" + }, + { + "epoch": 25, + "batch_idx": 32, + "loss": 0.6457226276397705, + "learning_rate": 0.0009996145181203613, + "timestep_mean": 448.4375, + "epsilon_norm": 9.589588165283203, + "prediction_norm": 5.739870071411133, + "timestamp": "2025-07-14T12:33:34.253598" + }, + { + "epoch": 25, + "batch_idx": 64, + "loss": 0.43837738037109375, + "learning_rate": 0.0009996145181203613, + "timestep_mean": 496.53125, + "epsilon_norm": 8.352925300598145, + "prediction_norm": 6.240912437438965, + "timestamp": "2025-07-14T12:33:34.258789" + }, + { + "epoch": 25, + "batch_idx": 96, + "loss": 0.24841895699501038, + "learning_rate": 0.0009996145181203613, + "timestep_mean": 554.25, + "epsilon_norm": 6.688072204589844, + "prediction_norm": 6.897038459777832, + "timestamp": "2025-07-14T12:33:34.263932" + }, + { + "epoch": 25, + "batch_idx": 128, + "loss": 0.45202380418777466, + "learning_rate": 0.0009996145181203613, + "timestep_mean": 473.71875, + "epsilon_norm": 8.2609281539917, + "prediction_norm": 6.62941312789917, + "timestamp": "2025-07-14T12:33:34.269199" + }, + { + "epoch": 25, + "batch_idx": 160, + "loss": 0.45392894744873047, + "learning_rate": 0.0009996145181203613, + "timestep_mean": 534.71875, + "epsilon_norm": 7.752140045166016, + "prediction_norm": 6.484078884124756, + "timestamp": "2025-07-14T12:33:34.274417" + }, + { + "epoch": 25, + "batch_idx": 192, + "loss": 0.21683824062347412, + "learning_rate": 0.0009996145181203613, + "timestep_mean": 537.25, + "epsilon_norm": 4.266556739807129, + "prediction_norm": 4.56600284576416, + "timestamp": "2025-07-14T12:33:34.279633" + }, + { + "epoch": 26, + "batch_idx": 0, + "loss": 0.3765743374824524, + "learning_rate": 0.0009995830671712697, + "timestep_mean": 503.09375, + "epsilon_norm": 7.588694095611572, + "prediction_norm": 6.071847438812256, + "timestamp": "2025-07-14T12:33:34.284874" + }, + { + "epoch": 26, + "batch_idx": 32, + "loss": 0.4660848081111908, + "learning_rate": 0.0009995830671712697, + "timestep_mean": 580.65625, + "epsilon_norm": 8.696836471557617, + "prediction_norm": 6.639126777648926, + "timestamp": "2025-07-14T12:33:34.289869" + }, + { + "epoch": 26, + "batch_idx": 64, + "loss": 0.317588210105896, + "learning_rate": 0.0009995830671712697, + "timestep_mean": 472.21875, + "epsilon_norm": 7.437856674194336, + "prediction_norm": 5.886825084686279, + "timestamp": "2025-07-14T12:33:34.295122" + }, + { + "epoch": 26, + "batch_idx": 96, + "loss": 0.3307645916938782, + "learning_rate": 0.0009995830671712697, + "timestep_mean": 503.375, + "epsilon_norm": 7.7024078369140625, + "prediction_norm": 5.858065605163574, + "timestamp": "2025-07-14T12:33:34.300315" + }, + { + "epoch": 26, + "batch_idx": 128, + "loss": 0.6184642910957336, + "learning_rate": 0.0009995830671712697, + "timestep_mean": 446.375, + "epsilon_norm": 8.45130443572998, + "prediction_norm": 5.47928524017334, + "timestamp": "2025-07-14T12:33:34.305452" + }, + { + "epoch": 26, + "batch_idx": 160, + "loss": 0.12237434089183807, + "learning_rate": 0.0009995830671712697, + "timestep_mean": 581.53125, + "epsilon_norm": 7.145048141479492, + "prediction_norm": 6.424263000488281, + "timestamp": "2025-07-14T12:33:34.310635" + }, + { + "epoch": 26, + "batch_idx": 192, + "loss": 0.4684421420097351, + "learning_rate": 0.0009995830671712697, + "timestep_mean": 569.625, + "epsilon_norm": 4.27100944519043, + "prediction_norm": 3.574542999267578, + "timestamp": "2025-07-14T12:33:34.315770" + }, + { + "epoch": 27, + "batch_idx": 0, + "loss": 0.33709782361984253, + "learning_rate": 0.0009995503835506221, + "timestep_mean": 604.28125, + "epsilon_norm": 8.519180297851562, + "prediction_norm": 6.76296329498291, + "timestamp": "2025-07-14T12:33:34.320918" + }, + { + "epoch": 27, + "batch_idx": 32, + "loss": 0.5372114181518555, + "learning_rate": 0.0009995503835506221, + "timestep_mean": 409.9375, + "epsilon_norm": 8.189906120300293, + "prediction_norm": 5.724071025848389, + "timestamp": "2025-07-14T12:33:34.326001" + }, + { + "epoch": 27, + "batch_idx": 64, + "loss": 0.2833407521247864, + "learning_rate": 0.0009995503835506221, + "timestep_mean": 524.09375, + "epsilon_norm": 7.7379350662231445, + "prediction_norm": 5.896979808807373, + "timestamp": "2025-07-14T12:33:34.331087" + }, + { + "epoch": 27, + "batch_idx": 96, + "loss": 0.4787154495716095, + "learning_rate": 0.0009995503835506221, + "timestep_mean": 505.90625, + "epsilon_norm": 9.155503273010254, + "prediction_norm": 6.994099140167236, + "timestamp": "2025-07-14T12:33:34.336424" + }, + { + "epoch": 27, + "batch_idx": 128, + "loss": 0.30440419912338257, + "learning_rate": 0.0009995503835506221, + "timestep_mean": 458.53125, + "epsilon_norm": 8.126705169677734, + "prediction_norm": 6.127561092376709, + "timestamp": "2025-07-14T12:33:34.341701" + }, + { + "epoch": 27, + "batch_idx": 160, + "loss": 0.284413605928421, + "learning_rate": 0.0009995503835506221, + "timestep_mean": 527.09375, + "epsilon_norm": 7.493990898132324, + "prediction_norm": 6.089718341827393, + "timestamp": "2025-07-14T12:33:34.346884" + }, + { + "epoch": 27, + "batch_idx": 192, + "loss": 0.40265804529190063, + "learning_rate": 0.0009995503835506221, + "timestep_mean": 491.0, + "epsilon_norm": 3.643343925476074, + "prediction_norm": 2.634305000305176, + "timestamp": "2025-07-14T12:33:34.352016" + }, + { + "epoch": 28, + "batch_idx": 0, + "loss": 0.3860037922859192, + "learning_rate": 0.000999516467339062, + "timestep_mean": 508.28125, + "epsilon_norm": 7.621757507324219, + "prediction_norm": 5.53905725479126, + "timestamp": "2025-07-14T12:33:34.357292" + }, + { + "epoch": 28, + "batch_idx": 32, + "loss": 0.4106122851371765, + "learning_rate": 0.000999516467339062, + "timestep_mean": 524.90625, + "epsilon_norm": 7.702131271362305, + "prediction_norm": 5.332468032836914, + "timestamp": "2025-07-14T12:33:34.362486" + }, + { + "epoch": 28, + "batch_idx": 64, + "loss": 0.3048815429210663, + "learning_rate": 0.000999516467339062, + "timestep_mean": 504.15625, + "epsilon_norm": 8.846587181091309, + "prediction_norm": 7.599952220916748, + "timestamp": "2025-07-14T12:33:34.367671" + }, + { + "epoch": 28, + "batch_idx": 96, + "loss": 0.4647827446460724, + "learning_rate": 0.000999516467339062, + "timestep_mean": 414.5, + "epsilon_norm": 7.85323429107666, + "prediction_norm": 5.452749729156494, + "timestamp": "2025-07-14T12:33:34.372742" + }, + { + "epoch": 28, + "batch_idx": 128, + "loss": 0.4195484220981598, + "learning_rate": 0.000999516467339062, + "timestep_mean": 525.875, + "epsilon_norm": 7.410060882568359, + "prediction_norm": 5.787480354309082, + "timestamp": "2025-07-14T12:33:34.378000" + }, + { + "epoch": 28, + "batch_idx": 160, + "loss": 0.4893982410430908, + "learning_rate": 0.000999516467339062, + "timestep_mean": 488.59375, + "epsilon_norm": 7.409452438354492, + "prediction_norm": 5.120156288146973, + "timestamp": "2025-07-14T12:33:34.383257" + }, + { + "epoch": 28, + "batch_idx": 192, + "loss": 0.23825758695602417, + "learning_rate": 0.000999516467339062, + "timestep_mean": 472.5, + "epsilon_norm": 2.3409979343414307, + "prediction_norm": 1.9570542573928833, + "timestamp": "2025-07-14T12:33:34.388296" + }, + { + "epoch": 29, + "batch_idx": 0, + "loss": 0.4667438566684723, + "learning_rate": 0.0009994813186202742, + "timestep_mean": 431.40625, + "epsilon_norm": 8.359573364257812, + "prediction_norm": 6.7189249992370605, + "timestamp": "2025-07-14T12:33:34.393450" + }, + { + "epoch": 29, + "batch_idx": 32, + "loss": 0.2487085908651352, + "learning_rate": 0.0009994813186202742, + "timestep_mean": 580.34375, + "epsilon_norm": 6.630135536193848, + "prediction_norm": 5.867722511291504, + "timestamp": "2025-07-14T12:33:34.398713" + }, + { + "epoch": 29, + "batch_idx": 64, + "loss": 0.46342986822128296, + "learning_rate": 0.0009994813186202742, + "timestep_mean": 460.21875, + "epsilon_norm": 8.252580642700195, + "prediction_norm": 6.625604629516602, + "timestamp": "2025-07-14T12:33:34.403843" + }, + { + "epoch": 29, + "batch_idx": 96, + "loss": 0.15748366713523865, + "learning_rate": 0.0009994813186202742, + "timestep_mean": 584.28125, + "epsilon_norm": 7.588766098022461, + "prediction_norm": 7.1586151123046875, + "timestamp": "2025-07-14T12:33:34.408841" + }, + { + "epoch": 29, + "batch_idx": 128, + "loss": 0.41073697805404663, + "learning_rate": 0.0009994813186202742, + "timestep_mean": 577.15625, + "epsilon_norm": 8.29539966583252, + "prediction_norm": 6.675278186798096, + "timestamp": "2025-07-14T12:33:34.413768" + }, + { + "epoch": 29, + "batch_idx": 160, + "loss": 0.2805934250354767, + "learning_rate": 0.0009994813186202742, + "timestep_mean": 460.8125, + "epsilon_norm": 7.4971466064453125, + "prediction_norm": 6.097380638122559, + "timestamp": "2025-07-14T12:33:34.419116" + }, + { + "epoch": 29, + "batch_idx": 192, + "loss": 0.22227339446544647, + "learning_rate": 0.0009994813186202742, + "timestep_mean": 498.625, + "epsilon_norm": 4.170774459838867, + "prediction_norm": 3.678279161453247, + "timestamp": "2025-07-14T12:33:34.424349" + }, + { + "epoch": 30, + "batch_idx": 0, + "loss": 0.4324135184288025, + "learning_rate": 0.0009994449374809847, + "timestep_mean": 448.09375, + "epsilon_norm": 7.721848487854004, + "prediction_norm": 5.4665727615356445, + "timestamp": "2025-07-14T12:33:34.429520" + }, + { + "epoch": 30, + "batch_idx": 32, + "loss": 0.3252415657043457, + "learning_rate": 0.0009994449374809847, + "timestep_mean": 546.96875, + "epsilon_norm": 7.339338779449463, + "prediction_norm": 5.119734287261963, + "timestamp": "2025-07-14T12:33:34.434755" + }, + { + "epoch": 30, + "batch_idx": 64, + "loss": 0.34056714177131653, + "learning_rate": 0.0009994449374809847, + "timestep_mean": 543.9375, + "epsilon_norm": 7.9726738929748535, + "prediction_norm": 6.227763652801514, + "timestamp": "2025-07-14T12:33:34.440051" + }, + { + "epoch": 30, + "batch_idx": 96, + "loss": 0.5945218801498413, + "learning_rate": 0.0009994449374809847, + "timestep_mean": 423.0625, + "epsilon_norm": 8.374679565429688, + "prediction_norm": 4.915669918060303, + "timestamp": "2025-07-14T12:33:34.445129" + }, + { + "epoch": 30, + "batch_idx": 128, + "loss": 0.4593685567378998, + "learning_rate": 0.0009994449374809847, + "timestep_mean": 574.90625, + "epsilon_norm": 8.102773666381836, + "prediction_norm": 6.213034629821777, + "timestamp": "2025-07-14T12:33:34.450516" + }, + { + "epoch": 30, + "batch_idx": 160, + "loss": 0.4675840139389038, + "learning_rate": 0.0009994449374809847, + "timestep_mean": 462.84375, + "epsilon_norm": 8.060113906860352, + "prediction_norm": 6.42482852935791, + "timestamp": "2025-07-14T12:33:34.455990" + }, + { + "epoch": 30, + "batch_idx": 192, + "loss": 0.6817132234573364, + "learning_rate": 0.0009994449374809847, + "timestep_mean": 375.125, + "epsilon_norm": 4.501597881317139, + "prediction_norm": 2.750171422958374, + "timestamp": "2025-07-14T12:33:34.461172" + }, + { + "epoch": 31, + "batch_idx": 0, + "loss": 0.472756564617157, + "learning_rate": 0.0009994073240109603, + "timestep_mean": 432.875, + "epsilon_norm": 9.285785675048828, + "prediction_norm": 7.628361701965332, + "timestamp": "2025-07-14T12:33:34.466591" + }, + { + "epoch": 31, + "batch_idx": 32, + "loss": 0.5162158012390137, + "learning_rate": 0.0009994073240109603, + "timestep_mean": 446.96875, + "epsilon_norm": 8.22655963897705, + "prediction_norm": 5.76530647277832, + "timestamp": "2025-07-14T12:33:34.471767" + }, + { + "epoch": 31, + "batch_idx": 64, + "loss": 0.4652702808380127, + "learning_rate": 0.0009994073240109603, + "timestep_mean": 473.125, + "epsilon_norm": 7.515713214874268, + "prediction_norm": 5.766819477081299, + "timestamp": "2025-07-14T12:33:34.476982" + }, + { + "epoch": 31, + "batch_idx": 96, + "loss": 0.6770790815353394, + "learning_rate": 0.0009994073240109603, + "timestep_mean": 465.375, + "epsilon_norm": 8.513998031616211, + "prediction_norm": 6.217909336090088, + "timestamp": "2025-07-14T12:33:34.482111" + }, + { + "epoch": 31, + "batch_idx": 128, + "loss": 0.5416494607925415, + "learning_rate": 0.0009994073240109603, + "timestep_mean": 434.53125, + "epsilon_norm": 8.34414291381836, + "prediction_norm": 6.480800628662109, + "timestamp": "2025-07-14T12:33:34.487156" + }, + { + "epoch": 31, + "batch_idx": 160, + "loss": 0.4125344753265381, + "learning_rate": 0.0009994073240109603, + "timestep_mean": 471.34375, + "epsilon_norm": 7.659249305725098, + "prediction_norm": 5.97114896774292, + "timestamp": "2025-07-14T12:33:34.492283" + }, + { + "epoch": 31, + "batch_idx": 192, + "loss": 0.37423962354660034, + "learning_rate": 0.0009994073240109603, + "timestep_mean": 412.75, + "epsilon_norm": 3.174255847930908, + "prediction_norm": 2.146176338195801, + "timestamp": "2025-07-14T12:33:34.497370" + }, + { + "epoch": 32, + "batch_idx": 0, + "loss": 0.2390536665916443, + "learning_rate": 0.0009993684783030086, + "timestep_mean": 640.15625, + "epsilon_norm": 8.661609649658203, + "prediction_norm": 8.174717903137207, + "timestamp": "2025-07-14T12:33:34.508464" + }, + { + "epoch": 32, + "batch_idx": 32, + "loss": 0.2973710298538208, + "learning_rate": 0.0009993684783030086, + "timestep_mean": 530.5625, + "epsilon_norm": 8.158773422241211, + "prediction_norm": 7.040084362030029, + "timestamp": "2025-07-14T12:33:34.513326" + }, + { + "epoch": 32, + "batch_idx": 64, + "loss": 0.5519070029258728, + "learning_rate": 0.0009993684783030086, + "timestep_mean": 455.8125, + "epsilon_norm": 7.788482666015625, + "prediction_norm": 5.521537780761719, + "timestamp": "2025-07-14T12:33:34.518417" + }, + { + "epoch": 32, + "batch_idx": 96, + "loss": 0.1759326159954071, + "learning_rate": 0.0009993684783030086, + "timestep_mean": 586.5625, + "epsilon_norm": 6.211206436157227, + "prediction_norm": 5.436280250549316, + "timestamp": "2025-07-14T12:33:34.523504" + }, + { + "epoch": 32, + "batch_idx": 128, + "loss": 0.5993180871009827, + "learning_rate": 0.0009993684783030086, + "timestep_mean": 466.8125, + "epsilon_norm": 8.867569923400879, + "prediction_norm": 6.170494556427002, + "timestamp": "2025-07-14T12:33:34.528410" + }, + { + "epoch": 32, + "batch_idx": 160, + "loss": 0.5010381937026978, + "learning_rate": 0.0009993684783030086, + "timestep_mean": 435.625, + "epsilon_norm": 8.394979476928711, + "prediction_norm": 6.134125709533691, + "timestamp": "2025-07-14T12:33:34.533467" + }, + { + "epoch": 32, + "batch_idx": 192, + "loss": 0.9012390375137329, + "learning_rate": 0.0009993684783030086, + "timestep_mean": 359.625, + "epsilon_norm": 3.8284215927124023, + "prediction_norm": 2.416416883468628, + "timestamp": "2025-07-14T12:33:34.538369" + }, + { + "epoch": 33, + "batch_idx": 0, + "loss": 0.4502248764038086, + "learning_rate": 0.0009993284004529773, + "timestep_mean": 420.15625, + "epsilon_norm": 7.948049068450928, + "prediction_norm": 4.789514541625977, + "timestamp": "2025-07-14T12:33:34.543302" + }, + { + "epoch": 33, + "batch_idx": 32, + "loss": 0.4254531264305115, + "learning_rate": 0.0009993284004529773, + "timestep_mean": 407.59375, + "epsilon_norm": 8.53255558013916, + "prediction_norm": 5.582605361938477, + "timestamp": "2025-07-14T12:33:34.548283" + }, + { + "epoch": 33, + "batch_idx": 64, + "loss": 0.39605993032455444, + "learning_rate": 0.0009993284004529773, + "timestep_mean": 501.65625, + "epsilon_norm": 7.539606094360352, + "prediction_norm": 6.30483865737915, + "timestamp": "2025-07-14T12:33:34.553377" + }, + { + "epoch": 33, + "batch_idx": 96, + "loss": 0.47897788882255554, + "learning_rate": 0.0009993284004529773, + "timestep_mean": 490.21875, + "epsilon_norm": 8.073798179626465, + "prediction_norm": 5.058511734008789, + "timestamp": "2025-07-14T12:33:34.558399" + }, + { + "epoch": 33, + "batch_idx": 128, + "loss": 0.33676475286483765, + "learning_rate": 0.0009993284004529773, + "timestep_mean": 500.375, + "epsilon_norm": 7.86513614654541, + "prediction_norm": 5.245326042175293, + "timestamp": "2025-07-14T12:33:34.563247" + }, + { + "epoch": 33, + "batch_idx": 160, + "loss": 0.4072301685810089, + "learning_rate": 0.0009993284004529773, + "timestep_mean": 543.375, + "epsilon_norm": 8.39310073852539, + "prediction_norm": 6.365594387054443, + "timestamp": "2025-07-14T12:33:34.568315" + }, + { + "epoch": 33, + "batch_idx": 192, + "loss": 0.39908167719841003, + "learning_rate": 0.0009993284004529773, + "timestep_mean": 496.75, + "epsilon_norm": 3.983036994934082, + "prediction_norm": 3.0064005851745605, + "timestamp": "2025-07-14T12:33:34.573309" + }, + { + "epoch": 34, + "batch_idx": 0, + "loss": 0.46956145763397217, + "learning_rate": 0.0009992870905597548, + "timestep_mean": 484.59375, + "epsilon_norm": 8.005860328674316, + "prediction_norm": 5.76733922958374, + "timestamp": "2025-07-14T12:33:34.578332" + }, + { + "epoch": 34, + "batch_idx": 32, + "loss": 0.3990848660469055, + "learning_rate": 0.0009992870905597548, + "timestep_mean": 541.90625, + "epsilon_norm": 9.559623718261719, + "prediction_norm": 7.45894718170166, + "timestamp": "2025-07-14T12:33:34.583396" + }, + { + "epoch": 34, + "batch_idx": 64, + "loss": 0.18664692342281342, + "learning_rate": 0.0009992870905597548, + "timestep_mean": 553.09375, + "epsilon_norm": 7.314888954162598, + "prediction_norm": 5.928837776184082, + "timestamp": "2025-07-14T12:33:34.588386" + }, + { + "epoch": 34, + "batch_idx": 96, + "loss": 0.37491482496261597, + "learning_rate": 0.0009992870905597548, + "timestep_mean": 582.5625, + "epsilon_norm": 8.0082426071167, + "prediction_norm": 7.082531452178955, + "timestamp": "2025-07-14T12:33:34.593509" + }, + { + "epoch": 34, + "batch_idx": 128, + "loss": 0.19453129172325134, + "learning_rate": 0.0009992870905597548, + "timestep_mean": 590.125, + "epsilon_norm": 7.1376471519470215, + "prediction_norm": 6.5526041984558105, + "timestamp": "2025-07-14T12:33:34.598553" + }, + { + "epoch": 34, + "batch_idx": 160, + "loss": 0.5354225635528564, + "learning_rate": 0.0009992870905597548, + "timestep_mean": 444.34375, + "epsilon_norm": 8.063992500305176, + "prediction_norm": 5.638119697570801, + "timestamp": "2025-07-14T12:33:34.603583" + }, + { + "epoch": 34, + "batch_idx": 192, + "loss": 0.22279489040374756, + "learning_rate": 0.0009992870905597548, + "timestep_mean": 443.75, + "epsilon_norm": 4.084190368652344, + "prediction_norm": 3.7224340438842773, + "timestamp": "2025-07-14T12:33:34.608729" + }, + { + "epoch": 35, + "batch_idx": 0, + "loss": 0.2408783882856369, + "learning_rate": 0.0009992445487252688, + "timestep_mean": 577.03125, + "epsilon_norm": 7.947574138641357, + "prediction_norm": 6.629696846008301, + "timestamp": "2025-07-14T12:33:34.613688" + }, + { + "epoch": 35, + "batch_idx": 32, + "loss": 0.3789792060852051, + "learning_rate": 0.0009992445487252688, + "timestep_mean": 514.15625, + "epsilon_norm": 7.278088569641113, + "prediction_norm": 6.293733596801758, + "timestamp": "2025-07-14T12:33:34.618871" + }, + { + "epoch": 35, + "batch_idx": 64, + "loss": 0.25902819633483887, + "learning_rate": 0.0009992445487252688, + "timestep_mean": 544.3125, + "epsilon_norm": 7.37811803817749, + "prediction_norm": 6.433288097381592, + "timestamp": "2025-07-14T12:33:34.623924" + }, + { + "epoch": 35, + "batch_idx": 96, + "loss": 0.4501807689666748, + "learning_rate": 0.0009992445487252688, + "timestep_mean": 438.6875, + "epsilon_norm": 7.684645652770996, + "prediction_norm": 6.2453718185424805, + "timestamp": "2025-07-14T12:33:34.628988" + }, + { + "epoch": 35, + "batch_idx": 128, + "loss": 0.3790264129638672, + "learning_rate": 0.0009992445487252688, + "timestep_mean": 508.8125, + "epsilon_norm": 8.278120040893555, + "prediction_norm": 7.400768756866455, + "timestamp": "2025-07-14T12:33:34.634132" + }, + { + "epoch": 35, + "batch_idx": 160, + "loss": 0.4262533485889435, + "learning_rate": 0.0009992445487252688, + "timestep_mean": 425.8125, + "epsilon_norm": 7.021524429321289, + "prediction_norm": 5.993009090423584, + "timestamp": "2025-07-14T12:33:34.639205" + }, + { + "epoch": 35, + "batch_idx": 192, + "loss": 0.6301412582397461, + "learning_rate": 0.0009992445487252688, + "timestep_mean": 434.75, + "epsilon_norm": 3.355333089828491, + "prediction_norm": 1.6536848545074463, + "timestamp": "2025-07-14T12:33:34.644376" + }, + { + "epoch": 36, + "batch_idx": 0, + "loss": 0.3451022803783417, + "learning_rate": 0.0009992007750544874, + "timestep_mean": 436.71875, + "epsilon_norm": 7.451237201690674, + "prediction_norm": 6.482329845428467, + "timestamp": "2025-07-14T12:33:34.649764" + }, + { + "epoch": 36, + "batch_idx": 32, + "loss": 0.44921785593032837, + "learning_rate": 0.0009992007750544874, + "timestep_mean": 465.3125, + "epsilon_norm": 7.75155782699585, + "prediction_norm": 5.2523322105407715, + "timestamp": "2025-07-14T12:33:34.654858" + }, + { + "epoch": 36, + "batch_idx": 64, + "loss": 0.5132143497467041, + "learning_rate": 0.0009992007750544874, + "timestep_mean": 563.78125, + "epsilon_norm": 8.646661758422852, + "prediction_norm": 6.391757488250732, + "timestamp": "2025-07-14T12:33:34.660101" + }, + { + "epoch": 36, + "batch_idx": 96, + "loss": 0.37323302030563354, + "learning_rate": 0.0009992007750544874, + "timestep_mean": 512.75, + "epsilon_norm": 8.169767379760742, + "prediction_norm": 5.752200603485107, + "timestamp": "2025-07-14T12:33:34.665291" + }, + { + "epoch": 36, + "batch_idx": 128, + "loss": 0.24900785088539124, + "learning_rate": 0.0009992007750544874, + "timestep_mean": 581.59375, + "epsilon_norm": 7.732736587524414, + "prediction_norm": 5.670712947845459, + "timestamp": "2025-07-14T12:33:34.670476" + }, + { + "epoch": 36, + "batch_idx": 160, + "loss": 0.32415971159935, + "learning_rate": 0.0009992007750544874, + "timestep_mean": 531.21875, + "epsilon_norm": 8.474204063415527, + "prediction_norm": 6.03059720993042, + "timestamp": "2025-07-14T12:33:34.675649" + }, + { + "epoch": 36, + "batch_idx": 192, + "loss": 0.16578975319862366, + "learning_rate": 0.0009992007750544874, + "timestep_mean": 592.875, + "epsilon_norm": 3.470107316970825, + "prediction_norm": 2.9458932876586914, + "timestamp": "2025-07-14T12:33:34.680788" + }, + { + "epoch": 37, + "batch_idx": 0, + "loss": 0.28419139981269836, + "learning_rate": 0.0009991557696554174, + "timestep_mean": 531.75, + "epsilon_norm": 7.438095569610596, + "prediction_norm": 6.052523136138916, + "timestamp": "2025-07-14T12:33:34.686026" + }, + { + "epoch": 37, + "batch_idx": 32, + "loss": 0.24596866965293884, + "learning_rate": 0.0009991557696554174, + "timestep_mean": 480.625, + "epsilon_norm": 7.782995700836182, + "prediction_norm": 6.595653533935547, + "timestamp": "2025-07-14T12:33:34.691210" + }, + { + "epoch": 37, + "batch_idx": 64, + "loss": 0.3018166422843933, + "learning_rate": 0.0009991557696554174, + "timestep_mean": 462.96875, + "epsilon_norm": 6.634260654449463, + "prediction_norm": 5.695091247558594, + "timestamp": "2025-07-14T12:33:34.696428" + }, + { + "epoch": 37, + "batch_idx": 96, + "loss": 0.5334321856498718, + "learning_rate": 0.0009991557696554174, + "timestep_mean": 498.71875, + "epsilon_norm": 8.039973258972168, + "prediction_norm": 6.381376266479492, + "timestamp": "2025-07-14T12:33:34.701596" + }, + { + "epoch": 37, + "batch_idx": 128, + "loss": 0.3689291477203369, + "learning_rate": 0.0009991557696554174, + "timestep_mean": 526.84375, + "epsilon_norm": 7.775177478790283, + "prediction_norm": 6.389034748077393, + "timestamp": "2025-07-14T12:33:34.706800" + }, + { + "epoch": 37, + "batch_idx": 160, + "loss": 0.34393179416656494, + "learning_rate": 0.0009991557696554174, + "timestep_mean": 517.46875, + "epsilon_norm": 7.943103790283203, + "prediction_norm": 6.436698913574219, + "timestamp": "2025-07-14T12:33:34.711948" + }, + { + "epoch": 37, + "batch_idx": 192, + "loss": 0.4079653024673462, + "learning_rate": 0.0009991557696554174, + "timestep_mean": 410.625, + "epsilon_norm": 4.1933979988098145, + "prediction_norm": 3.4981446266174316, + "timestamp": "2025-07-14T12:33:34.717244" + }, + { + "epoch": 38, + "batch_idx": 0, + "loss": 0.32437199354171753, + "learning_rate": 0.0009991095326391058, + "timestep_mean": 519.75, + "epsilon_norm": 7.521472930908203, + "prediction_norm": 5.828990936279297, + "timestamp": "2025-07-14T12:33:34.722335" + }, + { + "epoch": 38, + "batch_idx": 32, + "loss": 0.3205774426460266, + "learning_rate": 0.0009991095326391058, + "timestep_mean": 517.125, + "epsilon_norm": 7.477350234985352, + "prediction_norm": 6.086625099182129, + "timestamp": "2025-07-14T12:33:34.727528" + }, + { + "epoch": 38, + "batch_idx": 64, + "loss": 0.4242611825466156, + "learning_rate": 0.0009991095326391058, + "timestep_mean": 489.65625, + "epsilon_norm": 8.08752727508545, + "prediction_norm": 6.615679740905762, + "timestamp": "2025-07-14T12:33:34.732411" + }, + { + "epoch": 38, + "batch_idx": 96, + "loss": 0.45887047052383423, + "learning_rate": 0.0009991095326391058, + "timestep_mean": 427.125, + "epsilon_norm": 7.288559436798096, + "prediction_norm": 4.799052715301514, + "timestamp": "2025-07-14T12:33:34.737450" + }, + { + "epoch": 38, + "batch_idx": 128, + "loss": 0.3045217990875244, + "learning_rate": 0.0009991095326391058, + "timestep_mean": 517.125, + "epsilon_norm": 9.250239372253418, + "prediction_norm": 7.553296089172363, + "timestamp": "2025-07-14T12:33:34.742640" + }, + { + "epoch": 38, + "batch_idx": 160, + "loss": 0.3141452968120575, + "learning_rate": 0.0009991095326391058, + "timestep_mean": 566.375, + "epsilon_norm": 8.689441680908203, + "prediction_norm": 7.162557125091553, + "timestamp": "2025-07-14T12:33:34.747622" + }, + { + "epoch": 38, + "batch_idx": 192, + "loss": 0.7102562189102173, + "learning_rate": 0.0009991095326391058, + "timestep_mean": 496.125, + "epsilon_norm": 5.2509846687316895, + "prediction_norm": 3.616913318634033, + "timestamp": "2025-07-14T12:33:34.752466" + }, + { + "epoch": 39, + "batch_idx": 0, + "loss": 0.3860257863998413, + "learning_rate": 0.0009990620641196371, + "timestep_mean": 491.0, + "epsilon_norm": 7.598736763000488, + "prediction_norm": 5.53222131729126, + "timestamp": "2025-07-14T12:33:34.757333" + }, + { + "epoch": 39, + "batch_idx": 32, + "loss": 0.2715175449848175, + "learning_rate": 0.0009990620641196371, + "timestep_mean": 472.28125, + "epsilon_norm": 7.226045608520508, + "prediction_norm": 6.340096950531006, + "timestamp": "2025-07-14T12:33:34.762222" + }, + { + "epoch": 39, + "batch_idx": 64, + "loss": 0.5049973130226135, + "learning_rate": 0.0009990620641196371, + "timestep_mean": 483.125, + "epsilon_norm": 7.64470100402832, + "prediction_norm": 5.136837005615234, + "timestamp": "2025-07-14T12:33:34.767191" + }, + { + "epoch": 39, + "batch_idx": 96, + "loss": 0.4246383309364319, + "learning_rate": 0.0009990620641196371, + "timestep_mean": 518.03125, + "epsilon_norm": 7.498032569885254, + "prediction_norm": 6.317548751831055, + "timestamp": "2025-07-14T12:33:34.772070" + }, + { + "epoch": 39, + "batch_idx": 128, + "loss": 0.5083227157592773, + "learning_rate": 0.0009990620641196371, + "timestep_mean": 449.4375, + "epsilon_norm": 7.827255725860596, + "prediction_norm": 5.359033584594727, + "timestamp": "2025-07-14T12:33:34.776920" + }, + { + "epoch": 39, + "batch_idx": 160, + "loss": 0.528469979763031, + "learning_rate": 0.0009990620641196371, + "timestep_mean": 429.53125, + "epsilon_norm": 7.740441799163818, + "prediction_norm": 5.793527603149414, + "timestamp": "2025-07-14T12:33:34.781751" + }, + { + "epoch": 39, + "batch_idx": 192, + "loss": 0.5297278165817261, + "learning_rate": 0.0009990620641196371, + "timestep_mean": 262.75, + "epsilon_norm": 4.139678955078125, + "prediction_norm": 2.1847176551818848, + "timestamp": "2025-07-14T12:33:34.786592" + }, + { + "epoch": 40, + "batch_idx": 0, + "loss": 0.3422243595123291, + "learning_rate": 0.0009990133642141356, + "timestep_mean": 561.34375, + "epsilon_norm": 9.033785820007324, + "prediction_norm": 8.034878730773926, + "timestamp": "2025-07-14T12:33:34.791529" + }, + { + "epoch": 40, + "batch_idx": 32, + "loss": 0.3329728841781616, + "learning_rate": 0.0009990133642141356, + "timestep_mean": 459.625, + "epsilon_norm": 6.71198844909668, + "prediction_norm": 5.223973274230957, + "timestamp": "2025-07-14T12:33:34.796458" + }, + { + "epoch": 40, + "batch_idx": 64, + "loss": 0.3418046236038208, + "learning_rate": 0.0009990133642141356, + "timestep_mean": 523.40625, + "epsilon_norm": 7.31744384765625, + "prediction_norm": 6.282910346984863, + "timestamp": "2025-07-14T12:33:34.801374" + }, + { + "epoch": 40, + "batch_idx": 96, + "loss": 0.5157711505889893, + "learning_rate": 0.0009990133642141356, + "timestep_mean": 484.3125, + "epsilon_norm": 8.177388191223145, + "prediction_norm": 5.5810441970825195, + "timestamp": "2025-07-14T12:33:34.806289" + }, + { + "epoch": 40, + "batch_idx": 128, + "loss": 0.5877048969268799, + "learning_rate": 0.0009990133642141356, + "timestep_mean": 401.40625, + "epsilon_norm": 9.02190113067627, + "prediction_norm": 6.434938907623291, + "timestamp": "2025-07-14T12:33:34.811190" + }, + { + "epoch": 40, + "batch_idx": 160, + "loss": 0.592509388923645, + "learning_rate": 0.0009990133642141356, + "timestep_mean": 426.6875, + "epsilon_norm": 8.797382354736328, + "prediction_norm": 6.067084312438965, + "timestamp": "2025-07-14T12:33:34.816095" + }, + { + "epoch": 40, + "batch_idx": 192, + "loss": 0.7392776608467102, + "learning_rate": 0.0009990133642141356, + "timestep_mean": 472.5, + "epsilon_norm": 5.135665416717529, + "prediction_norm": 3.225037097930908, + "timestamp": "2025-07-14T12:33:34.820998" + }, + { + "epoch": 41, + "batch_idx": 0, + "loss": 0.4648030996322632, + "learning_rate": 0.0009989634330427632, + "timestep_mean": 544.96875, + "epsilon_norm": 8.330305099487305, + "prediction_norm": 7.371079444885254, + "timestamp": "2025-07-14T12:33:34.825842" + }, + { + "epoch": 41, + "batch_idx": 32, + "loss": 0.43399927020072937, + "learning_rate": 0.0009989634330427632, + "timestep_mean": 569.75, + "epsilon_norm": 7.810431957244873, + "prediction_norm": 6.303925037384033, + "timestamp": "2025-07-14T12:33:34.830703" + }, + { + "epoch": 41, + "batch_idx": 64, + "loss": 0.2878105342388153, + "learning_rate": 0.0009989634330427632, + "timestep_mean": 494.15625, + "epsilon_norm": 8.674935340881348, + "prediction_norm": 7.358588218688965, + "timestamp": "2025-07-14T12:33:34.835587" + }, + { + "epoch": 41, + "batch_idx": 96, + "loss": 0.30956241488456726, + "learning_rate": 0.0009989634330427632, + "timestep_mean": 463.0625, + "epsilon_norm": 6.770909786224365, + "prediction_norm": 6.267727375030518, + "timestamp": "2025-07-14T12:33:34.840417" + }, + { + "epoch": 41, + "batch_idx": 128, + "loss": 0.7262046337127686, + "learning_rate": 0.0009989634330427632, + "timestep_mean": 418.59375, + "epsilon_norm": 9.125041961669922, + "prediction_norm": 6.891912460327148, + "timestamp": "2025-07-14T12:33:34.845266" + }, + { + "epoch": 41, + "batch_idx": 160, + "loss": 0.3480755686759949, + "learning_rate": 0.0009989634330427632, + "timestep_mean": 439.1875, + "epsilon_norm": 8.089351654052734, + "prediction_norm": 6.330726146697998, + "timestamp": "2025-07-14T12:33:34.850198" + }, + { + "epoch": 41, + "batch_idx": 192, + "loss": 0.14513203501701355, + "learning_rate": 0.0009989634330427632, + "timestep_mean": 605.0, + "epsilon_norm": 4.4354777336120605, + "prediction_norm": 3.957418203353882, + "timestamp": "2025-07-14T12:33:34.855033" + }, + { + "epoch": 42, + "batch_idx": 0, + "loss": 0.15997254848480225, + "learning_rate": 0.0009989122707287205, + "timestep_mean": 549.03125, + "epsilon_norm": 7.5722975730896, + "prediction_norm": 7.290008544921875, + "timestamp": "2025-07-14T12:33:34.859935" + }, + { + "epoch": 42, + "batch_idx": 32, + "loss": 0.39608731865882874, + "learning_rate": 0.0009989122707287205, + "timestep_mean": 520.5625, + "epsilon_norm": 8.06595516204834, + "prediction_norm": 6.545332431793213, + "timestamp": "2025-07-14T12:33:34.864748" + }, + { + "epoch": 42, + "batch_idx": 64, + "loss": 0.3246022164821625, + "learning_rate": 0.0009989122707287205, + "timestep_mean": 482.5625, + "epsilon_norm": 7.414881706237793, + "prediction_norm": 6.50063943862915, + "timestamp": "2025-07-14T12:33:34.869611" + }, + { + "epoch": 42, + "batch_idx": 96, + "loss": 0.30456221103668213, + "learning_rate": 0.0009989122707287205, + "timestep_mean": 527.3125, + "epsilon_norm": 8.966263771057129, + "prediction_norm": 7.093771457672119, + "timestamp": "2025-07-14T12:33:34.874516" + }, + { + "epoch": 42, + "batch_idx": 128, + "loss": 0.2715238332748413, + "learning_rate": 0.0009989122707287205, + "timestep_mean": 569.5625, + "epsilon_norm": 7.865637302398682, + "prediction_norm": 6.175574779510498, + "timestamp": "2025-07-14T12:33:34.879497" + }, + { + "epoch": 42, + "batch_idx": 160, + "loss": 0.20359131693840027, + "learning_rate": 0.0009989122707287205, + "timestep_mean": 547.0625, + "epsilon_norm": 7.008275508880615, + "prediction_norm": 6.0440778732299805, + "timestamp": "2025-07-14T12:33:34.884293" + }, + { + "epoch": 42, + "batch_idx": 192, + "loss": 0.2798592150211334, + "learning_rate": 0.0009989122707287205, + "timestep_mean": 384.625, + "epsilon_norm": 2.7326087951660156, + "prediction_norm": 1.7627042531967163, + "timestamp": "2025-07-14T12:33:34.889117" + }, + { + "epoch": 43, + "batch_idx": 0, + "loss": 0.5796380043029785, + "learning_rate": 0.000998859877398245, + "timestep_mean": 453.1875, + "epsilon_norm": 8.2965087890625, + "prediction_norm": 5.283029556274414, + "timestamp": "2025-07-14T12:33:34.894019" + }, + { + "epoch": 43, + "batch_idx": 32, + "loss": 0.24915575981140137, + "learning_rate": 0.000998859877398245, + "timestep_mean": 537.9375, + "epsilon_norm": 7.368948936462402, + "prediction_norm": 5.974125862121582, + "timestamp": "2025-07-14T12:33:34.898888" + }, + { + "epoch": 43, + "batch_idx": 64, + "loss": 0.38283079862594604, + "learning_rate": 0.000998859877398245, + "timestep_mean": 468.09375, + "epsilon_norm": 8.308125495910645, + "prediction_norm": 6.353785991668701, + "timestamp": "2025-07-14T12:33:34.903706" + }, + { + "epoch": 43, + "batch_idx": 96, + "loss": 0.4986576437950134, + "learning_rate": 0.000998859877398245, + "timestep_mean": 485.3125, + "epsilon_norm": 9.106317520141602, + "prediction_norm": 5.996029376983643, + "timestamp": "2025-07-14T12:33:34.908716" + }, + { + "epoch": 43, + "batch_idx": 128, + "loss": 0.4048210084438324, + "learning_rate": 0.000998859877398245, + "timestep_mean": 475.8125, + "epsilon_norm": 7.016775608062744, + "prediction_norm": 5.320266246795654, + "timestamp": "2025-07-14T12:33:34.913549" + }, + { + "epoch": 43, + "batch_idx": 160, + "loss": 0.4424152672290802, + "learning_rate": 0.000998859877398245, + "timestep_mean": 427.4375, + "epsilon_norm": 7.517586708068848, + "prediction_norm": 5.568967819213867, + "timestamp": "2025-07-14T12:33:34.918373" + }, + { + "epoch": 43, + "batch_idx": 192, + "loss": 0.4225770831108093, + "learning_rate": 0.000998859877398245, + "timestep_mean": 463.875, + "epsilon_norm": 2.917868137359619, + "prediction_norm": 2.077566385269165, + "timestamp": "2025-07-14T12:33:34.923188" + }, + { + "epoch": 44, + "batch_idx": 0, + "loss": 0.3410232961177826, + "learning_rate": 0.0009988062531806122, + "timestep_mean": 423.9375, + "epsilon_norm": 6.822185039520264, + "prediction_norm": 4.929376602172852, + "timestamp": "2025-07-14T12:33:34.928086" + }, + { + "epoch": 44, + "batch_idx": 32, + "loss": 0.3467409014701843, + "learning_rate": 0.0009988062531806122, + "timestep_mean": 601.34375, + "epsilon_norm": 8.324427604675293, + "prediction_norm": 6.518067359924316, + "timestamp": "2025-07-14T12:33:34.933082" + }, + { + "epoch": 44, + "batch_idx": 64, + "loss": 0.39187467098236084, + "learning_rate": 0.0009988062531806122, + "timestep_mean": 564.875, + "epsilon_norm": 7.604124546051025, + "prediction_norm": 6.149160385131836, + "timestamp": "2025-07-14T12:33:34.938018" + }, + { + "epoch": 44, + "batch_idx": 96, + "loss": 0.29530325531959534, + "learning_rate": 0.0009988062531806122, + "timestep_mean": 486.84375, + "epsilon_norm": 7.2873406410217285, + "prediction_norm": 6.162162780761719, + "timestamp": "2025-07-14T12:33:34.942906" + }, + { + "epoch": 44, + "batch_idx": 128, + "loss": 0.3326469659805298, + "learning_rate": 0.0009988062531806122, + "timestep_mean": 564.5625, + "epsilon_norm": 8.101387977600098, + "prediction_norm": 6.551890850067139, + "timestamp": "2025-07-14T12:33:34.947790" + }, + { + "epoch": 44, + "batch_idx": 160, + "loss": 0.27917447686195374, + "learning_rate": 0.0009988062531806122, + "timestep_mean": 541.1875, + "epsilon_norm": 8.21895980834961, + "prediction_norm": 7.156492233276367, + "timestamp": "2025-07-14T12:33:34.952609" + }, + { + "epoch": 44, + "batch_idx": 192, + "loss": 0.729499101638794, + "learning_rate": 0.0009988062531806122, + "timestep_mean": 481.75, + "epsilon_norm": 4.487497329711914, + "prediction_norm": 3.1316120624542236, + "timestamp": "2025-07-14T12:33:34.957458" + }, + { + "epoch": 45, + "batch_idx": 0, + "loss": 0.41343003511428833, + "learning_rate": 0.0009987513982081346, + "timestep_mean": 393.03125, + "epsilon_norm": 7.014330863952637, + "prediction_norm": 5.2940826416015625, + "timestamp": "2025-07-14T12:33:34.962352" + }, + { + "epoch": 45, + "batch_idx": 32, + "loss": 0.325890451669693, + "learning_rate": 0.0009987513982081346, + "timestep_mean": 523.15625, + "epsilon_norm": 8.228034973144531, + "prediction_norm": 6.679928302764893, + "timestamp": "2025-07-14T12:33:34.967206" + }, + { + "epoch": 45, + "batch_idx": 64, + "loss": 0.2210569530725479, + "learning_rate": 0.0009987513982081346, + "timestep_mean": 571.0, + "epsilon_norm": 9.06646728515625, + "prediction_norm": 8.303709030151367, + "timestamp": "2025-07-14T12:33:34.972039" + }, + { + "epoch": 45, + "batch_idx": 96, + "loss": 0.4893958270549774, + "learning_rate": 0.0009987513982081346, + "timestep_mean": 494.0, + "epsilon_norm": 8.831473350524902, + "prediction_norm": 5.981587886810303, + "timestamp": "2025-07-14T12:33:34.976883" + }, + { + "epoch": 45, + "batch_idx": 128, + "loss": 0.2804880142211914, + "learning_rate": 0.0009987513982081346, + "timestep_mean": 459.4375, + "epsilon_norm": 7.50545597076416, + "prediction_norm": 6.126575946807861, + "timestamp": "2025-07-14T12:33:34.981728" + }, + { + "epoch": 45, + "batch_idx": 160, + "loss": 0.41151130199432373, + "learning_rate": 0.0009987513982081346, + "timestep_mean": 547.28125, + "epsilon_norm": 8.221288681030273, + "prediction_norm": 6.945974349975586, + "timestamp": "2025-07-14T12:33:34.986601" + }, + { + "epoch": 45, + "batch_idx": 192, + "loss": 0.19044256210327148, + "learning_rate": 0.0009987513982081346, + "timestep_mean": 511.875, + "epsilon_norm": 3.7883379459381104, + "prediction_norm": 3.671117067337036, + "timestamp": "2025-07-14T12:33:34.991558" + }, + { + "epoch": 46, + "batch_idx": 0, + "loss": 0.29227322340011597, + "learning_rate": 0.0009986953126161614, + "timestep_mean": 455.125, + "epsilon_norm": 7.516045570373535, + "prediction_norm": 6.554896354675293, + "timestamp": "2025-07-14T12:33:34.996372" + }, + { + "epoch": 46, + "batch_idx": 32, + "loss": 0.17260964214801788, + "learning_rate": 0.0009986953126161614, + "timestep_mean": 567.875, + "epsilon_norm": 8.379145622253418, + "prediction_norm": 7.5550360679626465, + "timestamp": "2025-07-14T12:33:35.001158" + }, + { + "epoch": 46, + "batch_idx": 64, + "loss": 0.36643826961517334, + "learning_rate": 0.0009986953126161614, + "timestep_mean": 490.125, + "epsilon_norm": 8.499449729919434, + "prediction_norm": 7.241464138031006, + "timestamp": "2025-07-14T12:33:35.005981" + }, + { + "epoch": 46, + "batch_idx": 96, + "loss": 0.2304174154996872, + "learning_rate": 0.0009986953126161614, + "timestep_mean": 611.0, + "epsilon_norm": 8.953933715820312, + "prediction_norm": 7.77431058883667, + "timestamp": "2025-07-14T12:33:35.010901" + }, + { + "epoch": 46, + "batch_idx": 128, + "loss": 0.43675369024276733, + "learning_rate": 0.0009986953126161614, + "timestep_mean": 495.875, + "epsilon_norm": 8.311171531677246, + "prediction_norm": 6.803277015686035, + "timestamp": "2025-07-14T12:33:35.015776" + }, + { + "epoch": 46, + "batch_idx": 160, + "loss": 0.5818874835968018, + "learning_rate": 0.0009986953126161614, + "timestep_mean": 384.28125, + "epsilon_norm": 8.97548770904541, + "prediction_norm": 5.408576965332031, + "timestamp": "2025-07-14T12:33:35.020636" + }, + { + "epoch": 46, + "batch_idx": 192, + "loss": 0.21470755338668823, + "learning_rate": 0.0009986953126161614, + "timestep_mean": 427.875, + "epsilon_norm": 2.656968832015991, + "prediction_norm": 2.5434885025024414, + "timestamp": "2025-07-14T12:33:35.025534" + }, + { + "epoch": 47, + "batch_idx": 0, + "loss": 0.3570939302444458, + "learning_rate": 0.000998637996543078, + "timestep_mean": 527.375, + "epsilon_norm": 7.132916450500488, + "prediction_norm": 6.0844645500183105, + "timestamp": "2025-07-14T12:33:35.030483" + }, + { + "epoch": 47, + "batch_idx": 32, + "loss": 0.27322763204574585, + "learning_rate": 0.000998637996543078, + "timestep_mean": 503.25, + "epsilon_norm": 6.8161187171936035, + "prediction_norm": 6.402465343475342, + "timestamp": "2025-07-14T12:33:35.035400" + }, + { + "epoch": 47, + "batch_idx": 64, + "loss": 0.3237885534763336, + "learning_rate": 0.000998637996543078, + "timestep_mean": 438.8125, + "epsilon_norm": 7.097697734832764, + "prediction_norm": 4.864665508270264, + "timestamp": "2025-07-14T12:33:35.040238" + }, + { + "epoch": 47, + "batch_idx": 96, + "loss": 0.6140618324279785, + "learning_rate": 0.000998637996543078, + "timestep_mean": 508.0625, + "epsilon_norm": 9.08145523071289, + "prediction_norm": 6.558746337890625, + "timestamp": "2025-07-14T12:33:35.045072" + }, + { + "epoch": 47, + "batch_idx": 128, + "loss": 0.354031503200531, + "learning_rate": 0.000998637996543078, + "timestep_mean": 466.1875, + "epsilon_norm": 8.793930053710938, + "prediction_norm": 7.124752521514893, + "timestamp": "2025-07-14T12:33:35.050006" + }, + { + "epoch": 47, + "batch_idx": 160, + "loss": 0.3738112151622772, + "learning_rate": 0.000998637996543078, + "timestep_mean": 440.5625, + "epsilon_norm": 7.917984962463379, + "prediction_norm": 5.7040557861328125, + "timestamp": "2025-07-14T12:33:35.054882" + }, + { + "epoch": 47, + "batch_idx": 192, + "loss": 0.0645100325345993, + "learning_rate": 0.000998637996543078, + "timestep_mean": 696.5, + "epsilon_norm": 4.803517818450928, + "prediction_norm": 4.237303256988525, + "timestamp": "2025-07-14T12:33:35.059764" + }, + { + "epoch": 48, + "batch_idx": 0, + "loss": 0.45813634991645813, + "learning_rate": 0.0009985794501303064, + "timestep_mean": 423.90625, + "epsilon_norm": 8.30678653717041, + "prediction_norm": 5.785134315490723, + "timestamp": "2025-07-14T12:33:35.064651" + }, + { + "epoch": 48, + "batch_idx": 32, + "loss": 0.3017937242984772, + "learning_rate": 0.0009985794501303064, + "timestep_mean": 559.375, + "epsilon_norm": 7.677806377410889, + "prediction_norm": 6.664174556732178, + "timestamp": "2025-07-14T12:33:35.069579" + }, + { + "epoch": 48, + "batch_idx": 64, + "loss": 0.3378027081489563, + "learning_rate": 0.0009985794501303064, + "timestep_mean": 548.71875, + "epsilon_norm": 7.183210372924805, + "prediction_norm": 5.271036148071289, + "timestamp": "2025-07-14T12:33:35.074447" + }, + { + "epoch": 48, + "batch_idx": 96, + "loss": 0.5508302450180054, + "learning_rate": 0.0009985794501303064, + "timestep_mean": 441.8125, + "epsilon_norm": 8.509601593017578, + "prediction_norm": 6.017840385437012, + "timestamp": "2025-07-14T12:33:35.079327" + }, + { + "epoch": 48, + "batch_idx": 128, + "loss": 0.29630035161972046, + "learning_rate": 0.0009985794501303064, + "timestep_mean": 480.875, + "epsilon_norm": 6.978164196014404, + "prediction_norm": 5.187042236328125, + "timestamp": "2025-07-14T12:33:35.084192" + }, + { + "epoch": 48, + "batch_idx": 160, + "loss": 0.4165631830692291, + "learning_rate": 0.0009985794501303064, + "timestep_mean": 454.96875, + "epsilon_norm": 7.706240653991699, + "prediction_norm": 5.922509670257568, + "timestamp": "2025-07-14T12:33:35.089118" + }, + { + "epoch": 48, + "batch_idx": 192, + "loss": 0.44254547357559204, + "learning_rate": 0.0009985794501303064, + "timestep_mean": 416.0, + "epsilon_norm": 4.352702617645264, + "prediction_norm": 2.882211685180664, + "timestamp": "2025-07-14T12:33:35.093965" + }, + { + "epoch": 49, + "batch_idx": 0, + "loss": 0.36447346210479736, + "learning_rate": 0.000998519673522304, + "timestep_mean": 483.84375, + "epsilon_norm": 6.61187744140625, + "prediction_norm": 5.32600736618042, + "timestamp": "2025-07-14T12:33:35.098839" + }, + { + "epoch": 49, + "batch_idx": 32, + "loss": 0.3704289197921753, + "learning_rate": 0.000998519673522304, + "timestep_mean": 545.84375, + "epsilon_norm": 8.580754280090332, + "prediction_norm": 7.0326619148254395, + "timestamp": "2025-07-14T12:33:35.109424" + }, + { + "epoch": 49, + "batch_idx": 64, + "loss": 0.4403783977031708, + "learning_rate": 0.000998519673522304, + "timestep_mean": 504.0625, + "epsilon_norm": 8.599863052368164, + "prediction_norm": 6.856172561645508, + "timestamp": "2025-07-14T12:33:35.114176" + }, + { + "epoch": 49, + "batch_idx": 96, + "loss": 0.4633917808532715, + "learning_rate": 0.000998519673522304, + "timestep_mean": 473.65625, + "epsilon_norm": 7.7190752029418945, + "prediction_norm": 5.5728840827941895, + "timestamp": "2025-07-14T12:33:35.118915" + }, + { + "epoch": 49, + "batch_idx": 128, + "loss": 0.5261250138282776, + "learning_rate": 0.000998519673522304, + "timestep_mean": 470.5625, + "epsilon_norm": 8.753304481506348, + "prediction_norm": 6.882094860076904, + "timestamp": "2025-07-14T12:33:35.123637" + }, + { + "epoch": 49, + "batch_idx": 160, + "loss": 0.65000319480896, + "learning_rate": 0.000998519673522304, + "timestep_mean": 432.6875, + "epsilon_norm": 8.054677963256836, + "prediction_norm": 5.286375999450684, + "timestamp": "2025-07-14T12:33:35.128377" + }, + { + "epoch": 49, + "batch_idx": 192, + "loss": 0.16262230277061462, + "learning_rate": 0.000998519673522304, + "timestep_mean": 499.125, + "epsilon_norm": 3.7755537033081055, + "prediction_norm": 3.483389377593994, + "timestamp": "2025-07-14T12:33:35.133115" + }, + { + "epoch": 50, + "batch_idx": 0, + "loss": 0.16187652945518494, + "learning_rate": 0.0009984586668665635, + "timestep_mean": 626.25, + "epsilon_norm": 8.157458305358887, + "prediction_norm": 7.972425937652588, + "timestamp": "2025-07-14T12:33:35.137823" + }, + { + "epoch": 50, + "batch_idx": 32, + "loss": 0.38967952132225037, + "learning_rate": 0.0009984586668665635, + "timestep_mean": 492.1875, + "epsilon_norm": 7.2952656745910645, + "prediction_norm": 6.417675495147705, + "timestamp": "2025-07-14T12:33:35.142525" + }, + { + "epoch": 50, + "batch_idx": 64, + "loss": 0.27421116828918457, + "learning_rate": 0.0009984586668665635, + "timestep_mean": 591.6875, + "epsilon_norm": 7.774867057800293, + "prediction_norm": 7.007035732269287, + "timestamp": "2025-07-14T12:33:35.147264" + }, + { + "epoch": 50, + "batch_idx": 96, + "loss": 0.2890916168689728, + "learning_rate": 0.0009984586668665635, + "timestep_mean": 519.34375, + "epsilon_norm": 8.616049766540527, + "prediction_norm": 6.9786272048950195, + "timestamp": "2025-07-14T12:33:35.152005" + }, + { + "epoch": 50, + "batch_idx": 128, + "loss": 0.41743651032447815, + "learning_rate": 0.0009984586668665635, + "timestep_mean": 438.65625, + "epsilon_norm": 7.293202877044678, + "prediction_norm": 5.221107006072998, + "timestamp": "2025-07-14T12:33:35.156720" + }, + { + "epoch": 50, + "batch_idx": 160, + "loss": 0.4527297914028168, + "learning_rate": 0.0009984586668665635, + "timestep_mean": 419.71875, + "epsilon_norm": 7.757376194000244, + "prediction_norm": 5.11814022064209, + "timestamp": "2025-07-14T12:33:35.161557" + }, + { + "epoch": 50, + "batch_idx": 192, + "loss": 0.7218188643455505, + "learning_rate": 0.0009984586668665635, + "timestep_mean": 440.875, + "epsilon_norm": 5.801154136657715, + "prediction_norm": 4.29258394241333, + "timestamp": "2025-07-14T12:33:35.166250" + }, + { + "epoch": 51, + "batch_idx": 0, + "loss": 0.38502705097198486, + "learning_rate": 0.0009983964303136128, + "timestep_mean": 408.46875, + "epsilon_norm": 7.087558269500732, + "prediction_norm": 5.396631240844727, + "timestamp": "2025-07-14T12:33:35.171137" + }, + { + "epoch": 51, + "batch_idx": 32, + "loss": 0.3511538505554199, + "learning_rate": 0.0009983964303136128, + "timestep_mean": 510.09375, + "epsilon_norm": 7.721251487731934, + "prediction_norm": 7.045361042022705, + "timestamp": "2025-07-14T12:33:35.175874" + }, + { + "epoch": 51, + "batch_idx": 64, + "loss": 0.4111039936542511, + "learning_rate": 0.0009983964303136128, + "timestep_mean": 523.34375, + "epsilon_norm": 8.452075004577637, + "prediction_norm": 6.305177688598633, + "timestamp": "2025-07-14T12:33:35.180635" + }, + { + "epoch": 51, + "batch_idx": 96, + "loss": 0.375790536403656, + "learning_rate": 0.0009983964303136128, + "timestep_mean": 516.5625, + "epsilon_norm": 7.147587299346924, + "prediction_norm": 5.765370845794678, + "timestamp": "2025-07-14T12:33:35.185448" + }, + { + "epoch": 51, + "batch_idx": 128, + "loss": 0.4806368052959442, + "learning_rate": 0.0009983964303136128, + "timestep_mean": 491.75, + "epsilon_norm": 7.266295433044434, + "prediction_norm": 4.981171607971191, + "timestamp": "2025-07-14T12:33:35.190184" + }, + { + "epoch": 51, + "batch_idx": 160, + "loss": 0.2327648550271988, + "learning_rate": 0.0009983964303136128, + "timestep_mean": 550.75, + "epsilon_norm": 8.727380752563477, + "prediction_norm": 7.714968204498291, + "timestamp": "2025-07-14T12:33:35.195044" + }, + { + "epoch": 51, + "batch_idx": 192, + "loss": 0.111151322722435, + "learning_rate": 0.0009983964303136128, + "timestep_mean": 513.375, + "epsilon_norm": 2.286357879638672, + "prediction_norm": 2.7578842639923096, + "timestamp": "2025-07-14T12:33:35.199868" + }, + { + "epoch": 52, + "batch_idx": 0, + "loss": 0.2924414277076721, + "learning_rate": 0.0009983329640170144, + "timestep_mean": 576.75, + "epsilon_norm": 8.549287796020508, + "prediction_norm": 7.025096893310547, + "timestamp": "2025-07-14T12:33:35.204627" + }, + { + "epoch": 52, + "batch_idx": 32, + "loss": 0.3128913640975952, + "learning_rate": 0.0009983329640170144, + "timestep_mean": 519.78125, + "epsilon_norm": 7.686305046081543, + "prediction_norm": 6.164067268371582, + "timestamp": "2025-07-14T12:33:35.209351" + }, + { + "epoch": 52, + "batch_idx": 64, + "loss": 0.5618785619735718, + "learning_rate": 0.0009983329640170144, + "timestep_mean": 445.71875, + "epsilon_norm": 8.167203903198242, + "prediction_norm": 5.9178900718688965, + "timestamp": "2025-07-14T12:33:35.214114" + }, + { + "epoch": 52, + "batch_idx": 96, + "loss": 0.63541579246521, + "learning_rate": 0.0009983329640170144, + "timestep_mean": 401.71875, + "epsilon_norm": 9.299251556396484, + "prediction_norm": 5.595658302307129, + "timestamp": "2025-07-14T12:33:35.218878" + }, + { + "epoch": 52, + "batch_idx": 128, + "loss": 0.43450823426246643, + "learning_rate": 0.0009983329640170144, + "timestep_mean": 464.0, + "epsilon_norm": 8.389745712280273, + "prediction_norm": 5.615866184234619, + "timestamp": "2025-07-14T12:33:35.223626" + }, + { + "epoch": 52, + "batch_idx": 160, + "loss": 0.21588844060897827, + "learning_rate": 0.0009983329640170144, + "timestep_mean": 509.1875, + "epsilon_norm": 7.647216320037842, + "prediction_norm": 6.717273235321045, + "timestamp": "2025-07-14T12:33:35.228565" + }, + { + "epoch": 52, + "batch_idx": 192, + "loss": 0.32762411236763, + "learning_rate": 0.0009983329640170144, + "timestep_mean": 581.25, + "epsilon_norm": 2.975687265396118, + "prediction_norm": 2.586022138595581, + "timestamp": "2025-07-14T12:33:35.233415" + }, + { + "epoch": 53, + "batch_idx": 0, + "loss": 0.530953049659729, + "learning_rate": 0.0009982682681333652, + "timestep_mean": 414.96875, + "epsilon_norm": 8.063356399536133, + "prediction_norm": 5.575169563293457, + "timestamp": "2025-07-14T12:33:35.238246" + }, + { + "epoch": 53, + "batch_idx": 32, + "loss": 0.4662478566169739, + "learning_rate": 0.0009982682681333652, + "timestep_mean": 510.0, + "epsilon_norm": 7.482006072998047, + "prediction_norm": 5.445042610168457, + "timestamp": "2025-07-14T12:33:35.243193" + }, + { + "epoch": 53, + "batch_idx": 64, + "loss": 0.46595776081085205, + "learning_rate": 0.0009982682681333652, + "timestep_mean": 476.90625, + "epsilon_norm": 7.9071736335754395, + "prediction_norm": 5.662255764007568, + "timestamp": "2025-07-14T12:33:35.248049" + }, + { + "epoch": 53, + "batch_idx": 96, + "loss": 0.41557973623275757, + "learning_rate": 0.0009982682681333652, + "timestep_mean": 516.5, + "epsilon_norm": 8.003863334655762, + "prediction_norm": 6.4303297996521, + "timestamp": "2025-07-14T12:33:35.253111" + }, + { + "epoch": 53, + "batch_idx": 128, + "loss": 0.3159761130809784, + "learning_rate": 0.0009982682681333652, + "timestep_mean": 591.21875, + "epsilon_norm": 8.329804420471191, + "prediction_norm": 7.2192463874816895, + "timestamp": "2025-07-14T12:33:35.258129" + }, + { + "epoch": 53, + "batch_idx": 160, + "loss": 0.33171191811561584, + "learning_rate": 0.0009982682681333652, + "timestep_mean": 520.6875, + "epsilon_norm": 8.192403793334961, + "prediction_norm": 6.256832122802734, + "timestamp": "2025-07-14T12:33:35.263068" + }, + { + "epoch": 53, + "batch_idx": 192, + "loss": 0.12219169735908508, + "learning_rate": 0.0009982682681333652, + "timestep_mean": 632.75, + "epsilon_norm": 3.953547239303589, + "prediction_norm": 3.457256317138672, + "timestamp": "2025-07-14T12:33:35.268189" + }, + { + "epoch": 54, + "batch_idx": 0, + "loss": 0.4713066518306732, + "learning_rate": 0.0009982023428222956, + "timestep_mean": 534.46875, + "epsilon_norm": 8.265470504760742, + "prediction_norm": 6.0624589920043945, + "timestamp": "2025-07-14T12:33:35.273267" + }, + { + "epoch": 54, + "batch_idx": 32, + "loss": 0.3271346688270569, + "learning_rate": 0.0009982023428222956, + "timestep_mean": 493.15625, + "epsilon_norm": 6.95628547668457, + "prediction_norm": 5.595195770263672, + "timestamp": "2025-07-14T12:33:35.278455" + }, + { + "epoch": 54, + "batch_idx": 64, + "loss": 0.42034468054771423, + "learning_rate": 0.0009982023428222956, + "timestep_mean": 459.34375, + "epsilon_norm": 8.974395751953125, + "prediction_norm": 6.799103260040283, + "timestamp": "2025-07-14T12:33:35.283753" + }, + { + "epoch": 54, + "batch_idx": 96, + "loss": 0.3476872444152832, + "learning_rate": 0.0009982023428222956, + "timestep_mean": 489.84375, + "epsilon_norm": 7.416536331176758, + "prediction_norm": 5.278743743896484, + "timestamp": "2025-07-14T12:33:35.288816" + }, + { + "epoch": 54, + "batch_idx": 128, + "loss": 0.48824357986450195, + "learning_rate": 0.0009982023428222956, + "timestep_mean": 443.71875, + "epsilon_norm": 8.485635757446289, + "prediction_norm": 5.859688758850098, + "timestamp": "2025-07-14T12:33:35.293939" + }, + { + "epoch": 54, + "batch_idx": 160, + "loss": 0.24828487634658813, + "learning_rate": 0.0009982023428222956, + "timestep_mean": 472.65625, + "epsilon_norm": 6.263227462768555, + "prediction_norm": 5.539325714111328, + "timestamp": "2025-07-14T12:33:35.299061" + }, + { + "epoch": 54, + "batch_idx": 192, + "loss": 1.0341088771820068, + "learning_rate": 0.0009982023428222956, + "timestep_mean": 399.375, + "epsilon_norm": 4.452439308166504, + "prediction_norm": 2.18324875831604, + "timestamp": "2025-07-14T12:33:35.304144" + }, + { + "epoch": 55, + "batch_idx": 0, + "loss": 0.35778796672821045, + "learning_rate": 0.00099813518824647, + "timestep_mean": 492.875, + "epsilon_norm": 8.428531646728516, + "prediction_norm": 7.478564262390137, + "timestamp": "2025-07-14T12:33:35.309296" + }, + { + "epoch": 55, + "batch_idx": 32, + "loss": 0.25565317273139954, + "learning_rate": 0.00099813518824647, + "timestep_mean": 571.0, + "epsilon_norm": 7.067202568054199, + "prediction_norm": 6.7952985763549805, + "timestamp": "2025-07-14T12:33:35.314311" + }, + { + "epoch": 55, + "batch_idx": 64, + "loss": 0.45107460021972656, + "learning_rate": 0.00099813518824647, + "timestep_mean": 596.15625, + "epsilon_norm": 8.647636413574219, + "prediction_norm": 6.907862663269043, + "timestamp": "2025-07-14T12:33:35.319342" + }, + { + "epoch": 55, + "batch_idx": 96, + "loss": 0.33140426874160767, + "learning_rate": 0.00099813518824647, + "timestep_mean": 540.96875, + "epsilon_norm": 8.180109024047852, + "prediction_norm": 6.59371280670166, + "timestamp": "2025-07-14T12:33:35.324401" + }, + { + "epoch": 55, + "batch_idx": 128, + "loss": 0.39689141511917114, + "learning_rate": 0.00099813518824647, + "timestep_mean": 532.5625, + "epsilon_norm": 7.34657096862793, + "prediction_norm": 5.4567060470581055, + "timestamp": "2025-07-14T12:33:35.329494" + }, + { + "epoch": 55, + "batch_idx": 160, + "loss": 0.299556165933609, + "learning_rate": 0.00099813518824647, + "timestep_mean": 490.25, + "epsilon_norm": 7.802881240844727, + "prediction_norm": 6.000542163848877, + "timestamp": "2025-07-14T12:33:35.334553" + }, + { + "epoch": 55, + "batch_idx": 192, + "loss": 0.5031599402427673, + "learning_rate": 0.00099813518824647, + "timestep_mean": 374.5, + "epsilon_norm": 4.601601600646973, + "prediction_norm": 3.4892337322235107, + "timestamp": "2025-07-14T12:33:35.339438" + }, + { + "epoch": 56, + "batch_idx": 0, + "loss": 0.41727307438850403, + "learning_rate": 0.0009980668045715857, + "timestep_mean": 479.8125, + "epsilon_norm": 9.630297660827637, + "prediction_norm": 7.930419921875, + "timestamp": "2025-07-14T12:33:35.344241" + }, + { + "epoch": 56, + "batch_idx": 32, + "loss": 0.264198362827301, + "learning_rate": 0.0009980668045715857, + "timestep_mean": 506.6875, + "epsilon_norm": 8.148259162902832, + "prediction_norm": 7.065402030944824, + "timestamp": "2025-07-14T12:33:35.349065" + }, + { + "epoch": 56, + "batch_idx": 64, + "loss": 0.28045228123664856, + "learning_rate": 0.0009980668045715857, + "timestep_mean": 498.28125, + "epsilon_norm": 7.514228343963623, + "prediction_norm": 7.006279945373535, + "timestamp": "2025-07-14T12:33:35.353899" + }, + { + "epoch": 56, + "batch_idx": 96, + "loss": 0.279470831155777, + "learning_rate": 0.0009980668045715857, + "timestep_mean": 524.9375, + "epsilon_norm": 6.772041320800781, + "prediction_norm": 5.883260726928711, + "timestamp": "2025-07-14T12:33:35.358881" + }, + { + "epoch": 56, + "batch_idx": 128, + "loss": 0.38866791129112244, + "learning_rate": 0.0009980668045715857, + "timestep_mean": 457.46875, + "epsilon_norm": 6.104854583740234, + "prediction_norm": 4.912173748016357, + "timestamp": "2025-07-14T12:33:35.363846" + }, + { + "epoch": 56, + "batch_idx": 160, + "loss": 0.3318464457988739, + "learning_rate": 0.0009980668045715857, + "timestep_mean": 492.8125, + "epsilon_norm": 6.646341323852539, + "prediction_norm": 4.792591571807861, + "timestamp": "2025-07-14T12:33:35.368936" + }, + { + "epoch": 56, + "batch_idx": 192, + "loss": 0.2739667594432831, + "learning_rate": 0.0009980668045715857, + "timestep_mean": 405.375, + "epsilon_norm": 3.6234781742095947, + "prediction_norm": 2.776963949203491, + "timestamp": "2025-07-14T12:33:35.373908" + }, + { + "epoch": 57, + "batch_idx": 0, + "loss": 0.3015681505203247, + "learning_rate": 0.0009979971919663725, + "timestep_mean": 494.34375, + "epsilon_norm": 6.953224182128906, + "prediction_norm": 4.882697582244873, + "timestamp": "2025-07-14T12:33:35.379068" + }, + { + "epoch": 57, + "batch_idx": 32, + "loss": 0.6396154761314392, + "learning_rate": 0.0009979971919663725, + "timestep_mean": 442.15625, + "epsilon_norm": 8.521398544311523, + "prediction_norm": 5.320400238037109, + "timestamp": "2025-07-14T12:33:35.384151" + }, + { + "epoch": 57, + "batch_idx": 64, + "loss": 0.40295982360839844, + "learning_rate": 0.0009979971919663725, + "timestep_mean": 533.375, + "epsilon_norm": 7.647167205810547, + "prediction_norm": 6.066166877746582, + "timestamp": "2025-07-14T12:33:35.389246" + }, + { + "epoch": 57, + "batch_idx": 96, + "loss": 0.3396454453468323, + "learning_rate": 0.0009979971919663725, + "timestep_mean": 476.875, + "epsilon_norm": 7.47354793548584, + "prediction_norm": 5.837466716766357, + "timestamp": "2025-07-14T12:33:35.394379" + }, + { + "epoch": 57, + "batch_idx": 128, + "loss": 0.308167964220047, + "learning_rate": 0.0009979971919663725, + "timestep_mean": 505.53125, + "epsilon_norm": 7.672144412994385, + "prediction_norm": 6.121908187866211, + "timestamp": "2025-07-14T12:33:35.399491" + }, + { + "epoch": 57, + "batch_idx": 160, + "loss": 0.32378697395324707, + "learning_rate": 0.0009979971919663725, + "timestep_mean": 505.90625, + "epsilon_norm": 8.04190731048584, + "prediction_norm": 6.8774003982543945, + "timestamp": "2025-07-14T12:33:35.404737" + }, + { + "epoch": 57, + "batch_idx": 192, + "loss": 0.47211021184921265, + "learning_rate": 0.0009979971919663725, + "timestep_mean": 534.0, + "epsilon_norm": 4.177207946777344, + "prediction_norm": 3.233280658721924, + "timestamp": "2025-07-14T12:33:35.409558" + }, + { + "epoch": 58, + "batch_idx": 0, + "loss": 0.3160935640335083, + "learning_rate": 0.0009979263506025924, + "timestep_mean": 532.90625, + "epsilon_norm": 7.619232177734375, + "prediction_norm": 5.960778713226318, + "timestamp": "2025-07-14T12:33:35.414477" + }, + { + "epoch": 58, + "batch_idx": 32, + "loss": 0.46481072902679443, + "learning_rate": 0.0009979263506025924, + "timestep_mean": 477.4375, + "epsilon_norm": 8.765752792358398, + "prediction_norm": 6.843213081359863, + "timestamp": "2025-07-14T12:33:35.419812" + }, + { + "epoch": 58, + "batch_idx": 64, + "loss": 0.55511474609375, + "learning_rate": 0.0009979263506025924, + "timestep_mean": 446.65625, + "epsilon_norm": 8.715107917785645, + "prediction_norm": 5.510277271270752, + "timestamp": "2025-07-14T12:33:35.424963" + }, + { + "epoch": 58, + "batch_idx": 96, + "loss": 0.4560585618019104, + "learning_rate": 0.0009979263506025924, + "timestep_mean": 488.40625, + "epsilon_norm": 7.514154434204102, + "prediction_norm": 5.156955242156982, + "timestamp": "2025-07-14T12:33:35.430028" + }, + { + "epoch": 58, + "batch_idx": 128, + "loss": 0.38619786500930786, + "learning_rate": 0.0009979263506025924, + "timestep_mean": 573.75, + "epsilon_norm": 8.217698097229004, + "prediction_norm": 7.18221378326416, + "timestamp": "2025-07-14T12:33:35.435174" + }, + { + "epoch": 58, + "batch_idx": 160, + "loss": 0.30626416206359863, + "learning_rate": 0.0009979263506025924, + "timestep_mean": 510.46875, + "epsilon_norm": 7.651997089385986, + "prediction_norm": 6.156233787536621, + "timestamp": "2025-07-14T12:33:35.440327" + }, + { + "epoch": 58, + "batch_idx": 192, + "loss": 0.7076389789581299, + "learning_rate": 0.0009979263506025924, + "timestep_mean": 523.0, + "epsilon_norm": 4.954768657684326, + "prediction_norm": 3.418931484222412, + "timestamp": "2025-07-14T12:33:35.445556" + }, + { + "epoch": 59, + "batch_idx": 0, + "loss": 0.4316561818122864, + "learning_rate": 0.0009978542806550396, + "timestep_mean": 520.75, + "epsilon_norm": 8.722533226013184, + "prediction_norm": 7.243459224700928, + "timestamp": "2025-07-14T12:33:35.450811" + }, + { + "epoch": 59, + "batch_idx": 32, + "loss": 0.5296357870101929, + "learning_rate": 0.0009978542806550396, + "timestep_mean": 427.25, + "epsilon_norm": 8.09256362915039, + "prediction_norm": 5.831114292144775, + "timestamp": "2025-07-14T12:33:35.455982" + }, + { + "epoch": 59, + "batch_idx": 64, + "loss": 0.2032133787870407, + "learning_rate": 0.0009978542806550396, + "timestep_mean": 658.03125, + "epsilon_norm": 8.407334327697754, + "prediction_norm": 7.296337604522705, + "timestamp": "2025-07-14T12:33:35.461155" + }, + { + "epoch": 59, + "batch_idx": 96, + "loss": 0.22784873843193054, + "learning_rate": 0.0009978542806550396, + "timestep_mean": 503.3125, + "epsilon_norm": 6.449656009674072, + "prediction_norm": 5.8944292068481445, + "timestamp": "2025-07-14T12:33:35.466477" + }, + { + "epoch": 59, + "batch_idx": 128, + "loss": 0.3354717195034027, + "learning_rate": 0.0009978542806550396, + "timestep_mean": 499.625, + "epsilon_norm": 6.607952117919922, + "prediction_norm": 5.963024139404297, + "timestamp": "2025-07-14T12:33:35.471588" + }, + { + "epoch": 59, + "batch_idx": 160, + "loss": 0.5997485518455505, + "learning_rate": 0.0009978542806550396, + "timestep_mean": 460.125, + "epsilon_norm": 8.962057113647461, + "prediction_norm": 6.716922283172607, + "timestamp": "2025-07-14T12:33:35.476779" + }, + { + "epoch": 59, + "batch_idx": 192, + "loss": 0.28064650297164917, + "learning_rate": 0.0009978542806550396, + "timestep_mean": 450.125, + "epsilon_norm": 3.388765335083008, + "prediction_norm": 2.986051082611084, + "timestamp": "2025-07-14T12:33:35.481902" + }, + { + "epoch": 60, + "batch_idx": 0, + "loss": 0.253661572933197, + "learning_rate": 0.0009977809823015396, + "timestep_mean": 450.34375, + "epsilon_norm": 7.418625354766846, + "prediction_norm": 6.19527006149292, + "timestamp": "2025-07-14T12:33:35.487065" + }, + { + "epoch": 60, + "batch_idx": 32, + "loss": 0.39855825901031494, + "learning_rate": 0.0009977809823015396, + "timestep_mean": 477.6875, + "epsilon_norm": 8.060595512390137, + "prediction_norm": 6.6503400802612305, + "timestamp": "2025-07-14T12:33:35.492359" + }, + { + "epoch": 60, + "batch_idx": 64, + "loss": 0.2331591248512268, + "learning_rate": 0.0009977809823015396, + "timestep_mean": 548.875, + "epsilon_norm": 7.505940914154053, + "prediction_norm": 6.053282260894775, + "timestamp": "2025-07-14T12:33:35.497518" + }, + { + "epoch": 60, + "batch_idx": 96, + "loss": 0.4487335681915283, + "learning_rate": 0.0009977809823015396, + "timestep_mean": 542.28125, + "epsilon_norm": 8.560179710388184, + "prediction_norm": 7.389504909515381, + "timestamp": "2025-07-14T12:33:35.502682" + }, + { + "epoch": 60, + "batch_idx": 128, + "loss": 0.44899141788482666, + "learning_rate": 0.0009977809823015396, + "timestep_mean": 465.0625, + "epsilon_norm": 7.75318717956543, + "prediction_norm": 6.197990417480469, + "timestamp": "2025-07-14T12:33:35.507822" + }, + { + "epoch": 60, + "batch_idx": 160, + "loss": 0.36551904678344727, + "learning_rate": 0.0009977809823015396, + "timestep_mean": 501.25, + "epsilon_norm": 7.930178165435791, + "prediction_norm": 6.324380874633789, + "timestamp": "2025-07-14T12:33:35.513030" + }, + { + "epoch": 60, + "batch_idx": 192, + "loss": 0.6147680282592773, + "learning_rate": 0.0009977809823015396, + "timestep_mean": 377.625, + "epsilon_norm": 4.106868743896484, + "prediction_norm": 2.539008140563965, + "timestamp": "2025-07-14T12:33:35.518148" + }, + { + "epoch": 61, + "batch_idx": 0, + "loss": 0.27317216992378235, + "learning_rate": 0.0009977064557229486, + "timestep_mean": 573.375, + "epsilon_norm": 7.687648296356201, + "prediction_norm": 5.985143184661865, + "timestamp": "2025-07-14T12:33:35.523052" + }, + { + "epoch": 61, + "batch_idx": 32, + "loss": 0.3920038938522339, + "learning_rate": 0.0009977064557229486, + "timestep_mean": 518.09375, + "epsilon_norm": 7.784027099609375, + "prediction_norm": 5.983628749847412, + "timestamp": "2025-07-14T12:33:35.528225" + }, + { + "epoch": 61, + "batch_idx": 64, + "loss": 0.4002222418785095, + "learning_rate": 0.0009977064557229486, + "timestep_mean": 469.09375, + "epsilon_norm": 7.722041606903076, + "prediction_norm": 5.608301162719727, + "timestamp": "2025-07-14T12:33:35.533370" + }, + { + "epoch": 61, + "batch_idx": 96, + "loss": 0.497697651386261, + "learning_rate": 0.0009977064557229486, + "timestep_mean": 523.71875, + "epsilon_norm": 8.82501220703125, + "prediction_norm": 6.456358432769775, + "timestamp": "2025-07-14T12:33:35.538433" + }, + { + "epoch": 61, + "batch_idx": 128, + "loss": 0.4957907199859619, + "learning_rate": 0.0009977064557229486, + "timestep_mean": 471.375, + "epsilon_norm": 8.349644660949707, + "prediction_norm": 5.504672527313232, + "timestamp": "2025-07-14T12:33:35.543629" + }, + { + "epoch": 61, + "batch_idx": 160, + "loss": 0.5458956360816956, + "learning_rate": 0.0009977064557229486, + "timestep_mean": 447.78125, + "epsilon_norm": 8.918803215026855, + "prediction_norm": 5.638072967529297, + "timestamp": "2025-07-14T12:33:35.548790" + }, + { + "epoch": 61, + "batch_idx": 192, + "loss": 0.15431943535804749, + "learning_rate": 0.0009977064557229486, + "timestep_mean": 590.875, + "epsilon_norm": 4.2262678146362305, + "prediction_norm": 3.4293322563171387, + "timestamp": "2025-07-14T12:33:35.553882" + }, + { + "epoch": 62, + "batch_idx": 0, + "loss": 0.5432950258255005, + "learning_rate": 0.0009976307011031538, + "timestep_mean": 399.5, + "epsilon_norm": 8.116588592529297, + "prediction_norm": 5.315114974975586, + "timestamp": "2025-07-14T12:33:35.559023" + }, + { + "epoch": 62, + "batch_idx": 32, + "loss": 0.4202460050582886, + "learning_rate": 0.0009976307011031538, + "timestep_mean": 382.0625, + "epsilon_norm": 8.584787368774414, + "prediction_norm": 6.5689568519592285, + "timestamp": "2025-07-14T12:33:35.564129" + }, + { + "epoch": 62, + "batch_idx": 64, + "loss": 0.3816954791545868, + "learning_rate": 0.0009976307011031538, + "timestep_mean": 530.65625, + "epsilon_norm": 7.682132720947266, + "prediction_norm": 5.976955890655518, + "timestamp": "2025-07-14T12:33:35.569284" + }, + { + "epoch": 62, + "batch_idx": 96, + "loss": 0.47873079776763916, + "learning_rate": 0.0009976307011031538, + "timestep_mean": 450.78125, + "epsilon_norm": 8.612998962402344, + "prediction_norm": 6.588570594787598, + "timestamp": "2025-07-14T12:33:35.574512" + }, + { + "epoch": 62, + "batch_idx": 128, + "loss": 0.35255753993988037, + "learning_rate": 0.0009976307011031538, + "timestep_mean": 567.4375, + "epsilon_norm": 8.43568229675293, + "prediction_norm": 7.58745002746582, + "timestamp": "2025-07-14T12:33:35.579747" + }, + { + "epoch": 62, + "batch_idx": 160, + "loss": 0.3555222749710083, + "learning_rate": 0.0009976307011031538, + "timestep_mean": 532.84375, + "epsilon_norm": 8.636590003967285, + "prediction_norm": 7.665837287902832, + "timestamp": "2025-07-14T12:33:35.584945" + }, + { + "epoch": 62, + "batch_idx": 192, + "loss": 0.2268024981021881, + "learning_rate": 0.0009976307011031538, + "timestep_mean": 346.5, + "epsilon_norm": 2.801265001296997, + "prediction_norm": 2.1466622352600098, + "timestamp": "2025-07-14T12:33:35.589926" + }, + { + "epoch": 63, + "batch_idx": 0, + "loss": 0.42570993304252625, + "learning_rate": 0.000997553718629072, + "timestep_mean": 446.65625, + "epsilon_norm": 7.629116535186768, + "prediction_norm": 7.187376976013184, + "timestamp": "2025-07-14T12:33:35.595014" + }, + { + "epoch": 63, + "batch_idx": 32, + "loss": 0.3741728961467743, + "learning_rate": 0.000997553718629072, + "timestep_mean": 438.84375, + "epsilon_norm": 7.065075397491455, + "prediction_norm": 6.061850070953369, + "timestamp": "2025-07-14T12:33:35.600218" + }, + { + "epoch": 63, + "batch_idx": 64, + "loss": 0.46212777495384216, + "learning_rate": 0.000997553718629072, + "timestep_mean": 491.4375, + "epsilon_norm": 8.280192375183105, + "prediction_norm": 7.2042670249938965, + "timestamp": "2025-07-14T12:33:35.605205" + }, + { + "epoch": 63, + "batch_idx": 96, + "loss": 0.2849298417568207, + "learning_rate": 0.000997553718629072, + "timestep_mean": 390.53125, + "epsilon_norm": 6.846533298492432, + "prediction_norm": 6.120741844177246, + "timestamp": "2025-07-14T12:33:35.610308" + }, + { + "epoch": 63, + "batch_idx": 128, + "loss": 0.3814074397087097, + "learning_rate": 0.000997553718629072, + "timestep_mean": 544.65625, + "epsilon_norm": 8.498893737792969, + "prediction_norm": 7.371804714202881, + "timestamp": "2025-07-14T12:33:35.615358" + }, + { + "epoch": 63, + "batch_idx": 160, + "loss": 0.38439059257507324, + "learning_rate": 0.000997553718629072, + "timestep_mean": 465.4375, + "epsilon_norm": 7.583632946014404, + "prediction_norm": 5.950404167175293, + "timestamp": "2025-07-14T12:33:35.620490" + }, + { + "epoch": 63, + "batch_idx": 192, + "loss": 0.02175269089639187, + "learning_rate": 0.000997553718629072, + "timestep_mean": 759.375, + "epsilon_norm": 4.470927715301514, + "prediction_norm": 4.269873142242432, + "timestamp": "2025-07-14T12:33:35.625667" + }, + { + "epoch": 64, + "batch_idx": 0, + "loss": 0.3983690142631531, + "learning_rate": 0.0009974755084906498, + "timestep_mean": 430.5, + "epsilon_norm": 7.578323841094971, + "prediction_norm": 5.672607898712158, + "timestamp": "2025-07-14T12:33:35.630755" + }, + { + "epoch": 64, + "batch_idx": 32, + "loss": 0.3859925866127014, + "learning_rate": 0.0009974755084906498, + "timestep_mean": 523.9375, + "epsilon_norm": 7.410995006561279, + "prediction_norm": 5.124393939971924, + "timestamp": "2025-07-14T12:33:35.635887" + }, + { + "epoch": 64, + "batch_idx": 64, + "loss": 0.4780244827270508, + "learning_rate": 0.0009974755084906498, + "timestep_mean": 496.96875, + "epsilon_norm": 8.257706642150879, + "prediction_norm": 5.2942304611206055, + "timestamp": "2025-07-14T12:33:35.640996" + }, + { + "epoch": 64, + "batch_idx": 96, + "loss": 0.298175573348999, + "learning_rate": 0.0009974755084906498, + "timestep_mean": 476.34375, + "epsilon_norm": 7.813703536987305, + "prediction_norm": 6.1123175621032715, + "timestamp": "2025-07-14T12:33:35.646117" + }, + { + "epoch": 64, + "batch_idx": 128, + "loss": 0.46641871333122253, + "learning_rate": 0.0009974755084906498, + "timestep_mean": 480.75, + "epsilon_norm": 7.451779842376709, + "prediction_norm": 5.337629318237305, + "timestamp": "2025-07-14T12:33:35.651222" + }, + { + "epoch": 64, + "batch_idx": 160, + "loss": 0.3846522569656372, + "learning_rate": 0.0009974755084906498, + "timestep_mean": 591.34375, + "epsilon_norm": 7.880157947540283, + "prediction_norm": 5.739945888519287, + "timestamp": "2025-07-14T12:33:35.656273" + }, + { + "epoch": 64, + "batch_idx": 192, + "loss": 0.29492270946502686, + "learning_rate": 0.0009974755084906498, + "timestep_mean": 624.125, + "epsilon_norm": 3.0578620433807373, + "prediction_norm": 2.030395746231079, + "timestamp": "2025-07-14T12:33:35.661418" + }, + { + "epoch": 65, + "batch_idx": 0, + "loss": 0.46757733821868896, + "learning_rate": 0.0009973960708808628, + "timestep_mean": 419.84375, + "epsilon_norm": 7.859777450561523, + "prediction_norm": 5.088408946990967, + "timestamp": "2025-07-14T12:33:35.666622" + }, + { + "epoch": 65, + "batch_idx": 32, + "loss": 0.36426180601119995, + "learning_rate": 0.0009973960708808628, + "timestep_mean": 452.5625, + "epsilon_norm": 6.757716655731201, + "prediction_norm": 4.759342670440674, + "timestamp": "2025-07-14T12:33:35.671641" + }, + { + "epoch": 65, + "batch_idx": 64, + "loss": 0.1878334879875183, + "learning_rate": 0.0009973960708808628, + "timestep_mean": 631.9375, + "epsilon_norm": 7.227263450622559, + "prediction_norm": 6.027932167053223, + "timestamp": "2025-07-14T12:33:35.676847" + }, + { + "epoch": 65, + "batch_idx": 96, + "loss": 0.3418540954589844, + "learning_rate": 0.0009973960708808628, + "timestep_mean": 543.4375, + "epsilon_norm": 8.631808280944824, + "prediction_norm": 7.16747522354126, + "timestamp": "2025-07-14T12:33:35.681839" + }, + { + "epoch": 65, + "batch_idx": 128, + "loss": 0.38733458518981934, + "learning_rate": 0.0009973960708808628, + "timestep_mean": 576.3125, + "epsilon_norm": 7.223601818084717, + "prediction_norm": 5.470914363861084, + "timestamp": "2025-07-14T12:33:35.686949" + }, + { + "epoch": 65, + "batch_idx": 160, + "loss": 0.38371068239212036, + "learning_rate": 0.0009973960708808628, + "timestep_mean": 516.75, + "epsilon_norm": 8.940473556518555, + "prediction_norm": 7.161853313446045, + "timestamp": "2025-07-14T12:33:35.692244" + }, + { + "epoch": 65, + "batch_idx": 192, + "loss": 0.4225117564201355, + "learning_rate": 0.0009973960708808628, + "timestep_mean": 378.875, + "epsilon_norm": 4.029794692993164, + "prediction_norm": 2.511880874633789, + "timestamp": "2025-07-14T12:33:35.702236" + }, + { + "epoch": 66, + "batch_idx": 0, + "loss": 0.36585667729377747, + "learning_rate": 0.0009973154059957157, + "timestep_mean": 441.125, + "epsilon_norm": 7.186144828796387, + "prediction_norm": 5.8198699951171875, + "timestamp": "2025-07-14T12:33:35.707386" + }, + { + "epoch": 66, + "batch_idx": 32, + "loss": 0.29904070496559143, + "learning_rate": 0.0009973154059957157, + "timestep_mean": 524.75, + "epsilon_norm": 8.046570777893066, + "prediction_norm": 6.758166790008545, + "timestamp": "2025-07-14T12:33:35.712501" + }, + { + "epoch": 66, + "batch_idx": 64, + "loss": 0.1974959671497345, + "learning_rate": 0.0009973154059957157, + "timestep_mean": 603.125, + "epsilon_norm": 7.9014058113098145, + "prediction_norm": 7.119871139526367, + "timestamp": "2025-07-14T12:33:35.717646" + }, + { + "epoch": 66, + "batch_idx": 96, + "loss": 0.32048916816711426, + "learning_rate": 0.0009973154059957157, + "timestep_mean": 462.875, + "epsilon_norm": 6.922468185424805, + "prediction_norm": 5.765222072601318, + "timestamp": "2025-07-14T12:33:35.722838" + }, + { + "epoch": 66, + "batch_idx": 128, + "loss": 0.663560688495636, + "learning_rate": 0.0009973154059957157, + "timestep_mean": 412.3125, + "epsilon_norm": 8.71666145324707, + "prediction_norm": 6.435178279876709, + "timestamp": "2025-07-14T12:33:35.727994" + }, + { + "epoch": 66, + "batch_idx": 160, + "loss": 0.43038564920425415, + "learning_rate": 0.0009973154059957157, + "timestep_mean": 456.28125, + "epsilon_norm": 8.261205673217773, + "prediction_norm": 6.254148483276367, + "timestamp": "2025-07-14T12:33:35.733311" + }, + { + "epoch": 66, + "batch_idx": 192, + "loss": 0.17977239191532135, + "learning_rate": 0.0009973154059957157, + "timestep_mean": 540.875, + "epsilon_norm": 3.9537172317504883, + "prediction_norm": 3.38215708732605, + "timestamp": "2025-07-14T12:33:35.738436" + }, + { + "epoch": 67, + "batch_idx": 0, + "loss": 0.4017961025238037, + "learning_rate": 0.000997233514034241, + "timestep_mean": 472.96875, + "epsilon_norm": 8.130484580993652, + "prediction_norm": 7.094439506530762, + "timestamp": "2025-07-14T12:33:35.743626" + }, + { + "epoch": 67, + "batch_idx": 32, + "loss": 0.35278117656707764, + "learning_rate": 0.000997233514034241, + "timestep_mean": 528.9375, + "epsilon_norm": 9.196707725524902, + "prediction_norm": 8.3092622756958, + "timestamp": "2025-07-14T12:33:35.748814" + }, + { + "epoch": 67, + "batch_idx": 64, + "loss": 0.3484402894973755, + "learning_rate": 0.000997233514034241, + "timestep_mean": 598.03125, + "epsilon_norm": 8.682462692260742, + "prediction_norm": 7.5440497398376465, + "timestamp": "2025-07-14T12:33:35.753993" + }, + { + "epoch": 67, + "batch_idx": 96, + "loss": 0.4995907247066498, + "learning_rate": 0.000997233514034241, + "timestep_mean": 500.0, + "epsilon_norm": 8.382730484008789, + "prediction_norm": 6.4576735496521, + "timestamp": "2025-07-14T12:33:35.759138" + }, + { + "epoch": 67, + "batch_idx": 128, + "loss": 0.30389100313186646, + "learning_rate": 0.000997233514034241, + "timestep_mean": 529.34375, + "epsilon_norm": 7.356706619262695, + "prediction_norm": 6.438066005706787, + "timestamp": "2025-07-14T12:33:35.764241" + }, + { + "epoch": 67, + "batch_idx": 160, + "loss": 0.3695436716079712, + "learning_rate": 0.000997233514034241, + "timestep_mean": 496.28125, + "epsilon_norm": 7.78070068359375, + "prediction_norm": 5.584944248199463, + "timestamp": "2025-07-14T12:33:35.769508" + }, + { + "epoch": 67, + "batch_idx": 192, + "loss": 0.995194673538208, + "learning_rate": 0.000997233514034241, + "timestep_mean": 419.5, + "epsilon_norm": 5.22461462020874, + "prediction_norm": 3.4785287380218506, + "timestamp": "2025-07-14T12:33:35.774815" + }, + { + "epoch": 68, + "batch_idx": 0, + "loss": 0.32093364000320435, + "learning_rate": 0.0009971503951984992, + "timestep_mean": 537.0, + "epsilon_norm": 8.65616226196289, + "prediction_norm": 7.58226203918457, + "timestamp": "2025-07-14T12:33:35.779887" + }, + { + "epoch": 68, + "batch_idx": 32, + "loss": 0.43964776396751404, + "learning_rate": 0.0009971503951984992, + "timestep_mean": 462.03125, + "epsilon_norm": 8.018600463867188, + "prediction_norm": 5.494295120239258, + "timestamp": "2025-07-14T12:33:35.784912" + }, + { + "epoch": 68, + "batch_idx": 64, + "loss": 0.5104684829711914, + "learning_rate": 0.0009971503951984992, + "timestep_mean": 457.375, + "epsilon_norm": 8.286520957946777, + "prediction_norm": 6.674611568450928, + "timestamp": "2025-07-14T12:33:35.790035" + }, + { + "epoch": 68, + "batch_idx": 96, + "loss": 0.4274768531322479, + "learning_rate": 0.0009971503951984992, + "timestep_mean": 537.125, + "epsilon_norm": 8.677231788635254, + "prediction_norm": 6.699729919433594, + "timestamp": "2025-07-14T12:33:35.795167" + }, + { + "epoch": 68, + "batch_idx": 128, + "loss": 0.48350614309310913, + "learning_rate": 0.0009971503951984992, + "timestep_mean": 475.03125, + "epsilon_norm": 7.604640007019043, + "prediction_norm": 5.568926811218262, + "timestamp": "2025-07-14T12:33:35.800261" + }, + { + "epoch": 68, + "batch_idx": 160, + "loss": 0.6249456405639648, + "learning_rate": 0.0009971503951984992, + "timestep_mean": 406.03125, + "epsilon_norm": 8.21788215637207, + "prediction_norm": 5.053614616394043, + "timestamp": "2025-07-14T12:33:35.805329" + }, + { + "epoch": 68, + "batch_idx": 192, + "loss": 0.7093954086303711, + "learning_rate": 0.0009971503951984992, + "timestep_mean": 391.25, + "epsilon_norm": 4.116548538208008, + "prediction_norm": 2.122952938079834, + "timestamp": "2025-07-14T12:33:35.810395" + }, + { + "epoch": 69, + "batch_idx": 0, + "loss": 0.19547224044799805, + "learning_rate": 0.0009970660496935772, + "timestep_mean": 571.53125, + "epsilon_norm": 8.083656311035156, + "prediction_norm": 7.282032489776611, + "timestamp": "2025-07-14T12:33:35.815600" + }, + { + "epoch": 69, + "batch_idx": 32, + "loss": 0.3663930892944336, + "learning_rate": 0.0009970660496935772, + "timestep_mean": 495.5, + "epsilon_norm": 7.6884074211120605, + "prediction_norm": 5.816800594329834, + "timestamp": "2025-07-14T12:33:35.820749" + }, + { + "epoch": 69, + "batch_idx": 64, + "loss": 0.36781826615333557, + "learning_rate": 0.0009970660496935772, + "timestep_mean": 556.75, + "epsilon_norm": 8.461858749389648, + "prediction_norm": 6.595249652862549, + "timestamp": "2025-07-14T12:33:35.825898" + }, + { + "epoch": 69, + "batch_idx": 96, + "loss": 0.6697105169296265, + "learning_rate": 0.0009970660496935772, + "timestep_mean": 363.84375, + "epsilon_norm": 8.860550880432129, + "prediction_norm": 5.123664379119873, + "timestamp": "2025-07-14T12:33:35.830995" + }, + { + "epoch": 69, + "batch_idx": 128, + "loss": 0.21402814984321594, + "learning_rate": 0.0009970660496935772, + "timestep_mean": 563.46875, + "epsilon_norm": 6.929014682769775, + "prediction_norm": 6.2387189865112305, + "timestamp": "2025-07-14T12:33:35.836162" + }, + { + "epoch": 69, + "batch_idx": 160, + "loss": 0.2696759104728699, + "learning_rate": 0.0009970660496935772, + "timestep_mean": 476.59375, + "epsilon_norm": 7.445709228515625, + "prediction_norm": 6.148009777069092, + "timestamp": "2025-07-14T12:33:35.841279" + }, + { + "epoch": 69, + "batch_idx": 192, + "loss": 0.46812236309051514, + "learning_rate": 0.0009970660496935772, + "timestep_mean": 422.75, + "epsilon_norm": 3.581373453140259, + "prediction_norm": 2.5963685512542725, + "timestamp": "2025-07-14T12:33:35.846445" + }, + { + "epoch": 70, + "batch_idx": 0, + "loss": 0.4453624188899994, + "learning_rate": 0.0009969804777275897, + "timestep_mean": 473.4375, + "epsilon_norm": 8.116089820861816, + "prediction_norm": 6.314143180847168, + "timestamp": "2025-07-14T12:33:35.851616" + }, + { + "epoch": 70, + "batch_idx": 32, + "loss": 0.23673872649669647, + "learning_rate": 0.0009969804777275897, + "timestep_mean": 515.8125, + "epsilon_norm": 7.170258045196533, + "prediction_norm": 6.393421649932861, + "timestamp": "2025-07-14T12:33:35.856811" + }, + { + "epoch": 70, + "batch_idx": 64, + "loss": 0.3865090012550354, + "learning_rate": 0.0009969804777275897, + "timestep_mean": 447.0, + "epsilon_norm": 7.309277057647705, + "prediction_norm": 5.048390865325928, + "timestamp": "2025-07-14T12:33:35.861960" + }, + { + "epoch": 70, + "batch_idx": 96, + "loss": 0.286643922328949, + "learning_rate": 0.0009969804777275897, + "timestep_mean": 529.28125, + "epsilon_norm": 8.088911056518555, + "prediction_norm": 6.958602428436279, + "timestamp": "2025-07-14T12:33:35.867168" + }, + { + "epoch": 70, + "batch_idx": 128, + "loss": 0.6118505001068115, + "learning_rate": 0.0009969804777275897, + "timestep_mean": 439.1875, + "epsilon_norm": 9.190605163574219, + "prediction_norm": 6.728879451751709, + "timestamp": "2025-07-14T12:33:35.872162" + }, + { + "epoch": 70, + "batch_idx": 160, + "loss": 0.20436692237854004, + "learning_rate": 0.0009969804777275897, + "timestep_mean": 563.875, + "epsilon_norm": 7.484165668487549, + "prediction_norm": 7.1283464431762695, + "timestamp": "2025-07-14T12:33:35.877346" + }, + { + "epoch": 70, + "batch_idx": 192, + "loss": 1.0022507905960083, + "learning_rate": 0.0009969804777275897, + "timestep_mean": 563.0, + "epsilon_norm": 5.2957234382629395, + "prediction_norm": 4.0588555335998535, + "timestamp": "2025-07-14T12:33:35.882370" + }, + { + "epoch": 71, + "batch_idx": 0, + "loss": 0.5064877271652222, + "learning_rate": 0.0009968936795116765, + "timestep_mean": 486.15625, + "epsilon_norm": 7.790098190307617, + "prediction_norm": 5.7044806480407715, + "timestamp": "2025-07-14T12:33:35.887465" + }, + { + "epoch": 71, + "batch_idx": 32, + "loss": 0.2538284659385681, + "learning_rate": 0.0009968936795116765, + "timestep_mean": 536.78125, + "epsilon_norm": 8.504935264587402, + "prediction_norm": 7.806210517883301, + "timestamp": "2025-07-14T12:33:35.892461" + }, + { + "epoch": 71, + "batch_idx": 64, + "loss": 0.2490912824869156, + "learning_rate": 0.0009968936795116765, + "timestep_mean": 569.90625, + "epsilon_norm": 8.575786590576172, + "prediction_norm": 7.4216790199279785, + "timestamp": "2025-07-14T12:33:35.897697" + }, + { + "epoch": 71, + "batch_idx": 96, + "loss": 0.46363282203674316, + "learning_rate": 0.0009968936795116765, + "timestep_mean": 576.65625, + "epsilon_norm": 8.560187339782715, + "prediction_norm": 6.910623073577881, + "timestamp": "2025-07-14T12:33:35.902933" + }, + { + "epoch": 71, + "batch_idx": 128, + "loss": 0.47618335485458374, + "learning_rate": 0.0009968936795116765, + "timestep_mean": 446.875, + "epsilon_norm": 9.081960678100586, + "prediction_norm": 6.639400005340576, + "timestamp": "2025-07-14T12:33:35.908173" + }, + { + "epoch": 71, + "batch_idx": 160, + "loss": 0.5487894415855408, + "learning_rate": 0.0009968936795116765, + "timestep_mean": 392.25, + "epsilon_norm": 7.792753219604492, + "prediction_norm": 5.612519264221191, + "timestamp": "2025-07-14T12:33:35.913216" + }, + { + "epoch": 71, + "batch_idx": 192, + "loss": 0.1613432765007019, + "learning_rate": 0.0009968936795116765, + "timestep_mean": 530.625, + "epsilon_norm": 3.211463451385498, + "prediction_norm": 3.1487832069396973, + "timestamp": "2025-07-14T12:33:35.918381" + }, + { + "epoch": 72, + "batch_idx": 0, + "loss": 0.5249707102775574, + "learning_rate": 0.000996805655260004, + "timestep_mean": 412.1875, + "epsilon_norm": 7.543299198150635, + "prediction_norm": 4.742505073547363, + "timestamp": "2025-07-14T12:33:35.923500" + }, + { + "epoch": 72, + "batch_idx": 32, + "loss": 0.3684375286102295, + "learning_rate": 0.000996805655260004, + "timestep_mean": 542.125, + "epsilon_norm": 7.9995646476745605, + "prediction_norm": 5.113036155700684, + "timestamp": "2025-07-14T12:33:35.928663" + }, + { + "epoch": 72, + "batch_idx": 64, + "loss": 0.4172227382659912, + "learning_rate": 0.000996805655260004, + "timestep_mean": 467.3125, + "epsilon_norm": 7.8199567794799805, + "prediction_norm": 4.997867107391357, + "timestamp": "2025-07-14T12:33:35.933841" + }, + { + "epoch": 72, + "batch_idx": 96, + "loss": 0.5406438112258911, + "learning_rate": 0.000996805655260004, + "timestep_mean": 389.8125, + "epsilon_norm": 7.802121639251709, + "prediction_norm": 5.460415363311768, + "timestamp": "2025-07-14T12:33:35.938910" + }, + { + "epoch": 72, + "batch_idx": 128, + "loss": 0.3174068331718445, + "learning_rate": 0.000996805655260004, + "timestep_mean": 530.53125, + "epsilon_norm": 7.9616875648498535, + "prediction_norm": 5.8409013748168945, + "timestamp": "2025-07-14T12:33:35.944118" + }, + { + "epoch": 72, + "batch_idx": 160, + "loss": 0.40685904026031494, + "learning_rate": 0.000996805655260004, + "timestep_mean": 490.15625, + "epsilon_norm": 7.431028842926025, + "prediction_norm": 5.570094108581543, + "timestamp": "2025-07-14T12:33:35.949289" + }, + { + "epoch": 72, + "batch_idx": 192, + "loss": 0.3570707440376282, + "learning_rate": 0.000996805655260004, + "timestep_mean": 392.375, + "epsilon_norm": 4.900972366333008, + "prediction_norm": 3.5080835819244385, + "timestamp": "2025-07-14T12:33:35.954519" + }, + { + "epoch": 73, + "batch_idx": 0, + "loss": 0.5591930150985718, + "learning_rate": 0.000996716405189763, + "timestep_mean": 528.8125, + "epsilon_norm": 8.47113037109375, + "prediction_norm": 6.14518928527832, + "timestamp": "2025-07-14T12:33:35.959694" + }, + { + "epoch": 73, + "batch_idx": 32, + "loss": 0.42381051182746887, + "learning_rate": 0.000996716405189763, + "timestep_mean": 432.03125, + "epsilon_norm": 8.214213371276855, + "prediction_norm": 5.590367317199707, + "timestamp": "2025-07-14T12:33:35.964841" + }, + { + "epoch": 73, + "batch_idx": 64, + "loss": 0.4346664547920227, + "learning_rate": 0.000996716405189763, + "timestep_mean": 461.03125, + "epsilon_norm": 8.042475700378418, + "prediction_norm": 6.200558662414551, + "timestamp": "2025-07-14T12:33:35.970012" + }, + { + "epoch": 73, + "batch_idx": 96, + "loss": 0.18205295503139496, + "learning_rate": 0.000996716405189763, + "timestep_mean": 629.5, + "epsilon_norm": 7.404941082000732, + "prediction_norm": 7.113296031951904, + "timestamp": "2025-07-14T12:33:35.975233" + }, + { + "epoch": 73, + "batch_idx": 128, + "loss": 0.19037100672721863, + "learning_rate": 0.000996716405189763, + "timestep_mean": 600.84375, + "epsilon_norm": 6.482698440551758, + "prediction_norm": 5.660314083099365, + "timestamp": "2025-07-14T12:33:35.980210" + }, + { + "epoch": 73, + "batch_idx": 160, + "loss": 0.20412692427635193, + "learning_rate": 0.000996716405189763, + "timestep_mean": 572.78125, + "epsilon_norm": 7.160956859588623, + "prediction_norm": 6.406454563140869, + "timestamp": "2025-07-14T12:33:35.985461" + }, + { + "epoch": 73, + "batch_idx": 192, + "loss": 0.21257703006267548, + "learning_rate": 0.000996716405189763, + "timestep_mean": 538.5, + "epsilon_norm": 3.473243474960327, + "prediction_norm": 3.1171584129333496, + "timestamp": "2025-07-14T12:33:35.990422" + }, + { + "epoch": 74, + "batch_idx": 0, + "loss": 0.3501836061477661, + "learning_rate": 0.0009966259295211694, + "timestep_mean": 477.4375, + "epsilon_norm": 6.965643405914307, + "prediction_norm": 5.8159098625183105, + "timestamp": "2025-07-14T12:33:35.995257" + }, + { + "epoch": 74, + "batch_idx": 32, + "loss": 0.44565147161483765, + "learning_rate": 0.0009966259295211694, + "timestep_mean": 480.5625, + "epsilon_norm": 8.334395408630371, + "prediction_norm": 6.633623123168945, + "timestamp": "2025-07-14T12:33:36.000214" + }, + { + "epoch": 74, + "batch_idx": 64, + "loss": 0.37807896733283997, + "learning_rate": 0.0009966259295211694, + "timestep_mean": 560.6875, + "epsilon_norm": 8.32777214050293, + "prediction_norm": 6.655712604522705, + "timestamp": "2025-07-14T12:33:36.005053" + }, + { + "epoch": 74, + "batch_idx": 96, + "loss": 0.5351210832595825, + "learning_rate": 0.0009966259295211694, + "timestep_mean": 510.4375, + "epsilon_norm": 8.073041915893555, + "prediction_norm": 5.797770977020264, + "timestamp": "2025-07-14T12:33:36.009934" + }, + { + "epoch": 74, + "batch_idx": 128, + "loss": 0.27265042066574097, + "learning_rate": 0.0009966259295211694, + "timestep_mean": 515.15625, + "epsilon_norm": 7.3446478843688965, + "prediction_norm": 6.504502773284912, + "timestamp": "2025-07-14T12:33:36.014780" + }, + { + "epoch": 74, + "batch_idx": 160, + "loss": 0.5531566143035889, + "learning_rate": 0.0009966259295211694, + "timestep_mean": 425.0, + "epsilon_norm": 8.707377433776855, + "prediction_norm": 6.044936180114746, + "timestamp": "2025-07-14T12:33:36.019636" + }, + { + "epoch": 74, + "batch_idx": 192, + "loss": 1.1505115032196045, + "learning_rate": 0.0009966259295211694, + "timestep_mean": 351.5, + "epsilon_norm": 5.354159355163574, + "prediction_norm": 2.7228176593780518, + "timestamp": "2025-07-14T12:33:36.024462" + }, + { + "epoch": 75, + "batch_idx": 0, + "loss": 0.45333677530288696, + "learning_rate": 0.000996534228477463, + "timestep_mean": 476.125, + "epsilon_norm": 7.3873772621154785, + "prediction_norm": 5.1820549964904785, + "timestamp": "2025-07-14T12:33:36.029365" + }, + { + "epoch": 75, + "batch_idx": 32, + "loss": 0.3925010561943054, + "learning_rate": 0.000996534228477463, + "timestep_mean": 503.125, + "epsilon_norm": 7.761870384216309, + "prediction_norm": 5.480347156524658, + "timestamp": "2025-07-14T12:33:36.034177" + }, + { + "epoch": 75, + "batch_idx": 64, + "loss": 0.24819506704807281, + "learning_rate": 0.000996534228477463, + "timestep_mean": 525.71875, + "epsilon_norm": 7.783392906188965, + "prediction_norm": 6.902253150939941, + "timestamp": "2025-07-14T12:33:36.039040" + }, + { + "epoch": 75, + "batch_idx": 96, + "loss": 0.32627198100090027, + "learning_rate": 0.000996534228477463, + "timestep_mean": 517.34375, + "epsilon_norm": 8.292522430419922, + "prediction_norm": 7.115931510925293, + "timestamp": "2025-07-14T12:33:36.043882" + }, + { + "epoch": 75, + "batch_idx": 128, + "loss": 0.5306358337402344, + "learning_rate": 0.000996534228477463, + "timestep_mean": 431.84375, + "epsilon_norm": 8.107317924499512, + "prediction_norm": 5.639224052429199, + "timestamp": "2025-07-14T12:33:36.048793" + }, + { + "epoch": 75, + "batch_idx": 160, + "loss": 0.3569982051849365, + "learning_rate": 0.000996534228477463, + "timestep_mean": 468.5, + "epsilon_norm": 7.438900470733643, + "prediction_norm": 6.043072700500488, + "timestamp": "2025-07-14T12:33:36.053644" + }, + { + "epoch": 75, + "batch_idx": 192, + "loss": 0.16464054584503174, + "learning_rate": 0.000996534228477463, + "timestep_mean": 588.0, + "epsilon_norm": 3.8652126789093018, + "prediction_norm": 3.8221583366394043, + "timestamp": "2025-07-14T12:33:36.058539" + }, + { + "epoch": 76, + "batch_idx": 0, + "loss": 0.3521265685558319, + "learning_rate": 0.0009964413022849066, + "timestep_mean": 478.90625, + "epsilon_norm": 8.548921585083008, + "prediction_norm": 7.886898040771484, + "timestamp": "2025-07-14T12:33:36.063388" + }, + { + "epoch": 76, + "batch_idx": 32, + "loss": 0.3310493528842926, + "learning_rate": 0.0009964413022849066, + "timestep_mean": 516.71875, + "epsilon_norm": 8.01241397857666, + "prediction_norm": 6.582779407501221, + "timestamp": "2025-07-14T12:33:36.068206" + }, + { + "epoch": 76, + "batch_idx": 64, + "loss": 0.4240565896034241, + "learning_rate": 0.0009964413022849066, + "timestep_mean": 441.125, + "epsilon_norm": 8.058753967285156, + "prediction_norm": 6.085375785827637, + "timestamp": "2025-07-14T12:33:36.073047" + }, + { + "epoch": 76, + "batch_idx": 96, + "loss": 0.2855614423751831, + "learning_rate": 0.0009964413022849066, + "timestep_mean": 568.375, + "epsilon_norm": 7.7116522789001465, + "prediction_norm": 6.6584038734436035, + "timestamp": "2025-07-14T12:33:36.077911" + }, + { + "epoch": 76, + "batch_idx": 128, + "loss": 0.2865007817745209, + "learning_rate": 0.0009964413022849066, + "timestep_mean": 512.71875, + "epsilon_norm": 8.14345645904541, + "prediction_norm": 6.787342548370361, + "timestamp": "2025-07-14T12:33:36.082758" + }, + { + "epoch": 76, + "batch_idx": 160, + "loss": 0.4507352411746979, + "learning_rate": 0.0009964413022849066, + "timestep_mean": 510.65625, + "epsilon_norm": 7.837698459625244, + "prediction_norm": 5.265155792236328, + "timestamp": "2025-07-14T12:33:36.087668" + }, + { + "epoch": 76, + "batch_idx": 192, + "loss": 0.711286187171936, + "learning_rate": 0.0009964413022849066, + "timestep_mean": 391.875, + "epsilon_norm": 6.149535179138184, + "prediction_norm": 3.728339910507202, + "timestamp": "2025-07-14T12:33:36.092484" + }, + { + "epoch": 77, + "batch_idx": 0, + "loss": 0.2176000475883484, + "learning_rate": 0.0009963471511727866, + "timestep_mean": 479.0625, + "epsilon_norm": 6.826260566711426, + "prediction_norm": 5.818026065826416, + "timestamp": "2025-07-14T12:33:36.097344" + }, + { + "epoch": 77, + "batch_idx": 32, + "loss": 0.6962525844573975, + "learning_rate": 0.0009963471511727866, + "timestep_mean": 445.75, + "epsilon_norm": 9.593816757202148, + "prediction_norm": 6.870771884918213, + "timestamp": "2025-07-14T12:33:36.102211" + }, + { + "epoch": 77, + "batch_idx": 64, + "loss": 0.33567386865615845, + "learning_rate": 0.0009963471511727866, + "timestep_mean": 546.78125, + "epsilon_norm": 8.202771186828613, + "prediction_norm": 6.590116024017334, + "timestamp": "2025-07-14T12:33:36.107035" + }, + { + "epoch": 77, + "batch_idx": 96, + "loss": 0.23918429017066956, + "learning_rate": 0.0009963471511727866, + "timestep_mean": 512.375, + "epsilon_norm": 7.63981294631958, + "prediction_norm": 6.8636860847473145, + "timestamp": "2025-07-14T12:33:36.111879" + }, + { + "epoch": 77, + "batch_idx": 128, + "loss": 0.5130612254142761, + "learning_rate": 0.0009963471511727866, + "timestep_mean": 433.03125, + "epsilon_norm": 8.086710929870605, + "prediction_norm": 6.501905918121338, + "timestamp": "2025-07-14T12:33:36.116865" + }, + { + "epoch": 77, + "batch_idx": 160, + "loss": 0.21633800864219666, + "learning_rate": 0.0009963471511727866, + "timestep_mean": 582.4375, + "epsilon_norm": 6.140625476837158, + "prediction_norm": 5.983260631561279, + "timestamp": "2025-07-14T12:33:36.121763" + }, + { + "epoch": 77, + "batch_idx": 192, + "loss": 0.10550467669963837, + "learning_rate": 0.0009963471511727866, + "timestep_mean": 612.5, + "epsilon_norm": 4.609331130981445, + "prediction_norm": 4.49946928024292, + "timestamp": "2025-07-14T12:33:36.126622" + }, + { + "epoch": 78, + "batch_idx": 0, + "loss": 0.32457706332206726, + "learning_rate": 0.0009962517753734116, + "timestep_mean": 556.1875, + "epsilon_norm": 8.446720123291016, + "prediction_norm": 6.718835353851318, + "timestamp": "2025-07-14T12:33:36.131448" + }, + { + "epoch": 78, + "batch_idx": 32, + "loss": 0.4256301522254944, + "learning_rate": 0.0009962517753734116, + "timestep_mean": 557.09375, + "epsilon_norm": 8.407120704650879, + "prediction_norm": 6.614457130432129, + "timestamp": "2025-07-14T12:33:36.136285" + }, + { + "epoch": 78, + "batch_idx": 64, + "loss": 0.3324577212333679, + "learning_rate": 0.0009962517753734116, + "timestep_mean": 532.59375, + "epsilon_norm": 6.597814083099365, + "prediction_norm": 5.2715678215026855, + "timestamp": "2025-07-14T12:33:36.141123" + }, + { + "epoch": 78, + "batch_idx": 96, + "loss": 0.24393129348754883, + "learning_rate": 0.0009962517753734116, + "timestep_mean": 550.125, + "epsilon_norm": 8.805728912353516, + "prediction_norm": 7.582371711730957, + "timestamp": "2025-07-14T12:33:36.146072" + }, + { + "epoch": 78, + "batch_idx": 128, + "loss": 0.2593621015548706, + "learning_rate": 0.0009962517753734116, + "timestep_mean": 530.59375, + "epsilon_norm": 7.064943313598633, + "prediction_norm": 5.789179801940918, + "timestamp": "2025-07-14T12:33:36.150885" + }, + { + "epoch": 78, + "batch_idx": 160, + "loss": 0.20369160175323486, + "learning_rate": 0.0009962517753734116, + "timestep_mean": 470.84375, + "epsilon_norm": 6.163996696472168, + "prediction_norm": 4.955624103546143, + "timestamp": "2025-07-14T12:33:36.155717" + }, + { + "epoch": 78, + "batch_idx": 192, + "loss": 0.5590087175369263, + "learning_rate": 0.0009962517753734116, + "timestep_mean": 556.875, + "epsilon_norm": 6.514659404754639, + "prediction_norm": 5.273530960083008, + "timestamp": "2025-07-14T12:33:36.160550" + }, + { + "epoch": 79, + "batch_idx": 0, + "loss": 0.3279922902584076, + "learning_rate": 0.0009961551751221118, + "timestep_mean": 543.375, + "epsilon_norm": 7.790713787078857, + "prediction_norm": 6.121979236602783, + "timestamp": "2025-07-14T12:33:36.165405" + }, + { + "epoch": 79, + "batch_idx": 32, + "loss": 0.1737201064825058, + "learning_rate": 0.0009961551751221118, + "timestep_mean": 538.71875, + "epsilon_norm": 8.152202606201172, + "prediction_norm": 7.5213704109191895, + "timestamp": "2025-07-14T12:33:36.170237" + }, + { + "epoch": 79, + "batch_idx": 64, + "loss": 0.43399280309677124, + "learning_rate": 0.0009961551751221118, + "timestep_mean": 532.1875, + "epsilon_norm": 8.528038024902344, + "prediction_norm": 6.608132362365723, + "timestamp": "2025-07-14T12:33:36.175194" + }, + { + "epoch": 79, + "batch_idx": 96, + "loss": 0.45787549018859863, + "learning_rate": 0.0009961551751221118, + "timestep_mean": 436.6875, + "epsilon_norm": 7.798862457275391, + "prediction_norm": 5.973755836486816, + "timestamp": "2025-07-14T12:33:36.180069" + }, + { + "epoch": 79, + "batch_idx": 128, + "loss": 0.3779512643814087, + "learning_rate": 0.0009961551751221118, + "timestep_mean": 518.28125, + "epsilon_norm": 8.824989318847656, + "prediction_norm": 7.3573222160339355, + "timestamp": "2025-07-14T12:33:36.184921" + }, + { + "epoch": 79, + "batch_idx": 160, + "loss": 0.3771446645259857, + "learning_rate": 0.0009961551751221118, + "timestep_mean": 430.0, + "epsilon_norm": 8.0455904006958, + "prediction_norm": 6.668665885925293, + "timestamp": "2025-07-14T12:33:36.189748" + }, + { + "epoch": 79, + "batch_idx": 192, + "loss": 0.6271024942398071, + "learning_rate": 0.0009961551751221118, + "timestep_mean": 362.0, + "epsilon_norm": 3.698796033859253, + "prediction_norm": 2.6524083614349365, + "timestamp": "2025-07-14T12:33:36.194568" + }, + { + "epoch": 80, + "batch_idx": 0, + "loss": 0.3943827152252197, + "learning_rate": 0.0009960573506572388, + "timestep_mean": 482.625, + "epsilon_norm": 6.770893096923828, + "prediction_norm": 5.106751918792725, + "timestamp": "2025-07-14T12:33:36.199481" + }, + { + "epoch": 80, + "batch_idx": 32, + "loss": 0.40244191884994507, + "learning_rate": 0.0009960573506572388, + "timestep_mean": 503.59375, + "epsilon_norm": 7.619384288787842, + "prediction_norm": 5.685543060302734, + "timestamp": "2025-07-14T12:33:36.204504" + }, + { + "epoch": 80, + "batch_idx": 64, + "loss": 0.2530096173286438, + "learning_rate": 0.0009960573506572388, + "timestep_mean": 555.75, + "epsilon_norm": 8.10655403137207, + "prediction_norm": 7.354044437408447, + "timestamp": "2025-07-14T12:33:36.209360" + }, + { + "epoch": 80, + "batch_idx": 96, + "loss": 0.38867682218551636, + "learning_rate": 0.0009960573506572388, + "timestep_mean": 534.71875, + "epsilon_norm": 8.776373863220215, + "prediction_norm": 7.604098320007324, + "timestamp": "2025-07-14T12:33:36.214184" + }, + { + "epoch": 80, + "batch_idx": 128, + "loss": 0.2131594717502594, + "learning_rate": 0.0009960573506572388, + "timestep_mean": 582.375, + "epsilon_norm": 8.002435684204102, + "prediction_norm": 7.869243621826172, + "timestamp": "2025-07-14T12:33:36.219328" + }, + { + "epoch": 80, + "batch_idx": 160, + "loss": 0.7613075971603394, + "learning_rate": 0.0009960573506572388, + "timestep_mean": 424.59375, + "epsilon_norm": 9.909728050231934, + "prediction_norm": 6.183533191680908, + "timestamp": "2025-07-14T12:33:36.224429" + }, + { + "epoch": 80, + "batch_idx": 192, + "loss": 0.22792550921440125, + "learning_rate": 0.0009960573506572388, + "timestep_mean": 599.875, + "epsilon_norm": 3.5592892169952393, + "prediction_norm": 3.23419189453125, + "timestamp": "2025-07-14T12:33:36.229692" + }, + { + "epoch": 81, + "batch_idx": 0, + "loss": 0.3450525999069214, + "learning_rate": 0.0009959583022201644, + "timestep_mean": 538.21875, + "epsilon_norm": 7.313296318054199, + "prediction_norm": 5.633719444274902, + "timestamp": "2025-07-14T12:33:36.234882" + }, + { + "epoch": 81, + "batch_idx": 32, + "loss": 0.2661622166633606, + "learning_rate": 0.0009959583022201644, + "timestep_mean": 520.625, + "epsilon_norm": 7.631133556365967, + "prediction_norm": 6.480350494384766, + "timestamp": "2025-07-14T12:33:36.240093" + }, + { + "epoch": 81, + "batch_idx": 64, + "loss": 0.44139352440834045, + "learning_rate": 0.0009959583022201644, + "timestep_mean": 465.4375, + "epsilon_norm": 8.895678520202637, + "prediction_norm": 6.418815612792969, + "timestamp": "2025-07-14T12:33:36.245202" + }, + { + "epoch": 81, + "batch_idx": 96, + "loss": 0.5716961622238159, + "learning_rate": 0.0009959583022201644, + "timestep_mean": 436.96875, + "epsilon_norm": 6.949334144592285, + "prediction_norm": 3.51096773147583, + "timestamp": "2025-07-14T12:33:36.250491" + }, + { + "epoch": 81, + "batch_idx": 128, + "loss": 0.27186155319213867, + "learning_rate": 0.0009959583022201644, + "timestep_mean": 462.15625, + "epsilon_norm": 7.435543060302734, + "prediction_norm": 6.110170841217041, + "timestamp": "2025-07-14T12:33:36.255560" + }, + { + "epoch": 81, + "batch_idx": 160, + "loss": 0.3528137803077698, + "learning_rate": 0.0009959583022201644, + "timestep_mean": 521.03125, + "epsilon_norm": 8.709997177124023, + "prediction_norm": 7.182016849517822, + "timestamp": "2025-07-14T12:33:36.260744" + }, + { + "epoch": 81, + "batch_idx": 192, + "loss": 0.2608186900615692, + "learning_rate": 0.0009959583022201644, + "timestep_mean": 528.0, + "epsilon_norm": 4.023627281188965, + "prediction_norm": 3.327615976333618, + "timestamp": "2025-07-14T12:33:36.265796" + }, + { + "epoch": 82, + "batch_idx": 0, + "loss": 0.3261563181877136, + "learning_rate": 0.0009958580300552813, + "timestep_mean": 519.03125, + "epsilon_norm": 7.407475471496582, + "prediction_norm": 6.025360584259033, + "timestamp": "2025-07-14T12:33:36.270950" + }, + { + "epoch": 82, + "batch_idx": 32, + "loss": 0.3980061411857605, + "learning_rate": 0.0009958580300552813, + "timestep_mean": 427.5625, + "epsilon_norm": 7.671177864074707, + "prediction_norm": 5.5067524909973145, + "timestamp": "2025-07-14T12:33:36.276051" + }, + { + "epoch": 82, + "batch_idx": 64, + "loss": 0.31016457080841064, + "learning_rate": 0.0009958580300552813, + "timestep_mean": 587.03125, + "epsilon_norm": 7.876150608062744, + "prediction_norm": 6.490326881408691, + "timestamp": "2025-07-14T12:33:36.281212" + }, + { + "epoch": 82, + "batch_idx": 96, + "loss": 0.45127832889556885, + "learning_rate": 0.0009958580300552813, + "timestep_mean": 437.59375, + "epsilon_norm": 7.968522071838379, + "prediction_norm": 6.338454723358154, + "timestamp": "2025-07-14T12:33:36.286345" + }, + { + "epoch": 82, + "batch_idx": 128, + "loss": 0.19579900801181793, + "learning_rate": 0.0009958580300552813, + "timestep_mean": 529.78125, + "epsilon_norm": 6.135337829589844, + "prediction_norm": 5.597999095916748, + "timestamp": "2025-07-14T12:33:36.291659" + }, + { + "epoch": 82, + "batch_idx": 160, + "loss": 0.2851136326789856, + "learning_rate": 0.0009958580300552813, + "timestep_mean": 508.5, + "epsilon_norm": 6.746590614318848, + "prediction_norm": 5.722084045410156, + "timestamp": "2025-07-14T12:33:36.296780" + }, + { + "epoch": 82, + "batch_idx": 192, + "loss": 0.20947371423244476, + "learning_rate": 0.0009958580300552813, + "timestep_mean": 457.125, + "epsilon_norm": 2.605660915374756, + "prediction_norm": 1.955407738685608, + "timestamp": "2025-07-14T12:33:36.301739" + }, + { + "epoch": 83, + "batch_idx": 0, + "loss": 0.36264362931251526, + "learning_rate": 0.0009957565344100004, + "timestep_mean": 478.71875, + "epsilon_norm": 6.669804573059082, + "prediction_norm": 4.662842750549316, + "timestamp": "2025-07-14T12:33:36.310697" + }, + { + "epoch": 83, + "batch_idx": 32, + "loss": 0.6390745639801025, + "learning_rate": 0.0009957565344100004, + "timestep_mean": 389.03125, + "epsilon_norm": 8.223284721374512, + "prediction_norm": 4.902613162994385, + "timestamp": "2025-07-14T12:33:36.315841" + }, + { + "epoch": 83, + "batch_idx": 64, + "loss": 0.2744235396385193, + "learning_rate": 0.0009957565344100004, + "timestep_mean": 473.59375, + "epsilon_norm": 8.153011322021484, + "prediction_norm": 6.4175004959106445, + "timestamp": "2025-07-14T12:33:36.320939" + }, + { + "epoch": 83, + "batch_idx": 96, + "loss": 0.45101380348205566, + "learning_rate": 0.0009957565344100004, + "timestep_mean": 467.375, + "epsilon_norm": 8.64987564086914, + "prediction_norm": 5.827738285064697, + "timestamp": "2025-07-14T12:33:36.326048" + }, + { + "epoch": 83, + "batch_idx": 128, + "loss": 0.434851735830307, + "learning_rate": 0.0009957565344100004, + "timestep_mean": 422.75, + "epsilon_norm": 7.954872131347656, + "prediction_norm": 5.646246433258057, + "timestamp": "2025-07-14T12:33:36.331064" + }, + { + "epoch": 83, + "batch_idx": 160, + "loss": 0.44665423035621643, + "learning_rate": 0.0009957565344100004, + "timestep_mean": 397.0625, + "epsilon_norm": 6.852954864501953, + "prediction_norm": 4.13892126083374, + "timestamp": "2025-07-14T12:33:36.336276" + }, + { + "epoch": 83, + "batch_idx": 192, + "loss": 0.23572084307670593, + "learning_rate": 0.0009957565344100004, + "timestep_mean": 619.625, + "epsilon_norm": 3.638930320739746, + "prediction_norm": 2.7683792114257812, + "timestamp": "2025-07-14T12:33:36.341621" + }, + { + "epoch": 84, + "batch_idx": 0, + "loss": 0.2886325716972351, + "learning_rate": 0.000995653815534753, + "timestep_mean": 549.09375, + "epsilon_norm": 7.990252494812012, + "prediction_norm": 7.220165729522705, + "timestamp": "2025-07-14T12:33:36.346800" + }, + { + "epoch": 84, + "batch_idx": 32, + "loss": 0.4047207832336426, + "learning_rate": 0.000995653815534753, + "timestep_mean": 452.125, + "epsilon_norm": 9.245335578918457, + "prediction_norm": 8.24968147277832, + "timestamp": "2025-07-14T12:33:36.352063" + }, + { + "epoch": 84, + "batch_idx": 64, + "loss": 0.30003267526626587, + "learning_rate": 0.000995653815534753, + "timestep_mean": 531.375, + "epsilon_norm": 7.752971172332764, + "prediction_norm": 6.604158401489258, + "timestamp": "2025-07-14T12:33:36.357140" + }, + { + "epoch": 84, + "batch_idx": 96, + "loss": 0.3684186339378357, + "learning_rate": 0.000995653815534753, + "timestep_mean": 501.34375, + "epsilon_norm": 7.918209075927734, + "prediction_norm": 7.054169654846191, + "timestamp": "2025-07-14T12:33:36.362308" + }, + { + "epoch": 84, + "batch_idx": 128, + "loss": 0.4390615224838257, + "learning_rate": 0.000995653815534753, + "timestep_mean": 523.125, + "epsilon_norm": 8.308943748474121, + "prediction_norm": 7.004117965698242, + "timestamp": "2025-07-14T12:33:36.367473" + }, + { + "epoch": 84, + "batch_idx": 160, + "loss": 0.4564509093761444, + "learning_rate": 0.000995653815534753, + "timestep_mean": 474.15625, + "epsilon_norm": 8.380154609680176, + "prediction_norm": 7.594479084014893, + "timestamp": "2025-07-14T12:33:36.372558" + }, + { + "epoch": 84, + "batch_idx": 192, + "loss": 0.903453528881073, + "learning_rate": 0.000995653815534753, + "timestep_mean": 553.625, + "epsilon_norm": 3.9197778701782227, + "prediction_norm": 2.299614667892456, + "timestamp": "2025-07-14T12:33:36.377751" + }, + { + "epoch": 85, + "batch_idx": 0, + "loss": 0.45032191276550293, + "learning_rate": 0.0009955498736829872, + "timestep_mean": 468.21875, + "epsilon_norm": 8.020739555358887, + "prediction_norm": 6.197582721710205, + "timestamp": "2025-07-14T12:33:36.382909" + }, + { + "epoch": 85, + "batch_idx": 32, + "loss": 0.2587951421737671, + "learning_rate": 0.0009955498736829872, + "timestep_mean": 449.0625, + "epsilon_norm": 7.578625679016113, + "prediction_norm": 5.9930315017700195, + "timestamp": "2025-07-14T12:33:36.388092" + }, + { + "epoch": 85, + "batch_idx": 64, + "loss": 0.40093764662742615, + "learning_rate": 0.0009955498736829872, + "timestep_mean": 457.1875, + "epsilon_norm": 7.384009838104248, + "prediction_norm": 5.577269554138184, + "timestamp": "2025-07-14T12:33:36.393312" + }, + { + "epoch": 85, + "batch_idx": 96, + "loss": 0.5020498633384705, + "learning_rate": 0.0009955498736829872, + "timestep_mean": 407.34375, + "epsilon_norm": 8.486074447631836, + "prediction_norm": 6.129355430603027, + "timestamp": "2025-07-14T12:33:36.398421" + }, + { + "epoch": 85, + "batch_idx": 128, + "loss": 0.22833094000816345, + "learning_rate": 0.0009955498736829872, + "timestep_mean": 454.53125, + "epsilon_norm": 7.542516231536865, + "prediction_norm": 5.987452507019043, + "timestamp": "2025-07-14T12:33:36.403607" + }, + { + "epoch": 85, + "batch_idx": 160, + "loss": 0.2303440272808075, + "learning_rate": 0.0009955498736829872, + "timestep_mean": 600.09375, + "epsilon_norm": 8.759512901306152, + "prediction_norm": 7.446164131164551, + "timestamp": "2025-07-14T12:33:36.408529" + }, + { + "epoch": 85, + "batch_idx": 192, + "loss": 0.8638477325439453, + "learning_rate": 0.0009955498736829872, + "timestep_mean": 425.125, + "epsilon_norm": 3.4808080196380615, + "prediction_norm": 1.4993802309036255, + "timestamp": "2025-07-14T12:33:36.413385" + }, + { + "epoch": 86, + "batch_idx": 0, + "loss": 0.23734727501869202, + "learning_rate": 0.0009954447091111691, + "timestep_mean": 539.4375, + "epsilon_norm": 7.495124816894531, + "prediction_norm": 5.6216535568237305, + "timestamp": "2025-07-14T12:33:36.418964" + }, + { + "epoch": 86, + "batch_idx": 32, + "loss": 0.4730536639690399, + "learning_rate": 0.0009954447091111691, + "timestep_mean": 442.96875, + "epsilon_norm": 8.439220428466797, + "prediction_norm": 5.634437561035156, + "timestamp": "2025-07-14T12:33:36.424288" + }, + { + "epoch": 86, + "batch_idx": 64, + "loss": 0.49128252267837524, + "learning_rate": 0.0009954447091111691, + "timestep_mean": 484.375, + "epsilon_norm": 8.91250991821289, + "prediction_norm": 6.033281326293945, + "timestamp": "2025-07-14T12:33:36.429555" + }, + { + "epoch": 86, + "batch_idx": 96, + "loss": 0.5532141923904419, + "learning_rate": 0.0009954447091111691, + "timestep_mean": 468.84375, + "epsilon_norm": 8.326910018920898, + "prediction_norm": 4.712965488433838, + "timestamp": "2025-07-14T12:33:36.434641" + }, + { + "epoch": 86, + "batch_idx": 128, + "loss": 0.47127896547317505, + "learning_rate": 0.0009954447091111691, + "timestep_mean": 506.4375, + "epsilon_norm": 7.499520778656006, + "prediction_norm": 4.648345947265625, + "timestamp": "2025-07-14T12:33:36.439678" + }, + { + "epoch": 86, + "batch_idx": 160, + "loss": 0.4244818687438965, + "learning_rate": 0.0009954447091111691, + "timestep_mean": 548.375, + "epsilon_norm": 7.754502773284912, + "prediction_norm": 6.0267767906188965, + "timestamp": "2025-07-14T12:33:36.444881" + }, + { + "epoch": 86, + "batch_idx": 192, + "loss": 0.4885968565940857, + "learning_rate": 0.0009954447091111691, + "timestep_mean": 314.625, + "epsilon_norm": 2.6450297832489014, + "prediction_norm": 1.1289780139923096, + "timestamp": "2025-07-14T12:33:36.450192" + }, + { + "epoch": 87, + "batch_idx": 0, + "loss": 0.48000869154930115, + "learning_rate": 0.000995338322078782, + "timestep_mean": 516.40625, + "epsilon_norm": 7.501360893249512, + "prediction_norm": 5.509984970092773, + "timestamp": "2025-07-14T12:33:36.455296" + }, + { + "epoch": 87, + "batch_idx": 32, + "loss": 0.3923645317554474, + "learning_rate": 0.000995338322078782, + "timestep_mean": 483.65625, + "epsilon_norm": 7.266393184661865, + "prediction_norm": 5.873012065887451, + "timestamp": "2025-07-14T12:33:36.460505" + }, + { + "epoch": 87, + "batch_idx": 64, + "loss": 0.3377560079097748, + "learning_rate": 0.000995338322078782, + "timestep_mean": 576.5625, + "epsilon_norm": 8.1646728515625, + "prediction_norm": 7.160357475280762, + "timestamp": "2025-07-14T12:33:36.465670" + }, + { + "epoch": 87, + "batch_idx": 96, + "loss": 0.23903429508209229, + "learning_rate": 0.000995338322078782, + "timestep_mean": 535.3125, + "epsilon_norm": 7.94504451751709, + "prediction_norm": 7.214087963104248, + "timestamp": "2025-07-14T12:33:36.470762" + }, + { + "epoch": 87, + "batch_idx": 128, + "loss": 0.3041566014289856, + "learning_rate": 0.000995338322078782, + "timestep_mean": 574.71875, + "epsilon_norm": 8.814644813537598, + "prediction_norm": 8.336444854736328, + "timestamp": "2025-07-14T12:33:36.475655" + }, + { + "epoch": 87, + "batch_idx": 160, + "loss": 0.27848711609840393, + "learning_rate": 0.000995338322078782, + "timestep_mean": 558.78125, + "epsilon_norm": 7.879665851593018, + "prediction_norm": 6.820571422576904, + "timestamp": "2025-07-14T12:33:36.480475" + }, + { + "epoch": 87, + "batch_idx": 192, + "loss": 0.15508852899074554, + "learning_rate": 0.000995338322078782, + "timestep_mean": 631.625, + "epsilon_norm": 2.3842105865478516, + "prediction_norm": 2.210392475128174, + "timestamp": "2025-07-14T12:33:36.485312" + }, + { + "epoch": 88, + "batch_idx": 0, + "loss": 0.3392065167427063, + "learning_rate": 0.0009952307128483252, + "timestep_mean": 443.5, + "epsilon_norm": 7.089841365814209, + "prediction_norm": 5.406303405761719, + "timestamp": "2025-07-14T12:33:36.490078" + }, + { + "epoch": 88, + "batch_idx": 32, + "loss": 0.22903195023536682, + "learning_rate": 0.0009952307128483252, + "timestep_mean": 495.96875, + "epsilon_norm": 6.482456684112549, + "prediction_norm": 5.347847938537598, + "timestamp": "2025-07-14T12:33:36.494915" + }, + { + "epoch": 88, + "batch_idx": 64, + "loss": 0.3136409521102905, + "learning_rate": 0.0009952307128483252, + "timestep_mean": 547.03125, + "epsilon_norm": 8.830754280090332, + "prediction_norm": 7.172086238861084, + "timestamp": "2025-07-14T12:33:36.499880" + }, + { + "epoch": 88, + "batch_idx": 96, + "loss": 0.40903371572494507, + "learning_rate": 0.0009952307128483252, + "timestep_mean": 521.625, + "epsilon_norm": 7.65601921081543, + "prediction_norm": 5.967591285705566, + "timestamp": "2025-07-14T12:33:36.504704" + }, + { + "epoch": 88, + "batch_idx": 128, + "loss": 0.3422360122203827, + "learning_rate": 0.0009952307128483252, + "timestep_mean": 616.46875, + "epsilon_norm": 8.147972106933594, + "prediction_norm": 6.500747203826904, + "timestamp": "2025-07-14T12:33:36.509586" + }, + { + "epoch": 88, + "batch_idx": 160, + "loss": 0.41183823347091675, + "learning_rate": 0.0009952307128483252, + "timestep_mean": 442.09375, + "epsilon_norm": 7.46156644821167, + "prediction_norm": 5.3514933586120605, + "timestamp": "2025-07-14T12:33:36.514409" + }, + { + "epoch": 88, + "batch_idx": 192, + "loss": 0.08110179752111435, + "learning_rate": 0.0009952307128483252, + "timestep_mean": 609.375, + "epsilon_norm": 4.319145202636719, + "prediction_norm": 4.106696128845215, + "timestamp": "2025-07-14T12:33:36.519331" + }, + { + "epoch": 89, + "batch_idx": 0, + "loss": 0.2782868444919586, + "learning_rate": 0.000995121881685314, + "timestep_mean": 552.6875, + "epsilon_norm": 7.486007213592529, + "prediction_norm": 6.207818984985352, + "timestamp": "2025-07-14T12:33:36.524185" + }, + { + "epoch": 89, + "batch_idx": 32, + "loss": 0.48083049058914185, + "learning_rate": 0.000995121881685314, + "timestep_mean": 432.71875, + "epsilon_norm": 8.880182266235352, + "prediction_norm": 6.429576396942139, + "timestamp": "2025-07-14T12:33:36.529113" + }, + { + "epoch": 89, + "batch_idx": 64, + "loss": 0.24283182621002197, + "learning_rate": 0.000995121881685314, + "timestep_mean": 501.0, + "epsilon_norm": 7.541929721832275, + "prediction_norm": 6.523571014404297, + "timestamp": "2025-07-14T12:33:36.533924" + }, + { + "epoch": 89, + "batch_idx": 96, + "loss": 0.5025176405906677, + "learning_rate": 0.000995121881685314, + "timestep_mean": 474.28125, + "epsilon_norm": 7.3117852210998535, + "prediction_norm": 4.206206321716309, + "timestamp": "2025-07-14T12:33:36.538757" + }, + { + "epoch": 89, + "batch_idx": 128, + "loss": 0.29628682136535645, + "learning_rate": 0.000995121881685314, + "timestep_mean": 552.96875, + "epsilon_norm": 8.307861328125, + "prediction_norm": 6.677133083343506, + "timestamp": "2025-07-14T12:33:36.543593" + }, + { + "epoch": 89, + "batch_idx": 160, + "loss": 0.6291851997375488, + "learning_rate": 0.000995121881685314, + "timestep_mean": 407.75, + "epsilon_norm": 8.218555450439453, + "prediction_norm": 5.065184116363525, + "timestamp": "2025-07-14T12:33:36.548445" + }, + { + "epoch": 89, + "batch_idx": 192, + "loss": 0.211685448884964, + "learning_rate": 0.000995121881685314, + "timestep_mean": 516.125, + "epsilon_norm": 4.017679214477539, + "prediction_norm": 3.255810260772705, + "timestamp": "2025-07-14T12:33:36.553268" + }, + { + "epoch": 90, + "batch_idx": 0, + "loss": 0.44527244567871094, + "learning_rate": 0.0009950118288582783, + "timestep_mean": 479.34375, + "epsilon_norm": 8.107833862304688, + "prediction_norm": 7.2771806716918945, + "timestamp": "2025-07-14T12:33:36.558227" + }, + { + "epoch": 90, + "batch_idx": 32, + "loss": 0.4024530351161957, + "learning_rate": 0.0009950118288582783, + "timestep_mean": 425.03125, + "epsilon_norm": 7.545523166656494, + "prediction_norm": 6.0275115966796875, + "timestamp": "2025-07-14T12:33:36.563042" + }, + { + "epoch": 90, + "batch_idx": 64, + "loss": 0.24390769004821777, + "learning_rate": 0.0009950118288582783, + "timestep_mean": 478.8125, + "epsilon_norm": 8.754861831665039, + "prediction_norm": 7.889832019805908, + "timestamp": "2025-07-14T12:33:36.567932" + }, + { + "epoch": 90, + "batch_idx": 96, + "loss": 0.2869304120540619, + "learning_rate": 0.0009950118288582783, + "timestep_mean": 607.375, + "epsilon_norm": 9.43797779083252, + "prediction_norm": 8.078756332397461, + "timestamp": "2025-07-14T12:33:36.572761" + }, + { + "epoch": 90, + "batch_idx": 128, + "loss": 0.3250220715999603, + "learning_rate": 0.0009950118288582783, + "timestep_mean": 539.8125, + "epsilon_norm": 9.068964004516602, + "prediction_norm": 7.978925704956055, + "timestamp": "2025-07-14T12:33:36.577622" + }, + { + "epoch": 90, + "batch_idx": 160, + "loss": 0.1980874091386795, + "learning_rate": 0.0009950118288582783, + "timestep_mean": 552.96875, + "epsilon_norm": 7.871379852294922, + "prediction_norm": 7.060305118560791, + "timestamp": "2025-07-14T12:33:36.582494" + }, + { + "epoch": 90, + "batch_idx": 192, + "loss": 0.46973973512649536, + "learning_rate": 0.0009950118288582783, + "timestep_mean": 496.375, + "epsilon_norm": 4.086599826812744, + "prediction_norm": 3.2971580028533936, + "timestamp": "2025-07-14T12:33:36.587415" + }, + { + "epoch": 91, + "batch_idx": 0, + "loss": 0.49183389544487, + "learning_rate": 0.0009949005546387626, + "timestep_mean": 405.09375, + "epsilon_norm": 7.143603801727295, + "prediction_norm": 4.913193702697754, + "timestamp": "2025-07-14T12:33:36.592257" + }, + { + "epoch": 91, + "batch_idx": 32, + "loss": 0.2805904448032379, + "learning_rate": 0.0009949005546387626, + "timestep_mean": 529.90625, + "epsilon_norm": 7.492563724517822, + "prediction_norm": 6.141265392303467, + "timestamp": "2025-07-14T12:33:36.597148" + }, + { + "epoch": 91, + "batch_idx": 64, + "loss": 0.3353915512561798, + "learning_rate": 0.0009949005546387626, + "timestep_mean": 549.75, + "epsilon_norm": 8.002671241760254, + "prediction_norm": 6.640048503875732, + "timestamp": "2025-07-14T12:33:36.602026" + }, + { + "epoch": 91, + "batch_idx": 96, + "loss": 0.6279861927032471, + "learning_rate": 0.0009949005546387626, + "timestep_mean": 446.15625, + "epsilon_norm": 8.974250793457031, + "prediction_norm": 5.561717987060547, + "timestamp": "2025-07-14T12:33:36.606897" + }, + { + "epoch": 91, + "batch_idx": 128, + "loss": 0.4289284646511078, + "learning_rate": 0.0009949005546387626, + "timestep_mean": 476.125, + "epsilon_norm": 9.361955642700195, + "prediction_norm": 7.650237083435059, + "timestamp": "2025-07-14T12:33:36.611726" + }, + { + "epoch": 91, + "batch_idx": 160, + "loss": 0.27840864658355713, + "learning_rate": 0.0009949005546387626, + "timestep_mean": 523.875, + "epsilon_norm": 6.827390670776367, + "prediction_norm": 5.433884620666504, + "timestamp": "2025-07-14T12:33:36.616645" + }, + { + "epoch": 91, + "batch_idx": 192, + "loss": 0.07109589874744415, + "learning_rate": 0.0009949005546387626, + "timestep_mean": 546.375, + "epsilon_norm": 4.231659412384033, + "prediction_norm": 4.6579108238220215, + "timestamp": "2025-07-14T12:33:36.621569" + }, + { + "epoch": 92, + "batch_idx": 0, + "loss": 0.31413692235946655, + "learning_rate": 0.000994788059301325, + "timestep_mean": 536.8125, + "epsilon_norm": 7.7336039543151855, + "prediction_norm": 6.467280387878418, + "timestamp": "2025-07-14T12:33:36.626471" + }, + { + "epoch": 92, + "batch_idx": 32, + "loss": 0.20682522654533386, + "learning_rate": 0.000994788059301325, + "timestep_mean": 567.90625, + "epsilon_norm": 7.99931001663208, + "prediction_norm": 7.192995548248291, + "timestamp": "2025-07-14T12:33:36.631361" + }, + { + "epoch": 92, + "batch_idx": 64, + "loss": 0.42646878957748413, + "learning_rate": 0.000994788059301325, + "timestep_mean": 507.21875, + "epsilon_norm": 8.76132583618164, + "prediction_norm": 6.98457670211792, + "timestamp": "2025-07-14T12:33:36.636274" + }, + { + "epoch": 92, + "batch_idx": 96, + "loss": 0.2990836501121521, + "learning_rate": 0.000994788059301325, + "timestep_mean": 413.03125, + "epsilon_norm": 8.345949172973633, + "prediction_norm": 7.236357688903809, + "timestamp": "2025-07-14T12:33:36.641151" + }, + { + "epoch": 92, + "batch_idx": 128, + "loss": 0.44317689538002014, + "learning_rate": 0.000994788059301325, + "timestep_mean": 542.3125, + "epsilon_norm": 8.677595138549805, + "prediction_norm": 6.477882385253906, + "timestamp": "2025-07-14T12:33:36.646284" + }, + { + "epoch": 92, + "batch_idx": 160, + "loss": 0.3834819197654724, + "learning_rate": 0.000994788059301325, + "timestep_mean": 463.0, + "epsilon_norm": 7.988166809082031, + "prediction_norm": 7.2041425704956055, + "timestamp": "2025-07-14T12:33:36.651137" + }, + { + "epoch": 92, + "batch_idx": 192, + "loss": 0.39663293957710266, + "learning_rate": 0.000994788059301325, + "timestep_mean": 409.625, + "epsilon_norm": 3.3966057300567627, + "prediction_norm": 2.3062617778778076, + "timestamp": "2025-07-14T12:33:36.655975" + }, + { + "epoch": 93, + "batch_idx": 0, + "loss": 0.3363357484340668, + "learning_rate": 0.0009946743431235366, + "timestep_mean": 510.40625, + "epsilon_norm": 7.8334245681762695, + "prediction_norm": 6.377856731414795, + "timestamp": "2025-07-14T12:33:36.660832" + }, + { + "epoch": 93, + "batch_idx": 32, + "loss": 0.32007676362991333, + "learning_rate": 0.0009946743431235366, + "timestep_mean": 499.53125, + "epsilon_norm": 7.7155985832214355, + "prediction_norm": 6.513158798217773, + "timestamp": "2025-07-14T12:33:36.665696" + }, + { + "epoch": 93, + "batch_idx": 64, + "loss": 0.34587690234184265, + "learning_rate": 0.0009946743431235366, + "timestep_mean": 437.71875, + "epsilon_norm": 8.133333206176758, + "prediction_norm": 7.033232688903809, + "timestamp": "2025-07-14T12:33:36.670506" + }, + { + "epoch": 93, + "batch_idx": 96, + "loss": 0.4252506494522095, + "learning_rate": 0.0009946743431235366, + "timestep_mean": 439.9375, + "epsilon_norm": 7.717460632324219, + "prediction_norm": 5.934478282928467, + "timestamp": "2025-07-14T12:33:36.675381" + }, + { + "epoch": 93, + "batch_idx": 128, + "loss": 0.4699650704860687, + "learning_rate": 0.0009946743431235366, + "timestep_mean": 504.4375, + "epsilon_norm": 7.854462146759033, + "prediction_norm": 4.853221893310547, + "timestamp": "2025-07-14T12:33:36.680273" + }, + { + "epoch": 93, + "batch_idx": 160, + "loss": 0.3393353223800659, + "learning_rate": 0.0009946743431235366, + "timestep_mean": 453.125, + "epsilon_norm": 7.951918601989746, + "prediction_norm": 6.049301624298096, + "timestamp": "2025-07-14T12:33:36.685109" + }, + { + "epoch": 93, + "batch_idx": 192, + "loss": 0.5024043321609497, + "learning_rate": 0.0009946743431235366, + "timestep_mean": 337.25, + "epsilon_norm": 3.881716251373291, + "prediction_norm": 2.3281760215759277, + "timestamp": "2025-07-14T12:33:36.690015" + }, + { + "epoch": 94, + "batch_idx": 0, + "loss": 0.47741395235061646, + "learning_rate": 0.0009945594063859805, + "timestep_mean": 456.84375, + "epsilon_norm": 9.171212196350098, + "prediction_norm": 6.063540458679199, + "timestamp": "2025-07-14T12:33:36.694930" + }, + { + "epoch": 94, + "batch_idx": 32, + "loss": 0.3556879758834839, + "learning_rate": 0.0009945594063859805, + "timestep_mean": 456.71875, + "epsilon_norm": 7.539243698120117, + "prediction_norm": 5.729331970214844, + "timestamp": "2025-07-14T12:33:36.699956" + }, + { + "epoch": 94, + "batch_idx": 64, + "loss": 0.4314684271812439, + "learning_rate": 0.0009945594063859805, + "timestep_mean": 427.375, + "epsilon_norm": 8.018998146057129, + "prediction_norm": 5.620591163635254, + "timestamp": "2025-07-14T12:33:36.704870" + }, + { + "epoch": 94, + "batch_idx": 96, + "loss": 0.22523263096809387, + "learning_rate": 0.0009945594063859805, + "timestep_mean": 539.0, + "epsilon_norm": 6.939995765686035, + "prediction_norm": 5.757425785064697, + "timestamp": "2025-07-14T12:33:36.709773" + }, + { + "epoch": 94, + "batch_idx": 128, + "loss": 0.28931206464767456, + "learning_rate": 0.0009945594063859805, + "timestep_mean": 550.03125, + "epsilon_norm": 7.407326698303223, + "prediction_norm": 6.067388534545898, + "timestamp": "2025-07-14T12:33:36.714652" + }, + { + "epoch": 94, + "batch_idx": 160, + "loss": 0.5652316808700562, + "learning_rate": 0.0009945594063859805, + "timestep_mean": 447.65625, + "epsilon_norm": 7.447558403015137, + "prediction_norm": 4.639014720916748, + "timestamp": "2025-07-14T12:33:36.719529" + }, + { + "epoch": 94, + "batch_idx": 192, + "loss": 0.3043774366378784, + "learning_rate": 0.0009945594063859805, + "timestep_mean": 563.75, + "epsilon_norm": 4.028321743011475, + "prediction_norm": 3.5328738689422607, + "timestamp": "2025-07-14T12:33:36.724433" + }, + { + "epoch": 95, + "batch_idx": 0, + "loss": 0.5101208686828613, + "learning_rate": 0.000994443249372252, + "timestep_mean": 448.65625, + "epsilon_norm": 7.696125030517578, + "prediction_norm": 5.724435329437256, + "timestamp": "2025-07-14T12:33:36.729384" + }, + { + "epoch": 95, + "batch_idx": 32, + "loss": 0.567093014717102, + "learning_rate": 0.000994443249372252, + "timestep_mean": 447.125, + "epsilon_norm": 8.16093921661377, + "prediction_norm": 5.92333984375, + "timestamp": "2025-07-14T12:33:36.734242" + }, + { + "epoch": 95, + "batch_idx": 64, + "loss": 0.5548479557037354, + "learning_rate": 0.000994443249372252, + "timestep_mean": 398.875, + "epsilon_norm": 7.260884761810303, + "prediction_norm": 5.162304401397705, + "timestamp": "2025-07-14T12:33:36.739115" + }, + { + "epoch": 95, + "batch_idx": 96, + "loss": 0.5949661135673523, + "learning_rate": 0.000994443249372252, + "timestep_mean": 442.0625, + "epsilon_norm": 8.13223934173584, + "prediction_norm": 5.406032562255859, + "timestamp": "2025-07-14T12:33:36.744018" + }, + { + "epoch": 95, + "batch_idx": 128, + "loss": 0.3970436453819275, + "learning_rate": 0.000994443249372252, + "timestep_mean": 449.3125, + "epsilon_norm": 7.762072563171387, + "prediction_norm": 6.095621585845947, + "timestamp": "2025-07-14T12:33:36.748906" + }, + { + "epoch": 95, + "batch_idx": 160, + "loss": 0.4220578372478485, + "learning_rate": 0.000994443249372252, + "timestep_mean": 472.96875, + "epsilon_norm": 8.612730979919434, + "prediction_norm": 6.902568340301514, + "timestamp": "2025-07-14T12:33:36.753816" + }, + { + "epoch": 95, + "batch_idx": 192, + "loss": 0.5651695728302002, + "learning_rate": 0.000994443249372252, + "timestep_mean": 418.125, + "epsilon_norm": 4.418335437774658, + "prediction_norm": 2.792278289794922, + "timestamp": "2025-07-14T12:33:36.758699" + }, + { + "epoch": 96, + "batch_idx": 0, + "loss": 0.5334373712539673, + "learning_rate": 0.0009943258723689567, + "timestep_mean": 443.96875, + "epsilon_norm": 7.684787273406982, + "prediction_norm": 4.827340602874756, + "timestamp": "2025-07-14T12:33:36.763601" + }, + { + "epoch": 96, + "batch_idx": 32, + "loss": 0.3576987087726593, + "learning_rate": 0.0009943258723689567, + "timestep_mean": 533.90625, + "epsilon_norm": 7.566948890686035, + "prediction_norm": 5.774721145629883, + "timestamp": "2025-07-14T12:33:36.768534" + }, + { + "epoch": 96, + "batch_idx": 64, + "loss": 0.452669620513916, + "learning_rate": 0.0009943258723689567, + "timestep_mean": 478.90625, + "epsilon_norm": 8.196468353271484, + "prediction_norm": 5.744713306427002, + "timestamp": "2025-07-14T12:33:36.773545" + }, + { + "epoch": 96, + "batch_idx": 96, + "loss": 0.3610934913158417, + "learning_rate": 0.0009943258723689567, + "timestep_mean": 574.75, + "epsilon_norm": 8.204984664916992, + "prediction_norm": 6.421931266784668, + "timestamp": "2025-07-14T12:33:36.778443" + }, + { + "epoch": 96, + "batch_idx": 128, + "loss": 0.6469030976295471, + "learning_rate": 0.0009943258723689567, + "timestep_mean": 389.09375, + "epsilon_norm": 8.607786178588867, + "prediction_norm": 5.982041358947754, + "timestamp": "2025-07-14T12:33:36.783470" + }, + { + "epoch": 96, + "batch_idx": 160, + "loss": 0.38033175468444824, + "learning_rate": 0.0009943258723689567, + "timestep_mean": 576.9375, + "epsilon_norm": 7.537169456481934, + "prediction_norm": 6.028802871704102, + "timestamp": "2025-07-14T12:33:36.788383" + }, + { + "epoch": 96, + "batch_idx": 192, + "loss": 0.3279222249984741, + "learning_rate": 0.0009943258723689567, + "timestep_mean": 431.25, + "epsilon_norm": 3.6978209018707275, + "prediction_norm": 2.972092866897583, + "timestamp": "2025-07-14T12:33:36.793252" + }, + { + "epoch": 97, + "batch_idx": 0, + "loss": 0.2552438974380493, + "learning_rate": 0.000994207275665711, + "timestep_mean": 508.71875, + "epsilon_norm": 7.756275177001953, + "prediction_norm": 6.287402629852295, + "timestamp": "2025-07-14T12:33:36.798187" + }, + { + "epoch": 97, + "batch_idx": 32, + "loss": 0.473777711391449, + "learning_rate": 0.000994207275665711, + "timestep_mean": 456.875, + "epsilon_norm": 8.601751327514648, + "prediction_norm": 6.151224613189697, + "timestamp": "2025-07-14T12:33:36.803214" + }, + { + "epoch": 97, + "batch_idx": 64, + "loss": 0.36334842443466187, + "learning_rate": 0.000994207275665711, + "timestep_mean": 518.34375, + "epsilon_norm": 9.001164436340332, + "prediction_norm": 7.66635274887085, + "timestamp": "2025-07-14T12:33:36.808234" + }, + { + "epoch": 97, + "batch_idx": 96, + "loss": 0.25658372044563293, + "learning_rate": 0.000994207275665711, + "timestep_mean": 501.03125, + "epsilon_norm": 7.184560775756836, + "prediction_norm": 5.912685871124268, + "timestamp": "2025-07-14T12:33:36.813120" + }, + { + "epoch": 97, + "batch_idx": 128, + "loss": 0.20777863264083862, + "learning_rate": 0.000994207275665711, + "timestep_mean": 531.09375, + "epsilon_norm": 6.85400390625, + "prediction_norm": 6.252521514892578, + "timestamp": "2025-07-14T12:33:36.818073" + }, + { + "epoch": 97, + "batch_idx": 160, + "loss": 0.189926877617836, + "learning_rate": 0.000994207275665711, + "timestep_mean": 602.375, + "epsilon_norm": 7.205810546875, + "prediction_norm": 6.894397735595703, + "timestamp": "2025-07-14T12:33:36.823117" + }, + { + "epoch": 97, + "batch_idx": 192, + "loss": 0.45718544721603394, + "learning_rate": 0.000994207275665711, + "timestep_mean": 471.875, + "epsilon_norm": 4.028402328491211, + "prediction_norm": 2.786032199859619, + "timestamp": "2025-07-14T12:33:36.828276" + }, + { + "epoch": 98, + "batch_idx": 0, + "loss": 0.432761013507843, + "learning_rate": 0.00099408745955514, + "timestep_mean": 519.25, + "epsilon_norm": 8.67878246307373, + "prediction_norm": 7.009236812591553, + "timestamp": "2025-07-14T12:33:36.833559" + }, + { + "epoch": 98, + "batch_idx": 32, + "loss": 0.3440079391002655, + "learning_rate": 0.00099408745955514, + "timestep_mean": 526.84375, + "epsilon_norm": 7.524142742156982, + "prediction_norm": 6.707104206085205, + "timestamp": "2025-07-14T12:33:36.838669" + }, + { + "epoch": 98, + "batch_idx": 64, + "loss": 0.32256221771240234, + "learning_rate": 0.00099408745955514, + "timestep_mean": 531.40625, + "epsilon_norm": 7.025570392608643, + "prediction_norm": 5.700721740722656, + "timestamp": "2025-07-14T12:33:36.843937" + }, + { + "epoch": 98, + "batch_idx": 96, + "loss": 0.366989403963089, + "learning_rate": 0.00099408745955514, + "timestep_mean": 558.1875, + "epsilon_norm": 8.505144119262695, + "prediction_norm": 7.46346378326416, + "timestamp": "2025-07-14T12:33:36.849216" + }, + { + "epoch": 98, + "batch_idx": 128, + "loss": 0.19330787658691406, + "learning_rate": 0.00099408745955514, + "timestep_mean": 563.84375, + "epsilon_norm": 6.875184059143066, + "prediction_norm": 6.3273606300354, + "timestamp": "2025-07-14T12:33:36.854348" + }, + { + "epoch": 98, + "batch_idx": 160, + "loss": 0.5487728118896484, + "learning_rate": 0.00099408745955514, + "timestep_mean": 466.3125, + "epsilon_norm": 8.453117370605469, + "prediction_norm": 5.889194488525391, + "timestamp": "2025-07-14T12:33:36.859518" + }, + { + "epoch": 98, + "batch_idx": 192, + "loss": 0.8230843544006348, + "learning_rate": 0.00099408745955514, + "timestep_mean": 434.125, + "epsilon_norm": 4.247632026672363, + "prediction_norm": 2.4748427867889404, + "timestamp": "2025-07-14T12:33:36.864628" + }, + { + "epoch": 99, + "batch_idx": 0, + "loss": 0.2608836889266968, + "learning_rate": 0.0009939664243328785, + "timestep_mean": 473.5, + "epsilon_norm": 6.714778900146484, + "prediction_norm": 5.409607410430908, + "timestamp": "2025-07-14T12:33:36.869802" + }, + { + "epoch": 99, + "batch_idx": 32, + "loss": 0.3959690034389496, + "learning_rate": 0.0009939664243328785, + "timestep_mean": 531.09375, + "epsilon_norm": 8.920614242553711, + "prediction_norm": 7.156506538391113, + "timestamp": "2025-07-14T12:33:36.875259" + }, + { + "epoch": 99, + "batch_idx": 64, + "loss": 0.5295666456222534, + "learning_rate": 0.0009939664243328785, + "timestep_mean": 463.71875, + "epsilon_norm": 7.252027988433838, + "prediction_norm": 4.903682231903076, + "timestamp": "2025-07-14T12:33:36.880351" + }, + { + "epoch": 99, + "batch_idx": 96, + "loss": 0.1751599907875061, + "learning_rate": 0.0009939664243328785, + "timestep_mean": 494.6875, + "epsilon_norm": 6.158676624298096, + "prediction_norm": 5.199674129486084, + "timestamp": "2025-07-14T12:33:36.885535" + }, + { + "epoch": 99, + "batch_idx": 128, + "loss": 0.4449681341648102, + "learning_rate": 0.0009939664243328785, + "timestep_mean": 409.03125, + "epsilon_norm": 7.886930465698242, + "prediction_norm": 5.021754264831543, + "timestamp": "2025-07-14T12:33:36.890656" + }, + { + "epoch": 99, + "batch_idx": 160, + "loss": 0.7398954033851624, + "learning_rate": 0.0009939664243328785, + "timestep_mean": 458.28125, + "epsilon_norm": 9.626720428466797, + "prediction_norm": 5.695218563079834, + "timestamp": "2025-07-14T12:33:36.901189" + }, + { + "epoch": 99, + "batch_idx": 192, + "loss": 0.36504319310188293, + "learning_rate": 0.0009939664243328785, + "timestep_mean": 568.125, + "epsilon_norm": 3.821928024291992, + "prediction_norm": 2.758923292160034, + "timestamp": "2025-07-14T12:33:36.906334" + }, + { + "epoch": 100, + "batch_idx": 0, + "loss": 0.2772006392478943, + "learning_rate": 0.0009938441702975686, + "timestep_mean": 531.46875, + "epsilon_norm": 8.723272323608398, + "prediction_norm": 7.111536026000977, + "timestamp": "2025-07-14T12:33:36.911486" + }, + { + "epoch": 100, + "batch_idx": 32, + "loss": 0.2712431252002716, + "learning_rate": 0.0009938441702975686, + "timestep_mean": 572.375, + "epsilon_norm": 9.039788246154785, + "prediction_norm": 7.510835647583008, + "timestamp": "2025-07-14T12:33:36.916550" + }, + { + "epoch": 100, + "batch_idx": 64, + "loss": 0.46679916977882385, + "learning_rate": 0.0009938441702975686, + "timestep_mean": 359.78125, + "epsilon_norm": 7.268196105957031, + "prediction_norm": 4.211639404296875, + "timestamp": "2025-07-14T12:33:36.921555" + }, + { + "epoch": 100, + "batch_idx": 96, + "loss": 0.38940954208374023, + "learning_rate": 0.0009938441702975686, + "timestep_mean": 433.125, + "epsilon_norm": 8.101743698120117, + "prediction_norm": 6.207546234130859, + "timestamp": "2025-07-14T12:33:36.926564" + }, + { + "epoch": 100, + "batch_idx": 128, + "loss": 0.3505213260650635, + "learning_rate": 0.0009938441702975686, + "timestep_mean": 517.125, + "epsilon_norm": 8.347238540649414, + "prediction_norm": 7.680215358734131, + "timestamp": "2025-07-14T12:33:36.931554" + }, + { + "epoch": 100, + "batch_idx": 160, + "loss": 0.35721033811569214, + "learning_rate": 0.0009938441702975686, + "timestep_mean": 528.25, + "epsilon_norm": 8.35438346862793, + "prediction_norm": 6.6481828689575195, + "timestamp": "2025-07-14T12:33:36.936766" + }, + { + "epoch": 100, + "batch_idx": 192, + "loss": 0.7355152368545532, + "learning_rate": 0.0009938441702975686, + "timestep_mean": 188.625, + "epsilon_norm": 3.998323440551758, + "prediction_norm": 1.922577977180481, + "timestamp": "2025-07-14T12:33:36.942014" + }, + { + "epoch": 101, + "batch_idx": 0, + "loss": 0.5455557107925415, + "learning_rate": 0.0009937206977508601, + "timestep_mean": 422.5625, + "epsilon_norm": 7.587577819824219, + "prediction_norm": 5.869652271270752, + "timestamp": "2025-07-14T12:33:36.947028" + }, + { + "epoch": 101, + "batch_idx": 32, + "loss": 0.511725127696991, + "learning_rate": 0.0009937206977508601, + "timestep_mean": 483.125, + "epsilon_norm": 9.029644012451172, + "prediction_norm": 7.481060981750488, + "timestamp": "2025-07-14T12:33:36.952280" + }, + { + "epoch": 101, + "batch_idx": 64, + "loss": 0.29942673444747925, + "learning_rate": 0.0009937206977508601, + "timestep_mean": 517.9375, + "epsilon_norm": 7.221333026885986, + "prediction_norm": 6.712826251983643, + "timestamp": "2025-07-14T12:33:36.957438" + }, + { + "epoch": 101, + "batch_idx": 96, + "loss": 0.37993139028549194, + "learning_rate": 0.0009937206977508601, + "timestep_mean": 533.6875, + "epsilon_norm": 7.221596717834473, + "prediction_norm": 5.908322811126709, + "timestamp": "2025-07-14T12:33:36.962736" + }, + { + "epoch": 101, + "batch_idx": 128, + "loss": 0.352159321308136, + "learning_rate": 0.0009937206977508601, + "timestep_mean": 501.625, + "epsilon_norm": 8.534143447875977, + "prediction_norm": 8.126705169677734, + "timestamp": "2025-07-14T12:33:36.967784" + }, + { + "epoch": 101, + "batch_idx": 160, + "loss": 0.1860753744840622, + "learning_rate": 0.0009937206977508601, + "timestep_mean": 528.0625, + "epsilon_norm": 6.751574993133545, + "prediction_norm": 6.7020463943481445, + "timestamp": "2025-07-14T12:33:36.972782" + }, + { + "epoch": 101, + "batch_idx": 192, + "loss": 0.5374491810798645, + "learning_rate": 0.0009937206977508601, + "timestep_mean": 531.625, + "epsilon_norm": 3.499622106552124, + "prediction_norm": 2.770064353942871, + "timestamp": "2025-07-14T12:33:36.977988" + }, + { + "epoch": 102, + "batch_idx": 0, + "loss": 0.2631532847881317, + "learning_rate": 0.0009935960069974094, + "timestep_mean": 590.0, + "epsilon_norm": 8.167551040649414, + "prediction_norm": 6.895909786224365, + "timestamp": "2025-07-14T12:33:36.983384" + }, + { + "epoch": 102, + "batch_idx": 32, + "loss": 0.334185928106308, + "learning_rate": 0.0009935960069974094, + "timestep_mean": 529.625, + "epsilon_norm": 7.469237804412842, + "prediction_norm": 5.963769435882568, + "timestamp": "2025-07-14T12:33:36.988507" + }, + { + "epoch": 102, + "batch_idx": 64, + "loss": 0.3564962148666382, + "learning_rate": 0.0009935960069974094, + "timestep_mean": 437.09375, + "epsilon_norm": 8.210273742675781, + "prediction_norm": 5.989192962646484, + "timestamp": "2025-07-14T12:33:36.993648" + }, + { + "epoch": 102, + "batch_idx": 96, + "loss": 0.36092546582221985, + "learning_rate": 0.0009935960069974094, + "timestep_mean": 594.8125, + "epsilon_norm": 8.531179428100586, + "prediction_norm": 6.3861823081970215, + "timestamp": "2025-07-14T12:33:36.998654" + }, + { + "epoch": 102, + "batch_idx": 128, + "loss": 0.2820889949798584, + "learning_rate": 0.0009935960069974094, + "timestep_mean": 502.875, + "epsilon_norm": 8.821943283081055, + "prediction_norm": 6.406214714050293, + "timestamp": "2025-07-14T12:33:37.003788" + }, + { + "epoch": 102, + "batch_idx": 160, + "loss": 0.3700854182243347, + "learning_rate": 0.0009935960069974094, + "timestep_mean": 512.46875, + "epsilon_norm": 7.914233207702637, + "prediction_norm": 5.285330295562744, + "timestamp": "2025-07-14T12:33:37.008799" + }, + { + "epoch": 102, + "batch_idx": 192, + "loss": 0.7445805072784424, + "learning_rate": 0.0009935960069974094, + "timestep_mean": 366.375, + "epsilon_norm": 3.8970069885253906, + "prediction_norm": 1.8015291690826416, + "timestamp": "2025-07-14T12:33:37.013808" + }, + { + "epoch": 103, + "batch_idx": 0, + "loss": 0.3264533281326294, + "learning_rate": 0.0009934700983448782, + "timestep_mean": 569.71875, + "epsilon_norm": 8.948659896850586, + "prediction_norm": 6.809743881225586, + "timestamp": "2025-07-14T12:33:37.018992" + }, + { + "epoch": 103, + "batch_idx": 32, + "loss": 0.46428436040878296, + "learning_rate": 0.0009934700983448782, + "timestep_mean": 423.1875, + "epsilon_norm": 7.752265930175781, + "prediction_norm": 5.595555782318115, + "timestamp": "2025-07-14T12:33:37.024211" + }, + { + "epoch": 103, + "batch_idx": 64, + "loss": 0.32817569375038147, + "learning_rate": 0.0009934700983448782, + "timestep_mean": 574.78125, + "epsilon_norm": 7.931771278381348, + "prediction_norm": 5.9285125732421875, + "timestamp": "2025-07-14T12:33:37.029421" + }, + { + "epoch": 103, + "batch_idx": 96, + "loss": 0.34742236137390137, + "learning_rate": 0.0009934700983448782, + "timestep_mean": 452.09375, + "epsilon_norm": 7.735149383544922, + "prediction_norm": 5.68527889251709, + "timestamp": "2025-07-14T12:33:37.034603" + }, + { + "epoch": 103, + "batch_idx": 128, + "loss": 0.21466407179832458, + "learning_rate": 0.0009934700983448782, + "timestep_mean": 497.6875, + "epsilon_norm": 6.843139171600342, + "prediction_norm": 6.070842742919922, + "timestamp": "2025-07-14T12:33:37.039513" + }, + { + "epoch": 103, + "batch_idx": 160, + "loss": 0.2889866232872009, + "learning_rate": 0.0009934700983448782, + "timestep_mean": 510.6875, + "epsilon_norm": 8.854406356811523, + "prediction_norm": 7.18943977355957, + "timestamp": "2025-07-14T12:33:37.044686" + }, + { + "epoch": 103, + "batch_idx": 192, + "loss": 1.5483696460723877, + "learning_rate": 0.0009934700983448782, + "timestep_mean": 406.375, + "epsilon_norm": 5.771408557891846, + "prediction_norm": 2.7569661140441895, + "timestamp": "2025-07-14T12:33:37.049950" + }, + { + "epoch": 104, + "batch_idx": 0, + "loss": 0.5047998428344727, + "learning_rate": 0.0009933429721039337, + "timestep_mean": 471.78125, + "epsilon_norm": 8.299660682678223, + "prediction_norm": 6.754024028778076, + "timestamp": "2025-07-14T12:33:37.055120" + }, + { + "epoch": 104, + "batch_idx": 32, + "loss": 0.49077308177948, + "learning_rate": 0.0009933429721039337, + "timestep_mean": 433.5625, + "epsilon_norm": 8.774603843688965, + "prediction_norm": 6.2383503913879395, + "timestamp": "2025-07-14T12:33:37.060279" + }, + { + "epoch": 104, + "batch_idx": 64, + "loss": 0.39925307035446167, + "learning_rate": 0.0009933429721039337, + "timestep_mean": 522.15625, + "epsilon_norm": 7.907754421234131, + "prediction_norm": 7.326230049133301, + "timestamp": "2025-07-14T12:33:37.065399" + }, + { + "epoch": 104, + "batch_idx": 96, + "loss": 0.4939652681350708, + "learning_rate": 0.0009933429721039337, + "timestep_mean": 432.46875, + "epsilon_norm": 6.765961170196533, + "prediction_norm": 5.050776958465576, + "timestamp": "2025-07-14T12:33:37.070613" + }, + { + "epoch": 104, + "batch_idx": 128, + "loss": 0.31124359369277954, + "learning_rate": 0.0009933429721039337, + "timestep_mean": 542.65625, + "epsilon_norm": 9.177377700805664, + "prediction_norm": 9.203100204467773, + "timestamp": "2025-07-14T12:33:37.075798" + }, + { + "epoch": 104, + "batch_idx": 160, + "loss": 0.20461241900920868, + "learning_rate": 0.0009933429721039337, + "timestep_mean": 549.46875, + "epsilon_norm": 7.330206871032715, + "prediction_norm": 7.184663772583008, + "timestamp": "2025-07-14T12:33:37.080847" + }, + { + "epoch": 104, + "batch_idx": 192, + "loss": 0.3324352502822876, + "learning_rate": 0.0009933429721039337, + "timestep_mean": 508.5, + "epsilon_norm": 4.53663444519043, + "prediction_norm": 3.9737908840179443, + "timestamp": "2025-07-14T12:33:37.086026" + }, + { + "epoch": 105, + "batch_idx": 0, + "loss": 0.29668140411376953, + "learning_rate": 0.0009932146285882475, + "timestep_mean": 531.125, + "epsilon_norm": 8.309447288513184, + "prediction_norm": 6.850283622741699, + "timestamp": "2025-07-14T12:33:37.091192" + }, + { + "epoch": 105, + "batch_idx": 32, + "loss": 0.31115037202835083, + "learning_rate": 0.0009932146285882475, + "timestep_mean": 477.03125, + "epsilon_norm": 7.698022842407227, + "prediction_norm": 6.149684906005859, + "timestamp": "2025-07-14T12:33:37.096516" + }, + { + "epoch": 105, + "batch_idx": 64, + "loss": 0.3817676305770874, + "learning_rate": 0.0009932146285882475, + "timestep_mean": 453.71875, + "epsilon_norm": 6.825430870056152, + "prediction_norm": 4.7921247482299805, + "timestamp": "2025-07-14T12:33:37.101681" + }, + { + "epoch": 105, + "batch_idx": 96, + "loss": 0.2946900725364685, + "learning_rate": 0.0009932146285882475, + "timestep_mean": 487.15625, + "epsilon_norm": 6.930069446563721, + "prediction_norm": 5.104409217834473, + "timestamp": "2025-07-14T12:33:37.106771" + }, + { + "epoch": 105, + "batch_idx": 128, + "loss": 0.13514181971549988, + "learning_rate": 0.0009932146285882475, + "timestep_mean": 645.25, + "epsilon_norm": 7.617280006408691, + "prediction_norm": 7.070394992828369, + "timestamp": "2025-07-14T12:33:37.111990" + }, + { + "epoch": 105, + "batch_idx": 160, + "loss": 0.410347580909729, + "learning_rate": 0.0009932146285882475, + "timestep_mean": 435.40625, + "epsilon_norm": 7.035642623901367, + "prediction_norm": 4.881410121917725, + "timestamp": "2025-07-14T12:33:37.117189" + }, + { + "epoch": 105, + "batch_idx": 192, + "loss": 1.0346225500106812, + "learning_rate": 0.0009932146285882475, + "timestep_mean": 439.75, + "epsilon_norm": 5.251662731170654, + "prediction_norm": 2.3445682525634766, + "timestamp": "2025-07-14T12:33:37.122252" + }, + { + "epoch": 106, + "batch_idx": 0, + "loss": 0.6063963174819946, + "learning_rate": 0.0009930850681144942, + "timestep_mean": 414.875, + "epsilon_norm": 8.703764915466309, + "prediction_norm": 5.996312618255615, + "timestamp": "2025-07-14T12:33:37.127498" + }, + { + "epoch": 106, + "batch_idx": 32, + "loss": 0.3632166087627411, + "learning_rate": 0.0009930850681144942, + "timestep_mean": 516.5, + "epsilon_norm": 8.522354125976562, + "prediction_norm": 6.837202072143555, + "timestamp": "2025-07-14T12:33:37.132619" + }, + { + "epoch": 106, + "batch_idx": 64, + "loss": 0.25807201862335205, + "learning_rate": 0.0009930850681144942, + "timestep_mean": 447.5625, + "epsilon_norm": 7.926948547363281, + "prediction_norm": 6.94603157043457, + "timestamp": "2025-07-14T12:33:37.137938" + }, + { + "epoch": 106, + "batch_idx": 96, + "loss": 0.3956391215324402, + "learning_rate": 0.0009930850681144942, + "timestep_mean": 521.875, + "epsilon_norm": 9.292359352111816, + "prediction_norm": 8.035126686096191, + "timestamp": "2025-07-14T12:33:37.143054" + }, + { + "epoch": 106, + "batch_idx": 128, + "loss": 0.27241775393486023, + "learning_rate": 0.0009930850681144942, + "timestep_mean": 522.125, + "epsilon_norm": 7.054620265960693, + "prediction_norm": 6.223887920379639, + "timestamp": "2025-07-14T12:33:37.148170" + }, + { + "epoch": 106, + "batch_idx": 160, + "loss": 0.5454466342926025, + "learning_rate": 0.0009930850681144942, + "timestep_mean": 438.0625, + "epsilon_norm": 8.496689796447754, + "prediction_norm": 6.073446750640869, + "timestamp": "2025-07-14T12:33:37.153446" + }, + { + "epoch": 106, + "batch_idx": 192, + "loss": 0.258236825466156, + "learning_rate": 0.0009930850681144942, + "timestep_mean": 454.125, + "epsilon_norm": 4.128582954406738, + "prediction_norm": 3.4689512252807617, + "timestamp": "2025-07-14T12:33:37.158646" + }, + { + "epoch": 107, + "batch_idx": 0, + "loss": 0.25020843744277954, + "learning_rate": 0.0009929542910023514, + "timestep_mean": 537.46875, + "epsilon_norm": 8.132495880126953, + "prediction_norm": 7.1865105628967285, + "timestamp": "2025-07-14T12:33:37.163747" + }, + { + "epoch": 107, + "batch_idx": 32, + "loss": 0.4853644073009491, + "learning_rate": 0.0009929542910023514, + "timestep_mean": 507.8125, + "epsilon_norm": 7.954204082489014, + "prediction_norm": 5.951508045196533, + "timestamp": "2025-07-14T12:33:37.168968" + }, + { + "epoch": 107, + "batch_idx": 64, + "loss": 0.38410526514053345, + "learning_rate": 0.0009929542910023514, + "timestep_mean": 475.84375, + "epsilon_norm": 7.400446891784668, + "prediction_norm": 5.549895286560059, + "timestamp": "2025-07-14T12:33:37.174059" + }, + { + "epoch": 107, + "batch_idx": 96, + "loss": 0.4184889793395996, + "learning_rate": 0.0009929542910023514, + "timestep_mean": 476.375, + "epsilon_norm": 7.214792251586914, + "prediction_norm": 4.89225435256958, + "timestamp": "2025-07-14T12:33:37.179194" + }, + { + "epoch": 107, + "batch_idx": 128, + "loss": 0.32638341188430786, + "learning_rate": 0.0009929542910023514, + "timestep_mean": 492.15625, + "epsilon_norm": 9.310751914978027, + "prediction_norm": 8.006524085998535, + "timestamp": "2025-07-14T12:33:37.184344" + }, + { + "epoch": 107, + "batch_idx": 160, + "loss": 0.40304726362228394, + "learning_rate": 0.0009929542910023514, + "timestep_mean": 517.09375, + "epsilon_norm": 8.236848831176758, + "prediction_norm": 6.6166486740112305, + "timestamp": "2025-07-14T12:33:37.189532" + }, + { + "epoch": 107, + "batch_idx": 192, + "loss": 0.15662415325641632, + "learning_rate": 0.0009929542910023514, + "timestep_mean": 590.875, + "epsilon_norm": 4.389446258544922, + "prediction_norm": 4.017996788024902, + "timestamp": "2025-07-14T12:33:37.194736" + }, + { + "epoch": 108, + "batch_idx": 0, + "loss": 0.5127643942832947, + "learning_rate": 0.0009928222975744989, + "timestep_mean": 567.9375, + "epsilon_norm": 9.056181907653809, + "prediction_norm": 6.609339714050293, + "timestamp": "2025-07-14T12:33:37.199921" + }, + { + "epoch": 108, + "batch_idx": 32, + "loss": 0.31634610891342163, + "learning_rate": 0.0009928222975744989, + "timestep_mean": 505.9375, + "epsilon_norm": 8.538628578186035, + "prediction_norm": 6.847753047943115, + "timestamp": "2025-07-14T12:33:37.205012" + }, + { + "epoch": 108, + "batch_idx": 64, + "loss": 0.3374740481376648, + "learning_rate": 0.0009928222975744989, + "timestep_mean": 406.03125, + "epsilon_norm": 7.850300312042236, + "prediction_norm": 6.137430667877197, + "timestamp": "2025-07-14T12:33:37.210124" + }, + { + "epoch": 108, + "batch_idx": 96, + "loss": 0.32109832763671875, + "learning_rate": 0.0009928222975744989, + "timestep_mean": 527.5625, + "epsilon_norm": 7.578832149505615, + "prediction_norm": 6.612275123596191, + "timestamp": "2025-07-14T12:33:37.215295" + }, + { + "epoch": 108, + "batch_idx": 128, + "loss": 0.2970845699310303, + "learning_rate": 0.0009928222975744989, + "timestep_mean": 506.625, + "epsilon_norm": 7.865098476409912, + "prediction_norm": 6.6142168045043945, + "timestamp": "2025-07-14T12:33:37.220520" + }, + { + "epoch": 108, + "batch_idx": 160, + "loss": 0.30928510427474976, + "learning_rate": 0.0009928222975744989, + "timestep_mean": 568.0, + "epsilon_norm": 8.804108619689941, + "prediction_norm": 7.35479211807251, + "timestamp": "2025-07-14T12:33:37.225706" + }, + { + "epoch": 108, + "batch_idx": 192, + "loss": 0.5756258368492126, + "learning_rate": 0.0009928222975744989, + "timestep_mean": 460.75, + "epsilon_norm": 4.2511820793151855, + "prediction_norm": 3.610414505004883, + "timestamp": "2025-07-14T12:33:37.230777" + }, + { + "epoch": 109, + "batch_idx": 0, + "loss": 0.4343138337135315, + "learning_rate": 0.000992689088156617, + "timestep_mean": 442.25, + "epsilon_norm": 8.05171012878418, + "prediction_norm": 5.718123435974121, + "timestamp": "2025-07-14T12:33:37.236067" + }, + { + "epoch": 109, + "batch_idx": 32, + "loss": 0.29711824655532837, + "learning_rate": 0.000992689088156617, + "timestep_mean": 580.84375, + "epsilon_norm": 7.659984111785889, + "prediction_norm": 6.54967737197876, + "timestamp": "2025-07-14T12:33:37.241183" + }, + { + "epoch": 109, + "batch_idx": 64, + "loss": 0.398522287607193, + "learning_rate": 0.000992689088156617, + "timestep_mean": 505.65625, + "epsilon_norm": 8.356657028198242, + "prediction_norm": 6.535600662231445, + "timestamp": "2025-07-14T12:33:37.246466" + }, + { + "epoch": 109, + "batch_idx": 96, + "loss": 0.23815815150737762, + "learning_rate": 0.000992689088156617, + "timestep_mean": 560.875, + "epsilon_norm": 7.353175640106201, + "prediction_norm": 6.174593448638916, + "timestamp": "2025-07-14T12:33:37.251656" + }, + { + "epoch": 109, + "batch_idx": 128, + "loss": 0.4708647131919861, + "learning_rate": 0.000992689088156617, + "timestep_mean": 423.59375, + "epsilon_norm": 8.04297924041748, + "prediction_norm": 5.538055419921875, + "timestamp": "2025-07-14T12:33:37.256736" + }, + { + "epoch": 109, + "batch_idx": 160, + "loss": 0.39368724822998047, + "learning_rate": 0.000992689088156617, + "timestep_mean": 504.8125, + "epsilon_norm": 7.7733659744262695, + "prediction_norm": 5.954164505004883, + "timestamp": "2025-07-14T12:33:37.261919" + }, + { + "epoch": 109, + "batch_idx": 192, + "loss": 0.5432388782501221, + "learning_rate": 0.000992689088156617, + "timestep_mean": 441.0, + "epsilon_norm": 3.862323045730591, + "prediction_norm": 2.2704482078552246, + "timestamp": "2025-07-14T12:33:37.267243" + }, + { + "epoch": 110, + "batch_idx": 0, + "loss": 0.4254012107849121, + "learning_rate": 0.0009925546630773867, + "timestep_mean": 519.71875, + "epsilon_norm": 7.867763042449951, + "prediction_norm": 6.298001289367676, + "timestamp": "2025-07-14T12:33:37.272366" + }, + { + "epoch": 110, + "batch_idx": 32, + "loss": 0.2657698392868042, + "learning_rate": 0.0009925546630773867, + "timestep_mean": 548.40625, + "epsilon_norm": 7.705111980438232, + "prediction_norm": 6.780420780181885, + "timestamp": "2025-07-14T12:33:37.277598" + }, + { + "epoch": 110, + "batch_idx": 64, + "loss": 0.2948544919490814, + "learning_rate": 0.0009925546630773867, + "timestep_mean": 505.34375, + "epsilon_norm": 7.744751453399658, + "prediction_norm": 6.314627647399902, + "timestamp": "2025-07-14T12:33:37.282706" + }, + { + "epoch": 110, + "batch_idx": 96, + "loss": 0.41088229417800903, + "learning_rate": 0.0009925546630773867, + "timestep_mean": 544.375, + "epsilon_norm": 9.255325317382812, + "prediction_norm": 8.048694610595703, + "timestamp": "2025-07-14T12:33:37.287756" + }, + { + "epoch": 110, + "batch_idx": 128, + "loss": 0.4493602514266968, + "learning_rate": 0.0009925546630773867, + "timestep_mean": 530.15625, + "epsilon_norm": 9.46688175201416, + "prediction_norm": 8.57406997680664, + "timestamp": "2025-07-14T12:33:37.292818" + }, + { + "epoch": 110, + "batch_idx": 160, + "loss": 0.585589587688446, + "learning_rate": 0.0009925546630773867, + "timestep_mean": 480.09375, + "epsilon_norm": 8.607787132263184, + "prediction_norm": 7.145943641662598, + "timestamp": "2025-07-14T12:33:37.297658" + }, + { + "epoch": 110, + "batch_idx": 192, + "loss": 0.1702098250389099, + "learning_rate": 0.0009925546630773867, + "timestep_mean": 588.25, + "epsilon_norm": 2.589287519454956, + "prediction_norm": 2.089301586151123, + "timestamp": "2025-07-14T12:33:37.302482" + }, + { + "epoch": 111, + "batch_idx": 0, + "loss": 0.4193319082260132, + "learning_rate": 0.0009924190226684889, + "timestep_mean": 526.9375, + "epsilon_norm": 8.701858520507812, + "prediction_norm": 6.729931354522705, + "timestamp": "2025-07-14T12:33:37.307292" + }, + { + "epoch": 111, + "batch_idx": 32, + "loss": 0.19601774215698242, + "learning_rate": 0.0009924190226684889, + "timestep_mean": 582.375, + "epsilon_norm": 6.73960542678833, + "prediction_norm": 6.01040506362915, + "timestamp": "2025-07-14T12:33:37.312124" + }, + { + "epoch": 111, + "batch_idx": 64, + "loss": 0.25983479619026184, + "learning_rate": 0.0009924190226684889, + "timestep_mean": 452.625, + "epsilon_norm": 7.6268181800842285, + "prediction_norm": 6.274754047393799, + "timestamp": "2025-07-14T12:33:37.317379" + }, + { + "epoch": 111, + "batch_idx": 96, + "loss": 0.3074480891227722, + "learning_rate": 0.0009924190226684889, + "timestep_mean": 553.03125, + "epsilon_norm": 8.904986381530762, + "prediction_norm": 8.049039840698242, + "timestamp": "2025-07-14T12:33:37.322490" + }, + { + "epoch": 111, + "batch_idx": 128, + "loss": 0.2714252471923828, + "learning_rate": 0.0009924190226684889, + "timestep_mean": 547.6875, + "epsilon_norm": 8.446633338928223, + "prediction_norm": 6.466481685638428, + "timestamp": "2025-07-14T12:33:37.327591" + }, + { + "epoch": 111, + "batch_idx": 160, + "loss": 0.5095931887626648, + "learning_rate": 0.0009924190226684889, + "timestep_mean": 513.59375, + "epsilon_norm": 8.577930450439453, + "prediction_norm": 5.666226387023926, + "timestamp": "2025-07-14T12:33:37.332746" + }, + { + "epoch": 111, + "batch_idx": 192, + "loss": 0.3715968132019043, + "learning_rate": 0.0009924190226684889, + "timestep_mean": 517.625, + "epsilon_norm": 3.0740628242492676, + "prediction_norm": 2.1539275646209717, + "timestamp": "2025-07-14T12:33:37.338021" + }, + { + "epoch": 112, + "batch_idx": 0, + "loss": 0.3091588318347931, + "learning_rate": 0.0009922821672646025, + "timestep_mean": 501.375, + "epsilon_norm": 8.261238098144531, + "prediction_norm": 6.464503765106201, + "timestamp": "2025-07-14T12:33:37.343098" + }, + { + "epoch": 112, + "batch_idx": 32, + "loss": 0.4388945698738098, + "learning_rate": 0.0009922821672646025, + "timestep_mean": 513.28125, + "epsilon_norm": 9.101574897766113, + "prediction_norm": 6.443770408630371, + "timestamp": "2025-07-14T12:33:37.348251" + }, + { + "epoch": 112, + "batch_idx": 64, + "loss": 0.3206368088722229, + "learning_rate": 0.0009922821672646025, + "timestep_mean": 445.4375, + "epsilon_norm": 6.790196418762207, + "prediction_norm": 4.918881416320801, + "timestamp": "2025-07-14T12:33:37.353434" + }, + { + "epoch": 112, + "batch_idx": 96, + "loss": 0.3646446466445923, + "learning_rate": 0.0009922821672646025, + "timestep_mean": 502.34375, + "epsilon_norm": 8.67854118347168, + "prediction_norm": 6.598727703094482, + "timestamp": "2025-07-14T12:33:37.358703" + }, + { + "epoch": 112, + "batch_idx": 128, + "loss": 0.5300803780555725, + "learning_rate": 0.0009922821672646025, + "timestep_mean": 483.40625, + "epsilon_norm": 8.86438274383545, + "prediction_norm": 6.321949005126953, + "timestamp": "2025-07-14T12:33:37.363826" + }, + { + "epoch": 112, + "batch_idx": 160, + "loss": 0.18469399213790894, + "learning_rate": 0.0009922821672646025, + "timestep_mean": 567.125, + "epsilon_norm": 6.772212028503418, + "prediction_norm": 6.061461925506592, + "timestamp": "2025-07-14T12:33:37.369046" + }, + { + "epoch": 112, + "batch_idx": 192, + "loss": 0.18912239372730255, + "learning_rate": 0.0009922821672646025, + "timestep_mean": 565.75, + "epsilon_norm": 4.744101524353027, + "prediction_norm": 4.6634955406188965, + "timestamp": "2025-07-14T12:33:37.374151" + }, + { + "epoch": 113, + "batch_idx": 0, + "loss": 0.4940939247608185, + "learning_rate": 0.0009921440972034048, + "timestep_mean": 459.46875, + "epsilon_norm": 8.946327209472656, + "prediction_norm": 6.864156723022461, + "timestamp": "2025-07-14T12:33:37.379397" + }, + { + "epoch": 113, + "batch_idx": 32, + "loss": 0.35390424728393555, + "learning_rate": 0.0009921440972034048, + "timestep_mean": 552.78125, + "epsilon_norm": 8.557182312011719, + "prediction_norm": 7.288146495819092, + "timestamp": "2025-07-14T12:33:37.384542" + }, + { + "epoch": 113, + "batch_idx": 64, + "loss": 0.5406705737113953, + "learning_rate": 0.0009921440972034048, + "timestep_mean": 378.9375, + "epsilon_norm": 8.356328964233398, + "prediction_norm": 6.300563335418701, + "timestamp": "2025-07-14T12:33:37.389603" + }, + { + "epoch": 113, + "batch_idx": 96, + "loss": 0.30652183294296265, + "learning_rate": 0.0009921440972034048, + "timestep_mean": 456.25, + "epsilon_norm": 6.856436729431152, + "prediction_norm": 5.805269241333008, + "timestamp": "2025-07-14T12:33:37.394816" + }, + { + "epoch": 113, + "batch_idx": 128, + "loss": 0.4445890784263611, + "learning_rate": 0.0009921440972034048, + "timestep_mean": 529.28125, + "epsilon_norm": 8.223190307617188, + "prediction_norm": 6.621375560760498, + "timestamp": "2025-07-14T12:33:37.400089" + }, + { + "epoch": 113, + "batch_idx": 160, + "loss": 0.3367628753185272, + "learning_rate": 0.0009921440972034048, + "timestep_mean": 492.75, + "epsilon_norm": 6.720889568328857, + "prediction_norm": 5.570764541625977, + "timestamp": "2025-07-14T12:33:37.405144" + }, + { + "epoch": 113, + "batch_idx": 192, + "loss": 0.4246712625026703, + "learning_rate": 0.0009921440972034048, + "timestep_mean": 559.0, + "epsilon_norm": 4.47627067565918, + "prediction_norm": 4.005417346954346, + "timestamp": "2025-07-14T12:33:37.409941" + }, + { + "epoch": 114, + "batch_idx": 0, + "loss": 0.340474933385849, + "learning_rate": 0.0009920048128255698, + "timestep_mean": 531.0625, + "epsilon_norm": 8.098459243774414, + "prediction_norm": 6.848378658294678, + "timestamp": "2025-07-14T12:33:37.414918" + }, + { + "epoch": 114, + "batch_idx": 32, + "loss": 0.38151904940605164, + "learning_rate": 0.0009920048128255698, + "timestep_mean": 570.9375, + "epsilon_norm": 8.254520416259766, + "prediction_norm": 6.782140254974365, + "timestamp": "2025-07-14T12:33:37.420469" + }, + { + "epoch": 114, + "batch_idx": 64, + "loss": 0.3459824323654175, + "learning_rate": 0.0009920048128255698, + "timestep_mean": 548.46875, + "epsilon_norm": 7.207214832305908, + "prediction_norm": 5.538647651672363, + "timestamp": "2025-07-14T12:33:37.425800" + }, + { + "epoch": 114, + "batch_idx": 96, + "loss": 0.2641832232475281, + "learning_rate": 0.0009920048128255698, + "timestep_mean": 492.03125, + "epsilon_norm": 7.270598411560059, + "prediction_norm": 6.49916934967041, + "timestamp": "2025-07-14T12:33:37.430879" + }, + { + "epoch": 114, + "batch_idx": 128, + "loss": 0.2877682149410248, + "learning_rate": 0.0009920048128255698, + "timestep_mean": 552.53125, + "epsilon_norm": 7.792731761932373, + "prediction_norm": 5.710397243499756, + "timestamp": "2025-07-14T12:33:37.436084" + }, + { + "epoch": 114, + "batch_idx": 160, + "loss": 0.4254797101020813, + "learning_rate": 0.0009920048128255698, + "timestep_mean": 422.3125, + "epsilon_norm": 7.996566295623779, + "prediction_norm": 5.711620330810547, + "timestamp": "2025-07-14T12:33:37.441440" + }, + { + "epoch": 114, + "batch_idx": 192, + "loss": 0.07541526854038239, + "learning_rate": 0.0009920048128255698, + "timestep_mean": 683.0, + "epsilon_norm": 3.3396217823028564, + "prediction_norm": 3.1158158779144287, + "timestamp": "2025-07-14T12:33:37.446608" + }, + { + "epoch": 115, + "batch_idx": 0, + "loss": 0.21599745750427246, + "learning_rate": 0.000991864314474768, + "timestep_mean": 512.78125, + "epsilon_norm": 8.17432689666748, + "prediction_norm": 6.3986334800720215, + "timestamp": "2025-07-14T12:33:37.451810" + }, + { + "epoch": 115, + "batch_idx": 32, + "loss": 0.49933913350105286, + "learning_rate": 0.000991864314474768, + "timestep_mean": 411.90625, + "epsilon_norm": 8.160754203796387, + "prediction_norm": 5.234872341156006, + "timestamp": "2025-07-14T12:33:37.457004" + }, + { + "epoch": 115, + "batch_idx": 64, + "loss": 0.21127715706825256, + "learning_rate": 0.000991864314474768, + "timestep_mean": 539.34375, + "epsilon_norm": 8.416984558105469, + "prediction_norm": 7.0650835037231445, + "timestamp": "2025-07-14T12:33:37.462186" + }, + { + "epoch": 115, + "batch_idx": 96, + "loss": 0.5148974657058716, + "learning_rate": 0.000991864314474768, + "timestep_mean": 539.5, + "epsilon_norm": 9.137349128723145, + "prediction_norm": 6.569322109222412, + "timestamp": "2025-07-14T12:33:37.467441" + }, + { + "epoch": 115, + "batch_idx": 128, + "loss": 0.5556954741477966, + "learning_rate": 0.000991864314474768, + "timestep_mean": 428.21875, + "epsilon_norm": 8.191551208496094, + "prediction_norm": 5.965640544891357, + "timestamp": "2025-07-14T12:33:37.472505" + }, + { + "epoch": 115, + "batch_idx": 160, + "loss": 0.332843542098999, + "learning_rate": 0.000991864314474768, + "timestep_mean": 519.9375, + "epsilon_norm": 8.615157127380371, + "prediction_norm": 7.4255266189575195, + "timestamp": "2025-07-14T12:33:37.477719" + }, + { + "epoch": 115, + "batch_idx": 192, + "loss": 0.1179361343383789, + "learning_rate": 0.000991864314474768, + "timestep_mean": 697.75, + "epsilon_norm": 4.033980846405029, + "prediction_norm": 3.427659273147583, + "timestamp": "2025-07-14T12:33:37.482942" + }, + { + "epoch": 116, + "batch_idx": 0, + "loss": 0.37956851720809937, + "learning_rate": 0.0009917226024976648, + "timestep_mean": 538.0, + "epsilon_norm": 8.660490989685059, + "prediction_norm": 7.579656600952148, + "timestamp": "2025-07-14T12:33:37.488058" + }, + { + "epoch": 116, + "batch_idx": 32, + "loss": 0.6275892853736877, + "learning_rate": 0.0009917226024976648, + "timestep_mean": 444.28125, + "epsilon_norm": 8.296151161193848, + "prediction_norm": 5.026976585388184, + "timestamp": "2025-07-14T12:33:37.493320" + }, + { + "epoch": 116, + "batch_idx": 64, + "loss": 0.22018404304981232, + "learning_rate": 0.0009917226024976648, + "timestep_mean": 536.09375, + "epsilon_norm": 7.355233669281006, + "prediction_norm": 6.973972797393799, + "timestamp": "2025-07-14T12:33:37.498414" + }, + { + "epoch": 116, + "batch_idx": 96, + "loss": 0.4221387505531311, + "learning_rate": 0.0009917226024976648, + "timestep_mean": 421.15625, + "epsilon_norm": 9.10452938079834, + "prediction_norm": 7.928186416625977, + "timestamp": "2025-07-14T12:33:37.503543" + }, + { + "epoch": 116, + "batch_idx": 128, + "loss": 0.3154829144477844, + "learning_rate": 0.0009917226024976648, + "timestep_mean": 547.625, + "epsilon_norm": 8.592336654663086, + "prediction_norm": 8.302753448486328, + "timestamp": "2025-07-14T12:33:37.510927" + }, + { + "epoch": 116, + "batch_idx": 160, + "loss": 0.275186687707901, + "learning_rate": 0.0009917226024976648, + "timestep_mean": 581.53125, + "epsilon_norm": 8.70511531829834, + "prediction_norm": 8.300097465515137, + "timestamp": "2025-07-14T12:33:37.515750" + }, + { + "epoch": 116, + "batch_idx": 192, + "loss": 0.5290161371231079, + "learning_rate": 0.0009917226024976648, + "timestep_mean": 388.375, + "epsilon_norm": 3.505037307739258, + "prediction_norm": 2.753570795059204, + "timestamp": "2025-07-14T12:33:37.520617" + }, + { + "epoch": 117, + "batch_idx": 0, + "loss": 0.7045832276344299, + "learning_rate": 0.0009915796772439207, + "timestep_mean": 483.0625, + "epsilon_norm": 8.546338081359863, + "prediction_norm": 6.408624172210693, + "timestamp": "2025-07-14T12:33:37.525435" + }, + { + "epoch": 117, + "batch_idx": 32, + "loss": 0.30690932273864746, + "learning_rate": 0.0009915796772439207, + "timestep_mean": 465.5, + "epsilon_norm": 7.409895896911621, + "prediction_norm": 5.577513217926025, + "timestamp": "2025-07-14T12:33:37.530394" + }, + { + "epoch": 117, + "batch_idx": 64, + "loss": 0.32167840003967285, + "learning_rate": 0.0009915796772439207, + "timestep_mean": 531.28125, + "epsilon_norm": 8.278764724731445, + "prediction_norm": 6.87249755859375, + "timestamp": "2025-07-14T12:33:37.535287" + }, + { + "epoch": 117, + "batch_idx": 96, + "loss": 0.45652562379837036, + "learning_rate": 0.0009915796772439207, + "timestep_mean": 427.0625, + "epsilon_norm": 7.981244087219238, + "prediction_norm": 5.401159286499023, + "timestamp": "2025-07-14T12:33:37.540312" + }, + { + "epoch": 117, + "batch_idx": 128, + "loss": 0.3196851909160614, + "learning_rate": 0.0009915796772439207, + "timestep_mean": 507.59375, + "epsilon_norm": 7.5318803787231445, + "prediction_norm": 5.812379360198975, + "timestamp": "2025-07-14T12:33:37.545049" + }, + { + "epoch": 117, + "batch_idx": 160, + "loss": 0.630097508430481, + "learning_rate": 0.0009915796772439207, + "timestep_mean": 376.96875, + "epsilon_norm": 8.467517852783203, + "prediction_norm": 4.975898265838623, + "timestamp": "2025-07-14T12:33:37.550096" + }, + { + "epoch": 117, + "batch_idx": 192, + "loss": 0.43956711888313293, + "learning_rate": 0.0009915796772439207, + "timestep_mean": 500.25, + "epsilon_norm": 3.351869583129883, + "prediction_norm": 2.2702653408050537, + "timestamp": "2025-07-14T12:33:37.554962" + }, + { + "epoch": 118, + "batch_idx": 0, + "loss": 0.5379266738891602, + "learning_rate": 0.0009914355390661896, + "timestep_mean": 430.1875, + "epsilon_norm": 7.483062744140625, + "prediction_norm": 4.412417888641357, + "timestamp": "2025-07-14T12:33:37.559842" + }, + { + "epoch": 118, + "batch_idx": 32, + "loss": 0.5218991637229919, + "learning_rate": 0.0009914355390661896, + "timestep_mean": 542.34375, + "epsilon_norm": 7.953352451324463, + "prediction_norm": 4.95432186126709, + "timestamp": "2025-07-14T12:33:37.564806" + }, + { + "epoch": 118, + "batch_idx": 64, + "loss": 0.3965049386024475, + "learning_rate": 0.0009914355390661896, + "timestep_mean": 483.75, + "epsilon_norm": 7.437748432159424, + "prediction_norm": 4.808621883392334, + "timestamp": "2025-07-14T12:33:37.569742" + }, + { + "epoch": 118, + "batch_idx": 96, + "loss": 0.25532060861587524, + "learning_rate": 0.0009914355390661896, + "timestep_mean": 544.21875, + "epsilon_norm": 7.862595081329346, + "prediction_norm": 6.058428764343262, + "timestamp": "2025-07-14T12:33:37.574875" + }, + { + "epoch": 118, + "batch_idx": 128, + "loss": 0.3183661699295044, + "learning_rate": 0.0009914355390661896, + "timestep_mean": 517.25, + "epsilon_norm": 7.87383508682251, + "prediction_norm": 5.495029926300049, + "timestamp": "2025-07-14T12:33:37.579834" + }, + { + "epoch": 118, + "batch_idx": 160, + "loss": 0.38554853200912476, + "learning_rate": 0.0009914355390661896, + "timestep_mean": 458.5, + "epsilon_norm": 8.800315856933594, + "prediction_norm": 6.9463419914245605, + "timestamp": "2025-07-14T12:33:37.584747" + }, + { + "epoch": 118, + "batch_idx": 192, + "loss": 0.14244890213012695, + "learning_rate": 0.0009914355390661896, + "timestep_mean": 584.75, + "epsilon_norm": 3.95837140083313, + "prediction_norm": 3.2570958137512207, + "timestamp": "2025-07-14T12:33:37.589807" + }, + { + "epoch": 119, + "batch_idx": 0, + "loss": 0.38486745953559875, + "learning_rate": 0.000991290188320118, + "timestep_mean": 443.125, + "epsilon_norm": 8.782317161560059, + "prediction_norm": 6.685527801513672, + "timestamp": "2025-07-14T12:33:37.594782" + }, + { + "epoch": 119, + "batch_idx": 32, + "loss": 0.2704054117202759, + "learning_rate": 0.000991290188320118, + "timestep_mean": 546.78125, + "epsilon_norm": 7.89938497543335, + "prediction_norm": 6.683765888214111, + "timestamp": "2025-07-14T12:33:37.599853" + }, + { + "epoch": 119, + "batch_idx": 64, + "loss": 0.25802871584892273, + "learning_rate": 0.000991290188320118, + "timestep_mean": 507.15625, + "epsilon_norm": 7.24906587600708, + "prediction_norm": 6.324376583099365, + "timestamp": "2025-07-14T12:33:37.604581" + }, + { + "epoch": 119, + "batch_idx": 96, + "loss": 0.4118366837501526, + "learning_rate": 0.000991290188320118, + "timestep_mean": 451.03125, + "epsilon_norm": 7.37276029586792, + "prediction_norm": 6.638822555541992, + "timestamp": "2025-07-14T12:33:37.609385" + }, + { + "epoch": 119, + "batch_idx": 128, + "loss": 0.4292304217815399, + "learning_rate": 0.000991290188320118, + "timestep_mean": 498.75, + "epsilon_norm": 7.239608287811279, + "prediction_norm": 6.609118938446045, + "timestamp": "2025-07-14T12:33:37.614141" + }, + { + "epoch": 119, + "batch_idx": 160, + "loss": 0.4058070182800293, + "learning_rate": 0.000991290188320118, + "timestep_mean": 510.53125, + "epsilon_norm": 8.916321754455566, + "prediction_norm": 7.814456939697266, + "timestamp": "2025-07-14T12:33:37.618958" + }, + { + "epoch": 119, + "batch_idx": 192, + "loss": 0.6979591846466064, + "learning_rate": 0.000991290188320118, + "timestep_mean": 449.875, + "epsilon_norm": 3.4004523754119873, + "prediction_norm": 2.2355995178222656, + "timestamp": "2025-07-14T12:33:37.623966" + }, + { + "epoch": 120, + "batch_idx": 0, + "loss": 0.5504604578018188, + "learning_rate": 0.0009911436253643446, + "timestep_mean": 492.25, + "epsilon_norm": 7.68098783493042, + "prediction_norm": 7.221776485443115, + "timestamp": "2025-07-14T12:33:37.628912" + }, + { + "epoch": 120, + "batch_idx": 32, + "loss": 0.30327147245407104, + "learning_rate": 0.0009911436253643446, + "timestep_mean": 483.65625, + "epsilon_norm": 8.155720710754395, + "prediction_norm": 7.753027439117432, + "timestamp": "2025-07-14T12:33:37.633902" + }, + { + "epoch": 120, + "batch_idx": 64, + "loss": 0.3136581778526306, + "learning_rate": 0.0009911436253643446, + "timestep_mean": 524.90625, + "epsilon_norm": 7.838966369628906, + "prediction_norm": 6.773355960845947, + "timestamp": "2025-07-14T12:33:37.638824" + }, + { + "epoch": 120, + "batch_idx": 96, + "loss": 0.25892651081085205, + "learning_rate": 0.0009911436253643446, + "timestep_mean": 575.375, + "epsilon_norm": 6.866048812866211, + "prediction_norm": 5.473714828491211, + "timestamp": "2025-07-14T12:33:37.643615" + }, + { + "epoch": 120, + "batch_idx": 128, + "loss": 0.292054146528244, + "learning_rate": 0.0009911436253643446, + "timestep_mean": 488.6875, + "epsilon_norm": 6.717254161834717, + "prediction_norm": 4.8916425704956055, + "timestamp": "2025-07-14T12:33:37.648487" + }, + { + "epoch": 120, + "batch_idx": 160, + "loss": 0.5235522985458374, + "learning_rate": 0.0009911436253643446, + "timestep_mean": 397.9375, + "epsilon_norm": 8.411746978759766, + "prediction_norm": 5.463203430175781, + "timestamp": "2025-07-14T12:33:37.653356" + }, + { + "epoch": 120, + "batch_idx": 192, + "loss": 0.9057825803756714, + "learning_rate": 0.0009911436253643446, + "timestep_mean": 457.625, + "epsilon_norm": 4.482018947601318, + "prediction_norm": 2.030118465423584, + "timestamp": "2025-07-14T12:33:37.658305" + }, + { + "epoch": 121, + "batch_idx": 0, + "loss": 0.3592689037322998, + "learning_rate": 0.0009909958505604985, + "timestep_mean": 425.0625, + "epsilon_norm": 7.208661079406738, + "prediction_norm": 4.782301425933838, + "timestamp": "2025-07-14T12:33:37.663176" + }, + { + "epoch": 121, + "batch_idx": 32, + "loss": 0.40276962518692017, + "learning_rate": 0.0009909958505604985, + "timestep_mean": 538.65625, + "epsilon_norm": 7.8452839851379395, + "prediction_norm": 5.01453971862793, + "timestamp": "2025-07-14T12:33:37.668067" + }, + { + "epoch": 121, + "batch_idx": 64, + "loss": 0.32718726992607117, + "learning_rate": 0.0009909958505604985, + "timestep_mean": 498.25, + "epsilon_norm": 7.206490993499756, + "prediction_norm": 4.923237323760986, + "timestamp": "2025-07-14T12:33:37.672925" + }, + { + "epoch": 121, + "batch_idx": 96, + "loss": 0.21730774641036987, + "learning_rate": 0.0009909958505604985, + "timestep_mean": 547.71875, + "epsilon_norm": 7.193985939025879, + "prediction_norm": 5.788108825683594, + "timestamp": "2025-07-14T12:33:37.677805" + }, + { + "epoch": 121, + "batch_idx": 128, + "loss": 0.1997320055961609, + "learning_rate": 0.0009909958505604985, + "timestep_mean": 596.9375, + "epsilon_norm": 7.394113540649414, + "prediction_norm": 6.569543361663818, + "timestamp": "2025-07-14T12:33:37.682727" + }, + { + "epoch": 121, + "batch_idx": 160, + "loss": 0.26382434368133545, + "learning_rate": 0.0009909958505604985, + "timestep_mean": 570.6875, + "epsilon_norm": 9.36764907836914, + "prediction_norm": 7.6552934646606445, + "timestamp": "2025-07-14T12:33:37.687636" + }, + { + "epoch": 121, + "batch_idx": 192, + "loss": 0.3948315978050232, + "learning_rate": 0.0009909958505604985, + "timestep_mean": 666.0, + "epsilon_norm": 4.1509881019592285, + "prediction_norm": 3.523709535598755, + "timestamp": "2025-07-14T12:33:37.692540" + }, + { + "epoch": 122, + "batch_idx": 0, + "loss": 0.4105948805809021, + "learning_rate": 0.0009908468642731998, + "timestep_mean": 435.3125, + "epsilon_norm": 7.752055644989014, + "prediction_norm": 6.927311897277832, + "timestamp": "2025-07-14T12:33:37.697349" + }, + { + "epoch": 122, + "batch_idx": 32, + "loss": 0.21379129588603973, + "learning_rate": 0.0009908468642731998, + "timestep_mean": 470.0, + "epsilon_norm": 8.819382667541504, + "prediction_norm": 8.052188873291016, + "timestamp": "2025-07-14T12:33:37.702178" + }, + { + "epoch": 122, + "batch_idx": 64, + "loss": 0.5532704591751099, + "learning_rate": 0.0009908468642731998, + "timestep_mean": 504.875, + "epsilon_norm": 9.131240844726562, + "prediction_norm": 6.910861492156982, + "timestamp": "2025-07-14T12:33:37.707016" + }, + { + "epoch": 122, + "batch_idx": 96, + "loss": 0.4066206216812134, + "learning_rate": 0.0009908468642731998, + "timestep_mean": 478.65625, + "epsilon_norm": 7.991306304931641, + "prediction_norm": 6.056802749633789, + "timestamp": "2025-07-14T12:33:37.711850" + }, + { + "epoch": 122, + "batch_idx": 128, + "loss": 0.3657856583595276, + "learning_rate": 0.0009908468642731998, + "timestep_mean": 503.46875, + "epsilon_norm": 7.590660572052002, + "prediction_norm": 5.901922225952148, + "timestamp": "2025-07-14T12:33:37.716817" + }, + { + "epoch": 122, + "batch_idx": 160, + "loss": 0.4196021556854248, + "learning_rate": 0.0009908468642731998, + "timestep_mean": 505.8125, + "epsilon_norm": 7.9193949699401855, + "prediction_norm": 6.188198566436768, + "timestamp": "2025-07-14T12:33:37.721613" + }, + { + "epoch": 122, + "batch_idx": 192, + "loss": 0.25860702991485596, + "learning_rate": 0.0009908468642731998, + "timestep_mean": 444.75, + "epsilon_norm": 4.369572639465332, + "prediction_norm": 3.4287023544311523, + "timestamp": "2025-07-14T12:33:37.726432" + }, + { + "epoch": 123, + "batch_idx": 0, + "loss": 0.281716912984848, + "learning_rate": 0.000990696666870057, + "timestep_mean": 511.84375, + "epsilon_norm": 7.539241313934326, + "prediction_norm": 6.329103946685791, + "timestamp": "2025-07-14T12:33:37.731277" + }, + { + "epoch": 123, + "batch_idx": 32, + "loss": 0.44532567262649536, + "learning_rate": 0.000990696666870057, + "timestep_mean": 447.09375, + "epsilon_norm": 7.96061372756958, + "prediction_norm": 6.476134300231934, + "timestamp": "2025-07-14T12:33:37.736151" + }, + { + "epoch": 123, + "batch_idx": 64, + "loss": 0.37185293436050415, + "learning_rate": 0.000990696666870057, + "timestep_mean": 503.15625, + "epsilon_norm": 7.711949348449707, + "prediction_norm": 7.384365081787109, + "timestamp": "2025-07-14T12:33:37.740968" + }, + { + "epoch": 123, + "batch_idx": 96, + "loss": 0.3241903483867645, + "learning_rate": 0.000990696666870057, + "timestep_mean": 558.15625, + "epsilon_norm": 8.059011459350586, + "prediction_norm": 7.428547382354736, + "timestamp": "2025-07-14T12:33:37.745802" + }, + { + "epoch": 123, + "batch_idx": 128, + "loss": 0.391734778881073, + "learning_rate": 0.000990696666870057, + "timestep_mean": 487.46875, + "epsilon_norm": 7.701684951782227, + "prediction_norm": 6.701570987701416, + "timestamp": "2025-07-14T12:33:37.750638" + }, + { + "epoch": 123, + "batch_idx": 160, + "loss": 0.32219237089157104, + "learning_rate": 0.000990696666870057, + "timestep_mean": 488.8125, + "epsilon_norm": 7.411844730377197, + "prediction_norm": 5.891948223114014, + "timestamp": "2025-07-14T12:33:37.755404" + }, + { + "epoch": 123, + "batch_idx": 192, + "loss": 0.4000953733921051, + "learning_rate": 0.000990696666870057, + "timestep_mean": 604.625, + "epsilon_norm": 5.542208194732666, + "prediction_norm": 5.033451557159424, + "timestamp": "2025-07-14T12:33:37.760194" + }, + { + "epoch": 124, + "batch_idx": 0, + "loss": 0.2538461983203888, + "learning_rate": 0.0009905452587216671, + "timestep_mean": 612.15625, + "epsilon_norm": 7.198777675628662, + "prediction_norm": 5.75086784362793, + "timestamp": "2025-07-14T12:33:37.765058" + }, + { + "epoch": 124, + "batch_idx": 32, + "loss": 0.4274328947067261, + "learning_rate": 0.0009905452587216671, + "timestep_mean": 586.71875, + "epsilon_norm": 7.874880313873291, + "prediction_norm": 5.507667541503906, + "timestamp": "2025-07-14T12:33:37.769933" + }, + { + "epoch": 124, + "batch_idx": 64, + "loss": 0.48032301664352417, + "learning_rate": 0.0009905452587216671, + "timestep_mean": 478.375, + "epsilon_norm": 8.418073654174805, + "prediction_norm": 5.765039920806885, + "timestamp": "2025-07-14T12:33:37.774786" + }, + { + "epoch": 124, + "batch_idx": 96, + "loss": 0.3861296772956848, + "learning_rate": 0.0009905452587216671, + "timestep_mean": 415.625, + "epsilon_norm": 7.1739959716796875, + "prediction_norm": 4.417407989501953, + "timestamp": "2025-07-14T12:33:37.779719" + }, + { + "epoch": 124, + "batch_idx": 128, + "loss": 0.33216947317123413, + "learning_rate": 0.0009905452587216671, + "timestep_mean": 498.1875, + "epsilon_norm": 6.5287346839904785, + "prediction_norm": 4.279565811157227, + "timestamp": "2025-07-14T12:33:37.784520" + }, + { + "epoch": 124, + "batch_idx": 160, + "loss": 0.27003592252731323, + "learning_rate": 0.0009905452587216671, + "timestep_mean": 582.5625, + "epsilon_norm": 8.876022338867188, + "prediction_norm": 7.045156478881836, + "timestamp": "2025-07-14T12:33:37.789365" + }, + { + "epoch": 124, + "batch_idx": 192, + "loss": 0.38322606682777405, + "learning_rate": 0.0009905452587216671, + "timestep_mean": 453.875, + "epsilon_norm": 2.9779717922210693, + "prediction_norm": 2.251176595687866, + "timestamp": "2025-07-14T12:33:37.794194" + }, + { + "epoch": 125, + "batch_idx": 0, + "loss": 0.541598916053772, + "learning_rate": 0.0009903926402016153, + "timestep_mean": 443.03125, + "epsilon_norm": 8.739550590515137, + "prediction_norm": 6.484620094299316, + "timestamp": "2025-07-14T12:33:37.799057" + }, + { + "epoch": 125, + "batch_idx": 32, + "loss": 0.26428455114364624, + "learning_rate": 0.0009903926402016153, + "timestep_mean": 542.0, + "epsilon_norm": 8.230023384094238, + "prediction_norm": 6.985214710235596, + "timestamp": "2025-07-14T12:33:37.803888" + }, + { + "epoch": 125, + "batch_idx": 64, + "loss": 0.409614235162735, + "learning_rate": 0.0009903926402016153, + "timestep_mean": 465.3125, + "epsilon_norm": 7.701648712158203, + "prediction_norm": 4.896946907043457, + "timestamp": "2025-07-14T12:33:37.808717" + }, + { + "epoch": 125, + "batch_idx": 96, + "loss": 0.18507543206214905, + "learning_rate": 0.0009903926402016153, + "timestep_mean": 554.0, + "epsilon_norm": 6.483545303344727, + "prediction_norm": 5.5479416847229, + "timestamp": "2025-07-14T12:33:37.813562" + }, + { + "epoch": 125, + "batch_idx": 128, + "loss": 0.3077320158481598, + "learning_rate": 0.0009903926402016153, + "timestep_mean": 483.0, + "epsilon_norm": 6.760209083557129, + "prediction_norm": 4.711238384246826, + "timestamp": "2025-07-14T12:33:37.818439" + }, + { + "epoch": 125, + "batch_idx": 160, + "loss": 0.36333298683166504, + "learning_rate": 0.0009903926402016153, + "timestep_mean": 482.0, + "epsilon_norm": 8.016545295715332, + "prediction_norm": 6.1329345703125, + "timestamp": "2025-07-14T12:33:37.823293" + }, + { + "epoch": 125, + "batch_idx": 192, + "loss": 0.2536838948726654, + "learning_rate": 0.0009903926402016153, + "timestep_mean": 467.625, + "epsilon_norm": 3.9958488941192627, + "prediction_norm": 2.6799628734588623, + "timestamp": "2025-07-14T12:33:37.828130" + }, + { + "epoch": 126, + "batch_idx": 0, + "loss": 0.27219581604003906, + "learning_rate": 0.0009902388116864722, + "timestep_mean": 579.5625, + "epsilon_norm": 8.020051956176758, + "prediction_norm": 6.878695487976074, + "timestamp": "2025-07-14T12:33:37.833089" + }, + { + "epoch": 126, + "batch_idx": 32, + "loss": 0.2977909743785858, + "learning_rate": 0.0009902388116864722, + "timestep_mean": 539.71875, + "epsilon_norm": 7.212671756744385, + "prediction_norm": 5.956045150756836, + "timestamp": "2025-07-14T12:33:37.837938" + }, + { + "epoch": 126, + "batch_idx": 64, + "loss": 0.16400524973869324, + "learning_rate": 0.0009902388116864722, + "timestep_mean": 501.28125, + "epsilon_norm": 7.3723063468933105, + "prediction_norm": 7.457326889038086, + "timestamp": "2025-07-14T12:33:37.842754" + }, + { + "epoch": 126, + "batch_idx": 96, + "loss": 0.2122589349746704, + "learning_rate": 0.0009902388116864722, + "timestep_mean": 652.9375, + "epsilon_norm": 7.745668411254883, + "prediction_norm": 6.877631664276123, + "timestamp": "2025-07-14T12:33:37.847595" + }, + { + "epoch": 126, + "batch_idx": 128, + "loss": 0.29928678274154663, + "learning_rate": 0.0009902388116864722, + "timestep_mean": 527.5, + "epsilon_norm": 9.031517028808594, + "prediction_norm": 8.22368335723877, + "timestamp": "2025-07-14T12:33:37.852426" + }, + { + "epoch": 126, + "batch_idx": 160, + "loss": 0.4311370253562927, + "learning_rate": 0.0009902388116864722, + "timestep_mean": 450.40625, + "epsilon_norm": 9.356561660766602, + "prediction_norm": 7.4609174728393555, + "timestamp": "2025-07-14T12:33:37.857283" + }, + { + "epoch": 126, + "batch_idx": 192, + "loss": 0.45007455348968506, + "learning_rate": 0.0009902388116864722, + "timestep_mean": 482.375, + "epsilon_norm": 4.437366962432861, + "prediction_norm": 3.904228687286377, + "timestamp": "2025-07-14T12:33:37.862205" + }, + { + "epoch": 127, + "batch_idx": 0, + "loss": 0.5907585620880127, + "learning_rate": 0.0009900837735557946, + "timestep_mean": 517.5, + "epsilon_norm": 8.873037338256836, + "prediction_norm": 7.267930030822754, + "timestamp": "2025-07-14T12:33:37.867376" + }, + { + "epoch": 127, + "batch_idx": 32, + "loss": 0.3631727695465088, + "learning_rate": 0.0009900837735557946, + "timestep_mean": 496.53125, + "epsilon_norm": 7.469221115112305, + "prediction_norm": 6.623608112335205, + "timestamp": "2025-07-14T12:33:37.872362" + }, + { + "epoch": 127, + "batch_idx": 64, + "loss": 0.44190269708633423, + "learning_rate": 0.0009900837735557946, + "timestep_mean": 520.125, + "epsilon_norm": 8.084002494812012, + "prediction_norm": 6.549149513244629, + "timestamp": "2025-07-14T12:33:37.877308" + }, + { + "epoch": 127, + "batch_idx": 96, + "loss": 0.36402830481529236, + "learning_rate": 0.0009900837735557946, + "timestep_mean": 541.0, + "epsilon_norm": 8.28555679321289, + "prediction_norm": 6.9304351806640625, + "timestamp": "2025-07-14T12:33:37.882231" + }, + { + "epoch": 127, + "batch_idx": 128, + "loss": 0.3341398537158966, + "learning_rate": 0.0009900837735557946, + "timestep_mean": 548.3125, + "epsilon_norm": 8.711830139160156, + "prediction_norm": 7.49447774887085, + "timestamp": "2025-07-14T12:33:37.887145" + }, + { + "epoch": 127, + "batch_idx": 160, + "loss": 0.36975836753845215, + "learning_rate": 0.0009900837735557946, + "timestep_mean": 488.8125, + "epsilon_norm": 8.158108711242676, + "prediction_norm": 7.259411334991455, + "timestamp": "2025-07-14T12:33:37.892048" + }, + { + "epoch": 127, + "batch_idx": 192, + "loss": 0.35470157861709595, + "learning_rate": 0.0009900837735557946, + "timestep_mean": 642.75, + "epsilon_norm": 3.9181606769561768, + "prediction_norm": 2.6092803478240967, + "timestamp": "2025-07-14T12:33:37.896962" + }, + { + "epoch": 128, + "batch_idx": 0, + "loss": 0.40647122263908386, + "learning_rate": 0.0009899275261921233, + "timestep_mean": 451.75, + "epsilon_norm": 7.642467498779297, + "prediction_norm": 5.732439041137695, + "timestamp": "2025-07-14T12:33:37.901832" + }, + { + "epoch": 128, + "batch_idx": 32, + "loss": 0.6415207982063293, + "learning_rate": 0.0009899275261921233, + "timestep_mean": 412.34375, + "epsilon_norm": 8.619030952453613, + "prediction_norm": 5.519336223602295, + "timestamp": "2025-07-14T12:33:37.906706" + }, + { + "epoch": 128, + "batch_idx": 64, + "loss": 0.2292550653219223, + "learning_rate": 0.0009899275261921233, + "timestep_mean": 507.0, + "epsilon_norm": 6.944864749908447, + "prediction_norm": 5.3638153076171875, + "timestamp": "2025-07-14T12:33:37.911564" + }, + { + "epoch": 128, + "batch_idx": 96, + "loss": 0.3166985511779785, + "learning_rate": 0.0009899275261921233, + "timestep_mean": 526.9375, + "epsilon_norm": 7.455838203430176, + "prediction_norm": 4.975937366485596, + "timestamp": "2025-07-14T12:33:37.916402" + }, + { + "epoch": 128, + "batch_idx": 128, + "loss": 0.36005833745002747, + "learning_rate": 0.0009899275261921233, + "timestep_mean": 527.25, + "epsilon_norm": 6.512921333312988, + "prediction_norm": 4.529518127441406, + "timestamp": "2025-07-14T12:33:37.921363" + }, + { + "epoch": 128, + "batch_idx": 160, + "loss": 0.2988072633743286, + "learning_rate": 0.0009899275261921233, + "timestep_mean": 543.1875, + "epsilon_norm": 6.882297515869141, + "prediction_norm": 5.136580944061279, + "timestamp": "2025-07-14T12:33:37.926225" + }, + { + "epoch": 128, + "batch_idx": 192, + "loss": 0.49407896399497986, + "learning_rate": 0.0009899275261921233, + "timestep_mean": 388.625, + "epsilon_norm": 3.7963602542877197, + "prediction_norm": 2.787377119064331, + "timestamp": "2025-07-14T12:33:37.931059" + }, + { + "epoch": 129, + "batch_idx": 0, + "loss": 0.4390731453895569, + "learning_rate": 0.0009897700699809835, + "timestep_mean": 474.25, + "epsilon_norm": 7.8388590812683105, + "prediction_norm": 5.25400972366333, + "timestamp": "2025-07-14T12:33:37.935923" + }, + { + "epoch": 129, + "batch_idx": 32, + "loss": 0.5206271409988403, + "learning_rate": 0.0009897700699809835, + "timestep_mean": 515.0, + "epsilon_norm": 8.423182487487793, + "prediction_norm": 5.953405857086182, + "timestamp": "2025-07-14T12:33:37.940762" + }, + { + "epoch": 129, + "batch_idx": 64, + "loss": 0.4008273184299469, + "learning_rate": 0.0009897700699809835, + "timestep_mean": 451.78125, + "epsilon_norm": 7.015207767486572, + "prediction_norm": 5.373541831970215, + "timestamp": "2025-07-14T12:33:37.945637" + }, + { + "epoch": 129, + "batch_idx": 96, + "loss": 0.3488777279853821, + "learning_rate": 0.0009897700699809835, + "timestep_mean": 516.125, + "epsilon_norm": 8.746654510498047, + "prediction_norm": 6.782931327819824, + "timestamp": "2025-07-14T12:33:37.950469" + }, + { + "epoch": 129, + "batch_idx": 128, + "loss": 0.3583483397960663, + "learning_rate": 0.0009897700699809835, + "timestep_mean": 509.46875, + "epsilon_norm": 8.294775009155273, + "prediction_norm": 6.575315475463867, + "timestamp": "2025-07-14T12:33:37.955235" + }, + { + "epoch": 129, + "batch_idx": 160, + "loss": 0.37956348061561584, + "learning_rate": 0.0009897700699809835, + "timestep_mean": 437.8125, + "epsilon_norm": 8.477044105529785, + "prediction_norm": 6.91210412979126, + "timestamp": "2025-07-14T12:33:37.960107" + }, + { + "epoch": 129, + "batch_idx": 192, + "loss": 0.3571981191635132, + "learning_rate": 0.0009897700699809835, + "timestep_mean": 484.75, + "epsilon_norm": 3.1949257850646973, + "prediction_norm": 2.9314277172088623, + "timestamp": "2025-07-14T12:33:37.964931" + }, + { + "epoch": 130, + "batch_idx": 0, + "loss": 0.49334096908569336, + "learning_rate": 0.0009896114053108828, + "timestep_mean": 481.125, + "epsilon_norm": 8.25217056274414, + "prediction_norm": 5.95289421081543, + "timestamp": "2025-07-14T12:33:37.969792" + }, + { + "epoch": 130, + "batch_idx": 32, + "loss": 0.374250590801239, + "learning_rate": 0.0009896114053108828, + "timestep_mean": 488.4375, + "epsilon_norm": 7.03187370300293, + "prediction_norm": 5.283829689025879, + "timestamp": "2025-07-14T12:33:37.974656" + }, + { + "epoch": 130, + "batch_idx": 64, + "loss": 0.28227120637893677, + "learning_rate": 0.0009896114053108828, + "timestep_mean": 483.75, + "epsilon_norm": 7.406398773193359, + "prediction_norm": 6.063229084014893, + "timestamp": "2025-07-14T12:33:37.979545" + }, + { + "epoch": 130, + "batch_idx": 96, + "loss": 0.2624848484992981, + "learning_rate": 0.0009896114053108828, + "timestep_mean": 624.90625, + "epsilon_norm": 7.992262840270996, + "prediction_norm": 6.672957420349121, + "timestamp": "2025-07-14T12:33:37.984418" + }, + { + "epoch": 130, + "batch_idx": 128, + "loss": 0.35307490825653076, + "learning_rate": 0.0009896114053108828, + "timestep_mean": 492.28125, + "epsilon_norm": 7.2156243324279785, + "prediction_norm": 5.338123321533203, + "timestamp": "2025-07-14T12:33:37.989265" + }, + { + "epoch": 130, + "batch_idx": 160, + "loss": 0.3856384754180908, + "learning_rate": 0.0009896114053108828, + "timestep_mean": 451.46875, + "epsilon_norm": 7.458943843841553, + "prediction_norm": 5.073027610778809, + "timestamp": "2025-07-14T12:33:37.994092" + }, + { + "epoch": 130, + "batch_idx": 192, + "loss": 0.35669153928756714, + "learning_rate": 0.0009896114053108828, + "timestep_mean": 579.375, + "epsilon_norm": 4.180965423583984, + "prediction_norm": 3.269686222076416, + "timestamp": "2025-07-14T12:33:37.998911" + }, + { + "epoch": 131, + "batch_idx": 0, + "loss": 0.5236492156982422, + "learning_rate": 0.0009894515325733102, + "timestep_mean": 440.40625, + "epsilon_norm": 9.745505332946777, + "prediction_norm": 7.735624313354492, + "timestamp": "2025-07-14T12:33:38.003695" + }, + { + "epoch": 131, + "batch_idx": 32, + "loss": 0.450142502784729, + "learning_rate": 0.0009894515325733102, + "timestep_mean": 526.96875, + "epsilon_norm": 8.3966703414917, + "prediction_norm": 6.818564414978027, + "timestamp": "2025-07-14T12:33:38.008648" + }, + { + "epoch": 131, + "batch_idx": 64, + "loss": 0.36445093154907227, + "learning_rate": 0.0009894515325733102, + "timestep_mean": 494.28125, + "epsilon_norm": 7.729453086853027, + "prediction_norm": 5.674661159515381, + "timestamp": "2025-07-14T12:33:38.013459" + }, + { + "epoch": 131, + "batch_idx": 96, + "loss": 0.42175325751304626, + "learning_rate": 0.0009894515325733102, + "timestep_mean": 547.65625, + "epsilon_norm": 8.662545204162598, + "prediction_norm": 7.233233451843262, + "timestamp": "2025-07-14T12:33:38.018313" + }, + { + "epoch": 131, + "batch_idx": 128, + "loss": 0.3396119475364685, + "learning_rate": 0.0009894515325733102, + "timestep_mean": 474.40625, + "epsilon_norm": 6.919595241546631, + "prediction_norm": 5.435597896575928, + "timestamp": "2025-07-14T12:33:38.023149" + }, + { + "epoch": 131, + "batch_idx": 160, + "loss": 0.24552908539772034, + "learning_rate": 0.0009894515325733102, + "timestep_mean": 541.15625, + "epsilon_norm": 8.233838081359863, + "prediction_norm": 8.026461601257324, + "timestamp": "2025-07-14T12:33:38.027964" + }, + { + "epoch": 131, + "batch_idx": 192, + "loss": 0.3579411804676056, + "learning_rate": 0.0009894515325733102, + "timestep_mean": 545.875, + "epsilon_norm": 4.3465142250061035, + "prediction_norm": 4.353713512420654, + "timestamp": "2025-07-14T12:33:38.032830" + }, + { + "epoch": 132, + "batch_idx": 0, + "loss": 0.3685416579246521, + "learning_rate": 0.000989290452162736, + "timestep_mean": 541.0625, + "epsilon_norm": 7.674282073974609, + "prediction_norm": 6.254162311553955, + "timestamp": "2025-07-14T12:33:38.037717" + }, + { + "epoch": 132, + "batch_idx": 32, + "loss": 0.366532564163208, + "learning_rate": 0.000989290452162736, + "timestep_mean": 500.0625, + "epsilon_norm": 8.286336898803711, + "prediction_norm": 6.220160007476807, + "timestamp": "2025-07-14T12:33:38.042564" + }, + { + "epoch": 132, + "batch_idx": 64, + "loss": 0.24867741763591766, + "learning_rate": 0.000989290452162736, + "timestep_mean": 555.71875, + "epsilon_norm": 8.588746070861816, + "prediction_norm": 7.945389747619629, + "timestamp": "2025-07-14T12:33:38.047397" + }, + { + "epoch": 132, + "batch_idx": 96, + "loss": 0.3414137363433838, + "learning_rate": 0.000989290452162736, + "timestep_mean": 512.96875, + "epsilon_norm": 7.8024091720581055, + "prediction_norm": 6.228686332702637, + "timestamp": "2025-07-14T12:33:38.052259" + }, + { + "epoch": 132, + "batch_idx": 128, + "loss": 0.4587099254131317, + "learning_rate": 0.000989290452162736, + "timestep_mean": 485.875, + "epsilon_norm": 8.750106811523438, + "prediction_norm": 7.076203346252441, + "timestamp": "2025-07-14T12:33:38.057112" + }, + { + "epoch": 132, + "batch_idx": 160, + "loss": 0.33114659786224365, + "learning_rate": 0.000989290452162736, + "timestep_mean": 464.21875, + "epsilon_norm": 7.5585408210754395, + "prediction_norm": 5.56190824508667, + "timestamp": "2025-07-14T12:33:38.061977" + }, + { + "epoch": 132, + "batch_idx": 192, + "loss": 0.4007032513618469, + "learning_rate": 0.000989290452162736, + "timestep_mean": 338.875, + "epsilon_norm": 3.4588818550109863, + "prediction_norm": 2.4284260272979736, + "timestamp": "2025-07-14T12:33:38.066809" + }, + { + "epoch": 133, + "batch_idx": 0, + "loss": 0.4251295328140259, + "learning_rate": 0.00098912816447661, + "timestep_mean": 528.40625, + "epsilon_norm": 10.26699161529541, + "prediction_norm": 8.023534774780273, + "timestamp": "2025-07-14T12:33:38.071637" + }, + { + "epoch": 133, + "batch_idx": 32, + "loss": 0.34614309668540955, + "learning_rate": 0.00098912816447661, + "timestep_mean": 477.09375, + "epsilon_norm": 7.495998859405518, + "prediction_norm": 6.1500725746154785, + "timestamp": "2025-07-14T12:33:38.076450" + }, + { + "epoch": 133, + "batch_idx": 64, + "loss": 0.49581438302993774, + "learning_rate": 0.00098912816447661, + "timestep_mean": 505.3125, + "epsilon_norm": 9.675564765930176, + "prediction_norm": 7.233155250549316, + "timestamp": "2025-07-14T12:33:38.081261" + }, + { + "epoch": 133, + "batch_idx": 96, + "loss": 0.39312103390693665, + "learning_rate": 0.00098912816447661, + "timestep_mean": 499.65625, + "epsilon_norm": 7.003270149230957, + "prediction_norm": 5.456074237823486, + "timestamp": "2025-07-14T12:33:38.086119" + }, + { + "epoch": 133, + "batch_idx": 128, + "loss": 0.3973202705383301, + "learning_rate": 0.00098912816447661, + "timestep_mean": 482.875, + "epsilon_norm": 8.316731452941895, + "prediction_norm": 6.180601596832275, + "timestamp": "2025-07-14T12:33:38.090954" + }, + { + "epoch": 133, + "batch_idx": 160, + "loss": 0.39319145679473877, + "learning_rate": 0.00098912816447661, + "timestep_mean": 542.71875, + "epsilon_norm": 7.576585292816162, + "prediction_norm": 5.268013000488281, + "timestamp": "2025-07-14T12:33:38.095823" + }, + { + "epoch": 133, + "batch_idx": 192, + "loss": 0.37318965792655945, + "learning_rate": 0.00098912816447661, + "timestep_mean": 484.75, + "epsilon_norm": 4.058908939361572, + "prediction_norm": 3.5048553943634033, + "timestamp": "2025-07-14T12:33:38.105143" + }, + { + "epoch": 134, + "batch_idx": 0, + "loss": 0.5099559426307678, + "learning_rate": 0.000988964669915361, + "timestep_mean": 374.5, + "epsilon_norm": 7.808992862701416, + "prediction_norm": 5.323095321655273, + "timestamp": "2025-07-14T12:33:38.110030" + }, + { + "epoch": 134, + "batch_idx": 32, + "loss": 0.21073198318481445, + "learning_rate": 0.000988964669915361, + "timestep_mean": 520.09375, + "epsilon_norm": 7.943885803222656, + "prediction_norm": 7.525602340698242, + "timestamp": "2025-07-14T12:33:38.114785" + }, + { + "epoch": 134, + "batch_idx": 64, + "loss": 0.383453369140625, + "learning_rate": 0.000988964669915361, + "timestep_mean": 548.6875, + "epsilon_norm": 9.512195587158203, + "prediction_norm": 7.941426753997803, + "timestamp": "2025-07-14T12:33:38.119477" + }, + { + "epoch": 134, + "batch_idx": 96, + "loss": 0.43060076236724854, + "learning_rate": 0.000988964669915361, + "timestep_mean": 521.21875, + "epsilon_norm": 8.038308143615723, + "prediction_norm": 6.352415084838867, + "timestamp": "2025-07-14T12:33:38.124204" + }, + { + "epoch": 134, + "batch_idx": 128, + "loss": 0.8230355978012085, + "learning_rate": 0.000988964669915361, + "timestep_mean": 406.1875, + "epsilon_norm": 9.314943313598633, + "prediction_norm": 5.319003105163574, + "timestamp": "2025-07-14T12:33:38.129011" + }, + { + "epoch": 134, + "batch_idx": 160, + "loss": 0.3050346076488495, + "learning_rate": 0.000988964669915361, + "timestep_mean": 505.25, + "epsilon_norm": 8.631148338317871, + "prediction_norm": 7.10536527633667, + "timestamp": "2025-07-14T12:33:38.133737" + }, + { + "epoch": 134, + "batch_idx": 192, + "loss": 0.8107174634933472, + "learning_rate": 0.000988964669915361, + "timestep_mean": 401.0, + "epsilon_norm": 4.1479172706604, + "prediction_norm": 2.3994174003601074, + "timestamp": "2025-07-14T12:33:38.138515" + }, + { + "epoch": 135, + "batch_idx": 0, + "loss": 0.32839760184288025, + "learning_rate": 0.0009887999688823954, + "timestep_mean": 592.65625, + "epsilon_norm": 8.053442001342773, + "prediction_norm": 6.388841152191162, + "timestamp": "2025-07-14T12:33:38.143233" + }, + { + "epoch": 135, + "batch_idx": 32, + "loss": 0.32864177227020264, + "learning_rate": 0.0009887999688823954, + "timestep_mean": 517.65625, + "epsilon_norm": 7.64168643951416, + "prediction_norm": 6.178993225097656, + "timestamp": "2025-07-14T12:33:38.147969" + }, + { + "epoch": 135, + "batch_idx": 64, + "loss": 0.6050982475280762, + "learning_rate": 0.0009887999688823954, + "timestep_mean": 420.59375, + "epsilon_norm": 8.999377250671387, + "prediction_norm": 6.948339462280273, + "timestamp": "2025-07-14T12:33:38.152690" + }, + { + "epoch": 135, + "batch_idx": 96, + "loss": 0.418062686920166, + "learning_rate": 0.0009887999688823954, + "timestep_mean": 519.75, + "epsilon_norm": 8.269076347351074, + "prediction_norm": 6.713356971740723, + "timestamp": "2025-07-14T12:33:38.157398" + }, + { + "epoch": 135, + "batch_idx": 128, + "loss": 0.3094150424003601, + "learning_rate": 0.0009887999688823954, + "timestep_mean": 474.375, + "epsilon_norm": 7.681648254394531, + "prediction_norm": 6.887864589691162, + "timestamp": "2025-07-14T12:33:38.162099" + }, + { + "epoch": 135, + "batch_idx": 160, + "loss": 0.28137049078941345, + "learning_rate": 0.0009887999688823954, + "timestep_mean": 512.53125, + "epsilon_norm": 7.74337100982666, + "prediction_norm": 6.520987510681152, + "timestamp": "2025-07-14T12:33:38.166967" + }, + { + "epoch": 135, + "batch_idx": 192, + "loss": 0.21395771205425262, + "learning_rate": 0.0009887999688823954, + "timestep_mean": 472.75, + "epsilon_norm": 4.40038537979126, + "prediction_norm": 3.693993091583252, + "timestamp": "2025-07-14T12:33:38.171672" + }, + { + "epoch": 136, + "batch_idx": 0, + "loss": 0.21178001165390015, + "learning_rate": 0.0009886340617840967, + "timestep_mean": 537.5, + "epsilon_norm": 6.835607528686523, + "prediction_norm": 6.35192346572876, + "timestamp": "2025-07-14T12:33:38.176392" + }, + { + "epoch": 136, + "batch_idx": 32, + "loss": 0.2965569794178009, + "learning_rate": 0.0009886340617840967, + "timestep_mean": 497.8125, + "epsilon_norm": 7.734415531158447, + "prediction_norm": 6.387564182281494, + "timestamp": "2025-07-14T12:33:38.181174" + }, + { + "epoch": 136, + "batch_idx": 64, + "loss": 0.4496522545814514, + "learning_rate": 0.0009886340617840967, + "timestep_mean": 437.875, + "epsilon_norm": 7.7870378494262695, + "prediction_norm": 5.334712505340576, + "timestamp": "2025-07-14T12:33:38.185886" + }, + { + "epoch": 136, + "batch_idx": 96, + "loss": 0.6277056932449341, + "learning_rate": 0.0009886340617840967, + "timestep_mean": 445.71875, + "epsilon_norm": 8.778982162475586, + "prediction_norm": 5.637824058532715, + "timestamp": "2025-07-14T12:33:38.190681" + }, + { + "epoch": 136, + "batch_idx": 128, + "loss": 0.5210875272750854, + "learning_rate": 0.0009886340617840967, + "timestep_mean": 375.46875, + "epsilon_norm": 7.757683277130127, + "prediction_norm": 5.138906478881836, + "timestamp": "2025-07-14T12:33:38.195458" + }, + { + "epoch": 136, + "batch_idx": 160, + "loss": 0.31598737835884094, + "learning_rate": 0.0009886340617840967, + "timestep_mean": 449.5625, + "epsilon_norm": 7.634571075439453, + "prediction_norm": 6.354966163635254, + "timestamp": "2025-07-14T12:33:38.200349" + }, + { + "epoch": 136, + "batch_idx": 192, + "loss": 0.4283060133457184, + "learning_rate": 0.0009886340617840967, + "timestep_mean": 587.25, + "epsilon_norm": 3.8928627967834473, + "prediction_norm": 2.7730777263641357, + "timestamp": "2025-07-14T12:33:38.205074" + }, + { + "epoch": 137, + "batch_idx": 0, + "loss": 0.45253998041152954, + "learning_rate": 0.0009884669490298243, + "timestep_mean": 455.4375, + "epsilon_norm": 8.291522979736328, + "prediction_norm": 6.578347206115723, + "timestamp": "2025-07-14T12:33:38.209872" + }, + { + "epoch": 137, + "batch_idx": 32, + "loss": 0.31202811002731323, + "learning_rate": 0.0009884669490298243, + "timestep_mean": 577.8125, + "epsilon_norm": 8.202225685119629, + "prediction_norm": 6.805773735046387, + "timestamp": "2025-07-14T12:33:38.214659" + }, + { + "epoch": 137, + "batch_idx": 64, + "loss": 0.37757036089897156, + "learning_rate": 0.0009884669490298243, + "timestep_mean": 528.59375, + "epsilon_norm": 7.330275535583496, + "prediction_norm": 5.943345546722412, + "timestamp": "2025-07-14T12:33:38.219425" + }, + { + "epoch": 137, + "batch_idx": 96, + "loss": 0.37031063437461853, + "learning_rate": 0.0009884669490298243, + "timestep_mean": 498.9375, + "epsilon_norm": 8.311749458312988, + "prediction_norm": 6.935544967651367, + "timestamp": "2025-07-14T12:33:38.224291" + }, + { + "epoch": 137, + "batch_idx": 128, + "loss": 0.4916289448738098, + "learning_rate": 0.0009884669490298243, + "timestep_mean": 457.84375, + "epsilon_norm": 8.285567283630371, + "prediction_norm": 6.308594226837158, + "timestamp": "2025-07-14T12:33:38.229221" + }, + { + "epoch": 137, + "batch_idx": 160, + "loss": 0.3913017213344574, + "learning_rate": 0.0009884669490298243, + "timestep_mean": 472.59375, + "epsilon_norm": 7.727879524230957, + "prediction_norm": 6.229140758514404, + "timestamp": "2025-07-14T12:33:38.234058" + }, + { + "epoch": 137, + "batch_idx": 192, + "loss": 0.4218443036079407, + "learning_rate": 0.0009884669490298243, + "timestep_mean": 579.25, + "epsilon_norm": 4.574007511138916, + "prediction_norm": 3.1754488945007324, + "timestamp": "2025-07-14T12:33:38.238828" + }, + { + "epoch": 138, + "batch_idx": 0, + "loss": 0.25845348834991455, + "learning_rate": 0.0009882986310319121, + "timestep_mean": 457.9375, + "epsilon_norm": 6.942399024963379, + "prediction_norm": 6.187239170074463, + "timestamp": "2025-07-14T12:33:38.243711" + }, + { + "epoch": 138, + "batch_idx": 32, + "loss": 0.2935720682144165, + "learning_rate": 0.0009882986310319121, + "timestep_mean": 509.5, + "epsilon_norm": 7.74373197555542, + "prediction_norm": 6.283901691436768, + "timestamp": "2025-07-14T12:33:38.248595" + }, + { + "epoch": 138, + "batch_idx": 64, + "loss": 0.4715535044670105, + "learning_rate": 0.0009882986310319121, + "timestep_mean": 493.4375, + "epsilon_norm": 8.679581642150879, + "prediction_norm": 6.779518127441406, + "timestamp": "2025-07-14T12:33:38.253523" + }, + { + "epoch": 138, + "batch_idx": 96, + "loss": 0.3279935121536255, + "learning_rate": 0.0009882986310319121, + "timestep_mean": 452.03125, + "epsilon_norm": 6.936617851257324, + "prediction_norm": 5.409893035888672, + "timestamp": "2025-07-14T12:33:38.258478" + }, + { + "epoch": 138, + "batch_idx": 128, + "loss": 0.25319159030914307, + "learning_rate": 0.0009882986310319121, + "timestep_mean": 556.65625, + "epsilon_norm": 7.208668231964111, + "prediction_norm": 6.196298122406006, + "timestamp": "2025-07-14T12:33:38.263318" + }, + { + "epoch": 138, + "batch_idx": 160, + "loss": 0.5262362360954285, + "learning_rate": 0.0009882986310319121, + "timestep_mean": 464.625, + "epsilon_norm": 9.155436515808105, + "prediction_norm": 7.573394298553467, + "timestamp": "2025-07-14T12:33:38.268182" + }, + { + "epoch": 138, + "batch_idx": 192, + "loss": 0.14214351773262024, + "learning_rate": 0.0009882986310319121, + "timestep_mean": 590.0, + "epsilon_norm": 4.16187047958374, + "prediction_norm": 3.834340810775757, + "timestamp": "2025-07-14T12:33:38.273186" + }, + { + "epoch": 139, + "batch_idx": 0, + "loss": 0.4782210886478424, + "learning_rate": 0.0009881291082056683, + "timestep_mean": 446.1875, + "epsilon_norm": 7.6037678718566895, + "prediction_norm": 5.49184513092041, + "timestamp": "2025-07-14T12:33:38.278232" + }, + { + "epoch": 139, + "batch_idx": 32, + "loss": 0.44374793767929077, + "learning_rate": 0.0009881291082056683, + "timestep_mean": 515.1875, + "epsilon_norm": 8.36764907836914, + "prediction_norm": 6.3941969871521, + "timestamp": "2025-07-14T12:33:38.283426" + }, + { + "epoch": 139, + "batch_idx": 64, + "loss": 0.49790671467781067, + "learning_rate": 0.0009881291082056683, + "timestep_mean": 466.9375, + "epsilon_norm": 7.950918197631836, + "prediction_norm": 5.5335822105407715, + "timestamp": "2025-07-14T12:33:38.288436" + }, + { + "epoch": 139, + "batch_idx": 96, + "loss": 0.3732576072216034, + "learning_rate": 0.0009881291082056683, + "timestep_mean": 521.8125, + "epsilon_norm": 8.015997886657715, + "prediction_norm": 6.284470558166504, + "timestamp": "2025-07-14T12:33:38.293535" + }, + { + "epoch": 139, + "batch_idx": 128, + "loss": 0.2532110810279846, + "learning_rate": 0.0009881291082056683, + "timestep_mean": 577.625, + "epsilon_norm": 7.619199275970459, + "prediction_norm": 5.936221122741699, + "timestamp": "2025-07-14T12:33:38.298642" + }, + { + "epoch": 139, + "batch_idx": 160, + "loss": 0.5067905187606812, + "learning_rate": 0.0009881291082056683, + "timestep_mean": 465.5, + "epsilon_norm": 7.902256488800049, + "prediction_norm": 4.7753729820251465, + "timestamp": "2025-07-14T12:33:38.303745" + }, + { + "epoch": 139, + "batch_idx": 192, + "loss": 0.5606168508529663, + "learning_rate": 0.0009881291082056683, + "timestep_mean": 403.125, + "epsilon_norm": 4.062267303466797, + "prediction_norm": 2.342392683029175, + "timestamp": "2025-07-14T12:33:38.308943" + }, + { + "epoch": 140, + "batch_idx": 0, + "loss": 0.39623114466667175, + "learning_rate": 0.0009879583809693736, + "timestep_mean": 430.34375, + "epsilon_norm": 6.935153484344482, + "prediction_norm": 4.64206600189209, + "timestamp": "2025-07-14T12:33:38.313961" + }, + { + "epoch": 140, + "batch_idx": 32, + "loss": 0.4268863797187805, + "learning_rate": 0.0009879583809693736, + "timestep_mean": 458.53125, + "epsilon_norm": 8.46947193145752, + "prediction_norm": 6.510613441467285, + "timestamp": "2025-07-14T12:33:38.319051" + }, + { + "epoch": 140, + "batch_idx": 64, + "loss": 0.39004939794540405, + "learning_rate": 0.0009879583809693736, + "timestep_mean": 492.1875, + "epsilon_norm": 8.37269401550293, + "prediction_norm": 6.94039249420166, + "timestamp": "2025-07-14T12:33:38.324224" + }, + { + "epoch": 140, + "batch_idx": 96, + "loss": 0.2617003917694092, + "learning_rate": 0.0009879583809693736, + "timestep_mean": 493.65625, + "epsilon_norm": 8.018271446228027, + "prediction_norm": 8.00015640258789, + "timestamp": "2025-07-14T12:33:38.329474" + }, + { + "epoch": 140, + "batch_idx": 128, + "loss": 0.29852569103240967, + "learning_rate": 0.0009879583809693736, + "timestep_mean": 535.78125, + "epsilon_norm": 8.38676929473877, + "prediction_norm": 7.649125099182129, + "timestamp": "2025-07-14T12:33:38.334619" + }, + { + "epoch": 140, + "batch_idx": 160, + "loss": 0.3760351836681366, + "learning_rate": 0.0009879583809693736, + "timestep_mean": 470.1875, + "epsilon_norm": 7.985918998718262, + "prediction_norm": 6.1278886795043945, + "timestamp": "2025-07-14T12:33:38.339746" + }, + { + "epoch": 140, + "batch_idx": 192, + "loss": 0.5272355079650879, + "learning_rate": 0.0009879583809693736, + "timestep_mean": 434.375, + "epsilon_norm": 3.958300828933716, + "prediction_norm": 2.5235445499420166, + "timestamp": "2025-07-14T12:33:38.344734" + }, + { + "epoch": 141, + "batch_idx": 0, + "loss": 0.33872318267822266, + "learning_rate": 0.0009877864497442803, + "timestep_mean": 595.5625, + "epsilon_norm": 7.587008476257324, + "prediction_norm": 6.246509552001953, + "timestamp": "2025-07-14T12:33:38.349940" + }, + { + "epoch": 141, + "batch_idx": 32, + "loss": 0.4037342965602875, + "learning_rate": 0.0009877864497442803, + "timestep_mean": 476.5, + "epsilon_norm": 8.287652015686035, + "prediction_norm": 6.541762351989746, + "timestamp": "2025-07-14T12:33:38.355039" + }, + { + "epoch": 141, + "batch_idx": 64, + "loss": 0.40098121762275696, + "learning_rate": 0.0009877864497442803, + "timestep_mean": 506.71875, + "epsilon_norm": 7.387403964996338, + "prediction_norm": 5.9848551750183105, + "timestamp": "2025-07-14T12:33:38.360124" + }, + { + "epoch": 141, + "batch_idx": 96, + "loss": 0.390341579914093, + "learning_rate": 0.0009877864497442803, + "timestep_mean": 489.78125, + "epsilon_norm": 8.397212982177734, + "prediction_norm": 6.332882881164551, + "timestamp": "2025-07-14T12:33:38.365348" + }, + { + "epoch": 141, + "batch_idx": 128, + "loss": 0.44941434264183044, + "learning_rate": 0.0009877864497442803, + "timestep_mean": 413.6875, + "epsilon_norm": 7.436962127685547, + "prediction_norm": 5.3649582862854, + "timestamp": "2025-07-14T12:33:38.370652" + }, + { + "epoch": 141, + "batch_idx": 160, + "loss": 0.3208995461463928, + "learning_rate": 0.0009877864497442803, + "timestep_mean": 576.40625, + "epsilon_norm": 8.391380310058594, + "prediction_norm": 7.120680809020996, + "timestamp": "2025-07-14T12:33:38.375785" + }, + { + "epoch": 141, + "batch_idx": 192, + "loss": 0.2931937575340271, + "learning_rate": 0.0009877864497442803, + "timestep_mean": 445.5, + "epsilon_norm": 3.665423631668091, + "prediction_norm": 2.490936279296875, + "timestamp": "2025-07-14T12:33:38.380883" + }, + { + "epoch": 142, + "batch_idx": 0, + "loss": 0.3300848603248596, + "learning_rate": 0.0009876133149546117, + "timestep_mean": 494.5, + "epsilon_norm": 8.19133186340332, + "prediction_norm": 6.676671981811523, + "timestamp": "2025-07-14T12:33:38.385877" + }, + { + "epoch": 142, + "batch_idx": 32, + "loss": 0.48677679896354675, + "learning_rate": 0.0009876133149546117, + "timestep_mean": 478.84375, + "epsilon_norm": 8.591464042663574, + "prediction_norm": 7.133718013763428, + "timestamp": "2025-07-14T12:33:38.390865" + }, + { + "epoch": 142, + "batch_idx": 64, + "loss": 0.607094407081604, + "learning_rate": 0.0009876133149546117, + "timestep_mean": 484.21875, + "epsilon_norm": 8.869564056396484, + "prediction_norm": 7.195720195770264, + "timestamp": "2025-07-14T12:33:38.396107" + }, + { + "epoch": 142, + "batch_idx": 96, + "loss": 0.5250273942947388, + "learning_rate": 0.0009876133149546117, + "timestep_mean": 476.40625, + "epsilon_norm": 8.646220207214355, + "prediction_norm": 6.6511969566345215, + "timestamp": "2025-07-14T12:33:38.401033" + }, + { + "epoch": 142, + "batch_idx": 128, + "loss": 0.42697179317474365, + "learning_rate": 0.0009876133149546117, + "timestep_mean": 527.90625, + "epsilon_norm": 6.872282981872559, + "prediction_norm": 5.69917106628418, + "timestamp": "2025-07-14T12:33:38.405899" + }, + { + "epoch": 142, + "batch_idx": 160, + "loss": 0.17829996347427368, + "learning_rate": 0.0009876133149546117, + "timestep_mean": 626.4375, + "epsilon_norm": 7.060296535491943, + "prediction_norm": 6.585159778594971, + "timestamp": "2025-07-14T12:33:38.410710" + }, + { + "epoch": 142, + "batch_idx": 192, + "loss": 0.12953375279903412, + "learning_rate": 0.0009876133149546117, + "timestep_mean": 484.25, + "epsilon_norm": 3.357912540435791, + "prediction_norm": 2.9941225051879883, + "timestamp": "2025-07-14T12:33:38.415906" + }, + { + "epoch": 143, + "batch_idx": 0, + "loss": 0.5323273539543152, + "learning_rate": 0.0009874389770275606, + "timestep_mean": 503.09375, + "epsilon_norm": 9.159379959106445, + "prediction_norm": 6.235047340393066, + "timestamp": "2025-07-14T12:33:38.421089" + }, + { + "epoch": 143, + "batch_idx": 32, + "loss": 0.2898102402687073, + "learning_rate": 0.0009874389770275606, + "timestep_mean": 533.15625, + "epsilon_norm": 7.557284355163574, + "prediction_norm": 6.151182651519775, + "timestamp": "2025-07-14T12:33:38.426156" + }, + { + "epoch": 143, + "batch_idx": 64, + "loss": 0.29406630992889404, + "learning_rate": 0.0009874389770275606, + "timestep_mean": 475.125, + "epsilon_norm": 7.533824920654297, + "prediction_norm": 6.21959114074707, + "timestamp": "2025-07-14T12:33:38.431164" + }, + { + "epoch": 143, + "batch_idx": 96, + "loss": 0.26555192470550537, + "learning_rate": 0.0009874389770275606, + "timestep_mean": 575.625, + "epsilon_norm": 7.803958892822266, + "prediction_norm": 6.341370582580566, + "timestamp": "2025-07-14T12:33:38.436286" + }, + { + "epoch": 143, + "batch_idx": 128, + "loss": 0.3497627377510071, + "learning_rate": 0.0009874389770275606, + "timestep_mean": 495.8125, + "epsilon_norm": 8.489578247070312, + "prediction_norm": 6.373632907867432, + "timestamp": "2025-07-14T12:33:38.441371" + }, + { + "epoch": 143, + "batch_idx": 160, + "loss": 0.28527554869651794, + "learning_rate": 0.0009874389770275606, + "timestep_mean": 522.15625, + "epsilon_norm": 7.157426834106445, + "prediction_norm": 5.7528204917907715, + "timestamp": "2025-07-14T12:33:38.446510" + }, + { + "epoch": 143, + "batch_idx": 192, + "loss": 0.21793778240680695, + "learning_rate": 0.0009874389770275606, + "timestep_mean": 560.625, + "epsilon_norm": 4.033718109130859, + "prediction_norm": 3.571589946746826, + "timestamp": "2025-07-14T12:33:38.451594" + }, + { + "epoch": 144, + "batch_idx": 0, + "loss": 0.1964206099510193, + "learning_rate": 0.0009872634363932886, + "timestep_mean": 491.71875, + "epsilon_norm": 6.8155598640441895, + "prediction_norm": 5.708065986633301, + "timestamp": "2025-07-14T12:33:38.456650" + }, + { + "epoch": 144, + "batch_idx": 32, + "loss": 0.5146068930625916, + "learning_rate": 0.0009872634363932886, + "timestep_mean": 438.9375, + "epsilon_norm": 7.736423015594482, + "prediction_norm": 5.700151443481445, + "timestamp": "2025-07-14T12:33:38.461874" + }, + { + "epoch": 144, + "batch_idx": 64, + "loss": 0.42846500873565674, + "learning_rate": 0.0009872634363932886, + "timestep_mean": 518.21875, + "epsilon_norm": 7.536994457244873, + "prediction_norm": 5.656781196594238, + "timestamp": "2025-07-14T12:33:38.467098" + }, + { + "epoch": 144, + "batch_idx": 96, + "loss": 0.2749977111816406, + "learning_rate": 0.0009872634363932886, + "timestep_mean": 522.90625, + "epsilon_norm": 7.645637512207031, + "prediction_norm": 6.252374649047852, + "timestamp": "2025-07-14T12:33:38.472232" + }, + { + "epoch": 144, + "batch_idx": 128, + "loss": 0.39560404419898987, + "learning_rate": 0.0009872634363932886, + "timestep_mean": 453.40625, + "epsilon_norm": 7.913628101348877, + "prediction_norm": 5.552348613739014, + "timestamp": "2025-07-14T12:33:38.477292" + }, + { + "epoch": 144, + "batch_idx": 160, + "loss": 0.44675102829933167, + "learning_rate": 0.0009872634363932886, + "timestep_mean": 380.21875, + "epsilon_norm": 7.625168323516846, + "prediction_norm": 4.96535062789917, + "timestamp": "2025-07-14T12:33:38.482393" + }, + { + "epoch": 144, + "batch_idx": 192, + "loss": 0.5153401494026184, + "learning_rate": 0.0009872634363932886, + "timestep_mean": 491.625, + "epsilon_norm": 4.98394250869751, + "prediction_norm": 3.9278998374938965, + "timestamp": "2025-07-14T12:33:38.487528" + }, + { + "epoch": 145, + "batch_idx": 0, + "loss": 0.3622555732727051, + "learning_rate": 0.0009870866934849247, + "timestep_mean": 494.6875, + "epsilon_norm": 7.6224045753479, + "prediction_norm": 6.013622760772705, + "timestamp": "2025-07-14T12:33:38.492640" + }, + { + "epoch": 145, + "batch_idx": 32, + "loss": 0.17222416400909424, + "learning_rate": 0.0009870866934849247, + "timestep_mean": 528.125, + "epsilon_norm": 5.677306175231934, + "prediction_norm": 4.994548320770264, + "timestamp": "2025-07-14T12:33:38.497666" + }, + { + "epoch": 145, + "batch_idx": 64, + "loss": 0.41665273904800415, + "learning_rate": 0.0009870866934849247, + "timestep_mean": 503.84375, + "epsilon_norm": 8.052787780761719, + "prediction_norm": 6.29526948928833, + "timestamp": "2025-07-14T12:33:38.502882" + }, + { + "epoch": 145, + "batch_idx": 96, + "loss": 0.28145164251327515, + "learning_rate": 0.0009870866934849247, + "timestep_mean": 524.90625, + "epsilon_norm": 8.228402137756348, + "prediction_norm": 6.8072309494018555, + "timestamp": "2025-07-14T12:33:38.508009" + }, + { + "epoch": 145, + "batch_idx": 128, + "loss": 0.37654420733451843, + "learning_rate": 0.0009870866934849247, + "timestep_mean": 520.8125, + "epsilon_norm": 9.300224304199219, + "prediction_norm": 6.928101539611816, + "timestamp": "2025-07-14T12:33:38.513181" + }, + { + "epoch": 145, + "batch_idx": 160, + "loss": 0.4143930673599243, + "learning_rate": 0.0009870866934849247, + "timestep_mean": 478.625, + "epsilon_norm": 7.98581075668335, + "prediction_norm": 6.299632549285889, + "timestamp": "2025-07-14T12:33:38.518252" + }, + { + "epoch": 145, + "batch_idx": 192, + "loss": 0.20851632952690125, + "learning_rate": 0.0009870866934849247, + "timestep_mean": 497.25, + "epsilon_norm": 3.4822986125946045, + "prediction_norm": 3.6303012371063232, + "timestamp": "2025-07-14T12:33:38.523316" + }, + { + "epoch": 146, + "batch_idx": 0, + "loss": 0.5425331592559814, + "learning_rate": 0.0009869087487385643, + "timestep_mean": 449.65625, + "epsilon_norm": 8.088418006896973, + "prediction_norm": 5.782394886016846, + "timestamp": "2025-07-14T12:33:38.528547" + }, + { + "epoch": 146, + "batch_idx": 32, + "loss": 0.5139948129653931, + "learning_rate": 0.0009869087487385643, + "timestep_mean": 460.4375, + "epsilon_norm": 8.57253646850586, + "prediction_norm": 6.548473834991455, + "timestamp": "2025-07-14T12:33:38.533809" + }, + { + "epoch": 146, + "batch_idx": 64, + "loss": 0.18755453824996948, + "learning_rate": 0.0009869087487385643, + "timestep_mean": 533.09375, + "epsilon_norm": 7.4386186599731445, + "prediction_norm": 6.726804733276367, + "timestamp": "2025-07-14T12:33:38.538875" + }, + { + "epoch": 146, + "batch_idx": 96, + "loss": 0.4886438250541687, + "learning_rate": 0.0009869087487385643, + "timestep_mean": 447.875, + "epsilon_norm": 8.031147003173828, + "prediction_norm": 5.556299686431885, + "timestamp": "2025-07-14T12:33:38.544072" + }, + { + "epoch": 146, + "batch_idx": 128, + "loss": 0.5679891109466553, + "learning_rate": 0.0009869087487385643, + "timestep_mean": 436.375, + "epsilon_norm": 8.475266456604004, + "prediction_norm": 5.997188091278076, + "timestamp": "2025-07-14T12:33:38.549202" + }, + { + "epoch": 146, + "batch_idx": 160, + "loss": 0.6021931767463684, + "learning_rate": 0.0009869087487385643, + "timestep_mean": 458.625, + "epsilon_norm": 8.848882675170898, + "prediction_norm": 6.6161017417907715, + "timestamp": "2025-07-14T12:33:38.554538" + }, + { + "epoch": 146, + "batch_idx": 192, + "loss": 0.206993967294693, + "learning_rate": 0.0009869087487385643, + "timestep_mean": 438.25, + "epsilon_norm": 2.2369372844696045, + "prediction_norm": 1.7092275619506836, + "timestamp": "2025-07-14T12:33:38.559403" + }, + { + "epoch": 147, + "batch_idx": 0, + "loss": 0.24298112094402313, + "learning_rate": 0.0009867296025932687, + "timestep_mean": 574.8125, + "epsilon_norm": 7.7104172706604, + "prediction_norm": 7.09229040145874, + "timestamp": "2025-07-14T12:33:38.564413" + }, + { + "epoch": 147, + "batch_idx": 32, + "loss": 0.25164347887039185, + "learning_rate": 0.0009867296025932687, + "timestep_mean": 561.8125, + "epsilon_norm": 7.341259479522705, + "prediction_norm": 6.47219705581665, + "timestamp": "2025-07-14T12:33:38.569586" + }, + { + "epoch": 147, + "batch_idx": 64, + "loss": 0.2997892498970032, + "learning_rate": 0.0009867296025932687, + "timestep_mean": 503.5, + "epsilon_norm": 7.69356107711792, + "prediction_norm": 7.140072822570801, + "timestamp": "2025-07-14T12:33:38.574777" + }, + { + "epoch": 147, + "batch_idx": 96, + "loss": 0.5946504473686218, + "learning_rate": 0.0009867296025932687, + "timestep_mean": 401.59375, + "epsilon_norm": 8.642583847045898, + "prediction_norm": 5.648366451263428, + "timestamp": "2025-07-14T12:33:38.580019" + }, + { + "epoch": 147, + "batch_idx": 128, + "loss": 0.23769769072532654, + "learning_rate": 0.0009867296025932687, + "timestep_mean": 457.03125, + "epsilon_norm": 7.061295509338379, + "prediction_norm": 5.943256378173828, + "timestamp": "2025-07-14T12:33:38.585100" + }, + { + "epoch": 147, + "batch_idx": 160, + "loss": 0.22388646006584167, + "learning_rate": 0.0009867296025932687, + "timestep_mean": 509.78125, + "epsilon_norm": 7.80853796005249, + "prediction_norm": 6.798792839050293, + "timestamp": "2025-07-14T12:33:38.590118" + }, + { + "epoch": 147, + "batch_idx": 192, + "loss": 0.08428899943828583, + "learning_rate": 0.0009867296025932687, + "timestep_mean": 660.0, + "epsilon_norm": 3.233792543411255, + "prediction_norm": 2.992619752883911, + "timestamp": "2025-07-14T12:33:38.595271" + }, + { + "epoch": 148, + "batch_idx": 0, + "loss": 0.5060014724731445, + "learning_rate": 0.0009865492554910632, + "timestep_mean": 572.9375, + "epsilon_norm": 7.996522426605225, + "prediction_norm": 5.631877422332764, + "timestamp": "2025-07-14T12:33:38.600418" + }, + { + "epoch": 148, + "batch_idx": 32, + "loss": 0.2163730263710022, + "learning_rate": 0.0009865492554910632, + "timestep_mean": 562.15625, + "epsilon_norm": 8.300383567810059, + "prediction_norm": 6.8687567710876465, + "timestamp": "2025-07-14T12:33:38.605571" + }, + { + "epoch": 148, + "batch_idx": 64, + "loss": 0.3894375264644623, + "learning_rate": 0.0009865492554910632, + "timestep_mean": 463.90625, + "epsilon_norm": 8.332986831665039, + "prediction_norm": 5.969400405883789, + "timestamp": "2025-07-14T12:33:38.610671" + }, + { + "epoch": 148, + "batch_idx": 96, + "loss": 0.1957298070192337, + "learning_rate": 0.0009865492554910632, + "timestep_mean": 564.71875, + "epsilon_norm": 7.637295722961426, + "prediction_norm": 6.254002094268799, + "timestamp": "2025-07-14T12:33:38.615746" + }, + { + "epoch": 148, + "batch_idx": 128, + "loss": 0.33119097352027893, + "learning_rate": 0.0009865492554910632, + "timestep_mean": 402.46875, + "epsilon_norm": 6.882775783538818, + "prediction_norm": 4.798147201538086, + "timestamp": "2025-07-14T12:33:38.621069" + }, + { + "epoch": 148, + "batch_idx": 160, + "loss": 0.2627117335796356, + "learning_rate": 0.0009865492554910632, + "timestep_mean": 477.40625, + "epsilon_norm": 6.792723178863525, + "prediction_norm": 5.94468355178833, + "timestamp": "2025-07-14T12:33:38.626162" + }, + { + "epoch": 148, + "batch_idx": 192, + "loss": 0.8013147115707397, + "learning_rate": 0.0009865492554910632, + "timestep_mean": 385.875, + "epsilon_norm": 4.741724014282227, + "prediction_norm": 3.245074987411499, + "timestamp": "2025-07-14T12:33:38.631306" + }, + { + "epoch": 149, + "batch_idx": 0, + "loss": 0.2815103530883789, + "learning_rate": 0.000986367707876936, + "timestep_mean": 493.15625, + "epsilon_norm": 8.008723258972168, + "prediction_norm": 7.009469985961914, + "timestamp": "2025-07-14T12:33:38.636427" + }, + { + "epoch": 149, + "batch_idx": 32, + "loss": 0.480879545211792, + "learning_rate": 0.000986367707876936, + "timestep_mean": 473.125, + "epsilon_norm": 8.668213844299316, + "prediction_norm": 6.987866401672363, + "timestamp": "2025-07-14T12:33:38.641502" + }, + { + "epoch": 149, + "batch_idx": 64, + "loss": 0.3620558977127075, + "learning_rate": 0.000986367707876936, + "timestep_mean": 466.4375, + "epsilon_norm": 8.438366889953613, + "prediction_norm": 6.6241865158081055, + "timestamp": "2025-07-14T12:33:38.646688" + }, + { + "epoch": 149, + "batch_idx": 96, + "loss": 0.27260246872901917, + "learning_rate": 0.000986367707876936, + "timestep_mean": 569.65625, + "epsilon_norm": 8.72255802154541, + "prediction_norm": 7.781583309173584, + "timestamp": "2025-07-14T12:33:38.651782" + }, + { + "epoch": 149, + "batch_idx": 128, + "loss": 0.4961681365966797, + "learning_rate": 0.000986367707876936, + "timestep_mean": 423.03125, + "epsilon_norm": 8.265026092529297, + "prediction_norm": 5.985037326812744, + "timestamp": "2025-07-14T12:33:38.656774" + }, + { + "epoch": 149, + "batch_idx": 160, + "loss": 0.438347190618515, + "learning_rate": 0.000986367707876936, + "timestep_mean": 477.1875, + "epsilon_norm": 7.312155723571777, + "prediction_norm": 5.353862762451172, + "timestamp": "2025-07-14T12:33:38.661934" + }, + { + "epoch": 149, + "batch_idx": 192, + "loss": 0.05459504574537277, + "learning_rate": 0.000986367707876936, + "timestep_mean": 720.875, + "epsilon_norm": 3.9920523166656494, + "prediction_norm": 3.9819841384887695, + "timestamp": "2025-07-14T12:33:38.667024" + }, + { + "epoch": 150, + "batch_idx": 0, + "loss": 0.43939533829689026, + "learning_rate": 0.0009861849601988382, + "timestep_mean": 590.21875, + "epsilon_norm": 8.089761734008789, + "prediction_norm": 6.010458469390869, + "timestamp": "2025-07-14T12:33:38.672136" + }, + { + "epoch": 150, + "batch_idx": 32, + "loss": 0.2804264724254608, + "learning_rate": 0.0009861849601988382, + "timestep_mean": 483.40625, + "epsilon_norm": 6.76630973815918, + "prediction_norm": 5.98147439956665, + "timestamp": "2025-07-14T12:33:38.677226" + }, + { + "epoch": 150, + "batch_idx": 64, + "loss": 0.3078145980834961, + "learning_rate": 0.0009861849601988382, + "timestep_mean": 552.5625, + "epsilon_norm": 9.676898002624512, + "prediction_norm": 9.10290241241455, + "timestamp": "2025-07-14T12:33:38.682245" + }, + { + "epoch": 150, + "batch_idx": 96, + "loss": 0.3728404641151428, + "learning_rate": 0.0009861849601988382, + "timestep_mean": 547.78125, + "epsilon_norm": 7.36281156539917, + "prediction_norm": 6.149544715881348, + "timestamp": "2025-07-14T12:33:38.687555" + }, + { + "epoch": 150, + "batch_idx": 128, + "loss": 0.35746410489082336, + "learning_rate": 0.0009861849601988382, + "timestep_mean": 544.625, + "epsilon_norm": 8.42874526977539, + "prediction_norm": 6.040744304656982, + "timestamp": "2025-07-14T12:33:38.692680" + }, + { + "epoch": 150, + "batch_idx": 160, + "loss": 0.4720931649208069, + "learning_rate": 0.0009861849601988382, + "timestep_mean": 461.5, + "epsilon_norm": 8.235126495361328, + "prediction_norm": 6.254645347595215, + "timestamp": "2025-07-14T12:33:38.697637" + }, + { + "epoch": 150, + "batch_idx": 192, + "loss": 0.45632535219192505, + "learning_rate": 0.0009861849601988382, + "timestep_mean": 547.125, + "epsilon_norm": 5.143272876739502, + "prediction_norm": 4.893424987792969, + "timestamp": "2025-07-14T12:33:38.702552" + }, + { + "epoch": 151, + "batch_idx": 0, + "loss": 0.6575772762298584, + "learning_rate": 0.000986001012907681, + "timestep_mean": 430.34375, + "epsilon_norm": 8.558269500732422, + "prediction_norm": 6.036045551300049, + "timestamp": "2025-07-14T12:33:38.713412" + }, + { + "epoch": 151, + "batch_idx": 32, + "loss": 0.27090948820114136, + "learning_rate": 0.000986001012907681, + "timestep_mean": 458.40625, + "epsilon_norm": 7.505290985107422, + "prediction_norm": 7.327585697174072, + "timestamp": "2025-07-14T12:33:38.718311" + }, + { + "epoch": 151, + "batch_idx": 64, + "loss": 0.3975353240966797, + "learning_rate": 0.000986001012907681, + "timestep_mean": 493.96875, + "epsilon_norm": 7.9152374267578125, + "prediction_norm": 5.3767547607421875, + "timestamp": "2025-07-14T12:33:38.723144" + }, + { + "epoch": 151, + "batch_idx": 96, + "loss": 0.6041408777236938, + "learning_rate": 0.000986001012907681, + "timestep_mean": 429.875, + "epsilon_norm": 8.746626853942871, + "prediction_norm": 5.313225746154785, + "timestamp": "2025-07-14T12:33:38.728102" + }, + { + "epoch": 151, + "batch_idx": 128, + "loss": 0.29978832602500916, + "learning_rate": 0.000986001012907681, + "timestep_mean": 496.09375, + "epsilon_norm": 7.546264171600342, + "prediction_norm": 5.157865524291992, + "timestamp": "2025-07-14T12:33:38.733010" + }, + { + "epoch": 151, + "batch_idx": 160, + "loss": 0.2865351736545563, + "learning_rate": 0.000986001012907681, + "timestep_mean": 479.125, + "epsilon_norm": 8.533666610717773, + "prediction_norm": 7.035165309906006, + "timestamp": "2025-07-14T12:33:38.738032" + }, + { + "epoch": 151, + "batch_idx": 192, + "loss": 0.5771982669830322, + "learning_rate": 0.000986001012907681, + "timestep_mean": 467.0, + "epsilon_norm": 3.9985997676849365, + "prediction_norm": 2.1253952980041504, + "timestamp": "2025-07-14T12:33:38.742948" + }, + { + "epoch": 152, + "batch_idx": 0, + "loss": 0.3806661069393158, + "learning_rate": 0.0009858158664573368, + "timestep_mean": 560.53125, + "epsilon_norm": 7.348079681396484, + "prediction_norm": 5.110754013061523, + "timestamp": "2025-07-14T12:33:38.747953" + }, + { + "epoch": 152, + "batch_idx": 32, + "loss": 0.4491039216518402, + "learning_rate": 0.0009858158664573368, + "timestep_mean": 565.125, + "epsilon_norm": 8.045354843139648, + "prediction_norm": 5.547123908996582, + "timestamp": "2025-07-14T12:33:38.752811" + }, + { + "epoch": 152, + "batch_idx": 64, + "loss": 0.3747696280479431, + "learning_rate": 0.0009858158664573368, + "timestep_mean": 548.28125, + "epsilon_norm": 8.666568756103516, + "prediction_norm": 6.770116806030273, + "timestamp": "2025-07-14T12:33:38.757716" + }, + { + "epoch": 152, + "batch_idx": 96, + "loss": 0.41006022691726685, + "learning_rate": 0.0009858158664573368, + "timestep_mean": 510.4375, + "epsilon_norm": 7.3502984046936035, + "prediction_norm": 5.321653842926025, + "timestamp": "2025-07-14T12:33:38.762664" + }, + { + "epoch": 152, + "batch_idx": 128, + "loss": 0.2953334152698517, + "learning_rate": 0.0009858158664573368, + "timestep_mean": 516.71875, + "epsilon_norm": 8.437026977539062, + "prediction_norm": 7.652603626251221, + "timestamp": "2025-07-14T12:33:38.767643" + }, + { + "epoch": 152, + "batch_idx": 160, + "loss": 0.3021753430366516, + "learning_rate": 0.0009858158664573368, + "timestep_mean": 505.46875, + "epsilon_norm": 8.053959846496582, + "prediction_norm": 6.971004009246826, + "timestamp": "2025-07-14T12:33:38.772538" + }, + { + "epoch": 152, + "batch_idx": 192, + "loss": 0.13545697927474976, + "learning_rate": 0.0009858158664573368, + "timestep_mean": 648.125, + "epsilon_norm": 4.437756538391113, + "prediction_norm": 3.7970569133758545, + "timestamp": "2025-07-14T12:33:38.777401" + }, + { + "epoch": 153, + "batch_idx": 0, + "loss": 0.44228631258010864, + "learning_rate": 0.0009856295213046355, + "timestep_mean": 433.8125, + "epsilon_norm": 8.1118803024292, + "prediction_norm": 6.352757930755615, + "timestamp": "2025-07-14T12:33:38.782339" + }, + { + "epoch": 153, + "batch_idx": 32, + "loss": 0.23414874076843262, + "learning_rate": 0.0009856295213046355, + "timestep_mean": 534.8125, + "epsilon_norm": 8.206802368164062, + "prediction_norm": 7.517362117767334, + "timestamp": "2025-07-14T12:33:38.787393" + }, + { + "epoch": 153, + "batch_idx": 64, + "loss": 0.730804443359375, + "learning_rate": 0.0009856295213046355, + "timestep_mean": 449.78125, + "epsilon_norm": 8.97269344329834, + "prediction_norm": 4.644003391265869, + "timestamp": "2025-07-14T12:33:38.792412" + }, + { + "epoch": 153, + "batch_idx": 96, + "loss": 0.34396347403526306, + "learning_rate": 0.0009856295213046355, + "timestep_mean": 531.53125, + "epsilon_norm": 7.081201076507568, + "prediction_norm": 6.1448822021484375, + "timestamp": "2025-07-14T12:33:38.797339" + }, + { + "epoch": 153, + "batch_idx": 128, + "loss": 0.5316182374954224, + "learning_rate": 0.0009856295213046355, + "timestep_mean": 441.625, + "epsilon_norm": 8.701515197753906, + "prediction_norm": 6.633801460266113, + "timestamp": "2025-07-14T12:33:38.802205" + }, + { + "epoch": 153, + "batch_idx": 160, + "loss": 0.5158335566520691, + "learning_rate": 0.0009856295213046355, + "timestep_mean": 455.625, + "epsilon_norm": 8.141378402709961, + "prediction_norm": 6.277690887451172, + "timestamp": "2025-07-14T12:33:38.807214" + }, + { + "epoch": 153, + "batch_idx": 192, + "loss": 0.20563504099845886, + "learning_rate": 0.0009856295213046355, + "timestep_mean": 533.375, + "epsilon_norm": 3.311140298843384, + "prediction_norm": 2.6792783737182617, + "timestamp": "2025-07-14T12:33:38.812030" + }, + { + "epoch": 154, + "batch_idx": 0, + "loss": 0.2339998483657837, + "learning_rate": 0.0009854419779093653, + "timestep_mean": 601.28125, + "epsilon_norm": 7.442619323730469, + "prediction_norm": 7.281373023986816, + "timestamp": "2025-07-14T12:33:38.817159" + }, + { + "epoch": 154, + "batch_idx": 32, + "loss": 0.48357364535331726, + "learning_rate": 0.0009854419779093653, + "timestep_mean": 386.0, + "epsilon_norm": 8.185462951660156, + "prediction_norm": 7.411280632019043, + "timestamp": "2025-07-14T12:33:38.822051" + }, + { + "epoch": 154, + "batch_idx": 64, + "loss": 0.6784850358963013, + "learning_rate": 0.0009854419779093653, + "timestep_mean": 529.15625, + "epsilon_norm": 8.690228462219238, + "prediction_norm": 6.820396423339844, + "timestamp": "2025-07-14T12:33:38.826985" + }, + { + "epoch": 154, + "batch_idx": 96, + "loss": 0.3771262764930725, + "learning_rate": 0.0009854419779093653, + "timestep_mean": 447.375, + "epsilon_norm": 8.721537590026855, + "prediction_norm": 8.042389869689941, + "timestamp": "2025-07-14T12:33:38.832057" + }, + { + "epoch": 154, + "batch_idx": 128, + "loss": 0.25265029072761536, + "learning_rate": 0.0009854419779093653, + "timestep_mean": 528.25, + "epsilon_norm": 7.452601432800293, + "prediction_norm": 6.226083278656006, + "timestamp": "2025-07-14T12:33:38.837071" + }, + { + "epoch": 154, + "batch_idx": 160, + "loss": 0.266196608543396, + "learning_rate": 0.0009854419779093653, + "timestep_mean": 483.65625, + "epsilon_norm": 7.1939377784729, + "prediction_norm": 6.482114315032959, + "timestamp": "2025-07-14T12:33:38.842355" + }, + { + "epoch": 154, + "batch_idx": 192, + "loss": 0.681479811668396, + "learning_rate": 0.0009854419779093653, + "timestep_mean": 415.75, + "epsilon_norm": 3.94431734085083, + "prediction_norm": 1.801392674446106, + "timestamp": "2025-07-14T12:33:38.847354" + }, + { + "epoch": 155, + "batch_idx": 0, + "loss": 0.16094812750816345, + "learning_rate": 0.000985253236734271, + "timestep_mean": 543.78125, + "epsilon_norm": 7.175221920013428, + "prediction_norm": 5.936110973358154, + "timestamp": "2025-07-14T12:33:38.852332" + }, + { + "epoch": 155, + "batch_idx": 32, + "loss": 0.3266833424568176, + "learning_rate": 0.000985253236734271, + "timestep_mean": 543.625, + "epsilon_norm": 7.887372970581055, + "prediction_norm": 6.116148471832275, + "timestamp": "2025-07-14T12:33:38.857556" + }, + { + "epoch": 155, + "batch_idx": 64, + "loss": 0.21573489904403687, + "learning_rate": 0.000985253236734271, + "timestep_mean": 504.59375, + "epsilon_norm": 7.184277534484863, + "prediction_norm": 5.189637660980225, + "timestamp": "2025-07-14T12:33:38.862733" + }, + { + "epoch": 155, + "batch_idx": 96, + "loss": 0.5032693147659302, + "learning_rate": 0.000985253236734271, + "timestep_mean": 418.1875, + "epsilon_norm": 7.647682189941406, + "prediction_norm": 4.81705904006958, + "timestamp": "2025-07-14T12:33:38.867819" + }, + { + "epoch": 155, + "batch_idx": 128, + "loss": 0.5000709295272827, + "learning_rate": 0.000985253236734271, + "timestep_mean": 573.46875, + "epsilon_norm": 9.122058868408203, + "prediction_norm": 5.698226451873779, + "timestamp": "2025-07-14T12:33:38.872927" + }, + { + "epoch": 155, + "batch_idx": 160, + "loss": 0.3361998498439789, + "learning_rate": 0.000985253236734271, + "timestep_mean": 540.96875, + "epsilon_norm": 7.799466133117676, + "prediction_norm": 6.2444071769714355, + "timestamp": "2025-07-14T12:33:38.877985" + }, + { + "epoch": 155, + "batch_idx": 192, + "loss": 0.2115495502948761, + "learning_rate": 0.000985253236734271, + "timestep_mean": 567.375, + "epsilon_norm": 3.229111671447754, + "prediction_norm": 2.753178834915161, + "timestamp": "2025-07-14T12:33:38.883154" + }, + { + "epoch": 156, + "batch_idx": 0, + "loss": 0.45422855019569397, + "learning_rate": 0.0009850632982450528, + "timestep_mean": 501.46875, + "epsilon_norm": 9.870389938354492, + "prediction_norm": 8.059093475341797, + "timestamp": "2025-07-14T12:33:38.888300" + }, + { + "epoch": 156, + "batch_idx": 32, + "loss": 0.37258046865463257, + "learning_rate": 0.0009850632982450528, + "timestep_mean": 460.03125, + "epsilon_norm": 7.051971912384033, + "prediction_norm": 4.8846049308776855, + "timestamp": "2025-07-14T12:33:38.893404" + }, + { + "epoch": 156, + "batch_idx": 64, + "loss": 0.5684573650360107, + "learning_rate": 0.0009850632982450528, + "timestep_mean": 374.40625, + "epsilon_norm": 8.276479721069336, + "prediction_norm": 5.252096176147461, + "timestamp": "2025-07-14T12:33:38.898595" + }, + { + "epoch": 156, + "batch_idx": 96, + "loss": 0.5074732303619385, + "learning_rate": 0.0009850632982450528, + "timestep_mean": 513.25, + "epsilon_norm": 7.614117622375488, + "prediction_norm": 5.091432571411133, + "timestamp": "2025-07-14T12:33:38.903612" + }, + { + "epoch": 156, + "batch_idx": 128, + "loss": 0.37482795119285583, + "learning_rate": 0.0009850632982450528, + "timestep_mean": 500.28125, + "epsilon_norm": 7.7243547439575195, + "prediction_norm": 6.516963005065918, + "timestamp": "2025-07-14T12:33:38.908823" + }, + { + "epoch": 156, + "batch_idx": 160, + "loss": 0.317229688167572, + "learning_rate": 0.0009850632982450528, + "timestep_mean": 507.1875, + "epsilon_norm": 7.992811679840088, + "prediction_norm": 6.458600044250488, + "timestamp": "2025-07-14T12:33:38.913900" + }, + { + "epoch": 156, + "batch_idx": 192, + "loss": 0.138563334941864, + "learning_rate": 0.0009850632982450528, + "timestep_mean": 488.875, + "epsilon_norm": 2.564673900604248, + "prediction_norm": 2.3274147510528564, + "timestamp": "2025-07-14T12:33:38.918865" + }, + { + "epoch": 157, + "batch_idx": 0, + "loss": 0.435524582862854, + "learning_rate": 0.0009848721629103648, + "timestep_mean": 454.375, + "epsilon_norm": 7.669771671295166, + "prediction_norm": 6.35849666595459, + "timestamp": "2025-07-14T12:33:38.924036" + }, + { + "epoch": 157, + "batch_idx": 32, + "loss": 0.3123677372932434, + "learning_rate": 0.0009848721629103648, + "timestep_mean": 535.59375, + "epsilon_norm": 8.45476245880127, + "prediction_norm": 7.816832065582275, + "timestamp": "2025-07-14T12:33:38.929114" + }, + { + "epoch": 157, + "batch_idx": 64, + "loss": 0.5261873006820679, + "learning_rate": 0.0009848721629103648, + "timestep_mean": 471.4375, + "epsilon_norm": 9.476502418518066, + "prediction_norm": 8.43504810333252, + "timestamp": "2025-07-14T12:33:38.934223" + }, + { + "epoch": 157, + "batch_idx": 96, + "loss": 0.23424923419952393, + "learning_rate": 0.0009848721629103648, + "timestep_mean": 516.65625, + "epsilon_norm": 7.138298034667969, + "prediction_norm": 5.906457424163818, + "timestamp": "2025-07-14T12:33:38.939276" + }, + { + "epoch": 157, + "batch_idx": 128, + "loss": 0.6169530153274536, + "learning_rate": 0.0009848721629103648, + "timestep_mean": 421.875, + "epsilon_norm": 8.336381912231445, + "prediction_norm": 5.511867523193359, + "timestamp": "2025-07-14T12:33:38.944194" + }, + { + "epoch": 157, + "batch_idx": 160, + "loss": 0.48452314734458923, + "learning_rate": 0.0009848721629103648, + "timestep_mean": 399.75, + "epsilon_norm": 7.043124198913574, + "prediction_norm": 4.23573637008667, + "timestamp": "2025-07-14T12:33:38.949343" + }, + { + "epoch": 157, + "batch_idx": 192, + "loss": 0.4286840260028839, + "learning_rate": 0.0009848721629103648, + "timestep_mean": 480.875, + "epsilon_norm": 3.5161094665527344, + "prediction_norm": 2.151641607284546, + "timestamp": "2025-07-14T12:33:38.954410" + }, + { + "epoch": 158, + "batch_idx": 0, + "loss": 0.39549869298934937, + "learning_rate": 0.0009846798312018144, + "timestep_mean": 502.625, + "epsilon_norm": 7.355246543884277, + "prediction_norm": 4.737573146820068, + "timestamp": "2025-07-14T12:33:38.959512" + }, + { + "epoch": 158, + "batch_idx": 32, + "loss": 0.3113819360733032, + "learning_rate": 0.0009846798312018144, + "timestep_mean": 511.6875, + "epsilon_norm": 7.463840484619141, + "prediction_norm": 5.393931865692139, + "timestamp": "2025-07-14T12:33:38.964541" + }, + { + "epoch": 158, + "batch_idx": 64, + "loss": 0.3764622211456299, + "learning_rate": 0.0009846798312018144, + "timestep_mean": 519.6875, + "epsilon_norm": 8.10257625579834, + "prediction_norm": 6.100135803222656, + "timestamp": "2025-07-14T12:33:38.969550" + }, + { + "epoch": 158, + "batch_idx": 96, + "loss": 0.2318858951330185, + "learning_rate": 0.0009846798312018144, + "timestep_mean": 501.9375, + "epsilon_norm": 7.318490028381348, + "prediction_norm": 5.681520938873291, + "timestamp": "2025-07-14T12:33:38.974641" + }, + { + "epoch": 158, + "batch_idx": 128, + "loss": 0.6468706727027893, + "learning_rate": 0.0009846798312018144, + "timestep_mean": 509.59375, + "epsilon_norm": 9.15330696105957, + "prediction_norm": 5.956964015960693, + "timestamp": "2025-07-14T12:33:38.979667" + }, + { + "epoch": 158, + "batch_idx": 160, + "loss": 0.5804962515830994, + "learning_rate": 0.0009846798312018144, + "timestep_mean": 508.375, + "epsilon_norm": 9.648063659667969, + "prediction_norm": 7.462937831878662, + "timestamp": "2025-07-14T12:33:38.984787" + }, + { + "epoch": 158, + "batch_idx": 192, + "loss": 0.3410620093345642, + "learning_rate": 0.0009846798312018144, + "timestep_mean": 407.625, + "epsilon_norm": 3.3729491233825684, + "prediction_norm": 2.4444093704223633, + "timestamp": "2025-07-14T12:33:38.989826" + }, + { + "epoch": 159, + "batch_idx": 0, + "loss": 0.38448625802993774, + "learning_rate": 0.0009844863035939613, + "timestep_mean": 600.21875, + "epsilon_norm": 8.650656700134277, + "prediction_norm": 7.443136215209961, + "timestamp": "2025-07-14T12:33:38.994816" + }, + { + "epoch": 159, + "batch_idx": 32, + "loss": 0.4632452130317688, + "learning_rate": 0.0009844863035939613, + "timestep_mean": 425.0, + "epsilon_norm": 8.443965911865234, + "prediction_norm": 5.8740739822387695, + "timestamp": "2025-07-14T12:33:38.999917" + }, + { + "epoch": 159, + "batch_idx": 64, + "loss": 0.34008586406707764, + "learning_rate": 0.0009844863035939613, + "timestep_mean": 511.0, + "epsilon_norm": 6.493505001068115, + "prediction_norm": 4.810292720794678, + "timestamp": "2025-07-14T12:33:39.004956" + }, + { + "epoch": 159, + "batch_idx": 96, + "loss": 0.3265373706817627, + "learning_rate": 0.0009844863035939613, + "timestep_mean": 431.8125, + "epsilon_norm": 7.047808647155762, + "prediction_norm": 6.09136962890625, + "timestamp": "2025-07-14T12:33:39.010009" + }, + { + "epoch": 159, + "batch_idx": 128, + "loss": 0.40771543979644775, + "learning_rate": 0.0009844863035939613, + "timestep_mean": 503.1875, + "epsilon_norm": 7.731118202209473, + "prediction_norm": 6.008951187133789, + "timestamp": "2025-07-14T12:33:39.015112" + }, + { + "epoch": 159, + "batch_idx": 160, + "loss": 0.5688282251358032, + "learning_rate": 0.0009844863035939613, + "timestep_mean": 451.75, + "epsilon_norm": 7.9770660400390625, + "prediction_norm": 6.097033500671387, + "timestamp": "2025-07-14T12:33:39.020056" + }, + { + "epoch": 159, + "batch_idx": 192, + "loss": 0.49511346220970154, + "learning_rate": 0.0009844863035939613, + "timestep_mean": 419.125, + "epsilon_norm": 4.468086242675781, + "prediction_norm": 3.7442009449005127, + "timestamp": "2025-07-14T12:33:39.025265" + }, + { + "epoch": 160, + "batch_idx": 0, + "loss": 0.5754594802856445, + "learning_rate": 0.0009842915805643154, + "timestep_mean": 480.3125, + "epsilon_norm": 8.440608024597168, + "prediction_norm": 6.314897060394287, + "timestamp": "2025-07-14T12:33:39.030275" + }, + { + "epoch": 160, + "batch_idx": 32, + "loss": 0.4268763065338135, + "learning_rate": 0.0009842915805643154, + "timestep_mean": 499.15625, + "epsilon_norm": 8.641047477722168, + "prediction_norm": 7.881438255310059, + "timestamp": "2025-07-14T12:33:39.035305" + }, + { + "epoch": 160, + "batch_idx": 64, + "loss": 0.3683531582355499, + "learning_rate": 0.0009842915805643154, + "timestep_mean": 508.90625, + "epsilon_norm": 7.55413293838501, + "prediction_norm": 6.636831760406494, + "timestamp": "2025-07-14T12:33:39.040275" + }, + { + "epoch": 160, + "batch_idx": 96, + "loss": 0.22442612051963806, + "learning_rate": 0.0009842915805643154, + "timestep_mean": 534.96875, + "epsilon_norm": 7.704458236694336, + "prediction_norm": 7.014163970947266, + "timestamp": "2025-07-14T12:33:39.045101" + }, + { + "epoch": 160, + "batch_idx": 128, + "loss": 0.3561028242111206, + "learning_rate": 0.0009842915805643154, + "timestep_mean": 527.5625, + "epsilon_norm": 8.602700233459473, + "prediction_norm": 7.159002304077148, + "timestamp": "2025-07-14T12:33:39.049994" + }, + { + "epoch": 160, + "batch_idx": 160, + "loss": 0.2262844741344452, + "learning_rate": 0.0009842915805643154, + "timestep_mean": 563.78125, + "epsilon_norm": 7.430230617523193, + "prediction_norm": 6.492309093475342, + "timestamp": "2025-07-14T12:33:39.054895" + }, + { + "epoch": 160, + "batch_idx": 192, + "loss": 0.7754100561141968, + "learning_rate": 0.0009842915805643154, + "timestep_mean": 503.0, + "epsilon_norm": 5.31984806060791, + "prediction_norm": 2.9913556575775146, + "timestamp": "2025-07-14T12:33:39.059699" + }, + { + "epoch": 161, + "batch_idx": 0, + "loss": 0.4922644793987274, + "learning_rate": 0.0009840956625933363, + "timestep_mean": 385.65625, + "epsilon_norm": 7.782602310180664, + "prediction_norm": 5.1819682121276855, + "timestamp": "2025-07-14T12:33:39.064565" + }, + { + "epoch": 161, + "batch_idx": 32, + "loss": 0.3530464768409729, + "learning_rate": 0.0009840956625933363, + "timestep_mean": 541.28125, + "epsilon_norm": 8.820243835449219, + "prediction_norm": 6.864660263061523, + "timestamp": "2025-07-14T12:33:39.069423" + }, + { + "epoch": 161, + "batch_idx": 64, + "loss": 0.5728086233139038, + "learning_rate": 0.0009840956625933363, + "timestep_mean": 371.375, + "epsilon_norm": 7.209831237792969, + "prediction_norm": 3.2706074714660645, + "timestamp": "2025-07-14T12:33:39.074253" + }, + { + "epoch": 161, + "batch_idx": 96, + "loss": 0.44053882360458374, + "learning_rate": 0.0009840956625933363, + "timestep_mean": 458.5, + "epsilon_norm": 8.032203674316406, + "prediction_norm": 5.513313293457031, + "timestamp": "2025-07-14T12:33:39.079202" + }, + { + "epoch": 161, + "batch_idx": 128, + "loss": 0.4136078655719757, + "learning_rate": 0.0009840956625933363, + "timestep_mean": 500.28125, + "epsilon_norm": 8.657903671264648, + "prediction_norm": 6.725905418395996, + "timestamp": "2025-07-14T12:33:39.084070" + }, + { + "epoch": 161, + "batch_idx": 160, + "loss": 0.295743852853775, + "learning_rate": 0.0009840956625933363, + "timestep_mean": 515.0, + "epsilon_norm": 8.172235488891602, + "prediction_norm": 6.368993759155273, + "timestamp": "2025-07-14T12:33:39.088916" + }, + { + "epoch": 161, + "batch_idx": 192, + "loss": 0.08678677678108215, + "learning_rate": 0.0009840956625933363, + "timestep_mean": 645.375, + "epsilon_norm": 3.6410608291625977, + "prediction_norm": 3.376866102218628, + "timestamp": "2025-07-14T12:33:39.093740" + }, + { + "epoch": 162, + "batch_idx": 0, + "loss": 0.30095216631889343, + "learning_rate": 0.0009838985501644324, + "timestep_mean": 519.34375, + "epsilon_norm": 8.740683555603027, + "prediction_norm": 7.570684432983398, + "timestamp": "2025-07-14T12:33:39.098597" + }, + { + "epoch": 162, + "batch_idx": 32, + "loss": 0.4033185839653015, + "learning_rate": 0.0009838985501644324, + "timestep_mean": 444.78125, + "epsilon_norm": 8.335198402404785, + "prediction_norm": 6.610716819763184, + "timestamp": "2025-07-14T12:33:39.103455" + }, + { + "epoch": 162, + "batch_idx": 64, + "loss": 0.27642595767974854, + "learning_rate": 0.0009838985501644324, + "timestep_mean": 520.40625, + "epsilon_norm": 6.993413925170898, + "prediction_norm": 6.943432807922363, + "timestamp": "2025-07-14T12:33:39.108329" + }, + { + "epoch": 162, + "batch_idx": 96, + "loss": 0.4345163404941559, + "learning_rate": 0.0009838985501644324, + "timestep_mean": 449.03125, + "epsilon_norm": 8.516389846801758, + "prediction_norm": 6.764902591705322, + "timestamp": "2025-07-14T12:33:39.113156" + }, + { + "epoch": 162, + "batch_idx": 128, + "loss": 0.310546875, + "learning_rate": 0.0009838985501644324, + "timestep_mean": 498.71875, + "epsilon_norm": 7.7142109870910645, + "prediction_norm": 6.070683002471924, + "timestamp": "2025-07-14T12:33:39.117945" + }, + { + "epoch": 162, + "batch_idx": 160, + "loss": 0.26142364740371704, + "learning_rate": 0.0009838985501644324, + "timestep_mean": 487.4375, + "epsilon_norm": 7.298758029937744, + "prediction_norm": 6.387974739074707, + "timestamp": "2025-07-14T12:33:39.122789" + }, + { + "epoch": 162, + "batch_idx": 192, + "loss": 0.3015170693397522, + "learning_rate": 0.0009838985501644324, + "timestep_mean": 445.5, + "epsilon_norm": 3.4515998363494873, + "prediction_norm": 3.24074125289917, + "timestamp": "2025-07-14T12:33:39.127642" + }, + { + "epoch": 163, + "batch_idx": 0, + "loss": 0.2502132058143616, + "learning_rate": 0.000983700243763959, + "timestep_mean": 524.5, + "epsilon_norm": 8.362244606018066, + "prediction_norm": 7.653672695159912, + "timestamp": "2025-07-14T12:33:39.132481" + }, + { + "epoch": 163, + "batch_idx": 32, + "loss": 0.5373959541320801, + "learning_rate": 0.000983700243763959, + "timestep_mean": 433.5625, + "epsilon_norm": 8.776032447814941, + "prediction_norm": 5.983464241027832, + "timestamp": "2025-07-14T12:33:39.137445" + }, + { + "epoch": 163, + "batch_idx": 64, + "loss": 0.2473355382680893, + "learning_rate": 0.000983700243763959, + "timestep_mean": 490.8125, + "epsilon_norm": 7.824832916259766, + "prediction_norm": 5.855844020843506, + "timestamp": "2025-07-14T12:33:39.142294" + }, + { + "epoch": 163, + "batch_idx": 96, + "loss": 0.2558196187019348, + "learning_rate": 0.000983700243763959, + "timestep_mean": 475.15625, + "epsilon_norm": 6.941914081573486, + "prediction_norm": 5.352507591247559, + "timestamp": "2025-07-14T12:33:39.147108" + }, + { + "epoch": 163, + "batch_idx": 128, + "loss": 0.2631734609603882, + "learning_rate": 0.000983700243763959, + "timestep_mean": 554.21875, + "epsilon_norm": 7.7986674308776855, + "prediction_norm": 6.025549411773682, + "timestamp": "2025-07-14T12:33:39.151950" + }, + { + "epoch": 163, + "batch_idx": 160, + "loss": 0.3975895941257477, + "learning_rate": 0.000983700243763959, + "timestep_mean": 536.9375, + "epsilon_norm": 8.487120628356934, + "prediction_norm": 6.399445056915283, + "timestamp": "2025-07-14T12:33:39.156766" + }, + { + "epoch": 163, + "batch_idx": 192, + "loss": 0.1229398250579834, + "learning_rate": 0.000983700243763959, + "timestep_mean": 769.0, + "epsilon_norm": 4.93261194229126, + "prediction_norm": 5.23917293548584, + "timestamp": "2025-07-14T12:33:39.161573" + }, + { + "epoch": 164, + "batch_idx": 0, + "loss": 0.24986425042152405, + "learning_rate": 0.0009835007438812173, + "timestep_mean": 555.34375, + "epsilon_norm": 8.66428279876709, + "prediction_norm": 7.700439453125, + "timestamp": "2025-07-14T12:33:39.166408" + }, + { + "epoch": 164, + "batch_idx": 32, + "loss": 0.35192185640335083, + "learning_rate": 0.0009835007438812173, + "timestep_mean": 477.625, + "epsilon_norm": 8.181527137756348, + "prediction_norm": 5.966598987579346, + "timestamp": "2025-07-14T12:33:39.171245" + }, + { + "epoch": 164, + "batch_idx": 64, + "loss": 0.3284994661808014, + "learning_rate": 0.0009835007438812173, + "timestep_mean": 432.59375, + "epsilon_norm": 7.232795715332031, + "prediction_norm": 5.8018412590026855, + "timestamp": "2025-07-14T12:33:39.176092" + }, + { + "epoch": 164, + "batch_idx": 96, + "loss": 0.19761985540390015, + "learning_rate": 0.0009835007438812173, + "timestep_mean": 511.78125, + "epsilon_norm": 8.181103706359863, + "prediction_norm": 7.547508716583252, + "timestamp": "2025-07-14T12:33:39.180919" + }, + { + "epoch": 164, + "batch_idx": 128, + "loss": 0.4693451523780823, + "learning_rate": 0.0009835007438812173, + "timestep_mean": 494.40625, + "epsilon_norm": 8.597024917602539, + "prediction_norm": 6.627535820007324, + "timestamp": "2025-07-14T12:33:39.185771" + }, + { + "epoch": 164, + "batch_idx": 160, + "loss": 0.5429067015647888, + "learning_rate": 0.0009835007438812173, + "timestep_mean": 418.0625, + "epsilon_norm": 6.790272235870361, + "prediction_norm": 4.280710220336914, + "timestamp": "2025-07-14T12:33:39.190584" + }, + { + "epoch": 164, + "batch_idx": 192, + "loss": 0.19160689413547516, + "learning_rate": 0.0009835007438812173, + "timestep_mean": 379.375, + "epsilon_norm": 3.5907747745513916, + "prediction_norm": 3.467503547668457, + "timestamp": "2025-07-14T12:33:39.195404" + }, + { + "epoch": 165, + "batch_idx": 0, + "loss": 0.20366144180297852, + "learning_rate": 0.0009833000510084534, + "timestep_mean": 659.9375, + "epsilon_norm": 7.865975379943848, + "prediction_norm": 7.876739978790283, + "timestamp": "2025-07-14T12:33:39.200333" + }, + { + "epoch": 165, + "batch_idx": 32, + "loss": 0.41632479429244995, + "learning_rate": 0.0009833000510084534, + "timestep_mean": 532.84375, + "epsilon_norm": 8.276433944702148, + "prediction_norm": 6.847295761108398, + "timestamp": "2025-07-14T12:33:39.205151" + }, + { + "epoch": 165, + "batch_idx": 64, + "loss": 0.5401289463043213, + "learning_rate": 0.0009833000510084534, + "timestep_mean": 472.375, + "epsilon_norm": 8.331792831420898, + "prediction_norm": 6.240783214569092, + "timestamp": "2025-07-14T12:33:39.210045" + }, + { + "epoch": 165, + "batch_idx": 96, + "loss": 0.2593687176704407, + "learning_rate": 0.0009833000510084534, + "timestep_mean": 530.0, + "epsilon_norm": 7.519252777099609, + "prediction_norm": 6.593700885772705, + "timestamp": "2025-07-14T12:33:39.214868" + }, + { + "epoch": 165, + "batch_idx": 128, + "loss": 0.35643458366394043, + "learning_rate": 0.0009833000510084534, + "timestep_mean": 539.90625, + "epsilon_norm": 8.171401023864746, + "prediction_norm": 7.581094741821289, + "timestamp": "2025-07-14T12:33:39.219669" + }, + { + "epoch": 165, + "batch_idx": 160, + "loss": 0.3491877317428589, + "learning_rate": 0.0009833000510084534, + "timestep_mean": 455.75, + "epsilon_norm": 6.659500598907471, + "prediction_norm": 4.6916351318359375, + "timestamp": "2025-07-14T12:33:39.224473" + }, + { + "epoch": 165, + "batch_idx": 192, + "loss": 0.39188796281814575, + "learning_rate": 0.0009833000510084534, + "timestep_mean": 593.375, + "epsilon_norm": 3.8788959980010986, + "prediction_norm": 2.218512773513794, + "timestamp": "2025-07-14T12:33:39.229404" + }, + { + "epoch": 166, + "batch_idx": 0, + "loss": 0.27883976697921753, + "learning_rate": 0.000983098165640857, + "timestep_mean": 578.03125, + "epsilon_norm": 8.518433570861816, + "prediction_norm": 6.895758628845215, + "timestamp": "2025-07-14T12:33:39.234257" + }, + { + "epoch": 166, + "batch_idx": 32, + "loss": 0.4168716073036194, + "learning_rate": 0.000983098165640857, + "timestep_mean": 467.78125, + "epsilon_norm": 7.873891830444336, + "prediction_norm": 5.653619766235352, + "timestamp": "2025-07-14T12:33:39.239115" + }, + { + "epoch": 166, + "batch_idx": 64, + "loss": 0.36178457736968994, + "learning_rate": 0.000983098165640857, + "timestep_mean": 555.0625, + "epsilon_norm": 9.31773567199707, + "prediction_norm": 7.684148788452148, + "timestamp": "2025-07-14T12:33:39.243972" + }, + { + "epoch": 166, + "batch_idx": 96, + "loss": 0.3620247542858124, + "learning_rate": 0.000983098165640857, + "timestep_mean": 519.28125, + "epsilon_norm": 7.553893089294434, + "prediction_norm": 5.751008987426758, + "timestamp": "2025-07-14T12:33:39.248801" + }, + { + "epoch": 166, + "batch_idx": 128, + "loss": 0.5868680477142334, + "learning_rate": 0.000983098165640857, + "timestep_mean": 391.8125, + "epsilon_norm": 7.887352466583252, + "prediction_norm": 4.887171268463135, + "timestamp": "2025-07-14T12:33:39.253631" + }, + { + "epoch": 166, + "batch_idx": 160, + "loss": 0.4148207902908325, + "learning_rate": 0.000983098165640857, + "timestep_mean": 496.59375, + "epsilon_norm": 7.715336799621582, + "prediction_norm": 5.2839460372924805, + "timestamp": "2025-07-14T12:33:39.258485" + }, + { + "epoch": 166, + "batch_idx": 192, + "loss": 0.1422867625951767, + "learning_rate": 0.000983098165640857, + "timestep_mean": 662.875, + "epsilon_norm": 4.7354559898376465, + "prediction_norm": 4.116851329803467, + "timestamp": "2025-07-14T12:33:39.263281" + }, + { + "epoch": 167, + "batch_idx": 0, + "loss": 0.6094413995742798, + "learning_rate": 0.0009828950882765607, + "timestep_mean": 466.46875, + "epsilon_norm": 9.859436988830566, + "prediction_norm": 7.303080081939697, + "timestamp": "2025-07-14T12:33:39.268115" + }, + { + "epoch": 167, + "batch_idx": 32, + "loss": 0.16128835082054138, + "learning_rate": 0.0009828950882765607, + "timestep_mean": 603.5, + "epsilon_norm": 6.265192031860352, + "prediction_norm": 5.467442989349365, + "timestamp": "2025-07-14T12:33:39.273036" + }, + { + "epoch": 167, + "batch_idx": 64, + "loss": 0.3449282646179199, + "learning_rate": 0.0009828950882765607, + "timestep_mean": 440.21875, + "epsilon_norm": 8.656702041625977, + "prediction_norm": 7.361875057220459, + "timestamp": "2025-07-14T12:33:39.278201" + }, + { + "epoch": 167, + "batch_idx": 96, + "loss": 0.3050372302532196, + "learning_rate": 0.0009828950882765607, + "timestep_mean": 511.03125, + "epsilon_norm": 8.386780738830566, + "prediction_norm": 7.201180458068848, + "timestamp": "2025-07-14T12:33:39.283270" + }, + { + "epoch": 167, + "batch_idx": 128, + "loss": 0.4007357954978943, + "learning_rate": 0.0009828950882765607, + "timestep_mean": 520.4375, + "epsilon_norm": 8.517478942871094, + "prediction_norm": 6.501434803009033, + "timestamp": "2025-07-14T12:33:39.288432" + }, + { + "epoch": 167, + "batch_idx": 160, + "loss": 0.30363893508911133, + "learning_rate": 0.0009828950882765607, + "timestep_mean": 588.5625, + "epsilon_norm": 8.052826881408691, + "prediction_norm": 7.645110130310059, + "timestamp": "2025-07-14T12:33:39.293559" + }, + { + "epoch": 167, + "batch_idx": 192, + "loss": 0.11232317239046097, + "learning_rate": 0.0009828950882765607, + "timestep_mean": 630.5, + "epsilon_norm": 2.8522379398345947, + "prediction_norm": 2.7096545696258545, + "timestamp": "2025-07-14T12:33:39.298477" + }, + { + "epoch": 168, + "batch_idx": 0, + "loss": 0.2792856693267822, + "learning_rate": 0.0009826908194166368, + "timestep_mean": 561.71875, + "epsilon_norm": 7.246521949768066, + "prediction_norm": 5.828732967376709, + "timestamp": "2025-07-14T12:33:39.306543" + }, + { + "epoch": 168, + "batch_idx": 32, + "loss": 0.5749422907829285, + "learning_rate": 0.0009826908194166368, + "timestep_mean": 486.46875, + "epsilon_norm": 8.045799255371094, + "prediction_norm": 6.20237398147583, + "timestamp": "2025-07-14T12:33:39.311666" + }, + { + "epoch": 168, + "batch_idx": 64, + "loss": 0.3446577787399292, + "learning_rate": 0.0009826908194166368, + "timestep_mean": 472.75, + "epsilon_norm": 7.5742716789245605, + "prediction_norm": 6.620166301727295, + "timestamp": "2025-07-14T12:33:39.316752" + }, + { + "epoch": 168, + "batch_idx": 96, + "loss": 0.5018186569213867, + "learning_rate": 0.0009826908194166368, + "timestep_mean": 420.0625, + "epsilon_norm": 7.7875142097473145, + "prediction_norm": 5.418042182922363, + "timestamp": "2025-07-14T12:33:39.321651" + }, + { + "epoch": 168, + "batch_idx": 128, + "loss": 0.3453655242919922, + "learning_rate": 0.0009826908194166368, + "timestep_mean": 474.21875, + "epsilon_norm": 7.400015830993652, + "prediction_norm": 5.472236156463623, + "timestamp": "2025-07-14T12:33:39.326581" + }, + { + "epoch": 168, + "batch_idx": 160, + "loss": 0.4251039922237396, + "learning_rate": 0.0009826908194166368, + "timestep_mean": 446.78125, + "epsilon_norm": 8.499835014343262, + "prediction_norm": 6.960320949554443, + "timestamp": "2025-07-14T12:33:39.331459" + }, + { + "epoch": 168, + "batch_idx": 192, + "loss": 0.45863163471221924, + "learning_rate": 0.0009826908194166368, + "timestep_mean": 457.75, + "epsilon_norm": 4.8719072341918945, + "prediction_norm": 4.237868309020996, + "timestamp": "2025-07-14T12:33:39.336543" + }, + { + "epoch": 169, + "batch_idx": 0, + "loss": 0.37883901596069336, + "learning_rate": 0.000982485359565099, + "timestep_mean": 480.125, + "epsilon_norm": 7.244182586669922, + "prediction_norm": 4.738745212554932, + "timestamp": "2025-07-14T12:33:39.341407" + }, + { + "epoch": 169, + "batch_idx": 32, + "loss": 0.3454233407974243, + "learning_rate": 0.000982485359565099, + "timestep_mean": 448.75, + "epsilon_norm": 7.221580505371094, + "prediction_norm": 5.45013427734375, + "timestamp": "2025-07-14T12:33:39.346334" + }, + { + "epoch": 169, + "batch_idx": 64, + "loss": 0.23372487723827362, + "learning_rate": 0.000982485359565099, + "timestep_mean": 501.3125, + "epsilon_norm": 7.79603910446167, + "prediction_norm": 6.769505023956299, + "timestamp": "2025-07-14T12:33:39.351156" + }, + { + "epoch": 169, + "batch_idx": 96, + "loss": 0.26121988892555237, + "learning_rate": 0.000982485359565099, + "timestep_mean": 562.90625, + "epsilon_norm": 7.817646503448486, + "prediction_norm": 5.765377044677734, + "timestamp": "2025-07-14T12:33:39.356051" + }, + { + "epoch": 169, + "batch_idx": 128, + "loss": 0.2764696180820465, + "learning_rate": 0.000982485359565099, + "timestep_mean": 507.9375, + "epsilon_norm": 6.064265727996826, + "prediction_norm": 3.9011871814727783, + "timestamp": "2025-07-14T12:33:39.361103" + }, + { + "epoch": 169, + "batch_idx": 160, + "loss": 0.3708915114402771, + "learning_rate": 0.000982485359565099, + "timestep_mean": 580.3125, + "epsilon_norm": 9.74899673461914, + "prediction_norm": 7.889326572418213, + "timestamp": "2025-07-14T12:33:39.366043" + }, + { + "epoch": 169, + "batch_idx": 192, + "loss": 0.6466395854949951, + "learning_rate": 0.000982485359565099, + "timestep_mean": 325.75, + "epsilon_norm": 3.714088201522827, + "prediction_norm": 1.713236689567566, + "timestamp": "2025-07-14T12:33:39.371121" + }, + { + "epoch": 170, + "batch_idx": 0, + "loss": 0.3884698748588562, + "learning_rate": 0.000982278709228899, + "timestep_mean": 497.25, + "epsilon_norm": 7.39548397064209, + "prediction_norm": 5.694192409515381, + "timestamp": "2025-07-14T12:33:39.376024" + }, + { + "epoch": 170, + "batch_idx": 32, + "loss": 0.5081044435501099, + "learning_rate": 0.000982278709228899, + "timestep_mean": 451.78125, + "epsilon_norm": 8.489386558532715, + "prediction_norm": 6.067110061645508, + "timestamp": "2025-07-14T12:33:39.381029" + }, + { + "epoch": 170, + "batch_idx": 64, + "loss": 0.3505328893661499, + "learning_rate": 0.000982278709228899, + "timestep_mean": 508.4375, + "epsilon_norm": 8.592788696289062, + "prediction_norm": 7.324742794036865, + "timestamp": "2025-07-14T12:33:39.386029" + }, + { + "epoch": 170, + "batch_idx": 96, + "loss": 0.43891793489456177, + "learning_rate": 0.000982278709228899, + "timestep_mean": 514.4375, + "epsilon_norm": 7.381440162658691, + "prediction_norm": 5.565734386444092, + "timestamp": "2025-07-14T12:33:39.391103" + }, + { + "epoch": 170, + "batch_idx": 128, + "loss": 0.22875861823558807, + "learning_rate": 0.000982278709228899, + "timestep_mean": 513.78125, + "epsilon_norm": 7.837432384490967, + "prediction_norm": 7.536004066467285, + "timestamp": "2025-07-14T12:33:39.396228" + }, + { + "epoch": 170, + "batch_idx": 160, + "loss": 0.3874083161354065, + "learning_rate": 0.000982278709228899, + "timestep_mean": 554.46875, + "epsilon_norm": 7.870110988616943, + "prediction_norm": 6.205276966094971, + "timestamp": "2025-07-14T12:33:39.401127" + }, + { + "epoch": 170, + "batch_idx": 192, + "loss": 0.26888173818588257, + "learning_rate": 0.000982278709228899, + "timestep_mean": 484.125, + "epsilon_norm": 3.6828107833862305, + "prediction_norm": 3.19572114944458, + "timestamp": "2025-07-14T12:33:39.405939" + }, + { + "epoch": 171, + "batch_idx": 0, + "loss": 0.4289851188659668, + "learning_rate": 0.0009820708689179257, + "timestep_mean": 411.625, + "epsilon_norm": 7.486232757568359, + "prediction_norm": 5.714501857757568, + "timestamp": "2025-07-14T12:33:39.410686" + }, + { + "epoch": 171, + "batch_idx": 32, + "loss": 0.3482024669647217, + "learning_rate": 0.0009820708689179257, + "timestep_mean": 488.0, + "epsilon_norm": 7.579895973205566, + "prediction_norm": 6.440743446350098, + "timestamp": "2025-07-14T12:33:39.415578" + }, + { + "epoch": 171, + "batch_idx": 64, + "loss": 0.3026631474494934, + "learning_rate": 0.0009820708689179257, + "timestep_mean": 603.96875, + "epsilon_norm": 9.116048812866211, + "prediction_norm": 8.178881645202637, + "timestamp": "2025-07-14T12:33:39.420721" + }, + { + "epoch": 171, + "batch_idx": 96, + "loss": 0.5180021524429321, + "learning_rate": 0.0009820708689179257, + "timestep_mean": 438.75, + "epsilon_norm": 8.237544059753418, + "prediction_norm": 5.825473308563232, + "timestamp": "2025-07-14T12:33:39.425743" + }, + { + "epoch": 171, + "batch_idx": 128, + "loss": 0.32065749168395996, + "learning_rate": 0.0009820708689179257, + "timestep_mean": 489.625, + "epsilon_norm": 9.659438133239746, + "prediction_norm": 8.243952751159668, + "timestamp": "2025-07-14T12:33:39.430565" + }, + { + "epoch": 171, + "batch_idx": 160, + "loss": 0.37537094950675964, + "learning_rate": 0.0009820708689179257, + "timestep_mean": 473.40625, + "epsilon_norm": 7.673277854919434, + "prediction_norm": 6.008948802947998, + "timestamp": "2025-07-14T12:33:39.435326" + }, + { + "epoch": 171, + "batch_idx": 192, + "loss": 0.3282703161239624, + "learning_rate": 0.0009820708689179257, + "timestep_mean": 427.0, + "epsilon_norm": 4.110658645629883, + "prediction_norm": 3.559800624847412, + "timestamp": "2025-07-14T12:33:39.440248" + }, + { + "epoch": 172, + "batch_idx": 0, + "loss": 0.3247228264808655, + "learning_rate": 0.0009818618391450047, + "timestep_mean": 570.5625, + "epsilon_norm": 8.582120895385742, + "prediction_norm": 6.798023700714111, + "timestamp": "2025-07-14T12:33:39.445100" + }, + { + "epoch": 172, + "batch_idx": 32, + "loss": 0.11809051036834717, + "learning_rate": 0.0009818618391450047, + "timestep_mean": 535.375, + "epsilon_norm": 6.689433574676514, + "prediction_norm": 6.011265754699707, + "timestamp": "2025-07-14T12:33:39.450124" + }, + { + "epoch": 172, + "batch_idx": 64, + "loss": 0.5055235624313354, + "learning_rate": 0.0009818618391450047, + "timestep_mean": 520.375, + "epsilon_norm": 8.034997940063477, + "prediction_norm": 6.325371742248535, + "timestamp": "2025-07-14T12:33:39.455046" + }, + { + "epoch": 172, + "batch_idx": 96, + "loss": 0.3040660321712494, + "learning_rate": 0.0009818618391450047, + "timestep_mean": 543.71875, + "epsilon_norm": 8.013511657714844, + "prediction_norm": 6.278163433074951, + "timestamp": "2025-07-14T12:33:39.459913" + }, + { + "epoch": 172, + "batch_idx": 128, + "loss": 0.5051825046539307, + "learning_rate": 0.0009818618391450047, + "timestep_mean": 461.65625, + "epsilon_norm": 7.413747310638428, + "prediction_norm": 4.667425155639648, + "timestamp": "2025-07-14T12:33:39.464744" + }, + { + "epoch": 172, + "batch_idx": 160, + "loss": 0.3842051923274994, + "learning_rate": 0.0009818618391450047, + "timestep_mean": 475.6875, + "epsilon_norm": 8.516193389892578, + "prediction_norm": 6.769611835479736, + "timestamp": "2025-07-14T12:33:39.469661" + }, + { + "epoch": 172, + "batch_idx": 192, + "loss": 0.8450621366500854, + "learning_rate": 0.0009818618391450047, + "timestep_mean": 342.375, + "epsilon_norm": 4.104984760284424, + "prediction_norm": 2.130199670791626, + "timestamp": "2025-07-14T12:33:39.474536" + }, + { + "epoch": 173, + "batch_idx": 0, + "loss": 0.3965105414390564, + "learning_rate": 0.000981651620425896, + "timestep_mean": 491.9375, + "epsilon_norm": 8.271219253540039, + "prediction_norm": 6.034837245941162, + "timestamp": "2025-07-14T12:33:39.479374" + }, + { + "epoch": 173, + "batch_idx": 32, + "loss": 0.26292386651039124, + "learning_rate": 0.000981651620425896, + "timestep_mean": 499.25, + "epsilon_norm": 7.252069473266602, + "prediction_norm": 6.015021800994873, + "timestamp": "2025-07-14T12:33:39.484240" + }, + { + "epoch": 173, + "batch_idx": 64, + "loss": 0.26001405715942383, + "learning_rate": 0.000981651620425896, + "timestep_mean": 488.625, + "epsilon_norm": 7.832998752593994, + "prediction_norm": 6.400143146514893, + "timestamp": "2025-07-14T12:33:39.489123" + }, + { + "epoch": 173, + "batch_idx": 96, + "loss": 0.16652202606201172, + "learning_rate": 0.000981651620425896, + "timestep_mean": 567.875, + "epsilon_norm": 7.29891300201416, + "prediction_norm": 6.1943488121032715, + "timestamp": "2025-07-14T12:33:39.493924" + }, + { + "epoch": 173, + "batch_idx": 128, + "loss": 0.30762428045272827, + "learning_rate": 0.000981651620425896, + "timestep_mean": 452.90625, + "epsilon_norm": 7.6497650146484375, + "prediction_norm": 6.127732753753662, + "timestamp": "2025-07-14T12:33:39.498765" + }, + { + "epoch": 173, + "batch_idx": 160, + "loss": 0.25623422861099243, + "learning_rate": 0.000981651620425896, + "timestep_mean": 575.0, + "epsilon_norm": 8.02786922454834, + "prediction_norm": 7.473644256591797, + "timestamp": "2025-07-14T12:33:39.503570" + }, + { + "epoch": 173, + "batch_idx": 192, + "loss": 0.18231113255023956, + "learning_rate": 0.000981651620425896, + "timestep_mean": 678.5, + "epsilon_norm": 4.6004486083984375, + "prediction_norm": 4.386364459991455, + "timestamp": "2025-07-14T12:33:39.508522" + }, + { + "epoch": 174, + "batch_idx": 0, + "loss": 0.21083185076713562, + "learning_rate": 0.0009814402132792936, + "timestep_mean": 534.75, + "epsilon_norm": 8.389742851257324, + "prediction_norm": 8.253207206726074, + "timestamp": "2025-07-14T12:33:39.513391" + }, + { + "epoch": 174, + "batch_idx": 32, + "loss": 0.31744053959846497, + "learning_rate": 0.0009814402132792936, + "timestep_mean": 462.5625, + "epsilon_norm": 8.080623626708984, + "prediction_norm": 6.015226364135742, + "timestamp": "2025-07-14T12:33:39.518282" + }, + { + "epoch": 174, + "batch_idx": 64, + "loss": 0.31099966168403625, + "learning_rate": 0.0009814402132792936, + "timestep_mean": 504.5625, + "epsilon_norm": 8.293122291564941, + "prediction_norm": 7.325445175170898, + "timestamp": "2025-07-14T12:33:39.523110" + }, + { + "epoch": 174, + "batch_idx": 96, + "loss": 0.4599640369415283, + "learning_rate": 0.0009814402132792936, + "timestep_mean": 520.84375, + "epsilon_norm": 7.981637477874756, + "prediction_norm": 6.5415544509887695, + "timestamp": "2025-07-14T12:33:39.527939" + }, + { + "epoch": 174, + "batch_idx": 128, + "loss": 0.2535451650619507, + "learning_rate": 0.0009814402132792936, + "timestep_mean": 471.53125, + "epsilon_norm": 7.8224196434021, + "prediction_norm": 6.976755142211914, + "timestamp": "2025-07-14T12:33:39.532787" + }, + { + "epoch": 174, + "batch_idx": 160, + "loss": 0.5735741853713989, + "learning_rate": 0.0009814402132792936, + "timestep_mean": 412.03125, + "epsilon_norm": 8.118607521057129, + "prediction_norm": 4.965949058532715, + "timestamp": "2025-07-14T12:33:39.537745" + }, + { + "epoch": 174, + "batch_idx": 192, + "loss": 0.2486393302679062, + "learning_rate": 0.0009814402132792936, + "timestep_mean": 626.5, + "epsilon_norm": 4.799699306488037, + "prediction_norm": 4.080323696136475, + "timestamp": "2025-07-14T12:33:39.542573" + }, + { + "epoch": 175, + "batch_idx": 0, + "loss": 0.40957117080688477, + "learning_rate": 0.0009812276182268233, + "timestep_mean": 497.0625, + "epsilon_norm": 9.078442573547363, + "prediction_norm": 8.246028900146484, + "timestamp": "2025-07-14T12:33:39.547449" + }, + { + "epoch": 175, + "batch_idx": 32, + "loss": 0.4385968744754791, + "learning_rate": 0.0009812276182268233, + "timestep_mean": 486.75, + "epsilon_norm": 8.706158638000488, + "prediction_norm": 6.0584588050842285, + "timestamp": "2025-07-14T12:33:39.552295" + }, + { + "epoch": 175, + "batch_idx": 64, + "loss": 0.40375620126724243, + "learning_rate": 0.0009812276182268233, + "timestep_mean": 424.21875, + "epsilon_norm": 6.991126537322998, + "prediction_norm": 5.208216190338135, + "timestamp": "2025-07-14T12:33:39.557160" + }, + { + "epoch": 175, + "batch_idx": 96, + "loss": 0.34214094281196594, + "learning_rate": 0.0009812276182268233, + "timestep_mean": 565.0625, + "epsilon_norm": 7.541213512420654, + "prediction_norm": 5.9529337882995605, + "timestamp": "2025-07-14T12:33:39.562022" + }, + { + "epoch": 175, + "batch_idx": 128, + "loss": 0.4224626123905182, + "learning_rate": 0.0009812276182268233, + "timestep_mean": 450.90625, + "epsilon_norm": 8.69803237915039, + "prediction_norm": 7.163569927215576, + "timestamp": "2025-07-14T12:33:39.566967" + }, + { + "epoch": 175, + "batch_idx": 160, + "loss": 0.37173447012901306, + "learning_rate": 0.0009812276182268233, + "timestep_mean": 498.78125, + "epsilon_norm": 8.429832458496094, + "prediction_norm": 6.969112873077393, + "timestamp": "2025-07-14T12:33:39.571765" + }, + { + "epoch": 175, + "batch_idx": 192, + "loss": 0.5863133668899536, + "learning_rate": 0.0009812276182268233, + "timestep_mean": 442.25, + "epsilon_norm": 3.9908337593078613, + "prediction_norm": 2.507891893386841, + "timestamp": "2025-07-14T12:33:39.576664" + }, + { + "epoch": 176, + "batch_idx": 0, + "loss": 0.27810144424438477, + "learning_rate": 0.0009810138357930426, + "timestep_mean": 517.09375, + "epsilon_norm": 7.78272008895874, + "prediction_norm": 6.84654426574707, + "timestamp": "2025-07-14T12:33:39.581544" + }, + { + "epoch": 176, + "batch_idx": 32, + "loss": 0.4051264524459839, + "learning_rate": 0.0009810138357930426, + "timestep_mean": 386.84375, + "epsilon_norm": 7.816766262054443, + "prediction_norm": 5.304885387420654, + "timestamp": "2025-07-14T12:33:39.586458" + }, + { + "epoch": 176, + "batch_idx": 64, + "loss": 0.30212515592575073, + "learning_rate": 0.0009810138357930426, + "timestep_mean": 496.09375, + "epsilon_norm": 7.664928913116455, + "prediction_norm": 6.385034561157227, + "timestamp": "2025-07-14T12:33:39.591330" + }, + { + "epoch": 176, + "batch_idx": 96, + "loss": 0.18643109500408173, + "learning_rate": 0.0009810138357930426, + "timestep_mean": 567.46875, + "epsilon_norm": 6.4208664894104, + "prediction_norm": 5.862259387969971, + "timestamp": "2025-07-14T12:33:39.596189" + }, + { + "epoch": 176, + "batch_idx": 128, + "loss": 0.4047369360923767, + "learning_rate": 0.0009810138357930426, + "timestep_mean": 547.21875, + "epsilon_norm": 8.064153671264648, + "prediction_norm": 6.211160659790039, + "timestamp": "2025-07-14T12:33:39.601009" + }, + { + "epoch": 176, + "batch_idx": 160, + "loss": 0.4482831656932831, + "learning_rate": 0.0009810138357930426, + "timestep_mean": 475.78125, + "epsilon_norm": 8.439933776855469, + "prediction_norm": 6.312402248382568, + "timestamp": "2025-07-14T12:33:39.605837" + }, + { + "epoch": 176, + "batch_idx": 192, + "loss": 0.39557069540023804, + "learning_rate": 0.0009810138357930426, + "timestep_mean": 400.375, + "epsilon_norm": 4.666389465332031, + "prediction_norm": 3.9044270515441895, + "timestamp": "2025-07-14T12:33:39.610713" + }, + { + "epoch": 177, + "batch_idx": 0, + "loss": 0.27158671617507935, + "learning_rate": 0.0009807988665054383, + "timestep_mean": 546.34375, + "epsilon_norm": 7.704794883728027, + "prediction_norm": 6.273433208465576, + "timestamp": "2025-07-14T12:33:39.615557" + }, + { + "epoch": 177, + "batch_idx": 32, + "loss": 0.2402123361825943, + "learning_rate": 0.0009807988665054383, + "timestep_mean": 508.25, + "epsilon_norm": 7.167256832122803, + "prediction_norm": 5.970188617706299, + "timestamp": "2025-07-14T12:33:39.620401" + }, + { + "epoch": 177, + "batch_idx": 64, + "loss": 0.3129746615886688, + "learning_rate": 0.0009807988665054383, + "timestep_mean": 524.40625, + "epsilon_norm": 8.260685920715332, + "prediction_norm": 7.250081539154053, + "timestamp": "2025-07-14T12:33:39.625378" + }, + { + "epoch": 177, + "batch_idx": 96, + "loss": 0.3964511454105377, + "learning_rate": 0.0009807988665054383, + "timestep_mean": 515.59375, + "epsilon_norm": 8.471002578735352, + "prediction_norm": 6.257091522216797, + "timestamp": "2025-07-14T12:33:39.630264" + }, + { + "epoch": 177, + "batch_idx": 128, + "loss": 0.4184057414531708, + "learning_rate": 0.0009807988665054383, + "timestep_mean": 533.78125, + "epsilon_norm": 7.373198509216309, + "prediction_norm": 5.545414447784424, + "timestamp": "2025-07-14T12:33:39.635186" + }, + { + "epoch": 177, + "batch_idx": 160, + "loss": 0.3492205739021301, + "learning_rate": 0.0009807988665054383, + "timestep_mean": 541.125, + "epsilon_norm": 7.262063980102539, + "prediction_norm": 5.611822605133057, + "timestamp": "2025-07-14T12:33:39.640043" + }, + { + "epoch": 177, + "batch_idx": 192, + "loss": 0.1777779459953308, + "learning_rate": 0.0009807988665054383, + "timestep_mean": 368.625, + "epsilon_norm": 3.7064926624298096, + "prediction_norm": 3.8253285884857178, + "timestamp": "2025-07-14T12:33:39.644997" + }, + { + "epoch": 178, + "batch_idx": 0, + "loss": 0.25587886571884155, + "learning_rate": 0.0009805827108944256, + "timestep_mean": 553.40625, + "epsilon_norm": 8.340118408203125, + "prediction_norm": 7.49409294128418, + "timestamp": "2025-07-14T12:33:39.649863" + }, + { + "epoch": 178, + "batch_idx": 32, + "loss": 0.30296510457992554, + "learning_rate": 0.0009805827108944256, + "timestep_mean": 551.6875, + "epsilon_norm": 7.4776835441589355, + "prediction_norm": 6.353960990905762, + "timestamp": "2025-07-14T12:33:39.654726" + }, + { + "epoch": 178, + "batch_idx": 64, + "loss": 0.39369821548461914, + "learning_rate": 0.0009805827108944256, + "timestep_mean": 560.84375, + "epsilon_norm": 8.993583679199219, + "prediction_norm": 7.185943603515625, + "timestamp": "2025-07-14T12:33:39.659542" + }, + { + "epoch": 178, + "batch_idx": 96, + "loss": 0.328580379486084, + "learning_rate": 0.0009805827108944256, + "timestep_mean": 448.25, + "epsilon_norm": 7.971893310546875, + "prediction_norm": 6.732362747192383, + "timestamp": "2025-07-14T12:33:39.664380" + }, + { + "epoch": 178, + "batch_idx": 128, + "loss": 0.2294812947511673, + "learning_rate": 0.0009805827108944256, + "timestep_mean": 569.78125, + "epsilon_norm": 8.372142791748047, + "prediction_norm": 7.507235527038574, + "timestamp": "2025-07-14T12:33:39.669231" + }, + { + "epoch": 178, + "batch_idx": 160, + "loss": 0.5838268995285034, + "learning_rate": 0.0009805827108944256, + "timestep_mean": 513.1875, + "epsilon_norm": 9.943658828735352, + "prediction_norm": 7.680267810821533, + "timestamp": "2025-07-14T12:33:39.674051" + }, + { + "epoch": 178, + "batch_idx": 192, + "loss": 0.043553680181503296, + "learning_rate": 0.0009805827108944256, + "timestep_mean": 693.5, + "epsilon_norm": 3.401089906692505, + "prediction_norm": 3.3508074283599854, + "timestamp": "2025-07-14T12:33:39.678995" + }, + { + "epoch": 179, + "batch_idx": 0, + "loss": 0.3651553988456726, + "learning_rate": 0.0009803653694933471, + "timestep_mean": 561.5625, + "epsilon_norm": 8.966453552246094, + "prediction_norm": 7.093358993530273, + "timestamp": "2025-07-14T12:33:39.683860" + }, + { + "epoch": 179, + "batch_idx": 32, + "loss": 0.377763032913208, + "learning_rate": 0.0009803653694933471, + "timestep_mean": 472.40625, + "epsilon_norm": 8.200332641601562, + "prediction_norm": 6.662075042724609, + "timestamp": "2025-07-14T12:33:39.688729" + }, + { + "epoch": 179, + "batch_idx": 64, + "loss": 0.215434268116951, + "learning_rate": 0.0009803653694933471, + "timestep_mean": 608.59375, + "epsilon_norm": 8.302151679992676, + "prediction_norm": 7.3043107986450195, + "timestamp": "2025-07-14T12:33:39.693598" + }, + { + "epoch": 179, + "batch_idx": 96, + "loss": 0.5588961839675903, + "learning_rate": 0.0009803653694933471, + "timestep_mean": 500.71875, + "epsilon_norm": 7.7577409744262695, + "prediction_norm": 4.727611541748047, + "timestamp": "2025-07-14T12:33:39.698459" + }, + { + "epoch": 179, + "batch_idx": 128, + "loss": 0.5922113656997681, + "learning_rate": 0.0009803653694933471, + "timestep_mean": 411.0625, + "epsilon_norm": 8.412971496582031, + "prediction_norm": 5.553033828735352, + "timestamp": "2025-07-14T12:33:39.703302" + }, + { + "epoch": 179, + "batch_idx": 160, + "loss": 0.31469273567199707, + "learning_rate": 0.0009803653694933471, + "timestep_mean": 526.625, + "epsilon_norm": 8.817230224609375, + "prediction_norm": 8.001930236816406, + "timestamp": "2025-07-14T12:33:39.708169" + }, + { + "epoch": 179, + "batch_idx": 192, + "loss": 0.5080353021621704, + "learning_rate": 0.0009803653694933471, + "timestep_mean": 475.375, + "epsilon_norm": 3.5511670112609863, + "prediction_norm": 1.9446252584457397, + "timestamp": "2025-07-14T12:33:39.713072" + }, + { + "epoch": 180, + "batch_idx": 0, + "loss": 0.4354325532913208, + "learning_rate": 0.0009801468428384712, + "timestep_mean": 504.4375, + "epsilon_norm": 8.02587890625, + "prediction_norm": 6.6301093101501465, + "timestamp": "2025-07-14T12:33:39.717959" + }, + { + "epoch": 180, + "batch_idx": 32, + "loss": 0.287356436252594, + "learning_rate": 0.0009801468428384712, + "timestep_mean": 485.28125, + "epsilon_norm": 7.466351509094238, + "prediction_norm": 5.384911060333252, + "timestamp": "2025-07-14T12:33:39.722829" + }, + { + "epoch": 180, + "batch_idx": 64, + "loss": 0.22739958763122559, + "learning_rate": 0.0009801468428384712, + "timestep_mean": 565.34375, + "epsilon_norm": 6.986822605133057, + "prediction_norm": 6.704452991485596, + "timestamp": "2025-07-14T12:33:39.727688" + }, + { + "epoch": 180, + "batch_idx": 96, + "loss": 0.27723830938339233, + "learning_rate": 0.0009801468428384712, + "timestep_mean": 535.21875, + "epsilon_norm": 8.47897720336914, + "prediction_norm": 7.358461856842041, + "timestamp": "2025-07-14T12:33:39.732646" + }, + { + "epoch": 180, + "batch_idx": 128, + "loss": 0.25038808584213257, + "learning_rate": 0.0009801468428384712, + "timestep_mean": 509.28125, + "epsilon_norm": 7.173384189605713, + "prediction_norm": 6.7296600341796875, + "timestamp": "2025-07-14T12:33:39.737646" + }, + { + "epoch": 180, + "batch_idx": 160, + "loss": 0.4310612082481384, + "learning_rate": 0.0009801468428384712, + "timestep_mean": 469.15625, + "epsilon_norm": 8.078624725341797, + "prediction_norm": 5.580563068389893, + "timestamp": "2025-07-14T12:33:39.742549" + }, + { + "epoch": 180, + "batch_idx": 192, + "loss": 0.4434806704521179, + "learning_rate": 0.0009801468428384712, + "timestep_mean": 406.5, + "epsilon_norm": 4.67334508895874, + "prediction_norm": 3.8619208335876465, + "timestamp": "2025-07-14T12:33:39.747457" + }, + { + "epoch": 181, + "batch_idx": 0, + "loss": 0.3072177767753601, + "learning_rate": 0.0009799271314689904, + "timestep_mean": 517.46875, + "epsilon_norm": 7.714419364929199, + "prediction_norm": 6.375462055206299, + "timestamp": "2025-07-14T12:33:39.752353" + }, + { + "epoch": 181, + "batch_idx": 32, + "loss": 0.39657220244407654, + "learning_rate": 0.0009799271314689904, + "timestep_mean": 422.8125, + "epsilon_norm": 7.165322303771973, + "prediction_norm": 4.909125804901123, + "timestamp": "2025-07-14T12:33:39.757293" + }, + { + "epoch": 181, + "batch_idx": 64, + "loss": 0.4308553636074066, + "learning_rate": 0.0009799271314689904, + "timestep_mean": 505.1875, + "epsilon_norm": 8.525214195251465, + "prediction_norm": 6.63927698135376, + "timestamp": "2025-07-14T12:33:39.762279" + }, + { + "epoch": 181, + "batch_idx": 96, + "loss": 0.21542717516422272, + "learning_rate": 0.0009799271314689904, + "timestep_mean": 526.5, + "epsilon_norm": 7.1015214920043945, + "prediction_norm": 6.184960842132568, + "timestamp": "2025-07-14T12:33:39.767187" + }, + { + "epoch": 181, + "batch_idx": 128, + "loss": 0.43567657470703125, + "learning_rate": 0.0009799271314689904, + "timestep_mean": 460.125, + "epsilon_norm": 7.424083709716797, + "prediction_norm": 5.531344413757324, + "timestamp": "2025-07-14T12:33:39.772012" + }, + { + "epoch": 181, + "batch_idx": 160, + "loss": 0.2680552303791046, + "learning_rate": 0.0009799271314689904, + "timestep_mean": 569.34375, + "epsilon_norm": 8.72679328918457, + "prediction_norm": 7.979001998901367, + "timestamp": "2025-07-14T12:33:39.776896" + }, + { + "epoch": 181, + "batch_idx": 192, + "loss": 0.4288795292377472, + "learning_rate": 0.0009799271314689904, + "timestep_mean": 479.875, + "epsilon_norm": 3.456712245941162, + "prediction_norm": 2.1040713787078857, + "timestamp": "2025-07-14T12:33:39.781809" + }, + { + "epoch": 182, + "batch_idx": 0, + "loss": 0.6230726838111877, + "learning_rate": 0.000979706235927021, + "timestep_mean": 469.96875, + "epsilon_norm": 8.934820175170898, + "prediction_norm": 7.3855438232421875, + "timestamp": "2025-07-14T12:33:39.786973" + }, + { + "epoch": 182, + "batch_idx": 32, + "loss": 0.38711607456207275, + "learning_rate": 0.000979706235927021, + "timestep_mean": 494.40625, + "epsilon_norm": 8.464391708374023, + "prediction_norm": 6.009127140045166, + "timestamp": "2025-07-14T12:33:39.792171" + }, + { + "epoch": 182, + "batch_idx": 64, + "loss": 0.5403153896331787, + "learning_rate": 0.000979706235927021, + "timestep_mean": 487.375, + "epsilon_norm": 9.117857933044434, + "prediction_norm": 7.543418884277344, + "timestamp": "2025-07-14T12:33:39.797300" + }, + { + "epoch": 182, + "batch_idx": 96, + "loss": 0.22193661332130432, + "learning_rate": 0.000979706235927021, + "timestep_mean": 614.59375, + "epsilon_norm": 7.336548805236816, + "prediction_norm": 6.034757614135742, + "timestamp": "2025-07-14T12:33:39.802411" + }, + { + "epoch": 182, + "batch_idx": 128, + "loss": 0.28976738452911377, + "learning_rate": 0.000979706235927021, + "timestep_mean": 573.03125, + "epsilon_norm": 7.994943618774414, + "prediction_norm": 6.720212459564209, + "timestamp": "2025-07-14T12:33:39.807516" + }, + { + "epoch": 182, + "batch_idx": 160, + "loss": 0.3412122130393982, + "learning_rate": 0.000979706235927021, + "timestep_mean": 474.125, + "epsilon_norm": 7.236384391784668, + "prediction_norm": 5.855807304382324, + "timestamp": "2025-07-14T12:33:39.812555" + }, + { + "epoch": 182, + "batch_idx": 192, + "loss": 0.05868188291788101, + "learning_rate": 0.000979706235927021, + "timestep_mean": 605.375, + "epsilon_norm": 3.6600558757781982, + "prediction_norm": 3.1334428787231445, + "timestamp": "2025-07-14T12:33:39.817731" + }, + { + "epoch": 183, + "batch_idx": 0, + "loss": 0.49834710359573364, + "learning_rate": 0.0009794841567576007, + "timestep_mean": 445.78125, + "epsilon_norm": 7.185330867767334, + "prediction_norm": 4.672514915466309, + "timestamp": "2025-07-14T12:33:39.822913" + }, + { + "epoch": 183, + "batch_idx": 32, + "loss": 0.31449854373931885, + "learning_rate": 0.0009794841567576007, + "timestep_mean": 556.03125, + "epsilon_norm": 7.2808380126953125, + "prediction_norm": 6.563467979431152, + "timestamp": "2025-07-14T12:33:39.828083" + }, + { + "epoch": 183, + "batch_idx": 64, + "loss": 0.2631315290927887, + "learning_rate": 0.0009794841567576007, + "timestep_mean": 466.0625, + "epsilon_norm": 8.481683731079102, + "prediction_norm": 8.058533668518066, + "timestamp": "2025-07-14T12:33:39.833224" + }, + { + "epoch": 183, + "batch_idx": 96, + "loss": 0.5218937397003174, + "learning_rate": 0.0009794841567576007, + "timestep_mean": 506.1875, + "epsilon_norm": 7.728343486785889, + "prediction_norm": 5.852066993713379, + "timestamp": "2025-07-14T12:33:39.838381" + }, + { + "epoch": 183, + "batch_idx": 128, + "loss": 0.33641210198402405, + "learning_rate": 0.0009794841567576007, + "timestep_mean": 506.15625, + "epsilon_norm": 7.939610481262207, + "prediction_norm": 6.556996822357178, + "timestamp": "2025-07-14T12:33:39.843552" + }, + { + "epoch": 183, + "batch_idx": 160, + "loss": 0.5687718391418457, + "learning_rate": 0.0009794841567576007, + "timestep_mean": 451.875, + "epsilon_norm": 8.374176979064941, + "prediction_norm": 5.048730850219727, + "timestamp": "2025-07-14T12:33:39.848716" + }, + { + "epoch": 183, + "batch_idx": 192, + "loss": 0.277981162071228, + "learning_rate": 0.0009794841567576007, + "timestep_mean": 574.875, + "epsilon_norm": 4.070099830627441, + "prediction_norm": 3.254218578338623, + "timestamp": "2025-07-14T12:33:39.853958" + }, + { + "epoch": 184, + "batch_idx": 0, + "loss": 0.20545318722724915, + "learning_rate": 0.0009792608945086876, + "timestep_mean": 595.625, + "epsilon_norm": 7.0857720375061035, + "prediction_norm": 6.326624870300293, + "timestamp": "2025-07-14T12:33:39.859146" + }, + { + "epoch": 184, + "batch_idx": 32, + "loss": 0.43864309787750244, + "learning_rate": 0.0009792608945086876, + "timestep_mean": 526.84375, + "epsilon_norm": 9.273734092712402, + "prediction_norm": 6.468393325805664, + "timestamp": "2025-07-14T12:33:39.864228" + }, + { + "epoch": 184, + "batch_idx": 64, + "loss": 0.3830002546310425, + "learning_rate": 0.0009792608945086876, + "timestep_mean": 476.96875, + "epsilon_norm": 7.160870552062988, + "prediction_norm": 4.715700626373291, + "timestamp": "2025-07-14T12:33:39.869366" + }, + { + "epoch": 184, + "batch_idx": 96, + "loss": 0.397623211145401, + "learning_rate": 0.0009792608945086876, + "timestep_mean": 498.25, + "epsilon_norm": 8.475764274597168, + "prediction_norm": 6.3310112953186035, + "timestamp": "2025-07-14T12:33:39.874516" + }, + { + "epoch": 184, + "batch_idx": 128, + "loss": 0.27488434314727783, + "learning_rate": 0.0009792608945086876, + "timestep_mean": 577.53125, + "epsilon_norm": 7.91878080368042, + "prediction_norm": 5.592525005340576, + "timestamp": "2025-07-14T12:33:39.879835" + }, + { + "epoch": 184, + "batch_idx": 160, + "loss": 0.2936609387397766, + "learning_rate": 0.0009792608945086876, + "timestep_mean": 553.03125, + "epsilon_norm": 6.877253532409668, + "prediction_norm": 5.12551212310791, + "timestamp": "2025-07-14T12:33:39.884978" + }, + { + "epoch": 184, + "batch_idx": 192, + "loss": 0.3334496319293976, + "learning_rate": 0.0009792608945086876, + "timestep_mean": 509.875, + "epsilon_norm": 2.8732123374938965, + "prediction_norm": 2.2603700160980225, + "timestamp": "2025-07-14T12:33:39.890001" + }, + { + "epoch": 185, + "batch_idx": 0, + "loss": 0.38441023230552673, + "learning_rate": 0.0009790364497311594, + "timestep_mean": 479.8125, + "epsilon_norm": 8.343108177185059, + "prediction_norm": 6.470534801483154, + "timestamp": "2025-07-14T12:33:39.895184" + }, + { + "epoch": 185, + "batch_idx": 32, + "loss": 0.5070953965187073, + "learning_rate": 0.0009790364497311594, + "timestep_mean": 416.28125, + "epsilon_norm": 8.027688980102539, + "prediction_norm": 6.287008285522461, + "timestamp": "2025-07-14T12:33:39.905739" + }, + { + "epoch": 185, + "batch_idx": 64, + "loss": 0.15490640699863434, + "learning_rate": 0.0009790364497311594, + "timestep_mean": 612.46875, + "epsilon_norm": 8.193510055541992, + "prediction_norm": 8.761298179626465, + "timestamp": "2025-07-14T12:33:39.910993" + }, + { + "epoch": 185, + "batch_idx": 96, + "loss": 0.28511282801628113, + "learning_rate": 0.0009790364497311594, + "timestep_mean": 510.875, + "epsilon_norm": 7.876699447631836, + "prediction_norm": 7.142436981201172, + "timestamp": "2025-07-14T12:33:39.916173" + }, + { + "epoch": 185, + "batch_idx": 128, + "loss": 0.39594200253486633, + "learning_rate": 0.0009790364497311594, + "timestep_mean": 542.25, + "epsilon_norm": 7.264502048492432, + "prediction_norm": 6.3727827072143555, + "timestamp": "2025-07-14T12:33:39.921297" + }, + { + "epoch": 185, + "batch_idx": 160, + "loss": 0.2677960991859436, + "learning_rate": 0.0009790364497311594, + "timestep_mean": 489.90625, + "epsilon_norm": 7.284134387969971, + "prediction_norm": 6.018970489501953, + "timestamp": "2025-07-14T12:33:39.926455" + }, + { + "epoch": 185, + "batch_idx": 192, + "loss": 0.6458698511123657, + "learning_rate": 0.0009790364497311594, + "timestep_mean": 460.375, + "epsilon_norm": 3.629707098007202, + "prediction_norm": 2.004883050918579, + "timestamp": "2025-07-14T12:33:39.931701" + }, + { + "epoch": 186, + "batch_idx": 0, + "loss": 0.2725680470466614, + "learning_rate": 0.0009788108229788108, + "timestep_mean": 532.15625, + "epsilon_norm": 7.754539489746094, + "prediction_norm": 6.279142379760742, + "timestamp": "2025-07-14T12:33:39.936909" + }, + { + "epoch": 186, + "batch_idx": 32, + "loss": 0.22211119532585144, + "learning_rate": 0.0009788108229788108, + "timestep_mean": 569.40625, + "epsilon_norm": 7.758828639984131, + "prediction_norm": 6.494571685791016, + "timestamp": "2025-07-14T12:33:39.942226" + }, + { + "epoch": 186, + "batch_idx": 64, + "loss": 0.2865215539932251, + "learning_rate": 0.0009788108229788108, + "timestep_mean": 496.59375, + "epsilon_norm": 7.725531101226807, + "prediction_norm": 6.309596061706543, + "timestamp": "2025-07-14T12:33:39.947305" + }, + { + "epoch": 186, + "batch_idx": 96, + "loss": 0.6015092134475708, + "learning_rate": 0.0009788108229788108, + "timestep_mean": 487.65625, + "epsilon_norm": 8.583756446838379, + "prediction_norm": 6.346527576446533, + "timestamp": "2025-07-14T12:33:39.952431" + }, + { + "epoch": 186, + "batch_idx": 128, + "loss": 0.34771037101745605, + "learning_rate": 0.0009788108229788108, + "timestep_mean": 441.625, + "epsilon_norm": 6.912590980529785, + "prediction_norm": 4.764747142791748, + "timestamp": "2025-07-14T12:33:39.957700" + }, + { + "epoch": 186, + "batch_idx": 160, + "loss": 0.49160706996917725, + "learning_rate": 0.0009788108229788108, + "timestep_mean": 497.375, + "epsilon_norm": 9.62175178527832, + "prediction_norm": 7.251364707946777, + "timestamp": "2025-07-14T12:33:39.962807" + }, + { + "epoch": 186, + "batch_idx": 192, + "loss": 0.2685173451900482, + "learning_rate": 0.0009788108229788108, + "timestep_mean": 565.125, + "epsilon_norm": 3.272137403488159, + "prediction_norm": 2.4397876262664795, + "timestamp": "2025-07-14T12:33:39.967947" + }, + { + "epoch": 187, + "batch_idx": 0, + "loss": 0.37986326217651367, + "learning_rate": 0.000978584014808354, + "timestep_mean": 451.4375, + "epsilon_norm": 8.704962730407715, + "prediction_norm": 7.178049564361572, + "timestamp": "2025-07-14T12:33:39.973143" + }, + { + "epoch": 187, + "batch_idx": 32, + "loss": 0.30907773971557617, + "learning_rate": 0.000978584014808354, + "timestep_mean": 514.40625, + "epsilon_norm": 7.529425621032715, + "prediction_norm": 6.1076741218566895, + "timestamp": "2025-07-14T12:33:39.978316" + }, + { + "epoch": 187, + "batch_idx": 64, + "loss": 0.5618243217468262, + "learning_rate": 0.000978584014808354, + "timestep_mean": 422.71875, + "epsilon_norm": 8.453949928283691, + "prediction_norm": 6.400681018829346, + "timestamp": "2025-07-14T12:33:39.983523" + }, + { + "epoch": 187, + "batch_idx": 96, + "loss": 0.30220580101013184, + "learning_rate": 0.000978584014808354, + "timestep_mean": 518.09375, + "epsilon_norm": 6.771994590759277, + "prediction_norm": 5.455907821655273, + "timestamp": "2025-07-14T12:33:39.988584" + }, + { + "epoch": 187, + "batch_idx": 128, + "loss": 0.42924487590789795, + "learning_rate": 0.000978584014808354, + "timestep_mean": 492.78125, + "epsilon_norm": 7.234229564666748, + "prediction_norm": 5.576676368713379, + "timestamp": "2025-07-14T12:33:39.993813" + }, + { + "epoch": 187, + "batch_idx": 160, + "loss": 0.41890937089920044, + "learning_rate": 0.000978584014808354, + "timestep_mean": 468.84375, + "epsilon_norm": 7.6920366287231445, + "prediction_norm": 5.726891040802002, + "timestamp": "2025-07-14T12:33:39.999048" + }, + { + "epoch": 187, + "batch_idx": 192, + "loss": 0.4540422558784485, + "learning_rate": 0.000978584014808354, + "timestep_mean": 466.625, + "epsilon_norm": 3.4750401973724365, + "prediction_norm": 2.335958957672119, + "timestamp": "2025-07-14T12:33:40.004212" + }, + { + "epoch": 188, + "batch_idx": 0, + "loss": 0.1516120433807373, + "learning_rate": 0.0009783560257794152, + "timestep_mean": 638.15625, + "epsilon_norm": 8.068498611450195, + "prediction_norm": 7.305166721343994, + "timestamp": "2025-07-14T12:33:40.009403" + }, + { + "epoch": 188, + "batch_idx": 32, + "loss": 0.3519686460494995, + "learning_rate": 0.0009783560257794152, + "timestep_mean": 576.375, + "epsilon_norm": 8.885687828063965, + "prediction_norm": 7.266564846038818, + "timestamp": "2025-07-14T12:33:40.014546" + }, + { + "epoch": 188, + "batch_idx": 64, + "loss": 0.239063560962677, + "learning_rate": 0.0009783560257794152, + "timestep_mean": 582.0, + "epsilon_norm": 6.891904354095459, + "prediction_norm": 5.193813800811768, + "timestamp": "2025-07-14T12:33:40.019754" + }, + { + "epoch": 188, + "batch_idx": 96, + "loss": 0.1675015389919281, + "learning_rate": 0.0009783560257794152, + "timestep_mean": 551.25, + "epsilon_norm": 7.228625774383545, + "prediction_norm": 6.466637134552002, + "timestamp": "2025-07-14T12:33:40.024885" + }, + { + "epoch": 188, + "batch_idx": 128, + "loss": 0.3563874065876007, + "learning_rate": 0.0009783560257794152, + "timestep_mean": 513.5625, + "epsilon_norm": 8.025548934936523, + "prediction_norm": 6.40635347366333, + "timestamp": "2025-07-14T12:33:40.029994" + }, + { + "epoch": 188, + "batch_idx": 160, + "loss": 0.1692546308040619, + "learning_rate": 0.0009783560257794152, + "timestep_mean": 470.1875, + "epsilon_norm": 6.621224403381348, + "prediction_norm": 5.73070764541626, + "timestamp": "2025-07-14T12:33:40.035203" + }, + { + "epoch": 188, + "batch_idx": 192, + "loss": 0.1848030388355255, + "learning_rate": 0.0009783560257794152, + "timestep_mean": 506.875, + "epsilon_norm": 3.2052156925201416, + "prediction_norm": 2.5367891788482666, + "timestamp": "2025-07-14T12:33:40.040400" + }, + { + "epoch": 189, + "batch_idx": 0, + "loss": 0.34210342168807983, + "learning_rate": 0.0009781268564545346, + "timestep_mean": 452.25, + "epsilon_norm": 6.648603916168213, + "prediction_norm": 4.770050525665283, + "timestamp": "2025-07-14T12:33:40.045662" + }, + { + "epoch": 189, + "batch_idx": 32, + "loss": 0.3679826557636261, + "learning_rate": 0.0009781268564545346, + "timestep_mean": 477.40625, + "epsilon_norm": 8.181939125061035, + "prediction_norm": 5.905539035797119, + "timestamp": "2025-07-14T12:33:40.050728" + }, + { + "epoch": 189, + "batch_idx": 64, + "loss": 0.4244447648525238, + "learning_rate": 0.0009781268564545346, + "timestep_mean": 477.6875, + "epsilon_norm": 8.084488868713379, + "prediction_norm": 5.866314888000488, + "timestamp": "2025-07-14T12:33:40.055888" + }, + { + "epoch": 189, + "batch_idx": 96, + "loss": 0.2995337247848511, + "learning_rate": 0.0009781268564545346, + "timestep_mean": 564.9375, + "epsilon_norm": 8.40334701538086, + "prediction_norm": 7.822577953338623, + "timestamp": "2025-07-14T12:33:40.061117" + }, + { + "epoch": 189, + "batch_idx": 128, + "loss": 0.5645056962966919, + "learning_rate": 0.0009781268564545346, + "timestep_mean": 493.96875, + "epsilon_norm": 8.377948760986328, + "prediction_norm": 5.808204650878906, + "timestamp": "2025-07-14T12:33:40.066281" + }, + { + "epoch": 189, + "batch_idx": 160, + "loss": 0.15696915984153748, + "learning_rate": 0.0009781268564545346, + "timestep_mean": 552.59375, + "epsilon_norm": 8.075418472290039, + "prediction_norm": 7.4205451011657715, + "timestamp": "2025-07-14T12:33:40.071600" + }, + { + "epoch": 189, + "batch_idx": 192, + "loss": 0.24055691063404083, + "learning_rate": 0.0009781268564545346, + "timestep_mean": 577.875, + "epsilon_norm": 4.182394981384277, + "prediction_norm": 3.679853916168213, + "timestamp": "2025-07-14T12:33:40.076420" + }, + { + "epoch": 190, + "batch_idx": 0, + "loss": 0.5858229398727417, + "learning_rate": 0.000977896507399165, + "timestep_mean": 422.375, + "epsilon_norm": 8.677468299865723, + "prediction_norm": 6.3164238929748535, + "timestamp": "2025-07-14T12:33:40.081532" + }, + { + "epoch": 190, + "batch_idx": 32, + "loss": 0.3042675256729126, + "learning_rate": 0.000977896507399165, + "timestep_mean": 522.03125, + "epsilon_norm": 8.09389877319336, + "prediction_norm": 7.423672199249268, + "timestamp": "2025-07-14T12:33:40.086725" + }, + { + "epoch": 190, + "batch_idx": 64, + "loss": 0.439924955368042, + "learning_rate": 0.000977896507399165, + "timestep_mean": 537.5625, + "epsilon_norm": 8.783512115478516, + "prediction_norm": 7.131798267364502, + "timestamp": "2025-07-14T12:33:40.092038" + }, + { + "epoch": 190, + "batch_idx": 96, + "loss": 0.5670223236083984, + "learning_rate": 0.000977896507399165, + "timestep_mean": 530.78125, + "epsilon_norm": 8.966215133666992, + "prediction_norm": 6.667352676391602, + "timestamp": "2025-07-14T12:33:40.097157" + }, + { + "epoch": 190, + "batch_idx": 128, + "loss": 0.3594551682472229, + "learning_rate": 0.000977896507399165, + "timestep_mean": 605.28125, + "epsilon_norm": 8.919718742370605, + "prediction_norm": 7.968746185302734, + "timestamp": "2025-07-14T12:33:40.102355" + }, + { + "epoch": 190, + "batch_idx": 160, + "loss": 0.21847623586654663, + "learning_rate": 0.000977896507399165, + "timestep_mean": 567.75, + "epsilon_norm": 7.5184502601623535, + "prediction_norm": 7.399594306945801, + "timestamp": "2025-07-14T12:33:40.107560" + }, + { + "epoch": 190, + "batch_idx": 192, + "loss": 0.15746088325977325, + "learning_rate": 0.000977896507399165, + "timestep_mean": 459.5, + "epsilon_norm": 4.466811180114746, + "prediction_norm": 4.513491153717041, + "timestamp": "2025-07-14T12:33:40.112837" + }, + { + "epoch": 191, + "batch_idx": 0, + "loss": 0.4263994097709656, + "learning_rate": 0.0009776649791816698, + "timestep_mean": 431.0, + "epsilon_norm": 7.9144158363342285, + "prediction_norm": 5.552617073059082, + "timestamp": "2025-07-14T12:33:40.118010" + }, + { + "epoch": 191, + "batch_idx": 32, + "loss": 0.2010059952735901, + "learning_rate": 0.0009776649791816698, + "timestep_mean": 504.03125, + "epsilon_norm": 7.483516693115234, + "prediction_norm": 6.133314609527588, + "timestamp": "2025-07-14T12:33:40.123768" + }, + { + "epoch": 191, + "batch_idx": 64, + "loss": 0.28077179193496704, + "learning_rate": 0.0009776649791816698, + "timestep_mean": 423.125, + "epsilon_norm": 8.605081558227539, + "prediction_norm": 7.675351619720459, + "timestamp": "2025-07-14T12:33:40.129472" + }, + { + "epoch": 191, + "batch_idx": 96, + "loss": 0.4443581700325012, + "learning_rate": 0.0009776649791816698, + "timestep_mean": 504.5625, + "epsilon_norm": 8.01301097869873, + "prediction_norm": 4.882139682769775, + "timestamp": "2025-07-14T12:33:40.135010" + }, + { + "epoch": 191, + "batch_idx": 128, + "loss": 0.5605607628822327, + "learning_rate": 0.0009776649791816698, + "timestep_mean": 420.84375, + "epsilon_norm": 7.719837665557861, + "prediction_norm": 4.737612724304199, + "timestamp": "2025-07-14T12:33:40.140497" + }, + { + "epoch": 191, + "batch_idx": 160, + "loss": 0.604783296585083, + "learning_rate": 0.0009776649791816698, + "timestep_mean": 488.40625, + "epsilon_norm": 8.29819107055664, + "prediction_norm": 5.588621139526367, + "timestamp": "2025-07-14T12:33:40.145917" + }, + { + "epoch": 191, + "batch_idx": 192, + "loss": 0.1657698154449463, + "learning_rate": 0.0009776649791816698, + "timestep_mean": 665.25, + "epsilon_norm": 3.3241477012634277, + "prediction_norm": 2.615811347961426, + "timestamp": "2025-07-14T12:33:40.151074" + }, + { + "epoch": 192, + "batch_idx": 0, + "loss": 0.18320134282112122, + "learning_rate": 0.0009774322723733217, + "timestep_mean": 496.09375, + "epsilon_norm": 7.526070594787598, + "prediction_norm": 6.525278568267822, + "timestamp": "2025-07-14T12:33:40.156305" + }, + { + "epoch": 192, + "batch_idx": 32, + "loss": 0.26825180649757385, + "learning_rate": 0.0009774322723733217, + "timestep_mean": 480.8125, + "epsilon_norm": 8.963095664978027, + "prediction_norm": 7.227916717529297, + "timestamp": "2025-07-14T12:33:40.161563" + }, + { + "epoch": 192, + "batch_idx": 64, + "loss": 0.39665746688842773, + "learning_rate": 0.0009774322723733217, + "timestep_mean": 509.4375, + "epsilon_norm": 7.181318283081055, + "prediction_norm": 5.296255588531494, + "timestamp": "2025-07-14T12:33:40.166829" + }, + { + "epoch": 192, + "batch_idx": 96, + "loss": 0.3114614188671112, + "learning_rate": 0.0009774322723733217, + "timestep_mean": 523.875, + "epsilon_norm": 7.445291519165039, + "prediction_norm": 6.790407657623291, + "timestamp": "2025-07-14T12:33:40.171932" + }, + { + "epoch": 192, + "batch_idx": 128, + "loss": 0.18124042451381683, + "learning_rate": 0.0009774322723733217, + "timestep_mean": 627.28125, + "epsilon_norm": 7.131467819213867, + "prediction_norm": 6.75841760635376, + "timestamp": "2025-07-14T12:33:40.177119" + }, + { + "epoch": 192, + "batch_idx": 160, + "loss": 0.4005388617515564, + "learning_rate": 0.0009774322723733217, + "timestep_mean": 478.0625, + "epsilon_norm": 8.804417610168457, + "prediction_norm": 7.787439346313477, + "timestamp": "2025-07-14T12:33:40.182345" + }, + { + "epoch": 192, + "batch_idx": 192, + "loss": 0.38604575395584106, + "learning_rate": 0.0009774322723733217, + "timestep_mean": 430.75, + "epsilon_norm": 3.5888006687164307, + "prediction_norm": 2.214122772216797, + "timestamp": "2025-07-14T12:33:40.187576" + }, + { + "epoch": 193, + "batch_idx": 0, + "loss": 0.37266045808792114, + "learning_rate": 0.0009771983875483015, + "timestep_mean": 458.40625, + "epsilon_norm": 8.086339950561523, + "prediction_norm": 6.050333023071289, + "timestamp": "2025-07-14T12:33:40.192759" + }, + { + "epoch": 193, + "batch_idx": 32, + "loss": 0.36594557762145996, + "learning_rate": 0.0009771983875483015, + "timestep_mean": 450.125, + "epsilon_norm": 7.09895133972168, + "prediction_norm": 5.17276668548584, + "timestamp": "2025-07-14T12:33:40.197964" + }, + { + "epoch": 193, + "batch_idx": 64, + "loss": 0.4682411253452301, + "learning_rate": 0.0009771983875483015, + "timestep_mean": 436.84375, + "epsilon_norm": 7.271365642547607, + "prediction_norm": 4.736492156982422, + "timestamp": "2025-07-14T12:33:40.203197" + }, + { + "epoch": 193, + "batch_idx": 96, + "loss": 0.3066655397415161, + "learning_rate": 0.0009771983875483015, + "timestep_mean": 537.125, + "epsilon_norm": 8.621427536010742, + "prediction_norm": 7.31430196762085, + "timestamp": "2025-07-14T12:33:40.208447" + }, + { + "epoch": 193, + "batch_idx": 128, + "loss": 0.45955032110214233, + "learning_rate": 0.0009771983875483015, + "timestep_mean": 473.15625, + "epsilon_norm": 7.195794582366943, + "prediction_norm": 4.817103385925293, + "timestamp": "2025-07-14T12:33:40.213643" + }, + { + "epoch": 193, + "batch_idx": 160, + "loss": 0.32264572381973267, + "learning_rate": 0.0009771983875483015, + "timestep_mean": 515.1875, + "epsilon_norm": 7.583091735839844, + "prediction_norm": 5.937277793884277, + "timestamp": "2025-07-14T12:33:40.218893" + }, + { + "epoch": 193, + "batch_idx": 192, + "loss": 0.22272713482379913, + "learning_rate": 0.0009771983875483015, + "timestep_mean": 621.0, + "epsilon_norm": 4.703578472137451, + "prediction_norm": 3.950286388397217, + "timestamp": "2025-07-14T12:33:40.224042" + }, + { + "epoch": 194, + "batch_idx": 0, + "loss": 0.31575411558151245, + "learning_rate": 0.000976963325283697, + "timestep_mean": 573.875, + "epsilon_norm": 7.726300239562988, + "prediction_norm": 6.721187591552734, + "timestamp": "2025-07-14T12:33:40.229331" + }, + { + "epoch": 194, + "batch_idx": 32, + "loss": 0.3606981039047241, + "learning_rate": 0.000976963325283697, + "timestep_mean": 422.4375, + "epsilon_norm": 6.738026142120361, + "prediction_norm": 5.5494489669799805, + "timestamp": "2025-07-14T12:33:40.234469" + }, + { + "epoch": 194, + "batch_idx": 64, + "loss": 0.27156761288642883, + "learning_rate": 0.000976963325283697, + "timestep_mean": 603.5, + "epsilon_norm": 7.753468036651611, + "prediction_norm": 7.353527069091797, + "timestamp": "2025-07-14T12:33:40.239381" + }, + { + "epoch": 194, + "batch_idx": 96, + "loss": 0.4479724168777466, + "learning_rate": 0.000976963325283697, + "timestep_mean": 430.6875, + "epsilon_norm": 8.357159614562988, + "prediction_norm": 7.1453166007995605, + "timestamp": "2025-07-14T12:33:40.244359" + }, + { + "epoch": 194, + "batch_idx": 128, + "loss": 0.4141591191291809, + "learning_rate": 0.000976963325283697, + "timestep_mean": 545.75, + "epsilon_norm": 6.834050178527832, + "prediction_norm": 4.384133815765381, + "timestamp": "2025-07-14T12:33:40.249593" + }, + { + "epoch": 194, + "batch_idx": 160, + "loss": 0.4529650807380676, + "learning_rate": 0.000976963325283697, + "timestep_mean": 455.46875, + "epsilon_norm": 8.019445419311523, + "prediction_norm": 6.370580673217773, + "timestamp": "2025-07-14T12:33:40.254898" + }, + { + "epoch": 194, + "batch_idx": 192, + "loss": 0.3904588222503662, + "learning_rate": 0.000976963325283697, + "timestep_mean": 381.25, + "epsilon_norm": 4.488091945648193, + "prediction_norm": 2.739905595779419, + "timestamp": "2025-07-14T12:33:40.260229" + }, + { + "epoch": 195, + "batch_idx": 0, + "loss": 0.4125570058822632, + "learning_rate": 0.000976727086159501, + "timestep_mean": 490.3125, + "epsilon_norm": 8.005284309387207, + "prediction_norm": 6.297941207885742, + "timestamp": "2025-07-14T12:33:40.265482" + }, + { + "epoch": 195, + "batch_idx": 32, + "loss": 0.43467557430267334, + "learning_rate": 0.000976727086159501, + "timestep_mean": 481.59375, + "epsilon_norm": 8.180755615234375, + "prediction_norm": 5.833125591278076, + "timestamp": "2025-07-14T12:33:40.270847" + }, + { + "epoch": 195, + "batch_idx": 64, + "loss": 0.3375810980796814, + "learning_rate": 0.000976727086159501, + "timestep_mean": 505.46875, + "epsilon_norm": 6.999967098236084, + "prediction_norm": 6.317732810974121, + "timestamp": "2025-07-14T12:33:40.275994" + }, + { + "epoch": 195, + "batch_idx": 96, + "loss": 0.2194090634584427, + "learning_rate": 0.000976727086159501, + "timestep_mean": 512.75, + "epsilon_norm": 7.603115558624268, + "prediction_norm": 7.0420050621032715, + "timestamp": "2025-07-14T12:33:40.281179" + }, + { + "epoch": 195, + "batch_idx": 128, + "loss": 0.263361394405365, + "learning_rate": 0.000976727086159501, + "timestep_mean": 552.03125, + "epsilon_norm": 7.464987754821777, + "prediction_norm": 6.023630142211914, + "timestamp": "2025-07-14T12:33:40.286398" + }, + { + "epoch": 195, + "batch_idx": 160, + "loss": 0.14292316138744354, + "learning_rate": 0.000976727086159501, + "timestep_mean": 579.125, + "epsilon_norm": 7.363768577575684, + "prediction_norm": 6.722339153289795, + "timestamp": "2025-07-14T12:33:40.291606" + }, + { + "epoch": 195, + "batch_idx": 192, + "loss": 0.32985720038414, + "learning_rate": 0.000976727086159501, + "timestep_mean": 510.875, + "epsilon_norm": 3.410947561264038, + "prediction_norm": 2.0231854915618896, + "timestamp": "2025-07-14T12:33:40.296736" + }, + { + "epoch": 196, + "batch_idx": 0, + "loss": 0.3635089695453644, + "learning_rate": 0.0009764896707586098, + "timestep_mean": 502.75, + "epsilon_norm": 8.754558563232422, + "prediction_norm": 7.5965070724487305, + "timestamp": "2025-07-14T12:33:40.301899" + }, + { + "epoch": 196, + "batch_idx": 32, + "loss": 0.4997653663158417, + "learning_rate": 0.0009764896707586098, + "timestep_mean": 412.15625, + "epsilon_norm": 7.981117248535156, + "prediction_norm": 5.993743419647217, + "timestamp": "2025-07-14T12:33:40.307139" + }, + { + "epoch": 196, + "batch_idx": 64, + "loss": 0.3289697766304016, + "learning_rate": 0.0009764896707586098, + "timestep_mean": 437.75, + "epsilon_norm": 7.699695110321045, + "prediction_norm": 5.878843784332275, + "timestamp": "2025-07-14T12:33:40.312344" + }, + { + "epoch": 196, + "batch_idx": 96, + "loss": 0.16873037815093994, + "learning_rate": 0.0009764896707586098, + "timestep_mean": 537.5625, + "epsilon_norm": 7.732607841491699, + "prediction_norm": 7.149656295776367, + "timestamp": "2025-07-14T12:33:40.317522" + }, + { + "epoch": 196, + "batch_idx": 128, + "loss": 0.22526678442955017, + "learning_rate": 0.0009764896707586098, + "timestep_mean": 568.40625, + "epsilon_norm": 8.62100601196289, + "prediction_norm": 7.963403224945068, + "timestamp": "2025-07-14T12:33:40.322697" + }, + { + "epoch": 196, + "batch_idx": 160, + "loss": 0.3315175175666809, + "learning_rate": 0.0009764896707586098, + "timestep_mean": 524.625, + "epsilon_norm": 8.22562313079834, + "prediction_norm": 6.303012371063232, + "timestamp": "2025-07-14T12:33:40.327789" + }, + { + "epoch": 196, + "batch_idx": 192, + "loss": 0.7251247763633728, + "learning_rate": 0.0009764896707586098, + "timestep_mean": 322.625, + "epsilon_norm": 5.499290943145752, + "prediction_norm": 3.7972118854522705, + "timestamp": "2025-07-14T12:33:40.332967" + }, + { + "epoch": 197, + "batch_idx": 0, + "loss": 0.5419880747795105, + "learning_rate": 0.0009762510796668223, + "timestep_mean": 424.875, + "epsilon_norm": 8.691728591918945, + "prediction_norm": 5.607192516326904, + "timestamp": "2025-07-14T12:33:40.338178" + }, + { + "epoch": 197, + "batch_idx": 32, + "loss": 0.2498629242181778, + "learning_rate": 0.0009762510796668223, + "timestep_mean": 579.09375, + "epsilon_norm": 7.96385383605957, + "prediction_norm": 6.954916477203369, + "timestamp": "2025-07-14T12:33:40.343323" + }, + { + "epoch": 197, + "batch_idx": 64, + "loss": 0.2952505052089691, + "learning_rate": 0.0009762510796668223, + "timestep_mean": 529.625, + "epsilon_norm": 8.989331245422363, + "prediction_norm": 8.302990913391113, + "timestamp": "2025-07-14T12:33:40.348571" + }, + { + "epoch": 197, + "batch_idx": 96, + "loss": 0.34140342473983765, + "learning_rate": 0.0009762510796668223, + "timestep_mean": 516.90625, + "epsilon_norm": 8.42202091217041, + "prediction_norm": 7.189132213592529, + "timestamp": "2025-07-14T12:33:40.353768" + }, + { + "epoch": 197, + "batch_idx": 128, + "loss": 0.22438129782676697, + "learning_rate": 0.0009762510796668223, + "timestep_mean": 587.4375, + "epsilon_norm": 7.702288627624512, + "prediction_norm": 7.85145902633667, + "timestamp": "2025-07-14T12:33:40.359021" + }, + { + "epoch": 197, + "batch_idx": 160, + "loss": 0.28907668590545654, + "learning_rate": 0.0009762510796668223, + "timestep_mean": 458.96875, + "epsilon_norm": 7.474889755249023, + "prediction_norm": 6.6414666175842285, + "timestamp": "2025-07-14T12:33:40.364227" + }, + { + "epoch": 197, + "batch_idx": 192, + "loss": 0.11921025067567825, + "learning_rate": 0.0009762510796668223, + "timestep_mean": 617.75, + "epsilon_norm": 3.108381986618042, + "prediction_norm": 2.879371404647827, + "timestamp": "2025-07-14T12:33:40.369351" + }, + { + "epoch": 198, + "batch_idx": 0, + "loss": 0.2650718688964844, + "learning_rate": 0.0009760113134728387, + "timestep_mean": 540.5, + "epsilon_norm": 7.199930667877197, + "prediction_norm": 5.868649482727051, + "timestamp": "2025-07-14T12:33:40.374580" + }, + { + "epoch": 198, + "batch_idx": 32, + "loss": 0.2643088400363922, + "learning_rate": 0.0009760113134728387, + "timestep_mean": 549.9375, + "epsilon_norm": 7.785155773162842, + "prediction_norm": 7.015934944152832, + "timestamp": "2025-07-14T12:33:40.379845" + }, + { + "epoch": 198, + "batch_idx": 64, + "loss": 0.22965827584266663, + "learning_rate": 0.0009760113134728387, + "timestep_mean": 517.3125, + "epsilon_norm": 7.59014368057251, + "prediction_norm": 6.029500484466553, + "timestamp": "2025-07-14T12:33:40.385008" + }, + { + "epoch": 198, + "batch_idx": 96, + "loss": 0.2944478690624237, + "learning_rate": 0.0009760113134728387, + "timestep_mean": 520.96875, + "epsilon_norm": 7.915103435516357, + "prediction_norm": 7.060166835784912, + "timestamp": "2025-07-14T12:33:40.390212" + }, + { + "epoch": 198, + "batch_idx": 128, + "loss": 0.3121395409107208, + "learning_rate": 0.0009760113134728387, + "timestep_mean": 425.28125, + "epsilon_norm": 8.025052070617676, + "prediction_norm": 7.538192272186279, + "timestamp": "2025-07-14T12:33:40.395402" + }, + { + "epoch": 198, + "batch_idx": 160, + "loss": 0.3826000392436981, + "learning_rate": 0.0009760113134728387, + "timestep_mean": 544.65625, + "epsilon_norm": 8.550345420837402, + "prediction_norm": 6.701201438903809, + "timestamp": "2025-07-14T12:33:40.400677" + }, + { + "epoch": 198, + "batch_idx": 192, + "loss": 0.6066112518310547, + "learning_rate": 0.0009760113134728387, + "timestep_mean": 484.125, + "epsilon_norm": 3.683579444885254, + "prediction_norm": 2.3530099391937256, + "timestamp": "2025-07-14T12:33:40.405610" + }, + { + "epoch": 199, + "batch_idx": 0, + "loss": 0.3904520869255066, + "learning_rate": 0.0009757703727682577, + "timestep_mean": 512.25, + "epsilon_norm": 8.39681339263916, + "prediction_norm": 6.367499828338623, + "timestamp": "2025-07-14T12:33:40.410483" + }, + { + "epoch": 199, + "batch_idx": 32, + "loss": 0.4187729060649872, + "learning_rate": 0.0009757703727682577, + "timestep_mean": 345.84375, + "epsilon_norm": 7.742539882659912, + "prediction_norm": 5.1829376220703125, + "timestamp": "2025-07-14T12:33:40.415774" + }, + { + "epoch": 199, + "batch_idx": 64, + "loss": 0.5239849090576172, + "learning_rate": 0.0009757703727682577, + "timestep_mean": 566.125, + "epsilon_norm": 8.58084487915039, + "prediction_norm": 6.370896339416504, + "timestamp": "2025-07-14T12:33:40.421191" + }, + { + "epoch": 199, + "batch_idx": 96, + "loss": 0.24129197001457214, + "learning_rate": 0.0009757703727682577, + "timestep_mean": 574.5, + "epsilon_norm": 7.606634616851807, + "prediction_norm": 6.637239933013916, + "timestamp": "2025-07-14T12:33:40.426263" + }, + { + "epoch": 199, + "batch_idx": 128, + "loss": 0.4880250096321106, + "learning_rate": 0.0009757703727682577, + "timestep_mean": 466.1875, + "epsilon_norm": 8.725495338439941, + "prediction_norm": 6.029301166534424, + "timestamp": "2025-07-14T12:33:40.431508" + }, + { + "epoch": 199, + "batch_idx": 160, + "loss": 0.21568486094474792, + "learning_rate": 0.0009757703727682577, + "timestep_mean": 622.46875, + "epsilon_norm": 6.982759952545166, + "prediction_norm": 5.741062641143799, + "timestamp": "2025-07-14T12:33:40.436875" + }, + { + "epoch": 199, + "batch_idx": 192, + "loss": 0.1413477510213852, + "learning_rate": 0.0009757703727682577, + "timestep_mean": 468.75, + "epsilon_norm": 3.5440971851348877, + "prediction_norm": 3.2977612018585205, + "timestamp": "2025-07-14T12:33:40.442298" + }, + { + "epoch": 200, + "batch_idx": 0, + "loss": 0.3176347017288208, + "learning_rate": 0.0009755282581475771, + "timestep_mean": 503.65625, + "epsilon_norm": 7.456384658813477, + "prediction_norm": 5.855165481567383, + "timestamp": "2025-07-14T12:33:40.447566" + }, + { + "epoch": 200, + "batch_idx": 32, + "loss": 0.2844318449497223, + "learning_rate": 0.0009755282581475771, + "timestep_mean": 494.375, + "epsilon_norm": 7.048741340637207, + "prediction_norm": 5.909933567047119, + "timestamp": "2025-07-14T12:33:40.452797" + }, + { + "epoch": 200, + "batch_idx": 64, + "loss": 0.29738283157348633, + "learning_rate": 0.0009755282581475771, + "timestep_mean": 515.15625, + "epsilon_norm": 7.387776851654053, + "prediction_norm": 5.77857780456543, + "timestamp": "2025-07-14T12:33:40.458014" + }, + { + "epoch": 200, + "batch_idx": 96, + "loss": 0.31898361444473267, + "learning_rate": 0.0009755282581475771, + "timestep_mean": 415.75, + "epsilon_norm": 8.019205093383789, + "prediction_norm": 7.389442443847656, + "timestamp": "2025-07-14T12:33:40.463178" + }, + { + "epoch": 200, + "batch_idx": 128, + "loss": 0.3064457178115845, + "learning_rate": 0.0009755282581475771, + "timestep_mean": 532.96875, + "epsilon_norm": 7.910617828369141, + "prediction_norm": 6.9712138175964355, + "timestamp": "2025-07-14T12:33:40.468397" + }, + { + "epoch": 200, + "batch_idx": 160, + "loss": 0.2510402500629425, + "learning_rate": 0.0009755282581475771, + "timestep_mean": 539.0625, + "epsilon_norm": 7.228522300720215, + "prediction_norm": 5.879055500030518, + "timestamp": "2025-07-14T12:33:40.473631" + }, + { + "epoch": 200, + "batch_idx": 192, + "loss": 0.19691134989261627, + "learning_rate": 0.0009755282581475771, + "timestep_mean": 637.875, + "epsilon_norm": 2.8641791343688965, + "prediction_norm": 2.527850866317749, + "timestamp": "2025-07-14T12:33:40.478796" + }, + { + "epoch": 201, + "batch_idx": 0, + "loss": 0.26905548572540283, + "learning_rate": 0.0009752849702081904, + "timestep_mean": 520.125, + "epsilon_norm": 7.201982498168945, + "prediction_norm": 5.413697242736816, + "timestamp": "2025-07-14T12:33:40.484008" + }, + { + "epoch": 201, + "batch_idx": 32, + "loss": 0.19408053159713745, + "learning_rate": 0.0009752849702081904, + "timestep_mean": 539.21875, + "epsilon_norm": 7.976449012756348, + "prediction_norm": 6.29250431060791, + "timestamp": "2025-07-14T12:33:40.489177" + }, + { + "epoch": 201, + "batch_idx": 64, + "loss": 0.3003019094467163, + "learning_rate": 0.0009752849702081904, + "timestep_mean": 462.3125, + "epsilon_norm": 6.572289943695068, + "prediction_norm": 4.508690357208252, + "timestamp": "2025-07-14T12:33:40.494331" + }, + { + "epoch": 201, + "batch_idx": 96, + "loss": 0.3613472282886505, + "learning_rate": 0.0009752849702081904, + "timestep_mean": 511.4375, + "epsilon_norm": 8.310772895812988, + "prediction_norm": 6.809742450714111, + "timestamp": "2025-07-14T12:33:40.499556" + }, + { + "epoch": 201, + "batch_idx": 128, + "loss": 0.22718290984630585, + "learning_rate": 0.0009752849702081904, + "timestep_mean": 469.375, + "epsilon_norm": 7.8921380043029785, + "prediction_norm": 6.471572399139404, + "timestamp": "2025-07-14T12:33:40.509487" + }, + { + "epoch": 201, + "batch_idx": 160, + "loss": 0.27628132700920105, + "learning_rate": 0.0009752849702081904, + "timestep_mean": 508.84375, + "epsilon_norm": 8.199832916259766, + "prediction_norm": 6.560194969177246, + "timestamp": "2025-07-14T12:33:40.514803" + }, + { + "epoch": 201, + "batch_idx": 192, + "loss": 0.6438822746276855, + "learning_rate": 0.0009752849702081904, + "timestep_mean": 586.875, + "epsilon_norm": 4.204556465148926, + "prediction_norm": 2.489504814147949, + "timestamp": "2025-07-14T12:33:40.520178" + }, + { + "epoch": 202, + "batch_idx": 0, + "loss": 0.2671262323856354, + "learning_rate": 0.0009750405095503861, + "timestep_mean": 551.5, + "epsilon_norm": 7.997896194458008, + "prediction_norm": 6.8814802169799805, + "timestamp": "2025-07-14T12:33:40.525493" + }, + { + "epoch": 202, + "batch_idx": 32, + "loss": 0.26599931716918945, + "learning_rate": 0.0009750405095503861, + "timestep_mean": 490.53125, + "epsilon_norm": 6.983788013458252, + "prediction_norm": 5.6193437576293945, + "timestamp": "2025-07-14T12:33:40.530589" + }, + { + "epoch": 202, + "batch_idx": 64, + "loss": 0.3327549695968628, + "learning_rate": 0.0009750405095503861, + "timestep_mean": 503.0625, + "epsilon_norm": 8.117570877075195, + "prediction_norm": 7.145700454711914, + "timestamp": "2025-07-14T12:33:40.535806" + }, + { + "epoch": 202, + "batch_idx": 96, + "loss": 0.1703263819217682, + "learning_rate": 0.0009750405095503861, + "timestep_mean": 581.40625, + "epsilon_norm": 7.488602161407471, + "prediction_norm": 6.780303955078125, + "timestamp": "2025-07-14T12:33:40.541028" + }, + { + "epoch": 202, + "batch_idx": 128, + "loss": 0.2342589646577835, + "learning_rate": 0.0009750405095503861, + "timestep_mean": 568.71875, + "epsilon_norm": 9.096485137939453, + "prediction_norm": 9.725821495056152, + "timestamp": "2025-07-14T12:33:40.546298" + }, + { + "epoch": 202, + "batch_idx": 160, + "loss": 0.4132508337497711, + "learning_rate": 0.0009750405095503861, + "timestep_mean": 409.9375, + "epsilon_norm": 7.27598762512207, + "prediction_norm": 6.355322360992432, + "timestamp": "2025-07-14T12:33:40.551490" + }, + { + "epoch": 202, + "batch_idx": 192, + "loss": 1.0297884941101074, + "learning_rate": 0.0009750405095503861, + "timestep_mean": 358.625, + "epsilon_norm": 4.239841461181641, + "prediction_norm": 1.9965757131576538, + "timestamp": "2025-07-14T12:33:40.556709" + }, + { + "epoch": 203, + "batch_idx": 0, + "loss": 0.3361584544181824, + "learning_rate": 0.0009747948767773472, + "timestep_mean": 570.40625, + "epsilon_norm": 8.256802558898926, + "prediction_norm": 6.98629903793335, + "timestamp": "2025-07-14T12:33:40.562024" + }, + { + "epoch": 203, + "batch_idx": 32, + "loss": 0.32240724563598633, + "learning_rate": 0.0009747948767773472, + "timestep_mean": 566.4375, + "epsilon_norm": 8.624112129211426, + "prediction_norm": 6.930532932281494, + "timestamp": "2025-07-14T12:33:40.567306" + }, + { + "epoch": 203, + "batch_idx": 64, + "loss": 0.3622993230819702, + "learning_rate": 0.0009747948767773472, + "timestep_mean": 453.1875, + "epsilon_norm": 8.925848007202148, + "prediction_norm": 6.962618827819824, + "timestamp": "2025-07-14T12:33:40.572436" + }, + { + "epoch": 203, + "batch_idx": 96, + "loss": 0.34879541397094727, + "learning_rate": 0.0009747948767773472, + "timestep_mean": 498.90625, + "epsilon_norm": 8.561050415039062, + "prediction_norm": 7.0051350593566895, + "timestamp": "2025-07-14T12:33:40.577634" + }, + { + "epoch": 203, + "batch_idx": 128, + "loss": 0.21323800086975098, + "learning_rate": 0.0009747948767773472, + "timestep_mean": 524.96875, + "epsilon_norm": 6.92987060546875, + "prediction_norm": 5.86483097076416, + "timestamp": "2025-07-14T12:33:40.582492" + }, + { + "epoch": 203, + "batch_idx": 160, + "loss": 0.5143631100654602, + "learning_rate": 0.0009747948767773472, + "timestep_mean": 349.71875, + "epsilon_norm": 8.320235252380371, + "prediction_norm": 5.754872798919678, + "timestamp": "2025-07-14T12:33:40.587442" + }, + { + "epoch": 203, + "batch_idx": 192, + "loss": 0.11555502563714981, + "learning_rate": 0.0009747948767773472, + "timestep_mean": 658.875, + "epsilon_norm": 3.1632721424102783, + "prediction_norm": 2.3563404083251953, + "timestamp": "2025-07-14T12:33:40.592333" + }, + { + "epoch": 204, + "batch_idx": 0, + "loss": 0.4409986138343811, + "learning_rate": 0.0009745480724951476, + "timestep_mean": 455.96875, + "epsilon_norm": 8.03881549835205, + "prediction_norm": 5.783751010894775, + "timestamp": "2025-07-14T12:33:40.597234" + }, + { + "epoch": 204, + "batch_idx": 32, + "loss": 0.34592634439468384, + "learning_rate": 0.0009745480724951476, + "timestep_mean": 507.28125, + "epsilon_norm": 8.356675148010254, + "prediction_norm": 6.667220592498779, + "timestamp": "2025-07-14T12:33:40.602127" + }, + { + "epoch": 204, + "batch_idx": 64, + "loss": 0.4389164447784424, + "learning_rate": 0.0009745480724951476, + "timestep_mean": 467.5625, + "epsilon_norm": 8.526164054870605, + "prediction_norm": 7.639910697937012, + "timestamp": "2025-07-14T12:33:40.606989" + }, + { + "epoch": 204, + "batch_idx": 96, + "loss": 0.29480215907096863, + "learning_rate": 0.0009745480724951476, + "timestep_mean": 472.25, + "epsilon_norm": 7.544063568115234, + "prediction_norm": 6.126587867736816, + "timestamp": "2025-07-14T12:33:40.611865" + }, + { + "epoch": 204, + "batch_idx": 128, + "loss": 0.6180779337882996, + "learning_rate": 0.0009745480724951476, + "timestep_mean": 493.75, + "epsilon_norm": 9.495746612548828, + "prediction_norm": 6.884762763977051, + "timestamp": "2025-07-14T12:33:40.616839" + }, + { + "epoch": 204, + "batch_idx": 160, + "loss": 0.20372387766838074, + "learning_rate": 0.0009745480724951476, + "timestep_mean": 520.53125, + "epsilon_norm": 6.4571146965026855, + "prediction_norm": 5.5437140464782715, + "timestamp": "2025-07-14T12:33:40.621673" + }, + { + "epoch": 204, + "batch_idx": 192, + "loss": 0.17455849051475525, + "learning_rate": 0.0009745480724951476, + "timestep_mean": 535.0, + "epsilon_norm": 4.051971912384033, + "prediction_norm": 3.8233134746551514, + "timestamp": "2025-07-14T12:33:40.626571" + }, + { + "epoch": 205, + "batch_idx": 0, + "loss": 0.30295851826667786, + "learning_rate": 0.0009743000973127526, + "timestep_mean": 574.375, + "epsilon_norm": 7.353100299835205, + "prediction_norm": 6.129764556884766, + "timestamp": "2025-07-14T12:33:40.631424" + }, + { + "epoch": 205, + "batch_idx": 32, + "loss": 0.5834380984306335, + "learning_rate": 0.0009743000973127526, + "timestep_mean": 436.625, + "epsilon_norm": 8.154417037963867, + "prediction_norm": 5.661209583282471, + "timestamp": "2025-07-14T12:33:40.636279" + }, + { + "epoch": 205, + "batch_idx": 64, + "loss": 0.18649140000343323, + "learning_rate": 0.0009743000973127526, + "timestep_mean": 566.25, + "epsilon_norm": 7.197351932525635, + "prediction_norm": 5.690145015716553, + "timestamp": "2025-07-14T12:33:40.641153" + }, + { + "epoch": 205, + "batch_idx": 96, + "loss": 0.3712712228298187, + "learning_rate": 0.0009743000973127526, + "timestep_mean": 478.9375, + "epsilon_norm": 8.514588356018066, + "prediction_norm": 6.716677665710449, + "timestamp": "2025-07-14T12:33:40.646079" + }, + { + "epoch": 205, + "batch_idx": 128, + "loss": 0.3854350745677948, + "learning_rate": 0.0009743000973127526, + "timestep_mean": 447.6875, + "epsilon_norm": 7.77194881439209, + "prediction_norm": 5.990550994873047, + "timestamp": "2025-07-14T12:33:40.650994" + }, + { + "epoch": 205, + "batch_idx": 160, + "loss": 0.3041214942932129, + "learning_rate": 0.0009743000973127526, + "timestep_mean": 479.75, + "epsilon_norm": 7.310948848724365, + "prediction_norm": 6.0244550704956055, + "timestamp": "2025-07-14T12:33:40.655835" + }, + { + "epoch": 205, + "batch_idx": 192, + "loss": 0.33459556102752686, + "learning_rate": 0.0009743000973127526, + "timestep_mean": 388.5, + "epsilon_norm": 2.73220157623291, + "prediction_norm": 2.292731523513794, + "timestamp": "2025-07-14T12:33:40.660623" + }, + { + "epoch": 206, + "batch_idx": 0, + "loss": 0.20726090669631958, + "learning_rate": 0.0009740509518420163, + "timestep_mean": 467.28125, + "epsilon_norm": 6.953883171081543, + "prediction_norm": 6.239810466766357, + "timestamp": "2025-07-14T12:33:40.665573" + }, + { + "epoch": 206, + "batch_idx": 32, + "loss": 0.2826575040817261, + "learning_rate": 0.0009740509518420163, + "timestep_mean": 509.96875, + "epsilon_norm": 7.65444278717041, + "prediction_norm": 6.751986503601074, + "timestamp": "2025-07-14T12:33:40.670372" + }, + { + "epoch": 206, + "batch_idx": 64, + "loss": 0.5296647548675537, + "learning_rate": 0.0009740509518420163, + "timestep_mean": 451.625, + "epsilon_norm": 8.481709480285645, + "prediction_norm": 6.759113311767578, + "timestamp": "2025-07-14T12:33:40.675282" + }, + { + "epoch": 206, + "batch_idx": 96, + "loss": 0.11347626149654388, + "learning_rate": 0.0009740509518420163, + "timestep_mean": 529.78125, + "epsilon_norm": 7.1584014892578125, + "prediction_norm": 6.8286519050598145, + "timestamp": "2025-07-14T12:33:40.680064" + }, + { + "epoch": 206, + "batch_idx": 128, + "loss": 0.24838203191757202, + "learning_rate": 0.0009740509518420163, + "timestep_mean": 513.1875, + "epsilon_norm": 7.068186283111572, + "prediction_norm": 6.316379547119141, + "timestamp": "2025-07-14T12:33:40.684910" + }, + { + "epoch": 206, + "batch_idx": 160, + "loss": 0.2086312174797058, + "learning_rate": 0.0009740509518420163, + "timestep_mean": 531.5, + "epsilon_norm": 7.795516014099121, + "prediction_norm": 6.897351264953613, + "timestamp": "2025-07-14T12:33:40.689767" + }, + { + "epoch": 206, + "batch_idx": 192, + "loss": 0.3234865665435791, + "learning_rate": 0.0009740509518420163, + "timestep_mean": 416.5, + "epsilon_norm": 3.0426979064941406, + "prediction_norm": 1.6448332071304321, + "timestamp": "2025-07-14T12:33:40.694600" + }, + { + "epoch": 207, + "batch_idx": 0, + "loss": 0.3871687650680542, + "learning_rate": 0.0009738006366976804, + "timestep_mean": 523.96875, + "epsilon_norm": 8.825470924377441, + "prediction_norm": 7.281988620758057, + "timestamp": "2025-07-14T12:33:40.699492" + }, + { + "epoch": 207, + "batch_idx": 32, + "loss": 0.23349758982658386, + "learning_rate": 0.0009738006366976804, + "timestep_mean": 535.8125, + "epsilon_norm": 7.905970096588135, + "prediction_norm": 6.356802463531494, + "timestamp": "2025-07-14T12:33:40.704397" + }, + { + "epoch": 207, + "batch_idx": 64, + "loss": 0.3310668170452118, + "learning_rate": 0.0009738006366976804, + "timestep_mean": 555.84375, + "epsilon_norm": 8.9862060546875, + "prediction_norm": 6.982590198516846, + "timestamp": "2025-07-14T12:33:40.709260" + }, + { + "epoch": 207, + "batch_idx": 96, + "loss": 0.44552701711654663, + "learning_rate": 0.0009738006366976804, + "timestep_mean": 543.625, + "epsilon_norm": 9.545424461364746, + "prediction_norm": 7.706325531005859, + "timestamp": "2025-07-14T12:33:40.714094" + }, + { + "epoch": 207, + "batch_idx": 128, + "loss": 0.2765967845916748, + "learning_rate": 0.0009738006366976804, + "timestep_mean": 476.65625, + "epsilon_norm": 7.632850646972656, + "prediction_norm": 5.971622943878174, + "timestamp": "2025-07-14T12:33:40.718941" + }, + { + "epoch": 207, + "batch_idx": 160, + "loss": 0.29344066977500916, + "learning_rate": 0.0009738006366976804, + "timestep_mean": 477.21875, + "epsilon_norm": 6.578460693359375, + "prediction_norm": 5.143273830413818, + "timestamp": "2025-07-14T12:33:40.723795" + }, + { + "epoch": 207, + "batch_idx": 192, + "loss": 0.6171592473983765, + "learning_rate": 0.0009738006366976804, + "timestep_mean": 319.625, + "epsilon_norm": 4.767050266265869, + "prediction_norm": 2.5605924129486084, + "timestamp": "2025-07-14T12:33:40.728679" + }, + { + "epoch": 208, + "batch_idx": 0, + "loss": 0.35305723547935486, + "learning_rate": 0.0009735491524973725, + "timestep_mean": 526.78125, + "epsilon_norm": 8.006266593933105, + "prediction_norm": 6.662628173828125, + "timestamp": "2025-07-14T12:33:40.733678" + }, + { + "epoch": 208, + "batch_idx": 32, + "loss": 0.33907029032707214, + "learning_rate": 0.0009735491524973725, + "timestep_mean": 472.90625, + "epsilon_norm": 7.143332481384277, + "prediction_norm": 5.248802185058594, + "timestamp": "2025-07-14T12:33:40.738478" + }, + { + "epoch": 208, + "batch_idx": 64, + "loss": 0.25576716661453247, + "learning_rate": 0.0009735491524973725, + "timestep_mean": 464.46875, + "epsilon_norm": 7.500953197479248, + "prediction_norm": 6.290701866149902, + "timestamp": "2025-07-14T12:33:40.743352" + }, + { + "epoch": 208, + "batch_idx": 96, + "loss": 0.2905774712562561, + "learning_rate": 0.0009735491524973725, + "timestep_mean": 467.71875, + "epsilon_norm": 6.769448280334473, + "prediction_norm": 5.555790901184082, + "timestamp": "2025-07-14T12:33:40.748179" + }, + { + "epoch": 208, + "batch_idx": 128, + "loss": 0.3024430572986603, + "learning_rate": 0.0009735491524973725, + "timestep_mean": 523.71875, + "epsilon_norm": 7.7215495109558105, + "prediction_norm": 7.0143046379089355, + "timestamp": "2025-07-14T12:33:40.753047" + }, + { + "epoch": 208, + "batch_idx": 160, + "loss": 0.43957874178886414, + "learning_rate": 0.0009735491524973725, + "timestep_mean": 490.8125, + "epsilon_norm": 9.093117713928223, + "prediction_norm": 7.617720603942871, + "timestamp": "2025-07-14T12:33:40.757953" + }, + { + "epoch": 208, + "batch_idx": 192, + "loss": 0.3188101649284363, + "learning_rate": 0.0009735491524973725, + "timestep_mean": 543.0, + "epsilon_norm": 3.309790849685669, + "prediction_norm": 3.0142507553100586, + "timestamp": "2025-07-14T12:33:40.762919" + }, + { + "epoch": 209, + "batch_idx": 0, + "loss": 0.3731388747692108, + "learning_rate": 0.000973296499861605, + "timestep_mean": 439.21875, + "epsilon_norm": 7.029715061187744, + "prediction_norm": 5.480068683624268, + "timestamp": "2025-07-14T12:33:40.767787" + }, + { + "epoch": 209, + "batch_idx": 32, + "loss": 0.4657251834869385, + "learning_rate": 0.000973296499861605, + "timestep_mean": 408.0, + "epsilon_norm": 8.997011184692383, + "prediction_norm": 7.922183513641357, + "timestamp": "2025-07-14T12:33:40.772624" + }, + { + "epoch": 209, + "batch_idx": 64, + "loss": 0.18015632033348083, + "learning_rate": 0.000973296499861605, + "timestep_mean": 545.15625, + "epsilon_norm": 7.69529914855957, + "prediction_norm": 6.929919719696045, + "timestamp": "2025-07-14T12:33:40.777468" + }, + { + "epoch": 209, + "batch_idx": 96, + "loss": 0.3103601336479187, + "learning_rate": 0.000973296499861605, + "timestep_mean": 557.75, + "epsilon_norm": 8.535611152648926, + "prediction_norm": 7.09858512878418, + "timestamp": "2025-07-14T12:33:40.782315" + }, + { + "epoch": 209, + "batch_idx": 128, + "loss": 0.24452275037765503, + "learning_rate": 0.000973296499861605, + "timestep_mean": 476.3125, + "epsilon_norm": 7.023499965667725, + "prediction_norm": 5.873510360717773, + "timestamp": "2025-07-14T12:33:40.787265" + }, + { + "epoch": 209, + "batch_idx": 160, + "loss": 0.5457819700241089, + "learning_rate": 0.000973296499861605, + "timestep_mean": 486.8125, + "epsilon_norm": 8.378409385681152, + "prediction_norm": 5.727301597595215, + "timestamp": "2025-07-14T12:33:40.792149" + }, + { + "epoch": 209, + "batch_idx": 192, + "loss": 0.2558711767196655, + "learning_rate": 0.000973296499861605, + "timestep_mean": 320.75, + "epsilon_norm": 3.518608808517456, + "prediction_norm": 3.1139023303985596, + "timestamp": "2025-07-14T12:33:40.796952" + }, + { + "epoch": 210, + "batch_idx": 0, + "loss": 0.4370180368423462, + "learning_rate": 0.0009730426794137731, + "timestep_mean": 491.96875, + "epsilon_norm": 7.625668048858643, + "prediction_norm": 5.261023044586182, + "timestamp": "2025-07-14T12:33:40.801839" + }, + { + "epoch": 210, + "batch_idx": 32, + "loss": 0.22065496444702148, + "learning_rate": 0.0009730426794137731, + "timestep_mean": 556.6875, + "epsilon_norm": 7.130053997039795, + "prediction_norm": 5.469358444213867, + "timestamp": "2025-07-14T12:33:40.807015" + }, + { + "epoch": 210, + "batch_idx": 64, + "loss": 0.5593991875648499, + "learning_rate": 0.0009730426794137731, + "timestep_mean": 454.71875, + "epsilon_norm": 9.239501953125, + "prediction_norm": 7.067849159240723, + "timestamp": "2025-07-14T12:33:40.812312" + }, + { + "epoch": 210, + "batch_idx": 96, + "loss": 0.348864883184433, + "learning_rate": 0.0009730426794137731, + "timestep_mean": 479.71875, + "epsilon_norm": 8.534836769104004, + "prediction_norm": 6.759067535400391, + "timestamp": "2025-07-14T12:33:40.817430" + }, + { + "epoch": 210, + "batch_idx": 128, + "loss": 0.4151306748390198, + "learning_rate": 0.0009730426794137731, + "timestep_mean": 466.59375, + "epsilon_norm": 7.530785083770752, + "prediction_norm": 5.536104202270508, + "timestamp": "2025-07-14T12:33:40.822640" + }, + { + "epoch": 210, + "batch_idx": 160, + "loss": 0.38517436385154724, + "learning_rate": 0.0009730426794137731, + "timestep_mean": 496.53125, + "epsilon_norm": 9.017251014709473, + "prediction_norm": 7.773351192474365, + "timestamp": "2025-07-14T12:33:40.827838" + }, + { + "epoch": 210, + "batch_idx": 192, + "loss": 0.3501493036746979, + "learning_rate": 0.0009730426794137731, + "timestep_mean": 365.625, + "epsilon_norm": 3.3896923065185547, + "prediction_norm": 2.210296392440796, + "timestamp": "2025-07-14T12:33:40.833020" + }, + { + "epoch": 211, + "batch_idx": 0, + "loss": 0.40092411637306213, + "learning_rate": 0.0009727876917801535, + "timestep_mean": 498.9375, + "epsilon_norm": 7.543084144592285, + "prediction_norm": 5.498741149902344, + "timestamp": "2025-07-14T12:33:40.838178" + }, + { + "epoch": 211, + "batch_idx": 32, + "loss": 0.3063514828681946, + "learning_rate": 0.0009727876917801535, + "timestep_mean": 530.34375, + "epsilon_norm": 8.903670310974121, + "prediction_norm": 7.547702312469482, + "timestamp": "2025-07-14T12:33:40.843269" + }, + { + "epoch": 211, + "batch_idx": 64, + "loss": 0.1781785786151886, + "learning_rate": 0.0009727876917801535, + "timestep_mean": 552.9375, + "epsilon_norm": 6.221132278442383, + "prediction_norm": 5.122361660003662, + "timestamp": "2025-07-14T12:33:40.848411" + }, + { + "epoch": 211, + "batch_idx": 96, + "loss": 0.45471853017807007, + "learning_rate": 0.0009727876917801535, + "timestep_mean": 356.90625, + "epsilon_norm": 7.575614929199219, + "prediction_norm": 4.737189769744873, + "timestamp": "2025-07-14T12:33:40.853562" + }, + { + "epoch": 211, + "batch_idx": 128, + "loss": 0.6006971597671509, + "learning_rate": 0.0009727876917801535, + "timestep_mean": 446.71875, + "epsilon_norm": 8.828014373779297, + "prediction_norm": 6.047687530517578, + "timestamp": "2025-07-14T12:33:40.858799" + }, + { + "epoch": 211, + "batch_idx": 160, + "loss": 0.2392641007900238, + "learning_rate": 0.0009727876917801535, + "timestep_mean": 499.65625, + "epsilon_norm": 8.075325965881348, + "prediction_norm": 7.296314716339111, + "timestamp": "2025-07-14T12:33:40.863756" + }, + { + "epoch": 211, + "batch_idx": 192, + "loss": 0.283770352602005, + "learning_rate": 0.0009727876917801535, + "timestep_mean": 528.75, + "epsilon_norm": 4.062389373779297, + "prediction_norm": 3.3433704376220703, + "timestamp": "2025-07-14T12:33:40.868790" + }, + { + "epoch": 212, + "batch_idx": 0, + "loss": 0.479483425617218, + "learning_rate": 0.0009725315375899028, + "timestep_mean": 453.59375, + "epsilon_norm": 9.083399772644043, + "prediction_norm": 7.636087417602539, + "timestamp": "2025-07-14T12:33:40.873996" + }, + { + "epoch": 212, + "batch_idx": 32, + "loss": 0.3185093402862549, + "learning_rate": 0.0009725315375899028, + "timestep_mean": 430.25, + "epsilon_norm": 7.632769584655762, + "prediction_norm": 6.740569591522217, + "timestamp": "2025-07-14T12:33:40.879235" + }, + { + "epoch": 212, + "batch_idx": 64, + "loss": 0.3411821722984314, + "learning_rate": 0.0009725315375899028, + "timestep_mean": 545.53125, + "epsilon_norm": 8.754539489746094, + "prediction_norm": 7.9567108154296875, + "timestamp": "2025-07-14T12:33:40.884436" + }, + { + "epoch": 212, + "batch_idx": 96, + "loss": 0.190697580575943, + "learning_rate": 0.0009725315375899028, + "timestep_mean": 616.46875, + "epsilon_norm": 7.668626308441162, + "prediction_norm": 6.864736080169678, + "timestamp": "2025-07-14T12:33:40.889457" + }, + { + "epoch": 212, + "batch_idx": 128, + "loss": 0.3658325672149658, + "learning_rate": 0.0009725315375899028, + "timestep_mean": 399.4375, + "epsilon_norm": 7.410592079162598, + "prediction_norm": 5.611767292022705, + "timestamp": "2025-07-14T12:33:40.894340" + }, + { + "epoch": 212, + "batch_idx": 160, + "loss": 0.33210429549217224, + "learning_rate": 0.0009725315375899028, + "timestep_mean": 487.875, + "epsilon_norm": 8.336470603942871, + "prediction_norm": 6.665705680847168, + "timestamp": "2025-07-14T12:33:40.899475" + }, + { + "epoch": 212, + "batch_idx": 192, + "loss": 0.12329588085412979, + "learning_rate": 0.0009725315375899028, + "timestep_mean": 493.625, + "epsilon_norm": 2.563483715057373, + "prediction_norm": 2.4207351207733154, + "timestamp": "2025-07-14T12:33:40.904663" + }, + { + "epoch": 213, + "batch_idx": 0, + "loss": 0.2526112496852875, + "learning_rate": 0.0009722742174750563, + "timestep_mean": 510.9375, + "epsilon_norm": 6.986128330230713, + "prediction_norm": 5.91839599609375, + "timestamp": "2025-07-14T12:33:40.909813" + }, + { + "epoch": 213, + "batch_idx": 32, + "loss": 0.3148842751979828, + "learning_rate": 0.0009722742174750563, + "timestep_mean": 512.5, + "epsilon_norm": 7.976715087890625, + "prediction_norm": 6.226927280426025, + "timestamp": "2025-07-14T12:33:40.915115" + }, + { + "epoch": 213, + "batch_idx": 64, + "loss": 0.24822255969047546, + "learning_rate": 0.0009722742174750563, + "timestep_mean": 499.21875, + "epsilon_norm": 8.175324440002441, + "prediction_norm": 7.044888973236084, + "timestamp": "2025-07-14T12:33:40.920259" + }, + { + "epoch": 213, + "batch_idx": 96, + "loss": 0.42841118574142456, + "learning_rate": 0.0009722742174750563, + "timestep_mean": 543.71875, + "epsilon_norm": 8.473883628845215, + "prediction_norm": 6.836319923400879, + "timestamp": "2025-07-14T12:33:40.925599" + }, + { + "epoch": 213, + "batch_idx": 128, + "loss": 0.23596912622451782, + "learning_rate": 0.0009722742174750563, + "timestep_mean": 567.8125, + "epsilon_norm": 8.580604553222656, + "prediction_norm": 7.53084659576416, + "timestamp": "2025-07-14T12:33:40.930677" + }, + { + "epoch": 213, + "batch_idx": 160, + "loss": 0.4200858473777771, + "learning_rate": 0.0009722742174750563, + "timestep_mean": 493.71875, + "epsilon_norm": 8.755523681640625, + "prediction_norm": 6.660022258758545, + "timestamp": "2025-07-14T12:33:40.935901" + }, + { + "epoch": 213, + "batch_idx": 192, + "loss": 0.48264509439468384, + "learning_rate": 0.0009722742174750563, + "timestep_mean": 456.875, + "epsilon_norm": 3.218428611755371, + "prediction_norm": 1.6147630214691162, + "timestamp": "2025-07-14T12:33:40.941109" + }, + { + "epoch": 214, + "batch_idx": 0, + "loss": 0.2314845323562622, + "learning_rate": 0.0009720157320705254, + "timestep_mean": 543.25, + "epsilon_norm": 7.743490695953369, + "prediction_norm": 6.461840629577637, + "timestamp": "2025-07-14T12:33:40.946345" + }, + { + "epoch": 214, + "batch_idx": 32, + "loss": 0.34886252880096436, + "learning_rate": 0.0009720157320705254, + "timestep_mean": 519.03125, + "epsilon_norm": 7.809394836425781, + "prediction_norm": 6.4469828605651855, + "timestamp": "2025-07-14T12:33:40.951604" + }, + { + "epoch": 214, + "batch_idx": 64, + "loss": 0.3357508182525635, + "learning_rate": 0.0009720157320705254, + "timestep_mean": 474.90625, + "epsilon_norm": 8.257670402526855, + "prediction_norm": 6.354870796203613, + "timestamp": "2025-07-14T12:33:40.956770" + }, + { + "epoch": 214, + "batch_idx": 96, + "loss": 0.3623031675815582, + "learning_rate": 0.0009720157320705254, + "timestep_mean": 447.5, + "epsilon_norm": 8.055407524108887, + "prediction_norm": 6.154675006866455, + "timestamp": "2025-07-14T12:33:40.961958" + }, + { + "epoch": 214, + "batch_idx": 128, + "loss": 0.26389968395233154, + "learning_rate": 0.0009720157320705254, + "timestep_mean": 553.21875, + "epsilon_norm": 8.683791160583496, + "prediction_norm": 8.056198120117188, + "timestamp": "2025-07-14T12:33:40.967009" + }, + { + "epoch": 214, + "batch_idx": 160, + "loss": 0.4318622052669525, + "learning_rate": 0.0009720157320705254, + "timestep_mean": 501.0, + "epsilon_norm": 7.933224201202393, + "prediction_norm": 6.14851188659668, + "timestamp": "2025-07-14T12:33:40.971980" + }, + { + "epoch": 214, + "batch_idx": 192, + "loss": 0.6605227589607239, + "learning_rate": 0.0009720157320705254, + "timestep_mean": 518.625, + "epsilon_norm": 4.432162284851074, + "prediction_norm": 2.944262981414795, + "timestamp": "2025-07-14T12:33:40.977023" + }, + { + "epoch": 215, + "batch_idx": 0, + "loss": 0.43316543102264404, + "learning_rate": 0.0009717560820140973, + "timestep_mean": 462.21875, + "epsilon_norm": 7.844769477844238, + "prediction_norm": 6.073803901672363, + "timestamp": "2025-07-14T12:33:40.982231" + }, + { + "epoch": 215, + "batch_idx": 32, + "loss": 0.4211694002151489, + "learning_rate": 0.0009717560820140973, + "timestep_mean": 493.125, + "epsilon_norm": 8.233272552490234, + "prediction_norm": 6.6113739013671875, + "timestamp": "2025-07-14T12:33:40.987419" + }, + { + "epoch": 215, + "batch_idx": 64, + "loss": 0.7354840040206909, + "learning_rate": 0.0009717560820140973, + "timestep_mean": 474.0, + "epsilon_norm": 9.200237274169922, + "prediction_norm": 6.443537712097168, + "timestamp": "2025-07-14T12:33:40.992451" + }, + { + "epoch": 215, + "batch_idx": 96, + "loss": 0.14413225650787354, + "learning_rate": 0.0009717560820140973, + "timestep_mean": 583.375, + "epsilon_norm": 5.9054107666015625, + "prediction_norm": 5.348276138305664, + "timestamp": "2025-07-14T12:33:40.997564" + }, + { + "epoch": 215, + "batch_idx": 128, + "loss": 0.43414008617401123, + "learning_rate": 0.0009717560820140973, + "timestep_mean": 544.90625, + "epsilon_norm": 7.847953796386719, + "prediction_norm": 6.492234230041504, + "timestamp": "2025-07-14T12:33:41.002719" + }, + { + "epoch": 215, + "batch_idx": 160, + "loss": 0.29612088203430176, + "learning_rate": 0.0009717560820140973, + "timestep_mean": 501.78125, + "epsilon_norm": 8.170215606689453, + "prediction_norm": 6.623138904571533, + "timestamp": "2025-07-14T12:33:41.007967" + }, + { + "epoch": 215, + "batch_idx": 192, + "loss": 0.3053930997848511, + "learning_rate": 0.0009717560820140973, + "timestep_mean": 397.25, + "epsilon_norm": 3.5857486724853516, + "prediction_norm": 2.5707967281341553, + "timestamp": "2025-07-14T12:33:41.012989" + }, + { + "epoch": 216, + "batch_idx": 0, + "loss": 0.3642438054084778, + "learning_rate": 0.0009714952679464328, + "timestep_mean": 486.59375, + "epsilon_norm": 7.174489498138428, + "prediction_norm": 5.3094258308410645, + "timestamp": "2025-07-14T12:33:41.018046" + }, + { + "epoch": 216, + "batch_idx": 32, + "loss": 0.346252977848053, + "learning_rate": 0.0009714952679464328, + "timestep_mean": 413.21875, + "epsilon_norm": 6.832430362701416, + "prediction_norm": 4.853271961212158, + "timestamp": "2025-07-14T12:33:41.023228" + }, + { + "epoch": 216, + "batch_idx": 64, + "loss": 0.24859389662742615, + "learning_rate": 0.0009714952679464328, + "timestep_mean": 536.875, + "epsilon_norm": 8.058785438537598, + "prediction_norm": 6.948939323425293, + "timestamp": "2025-07-14T12:33:41.028204" + }, + { + "epoch": 216, + "batch_idx": 96, + "loss": 0.3531762361526489, + "learning_rate": 0.0009714952679464328, + "timestep_mean": 459.8125, + "epsilon_norm": 7.333559989929199, + "prediction_norm": 5.437101364135742, + "timestamp": "2025-07-14T12:33:41.033380" + }, + { + "epoch": 216, + "batch_idx": 128, + "loss": 0.2533641755580902, + "learning_rate": 0.0009714952679464328, + "timestep_mean": 491.875, + "epsilon_norm": 7.1445512771606445, + "prediction_norm": 5.607593059539795, + "timestamp": "2025-07-14T12:33:41.038272" + }, + { + "epoch": 216, + "batch_idx": 160, + "loss": 0.27642104029655457, + "learning_rate": 0.0009714952679464328, + "timestep_mean": 495.28125, + "epsilon_norm": 7.246965408325195, + "prediction_norm": 6.109582901000977, + "timestamp": "2025-07-14T12:33:41.043246" + }, + { + "epoch": 216, + "batch_idx": 192, + "loss": 0.6113734245300293, + "learning_rate": 0.0009714952679464328, + "timestep_mean": 363.625, + "epsilon_norm": 3.5467617511749268, + "prediction_norm": 2.354506015777588, + "timestamp": "2025-07-14T12:33:41.048973" + }, + { + "epoch": 217, + "batch_idx": 0, + "loss": 0.3367953300476074, + "learning_rate": 0.0009712332905110645, + "timestep_mean": 473.5, + "epsilon_norm": 7.9688639640808105, + "prediction_norm": 6.036840438842773, + "timestamp": "2025-07-14T12:33:41.054651" + }, + { + "epoch": 217, + "batch_idx": 32, + "loss": 0.42308834195137024, + "learning_rate": 0.0009712332905110645, + "timestep_mean": 455.375, + "epsilon_norm": 7.7239155769348145, + "prediction_norm": 5.245384216308594, + "timestamp": "2025-07-14T12:33:41.060075" + }, + { + "epoch": 217, + "batch_idx": 64, + "loss": 0.31776025891304016, + "learning_rate": 0.0009712332905110645, + "timestep_mean": 467.53125, + "epsilon_norm": 7.266770839691162, + "prediction_norm": 5.927569389343262, + "timestamp": "2025-07-14T12:33:41.066277" + }, + { + "epoch": 217, + "batch_idx": 96, + "loss": 0.4475162625312805, + "learning_rate": 0.0009712332905110645, + "timestep_mean": 398.65625, + "epsilon_norm": 8.216972351074219, + "prediction_norm": 6.601370811462402, + "timestamp": "2025-07-14T12:33:41.071992" + }, + { + "epoch": 217, + "batch_idx": 128, + "loss": 0.22463294863700867, + "learning_rate": 0.0009712332905110645, + "timestep_mean": 488.3125, + "epsilon_norm": 6.158415794372559, + "prediction_norm": 4.9817962646484375, + "timestamp": "2025-07-14T12:33:41.077471" + }, + { + "epoch": 217, + "batch_idx": 160, + "loss": 0.45659518241882324, + "learning_rate": 0.0009712332905110645, + "timestep_mean": 460.40625, + "epsilon_norm": 7.989046573638916, + "prediction_norm": 6.335320472717285, + "timestamp": "2025-07-14T12:33:41.082878" + }, + { + "epoch": 217, + "batch_idx": 192, + "loss": 0.32693004608154297, + "learning_rate": 0.0009712332905110645, + "timestep_mean": 516.75, + "epsilon_norm": 4.137400150299072, + "prediction_norm": 3.231492042541504, + "timestamp": "2025-07-14T12:33:41.088463" + }, + { + "epoch": 218, + "batch_idx": 0, + "loss": 0.24506664276123047, + "learning_rate": 0.0009709701503543957, + "timestep_mean": 500.96875, + "epsilon_norm": 8.373664855957031, + "prediction_norm": 7.170017242431641, + "timestamp": "2025-07-14T12:33:41.094156" + }, + { + "epoch": 218, + "batch_idx": 32, + "loss": 0.272879958152771, + "learning_rate": 0.0009709701503543957, + "timestep_mean": 574.84375, + "epsilon_norm": 7.993661403656006, + "prediction_norm": 6.81988000869751, + "timestamp": "2025-07-14T12:33:41.104895" + }, + { + "epoch": 218, + "batch_idx": 64, + "loss": 0.30821895599365234, + "learning_rate": 0.0009709701503543957, + "timestep_mean": 446.5, + "epsilon_norm": 7.184412956237793, + "prediction_norm": 5.842522621154785, + "timestamp": "2025-07-14T12:33:41.110348" + }, + { + "epoch": 218, + "batch_idx": 96, + "loss": 0.23133584856987, + "learning_rate": 0.0009709701503543957, + "timestep_mean": 555.59375, + "epsilon_norm": 7.76155948638916, + "prediction_norm": 6.975061416625977, + "timestamp": "2025-07-14T12:33:41.115522" + }, + { + "epoch": 218, + "batch_idx": 128, + "loss": 0.3778078556060791, + "learning_rate": 0.0009709701503543957, + "timestep_mean": 418.125, + "epsilon_norm": 7.4348626136779785, + "prediction_norm": 5.22147798538208, + "timestamp": "2025-07-14T12:33:41.120847" + }, + { + "epoch": 218, + "batch_idx": 160, + "loss": 0.26544174551963806, + "learning_rate": 0.0009709701503543957, + "timestep_mean": 535.3125, + "epsilon_norm": 8.070151329040527, + "prediction_norm": 6.814970970153809, + "timestamp": "2025-07-14T12:33:41.126467" + }, + { + "epoch": 218, + "batch_idx": 192, + "loss": 1.2118855714797974, + "learning_rate": 0.0009709701503543957, + "timestep_mean": 370.375, + "epsilon_norm": 4.347548961639404, + "prediction_norm": 1.3166844844818115, + "timestamp": "2025-07-14T12:33:41.131691" + }, + { + "epoch": 219, + "batch_idx": 0, + "loss": 0.3235297203063965, + "learning_rate": 0.0009707058481256989, + "timestep_mean": 490.8125, + "epsilon_norm": 8.229619026184082, + "prediction_norm": 6.8144965171813965, + "timestamp": "2025-07-14T12:33:41.136935" + }, + { + "epoch": 219, + "batch_idx": 32, + "loss": 0.20081907510757446, + "learning_rate": 0.0009707058481256989, + "timestep_mean": 501.625, + "epsilon_norm": 8.255269050598145, + "prediction_norm": 7.7608489990234375, + "timestamp": "2025-07-14T12:33:41.142097" + }, + { + "epoch": 219, + "batch_idx": 64, + "loss": 0.4681142568588257, + "learning_rate": 0.0009707058481256989, + "timestep_mean": 434.1875, + "epsilon_norm": 7.5881571769714355, + "prediction_norm": 5.025596618652344, + "timestamp": "2025-07-14T12:33:41.147032" + }, + { + "epoch": 219, + "batch_idx": 96, + "loss": 0.27930670976638794, + "learning_rate": 0.0009707058481256989, + "timestep_mean": 527.84375, + "epsilon_norm": 8.354900360107422, + "prediction_norm": 6.762811183929443, + "timestamp": "2025-07-14T12:33:41.152054" + }, + { + "epoch": 219, + "batch_idx": 128, + "loss": 0.43684306740760803, + "learning_rate": 0.0009707058481256989, + "timestep_mean": 458.8125, + "epsilon_norm": 7.6740403175354, + "prediction_norm": 5.375432968139648, + "timestamp": "2025-07-14T12:33:41.157147" + }, + { + "epoch": 219, + "batch_idx": 160, + "loss": 0.3490334153175354, + "learning_rate": 0.0009707058481256989, + "timestep_mean": 562.78125, + "epsilon_norm": 7.989283084869385, + "prediction_norm": 7.0659871101379395, + "timestamp": "2025-07-14T12:33:41.162348" + }, + { + "epoch": 219, + "batch_idx": 192, + "loss": 0.11441044509410858, + "learning_rate": 0.0009707058481256989, + "timestep_mean": 613.75, + "epsilon_norm": 3.654064416885376, + "prediction_norm": 3.6669256687164307, + "timestamp": "2025-07-14T12:33:41.167491" + }, + { + "epoch": 220, + "batch_idx": 0, + "loss": 0.41791820526123047, + "learning_rate": 0.0009704403844771133, + "timestep_mean": 464.375, + "epsilon_norm": 8.45164680480957, + "prediction_norm": 7.610401153564453, + "timestamp": "2025-07-14T12:33:41.172487" + }, + { + "epoch": 220, + "batch_idx": 32, + "loss": 0.5482832193374634, + "learning_rate": 0.0009704403844771133, + "timestep_mean": 521.125, + "epsilon_norm": 8.521142959594727, + "prediction_norm": 6.873719692230225, + "timestamp": "2025-07-14T12:33:41.177639" + }, + { + "epoch": 220, + "batch_idx": 64, + "loss": 0.3177177608013153, + "learning_rate": 0.0009704403844771133, + "timestep_mean": 514.46875, + "epsilon_norm": 9.88440990447998, + "prediction_norm": 8.581897735595703, + "timestamp": "2025-07-14T12:33:41.182579" + }, + { + "epoch": 220, + "batch_idx": 96, + "loss": 0.41017305850982666, + "learning_rate": 0.0009704403844771133, + "timestep_mean": 521.46875, + "epsilon_norm": 7.776589393615723, + "prediction_norm": 7.400843143463135, + "timestamp": "2025-07-14T12:33:41.187469" + }, + { + "epoch": 220, + "batch_idx": 128, + "loss": 0.3386151194572449, + "learning_rate": 0.0009704403844771133, + "timestep_mean": 515.90625, + "epsilon_norm": 7.486819744110107, + "prediction_norm": 6.46102237701416, + "timestamp": "2025-07-14T12:33:41.192481" + }, + { + "epoch": 220, + "batch_idx": 160, + "loss": 0.5774587988853455, + "learning_rate": 0.0009704403844771133, + "timestep_mean": 413.15625, + "epsilon_norm": 7.514098644256592, + "prediction_norm": 5.307523250579834, + "timestamp": "2025-07-14T12:33:41.197412" + }, + { + "epoch": 220, + "batch_idx": 192, + "loss": 0.12798652052879333, + "learning_rate": 0.0009704403844771133, + "timestep_mean": 520.375, + "epsilon_norm": 3.9228219985961914, + "prediction_norm": 3.680452346801758, + "timestamp": "2025-07-14T12:33:41.202444" + }, + { + "epoch": 221, + "batch_idx": 0, + "loss": 0.39487770199775696, + "learning_rate": 0.000970173760063644, + "timestep_mean": 458.9375, + "epsilon_norm": 9.168624877929688, + "prediction_norm": 7.988271236419678, + "timestamp": "2025-07-14T12:33:41.207391" + }, + { + "epoch": 221, + "batch_idx": 32, + "loss": 0.5139639377593994, + "learning_rate": 0.000970173760063644, + "timestep_mean": 472.25, + "epsilon_norm": 8.817060470581055, + "prediction_norm": 5.730572700500488, + "timestamp": "2025-07-14T12:33:41.212312" + }, + { + "epoch": 221, + "batch_idx": 64, + "loss": 0.38031575083732605, + "learning_rate": 0.000970173760063644, + "timestep_mean": 426.21875, + "epsilon_norm": 6.31685209274292, + "prediction_norm": 3.7563893795013428, + "timestamp": "2025-07-14T12:33:41.217234" + }, + { + "epoch": 221, + "batch_idx": 96, + "loss": 0.38245874643325806, + "learning_rate": 0.000970173760063644, + "timestep_mean": 544.8125, + "epsilon_norm": 8.561737060546875, + "prediction_norm": 6.83828067779541, + "timestamp": "2025-07-14T12:33:41.222102" + }, + { + "epoch": 221, + "batch_idx": 128, + "loss": 0.3031230568885803, + "learning_rate": 0.000970173760063644, + "timestep_mean": 479.09375, + "epsilon_norm": 8.425493240356445, + "prediction_norm": 6.373313903808594, + "timestamp": "2025-07-14T12:33:41.226937" + }, + { + "epoch": 221, + "batch_idx": 160, + "loss": 0.27247154712677, + "learning_rate": 0.000970173760063644, + "timestep_mean": 542.4375, + "epsilon_norm": 7.183475494384766, + "prediction_norm": 5.3974690437316895, + "timestamp": "2025-07-14T12:33:41.231835" + }, + { + "epoch": 221, + "batch_idx": 192, + "loss": 0.3512199819087982, + "learning_rate": 0.000970173760063644, + "timestep_mean": 461.125, + "epsilon_norm": 3.5077288150787354, + "prediction_norm": 2.4593327045440674, + "timestamp": "2025-07-14T12:33:41.236711" + }, + { + "epoch": 222, + "batch_idx": 0, + "loss": 0.319174200296402, + "learning_rate": 0.0009699059755431603, + "timestep_mean": 538.375, + "epsilon_norm": 8.715664863586426, + "prediction_norm": 6.672312259674072, + "timestamp": "2025-07-14T12:33:41.241722" + }, + { + "epoch": 222, + "batch_idx": 32, + "loss": 0.4573338031768799, + "learning_rate": 0.0009699059755431603, + "timestep_mean": 480.40625, + "epsilon_norm": 8.426885604858398, + "prediction_norm": 5.97202205657959, + "timestamp": "2025-07-14T12:33:41.246683" + }, + { + "epoch": 222, + "batch_idx": 64, + "loss": 0.1377314031124115, + "learning_rate": 0.0009699059755431603, + "timestep_mean": 571.8125, + "epsilon_norm": 6.741800308227539, + "prediction_norm": 5.706418991088867, + "timestamp": "2025-07-14T12:33:41.251617" + }, + { + "epoch": 222, + "batch_idx": 96, + "loss": 0.3607771396636963, + "learning_rate": 0.0009699059755431603, + "timestep_mean": 489.5625, + "epsilon_norm": 7.946305274963379, + "prediction_norm": 6.299427509307861, + "timestamp": "2025-07-14T12:33:41.256495" + }, + { + "epoch": 222, + "batch_idx": 128, + "loss": 0.4176241457462311, + "learning_rate": 0.0009699059755431603, + "timestep_mean": 488.5, + "epsilon_norm": 8.106552124023438, + "prediction_norm": 6.327889442443848, + "timestamp": "2025-07-14T12:33:41.261434" + }, + { + "epoch": 222, + "batch_idx": 160, + "loss": 0.2115378975868225, + "learning_rate": 0.0009699059755431603, + "timestep_mean": 585.625, + "epsilon_norm": 8.50744342803955, + "prediction_norm": 7.383934020996094, + "timestamp": "2025-07-14T12:33:41.266399" + }, + { + "epoch": 222, + "batch_idx": 192, + "loss": 0.10246855020523071, + "learning_rate": 0.0009699059755431603, + "timestep_mean": 573.625, + "epsilon_norm": 2.7716264724731445, + "prediction_norm": 2.554924488067627, + "timestamp": "2025-07-14T12:33:41.271421" + }, + { + "epoch": 223, + "batch_idx": 0, + "loss": 0.3921490013599396, + "learning_rate": 0.000969637031576394, + "timestep_mean": 517.21875, + "epsilon_norm": 7.182446002960205, + "prediction_norm": 6.292383670806885, + "timestamp": "2025-07-14T12:33:41.276362" + }, + { + "epoch": 223, + "batch_idx": 32, + "loss": 0.34850773215293884, + "learning_rate": 0.000969637031576394, + "timestep_mean": 481.375, + "epsilon_norm": 8.172160148620605, + "prediction_norm": 7.822056770324707, + "timestamp": "2025-07-14T12:33:41.281316" + }, + { + "epoch": 223, + "batch_idx": 64, + "loss": 0.24400271475315094, + "learning_rate": 0.000969637031576394, + "timestep_mean": 460.6875, + "epsilon_norm": 7.076143741607666, + "prediction_norm": 6.611865520477295, + "timestamp": "2025-07-14T12:33:41.286357" + }, + { + "epoch": 223, + "batch_idx": 96, + "loss": 0.3393212556838989, + "learning_rate": 0.000969637031576394, + "timestep_mean": 414.03125, + "epsilon_norm": 7.891327381134033, + "prediction_norm": 7.079727649688721, + "timestamp": "2025-07-14T12:33:41.291206" + }, + { + "epoch": 223, + "batch_idx": 128, + "loss": 0.24537153542041779, + "learning_rate": 0.000969637031576394, + "timestep_mean": 563.8125, + "epsilon_norm": 7.968796730041504, + "prediction_norm": 6.877852916717529, + "timestamp": "2025-07-14T12:33:41.296212" + }, + { + "epoch": 223, + "batch_idx": 160, + "loss": 0.40822118520736694, + "learning_rate": 0.000969637031576394, + "timestep_mean": 475.46875, + "epsilon_norm": 8.171724319458008, + "prediction_norm": 6.743762969970703, + "timestamp": "2025-07-14T12:33:41.302468" + }, + { + "epoch": 223, + "batch_idx": 192, + "loss": 0.27727267146110535, + "learning_rate": 0.000969637031576394, + "timestep_mean": 595.625, + "epsilon_norm": 3.719266891479492, + "prediction_norm": 3.084533929824829, + "timestamp": "2025-07-14T12:33:41.307497" + }, + { + "epoch": 224, + "batch_idx": 0, + "loss": 0.41616037487983704, + "learning_rate": 0.0009693669288269375, + "timestep_mean": 537.5625, + "epsilon_norm": 8.687081336975098, + "prediction_norm": 6.598635673522949, + "timestamp": "2025-07-14T12:33:41.312507" + }, + { + "epoch": 224, + "batch_idx": 32, + "loss": 0.39942917227745056, + "learning_rate": 0.0009693669288269375, + "timestep_mean": 454.21875, + "epsilon_norm": 6.916072368621826, + "prediction_norm": 4.978482723236084, + "timestamp": "2025-07-14T12:33:41.317459" + }, + { + "epoch": 224, + "batch_idx": 64, + "loss": 0.42732977867126465, + "learning_rate": 0.0009693669288269375, + "timestep_mean": 474.90625, + "epsilon_norm": 8.285869598388672, + "prediction_norm": 5.573022365570068, + "timestamp": "2025-07-14T12:33:41.322374" + }, + { + "epoch": 224, + "batch_idx": 96, + "loss": 0.4280204474925995, + "learning_rate": 0.0009693669288269375, + "timestep_mean": 511.625, + "epsilon_norm": 7.6966872215271, + "prediction_norm": 5.752046585083008, + "timestamp": "2025-07-14T12:33:41.327278" + }, + { + "epoch": 224, + "batch_idx": 128, + "loss": 0.25521454215049744, + "learning_rate": 0.0009693669288269375, + "timestep_mean": 519.21875, + "epsilon_norm": 8.4108247756958, + "prediction_norm": 6.827477931976318, + "timestamp": "2025-07-14T12:33:41.332231" + }, + { + "epoch": 224, + "batch_idx": 160, + "loss": 0.25760236382484436, + "learning_rate": 0.0009693669288269375, + "timestep_mean": 484.875, + "epsilon_norm": 6.8215250968933105, + "prediction_norm": 5.517899036407471, + "timestamp": "2025-07-14T12:33:41.337129" + }, + { + "epoch": 224, + "batch_idx": 192, + "loss": 0.4191780090332031, + "learning_rate": 0.0009693669288269375, + "timestep_mean": 365.375, + "epsilon_norm": 4.190253734588623, + "prediction_norm": 2.7721617221832275, + "timestamp": "2025-07-14T12:33:41.342155" + }, + { + "epoch": 225, + "batch_idx": 0, + "loss": 0.39711835980415344, + "learning_rate": 0.0009690956679612425, + "timestep_mean": 555.84375, + "epsilon_norm": 7.985769748687744, + "prediction_norm": 5.838931083679199, + "timestamp": "2025-07-14T12:33:41.347063" + }, + { + "epoch": 225, + "batch_idx": 32, + "loss": 0.2770857512950897, + "learning_rate": 0.0009690956679612425, + "timestep_mean": 526.1875, + "epsilon_norm": 8.048355102539062, + "prediction_norm": 6.483038425445557, + "timestamp": "2025-07-14T12:33:41.352003" + }, + { + "epoch": 225, + "batch_idx": 64, + "loss": 0.4023550748825073, + "learning_rate": 0.0009690956679612425, + "timestep_mean": 453.8125, + "epsilon_norm": 7.486982822418213, + "prediction_norm": 4.638513565063477, + "timestamp": "2025-07-14T12:33:41.356922" + }, + { + "epoch": 225, + "batch_idx": 96, + "loss": 0.23541410267353058, + "learning_rate": 0.0009690956679612425, + "timestep_mean": 492.875, + "epsilon_norm": 8.01455020904541, + "prediction_norm": 7.528802394866943, + "timestamp": "2025-07-14T12:33:41.361889" + }, + { + "epoch": 225, + "batch_idx": 128, + "loss": 0.6141762733459473, + "learning_rate": 0.0009690956679612425, + "timestep_mean": 381.46875, + "epsilon_norm": 8.136872291564941, + "prediction_norm": 5.387387752532959, + "timestamp": "2025-07-14T12:33:41.366913" + }, + { + "epoch": 225, + "batch_idx": 160, + "loss": 0.30263736844062805, + "learning_rate": 0.0009690956679612425, + "timestep_mean": 527.0, + "epsilon_norm": 8.00533676147461, + "prediction_norm": 6.55251407623291, + "timestamp": "2025-07-14T12:33:41.371800" + }, + { + "epoch": 225, + "batch_idx": 192, + "loss": 0.5049403309822083, + "learning_rate": 0.0009690956679612425, + "timestep_mean": 382.0, + "epsilon_norm": 3.9886844158172607, + "prediction_norm": 2.7443177700042725, + "timestamp": "2025-07-14T12:33:41.376737" + }, + { + "epoch": 226, + "batch_idx": 0, + "loss": 0.21055889129638672, + "learning_rate": 0.0009688232496486181, + "timestep_mean": 552.65625, + "epsilon_norm": 8.217560768127441, + "prediction_norm": 7.150450229644775, + "timestamp": "2025-07-14T12:33:41.381665" + }, + { + "epoch": 226, + "batch_idx": 32, + "loss": 0.2722688317298889, + "learning_rate": 0.0009688232496486181, + "timestep_mean": 557.75, + "epsilon_norm": 8.005709648132324, + "prediction_norm": 6.473597526550293, + "timestamp": "2025-07-14T12:33:41.386593" + }, + { + "epoch": 226, + "batch_idx": 64, + "loss": 0.26523295044898987, + "learning_rate": 0.0009688232496486181, + "timestep_mean": 552.03125, + "epsilon_norm": 7.743731498718262, + "prediction_norm": 7.374416828155518, + "timestamp": "2025-07-14T12:33:41.391503" + }, + { + "epoch": 226, + "batch_idx": 96, + "loss": 0.36493250727653503, + "learning_rate": 0.0009688232496486181, + "timestep_mean": 532.96875, + "epsilon_norm": 7.636924743652344, + "prediction_norm": 6.838954925537109, + "timestamp": "2025-07-14T12:33:41.396410" + }, + { + "epoch": 226, + "batch_idx": 128, + "loss": 0.21360968053340912, + "learning_rate": 0.0009688232496486181, + "timestep_mean": 490.53125, + "epsilon_norm": 8.39876651763916, + "prediction_norm": 8.417612075805664, + "timestamp": "2025-07-14T12:33:41.401303" + }, + { + "epoch": 226, + "batch_idx": 160, + "loss": 0.614268958568573, + "learning_rate": 0.0009688232496486181, + "timestep_mean": 425.28125, + "epsilon_norm": 8.951916694641113, + "prediction_norm": 6.898895263671875, + "timestamp": "2025-07-14T12:33:41.406168" + }, + { + "epoch": 226, + "batch_idx": 192, + "loss": 0.11903508007526398, + "learning_rate": 0.0009688232496486181, + "timestep_mean": 485.875, + "epsilon_norm": 3.788684844970703, + "prediction_norm": 3.7083499431610107, + "timestamp": "2025-07-14T12:33:41.411117" + }, + { + "epoch": 227, + "batch_idx": 0, + "loss": 0.537155270576477, + "learning_rate": 0.0009685496745612298, + "timestep_mean": 471.90625, + "epsilon_norm": 8.627957344055176, + "prediction_norm": 6.041202545166016, + "timestamp": "2025-07-14T12:33:41.416278" + }, + { + "epoch": 227, + "batch_idx": 32, + "loss": 0.3144018054008484, + "learning_rate": 0.0009685496745612298, + "timestep_mean": 515.125, + "epsilon_norm": 7.349217891693115, + "prediction_norm": 5.8411455154418945, + "timestamp": "2025-07-14T12:33:41.421626" + }, + { + "epoch": 227, + "batch_idx": 64, + "loss": 0.1826610267162323, + "learning_rate": 0.0009685496745612298, + "timestep_mean": 605.25, + "epsilon_norm": 8.66043472290039, + "prediction_norm": 7.545737266540527, + "timestamp": "2025-07-14T12:33:41.426657" + }, + { + "epoch": 227, + "batch_idx": 96, + "loss": 0.2291005402803421, + "learning_rate": 0.0009685496745612298, + "timestep_mean": 536.5, + "epsilon_norm": 7.096254825592041, + "prediction_norm": 5.766153812408447, + "timestamp": "2025-07-14T12:33:41.431756" + }, + { + "epoch": 227, + "batch_idx": 128, + "loss": 0.32059839367866516, + "learning_rate": 0.0009685496745612298, + "timestep_mean": 495.71875, + "epsilon_norm": 6.803040504455566, + "prediction_norm": 5.216886520385742, + "timestamp": "2025-07-14T12:33:41.436712" + }, + { + "epoch": 227, + "batch_idx": 160, + "loss": 0.2496212273836136, + "learning_rate": 0.0009685496745612298, + "timestep_mean": 504.5625, + "epsilon_norm": 7.829354286193848, + "prediction_norm": 6.827521800994873, + "timestamp": "2025-07-14T12:33:41.441714" + }, + { + "epoch": 227, + "batch_idx": 192, + "loss": 0.6237369775772095, + "learning_rate": 0.0009685496745612298, + "timestep_mean": 506.875, + "epsilon_norm": 4.387098789215088, + "prediction_norm": 2.8414034843444824, + "timestamp": "2025-07-14T12:33:41.446699" + }, + { + "epoch": 228, + "batch_idx": 0, + "loss": 0.4181319773197174, + "learning_rate": 0.0009682749433740966, + "timestep_mean": 439.96875, + "epsilon_norm": 7.503528118133545, + "prediction_norm": 5.820066928863525, + "timestamp": "2025-07-14T12:33:41.451682" + }, + { + "epoch": 228, + "batch_idx": 32, + "loss": 0.3023146092891693, + "learning_rate": 0.0009682749433740966, + "timestep_mean": 521.84375, + "epsilon_norm": 7.966155529022217, + "prediction_norm": 7.08296537399292, + "timestamp": "2025-07-14T12:33:41.456635" + }, + { + "epoch": 228, + "batch_idx": 64, + "loss": 0.43170228600502014, + "learning_rate": 0.0009682749433740966, + "timestep_mean": 434.65625, + "epsilon_norm": 8.499787330627441, + "prediction_norm": 6.732306480407715, + "timestamp": "2025-07-14T12:33:41.461593" + }, + { + "epoch": 228, + "batch_idx": 96, + "loss": 0.3149155378341675, + "learning_rate": 0.0009682749433740966, + "timestep_mean": 482.15625, + "epsilon_norm": 7.551005840301514, + "prediction_norm": 6.174107551574707, + "timestamp": "2025-07-14T12:33:41.466501" + }, + { + "epoch": 228, + "batch_idx": 128, + "loss": 0.23009121417999268, + "learning_rate": 0.0009682749433740966, + "timestep_mean": 497.40625, + "epsilon_norm": 8.630313873291016, + "prediction_norm": 8.001723289489746, + "timestamp": "2025-07-14T12:33:41.471450" + }, + { + "epoch": 228, + "batch_idx": 160, + "loss": 0.2130919247865677, + "learning_rate": 0.0009682749433740966, + "timestep_mean": 466.875, + "epsilon_norm": 7.72353458404541, + "prediction_norm": 6.692541122436523, + "timestamp": "2025-07-14T12:33:41.476318" + }, + { + "epoch": 228, + "batch_idx": 192, + "loss": 0.37891924381256104, + "learning_rate": 0.0009682749433740966, + "timestep_mean": 475.875, + "epsilon_norm": 3.776791572570801, + "prediction_norm": 2.8158133029937744, + "timestamp": "2025-07-14T12:33:41.481303" + }, + { + "epoch": 229, + "batch_idx": 0, + "loss": 0.3392764627933502, + "learning_rate": 0.0009679990567650903, + "timestep_mean": 578.34375, + "epsilon_norm": 8.525014877319336, + "prediction_norm": 6.884515285491943, + "timestamp": "2025-07-14T12:33:41.486269" + }, + { + "epoch": 229, + "batch_idx": 32, + "loss": 0.3387441337108612, + "learning_rate": 0.0009679990567650903, + "timestep_mean": 423.25, + "epsilon_norm": 7.623795032501221, + "prediction_norm": 5.51043701171875, + "timestamp": "2025-07-14T12:33:41.491183" + }, + { + "epoch": 229, + "batch_idx": 64, + "loss": 0.3008601665496826, + "learning_rate": 0.0009679990567650903, + "timestep_mean": 531.0625, + "epsilon_norm": 7.687475204467773, + "prediction_norm": 5.757003307342529, + "timestamp": "2025-07-14T12:33:41.496072" + }, + { + "epoch": 229, + "batch_idx": 96, + "loss": 0.21702653169631958, + "learning_rate": 0.0009679990567650903, + "timestep_mean": 513.90625, + "epsilon_norm": 7.195687294006348, + "prediction_norm": 6.160331726074219, + "timestamp": "2025-07-14T12:33:41.500955" + }, + { + "epoch": 229, + "batch_idx": 128, + "loss": 0.21298298239707947, + "learning_rate": 0.0009679990567650903, + "timestep_mean": 551.1875, + "epsilon_norm": 8.947185516357422, + "prediction_norm": 7.894164562225342, + "timestamp": "2025-07-14T12:33:41.505857" + }, + { + "epoch": 229, + "batch_idx": 160, + "loss": 0.29164254665374756, + "learning_rate": 0.0009679990567650903, + "timestep_mean": 471.0, + "epsilon_norm": 6.988353729248047, + "prediction_norm": 5.953579902648926, + "timestamp": "2025-07-14T12:33:41.510811" + }, + { + "epoch": 229, + "batch_idx": 192, + "loss": 0.2435624748468399, + "learning_rate": 0.0009679990567650903, + "timestep_mean": 590.25, + "epsilon_norm": 2.9618844985961914, + "prediction_norm": 2.999514579772949, + "timestamp": "2025-07-14T12:33:41.515708" + }, + { + "epoch": 230, + "batch_idx": 0, + "loss": 0.32070979475975037, + "learning_rate": 0.0009677220154149339, + "timestep_mean": 472.15625, + "epsilon_norm": 8.339774131774902, + "prediction_norm": 7.556278705596924, + "timestamp": "2025-07-14T12:33:41.520888" + }, + { + "epoch": 230, + "batch_idx": 32, + "loss": 0.4673251211643219, + "learning_rate": 0.0009677220154149339, + "timestep_mean": 454.4375, + "epsilon_norm": 8.192543983459473, + "prediction_norm": 6.421334266662598, + "timestamp": "2025-07-14T12:33:41.526071" + }, + { + "epoch": 230, + "batch_idx": 64, + "loss": 0.2525249123573303, + "learning_rate": 0.0009677220154149339, + "timestep_mean": 487.875, + "epsilon_norm": 7.519744396209717, + "prediction_norm": 7.0033860206604, + "timestamp": "2025-07-14T12:33:41.531181" + }, + { + "epoch": 230, + "batch_idx": 96, + "loss": 0.3730056881904602, + "learning_rate": 0.0009677220154149339, + "timestep_mean": 480.53125, + "epsilon_norm": 7.61333703994751, + "prediction_norm": 6.037668228149414, + "timestamp": "2025-07-14T12:33:41.536327" + }, + { + "epoch": 230, + "batch_idx": 128, + "loss": 0.17076143622398376, + "learning_rate": 0.0009677220154149339, + "timestep_mean": 608.71875, + "epsilon_norm": 8.190381050109863, + "prediction_norm": 8.397032737731934, + "timestamp": "2025-07-14T12:33:41.541420" + }, + { + "epoch": 230, + "batch_idx": 160, + "loss": 0.25855058431625366, + "learning_rate": 0.0009677220154149339, + "timestep_mean": 557.59375, + "epsilon_norm": 7.56463623046875, + "prediction_norm": 6.768766403198242, + "timestamp": "2025-07-14T12:33:41.546510" + }, + { + "epoch": 230, + "batch_idx": 192, + "loss": 0.17466427385807037, + "learning_rate": 0.0009677220154149339, + "timestep_mean": 542.75, + "epsilon_norm": 3.3283419609069824, + "prediction_norm": 3.2936489582061768, + "timestamp": "2025-07-14T12:33:41.551601" + }, + { + "epoch": 231, + "batch_idx": 0, + "loss": 0.23260074853897095, + "learning_rate": 0.0009674438200071994, + "timestep_mean": 513.75, + "epsilon_norm": 7.273692607879639, + "prediction_norm": 5.5338454246521, + "timestamp": "2025-07-14T12:33:41.556793" + }, + { + "epoch": 231, + "batch_idx": 32, + "loss": 0.28563228249549866, + "learning_rate": 0.0009674438200071994, + "timestep_mean": 520.90625, + "epsilon_norm": 8.177473068237305, + "prediction_norm": 6.377694129943848, + "timestamp": "2025-07-14T12:33:41.561943" + }, + { + "epoch": 231, + "batch_idx": 64, + "loss": 0.2093067765235901, + "learning_rate": 0.0009674438200071994, + "timestep_mean": 567.78125, + "epsilon_norm": 7.918065071105957, + "prediction_norm": 6.752001762390137, + "timestamp": "2025-07-14T12:33:41.567142" + }, + { + "epoch": 231, + "batch_idx": 96, + "loss": 0.27096426486968994, + "learning_rate": 0.0009674438200071994, + "timestep_mean": 482.125, + "epsilon_norm": 6.32857608795166, + "prediction_norm": 4.679280757904053, + "timestamp": "2025-07-14T12:33:41.572119" + }, + { + "epoch": 231, + "batch_idx": 128, + "loss": 0.3430211544036865, + "learning_rate": 0.0009674438200071994, + "timestep_mean": 484.6875, + "epsilon_norm": 6.914484024047852, + "prediction_norm": 4.8177056312561035, + "timestamp": "2025-07-14T12:33:41.577221" + }, + { + "epoch": 231, + "batch_idx": 160, + "loss": 0.2595892548561096, + "learning_rate": 0.0009674438200071994, + "timestep_mean": 549.40625, + "epsilon_norm": 7.560962677001953, + "prediction_norm": 5.4539923667907715, + "timestamp": "2025-07-14T12:33:41.582565" + }, + { + "epoch": 231, + "batch_idx": 192, + "loss": 0.11451806128025055, + "learning_rate": 0.0009674438200071994, + "timestep_mean": 470.625, + "epsilon_norm": 2.9648752212524414, + "prediction_norm": 2.531780958175659, + "timestamp": "2025-07-14T12:33:41.587753" + }, + { + "epoch": 232, + "batch_idx": 0, + "loss": 0.4854207932949066, + "learning_rate": 0.0009671644712283063, + "timestep_mean": 374.875, + "epsilon_norm": 8.67119312286377, + "prediction_norm": 5.535628318786621, + "timestamp": "2025-07-14T12:33:41.592697" + }, + { + "epoch": 232, + "batch_idx": 32, + "loss": 0.34484273195266724, + "learning_rate": 0.0009671644712283063, + "timestep_mean": 599.65625, + "epsilon_norm": 7.411604881286621, + "prediction_norm": 5.62164306640625, + "timestamp": "2025-07-14T12:33:41.597853" + }, + { + "epoch": 232, + "batch_idx": 64, + "loss": 0.13988631963729858, + "learning_rate": 0.0009671644712283063, + "timestep_mean": 632.75, + "epsilon_norm": 6.988178730010986, + "prediction_norm": 6.827081203460693, + "timestamp": "2025-07-14T12:33:41.603038" + }, + { + "epoch": 232, + "batch_idx": 96, + "loss": 0.2941078841686249, + "learning_rate": 0.0009671644712283063, + "timestep_mean": 526.5, + "epsilon_norm": 6.874649524688721, + "prediction_norm": 5.7863240242004395, + "timestamp": "2025-07-14T12:33:41.608242" + }, + { + "epoch": 232, + "batch_idx": 128, + "loss": 0.4634346067905426, + "learning_rate": 0.0009671644712283063, + "timestep_mean": 447.09375, + "epsilon_norm": 8.223084449768066, + "prediction_norm": 6.734621047973633, + "timestamp": "2025-07-14T12:33:41.613237" + }, + { + "epoch": 232, + "batch_idx": 160, + "loss": 0.43872135877609253, + "learning_rate": 0.0009671644712283063, + "timestep_mean": 499.3125, + "epsilon_norm": 8.409534454345703, + "prediction_norm": 6.756033897399902, + "timestamp": "2025-07-14T12:33:41.618390" + }, + { + "epoch": 232, + "batch_idx": 192, + "loss": 0.08491814136505127, + "learning_rate": 0.0009671644712283063, + "timestep_mean": 589.25, + "epsilon_norm": 3.020329475402832, + "prediction_norm": 2.9772963523864746, + "timestamp": "2025-07-14T12:33:41.623702" + }, + { + "epoch": 233, + "batch_idx": 0, + "loss": 0.2506526708602905, + "learning_rate": 0.0009668839697675198, + "timestep_mean": 463.0625, + "epsilon_norm": 7.121356964111328, + "prediction_norm": 5.810676097869873, + "timestamp": "2025-07-14T12:33:41.628991" + }, + { + "epoch": 233, + "batch_idx": 32, + "loss": 0.3896405100822449, + "learning_rate": 0.0009668839697675198, + "timestep_mean": 437.96875, + "epsilon_norm": 7.596075534820557, + "prediction_norm": 4.864956855773926, + "timestamp": "2025-07-14T12:33:41.634185" + }, + { + "epoch": 233, + "batch_idx": 64, + "loss": 0.3696625828742981, + "learning_rate": 0.0009668839697675198, + "timestep_mean": 468.8125, + "epsilon_norm": 7.603157043457031, + "prediction_norm": 6.1635894775390625, + "timestamp": "2025-07-14T12:33:41.639241" + }, + { + "epoch": 233, + "batch_idx": 96, + "loss": 0.296112060546875, + "learning_rate": 0.0009668839697675198, + "timestep_mean": 494.0625, + "epsilon_norm": 7.590395450592041, + "prediction_norm": 6.185445308685303, + "timestamp": "2025-07-14T12:33:41.644395" + }, + { + "epoch": 233, + "batch_idx": 128, + "loss": 0.43297797441482544, + "learning_rate": 0.0009668839697675198, + "timestep_mean": 470.125, + "epsilon_norm": 8.19424819946289, + "prediction_norm": 5.754701614379883, + "timestamp": "2025-07-14T12:33:41.649666" + }, + { + "epoch": 233, + "batch_idx": 160, + "loss": 0.4787116050720215, + "learning_rate": 0.0009668839697675198, + "timestep_mean": 416.96875, + "epsilon_norm": 8.049593925476074, + "prediction_norm": 5.46985387802124, + "timestamp": "2025-07-14T12:33:41.654877" + }, + { + "epoch": 233, + "batch_idx": 192, + "loss": 0.2923770248889923, + "learning_rate": 0.0009668839697675198, + "timestep_mean": 398.125, + "epsilon_norm": 3.01125168800354, + "prediction_norm": 1.9558638334274292, + "timestamp": "2025-07-14T12:33:41.660081" + }, + { + "epoch": 234, + "batch_idx": 0, + "loss": 0.19387446343898773, + "learning_rate": 0.0009666023163169495, + "timestep_mean": 485.4375, + "epsilon_norm": 7.669543743133545, + "prediction_norm": 6.529651165008545, + "timestamp": "2025-07-14T12:33:41.665287" + }, + { + "epoch": 234, + "batch_idx": 32, + "loss": 0.3497943878173828, + "learning_rate": 0.0009666023163169495, + "timestep_mean": 517.1875, + "epsilon_norm": 7.996325492858887, + "prediction_norm": 6.25592041015625, + "timestamp": "2025-07-14T12:33:41.670640" + }, + { + "epoch": 234, + "batch_idx": 64, + "loss": 0.3035372197628021, + "learning_rate": 0.0009666023163169495, + "timestep_mean": 474.15625, + "epsilon_norm": 7.737728118896484, + "prediction_norm": 6.0469889640808105, + "timestamp": "2025-07-14T12:33:41.675808" + }, + { + "epoch": 234, + "batch_idx": 96, + "loss": 0.4238099753856659, + "learning_rate": 0.0009666023163169495, + "timestep_mean": 379.1875, + "epsilon_norm": 6.413434028625488, + "prediction_norm": 4.0389580726623535, + "timestamp": "2025-07-14T12:33:41.681037" + }, + { + "epoch": 234, + "batch_idx": 128, + "loss": 0.342873215675354, + "learning_rate": 0.0009666023163169495, + "timestep_mean": 459.5625, + "epsilon_norm": 7.204655647277832, + "prediction_norm": 5.163255214691162, + "timestamp": "2025-07-14T12:33:41.686298" + }, + { + "epoch": 234, + "batch_idx": 160, + "loss": 0.40627866983413696, + "learning_rate": 0.0009666023163169495, + "timestep_mean": 426.1875, + "epsilon_norm": 7.319559097290039, + "prediction_norm": 5.706838130950928, + "timestamp": "2025-07-14T12:33:41.691479" + }, + { + "epoch": 234, + "batch_idx": 192, + "loss": 0.5037494897842407, + "learning_rate": 0.0009666023163169495, + "timestep_mean": 549.0, + "epsilon_norm": 4.662459373474121, + "prediction_norm": 3.2237842082977295, + "timestamp": "2025-07-14T12:33:41.698729" + }, + { + "epoch": 235, + "batch_idx": 0, + "loss": 0.23998165130615234, + "learning_rate": 0.0009663195115715473, + "timestep_mean": 567.8125, + "epsilon_norm": 7.073649883270264, + "prediction_norm": 7.082988739013672, + "timestamp": "2025-07-14T12:33:41.703759" + }, + { + "epoch": 235, + "batch_idx": 32, + "loss": 0.3822879195213318, + "learning_rate": 0.0009663195115715473, + "timestep_mean": 462.46875, + "epsilon_norm": 7.294985294342041, + "prediction_norm": 5.384134769439697, + "timestamp": "2025-07-14T12:33:41.708880" + }, + { + "epoch": 235, + "batch_idx": 64, + "loss": 0.307561993598938, + "learning_rate": 0.0009663195115715473, + "timestep_mean": 514.125, + "epsilon_norm": 8.039968490600586, + "prediction_norm": 7.4323906898498535, + "timestamp": "2025-07-14T12:33:41.713759" + }, + { + "epoch": 235, + "batch_idx": 96, + "loss": 0.45498934388160706, + "learning_rate": 0.0009663195115715473, + "timestep_mean": 463.65625, + "epsilon_norm": 8.01576042175293, + "prediction_norm": 5.896045207977295, + "timestamp": "2025-07-14T12:33:41.718807" + }, + { + "epoch": 235, + "batch_idx": 128, + "loss": 0.2688899636268616, + "learning_rate": 0.0009663195115715473, + "timestep_mean": 538.96875, + "epsilon_norm": 7.955757141113281, + "prediction_norm": 6.9770121574401855, + "timestamp": "2025-07-14T12:33:41.723796" + }, + { + "epoch": 235, + "batch_idx": 160, + "loss": 0.16752669215202332, + "learning_rate": 0.0009663195115715473, + "timestep_mean": 555.5625, + "epsilon_norm": 7.429235458374023, + "prediction_norm": 7.081950664520264, + "timestamp": "2025-07-14T12:33:41.728766" + }, + { + "epoch": 235, + "batch_idx": 192, + "loss": 0.7121539115905762, + "learning_rate": 0.0009663195115715473, + "timestep_mean": 379.875, + "epsilon_norm": 3.6750400066375732, + "prediction_norm": 2.992094039916992, + "timestamp": "2025-07-14T12:33:41.733847" + }, + { + "epoch": 236, + "batch_idx": 0, + "loss": 0.3021090626716614, + "learning_rate": 0.0009660355562291056, + "timestep_mean": 451.625, + "epsilon_norm": 8.168499946594238, + "prediction_norm": 7.081724643707275, + "timestamp": "2025-07-14T12:33:41.738815" + }, + { + "epoch": 236, + "batch_idx": 32, + "loss": 0.20670709013938904, + "learning_rate": 0.0009660355562291056, + "timestep_mean": 514.875, + "epsilon_norm": 8.802995681762695, + "prediction_norm": 8.160670280456543, + "timestamp": "2025-07-14T12:33:41.743790" + }, + { + "epoch": 236, + "batch_idx": 64, + "loss": 0.1704123169183731, + "learning_rate": 0.0009660355562291056, + "timestep_mean": 580.0625, + "epsilon_norm": 7.945349216461182, + "prediction_norm": 7.481636047363281, + "timestamp": "2025-07-14T12:33:41.748809" + }, + { + "epoch": 236, + "batch_idx": 96, + "loss": 0.2437448352575302, + "learning_rate": 0.0009660355562291056, + "timestep_mean": 460.5625, + "epsilon_norm": 7.236146926879883, + "prediction_norm": 6.73375129699707, + "timestamp": "2025-07-14T12:33:41.753985" + }, + { + "epoch": 236, + "batch_idx": 128, + "loss": 0.3087288737297058, + "learning_rate": 0.0009660355562291056, + "timestep_mean": 574.03125, + "epsilon_norm": 8.356156349182129, + "prediction_norm": 7.2649149894714355, + "timestamp": "2025-07-14T12:33:41.758933" + }, + { + "epoch": 236, + "batch_idx": 160, + "loss": 0.2577207386493683, + "learning_rate": 0.0009660355562291056, + "timestep_mean": 542.1875, + "epsilon_norm": 7.959635257720947, + "prediction_norm": 6.798083782196045, + "timestamp": "2025-07-14T12:33:41.764021" + }, + { + "epoch": 236, + "batch_idx": 192, + "loss": 0.059453707188367844, + "learning_rate": 0.0009660355562291056, + "timestep_mean": 598.25, + "epsilon_norm": 4.774759769439697, + "prediction_norm": 4.882011890411377, + "timestamp": "2025-07-14T12:33:41.769026" + }, + { + "epoch": 237, + "batch_idx": 0, + "loss": 0.4771794080734253, + "learning_rate": 0.0009657504509902563, + "timestep_mean": 450.375, + "epsilon_norm": 9.071758270263672, + "prediction_norm": 6.456801414489746, + "timestamp": "2025-07-14T12:33:41.774087" + }, + { + "epoch": 237, + "batch_idx": 32, + "loss": 0.6278703212738037, + "learning_rate": 0.0009657504509902563, + "timestep_mean": 437.0, + "epsilon_norm": 9.477852821350098, + "prediction_norm": 6.548376560211182, + "timestamp": "2025-07-14T12:33:41.779159" + }, + { + "epoch": 237, + "batch_idx": 64, + "loss": 0.16977474093437195, + "learning_rate": 0.0009657504509902563, + "timestep_mean": 649.625, + "epsilon_norm": 8.195375442504883, + "prediction_norm": 6.892025470733643, + "timestamp": "2025-07-14T12:33:41.784129" + }, + { + "epoch": 237, + "batch_idx": 96, + "loss": 0.3232262134552002, + "learning_rate": 0.0009657504509902563, + "timestep_mean": 465.40625, + "epsilon_norm": 8.185328483581543, + "prediction_norm": 5.881411552429199, + "timestamp": "2025-07-14T12:33:41.789118" + }, + { + "epoch": 237, + "batch_idx": 128, + "loss": 0.2633022665977478, + "learning_rate": 0.0009657504509902563, + "timestep_mean": 556.65625, + "epsilon_norm": 7.574088096618652, + "prediction_norm": 5.907549858093262, + "timestamp": "2025-07-14T12:33:41.794181" + }, + { + "epoch": 237, + "batch_idx": 160, + "loss": 0.23811335861682892, + "learning_rate": 0.0009657504509902563, + "timestep_mean": 555.0, + "epsilon_norm": 8.321549415588379, + "prediction_norm": 6.67724084854126, + "timestamp": "2025-07-14T12:33:41.799230" + }, + { + "epoch": 237, + "batch_idx": 192, + "loss": 0.364858478307724, + "learning_rate": 0.0009657504509902563, + "timestep_mean": 449.5, + "epsilon_norm": 4.862738132476807, + "prediction_norm": 3.2551655769348145, + "timestamp": "2025-07-14T12:33:41.804308" + }, + { + "epoch": 238, + "batch_idx": 0, + "loss": 0.3790520429611206, + "learning_rate": 0.000965464196558468, + "timestep_mean": 519.9375, + "epsilon_norm": 8.617757797241211, + "prediction_norm": 6.801211833953857, + "timestamp": "2025-07-14T12:33:41.809267" + }, + { + "epoch": 238, + "batch_idx": 32, + "loss": 0.20241640508174896, + "learning_rate": 0.000965464196558468, + "timestep_mean": 550.28125, + "epsilon_norm": 6.219956398010254, + "prediction_norm": 5.435702800750732, + "timestamp": "2025-07-14T12:33:41.814327" + }, + { + "epoch": 238, + "batch_idx": 64, + "loss": 0.31212615966796875, + "learning_rate": 0.000965464196558468, + "timestep_mean": 509.9375, + "epsilon_norm": 7.718173027038574, + "prediction_norm": 6.883274555206299, + "timestamp": "2025-07-14T12:33:41.819359" + }, + { + "epoch": 238, + "batch_idx": 96, + "loss": 0.393383264541626, + "learning_rate": 0.000965464196558468, + "timestep_mean": 514.125, + "epsilon_norm": 8.519023895263672, + "prediction_norm": 7.279860019683838, + "timestamp": "2025-07-14T12:33:41.824562" + }, + { + "epoch": 238, + "batch_idx": 128, + "loss": 0.4138905107975006, + "learning_rate": 0.000965464196558468, + "timestep_mean": 422.65625, + "epsilon_norm": 6.6394829750061035, + "prediction_norm": 5.368218898773193, + "timestamp": "2025-07-14T12:33:41.829859" + }, + { + "epoch": 238, + "batch_idx": 160, + "loss": 0.28241944313049316, + "learning_rate": 0.000965464196558468, + "timestep_mean": 511.625, + "epsilon_norm": 7.361552715301514, + "prediction_norm": 7.022766590118408, + "timestamp": "2025-07-14T12:33:41.834969" + }, + { + "epoch": 238, + "batch_idx": 192, + "loss": 0.4271950125694275, + "learning_rate": 0.000965464196558468, + "timestep_mean": 449.5, + "epsilon_norm": 4.320983409881592, + "prediction_norm": 3.6300594806671143, + "timestamp": "2025-07-14T12:33:41.840134" + }, + { + "epoch": 239, + "batch_idx": 0, + "loss": 0.28934216499328613, + "learning_rate": 0.0009651767936400453, + "timestep_mean": 516.53125, + "epsilon_norm": 7.3245744705200195, + "prediction_norm": 6.439404487609863, + "timestamp": "2025-07-14T12:33:41.845372" + }, + { + "epoch": 239, + "batch_idx": 32, + "loss": 0.3412807881832123, + "learning_rate": 0.0009651767936400453, + "timestep_mean": 565.6875, + "epsilon_norm": 8.434442520141602, + "prediction_norm": 6.920770645141602, + "timestamp": "2025-07-14T12:33:41.850699" + }, + { + "epoch": 239, + "batch_idx": 64, + "loss": 0.22116462886333466, + "learning_rate": 0.0009651767936400453, + "timestep_mean": 550.625, + "epsilon_norm": 7.833651542663574, + "prediction_norm": 6.65255880355835, + "timestamp": "2025-07-14T12:33:41.855799" + }, + { + "epoch": 239, + "batch_idx": 96, + "loss": 0.35866376757621765, + "learning_rate": 0.0009651767936400453, + "timestep_mean": 510.15625, + "epsilon_norm": 8.295490264892578, + "prediction_norm": 6.374754428863525, + "timestamp": "2025-07-14T12:33:41.861047" + }, + { + "epoch": 239, + "batch_idx": 128, + "loss": 0.22023624181747437, + "learning_rate": 0.0009651767936400453, + "timestep_mean": 540.46875, + "epsilon_norm": 8.28872299194336, + "prediction_norm": 7.50404691696167, + "timestamp": "2025-07-14T12:33:41.866230" + }, + { + "epoch": 239, + "batch_idx": 160, + "loss": 0.3078077733516693, + "learning_rate": 0.0009651767936400453, + "timestep_mean": 490.8125, + "epsilon_norm": 7.6109137535095215, + "prediction_norm": 6.387338638305664, + "timestamp": "2025-07-14T12:33:41.871519" + }, + { + "epoch": 239, + "batch_idx": 192, + "loss": 0.41442522406578064, + "learning_rate": 0.0009651767936400453, + "timestep_mean": 479.25, + "epsilon_norm": 3.5024943351745605, + "prediction_norm": 2.367952823638916, + "timestamp": "2025-07-14T12:33:41.876655" + }, + { + "epoch": 240, + "batch_idx": 0, + "loss": 0.3579743802547455, + "learning_rate": 0.0009648882429441259, + "timestep_mean": 432.4375, + "epsilon_norm": 8.091290473937988, + "prediction_norm": 6.014742374420166, + "timestamp": "2025-07-14T12:33:41.881854" + }, + { + "epoch": 240, + "batch_idx": 32, + "loss": 0.3062225580215454, + "learning_rate": 0.0009648882429441259, + "timestep_mean": 438.875, + "epsilon_norm": 7.177178859710693, + "prediction_norm": 5.440199375152588, + "timestamp": "2025-07-14T12:33:41.887087" + }, + { + "epoch": 240, + "batch_idx": 64, + "loss": 0.5374053716659546, + "learning_rate": 0.0009648882429441259, + "timestep_mean": 528.0, + "epsilon_norm": 8.54964542388916, + "prediction_norm": 6.271337032318115, + "timestamp": "2025-07-14T12:33:41.892503" + }, + { + "epoch": 240, + "batch_idx": 96, + "loss": 0.6733458042144775, + "learning_rate": 0.0009648882429441259, + "timestep_mean": 449.96875, + "epsilon_norm": 10.535775184631348, + "prediction_norm": 8.226150512695312, + "timestamp": "2025-07-14T12:33:41.897698" + }, + { + "epoch": 240, + "batch_idx": 128, + "loss": 0.35015803575515747, + "learning_rate": 0.0009648882429441259, + "timestep_mean": 503.1875, + "epsilon_norm": 7.859155654907227, + "prediction_norm": 6.098453044891357, + "timestamp": "2025-07-14T12:33:41.902901" + }, + { + "epoch": 240, + "batch_idx": 160, + "loss": 0.22466734051704407, + "learning_rate": 0.0009648882429441259, + "timestep_mean": 473.625, + "epsilon_norm": 6.765945911407471, + "prediction_norm": 5.475675582885742, + "timestamp": "2025-07-14T12:33:41.908120" + }, + { + "epoch": 240, + "batch_idx": 192, + "loss": 0.1502012461423874, + "learning_rate": 0.0009648882429441259, + "timestep_mean": 610.25, + "epsilon_norm": 4.603833198547363, + "prediction_norm": 4.300489902496338, + "timestamp": "2025-07-14T12:33:41.913223" + }, + { + "epoch": 241, + "batch_idx": 0, + "loss": 0.2288193255662918, + "learning_rate": 0.0009645985451826804, + "timestep_mean": 527.34375, + "epsilon_norm": 8.825468063354492, + "prediction_norm": 7.410528659820557, + "timestamp": "2025-07-14T12:33:41.918401" + }, + { + "epoch": 241, + "batch_idx": 32, + "loss": 0.3537129759788513, + "learning_rate": 0.0009645985451826804, + "timestep_mean": 595.96875, + "epsilon_norm": 8.388753890991211, + "prediction_norm": 7.162772178649902, + "timestamp": "2025-07-14T12:33:41.923651" + }, + { + "epoch": 241, + "batch_idx": 64, + "loss": 0.21175053715705872, + "learning_rate": 0.0009645985451826804, + "timestep_mean": 587.53125, + "epsilon_norm": 6.914588928222656, + "prediction_norm": 6.137802600860596, + "timestamp": "2025-07-14T12:33:41.928980" + }, + { + "epoch": 241, + "batch_idx": 96, + "loss": 0.5234667062759399, + "learning_rate": 0.0009645985451826804, + "timestep_mean": 401.40625, + "epsilon_norm": 9.016725540161133, + "prediction_norm": 6.216387748718262, + "timestamp": "2025-07-14T12:33:41.934199" + }, + { + "epoch": 241, + "batch_idx": 128, + "loss": 0.518162190914154, + "learning_rate": 0.0009645985451826804, + "timestep_mean": 460.25, + "epsilon_norm": 8.458207130432129, + "prediction_norm": 6.409230709075928, + "timestamp": "2025-07-14T12:33:41.939427" + }, + { + "epoch": 241, + "batch_idx": 160, + "loss": 0.35352352261543274, + "learning_rate": 0.0009645985451826804, + "timestep_mean": 497.71875, + "epsilon_norm": 8.585700988769531, + "prediction_norm": 7.707237243652344, + "timestamp": "2025-07-14T12:33:41.944554" + }, + { + "epoch": 241, + "batch_idx": 192, + "loss": 0.4197842478752136, + "learning_rate": 0.0009645985451826804, + "timestep_mean": 595.875, + "epsilon_norm": 4.817616939544678, + "prediction_norm": 3.8580596446990967, + "timestamp": "2025-07-14T12:33:41.949717" + }, + { + "epoch": 242, + "batch_idx": 0, + "loss": 0.4003905653953552, + "learning_rate": 0.0009643077010705089, + "timestep_mean": 460.28125, + "epsilon_norm": 8.059843063354492, + "prediction_norm": 6.443035125732422, + "timestamp": "2025-07-14T12:33:41.954930" + }, + { + "epoch": 242, + "batch_idx": 32, + "loss": 0.3404315710067749, + "learning_rate": 0.0009643077010705089, + "timestep_mean": 466.875, + "epsilon_norm": 8.502205848693848, + "prediction_norm": 7.036999225616455, + "timestamp": "2025-07-14T12:33:41.960154" + }, + { + "epoch": 242, + "batch_idx": 64, + "loss": 0.3607027530670166, + "learning_rate": 0.0009643077010705089, + "timestep_mean": 495.96875, + "epsilon_norm": 8.041072845458984, + "prediction_norm": 7.7498860359191895, + "timestamp": "2025-07-14T12:33:41.965320" + }, + { + "epoch": 242, + "batch_idx": 96, + "loss": 0.2856985926628113, + "learning_rate": 0.0009643077010705089, + "timestep_mean": 569.03125, + "epsilon_norm": 8.138517379760742, + "prediction_norm": 7.258949279785156, + "timestamp": "2025-07-14T12:33:41.970499" + }, + { + "epoch": 242, + "batch_idx": 128, + "loss": 0.12767185270786285, + "learning_rate": 0.0009643077010705089, + "timestep_mean": 585.53125, + "epsilon_norm": 8.005585670471191, + "prediction_norm": 7.79371452331543, + "timestamp": "2025-07-14T12:33:41.975695" + }, + { + "epoch": 242, + "batch_idx": 160, + "loss": 0.3153156042098999, + "learning_rate": 0.0009643077010705089, + "timestep_mean": 489.21875, + "epsilon_norm": 7.613100051879883, + "prediction_norm": 6.5951666831970215, + "timestamp": "2025-07-14T12:33:41.980835" + }, + { + "epoch": 242, + "batch_idx": 192, + "loss": 0.10073557496070862, + "learning_rate": 0.0009643077010705089, + "timestep_mean": 671.5, + "epsilon_norm": 4.333009243011475, + "prediction_norm": 4.223378658294678, + "timestamp": "2025-07-14T12:33:41.986075" + }, + { + "epoch": 243, + "batch_idx": 0, + "loss": 0.45092183351516724, + "learning_rate": 0.0009640157113252406, + "timestep_mean": 409.25, + "epsilon_norm": 9.252811431884766, + "prediction_norm": 7.087477207183838, + "timestamp": "2025-07-14T12:33:41.991464" + }, + { + "epoch": 243, + "batch_idx": 32, + "loss": 0.25208598375320435, + "learning_rate": 0.0009640157113252406, + "timestep_mean": 495.75, + "epsilon_norm": 8.00679874420166, + "prediction_norm": 6.90116548538208, + "timestamp": "2025-07-14T12:33:41.996600" + }, + { + "epoch": 243, + "batch_idx": 64, + "loss": 0.278482586145401, + "learning_rate": 0.0009640157113252406, + "timestep_mean": 560.9375, + "epsilon_norm": 8.537260055541992, + "prediction_norm": 6.891568660736084, + "timestamp": "2025-07-14T12:33:42.001781" + }, + { + "epoch": 243, + "batch_idx": 96, + "loss": 0.24043771624565125, + "learning_rate": 0.0009640157113252406, + "timestep_mean": 562.09375, + "epsilon_norm": 7.701353073120117, + "prediction_norm": 6.428760051727295, + "timestamp": "2025-07-14T12:33:42.007154" + }, + { + "epoch": 243, + "batch_idx": 128, + "loss": 0.24219736456871033, + "learning_rate": 0.0009640157113252406, + "timestep_mean": 409.34375, + "epsilon_norm": 6.66867733001709, + "prediction_norm": 5.492269515991211, + "timestamp": "2025-07-14T12:33:42.012407" + }, + { + "epoch": 243, + "batch_idx": 160, + "loss": 0.20694860816001892, + "learning_rate": 0.0009640157113252406, + "timestep_mean": 583.625, + "epsilon_norm": 8.692288398742676, + "prediction_norm": 8.118277549743652, + "timestamp": "2025-07-14T12:33:42.017568" + }, + { + "epoch": 243, + "batch_idx": 192, + "loss": 0.18481570482254028, + "learning_rate": 0.0009640157113252406, + "timestep_mean": 588.875, + "epsilon_norm": 4.753277778625488, + "prediction_norm": 4.391918659210205, + "timestamp": "2025-07-14T12:33:42.022747" + }, + { + "epoch": 244, + "batch_idx": 0, + "loss": 0.20528529584407806, + "learning_rate": 0.0009637225766673308, + "timestep_mean": 468.40625, + "epsilon_norm": 7.738330841064453, + "prediction_norm": 6.947273254394531, + "timestamp": "2025-07-14T12:33:42.027947" + }, + { + "epoch": 244, + "batch_idx": 32, + "loss": 0.2696126699447632, + "learning_rate": 0.0009637225766673308, + "timestep_mean": 548.125, + "epsilon_norm": 8.345588684082031, + "prediction_norm": 7.351987838745117, + "timestamp": "2025-07-14T12:33:42.033245" + }, + { + "epoch": 244, + "batch_idx": 64, + "loss": 0.26293352246284485, + "learning_rate": 0.0009637225766673308, + "timestep_mean": 565.375, + "epsilon_norm": 8.217650413513184, + "prediction_norm": 8.016704559326172, + "timestamp": "2025-07-14T12:33:42.038426" + }, + { + "epoch": 244, + "batch_idx": 96, + "loss": 0.15120495855808258, + "learning_rate": 0.0009637225766673308, + "timestep_mean": 585.59375, + "epsilon_norm": 8.413583755493164, + "prediction_norm": 7.447567462921143, + "timestamp": "2025-07-14T12:33:42.043694" + }, + { + "epoch": 244, + "batch_idx": 128, + "loss": 0.4659184217453003, + "learning_rate": 0.0009637225766673308, + "timestep_mean": 481.5625, + "epsilon_norm": 7.548017978668213, + "prediction_norm": 5.430371284484863, + "timestamp": "2025-07-14T12:33:42.048905" + }, + { + "epoch": 244, + "batch_idx": 160, + "loss": 0.49863603711128235, + "learning_rate": 0.0009637225766673308, + "timestep_mean": 491.59375, + "epsilon_norm": 8.450122833251953, + "prediction_norm": 5.741940498352051, + "timestamp": "2025-07-14T12:33:42.054146" + }, + { + "epoch": 244, + "batch_idx": 192, + "loss": 0.5305977463722229, + "learning_rate": 0.0009637225766673308, + "timestep_mean": 582.5, + "epsilon_norm": 4.633618354797363, + "prediction_norm": 3.761681079864502, + "timestamp": "2025-07-14T12:33:42.059277" + }, + { + "epoch": 245, + "batch_idx": 0, + "loss": 0.25180941820144653, + "learning_rate": 0.0009634282978200606, + "timestep_mean": 526.03125, + "epsilon_norm": 8.22990894317627, + "prediction_norm": 6.720467567443848, + "timestamp": "2025-07-14T12:33:42.064458" + }, + { + "epoch": 245, + "batch_idx": 32, + "loss": 0.22373375296592712, + "learning_rate": 0.0009634282978200606, + "timestep_mean": 591.15625, + "epsilon_norm": 7.1331610679626465, + "prediction_norm": 5.763077735900879, + "timestamp": "2025-07-14T12:33:42.069681" + }, + { + "epoch": 245, + "batch_idx": 64, + "loss": 0.41676467657089233, + "learning_rate": 0.0009634282978200606, + "timestep_mean": 428.40625, + "epsilon_norm": 7.696876525878906, + "prediction_norm": 6.110773086547852, + "timestamp": "2025-07-14T12:33:42.074846" + }, + { + "epoch": 245, + "batch_idx": 96, + "loss": 0.6368671655654907, + "learning_rate": 0.0009634282978200606, + "timestep_mean": 405.875, + "epsilon_norm": 8.36279582977295, + "prediction_norm": 5.579293251037598, + "timestamp": "2025-07-14T12:33:42.080016" + }, + { + "epoch": 245, + "batch_idx": 128, + "loss": 0.2766377925872803, + "learning_rate": 0.0009634282978200606, + "timestep_mean": 462.3125, + "epsilon_norm": 7.123586177825928, + "prediction_norm": 5.633825778961182, + "timestamp": "2025-07-14T12:33:42.085285" + }, + { + "epoch": 245, + "batch_idx": 160, + "loss": 0.31059175729751587, + "learning_rate": 0.0009634282978200606, + "timestep_mean": 575.84375, + "epsilon_norm": 8.293327331542969, + "prediction_norm": 6.9235076904296875, + "timestamp": "2025-07-14T12:33:42.090534" + }, + { + "epoch": 245, + "batch_idx": 192, + "loss": 0.5907585024833679, + "learning_rate": 0.0009634282978200606, + "timestep_mean": 443.5, + "epsilon_norm": 4.289231300354004, + "prediction_norm": 2.9471473693847656, + "timestamp": "2025-07-14T12:33:42.095607" + }, + { + "epoch": 246, + "batch_idx": 0, + "loss": 0.14519371092319489, + "learning_rate": 0.0009631328755095337, + "timestep_mean": 546.78125, + "epsilon_norm": 6.606520175933838, + "prediction_norm": 5.700242519378662, + "timestamp": "2025-07-14T12:33:42.100744" + }, + { + "epoch": 246, + "batch_idx": 32, + "loss": 0.3366389274597168, + "learning_rate": 0.0009631328755095337, + "timestep_mean": 508.625, + "epsilon_norm": 7.62266206741333, + "prediction_norm": 5.480016708374023, + "timestamp": "2025-07-14T12:33:42.105887" + }, + { + "epoch": 246, + "batch_idx": 64, + "loss": 0.5093318819999695, + "learning_rate": 0.0009631328755095337, + "timestep_mean": 486.0625, + "epsilon_norm": 8.854898452758789, + "prediction_norm": 6.9354753494262695, + "timestamp": "2025-07-14T12:33:42.111078" + }, + { + "epoch": 246, + "batch_idx": 96, + "loss": 0.4454324245452881, + "learning_rate": 0.0009631328755095337, + "timestep_mean": 510.75, + "epsilon_norm": 7.5648932456970215, + "prediction_norm": 5.270310401916504, + "timestamp": "2025-07-14T12:33:42.116223" + }, + { + "epoch": 246, + "batch_idx": 128, + "loss": 0.42435452342033386, + "learning_rate": 0.0009631328755095337, + "timestep_mean": 460.21875, + "epsilon_norm": 9.08584976196289, + "prediction_norm": 7.117251873016357, + "timestamp": "2025-07-14T12:33:42.121529" + }, + { + "epoch": 246, + "batch_idx": 160, + "loss": 0.2733459770679474, + "learning_rate": 0.0009631328755095337, + "timestep_mean": 494.21875, + "epsilon_norm": 7.858903408050537, + "prediction_norm": 6.3923163414001465, + "timestamp": "2025-07-14T12:33:42.126714" + }, + { + "epoch": 246, + "batch_idx": 192, + "loss": 0.6754292249679565, + "learning_rate": 0.0009631328755095337, + "timestep_mean": 470.625, + "epsilon_norm": 4.70768404006958, + "prediction_norm": 3.3363354206085205, + "timestamp": "2025-07-14T12:33:42.131853" + }, + { + "epoch": 247, + "batch_idx": 0, + "loss": 0.15099528431892395, + "learning_rate": 0.000962836310464675, + "timestep_mean": 516.8125, + "epsilon_norm": 6.400698661804199, + "prediction_norm": 6.232865333557129, + "timestamp": "2025-07-14T12:33:42.137108" + }, + { + "epoch": 247, + "batch_idx": 32, + "loss": 0.32260236144065857, + "learning_rate": 0.000962836310464675, + "timestep_mean": 459.46875, + "epsilon_norm": 7.019588947296143, + "prediction_norm": 5.6025190353393555, + "timestamp": "2025-07-14T12:33:42.142427" + }, + { + "epoch": 247, + "batch_idx": 64, + "loss": 0.4027959406375885, + "learning_rate": 0.000962836310464675, + "timestep_mean": 536.75, + "epsilon_norm": 8.887876510620117, + "prediction_norm": 7.286297798156738, + "timestamp": "2025-07-14T12:33:42.147663" + }, + { + "epoch": 247, + "batch_idx": 96, + "loss": 0.3292312026023865, + "learning_rate": 0.000962836310464675, + "timestep_mean": 508.5, + "epsilon_norm": 7.444075107574463, + "prediction_norm": 6.395957946777344, + "timestamp": "2025-07-14T12:33:42.152866" + }, + { + "epoch": 247, + "batch_idx": 128, + "loss": 0.22006356716156006, + "learning_rate": 0.000962836310464675, + "timestep_mean": 546.8125, + "epsilon_norm": 7.645473957061768, + "prediction_norm": 6.864709377288818, + "timestamp": "2025-07-14T12:33:42.158077" + }, + { + "epoch": 247, + "batch_idx": 160, + "loss": 0.32121965289115906, + "learning_rate": 0.000962836310464675, + "timestep_mean": 467.09375, + "epsilon_norm": 7.813013553619385, + "prediction_norm": 6.796579837799072, + "timestamp": "2025-07-14T12:33:42.163261" + }, + { + "epoch": 247, + "batch_idx": 192, + "loss": 0.6319661140441895, + "learning_rate": 0.000962836310464675, + "timestep_mean": 572.25, + "epsilon_norm": 4.844314098358154, + "prediction_norm": 3.408491373062134, + "timestamp": "2025-07-14T12:33:42.168332" + }, + { + "epoch": 248, + "batch_idx": 0, + "loss": 0.445720374584198, + "learning_rate": 0.0009625386034172292, + "timestep_mean": 442.75, + "epsilon_norm": 7.876131057739258, + "prediction_norm": 5.584854602813721, + "timestamp": "2025-07-14T12:33:42.173577" + }, + { + "epoch": 248, + "batch_idx": 32, + "loss": 0.2836914658546448, + "learning_rate": 0.0009625386034172292, + "timestep_mean": 530.71875, + "epsilon_norm": 8.043829917907715, + "prediction_norm": 6.677227020263672, + "timestamp": "2025-07-14T12:33:42.178775" + }, + { + "epoch": 248, + "batch_idx": 64, + "loss": 0.5104978084564209, + "learning_rate": 0.0009625386034172292, + "timestep_mean": 364.46875, + "epsilon_norm": 8.75587272644043, + "prediction_norm": 5.884483814239502, + "timestamp": "2025-07-14T12:33:42.184095" + }, + { + "epoch": 248, + "batch_idx": 96, + "loss": 0.4536994397640228, + "learning_rate": 0.0009625386034172292, + "timestep_mean": 472.21875, + "epsilon_norm": 7.923215389251709, + "prediction_norm": 5.477219581604004, + "timestamp": "2025-07-14T12:33:42.189324" + }, + { + "epoch": 248, + "batch_idx": 128, + "loss": 0.3465518355369568, + "learning_rate": 0.0009625386034172292, + "timestep_mean": 452.9375, + "epsilon_norm": 6.68222713470459, + "prediction_norm": 5.601228713989258, + "timestamp": "2025-07-14T12:33:42.194520" + }, + { + "epoch": 248, + "batch_idx": 160, + "loss": 0.2786481976509094, + "learning_rate": 0.0009625386034172292, + "timestep_mean": 544.15625, + "epsilon_norm": 8.239627838134766, + "prediction_norm": 7.209095001220703, + "timestamp": "2025-07-14T12:33:42.199705" + }, + { + "epoch": 248, + "batch_idx": 192, + "loss": 0.5800841450691223, + "learning_rate": 0.0009625386034172292, + "timestep_mean": 330.5, + "epsilon_norm": 3.5927679538726807, + "prediction_norm": 2.556485891342163, + "timestamp": "2025-07-14T12:33:42.204913" + }, + { + "epoch": 249, + "batch_idx": 0, + "loss": 0.25866106152534485, + "learning_rate": 0.0009622397551017595, + "timestep_mean": 484.0625, + "epsilon_norm": 7.060512065887451, + "prediction_norm": 6.048542022705078, + "timestamp": "2025-07-14T12:33:42.210146" + }, + { + "epoch": 249, + "batch_idx": 32, + "loss": 0.3321267366409302, + "learning_rate": 0.0009622397551017595, + "timestep_mean": 567.0625, + "epsilon_norm": 8.572933197021484, + "prediction_norm": 7.908308029174805, + "timestamp": "2025-07-14T12:33:42.215397" + }, + { + "epoch": 249, + "batch_idx": 64, + "loss": 0.3370864987373352, + "learning_rate": 0.0009622397551017595, + "timestep_mean": 552.40625, + "epsilon_norm": 8.329862594604492, + "prediction_norm": 6.584588527679443, + "timestamp": "2025-07-14T12:33:42.220703" + }, + { + "epoch": 249, + "batch_idx": 96, + "loss": 0.3087378740310669, + "learning_rate": 0.0009622397551017595, + "timestep_mean": 451.84375, + "epsilon_norm": 7.369382858276367, + "prediction_norm": 5.733143329620361, + "timestamp": "2025-07-14T12:33:42.225906" + }, + { + "epoch": 249, + "batch_idx": 128, + "loss": 0.5199850797653198, + "learning_rate": 0.0009622397551017595, + "timestep_mean": 415.75, + "epsilon_norm": 8.821061134338379, + "prediction_norm": 5.564218997955322, + "timestamp": "2025-07-14T12:33:42.230986" + }, + { + "epoch": 249, + "batch_idx": 160, + "loss": 0.3504268229007721, + "learning_rate": 0.0009622397551017595, + "timestep_mean": 442.46875, + "epsilon_norm": 8.436003684997559, + "prediction_norm": 6.6265177726745605, + "timestamp": "2025-07-14T12:33:42.236253" + }, + { + "epoch": 249, + "batch_idx": 192, + "loss": 0.36788952350616455, + "learning_rate": 0.0009622397551017595, + "timestep_mean": 560.25, + "epsilon_norm": 3.953789472579956, + "prediction_norm": 3.0893688201904297, + "timestamp": "2025-07-14T12:33:42.241352" + }, + { + "epoch": 250, + "batch_idx": 0, + "loss": 0.2295597344636917, + "learning_rate": 0.0009619397662556437, + "timestep_mean": 500.0, + "epsilon_norm": 7.21528959274292, + "prediction_norm": 6.1365251541137695, + "timestamp": "2025-07-14T12:33:42.246507" + }, + { + "epoch": 250, + "batch_idx": 32, + "loss": 0.4242497682571411, + "learning_rate": 0.0009619397662556437, + "timestep_mean": 458.90625, + "epsilon_norm": 9.145475387573242, + "prediction_norm": 6.8108062744140625, + "timestamp": "2025-07-14T12:33:42.251693" + }, + { + "epoch": 250, + "batch_idx": 64, + "loss": 0.2971702814102173, + "learning_rate": 0.0009619397662556437, + "timestep_mean": 466.65625, + "epsilon_norm": 7.996716022491455, + "prediction_norm": 6.932270526885986, + "timestamp": "2025-07-14T12:33:42.256847" + }, + { + "epoch": 250, + "batch_idx": 96, + "loss": 0.24050991237163544, + "learning_rate": 0.0009619397662556437, + "timestep_mean": 535.5625, + "epsilon_norm": 6.7403564453125, + "prediction_norm": 6.226027965545654, + "timestamp": "2025-07-14T12:33:42.262120" + }, + { + "epoch": 250, + "batch_idx": 128, + "loss": 0.5552016496658325, + "learning_rate": 0.0009619397662556437, + "timestep_mean": 330.875, + "epsilon_norm": 8.304445266723633, + "prediction_norm": 6.079875946044922, + "timestamp": "2025-07-14T12:33:42.267387" + }, + { + "epoch": 250, + "batch_idx": 160, + "loss": 0.36839771270751953, + "learning_rate": 0.0009619397662556437, + "timestep_mean": 470.125, + "epsilon_norm": 7.147552013397217, + "prediction_norm": 5.983415126800537, + "timestamp": "2025-07-14T12:33:42.272543" + }, + { + "epoch": 250, + "batch_idx": 192, + "loss": 0.3401331305503845, + "learning_rate": 0.0009619397662556437, + "timestep_mean": 558.5, + "epsilon_norm": 3.8688273429870605, + "prediction_norm": 3.110301971435547, + "timestamp": "2025-07-14T12:33:42.277726" + }, + { + "epoch": 251, + "batch_idx": 0, + "loss": 0.2593400478363037, + "learning_rate": 0.0009616386376190747, + "timestep_mean": 532.28125, + "epsilon_norm": 8.189072608947754, + "prediction_norm": 7.070341110229492, + "timestamp": "2025-07-14T12:33:42.282826" + }, + { + "epoch": 251, + "batch_idx": 32, + "loss": 0.327873170375824, + "learning_rate": 0.0009616386376190747, + "timestep_mean": 532.25, + "epsilon_norm": 7.164290904998779, + "prediction_norm": 5.360599994659424, + "timestamp": "2025-07-14T12:33:42.287718" + }, + { + "epoch": 251, + "batch_idx": 64, + "loss": 0.4580843448638916, + "learning_rate": 0.0009616386376190747, + "timestep_mean": 474.21875, + "epsilon_norm": 8.231637954711914, + "prediction_norm": 5.628023624420166, + "timestamp": "2025-07-14T12:33:42.292587" + }, + { + "epoch": 251, + "batch_idx": 96, + "loss": 0.3280595541000366, + "learning_rate": 0.0009616386376190747, + "timestep_mean": 506.84375, + "epsilon_norm": 7.080455303192139, + "prediction_norm": 4.837930679321289, + "timestamp": "2025-07-14T12:33:42.302010" + }, + { + "epoch": 251, + "batch_idx": 128, + "loss": 0.4374769926071167, + "learning_rate": 0.0009616386376190747, + "timestep_mean": 425.28125, + "epsilon_norm": 8.264566421508789, + "prediction_norm": 6.238140106201172, + "timestamp": "2025-07-14T12:33:42.307011" + }, + { + "epoch": 251, + "batch_idx": 160, + "loss": 0.2611355185508728, + "learning_rate": 0.0009616386376190747, + "timestep_mean": 522.34375, + "epsilon_norm": 8.006803512573242, + "prediction_norm": 7.359671592712402, + "timestamp": "2025-07-14T12:33:42.312045" + }, + { + "epoch": 251, + "batch_idx": 192, + "loss": 0.4835083782672882, + "learning_rate": 0.0009616386376190747, + "timestep_mean": 283.0, + "epsilon_norm": 3.9267594814300537, + "prediction_norm": 2.7675280570983887, + "timestamp": "2025-07-14T12:33:42.317044" + }, + { + "epoch": 252, + "batch_idx": 0, + "loss": 0.4187352657318115, + "learning_rate": 0.0009613363699350578, + "timestep_mean": 487.8125, + "epsilon_norm": 8.212860107421875, + "prediction_norm": 6.105140209197998, + "timestamp": "2025-07-14T12:33:42.321875" + }, + { + "epoch": 252, + "batch_idx": 32, + "loss": 0.2520124316215515, + "learning_rate": 0.0009613363699350578, + "timestep_mean": 472.8125, + "epsilon_norm": 7.275944232940674, + "prediction_norm": 6.1948699951171875, + "timestamp": "2025-07-14T12:33:42.326844" + }, + { + "epoch": 252, + "batch_idx": 64, + "loss": 0.17558452486991882, + "learning_rate": 0.0009613363699350578, + "timestep_mean": 575.5625, + "epsilon_norm": 7.579800128936768, + "prediction_norm": 7.214906692504883, + "timestamp": "2025-07-14T12:33:42.331828" + }, + { + "epoch": 252, + "batch_idx": 96, + "loss": 0.3485753536224365, + "learning_rate": 0.0009613363699350578, + "timestep_mean": 473.53125, + "epsilon_norm": 7.32499361038208, + "prediction_norm": 6.419917583465576, + "timestamp": "2025-07-14T12:33:42.336758" + }, + { + "epoch": 252, + "batch_idx": 128, + "loss": 0.2843817472457886, + "learning_rate": 0.0009613363699350578, + "timestep_mean": 560.0, + "epsilon_norm": 8.528117179870605, + "prediction_norm": 7.974977970123291, + "timestamp": "2025-07-14T12:33:42.341687" + }, + { + "epoch": 252, + "batch_idx": 160, + "loss": 0.2279641032218933, + "learning_rate": 0.0009613363699350578, + "timestep_mean": 629.75, + "epsilon_norm": 8.546510696411133, + "prediction_norm": 8.48138427734375, + "timestamp": "2025-07-14T12:33:42.346578" + }, + { + "epoch": 252, + "batch_idx": 192, + "loss": 0.16777443885803223, + "learning_rate": 0.0009613363699350578, + "timestep_mean": 674.375, + "epsilon_norm": 3.7160706520080566, + "prediction_norm": 3.7104201316833496, + "timestamp": "2025-07-14T12:33:42.351401" + }, + { + "epoch": 253, + "batch_idx": 0, + "loss": 0.27742433547973633, + "learning_rate": 0.0009610329639494079, + "timestep_mean": 517.9375, + "epsilon_norm": 8.022734642028809, + "prediction_norm": 6.729760646820068, + "timestamp": "2025-07-14T12:33:42.356354" + }, + { + "epoch": 253, + "batch_idx": 32, + "loss": 0.47236448526382446, + "learning_rate": 0.0009610329639494079, + "timestep_mean": 437.0, + "epsilon_norm": 7.051414489746094, + "prediction_norm": 5.539896488189697, + "timestamp": "2025-07-14T12:33:42.361286" + }, + { + "epoch": 253, + "batch_idx": 64, + "loss": 0.2752629518508911, + "learning_rate": 0.0009610329639494079, + "timestep_mean": 515.34375, + "epsilon_norm": 7.803750991821289, + "prediction_norm": 6.069071292877197, + "timestamp": "2025-07-14T12:33:42.366146" + }, + { + "epoch": 253, + "batch_idx": 96, + "loss": 0.4439041018486023, + "learning_rate": 0.0009610329639494079, + "timestep_mean": 433.9375, + "epsilon_norm": 7.980780601501465, + "prediction_norm": 5.497969150543213, + "timestamp": "2025-07-14T12:33:42.371075" + }, + { + "epoch": 253, + "batch_idx": 128, + "loss": 0.32579565048217773, + "learning_rate": 0.0009610329639494079, + "timestep_mean": 459.6875, + "epsilon_norm": 7.224947452545166, + "prediction_norm": 5.620479106903076, + "timestamp": "2025-07-14T12:33:42.375978" + }, + { + "epoch": 253, + "batch_idx": 160, + "loss": 0.39849987626075745, + "learning_rate": 0.0009610329639494079, + "timestep_mean": 461.34375, + "epsilon_norm": 9.041139602661133, + "prediction_norm": 6.347946643829346, + "timestamp": "2025-07-14T12:33:42.380908" + }, + { + "epoch": 253, + "batch_idx": 192, + "loss": 0.14904987812042236, + "learning_rate": 0.0009610329639494079, + "timestep_mean": 602.375, + "epsilon_norm": 3.792280912399292, + "prediction_norm": 3.0838205814361572, + "timestamp": "2025-07-14T12:33:42.385868" + }, + { + "epoch": 254, + "batch_idx": 0, + "loss": 0.3699157238006592, + "learning_rate": 0.0009607284204107496, + "timestep_mean": 568.21875, + "epsilon_norm": 7.115604400634766, + "prediction_norm": 4.9023661613464355, + "timestamp": "2025-07-14T12:33:42.390790" + }, + { + "epoch": 254, + "batch_idx": 32, + "loss": 0.25303149223327637, + "learning_rate": 0.0009607284204107496, + "timestep_mean": 480.125, + "epsilon_norm": 8.480204582214355, + "prediction_norm": 7.295487880706787, + "timestamp": "2025-07-14T12:33:42.395871" + }, + { + "epoch": 254, + "batch_idx": 64, + "loss": 0.38534873723983765, + "learning_rate": 0.0009607284204107496, + "timestep_mean": 433.6875, + "epsilon_norm": 7.37945032119751, + "prediction_norm": 5.253054618835449, + "timestamp": "2025-07-14T12:33:42.400884" + }, + { + "epoch": 254, + "batch_idx": 96, + "loss": 0.3089044988155365, + "learning_rate": 0.0009607284204107496, + "timestep_mean": 546.125, + "epsilon_norm": 8.793208122253418, + "prediction_norm": 6.71982479095459, + "timestamp": "2025-07-14T12:33:42.405860" + }, + { + "epoch": 254, + "batch_idx": 128, + "loss": 0.41258013248443604, + "learning_rate": 0.0009607284204107496, + "timestep_mean": 435.875, + "epsilon_norm": 7.879859447479248, + "prediction_norm": 5.631402492523193, + "timestamp": "2025-07-14T12:33:42.410717" + }, + { + "epoch": 254, + "batch_idx": 160, + "loss": 0.3717595338821411, + "learning_rate": 0.0009607284204107496, + "timestep_mean": 528.25, + "epsilon_norm": 8.404594421386719, + "prediction_norm": 7.100460529327393, + "timestamp": "2025-07-14T12:33:42.415883" + }, + { + "epoch": 254, + "batch_idx": 192, + "loss": 0.16116686165332794, + "learning_rate": 0.0009607284204107496, + "timestep_mean": 511.875, + "epsilon_norm": 3.1001217365264893, + "prediction_norm": 2.4234931468963623, + "timestamp": "2025-07-14T12:33:42.421263" + }, + { + "epoch": 255, + "batch_idx": 0, + "loss": 0.2619541585445404, + "learning_rate": 0.0009604227400705136, + "timestep_mean": 511.71875, + "epsilon_norm": 8.959439277648926, + "prediction_norm": 8.55776309967041, + "timestamp": "2025-07-14T12:33:42.426437" + }, + { + "epoch": 255, + "batch_idx": 32, + "loss": 0.3434302508831024, + "learning_rate": 0.0009604227400705136, + "timestep_mean": 484.75, + "epsilon_norm": 7.718499660491943, + "prediction_norm": 6.416794300079346, + "timestamp": "2025-07-14T12:33:42.431602" + }, + { + "epoch": 255, + "batch_idx": 64, + "loss": 0.5933029651641846, + "learning_rate": 0.0009604227400705136, + "timestep_mean": 456.8125, + "epsilon_norm": 8.43149471282959, + "prediction_norm": 6.259721279144287, + "timestamp": "2025-07-14T12:33:42.436531" + }, + { + "epoch": 255, + "batch_idx": 96, + "loss": 0.4220585227012634, + "learning_rate": 0.0009604227400705136, + "timestep_mean": 463.03125, + "epsilon_norm": 8.536669731140137, + "prediction_norm": 7.112143516540527, + "timestamp": "2025-07-14T12:33:42.441447" + }, + { + "epoch": 255, + "batch_idx": 128, + "loss": 0.4034930467605591, + "learning_rate": 0.0009604227400705136, + "timestep_mean": 495.125, + "epsilon_norm": 8.68695068359375, + "prediction_norm": 6.762289047241211, + "timestamp": "2025-07-14T12:33:42.446466" + }, + { + "epoch": 255, + "batch_idx": 160, + "loss": 0.36221933364868164, + "learning_rate": 0.0009604227400705136, + "timestep_mean": 478.25, + "epsilon_norm": 7.5705108642578125, + "prediction_norm": 5.954532146453857, + "timestamp": "2025-07-14T12:33:42.451350" + }, + { + "epoch": 255, + "batch_idx": 192, + "loss": 0.7719384431838989, + "learning_rate": 0.0009604227400705136, + "timestep_mean": 245.75, + "epsilon_norm": 5.036623001098633, + "prediction_norm": 4.229990005493164, + "timestamp": "2025-07-14T12:33:42.456306" + }, + { + "epoch": 256, + "batch_idx": 0, + "loss": 0.2653079330921173, + "learning_rate": 0.0009601159236829356, + "timestep_mean": 494.5, + "epsilon_norm": 7.088785648345947, + "prediction_norm": 6.41112756729126, + "timestamp": "2025-07-14T12:33:42.461357" + }, + { + "epoch": 256, + "batch_idx": 32, + "loss": 0.2676044702529907, + "learning_rate": 0.0009601159236829356, + "timestep_mean": 419.28125, + "epsilon_norm": 8.299417495727539, + "prediction_norm": 6.97492790222168, + "timestamp": "2025-07-14T12:33:42.466696" + }, + { + "epoch": 256, + "batch_idx": 64, + "loss": 0.22591477632522583, + "learning_rate": 0.0009601159236829356, + "timestep_mean": 512.75, + "epsilon_norm": 7.29892110824585, + "prediction_norm": 6.464282989501953, + "timestamp": "2025-07-14T12:33:42.472920" + }, + { + "epoch": 256, + "batch_idx": 96, + "loss": 0.23404930531978607, + "learning_rate": 0.0009601159236829356, + "timestep_mean": 477.875, + "epsilon_norm": 6.720057010650635, + "prediction_norm": 5.775899887084961, + "timestamp": "2025-07-14T12:33:42.478378" + }, + { + "epoch": 256, + "batch_idx": 128, + "loss": 0.2929326891899109, + "learning_rate": 0.0009601159236829356, + "timestep_mean": 457.5, + "epsilon_norm": 7.121748447418213, + "prediction_norm": 5.8067402839660645, + "timestamp": "2025-07-14T12:33:42.483769" + }, + { + "epoch": 256, + "batch_idx": 160, + "loss": 0.27665868401527405, + "learning_rate": 0.0009601159236829356, + "timestep_mean": 468.34375, + "epsilon_norm": 8.230920791625977, + "prediction_norm": 7.146592617034912, + "timestamp": "2025-07-14T12:33:42.488682" + }, + { + "epoch": 256, + "batch_idx": 192, + "loss": 0.2699699401855469, + "learning_rate": 0.0009601159236829356, + "timestep_mean": 569.5, + "epsilon_norm": 3.323099136352539, + "prediction_norm": 2.492489814758301, + "timestamp": "2025-07-14T12:33:42.493782" + }, + { + "epoch": 257, + "batch_idx": 0, + "loss": 0.2937653660774231, + "learning_rate": 0.0009598079720050547, + "timestep_mean": 493.15625, + "epsilon_norm": 7.701318264007568, + "prediction_norm": 6.0223894119262695, + "timestamp": "2025-07-14T12:33:42.498737" + }, + { + "epoch": 257, + "batch_idx": 32, + "loss": 0.33691680431365967, + "learning_rate": 0.0009598079720050547, + "timestep_mean": 490.1875, + "epsilon_norm": 8.6082763671875, + "prediction_norm": 6.979051113128662, + "timestamp": "2025-07-14T12:33:42.503794" + }, + { + "epoch": 257, + "batch_idx": 64, + "loss": 0.308096706867218, + "learning_rate": 0.0009598079720050547, + "timestep_mean": 489.53125, + "epsilon_norm": 7.117594242095947, + "prediction_norm": 5.398326873779297, + "timestamp": "2025-07-14T12:33:42.508758" + }, + { + "epoch": 257, + "batch_idx": 96, + "loss": 0.34079042077064514, + "learning_rate": 0.0009598079720050547, + "timestep_mean": 465.21875, + "epsilon_norm": 7.776247978210449, + "prediction_norm": 6.244919300079346, + "timestamp": "2025-07-14T12:33:42.513675" + }, + { + "epoch": 257, + "batch_idx": 128, + "loss": 0.2896559536457062, + "learning_rate": 0.0009598079720050547, + "timestep_mean": 444.84375, + "epsilon_norm": 7.119440078735352, + "prediction_norm": 6.011839866638184, + "timestamp": "2025-07-14T12:33:42.518810" + }, + { + "epoch": 257, + "batch_idx": 160, + "loss": 0.4783017933368683, + "learning_rate": 0.0009598079720050547, + "timestep_mean": 545.9375, + "epsilon_norm": 7.72016716003418, + "prediction_norm": 6.105885982513428, + "timestamp": "2025-07-14T12:33:42.524020" + }, + { + "epoch": 257, + "batch_idx": 192, + "loss": 0.4527190625667572, + "learning_rate": 0.0009598079720050547, + "timestep_mean": 471.5, + "epsilon_norm": 3.3398051261901855, + "prediction_norm": 2.530893087387085, + "timestamp": "2025-07-14T12:33:42.529197" + }, + { + "epoch": 258, + "batch_idx": 0, + "loss": 0.33240553736686707, + "learning_rate": 0.000959498885796711, + "timestep_mean": 539.4375, + "epsilon_norm": 8.406532287597656, + "prediction_norm": 7.380124092102051, + "timestamp": "2025-07-14T12:33:42.534364" + }, + { + "epoch": 258, + "batch_idx": 32, + "loss": 0.24594084918498993, + "learning_rate": 0.000959498885796711, + "timestep_mean": 480.65625, + "epsilon_norm": 7.194711685180664, + "prediction_norm": 6.550598621368408, + "timestamp": "2025-07-14T12:33:42.539426" + }, + { + "epoch": 258, + "batch_idx": 64, + "loss": 0.4852291941642761, + "learning_rate": 0.000959498885796711, + "timestep_mean": 409.09375, + "epsilon_norm": 8.442928314208984, + "prediction_norm": 6.213719367980957, + "timestamp": "2025-07-14T12:33:42.544634" + }, + { + "epoch": 258, + "batch_idx": 96, + "loss": 0.2303948700428009, + "learning_rate": 0.000959498885796711, + "timestep_mean": 493.03125, + "epsilon_norm": 7.819971084594727, + "prediction_norm": 6.133723258972168, + "timestamp": "2025-07-14T12:33:42.549706" + }, + { + "epoch": 258, + "batch_idx": 128, + "loss": 0.3449195325374603, + "learning_rate": 0.000959498885796711, + "timestep_mean": 495.15625, + "epsilon_norm": 8.3511323928833, + "prediction_norm": 6.401870250701904, + "timestamp": "2025-07-14T12:33:42.554781" + }, + { + "epoch": 258, + "batch_idx": 160, + "loss": 0.2795366644859314, + "learning_rate": 0.000959498885796711, + "timestep_mean": 534.1875, + "epsilon_norm": 8.619440078735352, + "prediction_norm": 6.045011043548584, + "timestamp": "2025-07-14T12:33:42.559675" + }, + { + "epoch": 258, + "batch_idx": 192, + "loss": 0.30910658836364746, + "learning_rate": 0.000959498885796711, + "timestep_mean": 460.125, + "epsilon_norm": 3.222166061401367, + "prediction_norm": 2.1238982677459717, + "timestamp": "2025-07-14T12:33:42.564622" + }, + { + "epoch": 259, + "batch_idx": 0, + "loss": 0.508135199546814, + "learning_rate": 0.0009591886658205441, + "timestep_mean": 497.0, + "epsilon_norm": 8.308491706848145, + "prediction_norm": 5.601384162902832, + "timestamp": "2025-07-14T12:33:42.569706" + }, + { + "epoch": 259, + "batch_idx": 32, + "loss": 0.2477201670408249, + "learning_rate": 0.0009591886658205441, + "timestep_mean": 481.71875, + "epsilon_norm": 7.648263454437256, + "prediction_norm": 6.224039554595947, + "timestamp": "2025-07-14T12:33:42.574827" + }, + { + "epoch": 259, + "batch_idx": 64, + "loss": 0.2291359305381775, + "learning_rate": 0.0009591886658205441, + "timestep_mean": 565.21875, + "epsilon_norm": 8.148090362548828, + "prediction_norm": 6.8713226318359375, + "timestamp": "2025-07-14T12:33:42.579898" + }, + { + "epoch": 259, + "batch_idx": 96, + "loss": 0.3659017086029053, + "learning_rate": 0.0009591886658205441, + "timestep_mean": 461.03125, + "epsilon_norm": 8.266215324401855, + "prediction_norm": 6.448995590209961, + "timestamp": "2025-07-14T12:33:42.585015" + }, + { + "epoch": 259, + "batch_idx": 128, + "loss": 0.38319459557533264, + "learning_rate": 0.0009591886658205441, + "timestep_mean": 514.0, + "epsilon_norm": 8.766351699829102, + "prediction_norm": 6.968611717224121, + "timestamp": "2025-07-14T12:33:42.590104" + }, + { + "epoch": 259, + "batch_idx": 160, + "loss": 0.2595463693141937, + "learning_rate": 0.0009591886658205441, + "timestep_mean": 533.5, + "epsilon_norm": 7.306024074554443, + "prediction_norm": 6.5672430992126465, + "timestamp": "2025-07-14T12:33:42.595102" + }, + { + "epoch": 259, + "batch_idx": 192, + "loss": 0.8287380933761597, + "learning_rate": 0.0009591886658205441, + "timestep_mean": 428.875, + "epsilon_norm": 4.6088337898254395, + "prediction_norm": 2.313778877258301, + "timestamp": "2025-07-14T12:33:42.600088" + }, + { + "epoch": 260, + "batch_idx": 0, + "loss": 0.2729886770248413, + "learning_rate": 0.0009588773128419908, + "timestep_mean": 546.34375, + "epsilon_norm": 7.215595722198486, + "prediction_norm": 6.405482769012451, + "timestamp": "2025-07-14T12:33:42.605156" + }, + { + "epoch": 260, + "batch_idx": 32, + "loss": 0.2511187791824341, + "learning_rate": 0.0009588773128419908, + "timestep_mean": 520.5, + "epsilon_norm": 8.677741050720215, + "prediction_norm": 7.956971168518066, + "timestamp": "2025-07-14T12:33:42.610042" + }, + { + "epoch": 260, + "batch_idx": 64, + "loss": 0.2724774181842804, + "learning_rate": 0.0009588773128419908, + "timestep_mean": 560.65625, + "epsilon_norm": 7.48033332824707, + "prediction_norm": 6.003373146057129, + "timestamp": "2025-07-14T12:33:42.615183" + }, + { + "epoch": 260, + "batch_idx": 96, + "loss": 0.3323656916618347, + "learning_rate": 0.0009588773128419908, + "timestep_mean": 509.875, + "epsilon_norm": 7.625157356262207, + "prediction_norm": 6.278683662414551, + "timestamp": "2025-07-14T12:33:42.621609" + }, + { + "epoch": 260, + "batch_idx": 128, + "loss": 0.2072032243013382, + "learning_rate": 0.0009588773128419908, + "timestep_mean": 475.5625, + "epsilon_norm": 7.416119575500488, + "prediction_norm": 6.354039669036865, + "timestamp": "2025-07-14T12:33:42.626750" + }, + { + "epoch": 260, + "batch_idx": 160, + "loss": 0.3297930061817169, + "learning_rate": 0.0009588773128419908, + "timestep_mean": 502.21875, + "epsilon_norm": 8.204290390014648, + "prediction_norm": 7.073162078857422, + "timestamp": "2025-07-14T12:33:42.631835" + }, + { + "epoch": 260, + "batch_idx": 192, + "loss": 0.41941043734550476, + "learning_rate": 0.0009588773128419908, + "timestep_mean": 557.125, + "epsilon_norm": 3.5020859241485596, + "prediction_norm": 3.079547643661499, + "timestamp": "2025-07-14T12:33:42.638066" + }, + { + "epoch": 261, + "batch_idx": 0, + "loss": 0.4152694344520569, + "learning_rate": 0.0009585648276292839, + "timestep_mean": 463.96875, + "epsilon_norm": 7.951239109039307, + "prediction_norm": 6.678215980529785, + "timestamp": "2025-07-14T12:33:42.643606" + }, + { + "epoch": 261, + "batch_idx": 32, + "loss": 0.2562418580055237, + "learning_rate": 0.0009585648276292839, + "timestep_mean": 616.5, + "epsilon_norm": 7.773021697998047, + "prediction_norm": 6.836628437042236, + "timestamp": "2025-07-14T12:33:42.648942" + }, + { + "epoch": 261, + "batch_idx": 64, + "loss": 0.13415902853012085, + "learning_rate": 0.0009585648276292839, + "timestep_mean": 525.6875, + "epsilon_norm": 7.947964668273926, + "prediction_norm": 7.458927154541016, + "timestamp": "2025-07-14T12:33:42.654447" + }, + { + "epoch": 261, + "batch_idx": 96, + "loss": 0.32758063077926636, + "learning_rate": 0.0009585648276292839, + "timestep_mean": 575.40625, + "epsilon_norm": 8.153164863586426, + "prediction_norm": 6.557496070861816, + "timestamp": "2025-07-14T12:33:42.659870" + }, + { + "epoch": 261, + "batch_idx": 128, + "loss": 0.27255070209503174, + "learning_rate": 0.0009585648276292839, + "timestep_mean": 514.90625, + "epsilon_norm": 8.055773735046387, + "prediction_norm": 7.3368821144104, + "timestamp": "2025-07-14T12:33:42.665078" + }, + { + "epoch": 261, + "batch_idx": 160, + "loss": 0.18338477611541748, + "learning_rate": 0.0009585648276292839, + "timestep_mean": 507.46875, + "epsilon_norm": 6.520529747009277, + "prediction_norm": 5.42018461227417, + "timestamp": "2025-07-14T12:33:42.670410" + }, + { + "epoch": 261, + "batch_idx": 192, + "loss": 0.4676479399204254, + "learning_rate": 0.0009585648276292839, + "timestep_mean": 480.75, + "epsilon_norm": 4.069939136505127, + "prediction_norm": 3.1469922065734863, + "timestamp": "2025-07-14T12:33:42.675762" + }, + { + "epoch": 262, + "batch_idx": 0, + "loss": 0.2040361613035202, + "learning_rate": 0.0009582512109534492, + "timestep_mean": 492.59375, + "epsilon_norm": 7.308541774749756, + "prediction_norm": 6.600910663604736, + "timestamp": "2025-07-14T12:33:42.681097" + }, + { + "epoch": 262, + "batch_idx": 32, + "loss": 0.3849254846572876, + "learning_rate": 0.0009582512109534492, + "timestep_mean": 513.6875, + "epsilon_norm": 9.021173477172852, + "prediction_norm": 7.177058219909668, + "timestamp": "2025-07-14T12:33:42.686410" + }, + { + "epoch": 262, + "batch_idx": 64, + "loss": 0.37891319394111633, + "learning_rate": 0.0009582512109534492, + "timestep_mean": 410.46875, + "epsilon_norm": 7.446741580963135, + "prediction_norm": 5.020070552825928, + "timestamp": "2025-07-14T12:33:42.691547" + }, + { + "epoch": 262, + "batch_idx": 96, + "loss": 0.17970792949199677, + "learning_rate": 0.0009582512109534492, + "timestep_mean": 574.125, + "epsilon_norm": 7.966298580169678, + "prediction_norm": 6.728221416473389, + "timestamp": "2025-07-14T12:33:42.696836" + }, + { + "epoch": 262, + "batch_idx": 128, + "loss": 0.20223365724086761, + "learning_rate": 0.0009582512109534492, + "timestep_mean": 542.875, + "epsilon_norm": 6.655958652496338, + "prediction_norm": 5.571084499359131, + "timestamp": "2025-07-14T12:33:42.702106" + }, + { + "epoch": 262, + "batch_idx": 160, + "loss": 0.19250187277793884, + "learning_rate": 0.0009582512109534492, + "timestep_mean": 531.5, + "epsilon_norm": 7.352254867553711, + "prediction_norm": 6.0272698402404785, + "timestamp": "2025-07-14T12:33:42.707311" + }, + { + "epoch": 262, + "batch_idx": 192, + "loss": 0.12579283118247986, + "learning_rate": 0.0009582512109534492, + "timestep_mean": 432.75, + "epsilon_norm": 3.811613082885742, + "prediction_norm": 3.5645289421081543, + "timestamp": "2025-07-14T12:33:42.712568" + }, + { + "epoch": 263, + "batch_idx": 0, + "loss": 0.368137001991272, + "learning_rate": 0.0009579364635883051, + "timestep_mean": 491.875, + "epsilon_norm": 8.048986434936523, + "prediction_norm": 5.962050914764404, + "timestamp": "2025-07-14T12:33:42.717681" + }, + { + "epoch": 263, + "batch_idx": 32, + "loss": 0.417609304189682, + "learning_rate": 0.0009579364635883051, + "timestep_mean": 570.53125, + "epsilon_norm": 8.795953750610352, + "prediction_norm": 7.065436840057373, + "timestamp": "2025-07-14T12:33:42.722835" + }, + { + "epoch": 263, + "batch_idx": 64, + "loss": 0.2903348207473755, + "learning_rate": 0.0009579364635883051, + "timestep_mean": 625.5, + "epsilon_norm": 8.277665138244629, + "prediction_norm": 7.438764572143555, + "timestamp": "2025-07-14T12:33:42.728097" + }, + { + "epoch": 263, + "batch_idx": 96, + "loss": 0.41260671615600586, + "learning_rate": 0.0009579364635883051, + "timestep_mean": 506.96875, + "epsilon_norm": 8.054598808288574, + "prediction_norm": 6.533071517944336, + "timestamp": "2025-07-14T12:33:42.733359" + }, + { + "epoch": 263, + "batch_idx": 128, + "loss": 0.47449642419815063, + "learning_rate": 0.0009579364635883051, + "timestep_mean": 405.375, + "epsilon_norm": 8.145397186279297, + "prediction_norm": 6.903686046600342, + "timestamp": "2025-07-14T12:33:42.738538" + }, + { + "epoch": 263, + "batch_idx": 160, + "loss": 0.31277310848236084, + "learning_rate": 0.0009579364635883051, + "timestep_mean": 534.125, + "epsilon_norm": 8.844175338745117, + "prediction_norm": 7.776297092437744, + "timestamp": "2025-07-14T12:33:42.743763" + }, + { + "epoch": 263, + "batch_idx": 192, + "loss": 0.4478166103363037, + "learning_rate": 0.0009579364635883051, + "timestep_mean": 395.5, + "epsilon_norm": 5.05605936050415, + "prediction_norm": 3.295231819152832, + "timestamp": "2025-07-14T12:33:42.748836" + }, + { + "epoch": 264, + "batch_idx": 0, + "loss": 0.39714860916137695, + "learning_rate": 0.0009576205863104591, + "timestep_mean": 524.28125, + "epsilon_norm": 8.388583183288574, + "prediction_norm": 6.558848857879639, + "timestamp": "2025-07-14T12:33:42.754226" + }, + { + "epoch": 264, + "batch_idx": 32, + "loss": 0.2775366008281708, + "learning_rate": 0.0009576205863104591, + "timestep_mean": 490.46875, + "epsilon_norm": 8.203421592712402, + "prediction_norm": 7.647592067718506, + "timestamp": "2025-07-14T12:33:42.759336" + }, + { + "epoch": 264, + "batch_idx": 64, + "loss": 0.6122229099273682, + "learning_rate": 0.0009576205863104591, + "timestep_mean": 484.96875, + "epsilon_norm": 8.21510124206543, + "prediction_norm": 6.082369327545166, + "timestamp": "2025-07-14T12:33:42.764493" + }, + { + "epoch": 264, + "batch_idx": 96, + "loss": 0.32987546920776367, + "learning_rate": 0.0009576205863104591, + "timestep_mean": 515.8125, + "epsilon_norm": 7.595113754272461, + "prediction_norm": 5.9294843673706055, + "timestamp": "2025-07-14T12:33:42.769787" + }, + { + "epoch": 264, + "batch_idx": 128, + "loss": 0.38397568464279175, + "learning_rate": 0.0009576205863104591, + "timestep_mean": 440.53125, + "epsilon_norm": 7.797076225280762, + "prediction_norm": 6.562893390655518, + "timestamp": "2025-07-14T12:33:42.774944" + }, + { + "epoch": 264, + "batch_idx": 160, + "loss": 0.3492473065853119, + "learning_rate": 0.0009576205863104591, + "timestep_mean": 542.90625, + "epsilon_norm": 7.6874566078186035, + "prediction_norm": 5.69131326675415, + "timestamp": "2025-07-14T12:33:42.780167" + }, + { + "epoch": 264, + "batch_idx": 192, + "loss": 0.14339911937713623, + "learning_rate": 0.0009576205863104591, + "timestep_mean": 465.375, + "epsilon_norm": 4.125204086303711, + "prediction_norm": 3.724910259246826, + "timestamp": "2025-07-14T12:33:42.785372" + }, + { + "epoch": 265, + "batch_idx": 0, + "loss": 0.3729681372642517, + "learning_rate": 0.0009573035798993072, + "timestep_mean": 447.34375, + "epsilon_norm": 7.982299327850342, + "prediction_norm": 6.335365295410156, + "timestamp": "2025-07-14T12:33:42.790602" + }, + { + "epoch": 265, + "batch_idx": 32, + "loss": 0.24050942063331604, + "learning_rate": 0.0009573035798993072, + "timestep_mean": 511.625, + "epsilon_norm": 7.4099507331848145, + "prediction_norm": 6.288759231567383, + "timestamp": "2025-07-14T12:33:42.796046" + }, + { + "epoch": 265, + "batch_idx": 64, + "loss": 0.3097451627254486, + "learning_rate": 0.0009573035798993072, + "timestep_mean": 544.875, + "epsilon_norm": 7.935401439666748, + "prediction_norm": 6.943385124206543, + "timestamp": "2025-07-14T12:33:42.801135" + }, + { + "epoch": 265, + "batch_idx": 96, + "loss": 0.45266062021255493, + "learning_rate": 0.0009573035798993072, + "timestep_mean": 500.3125, + "epsilon_norm": 8.541009902954102, + "prediction_norm": 6.7345757484436035, + "timestamp": "2025-07-14T12:33:42.806226" + }, + { + "epoch": 265, + "batch_idx": 128, + "loss": 0.2412552833557129, + "learning_rate": 0.0009573035798993072, + "timestep_mean": 469.0625, + "epsilon_norm": 7.493993759155273, + "prediction_norm": 5.962330341339111, + "timestamp": "2025-07-14T12:33:42.811336" + }, + { + "epoch": 265, + "batch_idx": 160, + "loss": 0.17156846821308136, + "learning_rate": 0.0009573035798993072, + "timestep_mean": 569.4375, + "epsilon_norm": 8.191346168518066, + "prediction_norm": 7.300162315368652, + "timestamp": "2025-07-14T12:33:42.816437" + }, + { + "epoch": 265, + "batch_idx": 192, + "loss": 0.22606846690177917, + "learning_rate": 0.0009573035798993072, + "timestep_mean": 519.875, + "epsilon_norm": 4.8501811027526855, + "prediction_norm": 4.099292755126953, + "timestamp": "2025-07-14T12:33:42.821559" + }, + { + "epoch": 266, + "batch_idx": 0, + "loss": 0.36687079071998596, + "learning_rate": 0.000956985445137031, + "timestep_mean": 447.03125, + "epsilon_norm": 7.2100982666015625, + "prediction_norm": 5.391615867614746, + "timestamp": "2025-07-14T12:33:42.826776" + }, + { + "epoch": 266, + "batch_idx": 32, + "loss": 0.3198414742946625, + "learning_rate": 0.000956985445137031, + "timestep_mean": 587.0, + "epsilon_norm": 8.185173034667969, + "prediction_norm": 6.814352512359619, + "timestamp": "2025-07-14T12:33:42.832018" + }, + { + "epoch": 266, + "batch_idx": 64, + "loss": 0.5030628442764282, + "learning_rate": 0.000956985445137031, + "timestep_mean": 430.5, + "epsilon_norm": 7.971944332122803, + "prediction_norm": 5.3079071044921875, + "timestamp": "2025-07-14T12:33:42.837044" + }, + { + "epoch": 266, + "batch_idx": 96, + "loss": 0.3585372269153595, + "learning_rate": 0.000956985445137031, + "timestep_mean": 495.1875, + "epsilon_norm": 7.220314979553223, + "prediction_norm": 6.015036582946777, + "timestamp": "2025-07-14T12:33:42.842039" + }, + { + "epoch": 266, + "batch_idx": 128, + "loss": 0.5491623878479004, + "learning_rate": 0.000956985445137031, + "timestep_mean": 479.3125, + "epsilon_norm": 8.752286911010742, + "prediction_norm": 6.127659797668457, + "timestamp": "2025-07-14T12:33:42.846866" + }, + { + "epoch": 266, + "batch_idx": 160, + "loss": 0.3075769245624542, + "learning_rate": 0.000956985445137031, + "timestep_mean": 438.09375, + "epsilon_norm": 8.462896347045898, + "prediction_norm": 6.663125991821289, + "timestamp": "2025-07-14T12:33:42.851739" + }, + { + "epoch": 266, + "batch_idx": 192, + "loss": 0.3083544969558716, + "learning_rate": 0.000956985445137031, + "timestep_mean": 588.25, + "epsilon_norm": 4.368552207946777, + "prediction_norm": 4.004289627075195, + "timestamp": "2025-07-14T12:33:42.856584" + }, + { + "epoch": 267, + "batch_idx": 0, + "loss": 0.2366217076778412, + "learning_rate": 0.0009566661828085965, + "timestep_mean": 574.125, + "epsilon_norm": 8.306273460388184, + "prediction_norm": 7.399158477783203, + "timestamp": "2025-07-14T12:33:42.861639" + }, + { + "epoch": 267, + "batch_idx": 32, + "loss": 0.35052788257598877, + "learning_rate": 0.0009566661828085965, + "timestep_mean": 482.5, + "epsilon_norm": 7.865785598754883, + "prediction_norm": 6.078075408935547, + "timestamp": "2025-07-14T12:33:42.866519" + }, + { + "epoch": 267, + "batch_idx": 64, + "loss": 0.22753363847732544, + "learning_rate": 0.0009566661828085965, + "timestep_mean": 482.84375, + "epsilon_norm": 7.0268874168396, + "prediction_norm": 6.043872356414795, + "timestamp": "2025-07-14T12:33:42.871400" + }, + { + "epoch": 267, + "batch_idx": 96, + "loss": 0.3668428063392639, + "learning_rate": 0.0009566661828085965, + "timestep_mean": 434.0, + "epsilon_norm": 7.930110454559326, + "prediction_norm": 5.927646636962891, + "timestamp": "2025-07-14T12:33:42.876246" + }, + { + "epoch": 267, + "batch_idx": 128, + "loss": 0.3016645014286041, + "learning_rate": 0.0009566661828085965, + "timestep_mean": 473.34375, + "epsilon_norm": 8.346257209777832, + "prediction_norm": 6.621098518371582, + "timestamp": "2025-07-14T12:33:42.881162" + }, + { + "epoch": 267, + "batch_idx": 160, + "loss": 0.28927701711654663, + "learning_rate": 0.0009566661828085965, + "timestep_mean": 528.90625, + "epsilon_norm": 7.121756553649902, + "prediction_norm": 5.681346416473389, + "timestamp": "2025-07-14T12:33:42.886005" + }, + { + "epoch": 267, + "batch_idx": 192, + "loss": 0.2781168222427368, + "learning_rate": 0.0009566661828085965, + "timestep_mean": 444.0, + "epsilon_norm": 3.5560896396636963, + "prediction_norm": 2.96360445022583, + "timestamp": "2025-07-14T12:33:42.890921" + }, + { + "epoch": 268, + "batch_idx": 0, + "loss": 0.22886478900909424, + "learning_rate": 0.0009563457937017518, + "timestep_mean": 466.0625, + "epsilon_norm": 6.268468856811523, + "prediction_norm": 6.266790390014648, + "timestamp": "2025-07-14T12:33:42.895850" + }, + { + "epoch": 268, + "batch_idx": 32, + "loss": 0.2382570505142212, + "learning_rate": 0.0009563457937017518, + "timestep_mean": 565.46875, + "epsilon_norm": 7.124578952789307, + "prediction_norm": 6.24500036239624, + "timestamp": "2025-07-14T12:33:42.900685" + }, + { + "epoch": 268, + "batch_idx": 64, + "loss": 0.38458600640296936, + "learning_rate": 0.0009563457937017518, + "timestep_mean": 529.125, + "epsilon_norm": 8.074642181396484, + "prediction_norm": 6.177724838256836, + "timestamp": "2025-07-14T12:33:42.910351" + }, + { + "epoch": 268, + "batch_idx": 96, + "loss": 0.37435027956962585, + "learning_rate": 0.0009563457937017518, + "timestep_mean": 512.03125, + "epsilon_norm": 7.629035949707031, + "prediction_norm": 6.239115238189697, + "timestamp": "2025-07-14T12:33:42.915427" + }, + { + "epoch": 268, + "batch_idx": 128, + "loss": 0.24594929814338684, + "learning_rate": 0.0009563457937017518, + "timestep_mean": 488.15625, + "epsilon_norm": 7.9307355880737305, + "prediction_norm": 6.618714809417725, + "timestamp": "2025-07-14T12:33:42.920346" + }, + { + "epoch": 268, + "batch_idx": 160, + "loss": 0.31562408804893494, + "learning_rate": 0.0009563457937017518, + "timestep_mean": 531.03125, + "epsilon_norm": 8.411787033081055, + "prediction_norm": 7.850581645965576, + "timestamp": "2025-07-14T12:33:42.925400" + }, + { + "epoch": 268, + "batch_idx": 192, + "loss": 0.07893136143684387, + "learning_rate": 0.0009563457937017518, + "timestep_mean": 552.25, + "epsilon_norm": 3.80777907371521, + "prediction_norm": 3.614226818084717, + "timestamp": "2025-07-14T12:33:42.930588" + }, + { + "epoch": 269, + "batch_idx": 0, + "loss": 0.29219892621040344, + "learning_rate": 0.0009560242786070251, + "timestep_mean": 481.09375, + "epsilon_norm": 8.356796264648438, + "prediction_norm": 6.828084945678711, + "timestamp": "2025-07-14T12:33:42.935740" + }, + { + "epoch": 269, + "batch_idx": 32, + "loss": 0.14655150473117828, + "learning_rate": 0.0009560242786070251, + "timestep_mean": 572.75, + "epsilon_norm": 8.78822135925293, + "prediction_norm": 7.900921821594238, + "timestamp": "2025-07-14T12:33:42.940679" + }, + { + "epoch": 269, + "batch_idx": 64, + "loss": 0.30622124671936035, + "learning_rate": 0.0009560242786070251, + "timestep_mean": 446.71875, + "epsilon_norm": 8.683597564697266, + "prediction_norm": 7.3911452293396, + "timestamp": "2025-07-14T12:33:42.945857" + }, + { + "epoch": 269, + "batch_idx": 96, + "loss": 0.30263015627861023, + "learning_rate": 0.0009560242786070251, + "timestep_mean": 534.0625, + "epsilon_norm": 8.82755184173584, + "prediction_norm": 7.763561248779297, + "timestamp": "2025-07-14T12:33:42.950828" + }, + { + "epoch": 269, + "batch_idx": 128, + "loss": 0.1670912504196167, + "learning_rate": 0.0009560242786070251, + "timestep_mean": 573.8125, + "epsilon_norm": 8.26970100402832, + "prediction_norm": 7.328499794006348, + "timestamp": "2025-07-14T12:33:42.955859" + }, + { + "epoch": 269, + "batch_idx": 160, + "loss": 0.38294345140457153, + "learning_rate": 0.0009560242786070251, + "timestep_mean": 591.84375, + "epsilon_norm": 7.807260036468506, + "prediction_norm": 6.5162248611450195, + "timestamp": "2025-07-14T12:33:42.961056" + }, + { + "epoch": 269, + "batch_idx": 192, + "loss": 0.3141610622406006, + "learning_rate": 0.0009560242786070251, + "timestep_mean": 556.0, + "epsilon_norm": 3.560698986053467, + "prediction_norm": 2.7830827236175537, + "timestamp": "2025-07-14T12:33:42.966228" + }, + { + "epoch": 270, + "batch_idx": 0, + "loss": 0.3750165104866028, + "learning_rate": 0.0009557016383177229, + "timestep_mean": 499.46875, + "epsilon_norm": 7.758876800537109, + "prediction_norm": 5.655979633331299, + "timestamp": "2025-07-14T12:33:42.971426" + }, + { + "epoch": 270, + "batch_idx": 32, + "loss": 0.4016362428665161, + "learning_rate": 0.0009557016383177229, + "timestep_mean": 615.0, + "epsilon_norm": 8.151334762573242, + "prediction_norm": 6.85075044631958, + "timestamp": "2025-07-14T12:33:42.976485" + }, + { + "epoch": 270, + "batch_idx": 64, + "loss": 0.29662981629371643, + "learning_rate": 0.0009557016383177229, + "timestep_mean": 458.0, + "epsilon_norm": 8.335168838500977, + "prediction_norm": 7.332855224609375, + "timestamp": "2025-07-14T12:33:42.981485" + }, + { + "epoch": 270, + "batch_idx": 96, + "loss": 0.5657117366790771, + "learning_rate": 0.0009557016383177229, + "timestep_mean": 484.46875, + "epsilon_norm": 8.423124313354492, + "prediction_norm": 6.046850204467773, + "timestamp": "2025-07-14T12:33:42.986624" + }, + { + "epoch": 270, + "batch_idx": 128, + "loss": 0.3898690342903137, + "learning_rate": 0.0009557016383177229, + "timestep_mean": 477.03125, + "epsilon_norm": 7.800199508666992, + "prediction_norm": 5.963641166687012, + "timestamp": "2025-07-14T12:33:42.991689" + }, + { + "epoch": 270, + "batch_idx": 160, + "loss": 0.1821231245994568, + "learning_rate": 0.0009557016383177229, + "timestep_mean": 571.71875, + "epsilon_norm": 7.390082359313965, + "prediction_norm": 6.652356147766113, + "timestamp": "2025-07-14T12:33:42.996709" + }, + { + "epoch": 270, + "batch_idx": 192, + "loss": 0.8219398260116577, + "learning_rate": 0.0009557016383177229, + "timestep_mean": 405.375, + "epsilon_norm": 4.342014312744141, + "prediction_norm": 2.2049033641815186, + "timestamp": "2025-07-14T12:33:43.002084" + }, + { + "epoch": 271, + "batch_idx": 0, + "loss": 0.4797790050506592, + "learning_rate": 0.0009553778736299281, + "timestep_mean": 427.3125, + "epsilon_norm": 8.594084739685059, + "prediction_norm": 6.258948802947998, + "timestamp": "2025-07-14T12:33:43.007108" + }, + { + "epoch": 271, + "batch_idx": 32, + "loss": 0.49690207839012146, + "learning_rate": 0.0009553778736299281, + "timestep_mean": 442.09375, + "epsilon_norm": 8.731045722961426, + "prediction_norm": 6.661929130554199, + "timestamp": "2025-07-14T12:33:43.012670" + }, + { + "epoch": 271, + "batch_idx": 64, + "loss": 0.24653246998786926, + "learning_rate": 0.0009553778736299281, + "timestep_mean": 506.0, + "epsilon_norm": 7.237330436706543, + "prediction_norm": 6.3185882568359375, + "timestamp": "2025-07-14T12:33:43.017753" + }, + { + "epoch": 271, + "batch_idx": 96, + "loss": 0.316866010427475, + "learning_rate": 0.0009553778736299281, + "timestep_mean": 453.03125, + "epsilon_norm": 6.617225646972656, + "prediction_norm": 4.903761386871338, + "timestamp": "2025-07-14T12:33:43.022754" + }, + { + "epoch": 271, + "batch_idx": 128, + "loss": 0.3502839207649231, + "learning_rate": 0.0009553778736299281, + "timestep_mean": 541.125, + "epsilon_norm": 9.557391166687012, + "prediction_norm": 7.710070610046387, + "timestamp": "2025-07-14T12:33:43.027681" + }, + { + "epoch": 271, + "batch_idx": 160, + "loss": 0.4730897843837738, + "learning_rate": 0.0009553778736299281, + "timestep_mean": 507.375, + "epsilon_norm": 7.9861297607421875, + "prediction_norm": 5.673940181732178, + "timestamp": "2025-07-14T12:33:43.032654" + }, + { + "epoch": 271, + "batch_idx": 192, + "loss": 0.17502915859222412, + "learning_rate": 0.0009553778736299281, + "timestep_mean": 578.75, + "epsilon_norm": 3.9402225017547607, + "prediction_norm": 3.6704211235046387, + "timestamp": "2025-07-14T12:33:43.037701" + }, + { + "epoch": 272, + "batch_idx": 0, + "loss": 0.5618453025817871, + "learning_rate": 0.0009550529853424981, + "timestep_mean": 359.96875, + "epsilon_norm": 8.880282402038574, + "prediction_norm": 5.819097995758057, + "timestamp": "2025-07-14T12:33:43.042633" + }, + { + "epoch": 272, + "batch_idx": 32, + "loss": 0.36918869614601135, + "learning_rate": 0.0009550529853424981, + "timestep_mean": 516.8125, + "epsilon_norm": 7.497654438018799, + "prediction_norm": 5.464251518249512, + "timestamp": "2025-07-14T12:33:43.047555" + }, + { + "epoch": 272, + "batch_idx": 64, + "loss": 0.38731124997138977, + "learning_rate": 0.0009550529853424981, + "timestep_mean": 532.09375, + "epsilon_norm": 8.40816593170166, + "prediction_norm": 6.449214458465576, + "timestamp": "2025-07-14T12:33:43.052460" + }, + { + "epoch": 272, + "batch_idx": 96, + "loss": 0.3773483335971832, + "learning_rate": 0.0009550529853424981, + "timestep_mean": 437.96875, + "epsilon_norm": 7.086436748504639, + "prediction_norm": 5.133882999420166, + "timestamp": "2025-07-14T12:33:43.057395" + }, + { + "epoch": 272, + "batch_idx": 128, + "loss": 0.38530880212783813, + "learning_rate": 0.0009550529853424981, + "timestep_mean": 416.5, + "epsilon_norm": 8.157477378845215, + "prediction_norm": 6.326211929321289, + "timestamp": "2025-07-14T12:33:43.062313" + }, + { + "epoch": 272, + "batch_idx": 160, + "loss": 0.19876965880393982, + "learning_rate": 0.0009550529853424981, + "timestep_mean": 603.21875, + "epsilon_norm": 7.980673313140869, + "prediction_norm": 7.353129863739014, + "timestamp": "2025-07-14T12:33:43.067286" + }, + { + "epoch": 272, + "batch_idx": 192, + "loss": 0.3593575656414032, + "learning_rate": 0.0009550529853424981, + "timestep_mean": 510.0, + "epsilon_norm": 3.5281903743743896, + "prediction_norm": 2.770850658416748, + "timestamp": "2025-07-14T12:33:43.072235" + }, + { + "epoch": 273, + "batch_idx": 0, + "loss": 0.4965061545372009, + "learning_rate": 0.0009547269742570621, + "timestep_mean": 367.90625, + "epsilon_norm": 8.002921104431152, + "prediction_norm": 6.531871318817139, + "timestamp": "2025-07-14T12:33:43.077201" + }, + { + "epoch": 273, + "batch_idx": 32, + "loss": 0.33780497312545776, + "learning_rate": 0.0009547269742570621, + "timestep_mean": 458.46875, + "epsilon_norm": 7.818486213684082, + "prediction_norm": 6.272164821624756, + "timestamp": "2025-07-14T12:33:43.082161" + }, + { + "epoch": 273, + "batch_idx": 64, + "loss": 0.24443399906158447, + "learning_rate": 0.0009547269742570621, + "timestep_mean": 524.15625, + "epsilon_norm": 9.280214309692383, + "prediction_norm": 7.898434162139893, + "timestamp": "2025-07-14T12:33:43.087122" + }, + { + "epoch": 273, + "batch_idx": 96, + "loss": 0.26430362462997437, + "learning_rate": 0.0009547269742570621, + "timestep_mean": 534.84375, + "epsilon_norm": 6.97166109085083, + "prediction_norm": 6.433035373687744, + "timestamp": "2025-07-14T12:33:43.092074" + }, + { + "epoch": 273, + "batch_idx": 128, + "loss": 0.25747889280319214, + "learning_rate": 0.0009547269742570621, + "timestep_mean": 459.15625, + "epsilon_norm": 7.466910362243652, + "prediction_norm": 6.4608540534973145, + "timestamp": "2025-07-14T12:33:43.097024" + }, + { + "epoch": 273, + "batch_idx": 160, + "loss": 0.16911956667900085, + "learning_rate": 0.0009547269742570621, + "timestep_mean": 545.15625, + "epsilon_norm": 8.17175006866455, + "prediction_norm": 7.079657554626465, + "timestamp": "2025-07-14T12:33:43.101960" + }, + { + "epoch": 273, + "batch_idx": 192, + "loss": 0.2775319814682007, + "learning_rate": 0.0009547269742570621, + "timestep_mean": 523.25, + "epsilon_norm": 4.290273666381836, + "prediction_norm": 4.05177116394043, + "timestamp": "2025-07-14T12:33:43.106898" + }, + { + "epoch": 274, + "batch_idx": 0, + "loss": 0.5172027945518494, + "learning_rate": 0.0009543998411780203, + "timestep_mean": 404.90625, + "epsilon_norm": 7.911867618560791, + "prediction_norm": 5.770598411560059, + "timestamp": "2025-07-14T12:33:43.111860" + }, + { + "epoch": 274, + "batch_idx": 32, + "loss": 0.31982871890068054, + "learning_rate": 0.0009543998411780203, + "timestep_mean": 547.375, + "epsilon_norm": 8.772747039794922, + "prediction_norm": 7.032867431640625, + "timestamp": "2025-07-14T12:33:43.116846" + }, + { + "epoch": 274, + "batch_idx": 64, + "loss": 0.20595988631248474, + "learning_rate": 0.0009543998411780203, + "timestep_mean": 565.625, + "epsilon_norm": 7.313658714294434, + "prediction_norm": 6.6029438972473145, + "timestamp": "2025-07-14T12:33:43.121742" + }, + { + "epoch": 274, + "batch_idx": 96, + "loss": 0.274141401052475, + "learning_rate": 0.0009543998411780203, + "timestep_mean": 533.71875, + "epsilon_norm": 7.797775745391846, + "prediction_norm": 7.098731994628906, + "timestamp": "2025-07-14T12:33:43.126645" + }, + { + "epoch": 274, + "batch_idx": 128, + "loss": 0.1993744671344757, + "learning_rate": 0.0009543998411780203, + "timestep_mean": 511.15625, + "epsilon_norm": 7.109847068786621, + "prediction_norm": 5.7387871742248535, + "timestamp": "2025-07-14T12:33:43.131480" + }, + { + "epoch": 274, + "batch_idx": 160, + "loss": 0.48983609676361084, + "learning_rate": 0.0009543998411780203, + "timestep_mean": 425.75, + "epsilon_norm": 8.659080505371094, + "prediction_norm": 6.20819091796875, + "timestamp": "2025-07-14T12:33:43.136365" + }, + { + "epoch": 274, + "batch_idx": 192, + "loss": 0.3972463011741638, + "learning_rate": 0.0009543998411780203, + "timestep_mean": 491.375, + "epsilon_norm": 4.897994518280029, + "prediction_norm": 3.7443785667419434, + "timestamp": "2025-07-14T12:33:43.141459" + }, + { + "epoch": 275, + "batch_idx": 0, + "loss": 0.27764368057250977, + "learning_rate": 0.0009540715869125409, + "timestep_mean": 488.53125, + "epsilon_norm": 8.422477722167969, + "prediction_norm": 7.0207929611206055, + "timestamp": "2025-07-14T12:33:43.146492" + }, + { + "epoch": 275, + "batch_idx": 32, + "loss": 0.3346928358078003, + "learning_rate": 0.0009540715869125409, + "timestep_mean": 451.5625, + "epsilon_norm": 8.05932331085205, + "prediction_norm": 6.687866687774658, + "timestamp": "2025-07-14T12:33:43.151644" + }, + { + "epoch": 275, + "batch_idx": 64, + "loss": 0.3520004153251648, + "learning_rate": 0.0009540715869125409, + "timestep_mean": 516.625, + "epsilon_norm": 7.60126256942749, + "prediction_norm": 6.101322650909424, + "timestamp": "2025-07-14T12:33:43.156800" + }, + { + "epoch": 275, + "batch_idx": 96, + "loss": 0.2864948809146881, + "learning_rate": 0.0009540715869125409, + "timestep_mean": 518.65625, + "epsilon_norm": 9.417340278625488, + "prediction_norm": 7.859977722167969, + "timestamp": "2025-07-14T12:33:43.161988" + }, + { + "epoch": 275, + "batch_idx": 128, + "loss": 0.24816831946372986, + "learning_rate": 0.0009540715869125409, + "timestep_mean": 581.1875, + "epsilon_norm": 7.943411350250244, + "prediction_norm": 6.758279323577881, + "timestamp": "2025-07-14T12:33:43.167050" + }, + { + "epoch": 275, + "batch_idx": 160, + "loss": 0.22538115084171295, + "learning_rate": 0.0009540715869125409, + "timestep_mean": 626.21875, + "epsilon_norm": 7.4721245765686035, + "prediction_norm": 6.251407623291016, + "timestamp": "2025-07-14T12:33:43.172141" + }, + { + "epoch": 275, + "batch_idx": 192, + "loss": 0.3941110372543335, + "learning_rate": 0.0009540715869125409, + "timestep_mean": 419.5, + "epsilon_norm": 4.861063003540039, + "prediction_norm": 3.6360113620758057, + "timestamp": "2025-07-14T12:33:43.177309" + }, + { + "epoch": 276, + "batch_idx": 0, + "loss": 0.2566916048526764, + "learning_rate": 0.0009537422122705587, + "timestep_mean": 512.59375, + "epsilon_norm": 7.325244426727295, + "prediction_norm": 6.417150974273682, + "timestamp": "2025-07-14T12:33:43.182284" + }, + { + "epoch": 276, + "batch_idx": 32, + "loss": 0.26086539030075073, + "learning_rate": 0.0009537422122705587, + "timestep_mean": 554.71875, + "epsilon_norm": 7.7557172775268555, + "prediction_norm": 6.724920749664307, + "timestamp": "2025-07-14T12:33:43.187276" + }, + { + "epoch": 276, + "batch_idx": 64, + "loss": 0.19626298546791077, + "learning_rate": 0.0009537422122705587, + "timestep_mean": 535.75, + "epsilon_norm": 7.122483253479004, + "prediction_norm": 6.823844909667969, + "timestamp": "2025-07-14T12:33:43.192259" + }, + { + "epoch": 276, + "batch_idx": 96, + "loss": 0.2731602191925049, + "learning_rate": 0.0009537422122705587, + "timestep_mean": 481.6875, + "epsilon_norm": 9.595301628112793, + "prediction_norm": 8.389588356018066, + "timestamp": "2025-07-14T12:33:43.197205" + }, + { + "epoch": 276, + "batch_idx": 128, + "loss": 0.4741371273994446, + "learning_rate": 0.0009537422122705587, + "timestep_mean": 430.03125, + "epsilon_norm": 9.194351196289062, + "prediction_norm": 7.2394609451293945, + "timestamp": "2025-07-14T12:33:43.202156" + }, + { + "epoch": 276, + "batch_idx": 160, + "loss": 0.2602452039718628, + "learning_rate": 0.0009537422122705587, + "timestep_mean": 541.0625, + "epsilon_norm": 7.528190612792969, + "prediction_norm": 6.162415981292725, + "timestamp": "2025-07-14T12:33:43.207071" + }, + { + "epoch": 276, + "batch_idx": 192, + "loss": 0.8170834183692932, + "learning_rate": 0.0009537422122705587, + "timestep_mean": 370.875, + "epsilon_norm": 4.832016944885254, + "prediction_norm": 3.326127529144287, + "timestamp": "2025-07-14T12:33:43.212086" + }, + { + "epoch": 277, + "batch_idx": 0, + "loss": 0.4462498724460602, + "learning_rate": 0.000953411718064773, + "timestep_mean": 542.40625, + "epsilon_norm": 8.885943412780762, + "prediction_norm": 7.227989673614502, + "timestamp": "2025-07-14T12:33:43.217086" + }, + { + "epoch": 277, + "batch_idx": 32, + "loss": 0.46744391322135925, + "learning_rate": 0.000953411718064773, + "timestep_mean": 565.6875, + "epsilon_norm": 9.776216506958008, + "prediction_norm": 8.19290542602539, + "timestamp": "2025-07-14T12:33:43.222022" + }, + { + "epoch": 277, + "batch_idx": 64, + "loss": 0.36058542132377625, + "learning_rate": 0.000953411718064773, + "timestep_mean": 482.71875, + "epsilon_norm": 7.872745037078857, + "prediction_norm": 5.933739185333252, + "timestamp": "2025-07-14T12:33:43.226927" + }, + { + "epoch": 277, + "batch_idx": 96, + "loss": 0.12499435245990753, + "learning_rate": 0.000953411718064773, + "timestep_mean": 614.84375, + "epsilon_norm": 6.9317402839660645, + "prediction_norm": 7.097598552703857, + "timestamp": "2025-07-14T12:33:43.232126" + }, + { + "epoch": 277, + "batch_idx": 128, + "loss": 0.4033123254776001, + "learning_rate": 0.000953411718064773, + "timestep_mean": 492.875, + "epsilon_norm": 7.552353382110596, + "prediction_norm": 5.977241039276123, + "timestamp": "2025-07-14T12:33:43.237146" + }, + { + "epoch": 277, + "batch_idx": 160, + "loss": 0.3172343075275421, + "learning_rate": 0.000953411718064773, + "timestep_mean": 423.8125, + "epsilon_norm": 8.266775131225586, + "prediction_norm": 6.599905490875244, + "timestamp": "2025-07-14T12:33:43.242366" + }, + { + "epoch": 277, + "batch_idx": 192, + "loss": 0.19041697680950165, + "learning_rate": 0.000953411718064773, + "timestep_mean": 440.25, + "epsilon_norm": 3.28715443611145, + "prediction_norm": 3.315537929534912, + "timestamp": "2025-07-14T12:33:43.247474" + }, + { + "epoch": 278, + "batch_idx": 0, + "loss": 0.3783823847770691, + "learning_rate": 0.0009530801051106453, + "timestep_mean": 491.96875, + "epsilon_norm": 7.296532154083252, + "prediction_norm": 5.779242038726807, + "timestamp": "2025-07-14T12:33:43.252506" + }, + { + "epoch": 278, + "batch_idx": 32, + "loss": 0.22734004259109497, + "learning_rate": 0.0009530801051106453, + "timestep_mean": 493.1875, + "epsilon_norm": 8.978155136108398, + "prediction_norm": 8.34516429901123, + "timestamp": "2025-07-14T12:33:43.257762" + }, + { + "epoch": 278, + "batch_idx": 64, + "loss": 0.7843325138092041, + "learning_rate": 0.0009530801051106453, + "timestep_mean": 395.40625, + "epsilon_norm": 8.907567977905273, + "prediction_norm": 5.071845054626465, + "timestamp": "2025-07-14T12:33:43.262983" + }, + { + "epoch": 278, + "batch_idx": 96, + "loss": 0.6959280967712402, + "learning_rate": 0.0009530801051106453, + "timestep_mean": 417.4375, + "epsilon_norm": 9.494704246520996, + "prediction_norm": 6.338712215423584, + "timestamp": "2025-07-14T12:33:43.267940" + }, + { + "epoch": 278, + "batch_idx": 128, + "loss": 0.43274036049842834, + "learning_rate": 0.0009530801051106453, + "timestep_mean": 486.71875, + "epsilon_norm": 7.835443496704102, + "prediction_norm": 5.812536716461182, + "timestamp": "2025-07-14T12:33:43.273129" + }, + { + "epoch": 278, + "batch_idx": 160, + "loss": 0.38103291392326355, + "learning_rate": 0.0009530801051106453, + "timestep_mean": 480.6875, + "epsilon_norm": 7.688238620758057, + "prediction_norm": 5.899369239807129, + "timestamp": "2025-07-14T12:33:43.278538" + }, + { + "epoch": 278, + "batch_idx": 192, + "loss": 0.2340206354856491, + "learning_rate": 0.0009530801051106453, + "timestep_mean": 564.875, + "epsilon_norm": 3.894770383834839, + "prediction_norm": 3.052163600921631, + "timestamp": "2025-07-14T12:33:43.283714" + }, + { + "epoch": 279, + "batch_idx": 0, + "loss": 0.5404988527297974, + "learning_rate": 0.0009527473742263975, + "timestep_mean": 451.4375, + "epsilon_norm": 8.836343765258789, + "prediction_norm": 6.745689392089844, + "timestamp": "2025-07-14T12:33:43.289100" + }, + { + "epoch": 279, + "batch_idx": 32, + "loss": 0.42256927490234375, + "learning_rate": 0.0009527473742263975, + "timestep_mean": 433.90625, + "epsilon_norm": 8.434379577636719, + "prediction_norm": 6.43220329284668, + "timestamp": "2025-07-14T12:33:43.294308" + }, + { + "epoch": 279, + "batch_idx": 64, + "loss": 0.3648952841758728, + "learning_rate": 0.0009527473742263975, + "timestep_mean": 431.25, + "epsilon_norm": 6.995096683502197, + "prediction_norm": 5.25522518157959, + "timestamp": "2025-07-14T12:33:43.299526" + }, + { + "epoch": 279, + "batch_idx": 96, + "loss": 0.2431793063879013, + "learning_rate": 0.0009527473742263975, + "timestep_mean": 603.1875, + "epsilon_norm": 7.432921409606934, + "prediction_norm": 6.0892815589904785, + "timestamp": "2025-07-14T12:33:43.304724" + }, + { + "epoch": 279, + "batch_idx": 128, + "loss": 0.3298434615135193, + "learning_rate": 0.0009527473742263975, + "timestep_mean": 493.4375, + "epsilon_norm": 7.656698703765869, + "prediction_norm": 6.670475006103516, + "timestamp": "2025-07-14T12:33:43.309857" + }, + { + "epoch": 279, + "batch_idx": 160, + "loss": 0.1394038200378418, + "learning_rate": 0.0009527473742263975, + "timestep_mean": 515.0, + "epsilon_norm": 7.219043731689453, + "prediction_norm": 6.960116386413574, + "timestamp": "2025-07-14T12:33:43.315073" + }, + { + "epoch": 279, + "batch_idx": 192, + "loss": 0.10002560168504715, + "learning_rate": 0.0009527473742263975, + "timestep_mean": 531.75, + "epsilon_norm": 2.7491679191589355, + "prediction_norm": 2.4482333660125732, + "timestamp": "2025-07-14T12:33:43.320159" + }, + { + "epoch": 280, + "batch_idx": 0, + "loss": 0.5036802887916565, + "learning_rate": 0.00095241352623301, + "timestep_mean": 435.875, + "epsilon_norm": 8.153838157653809, + "prediction_norm": 6.305902481079102, + "timestamp": "2025-07-14T12:33:43.325273" + }, + { + "epoch": 280, + "batch_idx": 32, + "loss": 0.27821865677833557, + "learning_rate": 0.00095241352623301, + "timestep_mean": 497.1875, + "epsilon_norm": 8.374788284301758, + "prediction_norm": 7.368062496185303, + "timestamp": "2025-07-14T12:33:43.330418" + }, + { + "epoch": 280, + "batch_idx": 64, + "loss": 0.4359850287437439, + "learning_rate": 0.00095241352623301, + "timestep_mean": 518.0, + "epsilon_norm": 8.075910568237305, + "prediction_norm": 6.4800028800964355, + "timestamp": "2025-07-14T12:33:43.335459" + }, + { + "epoch": 280, + "batch_idx": 96, + "loss": 0.33493930101394653, + "learning_rate": 0.00095241352623301, + "timestep_mean": 576.96875, + "epsilon_norm": 8.431829452514648, + "prediction_norm": 6.87376070022583, + "timestamp": "2025-07-14T12:33:43.340629" + }, + { + "epoch": 280, + "batch_idx": 128, + "loss": 0.3184651732444763, + "learning_rate": 0.00095241352623301, + "timestep_mean": 520.46875, + "epsilon_norm": 7.0237908363342285, + "prediction_norm": 6.275636672973633, + "timestamp": "2025-07-14T12:33:43.345689" + }, + { + "epoch": 280, + "batch_idx": 160, + "loss": 0.20940838754177094, + "learning_rate": 0.00095241352623301, + "timestep_mean": 435.59375, + "epsilon_norm": 8.212065696716309, + "prediction_norm": 7.556963920593262, + "timestamp": "2025-07-14T12:33:43.350764" + }, + { + "epoch": 280, + "batch_idx": 192, + "loss": 0.19391636550426483, + "learning_rate": 0.00095241352623301, + "timestep_mean": 466.625, + "epsilon_norm": 3.363673210144043, + "prediction_norm": 2.6812007427215576, + "timestamp": "2025-07-14T12:33:43.355944" + }, + { + "epoch": 281, + "batch_idx": 0, + "loss": 0.31992295384407043, + "learning_rate": 0.0009520785619542198, + "timestep_mean": 575.0, + "epsilon_norm": 8.434867858886719, + "prediction_norm": 6.894613742828369, + "timestamp": "2025-07-14T12:33:43.361101" + }, + { + "epoch": 281, + "batch_idx": 32, + "loss": 0.2938736081123352, + "learning_rate": 0.0009520785619542198, + "timestep_mean": 547.90625, + "epsilon_norm": 7.595629692077637, + "prediction_norm": 6.123859405517578, + "timestamp": "2025-07-14T12:33:43.366206" + }, + { + "epoch": 281, + "batch_idx": 64, + "loss": 0.46140313148498535, + "learning_rate": 0.0009520785619542198, + "timestep_mean": 550.71875, + "epsilon_norm": 9.018599510192871, + "prediction_norm": 6.559987545013428, + "timestamp": "2025-07-14T12:33:43.371415" + }, + { + "epoch": 281, + "batch_idx": 96, + "loss": 0.2874956727027893, + "learning_rate": 0.0009520785619542198, + "timestep_mean": 543.375, + "epsilon_norm": 8.840948104858398, + "prediction_norm": 7.098427772521973, + "timestamp": "2025-07-14T12:33:43.376433" + }, + { + "epoch": 281, + "batch_idx": 128, + "loss": 0.23280391097068787, + "learning_rate": 0.0009520785619542198, + "timestep_mean": 540.96875, + "epsilon_norm": 7.594395160675049, + "prediction_norm": 6.365180015563965, + "timestamp": "2025-07-14T12:33:43.381487" + }, + { + "epoch": 281, + "batch_idx": 160, + "loss": 0.21256804466247559, + "learning_rate": 0.0009520785619542198, + "timestep_mean": 459.34375, + "epsilon_norm": 6.833194732666016, + "prediction_norm": 5.306425094604492, + "timestamp": "2025-07-14T12:33:43.386461" + }, + { + "epoch": 281, + "batch_idx": 192, + "loss": 0.4288645386695862, + "learning_rate": 0.0009520785619542198, + "timestep_mean": 395.375, + "epsilon_norm": 3.9463863372802734, + "prediction_norm": 2.809236526489258, + "timestamp": "2025-07-14T12:33:43.391624" + }, + { + "epoch": 282, + "batch_idx": 0, + "loss": 0.30125942826271057, + "learning_rate": 0.0009517424822165177, + "timestep_mean": 562.5625, + "epsilon_norm": 8.461594581604004, + "prediction_norm": 7.545709609985352, + "timestamp": "2025-07-14T12:33:43.396764" + }, + { + "epoch": 282, + "batch_idx": 32, + "loss": 0.3295402526855469, + "learning_rate": 0.0009517424822165177, + "timestep_mean": 528.40625, + "epsilon_norm": 8.523642539978027, + "prediction_norm": 6.993513107299805, + "timestamp": "2025-07-14T12:33:43.401679" + }, + { + "epoch": 282, + "batch_idx": 64, + "loss": 0.29935625195503235, + "learning_rate": 0.0009517424822165177, + "timestep_mean": 478.75, + "epsilon_norm": 6.728855133056641, + "prediction_norm": 5.234987735748291, + "timestamp": "2025-07-14T12:33:43.406633" + }, + { + "epoch": 282, + "batch_idx": 96, + "loss": 0.20410531759262085, + "learning_rate": 0.0009517424822165177, + "timestep_mean": 563.875, + "epsilon_norm": 8.770517349243164, + "prediction_norm": 8.581124305725098, + "timestamp": "2025-07-14T12:33:43.411572" + }, + { + "epoch": 282, + "batch_idx": 128, + "loss": 0.396003782749176, + "learning_rate": 0.0009517424822165177, + "timestep_mean": 434.21875, + "epsilon_norm": 8.404264450073242, + "prediction_norm": 7.491061210632324, + "timestamp": "2025-07-14T12:33:43.416949" + }, + { + "epoch": 282, + "batch_idx": 160, + "loss": 0.22342810034751892, + "learning_rate": 0.0009517424822165177, + "timestep_mean": 463.4375, + "epsilon_norm": 7.635499477386475, + "prediction_norm": 6.678894996643066, + "timestamp": "2025-07-14T12:33:43.422259" + }, + { + "epoch": 282, + "batch_idx": 192, + "loss": 0.28102174401283264, + "learning_rate": 0.0009517424822165177, + "timestep_mean": 466.5, + "epsilon_norm": 2.9370667934417725, + "prediction_norm": 2.654582977294922, + "timestamp": "2025-07-14T12:33:43.428877" + }, + { + "epoch": 283, + "batch_idx": 0, + "loss": 0.26926329731941223, + "learning_rate": 0.000951405287849147, + "timestep_mean": 514.21875, + "epsilon_norm": 7.321929931640625, + "prediction_norm": 5.999095439910889, + "timestamp": "2025-07-14T12:33:43.435566" + }, + { + "epoch": 283, + "batch_idx": 32, + "loss": 0.2652513086795807, + "learning_rate": 0.000951405287849147, + "timestep_mean": 496.28125, + "epsilon_norm": 7.927099704742432, + "prediction_norm": 7.003142833709717, + "timestamp": "2025-07-14T12:33:43.441315" + }, + { + "epoch": 283, + "batch_idx": 64, + "loss": 0.21343925595283508, + "learning_rate": 0.000951405287849147, + "timestep_mean": 558.5625, + "epsilon_norm": 6.891580581665039, + "prediction_norm": 6.520120620727539, + "timestamp": "2025-07-14T12:33:43.446638" + }, + { + "epoch": 283, + "batch_idx": 96, + "loss": 0.26493167877197266, + "learning_rate": 0.000951405287849147, + "timestep_mean": 571.375, + "epsilon_norm": 8.055170059204102, + "prediction_norm": 6.808821201324463, + "timestamp": "2025-07-14T12:33:43.451818" + }, + { + "epoch": 283, + "batch_idx": 128, + "loss": 0.3552946448326111, + "learning_rate": 0.000951405287849147, + "timestep_mean": 540.59375, + "epsilon_norm": 8.804756164550781, + "prediction_norm": 7.188752174377441, + "timestamp": "2025-07-14T12:33:43.457057" + }, + { + "epoch": 283, + "batch_idx": 160, + "loss": 0.448713481426239, + "learning_rate": 0.000951405287849147, + "timestep_mean": 483.8125, + "epsilon_norm": 8.573962211608887, + "prediction_norm": 6.40022087097168, + "timestamp": "2025-07-14T12:33:43.462292" + }, + { + "epoch": 283, + "batch_idx": 192, + "loss": 0.3047129213809967, + "learning_rate": 0.000951405287849147, + "timestep_mean": 506.75, + "epsilon_norm": 4.476334571838379, + "prediction_norm": 3.3484373092651367, + "timestamp": "2025-07-14T12:33:43.467598" + }, + { + "epoch": 284, + "batch_idx": 0, + "loss": 0.3578745722770691, + "learning_rate": 0.0009510669796841016, + "timestep_mean": 513.40625, + "epsilon_norm": 9.361444473266602, + "prediction_norm": 7.474137783050537, + "timestamp": "2025-07-14T12:33:43.472750" + }, + { + "epoch": 284, + "batch_idx": 32, + "loss": 0.2592999339103699, + "learning_rate": 0.0009510669796841016, + "timestep_mean": 522.71875, + "epsilon_norm": 6.6596455574035645, + "prediction_norm": 5.754810333251953, + "timestamp": "2025-07-14T12:33:43.477977" + }, + { + "epoch": 284, + "batch_idx": 64, + "loss": 0.30478435754776, + "learning_rate": 0.0009510669796841016, + "timestep_mean": 538.84375, + "epsilon_norm": 8.463028907775879, + "prediction_norm": 7.485373020172119, + "timestamp": "2025-07-14T12:33:43.483325" + }, + { + "epoch": 284, + "batch_idx": 96, + "loss": 0.2864181399345398, + "learning_rate": 0.0009510669796841016, + "timestep_mean": 488.1875, + "epsilon_norm": 8.229435920715332, + "prediction_norm": 7.233951091766357, + "timestamp": "2025-07-14T12:33:43.488416" + }, + { + "epoch": 284, + "batch_idx": 128, + "loss": 0.2299785017967224, + "learning_rate": 0.0009510669796841016, + "timestep_mean": 562.53125, + "epsilon_norm": 7.691765785217285, + "prediction_norm": 7.126996040344238, + "timestamp": "2025-07-14T12:33:43.493554" + }, + { + "epoch": 284, + "batch_idx": 160, + "loss": 0.25539952516555786, + "learning_rate": 0.0009510669796841016, + "timestep_mean": 515.34375, + "epsilon_norm": 8.646953582763672, + "prediction_norm": 8.02354907989502, + "timestamp": "2025-07-14T12:33:43.498556" + }, + { + "epoch": 284, + "batch_idx": 192, + "loss": 0.032896511256694794, + "learning_rate": 0.0009510669796841016, + "timestep_mean": 595.875, + "epsilon_norm": 4.782681465148926, + "prediction_norm": 4.578314304351807, + "timestamp": "2025-07-14T12:33:43.509030" + }, + { + "epoch": 285, + "batch_idx": 0, + "loss": 0.3941916227340698, + "learning_rate": 0.0009507275585561231, + "timestep_mean": 467.59375, + "epsilon_norm": 8.315583229064941, + "prediction_norm": 6.61884880065918, + "timestamp": "2025-07-14T12:33:43.514637" + }, + { + "epoch": 285, + "batch_idx": 32, + "loss": 0.3172629773616791, + "learning_rate": 0.0009507275585561231, + "timestep_mean": 399.5625, + "epsilon_norm": 8.62767219543457, + "prediction_norm": 6.4317426681518555, + "timestamp": "2025-07-14T12:33:43.519729" + }, + { + "epoch": 285, + "batch_idx": 64, + "loss": 0.2964518666267395, + "learning_rate": 0.0009507275585561231, + "timestep_mean": 500.3125, + "epsilon_norm": 8.562232971191406, + "prediction_norm": 7.581015110015869, + "timestamp": "2025-07-14T12:33:43.524834" + }, + { + "epoch": 285, + "batch_idx": 96, + "loss": 0.32200947403907776, + "learning_rate": 0.0009507275585561231, + "timestep_mean": 519.28125, + "epsilon_norm": 7.5167927742004395, + "prediction_norm": 5.606142044067383, + "timestamp": "2025-07-14T12:33:43.530040" + }, + { + "epoch": 285, + "batch_idx": 128, + "loss": 0.46026691794395447, + "learning_rate": 0.0009507275585561231, + "timestep_mean": 528.71875, + "epsilon_norm": 8.734243392944336, + "prediction_norm": 7.003402233123779, + "timestamp": "2025-07-14T12:33:43.535084" + }, + { + "epoch": 285, + "batch_idx": 160, + "loss": 0.4098825752735138, + "learning_rate": 0.0009507275585561231, + "timestep_mean": 520.4375, + "epsilon_norm": 7.804510116577148, + "prediction_norm": 6.354818820953369, + "timestamp": "2025-07-14T12:33:43.540171" + }, + { + "epoch": 285, + "batch_idx": 192, + "loss": 0.16490113735198975, + "learning_rate": 0.0009507275585561231, + "timestep_mean": 544.125, + "epsilon_norm": 4.035801887512207, + "prediction_norm": 3.4074654579162598, + "timestamp": "2025-07-14T12:33:43.545360" + }, + { + "epoch": 286, + "batch_idx": 0, + "loss": 0.23371583223342896, + "learning_rate": 0.0009503870253026994, + "timestep_mean": 532.28125, + "epsilon_norm": 8.444372177124023, + "prediction_norm": 7.653898239135742, + "timestamp": "2025-07-14T12:33:43.550496" + }, + { + "epoch": 286, + "batch_idx": 32, + "loss": 0.388875275850296, + "learning_rate": 0.0009503870253026994, + "timestep_mean": 484.84375, + "epsilon_norm": 8.0057373046875, + "prediction_norm": 6.153618812561035, + "timestamp": "2025-07-14T12:33:43.555416" + }, + { + "epoch": 286, + "batch_idx": 64, + "loss": 0.14896494150161743, + "learning_rate": 0.0009503870253026994, + "timestep_mean": 629.40625, + "epsilon_norm": 7.90508508682251, + "prediction_norm": 7.4276275634765625, + "timestamp": "2025-07-14T12:33:43.560422" + }, + { + "epoch": 286, + "batch_idx": 96, + "loss": 0.17150095105171204, + "learning_rate": 0.0009503870253026994, + "timestep_mean": 572.65625, + "epsilon_norm": 7.759212970733643, + "prediction_norm": 7.118258476257324, + "timestamp": "2025-07-14T12:33:43.565447" + }, + { + "epoch": 286, + "batch_idx": 128, + "loss": 0.319935142993927, + "learning_rate": 0.0009503870253026994, + "timestep_mean": 434.96875, + "epsilon_norm": 8.188996315002441, + "prediction_norm": 7.150568962097168, + "timestamp": "2025-07-14T12:33:43.570524" + }, + { + "epoch": 286, + "batch_idx": 160, + "loss": 0.33620762825012207, + "learning_rate": 0.0009503870253026994, + "timestep_mean": 523.65625, + "epsilon_norm": 8.479475021362305, + "prediction_norm": 7.119488716125488, + "timestamp": "2025-07-14T12:33:43.575580" + }, + { + "epoch": 286, + "batch_idx": 192, + "loss": 0.37244412302970886, + "learning_rate": 0.0009503870253026994, + "timestep_mean": 476.625, + "epsilon_norm": 3.8470122814178467, + "prediction_norm": 2.941427707672119, + "timestamp": "2025-07-14T12:33:43.580573" + }, + { + "epoch": 287, + "batch_idx": 0, + "loss": 0.5870616436004639, + "learning_rate": 0.0009500453807640623, + "timestep_mean": 488.53125, + "epsilon_norm": 8.128312110900879, + "prediction_norm": 5.635207653045654, + "timestamp": "2025-07-14T12:33:43.585659" + }, + { + "epoch": 287, + "batch_idx": 32, + "loss": 0.3597393333911896, + "learning_rate": 0.0009500453807640623, + "timestep_mean": 498.75, + "epsilon_norm": 7.945052146911621, + "prediction_norm": 6.151861190795898, + "timestamp": "2025-07-14T12:33:43.590646" + }, + { + "epoch": 287, + "batch_idx": 64, + "loss": 0.24719981849193573, + "learning_rate": 0.0009500453807640623, + "timestep_mean": 536.65625, + "epsilon_norm": 7.391284465789795, + "prediction_norm": 6.883116245269775, + "timestamp": "2025-07-14T12:33:43.595977" + }, + { + "epoch": 287, + "batch_idx": 96, + "loss": 0.4635246992111206, + "learning_rate": 0.0009500453807640623, + "timestep_mean": 443.625, + "epsilon_norm": 8.049601554870605, + "prediction_norm": 6.826620101928711, + "timestamp": "2025-07-14T12:33:43.601079" + }, + { + "epoch": 287, + "batch_idx": 128, + "loss": 0.48253098130226135, + "learning_rate": 0.0009500453807640623, + "timestep_mean": 494.8125, + "epsilon_norm": 7.656102657318115, + "prediction_norm": 6.648655414581299, + "timestamp": "2025-07-14T12:33:43.606286" + }, + { + "epoch": 287, + "batch_idx": 160, + "loss": 0.4078180193901062, + "learning_rate": 0.0009500453807640623, + "timestep_mean": 495.15625, + "epsilon_norm": 9.752081871032715, + "prediction_norm": 8.390168190002441, + "timestamp": "2025-07-14T12:33:43.611491" + }, + { + "epoch": 287, + "batch_idx": 192, + "loss": 0.3794407248497009, + "learning_rate": 0.0009500453807640623, + "timestep_mean": 406.0, + "epsilon_norm": 3.8012142181396484, + "prediction_norm": 2.9666147232055664, + "timestamp": "2025-07-14T12:33:43.616481" + }, + { + "epoch": 288, + "batch_idx": 0, + "loss": 0.17981478571891785, + "learning_rate": 0.0009497026257831859, + "timestep_mean": 596.25, + "epsilon_norm": 8.118450164794922, + "prediction_norm": 7.572685241699219, + "timestamp": "2025-07-14T12:33:43.621465" + }, + { + "epoch": 288, + "batch_idx": 32, + "loss": 0.30483168363571167, + "learning_rate": 0.0009497026257831859, + "timestep_mean": 452.5, + "epsilon_norm": 7.10155725479126, + "prediction_norm": 5.738879203796387, + "timestamp": "2025-07-14T12:33:43.626549" + }, + { + "epoch": 288, + "batch_idx": 64, + "loss": 0.447457492351532, + "learning_rate": 0.0009497026257831859, + "timestep_mean": 477.4375, + "epsilon_norm": 8.488900184631348, + "prediction_norm": 6.131280899047852, + "timestamp": "2025-07-14T12:33:43.631514" + }, + { + "epoch": 288, + "batch_idx": 96, + "loss": 0.4325283169746399, + "learning_rate": 0.0009497026257831859, + "timestep_mean": 512.71875, + "epsilon_norm": 8.376795768737793, + "prediction_norm": 6.158642768859863, + "timestamp": "2025-07-14T12:33:43.636604" + }, + { + "epoch": 288, + "batch_idx": 128, + "loss": 0.2629166841506958, + "learning_rate": 0.0009497026257831859, + "timestep_mean": 565.75, + "epsilon_norm": 8.121328353881836, + "prediction_norm": 6.6672282218933105, + "timestamp": "2025-07-14T12:33:43.641766" + }, + { + "epoch": 288, + "batch_idx": 160, + "loss": 0.4595460295677185, + "learning_rate": 0.0009497026257831859, + "timestep_mean": 471.09375, + "epsilon_norm": 9.040013313293457, + "prediction_norm": 6.84328556060791, + "timestamp": "2025-07-14T12:33:43.647008" + }, + { + "epoch": 288, + "batch_idx": 192, + "loss": 0.36813250184059143, + "learning_rate": 0.0009497026257831859, + "timestep_mean": 629.875, + "epsilon_norm": 4.448502540588379, + "prediction_norm": 3.6191904544830322, + "timestamp": "2025-07-14T12:33:43.652182" + }, + { + "epoch": 289, + "batch_idx": 0, + "loss": 0.35314223170280457, + "learning_rate": 0.000949358761205784, + "timestep_mean": 492.875, + "epsilon_norm": 8.579522132873535, + "prediction_norm": 6.51767110824585, + "timestamp": "2025-07-14T12:33:43.657329" + }, + { + "epoch": 289, + "batch_idx": 32, + "loss": 0.25687575340270996, + "learning_rate": 0.000949358761205784, + "timestep_mean": 504.34375, + "epsilon_norm": 7.894010066986084, + "prediction_norm": 6.528560638427734, + "timestamp": "2025-07-14T12:33:43.662385" + }, + { + "epoch": 289, + "batch_idx": 64, + "loss": 0.22489067912101746, + "learning_rate": 0.000949358761205784, + "timestep_mean": 502.84375, + "epsilon_norm": 7.92274284362793, + "prediction_norm": 6.955752849578857, + "timestamp": "2025-07-14T12:33:43.667448" + }, + { + "epoch": 289, + "batch_idx": 96, + "loss": 0.3774206042289734, + "learning_rate": 0.000949358761205784, + "timestep_mean": 492.28125, + "epsilon_norm": 7.260254859924316, + "prediction_norm": 5.471286296844482, + "timestamp": "2025-07-14T12:33:43.672628" + }, + { + "epoch": 289, + "batch_idx": 128, + "loss": 0.37467390298843384, + "learning_rate": 0.000949358761205784, + "timestep_mean": 478.59375, + "epsilon_norm": 7.929901599884033, + "prediction_norm": 6.171762943267822, + "timestamp": "2025-07-14T12:33:43.677724" + }, + { + "epoch": 289, + "batch_idx": 160, + "loss": 0.24239349365234375, + "learning_rate": 0.000949358761205784, + "timestep_mean": 547.375, + "epsilon_norm": 7.135112285614014, + "prediction_norm": 5.986904144287109, + "timestamp": "2025-07-14T12:33:43.682739" + }, + { + "epoch": 289, + "batch_idx": 192, + "loss": 0.480083703994751, + "learning_rate": 0.000949358761205784, + "timestep_mean": 561.0, + "epsilon_norm": 3.519402265548706, + "prediction_norm": 2.5641748905181885, + "timestamp": "2025-07-14T12:33:43.687957" + }, + { + "epoch": 290, + "batch_idx": 0, + "loss": 0.3294666111469269, + "learning_rate": 0.000949013787880308, + "timestep_mean": 528.5625, + "epsilon_norm": 9.915165901184082, + "prediction_norm": 8.887137413024902, + "timestamp": "2025-07-14T12:33:43.693086" + }, + { + "epoch": 290, + "batch_idx": 32, + "loss": 0.31010642647743225, + "learning_rate": 0.000949013787880308, + "timestep_mean": 529.96875, + "epsilon_norm": 7.805123329162598, + "prediction_norm": 6.657403945922852, + "timestamp": "2025-07-14T12:33:43.698085" + }, + { + "epoch": 290, + "batch_idx": 64, + "loss": 0.28901809453964233, + "learning_rate": 0.000949013787880308, + "timestep_mean": 539.3125, + "epsilon_norm": 8.482211112976074, + "prediction_norm": 8.118890762329102, + "timestamp": "2025-07-14T12:33:43.703281" + }, + { + "epoch": 290, + "batch_idx": 96, + "loss": 0.32834893465042114, + "learning_rate": 0.000949013787880308, + "timestep_mean": 560.84375, + "epsilon_norm": 7.483584880828857, + "prediction_norm": 7.357409477233887, + "timestamp": "2025-07-14T12:33:43.708642" + }, + { + "epoch": 290, + "batch_idx": 128, + "loss": 0.2141311764717102, + "learning_rate": 0.000949013787880308, + "timestep_mean": 496.25, + "epsilon_norm": 7.594937324523926, + "prediction_norm": 6.776896953582764, + "timestamp": "2025-07-14T12:33:43.713814" + }, + { + "epoch": 290, + "batch_idx": 160, + "loss": 0.6046381592750549, + "learning_rate": 0.000949013787880308, + "timestep_mean": 455.3125, + "epsilon_norm": 9.301623344421387, + "prediction_norm": 6.844699382781982, + "timestamp": "2025-07-14T12:33:43.719148" + }, + { + "epoch": 290, + "batch_idx": 192, + "loss": 0.07565350830554962, + "learning_rate": 0.000949013787880308, + "timestep_mean": 668.0, + "epsilon_norm": 3.336392879486084, + "prediction_norm": 3.3505489826202393, + "timestamp": "2025-07-14T12:33:43.724435" + }, + { + "epoch": 291, + "batch_idx": 0, + "loss": 0.1819155216217041, + "learning_rate": 0.0009486677066579459, + "timestep_mean": 566.40625, + "epsilon_norm": 8.169462203979492, + "prediction_norm": 7.32847261428833, + "timestamp": "2025-07-14T12:33:43.729711" + }, + { + "epoch": 291, + "batch_idx": 32, + "loss": 0.3422015309333801, + "learning_rate": 0.0009486677066579459, + "timestep_mean": 405.96875, + "epsilon_norm": 7.191867351531982, + "prediction_norm": 4.792884349822998, + "timestamp": "2025-07-14T12:33:43.735012" + }, + { + "epoch": 291, + "batch_idx": 64, + "loss": 0.358684778213501, + "learning_rate": 0.0009486677066579459, + "timestep_mean": 473.1875, + "epsilon_norm": 7.721518039703369, + "prediction_norm": 5.723184108734131, + "timestamp": "2025-07-14T12:33:43.740093" + }, + { + "epoch": 291, + "batch_idx": 96, + "loss": 0.3247261643409729, + "learning_rate": 0.0009486677066579459, + "timestep_mean": 488.5, + "epsilon_norm": 8.158528327941895, + "prediction_norm": 6.682134628295898, + "timestamp": "2025-07-14T12:33:43.745498" + }, + { + "epoch": 291, + "batch_idx": 128, + "loss": 0.5722085237503052, + "learning_rate": 0.0009486677066579459, + "timestep_mean": 444.3125, + "epsilon_norm": 8.587498664855957, + "prediction_norm": 6.075716495513916, + "timestamp": "2025-07-14T12:33:43.750680" + }, + { + "epoch": 291, + "batch_idx": 160, + "loss": 0.41504979133605957, + "learning_rate": 0.0009486677066579459, + "timestep_mean": 475.78125, + "epsilon_norm": 8.768874168395996, + "prediction_norm": 6.274311065673828, + "timestamp": "2025-07-14T12:33:43.755593" + }, + { + "epoch": 291, + "batch_idx": 192, + "loss": 0.9514535665512085, + "learning_rate": 0.0009486677066579459, + "timestep_mean": 512.125, + "epsilon_norm": 5.7912821769714355, + "prediction_norm": 4.057114601135254, + "timestamp": "2025-07-14T12:33:43.760681" + }, + { + "epoch": 292, + "batch_idx": 0, + "loss": 0.3162926435470581, + "learning_rate": 0.0009483205183926181, + "timestep_mean": 517.40625, + "epsilon_norm": 7.788922309875488, + "prediction_norm": 6.533851623535156, + "timestamp": "2025-07-14T12:33:43.765853" + }, + { + "epoch": 292, + "batch_idx": 32, + "loss": 0.340827077627182, + "learning_rate": 0.0009483205183926181, + "timestep_mean": 596.1875, + "epsilon_norm": 8.16195011138916, + "prediction_norm": 6.342129230499268, + "timestamp": "2025-07-14T12:33:43.770877" + }, + { + "epoch": 292, + "batch_idx": 64, + "loss": 0.1744796633720398, + "learning_rate": 0.0009483205183926181, + "timestep_mean": 548.96875, + "epsilon_norm": 8.418747901916504, + "prediction_norm": 6.748696327209473, + "timestamp": "2025-07-14T12:33:43.775855" + }, + { + "epoch": 292, + "batch_idx": 96, + "loss": 0.4037711024284363, + "learning_rate": 0.0009483205183926181, + "timestep_mean": 458.46875, + "epsilon_norm": 8.26524829864502, + "prediction_norm": 6.217696189880371, + "timestamp": "2025-07-14T12:33:43.780958" + }, + { + "epoch": 292, + "batch_idx": 128, + "loss": 0.39895468950271606, + "learning_rate": 0.0009483205183926181, + "timestep_mean": 460.21875, + "epsilon_norm": 8.116792678833008, + "prediction_norm": 7.140500068664551, + "timestamp": "2025-07-14T12:33:43.786180" + }, + { + "epoch": 292, + "batch_idx": 160, + "loss": 0.15225109457969666, + "learning_rate": 0.0009483205183926181, + "timestep_mean": 512.625, + "epsilon_norm": 6.391591548919678, + "prediction_norm": 5.968740940093994, + "timestamp": "2025-07-14T12:33:43.791330" + }, + { + "epoch": 292, + "batch_idx": 192, + "loss": 0.2588142156600952, + "learning_rate": 0.0009483205183926181, + "timestep_mean": 475.5, + "epsilon_norm": 4.5174994468688965, + "prediction_norm": 4.404111385345459, + "timestamp": "2025-07-14T12:33:43.796382" + }, + { + "epoch": 293, + "batch_idx": 0, + "loss": 0.2584855258464813, + "learning_rate": 0.0009479722239409775, + "timestep_mean": 524.71875, + "epsilon_norm": 8.064905166625977, + "prediction_norm": 6.537012577056885, + "timestamp": "2025-07-14T12:33:43.801723" + }, + { + "epoch": 293, + "batch_idx": 32, + "loss": 0.44443196058273315, + "learning_rate": 0.0009479722239409775, + "timestep_mean": 510.875, + "epsilon_norm": 9.072032928466797, + "prediction_norm": 7.1451263427734375, + "timestamp": "2025-07-14T12:33:43.806852" + }, + { + "epoch": 293, + "batch_idx": 64, + "loss": 0.2861091196537018, + "learning_rate": 0.0009479722239409775, + "timestep_mean": 540.34375, + "epsilon_norm": 8.661910057067871, + "prediction_norm": 7.404699325561523, + "timestamp": "2025-07-14T12:33:43.811930" + }, + { + "epoch": 293, + "batch_idx": 96, + "loss": 0.21056130528450012, + "learning_rate": 0.0009479722239409775, + "timestep_mean": 488.15625, + "epsilon_norm": 7.200410842895508, + "prediction_norm": 6.2396240234375, + "timestamp": "2025-07-14T12:33:43.816911" + }, + { + "epoch": 293, + "batch_idx": 128, + "loss": 0.34963852167129517, + "learning_rate": 0.0009479722239409775, + "timestep_mean": 481.375, + "epsilon_norm": 8.628558158874512, + "prediction_norm": 7.709107398986816, + "timestamp": "2025-07-14T12:33:43.822043" + }, + { + "epoch": 293, + "batch_idx": 160, + "loss": 0.26501980423927307, + "learning_rate": 0.0009479722239409775, + "timestep_mean": 499.96875, + "epsilon_norm": 7.622534275054932, + "prediction_norm": 6.275333881378174, + "timestamp": "2025-07-14T12:33:43.827311" + }, + { + "epoch": 293, + "batch_idx": 192, + "loss": 0.5604407787322998, + "learning_rate": 0.0009479722239409775, + "timestep_mean": 676.625, + "epsilon_norm": 4.502326011657715, + "prediction_norm": 3.729743003845215, + "timestamp": "2025-07-14T12:33:43.832567" + }, + { + "epoch": 294, + "batch_idx": 0, + "loss": 0.3087858557701111, + "learning_rate": 0.0009476228241624059, + "timestep_mean": 508.59375, + "epsilon_norm": 7.90500020980835, + "prediction_norm": 7.386854648590088, + "timestamp": "2025-07-14T12:33:43.837968" + }, + { + "epoch": 294, + "batch_idx": 32, + "loss": 0.40726810693740845, + "learning_rate": 0.0009476228241624059, + "timestep_mean": 558.125, + "epsilon_norm": 8.073263168334961, + "prediction_norm": 6.366892337799072, + "timestamp": "2025-07-14T12:33:43.843219" + }, + { + "epoch": 294, + "batch_idx": 64, + "loss": 0.15424515306949615, + "learning_rate": 0.0009476228241624059, + "timestep_mean": 533.375, + "epsilon_norm": 8.321022987365723, + "prediction_norm": 8.117642402648926, + "timestamp": "2025-07-14T12:33:43.848415" + }, + { + "epoch": 294, + "batch_idx": 96, + "loss": 0.438045859336853, + "learning_rate": 0.0009476228241624059, + "timestep_mean": 470.78125, + "epsilon_norm": 8.05429458618164, + "prediction_norm": 6.545435905456543, + "timestamp": "2025-07-14T12:33:43.853420" + }, + { + "epoch": 294, + "batch_idx": 128, + "loss": 0.26511725783348083, + "learning_rate": 0.0009476228241624059, + "timestep_mean": 475.9375, + "epsilon_norm": 7.318776607513428, + "prediction_norm": 5.956703186035156, + "timestamp": "2025-07-14T12:33:43.858797" + }, + { + "epoch": 294, + "batch_idx": 160, + "loss": 0.19552044570446014, + "learning_rate": 0.0009476228241624059, + "timestep_mean": 532.09375, + "epsilon_norm": 8.305910110473633, + "prediction_norm": 7.231509685516357, + "timestamp": "2025-07-14T12:33:43.863998" + }, + { + "epoch": 294, + "batch_idx": 192, + "loss": 0.08486360311508179, + "learning_rate": 0.0009476228241624059, + "timestep_mean": 625.0, + "epsilon_norm": 3.0726358890533447, + "prediction_norm": 2.845607042312622, + "timestamp": "2025-07-14T12:33:43.868997" + }, + { + "epoch": 295, + "batch_idx": 0, + "loss": 0.22994668781757355, + "learning_rate": 0.0009472723199190126, + "timestep_mean": 461.875, + "epsilon_norm": 6.4048566818237305, + "prediction_norm": 5.275302886962891, + "timestamp": "2025-07-14T12:33:43.874202" + }, + { + "epoch": 295, + "batch_idx": 32, + "loss": 0.37447425723075867, + "learning_rate": 0.0009472723199190126, + "timestep_mean": 502.9375, + "epsilon_norm": 8.39098834991455, + "prediction_norm": 6.650120735168457, + "timestamp": "2025-07-14T12:33:43.879460" + }, + { + "epoch": 295, + "batch_idx": 64, + "loss": 0.2828803062438965, + "learning_rate": 0.0009472723199190126, + "timestep_mean": 463.875, + "epsilon_norm": 8.656293869018555, + "prediction_norm": 7.14120626449585, + "timestamp": "2025-07-14T12:33:43.884477" + }, + { + "epoch": 295, + "batch_idx": 96, + "loss": 0.2800787091255188, + "learning_rate": 0.0009472723199190126, + "timestep_mean": 597.84375, + "epsilon_norm": 7.63676118850708, + "prediction_norm": 6.242681503295898, + "timestamp": "2025-07-14T12:33:43.889353" + }, + { + "epoch": 295, + "batch_idx": 128, + "loss": 0.2947509288787842, + "learning_rate": 0.0009472723199190126, + "timestep_mean": 494.8125, + "epsilon_norm": 9.067557334899902, + "prediction_norm": 7.207055568695068, + "timestamp": "2025-07-14T12:33:43.894285" + }, + { + "epoch": 295, + "batch_idx": 160, + "loss": 0.3947070240974426, + "learning_rate": 0.0009472723199190126, + "timestep_mean": 478.78125, + "epsilon_norm": 8.43501091003418, + "prediction_norm": 7.09042501449585, + "timestamp": "2025-07-14T12:33:43.899161" + }, + { + "epoch": 295, + "batch_idx": 192, + "loss": 0.44839614629745483, + "learning_rate": 0.0009472723199190126, + "timestep_mean": 410.625, + "epsilon_norm": 3.7309188842773438, + "prediction_norm": 2.765873432159424, + "timestamp": "2025-07-14T12:33:43.903967" + }, + { + "epoch": 296, + "batch_idx": 0, + "loss": 0.3994876444339752, + "learning_rate": 0.0009469207120756319, + "timestep_mean": 493.875, + "epsilon_norm": 7.984034061431885, + "prediction_norm": 6.342176914215088, + "timestamp": "2025-07-14T12:33:43.908952" + }, + { + "epoch": 296, + "batch_idx": 32, + "loss": 0.17606580257415771, + "learning_rate": 0.0009469207120756319, + "timestep_mean": 617.71875, + "epsilon_norm": 6.981696128845215, + "prediction_norm": 6.000242710113525, + "timestamp": "2025-07-14T12:33:43.913880" + }, + { + "epoch": 296, + "batch_idx": 64, + "loss": 0.35127025842666626, + "learning_rate": 0.0009469207120756319, + "timestep_mean": 504.21875, + "epsilon_norm": 8.319480895996094, + "prediction_norm": 7.647485733032227, + "timestamp": "2025-07-14T12:33:43.918780" + }, + { + "epoch": 296, + "batch_idx": 96, + "loss": 0.34703582525253296, + "learning_rate": 0.0009469207120756319, + "timestep_mean": 488.21875, + "epsilon_norm": 7.327659606933594, + "prediction_norm": 5.815189838409424, + "timestamp": "2025-07-14T12:33:43.923684" + }, + { + "epoch": 296, + "batch_idx": 128, + "loss": 0.15733490884304047, + "learning_rate": 0.0009469207120756319, + "timestep_mean": 526.84375, + "epsilon_norm": 8.666464805603027, + "prediction_norm": 8.386492729187012, + "timestamp": "2025-07-14T12:33:43.928637" + }, + { + "epoch": 296, + "batch_idx": 160, + "loss": 0.22636504471302032, + "learning_rate": 0.0009469207120756319, + "timestep_mean": 588.0, + "epsilon_norm": 8.222555160522461, + "prediction_norm": 7.146106243133545, + "timestamp": "2025-07-14T12:33:43.933752" + }, + { + "epoch": 296, + "batch_idx": 192, + "loss": 0.2802479565143585, + "learning_rate": 0.0009469207120756319, + "timestep_mean": 590.125, + "epsilon_norm": 5.522658348083496, + "prediction_norm": 4.54299259185791, + "timestamp": "2025-07-14T12:33:43.938824" + }, + { + "epoch": 297, + "batch_idx": 0, + "loss": 0.29025954008102417, + "learning_rate": 0.0009465680014998213, + "timestep_mean": 423.6875, + "epsilon_norm": 7.109519004821777, + "prediction_norm": 5.542810916900635, + "timestamp": "2025-07-14T12:33:43.943987" + }, + { + "epoch": 297, + "batch_idx": 32, + "loss": 0.2503524422645569, + "learning_rate": 0.0009465680014998213, + "timestep_mean": 489.40625, + "epsilon_norm": 8.970248222351074, + "prediction_norm": 7.753088474273682, + "timestamp": "2025-07-14T12:33:43.949112" + }, + { + "epoch": 297, + "batch_idx": 64, + "loss": 0.3785260319709778, + "learning_rate": 0.0009465680014998213, + "timestep_mean": 521.84375, + "epsilon_norm": 8.02007007598877, + "prediction_norm": 6.118301868438721, + "timestamp": "2025-07-14T12:33:43.954225" + }, + { + "epoch": 297, + "batch_idx": 96, + "loss": 0.32244133949279785, + "learning_rate": 0.0009465680014998213, + "timestep_mean": 490.75, + "epsilon_norm": 8.559189796447754, + "prediction_norm": 6.8836259841918945, + "timestamp": "2025-07-14T12:33:43.959340" + }, + { + "epoch": 297, + "batch_idx": 128, + "loss": 0.3893614411354065, + "learning_rate": 0.0009465680014998213, + "timestep_mean": 430.75, + "epsilon_norm": 7.838315963745117, + "prediction_norm": 6.426507949829102, + "timestamp": "2025-07-14T12:33:43.964483" + }, + { + "epoch": 297, + "batch_idx": 160, + "loss": 0.2765830159187317, + "learning_rate": 0.0009465680014998213, + "timestep_mean": 530.75, + "epsilon_norm": 7.172094821929932, + "prediction_norm": 6.159479141235352, + "timestamp": "2025-07-14T12:33:43.969753" + }, + { + "epoch": 297, + "batch_idx": 192, + "loss": 0.26456570625305176, + "learning_rate": 0.0009465680014998213, + "timestep_mean": 470.0, + "epsilon_norm": 3.1299350261688232, + "prediction_norm": 2.3368289470672607, + "timestamp": "2025-07-14T12:33:43.975040" + }, + { + "epoch": 298, + "batch_idx": 0, + "loss": 0.3943202495574951, + "learning_rate": 0.000946214189061859, + "timestep_mean": 496.5, + "epsilon_norm": 7.8874006271362305, + "prediction_norm": 5.915721416473389, + "timestamp": "2025-07-14T12:33:43.980317" + }, + { + "epoch": 298, + "batch_idx": 32, + "loss": 0.1437932252883911, + "learning_rate": 0.000946214189061859, + "timestep_mean": 501.34375, + "epsilon_norm": 7.921999454498291, + "prediction_norm": 7.231447219848633, + "timestamp": "2025-07-14T12:33:43.985656" + }, + { + "epoch": 298, + "batch_idx": 64, + "loss": 0.2555316686630249, + "learning_rate": 0.000946214189061859, + "timestep_mean": 471.46875, + "epsilon_norm": 7.264331817626953, + "prediction_norm": 6.090349197387695, + "timestamp": "2025-07-14T12:33:43.990788" + }, + { + "epoch": 298, + "batch_idx": 96, + "loss": 0.4237869381904602, + "learning_rate": 0.000946214189061859, + "timestep_mean": 554.8125, + "epsilon_norm": 8.196137428283691, + "prediction_norm": 6.5170063972473145, + "timestamp": "2025-07-14T12:33:43.995782" + }, + { + "epoch": 298, + "batch_idx": 128, + "loss": 0.33687344193458557, + "learning_rate": 0.000946214189061859, + "timestep_mean": 502.96875, + "epsilon_norm": 8.632125854492188, + "prediction_norm": 6.983222007751465, + "timestamp": "2025-07-14T12:33:44.000839" + }, + { + "epoch": 298, + "batch_idx": 160, + "loss": 0.31244516372680664, + "learning_rate": 0.000946214189061859, + "timestep_mean": 443.375, + "epsilon_norm": 8.501773834228516, + "prediction_norm": 7.173810005187988, + "timestamp": "2025-07-14T12:33:44.005870" + }, + { + "epoch": 298, + "batch_idx": 192, + "loss": 0.12110153585672379, + "learning_rate": 0.000946214189061859, + "timestep_mean": 584.625, + "epsilon_norm": 3.9524636268615723, + "prediction_norm": 4.05687141418457, + "timestamp": "2025-07-14T12:33:44.010999" + }, + { + "epoch": 299, + "batch_idx": 0, + "loss": 0.649905800819397, + "learning_rate": 0.000945859275634742, + "timestep_mean": 415.34375, + "epsilon_norm": 9.112911224365234, + "prediction_norm": 6.172330379486084, + "timestamp": "2025-07-14T12:33:44.015951" + }, + { + "epoch": 299, + "batch_idx": 32, + "loss": 0.24472267925739288, + "learning_rate": 0.000945859275634742, + "timestep_mean": 377.1875, + "epsilon_norm": 6.546050548553467, + "prediction_norm": 5.314480781555176, + "timestamp": "2025-07-14T12:33:44.020919" + }, + { + "epoch": 299, + "batch_idx": 64, + "loss": 0.506339430809021, + "learning_rate": 0.000945859275634742, + "timestep_mean": 493.09375, + "epsilon_norm": 9.095796585083008, + "prediction_norm": 7.042329788208008, + "timestamp": "2025-07-14T12:33:44.025825" + }, + { + "epoch": 299, + "batch_idx": 96, + "loss": 0.35509419441223145, + "learning_rate": 0.000945859275634742, + "timestep_mean": 473.53125, + "epsilon_norm": 8.643277168273926, + "prediction_norm": 7.0981316566467285, + "timestamp": "2025-07-14T12:33:44.030770" + }, + { + "epoch": 299, + "batch_idx": 128, + "loss": 0.0983162447810173, + "learning_rate": 0.000945859275634742, + "timestep_mean": 624.6875, + "epsilon_norm": 9.183856010437012, + "prediction_norm": 8.836013793945312, + "timestamp": "2025-07-14T12:33:44.035929" + }, + { + "epoch": 299, + "batch_idx": 160, + "loss": 0.08645975589752197, + "learning_rate": 0.000945859275634742, + "timestep_mean": 625.96875, + "epsilon_norm": 7.660700798034668, + "prediction_norm": 7.307703971862793, + "timestamp": "2025-07-14T12:33:44.041457" + }, + { + "epoch": 299, + "batch_idx": 192, + "loss": 0.3452412188053131, + "learning_rate": 0.000945859275634742, + "timestep_mean": 500.125, + "epsilon_norm": 3.2554879188537598, + "prediction_norm": 2.7982735633850098, + "timestamp": "2025-07-14T12:33:44.046487" + }, + { + "epoch": 300, + "batch_idx": 0, + "loss": 0.4034804403781891, + "learning_rate": 0.0009455032620941839, + "timestep_mean": 416.90625, + "epsilon_norm": 8.687883377075195, + "prediction_norm": 6.5208306312561035, + "timestamp": "2025-07-14T12:33:44.051600" + }, + { + "epoch": 300, + "batch_idx": 32, + "loss": 0.31714123487472534, + "learning_rate": 0.0009455032620941839, + "timestep_mean": 586.3125, + "epsilon_norm": 7.4266462326049805, + "prediction_norm": 5.84691858291626, + "timestamp": "2025-07-14T12:33:44.056749" + }, + { + "epoch": 300, + "batch_idx": 64, + "loss": 0.2675716280937195, + "learning_rate": 0.0009455032620941839, + "timestep_mean": 598.875, + "epsilon_norm": 6.7415690422058105, + "prediction_norm": 5.661332130432129, + "timestamp": "2025-07-14T12:33:44.061924" + }, + { + "epoch": 300, + "batch_idx": 96, + "loss": 0.32597750425338745, + "learning_rate": 0.0009455032620941839, + "timestep_mean": 519.5625, + "epsilon_norm": 8.762388229370117, + "prediction_norm": 7.825619697570801, + "timestamp": "2025-07-14T12:33:44.067057" + }, + { + "epoch": 300, + "batch_idx": 128, + "loss": 0.3916771113872528, + "learning_rate": 0.0009455032620941839, + "timestep_mean": 492.59375, + "epsilon_norm": 7.578874111175537, + "prediction_norm": 6.154804706573486, + "timestamp": "2025-07-14T12:33:44.072065" + }, + { + "epoch": 300, + "batch_idx": 160, + "loss": 0.16883420944213867, + "learning_rate": 0.0009455032620941839, + "timestep_mean": 555.0, + "epsilon_norm": 6.337752342224121, + "prediction_norm": 5.660130500793457, + "timestamp": "2025-07-14T12:33:44.077142" + }, + { + "epoch": 300, + "batch_idx": 192, + "loss": 0.31765374541282654, + "learning_rate": 0.0009455032620941839, + "timestep_mean": 580.375, + "epsilon_norm": 3.512927532196045, + "prediction_norm": 3.704134464263916, + "timestamp": "2025-07-14T12:33:44.082325" + }, + { + "epoch": 301, + "batch_idx": 0, + "loss": 0.3743511140346527, + "learning_rate": 0.0009451461493186129, + "timestep_mean": 408.34375, + "epsilon_norm": 8.291205406188965, + "prediction_norm": 7.128695487976074, + "timestamp": "2025-07-14T12:33:44.087621" + }, + { + "epoch": 301, + "batch_idx": 32, + "loss": 0.25829771161079407, + "learning_rate": 0.0009451461493186129, + "timestep_mean": 571.15625, + "epsilon_norm": 7.686369895935059, + "prediction_norm": 6.863716125488281, + "timestamp": "2025-07-14T12:33:44.098927" + }, + { + "epoch": 301, + "batch_idx": 64, + "loss": 0.497531920671463, + "learning_rate": 0.0009451461493186129, + "timestep_mean": 449.9375, + "epsilon_norm": 8.20654296875, + "prediction_norm": 5.939269542694092, + "timestamp": "2025-07-14T12:33:44.109239" + }, + { + "epoch": 301, + "batch_idx": 96, + "loss": 0.3699810802936554, + "learning_rate": 0.0009451461493186129, + "timestep_mean": 484.875, + "epsilon_norm": 8.0306396484375, + "prediction_norm": 5.9098334312438965, + "timestamp": "2025-07-14T12:33:44.115707" + }, + { + "epoch": 301, + "batch_idx": 128, + "loss": 0.38766393065452576, + "learning_rate": 0.0009451461493186129, + "timestep_mean": 500.3125, + "epsilon_norm": 8.09057331085205, + "prediction_norm": 6.315675258636475, + "timestamp": "2025-07-14T12:33:44.121355" + }, + { + "epoch": 301, + "batch_idx": 160, + "loss": 0.4980757534503937, + "learning_rate": 0.0009451461493186129, + "timestep_mean": 518.1875, + "epsilon_norm": 9.124058723449707, + "prediction_norm": 6.547987937927246, + "timestamp": "2025-07-14T12:33:44.127443" + }, + { + "epoch": 301, + "batch_idx": 192, + "loss": 0.29603374004364014, + "learning_rate": 0.0009451461493186129, + "timestep_mean": 634.375, + "epsilon_norm": 4.099339008331299, + "prediction_norm": 2.6534104347229004, + "timestamp": "2025-07-14T12:33:44.132954" + }, + { + "epoch": 302, + "batch_idx": 0, + "loss": 0.5133895874023438, + "learning_rate": 0.0009447879381891691, + "timestep_mean": 471.78125, + "epsilon_norm": 8.514453887939453, + "prediction_norm": 6.461006164550781, + "timestamp": "2025-07-14T12:33:44.138401" + }, + { + "epoch": 302, + "batch_idx": 32, + "loss": 0.24308235943317413, + "learning_rate": 0.0009447879381891691, + "timestep_mean": 491.4375, + "epsilon_norm": 8.213787078857422, + "prediction_norm": 7.261626720428467, + "timestamp": "2025-07-14T12:33:44.144145" + }, + { + "epoch": 302, + "batch_idx": 64, + "loss": 0.40587589144706726, + "learning_rate": 0.0009447879381891691, + "timestep_mean": 452.03125, + "epsilon_norm": 7.687921047210693, + "prediction_norm": 6.058546543121338, + "timestamp": "2025-07-14T12:33:44.149508" + }, + { + "epoch": 302, + "batch_idx": 96, + "loss": 0.43161922693252563, + "learning_rate": 0.0009447879381891691, + "timestep_mean": 495.40625, + "epsilon_norm": 8.617172241210938, + "prediction_norm": 6.43179988861084, + "timestamp": "2025-07-14T12:33:44.155104" + }, + { + "epoch": 302, + "batch_idx": 128, + "loss": 0.23346397280693054, + "learning_rate": 0.0009447879381891691, + "timestep_mean": 574.03125, + "epsilon_norm": 8.2391357421875, + "prediction_norm": 6.9779133796691895, + "timestamp": "2025-07-14T12:33:44.160870" + }, + { + "epoch": 302, + "batch_idx": 160, + "loss": 0.5246378779411316, + "learning_rate": 0.0009447879381891691, + "timestep_mean": 428.5, + "epsilon_norm": 9.083999633789062, + "prediction_norm": 6.584704399108887, + "timestamp": "2025-07-14T12:33:44.166102" + }, + { + "epoch": 302, + "batch_idx": 192, + "loss": 0.16201119124889374, + "learning_rate": 0.0009447879381891691, + "timestep_mean": 717.75, + "epsilon_norm": 4.367132186889648, + "prediction_norm": 4.179272651672363, + "timestamp": "2025-07-14T12:33:44.171905" + }, + { + "epoch": 303, + "batch_idx": 0, + "loss": 0.4923763871192932, + "learning_rate": 0.0009444286295897027, + "timestep_mean": 382.25, + "epsilon_norm": 8.37208366394043, + "prediction_norm": 5.845190525054932, + "timestamp": "2025-07-14T12:33:44.177448" + }, + { + "epoch": 303, + "batch_idx": 32, + "loss": 0.33898353576660156, + "learning_rate": 0.0009444286295897027, + "timestep_mean": 492.75, + "epsilon_norm": 8.996074676513672, + "prediction_norm": 7.834615707397461, + "timestamp": "2025-07-14T12:33:44.182557" + }, + { + "epoch": 303, + "batch_idx": 64, + "loss": 0.1904754787683487, + "learning_rate": 0.0009444286295897027, + "timestep_mean": 528.5, + "epsilon_norm": 7.172072887420654, + "prediction_norm": 6.427820205688477, + "timestamp": "2025-07-14T12:33:44.187472" + }, + { + "epoch": 303, + "batch_idx": 96, + "loss": 0.4241962134838104, + "learning_rate": 0.0009444286295897027, + "timestep_mean": 559.78125, + "epsilon_norm": 7.595330238342285, + "prediction_norm": 6.375924587249756, + "timestamp": "2025-07-14T12:33:44.192513" + }, + { + "epoch": 303, + "batch_idx": 128, + "loss": 0.3706049919128418, + "learning_rate": 0.0009444286295897027, + "timestep_mean": 535.0, + "epsilon_norm": 8.02413272857666, + "prediction_norm": 7.534745216369629, + "timestamp": "2025-07-14T12:33:44.197774" + }, + { + "epoch": 303, + "batch_idx": 160, + "loss": 0.43259871006011963, + "learning_rate": 0.0009444286295897027, + "timestep_mean": 482.84375, + "epsilon_norm": 8.881080627441406, + "prediction_norm": 8.302698135375977, + "timestamp": "2025-07-14T12:33:44.202751" + }, + { + "epoch": 303, + "batch_idx": 192, + "loss": 0.18162694573402405, + "learning_rate": 0.0009444286295897027, + "timestep_mean": 743.375, + "epsilon_norm": 3.7714974880218506, + "prediction_norm": 3.517674207687378, + "timestamp": "2025-07-14T12:33:44.208007" + }, + { + "epoch": 304, + "batch_idx": 0, + "loss": 0.3185010552406311, + "learning_rate": 0.0009440682244067724, + "timestep_mean": 532.625, + "epsilon_norm": 8.208925247192383, + "prediction_norm": 7.243027210235596, + "timestamp": "2025-07-14T12:33:44.214353" + }, + { + "epoch": 304, + "batch_idx": 32, + "loss": 0.2869075834751129, + "learning_rate": 0.0009440682244067724, + "timestep_mean": 498.28125, + "epsilon_norm": 8.170647621154785, + "prediction_norm": 7.09319543838501, + "timestamp": "2025-07-14T12:33:44.220375" + }, + { + "epoch": 304, + "batch_idx": 64, + "loss": 0.3152880072593689, + "learning_rate": 0.0009440682244067724, + "timestep_mean": 561.6875, + "epsilon_norm": 7.24281120300293, + "prediction_norm": 5.334068775177002, + "timestamp": "2025-07-14T12:33:44.225581" + }, + { + "epoch": 304, + "batch_idx": 96, + "loss": 0.477895051240921, + "learning_rate": 0.0009440682244067724, + "timestep_mean": 397.5, + "epsilon_norm": 7.866332530975342, + "prediction_norm": 5.70941162109375, + "timestamp": "2025-07-14T12:33:44.230882" + }, + { + "epoch": 304, + "batch_idx": 128, + "loss": 0.2598576247692108, + "learning_rate": 0.0009440682244067724, + "timestep_mean": 507.3125, + "epsilon_norm": 7.47178316116333, + "prediction_norm": 6.13486909866333, + "timestamp": "2025-07-14T12:33:44.235887" + }, + { + "epoch": 304, + "batch_idx": 160, + "loss": 0.23038248717784882, + "learning_rate": 0.0009440682244067724, + "timestep_mean": 490.125, + "epsilon_norm": 6.9833760261535645, + "prediction_norm": 5.711684226989746, + "timestamp": "2025-07-14T12:33:44.240892" + }, + { + "epoch": 304, + "batch_idx": 192, + "loss": 0.17138135433197021, + "learning_rate": 0.0009440682244067724, + "timestep_mean": 466.75, + "epsilon_norm": 3.1750152111053467, + "prediction_norm": 2.6159424781799316, + "timestamp": "2025-07-14T12:33:44.246380" + }, + { + "epoch": 305, + "batch_idx": 0, + "loss": 0.29888656735420227, + "learning_rate": 0.0009437067235296418, + "timestep_mean": 477.25, + "epsilon_norm": 7.971816539764404, + "prediction_norm": 5.924543857574463, + "timestamp": "2025-07-14T12:33:44.252421" + }, + { + "epoch": 305, + "batch_idx": 32, + "loss": 0.35591235756874084, + "learning_rate": 0.0009437067235296418, + "timestep_mean": 490.65625, + "epsilon_norm": 8.126527786254883, + "prediction_norm": 6.178677558898926, + "timestamp": "2025-07-14T12:33:44.257788" + }, + { + "epoch": 305, + "batch_idx": 64, + "loss": 0.3870609700679779, + "learning_rate": 0.0009437067235296418, + "timestep_mean": 562.96875, + "epsilon_norm": 8.750605583190918, + "prediction_norm": 7.1792893409729, + "timestamp": "2025-07-14T12:33:44.262905" + }, + { + "epoch": 305, + "batch_idx": 96, + "loss": 0.4517001509666443, + "learning_rate": 0.0009437067235296418, + "timestep_mean": 435.0, + "epsilon_norm": 8.978607177734375, + "prediction_norm": 6.9421186447143555, + "timestamp": "2025-07-14T12:33:44.267901" + }, + { + "epoch": 305, + "batch_idx": 128, + "loss": 0.5100349187850952, + "learning_rate": 0.0009437067235296418, + "timestep_mean": 468.40625, + "epsilon_norm": 7.616387367248535, + "prediction_norm": 4.829473495483398, + "timestamp": "2025-07-14T12:33:44.272973" + }, + { + "epoch": 305, + "batch_idx": 160, + "loss": 0.32550618052482605, + "learning_rate": 0.0009437067235296418, + "timestep_mean": 484.6875, + "epsilon_norm": 8.297393798828125, + "prediction_norm": 6.835019111633301, + "timestamp": "2025-07-14T12:33:44.279030" + }, + { + "epoch": 305, + "batch_idx": 192, + "loss": 0.2882809638977051, + "learning_rate": 0.0009437067235296418, + "timestep_mean": 468.0, + "epsilon_norm": 3.967648506164551, + "prediction_norm": 3.262216329574585, + "timestamp": "2025-07-14T12:33:44.284259" + }, + { + "epoch": 306, + "batch_idx": 0, + "loss": 0.4267584979534149, + "learning_rate": 0.0009433441278502784, + "timestep_mean": 479.6875, + "epsilon_norm": 8.392251014709473, + "prediction_norm": 6.1239542961120605, + "timestamp": "2025-07-14T12:33:44.289483" + }, + { + "epoch": 306, + "batch_idx": 32, + "loss": 0.41661781072616577, + "learning_rate": 0.0009433441278502784, + "timestep_mean": 500.59375, + "epsilon_norm": 8.51495361328125, + "prediction_norm": 6.631791591644287, + "timestamp": "2025-07-14T12:33:44.295505" + }, + { + "epoch": 306, + "batch_idx": 64, + "loss": 0.3907891511917114, + "learning_rate": 0.0009433441278502784, + "timestep_mean": 467.40625, + "epsilon_norm": 7.397355079650879, + "prediction_norm": 6.022799968719482, + "timestamp": "2025-07-14T12:33:44.300697" + }, + { + "epoch": 306, + "batch_idx": 96, + "loss": 0.3830035924911499, + "learning_rate": 0.0009433441278502784, + "timestep_mean": 500.5625, + "epsilon_norm": 8.176933288574219, + "prediction_norm": 6.170395374298096, + "timestamp": "2025-07-14T12:33:44.306691" + }, + { + "epoch": 306, + "batch_idx": 128, + "loss": 0.42758986353874207, + "learning_rate": 0.0009433441278502784, + "timestep_mean": 436.5625, + "epsilon_norm": 7.607638359069824, + "prediction_norm": 6.315819263458252, + "timestamp": "2025-07-14T12:33:44.312010" + }, + { + "epoch": 306, + "batch_idx": 160, + "loss": 0.21313664317131042, + "learning_rate": 0.0009433441278502784, + "timestep_mean": 536.46875, + "epsilon_norm": 8.054346084594727, + "prediction_norm": 8.117559432983398, + "timestamp": "2025-07-14T12:33:44.317112" + }, + { + "epoch": 306, + "batch_idx": 192, + "loss": 0.22539402544498444, + "learning_rate": 0.0009433441278502784, + "timestep_mean": 427.5, + "epsilon_norm": 4.484469890594482, + "prediction_norm": 3.6070008277893066, + "timestamp": "2025-07-14T12:33:44.322213" + }, + { + "epoch": 307, + "batch_idx": 0, + "loss": 0.2071193903684616, + "learning_rate": 0.000942980438263351, + "timestep_mean": 588.90625, + "epsilon_norm": 6.850804805755615, + "prediction_norm": 6.312331199645996, + "timestamp": "2025-07-14T12:33:44.327453" + }, + { + "epoch": 307, + "batch_idx": 32, + "loss": 0.24257774651050568, + "learning_rate": 0.000942980438263351, + "timestep_mean": 567.0, + "epsilon_norm": 7.8718743324279785, + "prediction_norm": 7.486760139465332, + "timestamp": "2025-07-14T12:33:44.332578" + }, + { + "epoch": 307, + "batch_idx": 64, + "loss": 0.19091558456420898, + "learning_rate": 0.000942980438263351, + "timestep_mean": 478.5, + "epsilon_norm": 7.674900054931641, + "prediction_norm": 6.897159576416016, + "timestamp": "2025-07-14T12:33:44.337574" + }, + { + "epoch": 307, + "batch_idx": 96, + "loss": 0.34560805559158325, + "learning_rate": 0.000942980438263351, + "timestep_mean": 505.28125, + "epsilon_norm": 7.678585529327393, + "prediction_norm": 6.083215713500977, + "timestamp": "2025-07-14T12:33:44.342556" + }, + { + "epoch": 307, + "batch_idx": 128, + "loss": 0.2520064115524292, + "learning_rate": 0.000942980438263351, + "timestep_mean": 494.15625, + "epsilon_norm": 7.968954563140869, + "prediction_norm": 7.440489292144775, + "timestamp": "2025-07-14T12:33:44.347539" + }, + { + "epoch": 307, + "batch_idx": 160, + "loss": 0.3838580846786499, + "learning_rate": 0.000942980438263351, + "timestep_mean": 536.0625, + "epsilon_norm": 7.969798564910889, + "prediction_norm": 6.597183704376221, + "timestamp": "2025-07-14T12:33:44.353033" + }, + { + "epoch": 307, + "batch_idx": 192, + "loss": 0.1508917212486267, + "learning_rate": 0.000942980438263351, + "timestep_mean": 497.375, + "epsilon_norm": 3.030184745788574, + "prediction_norm": 2.8116602897644043, + "timestamp": "2025-07-14T12:33:44.358155" + }, + { + "epoch": 308, + "batch_idx": 0, + "loss": 0.2992423474788666, + "learning_rate": 0.0009426156556662277, + "timestep_mean": 585.65625, + "epsilon_norm": 8.676684379577637, + "prediction_norm": 7.574132442474365, + "timestamp": "2025-07-14T12:33:44.363395" + }, + { + "epoch": 308, + "batch_idx": 32, + "loss": 0.33425435423851013, + "learning_rate": 0.0009426156556662277, + "timestep_mean": 480.6875, + "epsilon_norm": 6.990876197814941, + "prediction_norm": 5.361337661743164, + "timestamp": "2025-07-14T12:33:44.368444" + }, + { + "epoch": 308, + "batch_idx": 64, + "loss": 0.36941027641296387, + "learning_rate": 0.0009426156556662277, + "timestep_mean": 432.4375, + "epsilon_norm": 7.503459453582764, + "prediction_norm": 6.360117435455322, + "timestamp": "2025-07-14T12:33:44.374149" + }, + { + "epoch": 308, + "batch_idx": 96, + "loss": 0.40337318181991577, + "learning_rate": 0.0009426156556662277, + "timestep_mean": 538.3125, + "epsilon_norm": 7.527911186218262, + "prediction_norm": 5.682023525238037, + "timestamp": "2025-07-14T12:33:44.379071" + }, + { + "epoch": 308, + "batch_idx": 128, + "loss": 0.3617030084133148, + "learning_rate": 0.0009426156556662277, + "timestep_mean": 512.15625, + "epsilon_norm": 8.402844429016113, + "prediction_norm": 6.3267645835876465, + "timestamp": "2025-07-14T12:33:44.384124" + }, + { + "epoch": 308, + "batch_idx": 160, + "loss": 0.3804055452346802, + "learning_rate": 0.0009426156556662277, + "timestep_mean": 429.5625, + "epsilon_norm": 8.214112281799316, + "prediction_norm": 6.525462627410889, + "timestamp": "2025-07-14T12:33:44.389269" + }, + { + "epoch": 308, + "batch_idx": 192, + "loss": 0.4018365740776062, + "learning_rate": 0.0009426156556662277, + "timestep_mean": 496.125, + "epsilon_norm": 5.025627136230469, + "prediction_norm": 4.318049907684326, + "timestamp": "2025-07-14T12:33:44.395138" + }, + { + "epoch": 309, + "batch_idx": 0, + "loss": 0.48627305030822754, + "learning_rate": 0.0009422497809589732, + "timestep_mean": 475.78125, + "epsilon_norm": 8.55827808380127, + "prediction_norm": 6.079723834991455, + "timestamp": "2025-07-14T12:33:44.400375" + }, + { + "epoch": 309, + "batch_idx": 32, + "loss": 0.23030400276184082, + "learning_rate": 0.0009422497809589732, + "timestep_mean": 526.5, + "epsilon_norm": 7.69527006149292, + "prediction_norm": 6.409314155578613, + "timestamp": "2025-07-14T12:33:44.405379" + }, + { + "epoch": 309, + "batch_idx": 64, + "loss": 0.1610921025276184, + "learning_rate": 0.0009422497809589732, + "timestep_mean": 561.65625, + "epsilon_norm": 9.41823959350586, + "prediction_norm": 8.989935874938965, + "timestamp": "2025-07-14T12:33:44.410317" + }, + { + "epoch": 309, + "batch_idx": 96, + "loss": 0.3375703990459442, + "learning_rate": 0.0009422497809589732, + "timestep_mean": 505.59375, + "epsilon_norm": 8.628965377807617, + "prediction_norm": 6.967066764831543, + "timestamp": "2025-07-14T12:33:44.415797" + }, + { + "epoch": 309, + "batch_idx": 128, + "loss": 0.35332852602005005, + "learning_rate": 0.0009422497809589732, + "timestep_mean": 464.1875, + "epsilon_norm": 8.305685043334961, + "prediction_norm": 6.146960735321045, + "timestamp": "2025-07-14T12:33:44.421196" + }, + { + "epoch": 309, + "batch_idx": 160, + "loss": 0.41356462240219116, + "learning_rate": 0.0009422497809589732, + "timestep_mean": 492.5625, + "epsilon_norm": 7.144815444946289, + "prediction_norm": 5.235233783721924, + "timestamp": "2025-07-14T12:33:44.426453" + }, + { + "epoch": 309, + "batch_idx": 192, + "loss": 0.2695973813533783, + "learning_rate": 0.0009422497809589732, + "timestep_mean": 379.375, + "epsilon_norm": 3.2443089485168457, + "prediction_norm": 2.9164750576019287, + "timestamp": "2025-07-14T12:33:44.431822" + }, + { + "epoch": 310, + "batch_idx": 0, + "loss": 0.34739816188812256, + "learning_rate": 0.0009418828150443469, + "timestep_mean": 543.375, + "epsilon_norm": 7.4447479248046875, + "prediction_norm": 5.554076194763184, + "timestamp": "2025-07-14T12:33:44.436975" + }, + { + "epoch": 310, + "batch_idx": 32, + "loss": 0.392769992351532, + "learning_rate": 0.0009418828150443469, + "timestep_mean": 458.8125, + "epsilon_norm": 8.397704124450684, + "prediction_norm": 7.071004867553711, + "timestamp": "2025-07-14T12:33:44.442319" + }, + { + "epoch": 310, + "batch_idx": 64, + "loss": 0.3510593771934509, + "learning_rate": 0.0009418828150443469, + "timestep_mean": 430.90625, + "epsilon_norm": 7.791094779968262, + "prediction_norm": 5.2693586349487305, + "timestamp": "2025-07-14T12:33:44.448500" + }, + { + "epoch": 310, + "batch_idx": 96, + "loss": 0.34687161445617676, + "learning_rate": 0.0009418828150443469, + "timestep_mean": 488.6875, + "epsilon_norm": 8.463309288024902, + "prediction_norm": 6.724893093109131, + "timestamp": "2025-07-14T12:33:44.455425" + }, + { + "epoch": 310, + "batch_idx": 128, + "loss": 0.2196124792098999, + "learning_rate": 0.0009418828150443469, + "timestep_mean": 559.0625, + "epsilon_norm": 7.7352070808410645, + "prediction_norm": 7.218239784240723, + "timestamp": "2025-07-14T12:33:44.460799" + }, + { + "epoch": 310, + "batch_idx": 160, + "loss": 0.32723110914230347, + "learning_rate": 0.0009418828150443469, + "timestep_mean": 516.5, + "epsilon_norm": 7.954757213592529, + "prediction_norm": 6.80149507522583, + "timestamp": "2025-07-14T12:33:44.465941" + }, + { + "epoch": 310, + "batch_idx": 192, + "loss": 0.25338929891586304, + "learning_rate": 0.0009418828150443469, + "timestep_mean": 568.75, + "epsilon_norm": 4.12007999420166, + "prediction_norm": 4.259413719177246, + "timestamp": "2025-07-14T12:33:44.471238" + }, + { + "epoch": 311, + "batch_idx": 0, + "loss": 0.2489445060491562, + "learning_rate": 0.0009415147588278007, + "timestep_mean": 497.3125, + "epsilon_norm": 7.339078903198242, + "prediction_norm": 6.597434043884277, + "timestamp": "2025-07-14T12:33:44.476130" + }, + { + "epoch": 311, + "batch_idx": 32, + "loss": 0.2842828035354614, + "learning_rate": 0.0009415147588278007, + "timestep_mean": 491.4375, + "epsilon_norm": 8.1062593460083, + "prediction_norm": 6.598108291625977, + "timestamp": "2025-07-14T12:33:44.481099" + }, + { + "epoch": 311, + "batch_idx": 64, + "loss": 0.3177689015865326, + "learning_rate": 0.0009415147588278007, + "timestep_mean": 547.28125, + "epsilon_norm": 8.477967262268066, + "prediction_norm": 7.313542366027832, + "timestamp": "2025-07-14T12:33:44.486117" + }, + { + "epoch": 311, + "batch_idx": 96, + "loss": 0.38460689783096313, + "learning_rate": 0.0009415147588278007, + "timestep_mean": 450.75, + "epsilon_norm": 7.5407843589782715, + "prediction_norm": 6.032519817352295, + "timestamp": "2025-07-14T12:33:44.491218" + }, + { + "epoch": 311, + "batch_idx": 128, + "loss": 0.3432968258857727, + "learning_rate": 0.0009415147588278007, + "timestep_mean": 433.53125, + "epsilon_norm": 7.94008207321167, + "prediction_norm": 6.201416492462158, + "timestamp": "2025-07-14T12:33:44.496229" + }, + { + "epoch": 311, + "batch_idx": 160, + "loss": 0.22931775450706482, + "learning_rate": 0.0009415147588278007, + "timestep_mean": 462.5, + "epsilon_norm": 8.556777954101562, + "prediction_norm": 7.6266560554504395, + "timestamp": "2025-07-14T12:33:44.501170" + }, + { + "epoch": 311, + "batch_idx": 192, + "loss": 0.5058915615081787, + "learning_rate": 0.0009415147588278007, + "timestep_mean": 490.25, + "epsilon_norm": 4.241489410400391, + "prediction_norm": 2.9291510581970215, + "timestamp": "2025-07-14T12:33:44.506107" + }, + { + "epoch": 312, + "batch_idx": 0, + "loss": 0.15864905714988708, + "learning_rate": 0.0009411456132174768, + "timestep_mean": 457.4375, + "epsilon_norm": 6.348081111907959, + "prediction_norm": 5.86568021774292, + "timestamp": "2025-07-14T12:33:44.512190" + }, + { + "epoch": 312, + "batch_idx": 32, + "loss": 0.16611003875732422, + "learning_rate": 0.0009411456132174768, + "timestep_mean": 523.3125, + "epsilon_norm": 7.47551155090332, + "prediction_norm": 6.453419208526611, + "timestamp": "2025-07-14T12:33:44.517254" + }, + { + "epoch": 312, + "batch_idx": 64, + "loss": 0.21579784154891968, + "learning_rate": 0.0009411456132174768, + "timestep_mean": 556.875, + "epsilon_norm": 7.579047203063965, + "prediction_norm": 6.141852378845215, + "timestamp": "2025-07-14T12:33:44.522210" + }, + { + "epoch": 312, + "batch_idx": 96, + "loss": 0.35204723477363586, + "learning_rate": 0.0009411456132174768, + "timestep_mean": 477.0, + "epsilon_norm": 7.27876091003418, + "prediction_norm": 5.2754082679748535, + "timestamp": "2025-07-14T12:33:44.527135" + }, + { + "epoch": 312, + "batch_idx": 128, + "loss": 0.5295079350471497, + "learning_rate": 0.0009411456132174768, + "timestep_mean": 463.84375, + "epsilon_norm": 9.080291748046875, + "prediction_norm": 5.921959400177002, + "timestamp": "2025-07-14T12:33:44.532043" + }, + { + "epoch": 312, + "batch_idx": 160, + "loss": 0.2988135516643524, + "learning_rate": 0.0009411456132174768, + "timestep_mean": 389.875, + "epsilon_norm": 7.127275466918945, + "prediction_norm": 5.256661415100098, + "timestamp": "2025-07-14T12:33:44.536949" + }, + { + "epoch": 312, + "batch_idx": 192, + "loss": 0.07216119766235352, + "learning_rate": 0.0009411456132174768, + "timestep_mean": 581.5, + "epsilon_norm": 3.473041296005249, + "prediction_norm": 3.143571615219116, + "timestamp": "2025-07-14T12:33:44.541949" + }, + { + "epoch": 313, + "batch_idx": 0, + "loss": 0.23970448970794678, + "learning_rate": 0.0009407753791242052, + "timestep_mean": 543.875, + "epsilon_norm": 7.202841758728027, + "prediction_norm": 5.678368091583252, + "timestamp": "2025-07-14T12:33:44.546830" + }, + { + "epoch": 313, + "batch_idx": 32, + "loss": 0.23423272371292114, + "learning_rate": 0.0009407753791242052, + "timestep_mean": 530.78125, + "epsilon_norm": 8.14113998413086, + "prediction_norm": 7.498908042907715, + "timestamp": "2025-07-14T12:33:44.551766" + }, + { + "epoch": 313, + "batch_idx": 64, + "loss": 0.5642032623291016, + "learning_rate": 0.0009407753791242052, + "timestep_mean": 432.40625, + "epsilon_norm": 8.658342361450195, + "prediction_norm": 6.39337158203125, + "timestamp": "2025-07-14T12:33:44.556745" + }, + { + "epoch": 313, + "batch_idx": 96, + "loss": 0.21605387330055237, + "learning_rate": 0.0009407753791242052, + "timestep_mean": 439.75, + "epsilon_norm": 7.638027191162109, + "prediction_norm": 7.356625080108643, + "timestamp": "2025-07-14T12:33:44.561734" + }, + { + "epoch": 313, + "batch_idx": 128, + "loss": 0.3712928295135498, + "learning_rate": 0.0009407753791242052, + "timestep_mean": 556.78125, + "epsilon_norm": 8.29919719696045, + "prediction_norm": 7.475476264953613, + "timestamp": "2025-07-14T12:33:44.566695" + }, + { + "epoch": 313, + "batch_idx": 160, + "loss": 0.24069000780582428, + "learning_rate": 0.0009407753791242052, + "timestep_mean": 496.40625, + "epsilon_norm": 6.824608325958252, + "prediction_norm": 5.816011905670166, + "timestamp": "2025-07-14T12:33:44.571556" + }, + { + "epoch": 313, + "batch_idx": 192, + "loss": 0.3513469994068146, + "learning_rate": 0.0009407753791242052, + "timestep_mean": 492.25, + "epsilon_norm": 3.5834131240844727, + "prediction_norm": 3.413670063018799, + "timestamp": "2025-07-14T12:33:44.576532" + }, + { + "epoch": 314, + "batch_idx": 0, + "loss": 0.2983747720718384, + "learning_rate": 0.0009404040574615019, + "timestep_mean": 615.3125, + "epsilon_norm": 7.946205139160156, + "prediction_norm": 7.357501029968262, + "timestamp": "2025-07-14T12:33:44.581479" + }, + { + "epoch": 314, + "batch_idx": 32, + "loss": 0.32375532388687134, + "learning_rate": 0.0009404040574615019, + "timestep_mean": 471.46875, + "epsilon_norm": 8.477621078491211, + "prediction_norm": 7.875897407531738, + "timestamp": "2025-07-14T12:33:44.586354" + }, + { + "epoch": 314, + "batch_idx": 64, + "loss": 0.2804136276245117, + "learning_rate": 0.0009404040574615019, + "timestep_mean": 454.90625, + "epsilon_norm": 7.189303398132324, + "prediction_norm": 5.785415172576904, + "timestamp": "2025-07-14T12:33:44.591303" + }, + { + "epoch": 314, + "batch_idx": 96, + "loss": 0.3366519808769226, + "learning_rate": 0.0009404040574615019, + "timestep_mean": 469.03125, + "epsilon_norm": 7.542979717254639, + "prediction_norm": 5.979731559753418, + "timestamp": "2025-07-14T12:33:44.596266" + }, + { + "epoch": 314, + "batch_idx": 128, + "loss": 0.48365986347198486, + "learning_rate": 0.0009404040574615019, + "timestep_mean": 485.125, + "epsilon_norm": 8.396023750305176, + "prediction_norm": 5.8728251457214355, + "timestamp": "2025-07-14T12:33:44.601150" + }, + { + "epoch": 314, + "batch_idx": 160, + "loss": 0.37090760469436646, + "learning_rate": 0.0009404040574615019, + "timestep_mean": 467.5, + "epsilon_norm": 8.83098030090332, + "prediction_norm": 7.388851165771484, + "timestamp": "2025-07-14T12:33:44.606008" + }, + { + "epoch": 314, + "batch_idx": 192, + "loss": 0.4403170943260193, + "learning_rate": 0.0009404040574615019, + "timestep_mean": 552.625, + "epsilon_norm": 3.888488292694092, + "prediction_norm": 2.9988932609558105, + "timestamp": "2025-07-14T12:33:44.610907" + }, + { + "epoch": 315, + "batch_idx": 0, + "loss": 0.2576512098312378, + "learning_rate": 0.0009400316491455661, + "timestep_mean": 499.75, + "epsilon_norm": 7.289783477783203, + "prediction_norm": 5.212705612182617, + "timestamp": "2025-07-14T12:33:44.615880" + }, + { + "epoch": 315, + "batch_idx": 32, + "loss": 0.2614319920539856, + "learning_rate": 0.0009400316491455661, + "timestep_mean": 509.375, + "epsilon_norm": 7.6879377365112305, + "prediction_norm": 6.455900192260742, + "timestamp": "2025-07-14T12:33:44.620907" + }, + { + "epoch": 315, + "batch_idx": 64, + "loss": 0.4578295946121216, + "learning_rate": 0.0009400316491455661, + "timestep_mean": 482.78125, + "epsilon_norm": 8.016833305358887, + "prediction_norm": 5.286067962646484, + "timestamp": "2025-07-14T12:33:44.625796" + }, + { + "epoch": 315, + "batch_idx": 96, + "loss": 0.24864670634269714, + "learning_rate": 0.0009400316491455661, + "timestep_mean": 474.75, + "epsilon_norm": 7.427969932556152, + "prediction_norm": 6.0099968910217285, + "timestamp": "2025-07-14T12:33:44.630650" + }, + { + "epoch": 315, + "batch_idx": 128, + "loss": 0.22773626446723938, + "learning_rate": 0.0009400316491455661, + "timestep_mean": 459.25, + "epsilon_norm": 7.907585620880127, + "prediction_norm": 5.505805015563965, + "timestamp": "2025-07-14T12:33:44.635558" + }, + { + "epoch": 315, + "batch_idx": 160, + "loss": 0.5144651532173157, + "learning_rate": 0.0009400316491455661, + "timestep_mean": 499.9375, + "epsilon_norm": 8.144424438476562, + "prediction_norm": 6.022611618041992, + "timestamp": "2025-07-14T12:33:44.640485" + }, + { + "epoch": 315, + "batch_idx": 192, + "loss": 0.7554811835289001, + "learning_rate": 0.0009400316491455661, + "timestep_mean": 309.25, + "epsilon_norm": 3.832308769226074, + "prediction_norm": 1.9612971544265747, + "timestamp": "2025-07-14T12:33:44.645389" + }, + { + "epoch": 316, + "batch_idx": 0, + "loss": 0.2949504256248474, + "learning_rate": 0.0009396581550952781, + "timestep_mean": 480.875, + "epsilon_norm": 6.466949939727783, + "prediction_norm": 5.194095134735107, + "timestamp": "2025-07-14T12:33:44.650427" + }, + { + "epoch": 316, + "batch_idx": 32, + "loss": 0.2537625730037689, + "learning_rate": 0.0009396581550952781, + "timestep_mean": 517.75, + "epsilon_norm": 7.444360256195068, + "prediction_norm": 6.119564056396484, + "timestamp": "2025-07-14T12:33:44.655271" + }, + { + "epoch": 316, + "batch_idx": 64, + "loss": 0.22668859362602234, + "learning_rate": 0.0009396581550952781, + "timestep_mean": 528.0, + "epsilon_norm": 7.405768871307373, + "prediction_norm": 6.4441704750061035, + "timestamp": "2025-07-14T12:33:44.660166" + }, + { + "epoch": 316, + "batch_idx": 96, + "loss": 0.19553062319755554, + "learning_rate": 0.0009396581550952781, + "timestep_mean": 482.25, + "epsilon_norm": 7.0808024406433105, + "prediction_norm": 6.171265125274658, + "timestamp": "2025-07-14T12:33:44.665030" + }, + { + "epoch": 316, + "batch_idx": 128, + "loss": 0.3195009231567383, + "learning_rate": 0.0009396581550952781, + "timestep_mean": 410.53125, + "epsilon_norm": 7.511287212371826, + "prediction_norm": 5.951711654663086, + "timestamp": "2025-07-14T12:33:44.670063" + }, + { + "epoch": 316, + "batch_idx": 160, + "loss": 0.14498376846313477, + "learning_rate": 0.0009396581550952781, + "timestep_mean": 553.65625, + "epsilon_norm": 6.562129497528076, + "prediction_norm": 6.411725044250488, + "timestamp": "2025-07-14T12:33:44.675049" + }, + { + "epoch": 316, + "batch_idx": 192, + "loss": 0.2804133892059326, + "learning_rate": 0.0009396581550952781, + "timestep_mean": 579.875, + "epsilon_norm": 3.6217336654663086, + "prediction_norm": 2.9244191646575928, + "timestamp": "2025-07-14T12:33:44.679948" + }, + { + "epoch": 317, + "batch_idx": 0, + "loss": 0.3189537525177002, + "learning_rate": 0.0009392835762321978, + "timestep_mean": 407.65625, + "epsilon_norm": 7.783290863037109, + "prediction_norm": 6.011063098907471, + "timestamp": "2025-07-14T12:33:44.684903" + }, + { + "epoch": 317, + "batch_idx": 32, + "loss": 0.3780250549316406, + "learning_rate": 0.0009392835762321978, + "timestep_mean": 536.84375, + "epsilon_norm": 8.237127304077148, + "prediction_norm": 6.838249683380127, + "timestamp": "2025-07-14T12:33:44.689816" + }, + { + "epoch": 317, + "batch_idx": 64, + "loss": 0.24682527780532837, + "learning_rate": 0.0009392835762321978, + "timestep_mean": 529.5, + "epsilon_norm": 7.755156517028809, + "prediction_norm": 7.1732497215271, + "timestamp": "2025-07-14T12:33:44.694811" + }, + { + "epoch": 317, + "batch_idx": 96, + "loss": 0.33602631092071533, + "learning_rate": 0.0009392835762321978, + "timestep_mean": 525.28125, + "epsilon_norm": 8.147594451904297, + "prediction_norm": 7.386172294616699, + "timestamp": "2025-07-14T12:33:44.699867" + }, + { + "epoch": 317, + "batch_idx": 128, + "loss": 0.46860671043395996, + "learning_rate": 0.0009392835762321978, + "timestep_mean": 504.84375, + "epsilon_norm": 8.305645942687988, + "prediction_norm": 6.7826666831970215, + "timestamp": "2025-07-14T12:33:44.704742" + }, + { + "epoch": 317, + "batch_idx": 160, + "loss": 0.45903050899505615, + "learning_rate": 0.0009392835762321978, + "timestep_mean": 500.3125, + "epsilon_norm": 8.364349365234375, + "prediction_norm": 6.4628586769104, + "timestamp": "2025-07-14T12:33:44.709753" + }, + { + "epoch": 317, + "batch_idx": 192, + "loss": 0.24519428610801697, + "learning_rate": 0.0009392835762321978, + "timestep_mean": 526.625, + "epsilon_norm": 3.8380446434020996, + "prediction_norm": 3.4377710819244385, + "timestamp": "2025-07-14T12:33:44.717246" + }, + { + "epoch": 318, + "batch_idx": 0, + "loss": 0.2704229950904846, + "learning_rate": 0.0009389079134805609, + "timestep_mean": 506.125, + "epsilon_norm": 7.69659423828125, + "prediction_norm": 6.221818923950195, + "timestamp": "2025-07-14T12:33:44.722337" + }, + { + "epoch": 318, + "batch_idx": 32, + "loss": 0.3293595016002655, + "learning_rate": 0.0009389079134805609, + "timestep_mean": 459.8125, + "epsilon_norm": 7.88912296295166, + "prediction_norm": 6.249311447143555, + "timestamp": "2025-07-14T12:33:44.727307" + }, + { + "epoch": 318, + "batch_idx": 64, + "loss": 0.27395838499069214, + "learning_rate": 0.0009389079134805609, + "timestep_mean": 518.5, + "epsilon_norm": 7.80129337310791, + "prediction_norm": 6.5641398429870605, + "timestamp": "2025-07-14T12:33:44.732296" + }, + { + "epoch": 318, + "batch_idx": 96, + "loss": 0.2904775142669678, + "learning_rate": 0.0009389079134805609, + "timestep_mean": 496.09375, + "epsilon_norm": 8.332097053527832, + "prediction_norm": 6.840487003326416, + "timestamp": "2025-07-14T12:33:44.737341" + }, + { + "epoch": 318, + "batch_idx": 128, + "loss": 0.5092045068740845, + "learning_rate": 0.0009389079134805609, + "timestep_mean": 546.5625, + "epsilon_norm": 8.40394401550293, + "prediction_norm": 5.809972286224365, + "timestamp": "2025-07-14T12:33:44.742252" + }, + { + "epoch": 318, + "batch_idx": 160, + "loss": 0.2712084650993347, + "learning_rate": 0.0009389079134805609, + "timestep_mean": 484.75, + "epsilon_norm": 7.2740936279296875, + "prediction_norm": 5.8610334396362305, + "timestamp": "2025-07-14T12:33:44.747258" + }, + { + "epoch": 318, + "batch_idx": 192, + "loss": 0.515049397945404, + "learning_rate": 0.0009389079134805609, + "timestep_mean": 523.875, + "epsilon_norm": 4.878202438354492, + "prediction_norm": 3.6683738231658936, + "timestamp": "2025-07-14T12:33:44.752233" + }, + { + "epoch": 319, + "batch_idx": 0, + "loss": 0.4654548764228821, + "learning_rate": 0.0009385311677672781, + "timestep_mean": 445.1875, + "epsilon_norm": 8.434076309204102, + "prediction_norm": 6.120800018310547, + "timestamp": "2025-07-14T12:33:44.757163" + }, + { + "epoch": 319, + "batch_idx": 32, + "loss": 0.21010226011276245, + "learning_rate": 0.0009385311677672781, + "timestep_mean": 587.53125, + "epsilon_norm": 7.314823627471924, + "prediction_norm": 5.839356899261475, + "timestamp": "2025-07-14T12:33:44.762132" + }, + { + "epoch": 319, + "batch_idx": 64, + "loss": 0.48756125569343567, + "learning_rate": 0.0009385311677672781, + "timestep_mean": 474.3125, + "epsilon_norm": 9.255435943603516, + "prediction_norm": 7.174157619476318, + "timestamp": "2025-07-14T12:33:44.767162" + }, + { + "epoch": 319, + "batch_idx": 96, + "loss": 0.31470444798469543, + "learning_rate": 0.0009385311677672781, + "timestep_mean": 470.5, + "epsilon_norm": 7.865230560302734, + "prediction_norm": 6.908642768859863, + "timestamp": "2025-07-14T12:33:44.772176" + }, + { + "epoch": 319, + "batch_idx": 128, + "loss": 0.4242164194583893, + "learning_rate": 0.0009385311677672781, + "timestep_mean": 454.625, + "epsilon_norm": 7.622800350189209, + "prediction_norm": 6.0279340744018555, + "timestamp": "2025-07-14T12:33:44.777110" + }, + { + "epoch": 319, + "batch_idx": 160, + "loss": 0.22906316816806793, + "learning_rate": 0.0009385311677672781, + "timestep_mean": 565.09375, + "epsilon_norm": 8.711198806762695, + "prediction_norm": 8.012642860412598, + "timestamp": "2025-07-14T12:33:44.782078" + }, + { + "epoch": 319, + "batch_idx": 192, + "loss": 0.5367709398269653, + "learning_rate": 0.0009385311677672781, + "timestep_mean": 543.375, + "epsilon_norm": 4.030792713165283, + "prediction_norm": 2.901562213897705, + "timestamp": "2025-07-14T12:33:44.787064" + }, + { + "epoch": 320, + "batch_idx": 0, + "loss": 0.8227490186691284, + "learning_rate": 0.0009381533400219318, + "timestep_mean": 535.6875, + "epsilon_norm": 9.56025218963623, + "prediction_norm": 6.024362087249756, + "timestamp": "2025-07-14T12:33:44.792158" + }, + { + "epoch": 320, + "batch_idx": 32, + "loss": 0.2491491436958313, + "learning_rate": 0.0009381533400219318, + "timestep_mean": 483.96875, + "epsilon_norm": 8.267199516296387, + "prediction_norm": 6.766894817352295, + "timestamp": "2025-07-14T12:33:44.797017" + }, + { + "epoch": 320, + "batch_idx": 64, + "loss": 0.3062819540500641, + "learning_rate": 0.0009381533400219318, + "timestep_mean": 475.65625, + "epsilon_norm": 7.428168773651123, + "prediction_norm": 6.650835990905762, + "timestamp": "2025-07-14T12:33:44.802096" + }, + { + "epoch": 320, + "batch_idx": 96, + "loss": 0.31490784883499146, + "learning_rate": 0.0009381533400219318, + "timestep_mean": 561.34375, + "epsilon_norm": 8.198983192443848, + "prediction_norm": 7.443453788757324, + "timestamp": "2025-07-14T12:33:44.807024" + }, + { + "epoch": 320, + "batch_idx": 128, + "loss": 0.40128445625305176, + "learning_rate": 0.0009381533400219318, + "timestep_mean": 500.84375, + "epsilon_norm": 8.477516174316406, + "prediction_norm": 7.4607768058776855, + "timestamp": "2025-07-14T12:33:44.811962" + }, + { + "epoch": 320, + "batch_idx": 160, + "loss": 0.5919876098632812, + "learning_rate": 0.0009381533400219318, + "timestep_mean": 446.96875, + "epsilon_norm": 8.183693885803223, + "prediction_norm": 7.088517189025879, + "timestamp": "2025-07-14T12:33:44.817174" + }, + { + "epoch": 320, + "batch_idx": 192, + "loss": 0.5183454751968384, + "learning_rate": 0.0009381533400219318, + "timestep_mean": 243.125, + "epsilon_norm": 3.4731099605560303, + "prediction_norm": 1.822806715965271, + "timestamp": "2025-07-14T12:33:44.822176" + }, + { + "epoch": 321, + "batch_idx": 0, + "loss": 0.3299107253551483, + "learning_rate": 0.0009377744311767747, + "timestep_mean": 498.28125, + "epsilon_norm": 8.385936737060547, + "prediction_norm": 7.166971206665039, + "timestamp": "2025-07-14T12:33:44.827309" + }, + { + "epoch": 321, + "batch_idx": 32, + "loss": 0.29740551114082336, + "learning_rate": 0.0009377744311767747, + "timestep_mean": 523.375, + "epsilon_norm": 8.100316047668457, + "prediction_norm": 7.086917877197266, + "timestamp": "2025-07-14T12:33:44.832266" + }, + { + "epoch": 321, + "batch_idx": 64, + "loss": 0.36451637744903564, + "learning_rate": 0.0009377744311767747, + "timestep_mean": 470.71875, + "epsilon_norm": 8.69484806060791, + "prediction_norm": 6.337137222290039, + "timestamp": "2025-07-14T12:33:44.837316" + }, + { + "epoch": 321, + "batch_idx": 96, + "loss": 0.22015099227428436, + "learning_rate": 0.0009377744311767747, + "timestep_mean": 476.0625, + "epsilon_norm": 7.671747207641602, + "prediction_norm": 6.232197284698486, + "timestamp": "2025-07-14T12:33:44.842487" + }, + { + "epoch": 321, + "batch_idx": 128, + "loss": 0.2965056300163269, + "learning_rate": 0.0009377744311767747, + "timestep_mean": 464.84375, + "epsilon_norm": 6.527348041534424, + "prediction_norm": 5.180583477020264, + "timestamp": "2025-07-14T12:33:44.847569" + }, + { + "epoch": 321, + "batch_idx": 160, + "loss": 0.4419811964035034, + "learning_rate": 0.0009377744311767747, + "timestep_mean": 539.625, + "epsilon_norm": 8.47243881225586, + "prediction_norm": 6.896434783935547, + "timestamp": "2025-07-14T12:33:44.852690" + }, + { + "epoch": 321, + "batch_idx": 192, + "loss": 0.15465518832206726, + "learning_rate": 0.0009377744311767747, + "timestep_mean": 289.625, + "epsilon_norm": 3.219763994216919, + "prediction_norm": 2.421147108078003, + "timestamp": "2025-07-14T12:33:44.857723" + }, + { + "epoch": 322, + "batch_idx": 0, + "loss": 0.3017786145210266, + "learning_rate": 0.0009373944421667264, + "timestep_mean": 489.9375, + "epsilon_norm": 7.486268997192383, + "prediction_norm": 6.138865947723389, + "timestamp": "2025-07-14T12:33:44.863046" + }, + { + "epoch": 322, + "batch_idx": 32, + "loss": 0.29932236671447754, + "learning_rate": 0.0009373944421667264, + "timestep_mean": 502.125, + "epsilon_norm": 7.397151947021484, + "prediction_norm": 6.156217575073242, + "timestamp": "2025-07-14T12:33:44.868194" + }, + { + "epoch": 322, + "batch_idx": 64, + "loss": 0.2925782799720764, + "learning_rate": 0.0009373944421667264, + "timestep_mean": 521.53125, + "epsilon_norm": 7.543788433074951, + "prediction_norm": 5.703526020050049, + "timestamp": "2025-07-14T12:33:44.873401" + }, + { + "epoch": 322, + "batch_idx": 96, + "loss": 0.22304826974868774, + "learning_rate": 0.0009373944421667264, + "timestep_mean": 531.375, + "epsilon_norm": 8.485624313354492, + "prediction_norm": 7.182766914367676, + "timestamp": "2025-07-14T12:33:44.878566" + }, + { + "epoch": 322, + "batch_idx": 128, + "loss": 0.36766546964645386, + "learning_rate": 0.0009373944421667264, + "timestep_mean": 473.40625, + "epsilon_norm": 7.330257415771484, + "prediction_norm": 5.52805233001709, + "timestamp": "2025-07-14T12:33:44.883709" + }, + { + "epoch": 322, + "batch_idx": 160, + "loss": 0.24116432666778564, + "learning_rate": 0.0009373944421667264, + "timestep_mean": 513.15625, + "epsilon_norm": 7.39544153213501, + "prediction_norm": 6.344460964202881, + "timestamp": "2025-07-14T12:33:44.888916" + }, + { + "epoch": 322, + "batch_idx": 192, + "loss": 0.5438330769538879, + "learning_rate": 0.0009373944421667264, + "timestep_mean": 495.0, + "epsilon_norm": 4.346377849578857, + "prediction_norm": 3.1725988388061523, + "timestamp": "2025-07-14T12:33:44.894075" + }, + { + "epoch": 323, + "batch_idx": 0, + "loss": 0.25606316328048706, + "learning_rate": 0.0009370133739293723, + "timestep_mean": 602.5625, + "epsilon_norm": 7.402236461639404, + "prediction_norm": 6.11984395980835, + "timestamp": "2025-07-14T12:33:44.899184" + }, + { + "epoch": 323, + "batch_idx": 32, + "loss": 0.4299777150154114, + "learning_rate": 0.0009370133739293723, + "timestep_mean": 525.34375, + "epsilon_norm": 9.138660430908203, + "prediction_norm": 7.113570690155029, + "timestamp": "2025-07-14T12:33:44.904439" + }, + { + "epoch": 323, + "batch_idx": 64, + "loss": 0.4576312005519867, + "learning_rate": 0.0009370133739293723, + "timestep_mean": 396.84375, + "epsilon_norm": 7.833112716674805, + "prediction_norm": 5.6335320472717285, + "timestamp": "2025-07-14T12:33:44.909612" + }, + { + "epoch": 323, + "batch_idx": 96, + "loss": 0.34681060910224915, + "learning_rate": 0.0009370133739293723, + "timestep_mean": 447.15625, + "epsilon_norm": 7.265563488006592, + "prediction_norm": 5.2406229972839355, + "timestamp": "2025-07-14T12:33:44.914700" + }, + { + "epoch": 323, + "batch_idx": 128, + "loss": 0.2951222062110901, + "learning_rate": 0.0009370133739293723, + "timestep_mean": 577.0625, + "epsilon_norm": 8.617317199707031, + "prediction_norm": 7.299414157867432, + "timestamp": "2025-07-14T12:33:44.919931" + }, + { + "epoch": 323, + "batch_idx": 160, + "loss": 0.428803026676178, + "learning_rate": 0.0009370133739293723, + "timestep_mean": 412.90625, + "epsilon_norm": 7.198616981506348, + "prediction_norm": 5.537113666534424, + "timestamp": "2025-07-14T12:33:44.925106" + }, + { + "epoch": 323, + "batch_idx": 192, + "loss": 0.32293713092803955, + "learning_rate": 0.0009370133739293723, + "timestep_mean": 592.0, + "epsilon_norm": 3.6128079891204834, + "prediction_norm": 2.86466121673584, + "timestamp": "2025-07-14T12:33:44.930190" + }, + { + "epoch": 324, + "batch_idx": 0, + "loss": 0.29382482171058655, + "learning_rate": 0.0009366312274049601, + "timestep_mean": 635.59375, + "epsilon_norm": 8.470697402954102, + "prediction_norm": 7.364697456359863, + "timestamp": "2025-07-14T12:33:44.935322" + }, + { + "epoch": 324, + "batch_idx": 32, + "loss": 0.35874465107917786, + "learning_rate": 0.0009366312274049601, + "timestep_mean": 577.0, + "epsilon_norm": 8.033785820007324, + "prediction_norm": 6.9351725578308105, + "timestamp": "2025-07-14T12:33:44.940472" + }, + { + "epoch": 324, + "batch_idx": 64, + "loss": 0.39008021354675293, + "learning_rate": 0.0009366312274049601, + "timestep_mean": 494.28125, + "epsilon_norm": 6.845444202423096, + "prediction_norm": 6.110713481903076, + "timestamp": "2025-07-14T12:33:44.945634" + }, + { + "epoch": 324, + "batch_idx": 96, + "loss": 0.354007750749588, + "learning_rate": 0.0009366312274049601, + "timestep_mean": 397.96875, + "epsilon_norm": 7.601259231567383, + "prediction_norm": 6.172926902770996, + "timestamp": "2025-07-14T12:33:44.950828" + }, + { + "epoch": 324, + "batch_idx": 128, + "loss": 0.26298773288726807, + "learning_rate": 0.0009366312274049601, + "timestep_mean": 538.4375, + "epsilon_norm": 7.784610748291016, + "prediction_norm": 6.962967872619629, + "timestamp": "2025-07-14T12:33:44.955946" + }, + { + "epoch": 324, + "batch_idx": 160, + "loss": 0.31503671407699585, + "learning_rate": 0.0009366312274049601, + "timestep_mean": 529.03125, + "epsilon_norm": 8.252153396606445, + "prediction_norm": 6.842968940734863, + "timestamp": "2025-07-14T12:33:44.961146" + }, + { + "epoch": 324, + "batch_idx": 192, + "loss": 0.07768993079662323, + "learning_rate": 0.0009366312274049601, + "timestep_mean": 643.25, + "epsilon_norm": 3.22808575630188, + "prediction_norm": 2.9750328063964844, + "timestamp": "2025-07-14T12:33:44.966318" + }, + { + "epoch": 325, + "batch_idx": 0, + "loss": 0.2284817099571228, + "learning_rate": 0.0009362480035363987, + "timestep_mean": 457.90625, + "epsilon_norm": 7.783531188964844, + "prediction_norm": 6.713696002960205, + "timestamp": "2025-07-14T12:33:44.971593" + }, + { + "epoch": 325, + "batch_idx": 32, + "loss": 0.19613555073738098, + "learning_rate": 0.0009362480035363987, + "timestep_mean": 535.96875, + "epsilon_norm": 6.8160624504089355, + "prediction_norm": 5.798940181732178, + "timestamp": "2025-07-14T12:33:44.976605" + }, + { + "epoch": 325, + "batch_idx": 64, + "loss": 0.3432314991950989, + "learning_rate": 0.0009362480035363987, + "timestep_mean": 478.4375, + "epsilon_norm": 6.898754119873047, + "prediction_norm": 5.151538372039795, + "timestamp": "2025-07-14T12:33:44.981733" + }, + { + "epoch": 325, + "batch_idx": 96, + "loss": 0.22392863035202026, + "learning_rate": 0.0009362480035363987, + "timestep_mean": 442.0625, + "epsilon_norm": 6.53169059753418, + "prediction_norm": 5.4844651222229, + "timestamp": "2025-07-14T12:33:44.986930" + }, + { + "epoch": 325, + "batch_idx": 128, + "loss": 0.49857303500175476, + "learning_rate": 0.0009362480035363987, + "timestep_mean": 441.53125, + "epsilon_norm": 8.409029006958008, + "prediction_norm": 5.86059045791626, + "timestamp": "2025-07-14T12:33:44.992048" + }, + { + "epoch": 325, + "batch_idx": 160, + "loss": 0.3299362063407898, + "learning_rate": 0.0009362480035363987, + "timestep_mean": 559.09375, + "epsilon_norm": 7.684901237487793, + "prediction_norm": 6.6695876121521, + "timestamp": "2025-07-14T12:33:44.997273" + }, + { + "epoch": 325, + "batch_idx": 192, + "loss": 0.2733255624771118, + "learning_rate": 0.0009362480035363987, + "timestep_mean": 471.0, + "epsilon_norm": 4.228118419647217, + "prediction_norm": 3.485860586166382, + "timestamp": "2025-07-14T12:33:45.002427" + }, + { + "epoch": 326, + "batch_idx": 0, + "loss": 0.38038575649261475, + "learning_rate": 0.0009358637032692546, + "timestep_mean": 441.71875, + "epsilon_norm": 7.793579578399658, + "prediction_norm": 5.4501566886901855, + "timestamp": "2025-07-14T12:33:45.007420" + }, + { + "epoch": 326, + "batch_idx": 32, + "loss": 0.3603929281234741, + "learning_rate": 0.0009358637032692546, + "timestep_mean": 501.0625, + "epsilon_norm": 7.078699111938477, + "prediction_norm": 5.03217887878418, + "timestamp": "2025-07-14T12:33:45.012646" + }, + { + "epoch": 326, + "batch_idx": 64, + "loss": 0.4232179522514343, + "learning_rate": 0.0009358637032692546, + "timestep_mean": 473.65625, + "epsilon_norm": 8.55245304107666, + "prediction_norm": 6.101275444030762, + "timestamp": "2025-07-14T12:33:45.017741" + }, + { + "epoch": 326, + "batch_idx": 96, + "loss": 0.16433285176753998, + "learning_rate": 0.0009358637032692546, + "timestep_mean": 570.15625, + "epsilon_norm": 6.699319839477539, + "prediction_norm": 5.495124340057373, + "timestamp": "2025-07-14T12:33:45.022814" + }, + { + "epoch": 326, + "batch_idx": 128, + "loss": 0.3544028401374817, + "learning_rate": 0.0009358637032692546, + "timestep_mean": 489.46875, + "epsilon_norm": 8.98823356628418, + "prediction_norm": 6.9446306228637695, + "timestamp": "2025-07-14T12:33:45.028066" + }, + { + "epoch": 326, + "batch_idx": 160, + "loss": 0.3953145146369934, + "learning_rate": 0.0009358637032692546, + "timestep_mean": 451.625, + "epsilon_norm": 7.402812480926514, + "prediction_norm": 5.831839084625244, + "timestamp": "2025-07-14T12:33:45.033384" + }, + { + "epoch": 326, + "batch_idx": 192, + "loss": 0.5893805623054504, + "learning_rate": 0.0009358637032692546, + "timestep_mean": 477.375, + "epsilon_norm": 4.471737384796143, + "prediction_norm": 2.7110462188720703, + "timestamp": "2025-07-14T12:33:45.038406" + }, + { + "epoch": 327, + "batch_idx": 0, + "loss": 0.5166831016540527, + "learning_rate": 0.0009354783275517505, + "timestep_mean": 456.90625, + "epsilon_norm": 8.183140754699707, + "prediction_norm": 5.876658916473389, + "timestamp": "2025-07-14T12:33:45.043640" + }, + { + "epoch": 327, + "batch_idx": 32, + "loss": 0.3401091694831848, + "learning_rate": 0.0009354783275517505, + "timestep_mean": 472.46875, + "epsilon_norm": 7.135385990142822, + "prediction_norm": 6.388131141662598, + "timestamp": "2025-07-14T12:33:45.048794" + }, + { + "epoch": 327, + "batch_idx": 64, + "loss": 0.3456166684627533, + "learning_rate": 0.0009354783275517505, + "timestep_mean": 405.34375, + "epsilon_norm": 6.560975551605225, + "prediction_norm": 5.769069671630859, + "timestamp": "2025-07-14T12:33:45.053950" + }, + { + "epoch": 327, + "batch_idx": 96, + "loss": 0.49359130859375, + "learning_rate": 0.0009354783275517505, + "timestep_mean": 440.4375, + "epsilon_norm": 7.9947075843811035, + "prediction_norm": 6.085263252258301, + "timestamp": "2025-07-14T12:33:45.059111" + }, + { + "epoch": 327, + "batch_idx": 128, + "loss": 0.2875552177429199, + "learning_rate": 0.0009354783275517505, + "timestep_mean": 521.03125, + "epsilon_norm": 10.158442497253418, + "prediction_norm": 9.415653228759766, + "timestamp": "2025-07-14T12:33:45.064238" + }, + { + "epoch": 327, + "batch_idx": 160, + "loss": 0.3254936933517456, + "learning_rate": 0.0009354783275517505, + "timestep_mean": 460.84375, + "epsilon_norm": 8.027608871459961, + "prediction_norm": 6.615546703338623, + "timestamp": "2025-07-14T12:33:45.069375" + }, + { + "epoch": 327, + "batch_idx": 192, + "loss": 0.15696479380130768, + "learning_rate": 0.0009354783275517505, + "timestep_mean": 662.5, + "epsilon_norm": 3.8459677696228027, + "prediction_norm": 3.2490482330322266, + "timestamp": "2025-07-14T12:33:45.074527" + }, + { + "epoch": 328, + "batch_idx": 0, + "loss": 0.1966431736946106, + "learning_rate": 0.0009350918773347629, + "timestep_mean": 620.34375, + "epsilon_norm": 7.750726222991943, + "prediction_norm": 7.0187883377075195, + "timestamp": "2025-07-14T12:33:45.079905" + }, + { + "epoch": 328, + "batch_idx": 32, + "loss": 0.3299223780632019, + "learning_rate": 0.0009350918773347629, + "timestep_mean": 504.3125, + "epsilon_norm": 8.029668807983398, + "prediction_norm": 6.4541826248168945, + "timestamp": "2025-07-14T12:33:45.085048" + }, + { + "epoch": 328, + "batch_idx": 64, + "loss": 0.3734380006790161, + "learning_rate": 0.0009350918773347629, + "timestep_mean": 518.25, + "epsilon_norm": 9.309460639953613, + "prediction_norm": 8.02552604675293, + "timestamp": "2025-07-14T12:33:45.090307" + }, + { + "epoch": 328, + "batch_idx": 96, + "loss": 0.3837401866912842, + "learning_rate": 0.0009350918773347629, + "timestep_mean": 385.03125, + "epsilon_norm": 7.407751083374023, + "prediction_norm": 5.3663859367370605, + "timestamp": "2025-07-14T12:33:45.095526" + }, + { + "epoch": 328, + "batch_idx": 128, + "loss": 0.23887158930301666, + "learning_rate": 0.0009350918773347629, + "timestep_mean": 510.0, + "epsilon_norm": 7.233211517333984, + "prediction_norm": 6.005202770233154, + "timestamp": "2025-07-14T12:33:45.100692" + }, + { + "epoch": 328, + "batch_idx": 160, + "loss": 0.3782515525817871, + "learning_rate": 0.0009350918773347629, + "timestep_mean": 490.4375, + "epsilon_norm": 8.524199485778809, + "prediction_norm": 6.542079448699951, + "timestamp": "2025-07-14T12:33:45.105944" + }, + { + "epoch": 328, + "batch_idx": 192, + "loss": 0.1459328979253769, + "learning_rate": 0.0009350918773347629, + "timestep_mean": 602.75, + "epsilon_norm": 3.997588872909546, + "prediction_norm": 3.426022529602051, + "timestamp": "2025-07-14T12:33:45.111098" + }, + { + "epoch": 329, + "batch_idx": 0, + "loss": 0.3120006322860718, + "learning_rate": 0.0009347043535718191, + "timestep_mean": 435.3125, + "epsilon_norm": 7.991665840148926, + "prediction_norm": 6.65086030960083, + "timestamp": "2025-07-14T12:33:45.116253" + }, + { + "epoch": 329, + "batch_idx": 32, + "loss": 0.2544616162776947, + "learning_rate": 0.0009347043535718191, + "timestep_mean": 509.25, + "epsilon_norm": 8.550199508666992, + "prediction_norm": 7.053972244262695, + "timestamp": "2025-07-14T12:33:45.121569" + }, + { + "epoch": 329, + "batch_idx": 64, + "loss": 0.2957930564880371, + "learning_rate": 0.0009347043535718191, + "timestep_mean": 609.4375, + "epsilon_norm": 8.245162010192871, + "prediction_norm": 7.40421724319458, + "timestamp": "2025-07-14T12:33:45.126749" + }, + { + "epoch": 329, + "batch_idx": 96, + "loss": 0.5791637897491455, + "learning_rate": 0.0009347043535718191, + "timestep_mean": 490.0, + "epsilon_norm": 9.125340461730957, + "prediction_norm": 6.586138725280762, + "timestamp": "2025-07-14T12:33:45.131682" + }, + { + "epoch": 329, + "batch_idx": 128, + "loss": 0.3207286596298218, + "learning_rate": 0.0009347043535718191, + "timestep_mean": 543.125, + "epsilon_norm": 7.587430477142334, + "prediction_norm": 6.066394805908203, + "timestamp": "2025-07-14T12:33:45.136808" + }, + { + "epoch": 329, + "batch_idx": 160, + "loss": 0.40116241574287415, + "learning_rate": 0.0009347043535718191, + "timestep_mean": 518.875, + "epsilon_norm": 9.24863338470459, + "prediction_norm": 8.621554374694824, + "timestamp": "2025-07-14T12:33:45.141990" + }, + { + "epoch": 329, + "batch_idx": 192, + "loss": 0.2815100848674774, + "learning_rate": 0.0009347043535718191, + "timestep_mean": 657.0, + "epsilon_norm": 4.134084701538086, + "prediction_norm": 3.4250497817993164, + "timestamp": "2025-07-14T12:33:45.147027" + }, + { + "epoch": 330, + "batch_idx": 0, + "loss": 0.48544278740882874, + "learning_rate": 0.0009343157572190957, + "timestep_mean": 395.6875, + "epsilon_norm": 8.45034408569336, + "prediction_norm": 6.0641093254089355, + "timestamp": "2025-07-14T12:33:45.152150" + }, + { + "epoch": 330, + "batch_idx": 32, + "loss": 0.38654690980911255, + "learning_rate": 0.0009343157572190957, + "timestep_mean": 513.5625, + "epsilon_norm": 7.507251262664795, + "prediction_norm": 6.569231986999512, + "timestamp": "2025-07-14T12:33:45.157351" + }, + { + "epoch": 330, + "batch_idx": 64, + "loss": 0.6290712356567383, + "learning_rate": 0.0009343157572190957, + "timestep_mean": 474.6875, + "epsilon_norm": 8.438064575195312, + "prediction_norm": 6.329038619995117, + "timestamp": "2025-07-14T12:33:45.162487" + }, + { + "epoch": 330, + "batch_idx": 96, + "loss": 0.18355940282344818, + "learning_rate": 0.0009343157572190957, + "timestep_mean": 497.71875, + "epsilon_norm": 7.224197864532471, + "prediction_norm": 6.876110553741455, + "timestamp": "2025-07-14T12:33:45.167641" + }, + { + "epoch": 330, + "batch_idx": 128, + "loss": 0.3738311529159546, + "learning_rate": 0.0009343157572190957, + "timestep_mean": 553.25, + "epsilon_norm": 9.733384132385254, + "prediction_norm": 8.691534996032715, + "timestamp": "2025-07-14T12:33:45.172820" + }, + { + "epoch": 330, + "batch_idx": 160, + "loss": 0.2050565630197525, + "learning_rate": 0.0009343157572190957, + "timestep_mean": 473.375, + "epsilon_norm": 7.505713939666748, + "prediction_norm": 6.187203884124756, + "timestamp": "2025-07-14T12:33:45.177968" + }, + { + "epoch": 330, + "batch_idx": 192, + "loss": 0.13285614550113678, + "learning_rate": 0.0009343157572190957, + "timestep_mean": 607.375, + "epsilon_norm": 4.167892932891846, + "prediction_norm": 4.432363510131836, + "timestamp": "2025-07-14T12:33:45.183201" + }, + { + "epoch": 331, + "batch_idx": 0, + "loss": 0.19786173105239868, + "learning_rate": 0.0009339260892354154, + "timestep_mean": 583.46875, + "epsilon_norm": 8.894761085510254, + "prediction_norm": 8.143902778625488, + "timestamp": "2025-07-14T12:33:45.188433" + }, + { + "epoch": 331, + "batch_idx": 32, + "loss": 0.19913974404335022, + "learning_rate": 0.0009339260892354154, + "timestep_mean": 495.46875, + "epsilon_norm": 7.671364784240723, + "prediction_norm": 7.119377136230469, + "timestamp": "2025-07-14T12:33:45.193519" + }, + { + "epoch": 331, + "batch_idx": 64, + "loss": 0.44832247495651245, + "learning_rate": 0.0009339260892354154, + "timestep_mean": 479.34375, + "epsilon_norm": 8.969779968261719, + "prediction_norm": 7.234184265136719, + "timestamp": "2025-07-14T12:33:45.198720" + }, + { + "epoch": 331, + "batch_idx": 96, + "loss": 0.3755531907081604, + "learning_rate": 0.0009339260892354154, + "timestep_mean": 526.0, + "epsilon_norm": 8.670573234558105, + "prediction_norm": 6.914809703826904, + "timestamp": "2025-07-14T12:33:45.203959" + }, + { + "epoch": 331, + "batch_idx": 128, + "loss": 0.285478800535202, + "learning_rate": 0.0009339260892354154, + "timestep_mean": 471.28125, + "epsilon_norm": 8.094794273376465, + "prediction_norm": 7.122848033905029, + "timestamp": "2025-07-14T12:33:45.209126" + }, + { + "epoch": 331, + "batch_idx": 160, + "loss": 0.18771538138389587, + "learning_rate": 0.0009339260892354154, + "timestep_mean": 613.1875, + "epsilon_norm": 7.537577152252197, + "prediction_norm": 6.746129512786865, + "timestamp": "2025-07-14T12:33:45.214376" + }, + { + "epoch": 331, + "batch_idx": 192, + "loss": 0.20331613719463348, + "learning_rate": 0.0009339260892354154, + "timestep_mean": 383.375, + "epsilon_norm": 3.450618028640747, + "prediction_norm": 3.4581167697906494, + "timestamp": "2025-07-14T12:33:45.219544" + }, + { + "epoch": 332, + "batch_idx": 0, + "loss": 0.3067319393157959, + "learning_rate": 0.0009335353505822451, + "timestep_mean": 504.6875, + "epsilon_norm": 7.55999231338501, + "prediction_norm": 5.774165630340576, + "timestamp": "2025-07-14T12:33:45.224808" + }, + { + "epoch": 332, + "batch_idx": 32, + "loss": 0.2084396481513977, + "learning_rate": 0.0009335353505822451, + "timestep_mean": 540.375, + "epsilon_norm": 7.289248466491699, + "prediction_norm": 6.296610355377197, + "timestamp": "2025-07-14T12:33:45.230010" + }, + { + "epoch": 332, + "batch_idx": 64, + "loss": 0.3893466889858246, + "learning_rate": 0.0009335353505822451, + "timestep_mean": 410.59375, + "epsilon_norm": 8.319255828857422, + "prediction_norm": 6.79318904876709, + "timestamp": "2025-07-14T12:33:45.235206" + }, + { + "epoch": 332, + "batch_idx": 96, + "loss": 0.38753873109817505, + "learning_rate": 0.0009335353505822451, + "timestep_mean": 420.5, + "epsilon_norm": 6.484818458557129, + "prediction_norm": 5.266894340515137, + "timestamp": "2025-07-14T12:33:45.240263" + }, + { + "epoch": 332, + "batch_idx": 128, + "loss": 0.6211955547332764, + "learning_rate": 0.0009335353505822451, + "timestep_mean": 428.34375, + "epsilon_norm": 7.917386054992676, + "prediction_norm": 4.87903356552124, + "timestamp": "2025-07-14T12:33:45.245429" + }, + { + "epoch": 332, + "batch_idx": 160, + "loss": 0.3513447642326355, + "learning_rate": 0.0009335353505822451, + "timestep_mean": 494.65625, + "epsilon_norm": 8.262202262878418, + "prediction_norm": 6.343782901763916, + "timestamp": "2025-07-14T12:33:45.250852" + }, + { + "epoch": 332, + "batch_idx": 192, + "loss": 0.5877410769462585, + "learning_rate": 0.0009335353505822451, + "timestep_mean": 529.875, + "epsilon_norm": 4.169889450073242, + "prediction_norm": 1.8385127782821655, + "timestamp": "2025-07-14T12:33:45.255954" + }, + { + "epoch": 333, + "batch_idx": 0, + "loss": 0.33256736397743225, + "learning_rate": 0.0009331435422236939, + "timestep_mean": 566.46875, + "epsilon_norm": 7.387651443481445, + "prediction_norm": 5.2947678565979, + "timestamp": "2025-07-14T12:33:45.261082" + }, + { + "epoch": 333, + "batch_idx": 32, + "loss": 0.2733416259288788, + "learning_rate": 0.0009331435422236939, + "timestep_mean": 511.125, + "epsilon_norm": 7.570917129516602, + "prediction_norm": 5.47385835647583, + "timestamp": "2025-07-14T12:33:45.266303" + }, + { + "epoch": 333, + "batch_idx": 64, + "loss": 0.28451815247535706, + "learning_rate": 0.0009331435422236939, + "timestep_mean": 580.53125, + "epsilon_norm": 8.252553939819336, + "prediction_norm": 6.4172868728637695, + "timestamp": "2025-07-14T12:33:45.271473" + }, + { + "epoch": 333, + "batch_idx": 96, + "loss": 0.38049647212028503, + "learning_rate": 0.0009331435422236939, + "timestep_mean": 496.4375, + "epsilon_norm": 9.042162895202637, + "prediction_norm": 7.416004180908203, + "timestamp": "2025-07-14T12:33:45.276680" + }, + { + "epoch": 333, + "batch_idx": 128, + "loss": 0.22472064197063446, + "learning_rate": 0.0009331435422236939, + "timestep_mean": 467.09375, + "epsilon_norm": 8.539217948913574, + "prediction_norm": 6.7636332511901855, + "timestamp": "2025-07-14T12:33:45.281901" + }, + { + "epoch": 333, + "batch_idx": 160, + "loss": 0.1735662817955017, + "learning_rate": 0.0009331435422236939, + "timestep_mean": 524.28125, + "epsilon_norm": 8.663803100585938, + "prediction_norm": 8.062294006347656, + "timestamp": "2025-07-14T12:33:45.286934" + }, + { + "epoch": 333, + "batch_idx": 192, + "loss": 0.7752264738082886, + "learning_rate": 0.0009331435422236939, + "timestep_mean": 282.375, + "epsilon_norm": 4.217559337615967, + "prediction_norm": 1.945594310760498, + "timestamp": "2025-07-14T12:33:45.291994" + }, + { + "epoch": 334, + "batch_idx": 0, + "loss": 0.22349777817726135, + "learning_rate": 0.0009327506651265095, + "timestep_mean": 563.375, + "epsilon_norm": 8.77393913269043, + "prediction_norm": 7.790497779846191, + "timestamp": "2025-07-14T12:33:45.296948" + }, + { + "epoch": 334, + "batch_idx": 32, + "loss": 0.3201819658279419, + "learning_rate": 0.0009327506651265095, + "timestep_mean": 497.65625, + "epsilon_norm": 8.798712730407715, + "prediction_norm": 7.121084690093994, + "timestamp": "2025-07-14T12:33:45.302804" + }, + { + "epoch": 334, + "batch_idx": 64, + "loss": 0.4270124137401581, + "learning_rate": 0.0009327506651265095, + "timestep_mean": 478.21875, + "epsilon_norm": 7.710042476654053, + "prediction_norm": 5.821093559265137, + "timestamp": "2025-07-14T12:33:45.307837" + }, + { + "epoch": 334, + "batch_idx": 96, + "loss": 0.34602659940719604, + "learning_rate": 0.0009327506651265095, + "timestep_mean": 508.96875, + "epsilon_norm": 8.725031852722168, + "prediction_norm": 7.1315765380859375, + "timestamp": "2025-07-14T12:33:45.312794" + }, + { + "epoch": 334, + "batch_idx": 128, + "loss": 0.16061799228191376, + "learning_rate": 0.0009327506651265095, + "timestep_mean": 637.03125, + "epsilon_norm": 8.489923477172852, + "prediction_norm": 7.990312576293945, + "timestamp": "2025-07-14T12:33:45.317661" + }, + { + "epoch": 334, + "batch_idx": 160, + "loss": 0.27662166953086853, + "learning_rate": 0.0009327506651265095, + "timestep_mean": 484.75, + "epsilon_norm": 7.736158847808838, + "prediction_norm": 6.522719383239746, + "timestamp": "2025-07-14T12:33:45.322519" + }, + { + "epoch": 334, + "batch_idx": 192, + "loss": 0.4825608432292938, + "learning_rate": 0.0009327506651265095, + "timestep_mean": 418.0, + "epsilon_norm": 4.346455097198486, + "prediction_norm": 3.1563549041748047, + "timestamp": "2025-07-14T12:33:45.327585" + }, + { + "epoch": 335, + "batch_idx": 0, + "loss": 0.30425673723220825, + "learning_rate": 0.0009323567202600776, + "timestep_mean": 508.59375, + "epsilon_norm": 8.687613487243652, + "prediction_norm": 8.334211349487305, + "timestamp": "2025-07-14T12:33:45.332588" + }, + { + "epoch": 335, + "batch_idx": 32, + "loss": 0.23588493466377258, + "learning_rate": 0.0009323567202600776, + "timestep_mean": 533.875, + "epsilon_norm": 7.402196407318115, + "prediction_norm": 6.71196985244751, + "timestamp": "2025-07-14T12:33:45.337775" + }, + { + "epoch": 335, + "batch_idx": 64, + "loss": 0.49367380142211914, + "learning_rate": 0.0009323567202600776, + "timestep_mean": 455.4375, + "epsilon_norm": 9.38419246673584, + "prediction_norm": 8.367477416992188, + "timestamp": "2025-07-14T12:33:45.342677" + }, + { + "epoch": 335, + "batch_idx": 96, + "loss": 0.26254525780677795, + "learning_rate": 0.0009323567202600776, + "timestep_mean": 502.625, + "epsilon_norm": 7.976943016052246, + "prediction_norm": 7.733051300048828, + "timestamp": "2025-07-14T12:33:45.347680" + }, + { + "epoch": 335, + "batch_idx": 128, + "loss": 0.2840430736541748, + "learning_rate": 0.0009323567202600776, + "timestep_mean": 466.03125, + "epsilon_norm": 7.555212020874023, + "prediction_norm": 7.176472187042236, + "timestamp": "2025-07-14T12:33:45.352632" + }, + { + "epoch": 335, + "batch_idx": 160, + "loss": 0.2801705598831177, + "learning_rate": 0.0009323567202600776, + "timestep_mean": 569.25, + "epsilon_norm": 8.648835182189941, + "prediction_norm": 8.240962982177734, + "timestamp": "2025-07-14T12:33:45.357667" + }, + { + "epoch": 335, + "batch_idx": 192, + "loss": 0.38471150398254395, + "learning_rate": 0.0009323567202600776, + "timestep_mean": 444.125, + "epsilon_norm": 4.11828088760376, + "prediction_norm": 3.249150037765503, + "timestamp": "2025-07-14T12:33:45.362697" + }, + { + "epoch": 336, + "batch_idx": 0, + "loss": 0.2175339162349701, + "learning_rate": 0.0009319617085964176, + "timestep_mean": 521.65625, + "epsilon_norm": 7.785294055938721, + "prediction_norm": 6.6975321769714355, + "timestamp": "2025-07-14T12:33:45.367665" + }, + { + "epoch": 336, + "batch_idx": 32, + "loss": 0.37076711654663086, + "learning_rate": 0.0009319617085964176, + "timestep_mean": 506.96875, + "epsilon_norm": 7.927225589752197, + "prediction_norm": 6.006929397583008, + "timestamp": "2025-07-14T12:33:45.372654" + }, + { + "epoch": 336, + "batch_idx": 64, + "loss": 0.3167089521884918, + "learning_rate": 0.0009319617085964176, + "timestep_mean": 553.3125, + "epsilon_norm": 7.372682571411133, + "prediction_norm": 6.3062005043029785, + "timestamp": "2025-07-14T12:33:45.377650" + }, + { + "epoch": 336, + "batch_idx": 96, + "loss": 0.36239421367645264, + "learning_rate": 0.0009319617085964176, + "timestep_mean": 462.59375, + "epsilon_norm": 7.829444885253906, + "prediction_norm": 5.622237682342529, + "timestamp": "2025-07-14T12:33:45.382580" + }, + { + "epoch": 336, + "batch_idx": 128, + "loss": 0.4955889880657196, + "learning_rate": 0.0009319617085964176, + "timestep_mean": 427.53125, + "epsilon_norm": 7.627050399780273, + "prediction_norm": 5.162503242492676, + "timestamp": "2025-07-14T12:33:45.387784" + }, + { + "epoch": 336, + "batch_idx": 160, + "loss": 0.24443936347961426, + "learning_rate": 0.0009319617085964176, + "timestep_mean": 531.46875, + "epsilon_norm": 6.987743377685547, + "prediction_norm": 6.010362148284912, + "timestamp": "2025-07-14T12:33:45.392706" + }, + { + "epoch": 336, + "batch_idx": 192, + "loss": 0.22246088087558746, + "learning_rate": 0.0009319617085964176, + "timestep_mean": 484.0, + "epsilon_norm": 3.953246593475342, + "prediction_norm": 3.171989917755127, + "timestamp": "2025-07-14T12:33:45.397700" + }, + { + "epoch": 337, + "batch_idx": 0, + "loss": 0.21914426982402802, + "learning_rate": 0.0009315656311101819, + "timestep_mean": 496.34375, + "epsilon_norm": 7.8253607749938965, + "prediction_norm": 6.177182197570801, + "timestamp": "2025-07-14T12:33:45.402689" + }, + { + "epoch": 337, + "batch_idx": 32, + "loss": 0.23116575181484222, + "learning_rate": 0.0009315656311101819, + "timestep_mean": 548.3125, + "epsilon_norm": 7.807775974273682, + "prediction_norm": 6.25148344039917, + "timestamp": "2025-07-14T12:33:45.407543" + }, + { + "epoch": 337, + "batch_idx": 64, + "loss": 0.3217014670372009, + "learning_rate": 0.0009315656311101819, + "timestep_mean": 506.1875, + "epsilon_norm": 8.421021461486816, + "prediction_norm": 6.277462482452393, + "timestamp": "2025-07-14T12:33:45.412340" + }, + { + "epoch": 337, + "batch_idx": 96, + "loss": 0.26008340716362, + "learning_rate": 0.0009315656311101819, + "timestep_mean": 452.375, + "epsilon_norm": 6.949124336242676, + "prediction_norm": 6.01174783706665, + "timestamp": "2025-07-14T12:33:45.417581" + }, + { + "epoch": 337, + "batch_idx": 128, + "loss": 0.33387699723243713, + "learning_rate": 0.0009315656311101819, + "timestep_mean": 526.15625, + "epsilon_norm": 8.174365997314453, + "prediction_norm": 6.500499248504639, + "timestamp": "2025-07-14T12:33:45.422581" + }, + { + "epoch": 337, + "batch_idx": 160, + "loss": 0.42867743968963623, + "learning_rate": 0.0009315656311101819, + "timestep_mean": 368.53125, + "epsilon_norm": 7.442055702209473, + "prediction_norm": 5.300850868225098, + "timestamp": "2025-07-14T12:33:45.427733" + }, + { + "epoch": 337, + "batch_idx": 192, + "loss": 0.2629264295101166, + "learning_rate": 0.0009315656311101819, + "timestep_mean": 406.25, + "epsilon_norm": 2.480229139328003, + "prediction_norm": 2.4766018390655518, + "timestamp": "2025-07-14T12:33:45.432812" + }, + { + "epoch": 338, + "batch_idx": 0, + "loss": 0.2689002752304077, + "learning_rate": 0.000931168488778652, + "timestep_mean": 470.65625, + "epsilon_norm": 8.316020011901855, + "prediction_norm": 7.133758068084717, + "timestamp": "2025-07-14T12:33:45.438155" + }, + { + "epoch": 338, + "batch_idx": 32, + "loss": 0.3902928829193115, + "learning_rate": 0.000931168488778652, + "timestep_mean": 400.25, + "epsilon_norm": 7.642480850219727, + "prediction_norm": 5.0584940910339355, + "timestamp": "2025-07-14T12:33:45.443425" + }, + { + "epoch": 338, + "batch_idx": 64, + "loss": 0.17469149827957153, + "learning_rate": 0.000931168488778652, + "timestep_mean": 590.25, + "epsilon_norm": 8.299661636352539, + "prediction_norm": 7.48076057434082, + "timestamp": "2025-07-14T12:33:45.448654" + }, + { + "epoch": 338, + "batch_idx": 96, + "loss": 0.2953590452671051, + "learning_rate": 0.000931168488778652, + "timestep_mean": 491.0, + "epsilon_norm": 7.611939907073975, + "prediction_norm": 6.442070484161377, + "timestamp": "2025-07-14T12:33:45.453990" + }, + { + "epoch": 338, + "batch_idx": 128, + "loss": 0.35436034202575684, + "learning_rate": 0.000931168488778652, + "timestep_mean": 512.53125, + "epsilon_norm": 8.043869018554688, + "prediction_norm": 6.125267028808594, + "timestamp": "2025-07-14T12:33:45.459096" + }, + { + "epoch": 338, + "batch_idx": 160, + "loss": 0.18288655579090118, + "learning_rate": 0.000931168488778652, + "timestep_mean": 482.25, + "epsilon_norm": 6.712825775146484, + "prediction_norm": 6.323061943054199, + "timestamp": "2025-07-14T12:33:45.464186" + }, + { + "epoch": 338, + "batch_idx": 192, + "loss": 0.5240607857704163, + "learning_rate": 0.000931168488778652, + "timestep_mean": 501.375, + "epsilon_norm": 4.4868292808532715, + "prediction_norm": 3.747230291366577, + "timestamp": "2025-07-14T12:33:45.469036" + }, + { + "epoch": 339, + "batch_idx": 0, + "loss": 0.38643205165863037, + "learning_rate": 0.0009307702825817372, + "timestep_mean": 491.1875, + "epsilon_norm": 7.7814249992370605, + "prediction_norm": 5.738709926605225, + "timestamp": "2025-07-14T12:33:45.473943" + }, + { + "epoch": 339, + "batch_idx": 32, + "loss": 0.4370597004890442, + "learning_rate": 0.0009307702825817372, + "timestep_mean": 541.5, + "epsilon_norm": 8.545014381408691, + "prediction_norm": 6.661876678466797, + "timestamp": "2025-07-14T12:33:45.478829" + }, + { + "epoch": 339, + "batch_idx": 64, + "loss": 0.37025710940361023, + "learning_rate": 0.0009307702825817372, + "timestep_mean": 508.25, + "epsilon_norm": 8.735931396484375, + "prediction_norm": 7.405289173126221, + "timestamp": "2025-07-14T12:33:45.483740" + }, + { + "epoch": 339, + "batch_idx": 96, + "loss": 0.2896130383014679, + "learning_rate": 0.0009307702825817372, + "timestep_mean": 537.5625, + "epsilon_norm": 8.168874740600586, + "prediction_norm": 6.58588981628418, + "timestamp": "2025-07-14T12:33:45.488573" + }, + { + "epoch": 339, + "batch_idx": 128, + "loss": 0.15566006302833557, + "learning_rate": 0.0009307702825817372, + "timestep_mean": 621.75, + "epsilon_norm": 7.148989677429199, + "prediction_norm": 7.15526008605957, + "timestamp": "2025-07-14T12:33:45.493548" + }, + { + "epoch": 339, + "batch_idx": 160, + "loss": 0.18076938390731812, + "learning_rate": 0.0009307702825817372, + "timestep_mean": 596.53125, + "epsilon_norm": 7.730767250061035, + "prediction_norm": 7.252462863922119, + "timestamp": "2025-07-14T12:33:45.498414" + }, + { + "epoch": 339, + "batch_idx": 192, + "loss": 0.2104681432247162, + "learning_rate": 0.0009307702825817372, + "timestep_mean": 565.5, + "epsilon_norm": 4.15019416809082, + "prediction_norm": 3.8536038398742676, + "timestamp": "2025-07-14T12:33:45.503359" + }, + { + "epoch": 340, + "batch_idx": 0, + "loss": 0.3049585819244385, + "learning_rate": 0.0009303710135019718, + "timestep_mean": 527.0, + "epsilon_norm": 7.452011585235596, + "prediction_norm": 5.819995403289795, + "timestamp": "2025-07-14T12:33:45.508368" + }, + { + "epoch": 340, + "batch_idx": 32, + "loss": 0.420470267534256, + "learning_rate": 0.0009303710135019718, + "timestep_mean": 442.75, + "epsilon_norm": 7.835904121398926, + "prediction_norm": 6.254153728485107, + "timestamp": "2025-07-14T12:33:45.513201" + }, + { + "epoch": 340, + "batch_idx": 64, + "loss": 0.36916130781173706, + "learning_rate": 0.0009303710135019718, + "timestep_mean": 490.40625, + "epsilon_norm": 8.086276054382324, + "prediction_norm": 6.70589017868042, + "timestamp": "2025-07-14T12:33:45.518140" + }, + { + "epoch": 340, + "batch_idx": 96, + "loss": 0.2879962921142578, + "learning_rate": 0.0009303710135019718, + "timestep_mean": 546.03125, + "epsilon_norm": 7.518360614776611, + "prediction_norm": 5.930495262145996, + "timestamp": "2025-07-14T12:33:45.522961" + }, + { + "epoch": 340, + "batch_idx": 128, + "loss": 0.5112946033477783, + "learning_rate": 0.0009303710135019718, + "timestep_mean": 479.09375, + "epsilon_norm": 8.836670875549316, + "prediction_norm": 6.35638427734375, + "timestamp": "2025-07-14T12:33:45.527792" + }, + { + "epoch": 340, + "batch_idx": 160, + "loss": 0.32400739192962646, + "learning_rate": 0.0009303710135019718, + "timestep_mean": 518.5, + "epsilon_norm": 7.902315139770508, + "prediction_norm": 6.143378734588623, + "timestamp": "2025-07-14T12:33:45.532638" + }, + { + "epoch": 340, + "batch_idx": 192, + "loss": 0.39381974935531616, + "learning_rate": 0.0009303710135019718, + "timestep_mean": 432.75, + "epsilon_norm": 4.455095291137695, + "prediction_norm": 3.2642366886138916, + "timestamp": "2025-07-14T12:33:45.537594" + }, + { + "epoch": 341, + "batch_idx": 0, + "loss": 0.43745070695877075, + "learning_rate": 0.0009299706825245125, + "timestep_mean": 459.03125, + "epsilon_norm": 8.718620300292969, + "prediction_norm": 6.755401611328125, + "timestamp": "2025-07-14T12:33:45.542444" + }, + { + "epoch": 341, + "batch_idx": 32, + "loss": 0.6046879291534424, + "learning_rate": 0.0009299706825245125, + "timestep_mean": 414.625, + "epsilon_norm": 8.956587791442871, + "prediction_norm": 6.107207298278809, + "timestamp": "2025-07-14T12:33:45.547315" + }, + { + "epoch": 341, + "batch_idx": 64, + "loss": 0.38803830742836, + "learning_rate": 0.0009299706825245125, + "timestep_mean": 493.90625, + "epsilon_norm": 8.890917778015137, + "prediction_norm": 6.952581405639648, + "timestamp": "2025-07-14T12:33:45.552247" + }, + { + "epoch": 341, + "batch_idx": 96, + "loss": 0.4862794280052185, + "learning_rate": 0.0009299706825245125, + "timestep_mean": 490.9375, + "epsilon_norm": 8.637434959411621, + "prediction_norm": 7.180347919464111, + "timestamp": "2025-07-14T12:33:45.557111" + }, + { + "epoch": 341, + "batch_idx": 128, + "loss": 0.34793955087661743, + "learning_rate": 0.0009299706825245125, + "timestep_mean": 495.5625, + "epsilon_norm": 8.81333065032959, + "prediction_norm": 7.898257255554199, + "timestamp": "2025-07-14T12:33:45.564533" + }, + { + "epoch": 341, + "batch_idx": 160, + "loss": 0.36023932695388794, + "learning_rate": 0.0009299706825245125, + "timestep_mean": 496.28125, + "epsilon_norm": 8.298604011535645, + "prediction_norm": 7.650144100189209, + "timestamp": "2025-07-14T12:33:45.571288" + }, + { + "epoch": 341, + "batch_idx": 192, + "loss": 0.5333171486854553, + "learning_rate": 0.0009299706825245125, + "timestep_mean": 553.125, + "epsilon_norm": 3.3255746364593506, + "prediction_norm": 2.1569912433624268, + "timestamp": "2025-07-14T12:33:45.577433" + }, + { + "epoch": 342, + "batch_idx": 0, + "loss": 0.2769220471382141, + "learning_rate": 0.0009295692906371362, + "timestep_mean": 531.6875, + "epsilon_norm": 7.700050354003906, + "prediction_norm": 6.3543009757995605, + "timestamp": "2025-07-14T12:33:45.585135" + }, + { + "epoch": 342, + "batch_idx": 32, + "loss": 0.18197639286518097, + "learning_rate": 0.0009295692906371362, + "timestep_mean": 545.0625, + "epsilon_norm": 7.320470333099365, + "prediction_norm": 7.209074020385742, + "timestamp": "2025-07-14T12:33:45.592232" + }, + { + "epoch": 342, + "batch_idx": 64, + "loss": 0.21140410006046295, + "learning_rate": 0.0009295692906371362, + "timestep_mean": 551.125, + "epsilon_norm": 7.8269829750061035, + "prediction_norm": 7.6425628662109375, + "timestamp": "2025-07-14T12:33:45.598379" + }, + { + "epoch": 342, + "batch_idx": 96, + "loss": 0.383544385433197, + "learning_rate": 0.0009295692906371362, + "timestep_mean": 426.1875, + "epsilon_norm": 7.662734031677246, + "prediction_norm": 6.31130838394165, + "timestamp": "2025-07-14T12:33:45.604640" + }, + { + "epoch": 342, + "batch_idx": 128, + "loss": 0.2939422130584717, + "learning_rate": 0.0009295692906371362, + "timestep_mean": 463.09375, + "epsilon_norm": 7.886014461517334, + "prediction_norm": 6.787796497344971, + "timestamp": "2025-07-14T12:33:45.611077" + }, + { + "epoch": 342, + "batch_idx": 160, + "loss": 0.42439353466033936, + "learning_rate": 0.0009295692906371362, + "timestep_mean": 562.9375, + "epsilon_norm": 9.41513729095459, + "prediction_norm": 7.445720672607422, + "timestamp": "2025-07-14T12:33:45.616731" + }, + { + "epoch": 342, + "batch_idx": 192, + "loss": 0.407412052154541, + "learning_rate": 0.0009295692906371362, + "timestep_mean": 517.125, + "epsilon_norm": 3.484480142593384, + "prediction_norm": 2.8556432723999023, + "timestamp": "2025-07-14T12:33:45.621889" + }, + { + "epoch": 343, + "batch_idx": 0, + "loss": 0.4174284338951111, + "learning_rate": 0.0009291668388302374, + "timestep_mean": 410.53125, + "epsilon_norm": 7.261399745941162, + "prediction_norm": 5.603984832763672, + "timestamp": "2025-07-14T12:33:45.627245" + }, + { + "epoch": 343, + "batch_idx": 32, + "loss": 0.3718053102493286, + "learning_rate": 0.0009291668388302374, + "timestep_mean": 504.375, + "epsilon_norm": 8.888189315795898, + "prediction_norm": 6.4374494552612305, + "timestamp": "2025-07-14T12:33:45.632287" + }, + { + "epoch": 343, + "batch_idx": 64, + "loss": 0.4526597261428833, + "learning_rate": 0.0009291668388302374, + "timestep_mean": 450.3125, + "epsilon_norm": 8.283814430236816, + "prediction_norm": 5.639289379119873, + "timestamp": "2025-07-14T12:33:45.637397" + }, + { + "epoch": 343, + "batch_idx": 96, + "loss": 0.2760603427886963, + "learning_rate": 0.0009291668388302374, + "timestep_mean": 486.5625, + "epsilon_norm": 7.35312557220459, + "prediction_norm": 6.206159591674805, + "timestamp": "2025-07-14T12:33:45.642483" + }, + { + "epoch": 343, + "batch_idx": 128, + "loss": 0.20876988768577576, + "learning_rate": 0.0009291668388302374, + "timestep_mean": 540.9375, + "epsilon_norm": 7.184624195098877, + "prediction_norm": 5.784562110900879, + "timestamp": "2025-07-14T12:33:45.647574" + }, + { + "epoch": 343, + "batch_idx": 160, + "loss": 0.27597129344940186, + "learning_rate": 0.0009291668388302374, + "timestep_mean": 521.40625, + "epsilon_norm": 8.456976890563965, + "prediction_norm": 7.040165424346924, + "timestamp": "2025-07-14T12:33:45.652599" + }, + { + "epoch": 343, + "batch_idx": 192, + "loss": 0.8268498778343201, + "learning_rate": 0.0009291668388302374, + "timestep_mean": 338.875, + "epsilon_norm": 4.5645952224731445, + "prediction_norm": 2.5703048706054688, + "timestamp": "2025-07-14T12:33:45.657835" + }, + { + "epoch": 344, + "batch_idx": 0, + "loss": 0.4983888268470764, + "learning_rate": 0.0009287633280968261, + "timestep_mean": 474.1875, + "epsilon_norm": 8.327317237854004, + "prediction_norm": 6.370543003082275, + "timestamp": "2025-07-14T12:33:45.662890" + }, + { + "epoch": 344, + "batch_idx": 32, + "loss": 0.29531359672546387, + "learning_rate": 0.0009287633280968261, + "timestep_mean": 544.40625, + "epsilon_norm": 8.589101791381836, + "prediction_norm": 7.6201300621032715, + "timestamp": "2025-07-14T12:33:45.667837" + }, + { + "epoch": 344, + "batch_idx": 64, + "loss": 0.39503785967826843, + "learning_rate": 0.0009287633280968261, + "timestep_mean": 487.78125, + "epsilon_norm": 7.958360195159912, + "prediction_norm": 6.452298641204834, + "timestamp": "2025-07-14T12:33:45.672963" + }, + { + "epoch": 344, + "batch_idx": 96, + "loss": 0.387229323387146, + "learning_rate": 0.0009287633280968261, + "timestep_mean": 532.53125, + "epsilon_norm": 8.633830070495605, + "prediction_norm": 7.192997932434082, + "timestamp": "2025-07-14T12:33:45.677925" + }, + { + "epoch": 344, + "batch_idx": 128, + "loss": 0.28998202085494995, + "learning_rate": 0.0009287633280968261, + "timestep_mean": 510.46875, + "epsilon_norm": 8.711455345153809, + "prediction_norm": 8.076580047607422, + "timestamp": "2025-07-14T12:33:45.682833" + }, + { + "epoch": 344, + "batch_idx": 160, + "loss": 0.44956040382385254, + "learning_rate": 0.0009287633280968261, + "timestep_mean": 421.84375, + "epsilon_norm": 8.55441951751709, + "prediction_norm": 6.279787540435791, + "timestamp": "2025-07-14T12:33:45.687950" + }, + { + "epoch": 344, + "batch_idx": 192, + "loss": 0.22316387295722961, + "learning_rate": 0.0009287633280968261, + "timestep_mean": 620.5, + "epsilon_norm": 3.871630907058716, + "prediction_norm": 3.3542778491973877, + "timestamp": "2025-07-14T12:33:45.693144" + }, + { + "epoch": 345, + "batch_idx": 0, + "loss": 0.35950738191604614, + "learning_rate": 0.0009283587594325248, + "timestep_mean": 464.4375, + "epsilon_norm": 8.4182710647583, + "prediction_norm": 6.603404521942139, + "timestamp": "2025-07-14T12:33:45.698481" + }, + { + "epoch": 345, + "batch_idx": 32, + "loss": 0.18282504379749298, + "learning_rate": 0.0009283587594325248, + "timestep_mean": 544.5625, + "epsilon_norm": 8.57090950012207, + "prediction_norm": 8.09542465209961, + "timestamp": "2025-07-14T12:33:45.703792" + }, + { + "epoch": 345, + "batch_idx": 64, + "loss": 0.2220020592212677, + "learning_rate": 0.0009283587594325248, + "timestep_mean": 562.09375, + "epsilon_norm": 8.220338821411133, + "prediction_norm": 6.959495544433594, + "timestamp": "2025-07-14T12:33:45.709134" + }, + { + "epoch": 345, + "batch_idx": 96, + "loss": 0.44684547185897827, + "learning_rate": 0.0009283587594325248, + "timestep_mean": 457.8125, + "epsilon_norm": 8.355923652648926, + "prediction_norm": 6.871048927307129, + "timestamp": "2025-07-14T12:33:45.714343" + }, + { + "epoch": 345, + "batch_idx": 128, + "loss": 0.22419771552085876, + "learning_rate": 0.0009283587594325248, + "timestep_mean": 544.4375, + "epsilon_norm": 7.776349067687988, + "prediction_norm": 6.402248382568359, + "timestamp": "2025-07-14T12:33:45.719762" + }, + { + "epoch": 345, + "batch_idx": 160, + "loss": 0.17871752381324768, + "learning_rate": 0.0009283587594325248, + "timestep_mean": 534.6875, + "epsilon_norm": 7.6884446144104, + "prediction_norm": 7.010536193847656, + "timestamp": "2025-07-14T12:33:45.725285" + }, + { + "epoch": 345, + "batch_idx": 192, + "loss": 0.3496919274330139, + "learning_rate": 0.0009283587594325248, + "timestep_mean": 535.375, + "epsilon_norm": 3.479255199432373, + "prediction_norm": 2.9373080730438232, + "timestamp": "2025-07-14T12:33:45.730648" + }, + { + "epoch": 346, + "batch_idx": 0, + "loss": 0.28434357047080994, + "learning_rate": 0.0009279531338355665, + "timestep_mean": 503.3125, + "epsilon_norm": 7.467909336090088, + "prediction_norm": 6.000118255615234, + "timestamp": "2025-07-14T12:33:45.736028" + }, + { + "epoch": 346, + "batch_idx": 32, + "loss": 0.6578769683837891, + "learning_rate": 0.0009279531338355665, + "timestep_mean": 435.15625, + "epsilon_norm": 7.674469947814941, + "prediction_norm": 4.701651096343994, + "timestamp": "2025-07-14T12:33:45.741320" + }, + { + "epoch": 346, + "batch_idx": 64, + "loss": 0.2769275903701782, + "learning_rate": 0.0009279531338355665, + "timestep_mean": 537.4375, + "epsilon_norm": 8.288272857666016, + "prediction_norm": 6.5998430252075195, + "timestamp": "2025-07-14T12:33:45.746678" + }, + { + "epoch": 346, + "batch_idx": 96, + "loss": 0.18819482624530792, + "learning_rate": 0.0009279531338355665, + "timestep_mean": 611.53125, + "epsilon_norm": 8.262740135192871, + "prediction_norm": 7.3426127433776855, + "timestamp": "2025-07-14T12:33:45.751978" + }, + { + "epoch": 346, + "batch_idx": 128, + "loss": 0.43251341581344604, + "learning_rate": 0.0009279531338355665, + "timestep_mean": 478.65625, + "epsilon_norm": 8.115120887756348, + "prediction_norm": 6.168483734130859, + "timestamp": "2025-07-14T12:33:45.757058" + }, + { + "epoch": 346, + "batch_idx": 160, + "loss": 0.288064569234848, + "learning_rate": 0.0009279531338355665, + "timestep_mean": 586.375, + "epsilon_norm": 9.05400562286377, + "prediction_norm": 7.879845142364502, + "timestamp": "2025-07-14T12:33:45.762263" + }, + { + "epoch": 346, + "batch_idx": 192, + "loss": 0.6350671052932739, + "learning_rate": 0.0009279531338355665, + "timestep_mean": 441.125, + "epsilon_norm": 4.494472503662109, + "prediction_norm": 2.732848644256592, + "timestamp": "2025-07-14T12:33:45.767434" + }, + { + "epoch": 347, + "batch_idx": 0, + "loss": 0.3789244294166565, + "learning_rate": 0.000927546452306792, + "timestep_mean": 482.25, + "epsilon_norm": 7.677286148071289, + "prediction_norm": 5.882498741149902, + "timestamp": "2025-07-14T12:33:45.772526" + }, + { + "epoch": 347, + "batch_idx": 32, + "loss": 0.19620172679424286, + "learning_rate": 0.000927546452306792, + "timestep_mean": 501.59375, + "epsilon_norm": 7.779372215270996, + "prediction_norm": 7.379083633422852, + "timestamp": "2025-07-14T12:33:45.777766" + }, + { + "epoch": 347, + "batch_idx": 64, + "loss": 0.32789766788482666, + "learning_rate": 0.000927546452306792, + "timestep_mean": 547.78125, + "epsilon_norm": 7.2854437828063965, + "prediction_norm": 6.2524566650390625, + "timestamp": "2025-07-14T12:33:45.782994" + }, + { + "epoch": 347, + "batch_idx": 96, + "loss": 0.20649778842926025, + "learning_rate": 0.000927546452306792, + "timestep_mean": 513.5625, + "epsilon_norm": 7.237482070922852, + "prediction_norm": 7.227352142333984, + "timestamp": "2025-07-14T12:33:45.788205" + }, + { + "epoch": 347, + "batch_idx": 128, + "loss": 0.28904294967651367, + "learning_rate": 0.000927546452306792, + "timestep_mean": 574.6875, + "epsilon_norm": 9.041394233703613, + "prediction_norm": 7.652707099914551, + "timestamp": "2025-07-14T12:33:45.793409" + }, + { + "epoch": 347, + "batch_idx": 160, + "loss": 0.2307884395122528, + "learning_rate": 0.000927546452306792, + "timestep_mean": 574.46875, + "epsilon_norm": 8.947169303894043, + "prediction_norm": 8.429522514343262, + "timestamp": "2025-07-14T12:33:45.798595" + }, + { + "epoch": 347, + "batch_idx": 192, + "loss": 0.23045611381530762, + "learning_rate": 0.000927546452306792, + "timestep_mean": 588.875, + "epsilon_norm": 3.677529811859131, + "prediction_norm": 3.264944314956665, + "timestamp": "2025-07-14T12:33:45.803676" + }, + { + "epoch": 348, + "batch_idx": 0, + "loss": 0.4472619891166687, + "learning_rate": 0.0009271387158496476, + "timestep_mean": 453.90625, + "epsilon_norm": 7.852653980255127, + "prediction_norm": 5.47428560256958, + "timestamp": "2025-07-14T12:33:45.808842" + }, + { + "epoch": 348, + "batch_idx": 32, + "loss": 0.28979599475860596, + "learning_rate": 0.0009271387158496476, + "timestep_mean": 539.03125, + "epsilon_norm": 8.676971435546875, + "prediction_norm": 7.421919345855713, + "timestamp": "2025-07-14T12:33:45.814038" + }, + { + "epoch": 348, + "batch_idx": 64, + "loss": 0.2123512625694275, + "learning_rate": 0.0009271387158496476, + "timestep_mean": 587.0, + "epsilon_norm": 6.782299995422363, + "prediction_norm": 6.092621326446533, + "timestamp": "2025-07-14T12:33:45.819078" + }, + { + "epoch": 348, + "batch_idx": 96, + "loss": 0.3205406069755554, + "learning_rate": 0.0009271387158496476, + "timestep_mean": 458.71875, + "epsilon_norm": 7.197538375854492, + "prediction_norm": 5.75623893737793, + "timestamp": "2025-07-14T12:33:45.824185" + }, + { + "epoch": 348, + "batch_idx": 128, + "loss": 0.3068937361240387, + "learning_rate": 0.0009271387158496476, + "timestep_mean": 437.46875, + "epsilon_norm": 8.10871696472168, + "prediction_norm": 6.750082969665527, + "timestamp": "2025-07-14T12:33:45.829380" + }, + { + "epoch": 348, + "batch_idx": 160, + "loss": 0.44827163219451904, + "learning_rate": 0.0009271387158496476, + "timestep_mean": 478.59375, + "epsilon_norm": 7.673686981201172, + "prediction_norm": 5.868881702423096, + "timestamp": "2025-07-14T12:33:45.834300" + }, + { + "epoch": 348, + "batch_idx": 192, + "loss": 0.4430253505706787, + "learning_rate": 0.0009271387158496476, + "timestep_mean": 350.875, + "epsilon_norm": 4.401247024536133, + "prediction_norm": 3.11020827293396, + "timestamp": "2025-07-14T12:33:45.839186" + }, + { + "epoch": 349, + "batch_idx": 0, + "loss": 0.2516966462135315, + "learning_rate": 0.0009267299254701824, + "timestep_mean": 483.34375, + "epsilon_norm": 7.337686538696289, + "prediction_norm": 6.291324615478516, + "timestamp": "2025-07-14T12:33:45.844115" + }, + { + "epoch": 349, + "batch_idx": 32, + "loss": 0.23579296469688416, + "learning_rate": 0.0009267299254701824, + "timestep_mean": 511.53125, + "epsilon_norm": 7.458775043487549, + "prediction_norm": 5.68925142288208, + "timestamp": "2025-07-14T12:33:45.849019" + }, + { + "epoch": 349, + "batch_idx": 64, + "loss": 0.32757002115249634, + "learning_rate": 0.0009267299254701824, + "timestep_mean": 553.5625, + "epsilon_norm": 8.495429992675781, + "prediction_norm": 7.063802242279053, + "timestamp": "2025-07-14T12:33:45.853929" + }, + { + "epoch": 349, + "batch_idx": 96, + "loss": 0.3759228587150574, + "learning_rate": 0.0009267299254701824, + "timestep_mean": 533.8125, + "epsilon_norm": 8.571170806884766, + "prediction_norm": 6.236736297607422, + "timestamp": "2025-07-14T12:33:45.858917" + }, + { + "epoch": 349, + "batch_idx": 128, + "loss": 0.28426429629325867, + "learning_rate": 0.0009267299254701824, + "timestep_mean": 469.46875, + "epsilon_norm": 7.779723644256592, + "prediction_norm": 5.976394176483154, + "timestamp": "2025-07-14T12:33:45.863837" + }, + { + "epoch": 349, + "batch_idx": 160, + "loss": 0.3021465837955475, + "learning_rate": 0.0009267299254701824, + "timestep_mean": 560.84375, + "epsilon_norm": 8.294951438903809, + "prediction_norm": 6.414536952972412, + "timestamp": "2025-07-14T12:33:45.868763" + }, + { + "epoch": 349, + "batch_idx": 192, + "loss": 0.1624496579170227, + "learning_rate": 0.0009267299254701824, + "timestep_mean": 395.625, + "epsilon_norm": 3.5655558109283447, + "prediction_norm": 3.2932350635528564, + "timestamp": "2025-07-14T12:33:45.873648" + }, + { + "epoch": 350, + "batch_idx": 0, + "loss": 0.28362128138542175, + "learning_rate": 0.0009263200821770461, + "timestep_mean": 503.78125, + "epsilon_norm": 8.45587158203125, + "prediction_norm": 7.224867343902588, + "timestamp": "2025-07-14T12:33:45.878534" + }, + { + "epoch": 350, + "batch_idx": 32, + "loss": 0.2986801564693451, + "learning_rate": 0.0009263200821770461, + "timestep_mean": 410.15625, + "epsilon_norm": 8.510860443115234, + "prediction_norm": 7.555502414703369, + "timestamp": "2025-07-14T12:33:45.883463" + }, + { + "epoch": 350, + "batch_idx": 64, + "loss": 0.1598212718963623, + "learning_rate": 0.0009263200821770461, + "timestep_mean": 498.90625, + "epsilon_norm": 7.05086088180542, + "prediction_norm": 6.265646457672119, + "timestamp": "2025-07-14T12:33:45.888370" + }, + { + "epoch": 350, + "batch_idx": 96, + "loss": 0.1699843406677246, + "learning_rate": 0.0009263200821770461, + "timestep_mean": 559.34375, + "epsilon_norm": 9.291553497314453, + "prediction_norm": 8.597644805908203, + "timestamp": "2025-07-14T12:33:45.893257" + }, + { + "epoch": 350, + "batch_idx": 128, + "loss": 0.2695990204811096, + "learning_rate": 0.0009263200821770461, + "timestep_mean": 463.4375, + "epsilon_norm": 6.958752155303955, + "prediction_norm": 5.7608561515808105, + "timestamp": "2025-07-14T12:33:45.898105" + }, + { + "epoch": 350, + "batch_idx": 160, + "loss": 0.23729167878627777, + "learning_rate": 0.0009263200821770461, + "timestep_mean": 513.03125, + "epsilon_norm": 8.86258602142334, + "prediction_norm": 8.79459285736084, + "timestamp": "2025-07-14T12:33:45.906830" + }, + { + "epoch": 350, + "batch_idx": 192, + "loss": 0.3834182322025299, + "learning_rate": 0.0009263200821770461, + "timestep_mean": 573.5, + "epsilon_norm": 4.346140384674072, + "prediction_norm": 3.1181931495666504, + "timestamp": "2025-07-14T12:33:45.911752" + }, + { + "epoch": 351, + "batch_idx": 0, + "loss": 0.28416189551353455, + "learning_rate": 0.0009259091869814862, + "timestep_mean": 573.90625, + "epsilon_norm": 7.492339134216309, + "prediction_norm": 7.185687065124512, + "timestamp": "2025-07-14T12:33:45.916704" + }, + { + "epoch": 351, + "batch_idx": 32, + "loss": 0.24578794836997986, + "learning_rate": 0.0009259091869814862, + "timestep_mean": 499.125, + "epsilon_norm": 7.16976261138916, + "prediction_norm": 6.966254234313965, + "timestamp": "2025-07-14T12:33:45.921572" + }, + { + "epoch": 351, + "batch_idx": 64, + "loss": 0.4958178400993347, + "learning_rate": 0.0009259091869814862, + "timestep_mean": 506.96875, + "epsilon_norm": 8.076253890991211, + "prediction_norm": 6.122076988220215, + "timestamp": "2025-07-14T12:33:45.926469" + }, + { + "epoch": 351, + "batch_idx": 96, + "loss": 0.3313004970550537, + "learning_rate": 0.0009259091869814862, + "timestep_mean": 479.1875, + "epsilon_norm": 7.6975226402282715, + "prediction_norm": 6.209826946258545, + "timestamp": "2025-07-14T12:33:45.931391" + }, + { + "epoch": 351, + "batch_idx": 128, + "loss": 0.30046772956848145, + "learning_rate": 0.0009259091869814862, + "timestep_mean": 416.34375, + "epsilon_norm": 8.13823413848877, + "prediction_norm": 6.770497798919678, + "timestamp": "2025-07-14T12:33:45.936274" + }, + { + "epoch": 351, + "batch_idx": 160, + "loss": 0.35389190912246704, + "learning_rate": 0.0009259091869814862, + "timestep_mean": 428.28125, + "epsilon_norm": 8.136228561401367, + "prediction_norm": 6.672805309295654, + "timestamp": "2025-07-14T12:33:45.941148" + }, + { + "epoch": 351, + "batch_idx": 192, + "loss": 0.45606833696365356, + "learning_rate": 0.0009259091869814862, + "timestep_mean": 432.875, + "epsilon_norm": 3.498289108276367, + "prediction_norm": 2.8510475158691406, + "timestamp": "2025-07-14T12:33:45.946042" + }, + { + "epoch": 352, + "batch_idx": 0, + "loss": 0.4183984696865082, + "learning_rate": 0.000925497240897346, + "timestep_mean": 405.59375, + "epsilon_norm": 7.24595832824707, + "prediction_norm": 4.8339762687683105, + "timestamp": "2025-07-14T12:33:45.950941" + }, + { + "epoch": 352, + "batch_idx": 32, + "loss": 0.33042091131210327, + "learning_rate": 0.000925497240897346, + "timestep_mean": 543.28125, + "epsilon_norm": 8.105301856994629, + "prediction_norm": 6.403093338012695, + "timestamp": "2025-07-14T12:33:45.955867" + }, + { + "epoch": 352, + "batch_idx": 64, + "loss": 0.16506752371788025, + "learning_rate": 0.000925497240897346, + "timestep_mean": 655.0625, + "epsilon_norm": 8.310770034790039, + "prediction_norm": 7.568541049957275, + "timestamp": "2025-07-14T12:33:45.960725" + }, + { + "epoch": 352, + "batch_idx": 96, + "loss": 0.30065077543258667, + "learning_rate": 0.000925497240897346, + "timestep_mean": 453.09375, + "epsilon_norm": 7.8946309089660645, + "prediction_norm": 6.087364673614502, + "timestamp": "2025-07-14T12:33:45.965616" + }, + { + "epoch": 352, + "batch_idx": 128, + "loss": 0.3529072403907776, + "learning_rate": 0.000925497240897346, + "timestep_mean": 499.1875, + "epsilon_norm": 8.266913414001465, + "prediction_norm": 6.721081256866455, + "timestamp": "2025-07-14T12:33:45.970538" + }, + { + "epoch": 352, + "batch_idx": 160, + "loss": 0.44041430950164795, + "learning_rate": 0.000925497240897346, + "timestep_mean": 449.25, + "epsilon_norm": 8.565659523010254, + "prediction_norm": 6.712456703186035, + "timestamp": "2025-07-14T12:33:45.975410" + }, + { + "epoch": 352, + "batch_idx": 192, + "loss": 0.505704402923584, + "learning_rate": 0.000925497240897346, + "timestep_mean": 531.375, + "epsilon_norm": 4.2508416175842285, + "prediction_norm": 3.0438289642333984, + "timestamp": "2025-07-14T12:33:45.980225" + }, + { + "epoch": 353, + "batch_idx": 0, + "loss": 0.3801248073577881, + "learning_rate": 0.0009250842449410611, + "timestep_mean": 481.21875, + "epsilon_norm": 7.85445499420166, + "prediction_norm": 6.540495872497559, + "timestamp": "2025-07-14T12:33:45.985094" + }, + { + "epoch": 353, + "batch_idx": 32, + "loss": 0.3773317337036133, + "learning_rate": 0.0009250842449410611, + "timestep_mean": 538.6875, + "epsilon_norm": 8.441593170166016, + "prediction_norm": 6.853285789489746, + "timestamp": "2025-07-14T12:33:45.989926" + }, + { + "epoch": 353, + "batch_idx": 64, + "loss": 0.38211578130722046, + "learning_rate": 0.0009250842449410611, + "timestep_mean": 487.15625, + "epsilon_norm": 8.256522178649902, + "prediction_norm": 5.982324600219727, + "timestamp": "2025-07-14T12:33:45.994813" + }, + { + "epoch": 353, + "batch_idx": 96, + "loss": 0.6010164022445679, + "learning_rate": 0.0009250842449410611, + "timestep_mean": 425.75, + "epsilon_norm": 8.559761047363281, + "prediction_norm": 6.360806465148926, + "timestamp": "2025-07-14T12:33:45.999810" + }, + { + "epoch": 353, + "batch_idx": 128, + "loss": 0.18531757593154907, + "learning_rate": 0.0009250842449410611, + "timestep_mean": 573.125, + "epsilon_norm": 7.477869033813477, + "prediction_norm": 6.7126264572143555, + "timestamp": "2025-07-14T12:33:46.004679" + }, + { + "epoch": 353, + "batch_idx": 160, + "loss": 0.2817617654800415, + "learning_rate": 0.0009250842449410611, + "timestep_mean": 553.71875, + "epsilon_norm": 7.118169784545898, + "prediction_norm": 5.363905906677246, + "timestamp": "2025-07-14T12:33:46.009617" + }, + { + "epoch": 353, + "batch_idx": 192, + "loss": 0.22667458653450012, + "learning_rate": 0.0009250842449410611, + "timestep_mean": 509.375, + "epsilon_norm": 3.795522928237915, + "prediction_norm": 3.183624029159546, + "timestamp": "2025-07-14T12:33:46.014511" + }, + { + "epoch": 354, + "batch_idx": 0, + "loss": 0.2404608428478241, + "learning_rate": 0.0009246702001316581, + "timestep_mean": 483.0, + "epsilon_norm": 8.271102905273438, + "prediction_norm": 7.6227874755859375, + "timestamp": "2025-07-14T12:33:46.019400" + }, + { + "epoch": 354, + "batch_idx": 32, + "loss": 0.33729279041290283, + "learning_rate": 0.0009246702001316581, + "timestep_mean": 574.0625, + "epsilon_norm": 8.583921432495117, + "prediction_norm": 7.051599025726318, + "timestamp": "2025-07-14T12:33:46.024353" + }, + { + "epoch": 354, + "batch_idx": 64, + "loss": 0.4062849283218384, + "learning_rate": 0.0009246702001316581, + "timestep_mean": 552.75, + "epsilon_norm": 8.617365837097168, + "prediction_norm": 6.7236480712890625, + "timestamp": "2025-07-14T12:33:46.029290" + }, + { + "epoch": 354, + "batch_idx": 96, + "loss": 0.3330228626728058, + "learning_rate": 0.0009246702001316581, + "timestep_mean": 507.4375, + "epsilon_norm": 7.7520647048950195, + "prediction_norm": 6.194860458374023, + "timestamp": "2025-07-14T12:33:46.034227" + }, + { + "epoch": 354, + "batch_idx": 128, + "loss": 0.328129380941391, + "learning_rate": 0.0009246702001316581, + "timestep_mean": 533.75, + "epsilon_norm": 9.085224151611328, + "prediction_norm": 8.032323837280273, + "timestamp": "2025-07-14T12:33:46.039107" + }, + { + "epoch": 354, + "batch_idx": 160, + "loss": 0.1581132411956787, + "learning_rate": 0.0009246702001316581, + "timestep_mean": 520.21875, + "epsilon_norm": 6.679025173187256, + "prediction_norm": 6.346819877624512, + "timestamp": "2025-07-14T12:33:46.044040" + }, + { + "epoch": 354, + "batch_idx": 192, + "loss": 0.29766616225242615, + "learning_rate": 0.0009246702001316581, + "timestep_mean": 501.375, + "epsilon_norm": 3.4655964374542236, + "prediction_norm": 3.0386786460876465, + "timestamp": "2025-07-14T12:33:46.048922" + }, + { + "epoch": 355, + "batch_idx": 0, + "loss": 0.36495643854141235, + "learning_rate": 0.0009242551074907518, + "timestep_mean": 502.21875, + "epsilon_norm": 9.064933776855469, + "prediction_norm": 7.7690653800964355, + "timestamp": "2025-07-14T12:33:46.053806" + }, + { + "epoch": 355, + "batch_idx": 32, + "loss": 0.2376464158296585, + "learning_rate": 0.0009242551074907518, + "timestep_mean": 506.125, + "epsilon_norm": 7.858137130737305, + "prediction_norm": 7.228971004486084, + "timestamp": "2025-07-14T12:33:46.058763" + }, + { + "epoch": 355, + "batch_idx": 64, + "loss": 0.15475575625896454, + "learning_rate": 0.0009242551074907518, + "timestep_mean": 575.96875, + "epsilon_norm": 8.812658309936523, + "prediction_norm": 8.913000106811523, + "timestamp": "2025-07-14T12:33:46.063669" + }, + { + "epoch": 355, + "batch_idx": 96, + "loss": 0.22614750266075134, + "learning_rate": 0.0009242551074907518, + "timestep_mean": 524.1875, + "epsilon_norm": 7.991516590118408, + "prediction_norm": 7.23611307144165, + "timestamp": "2025-07-14T12:33:46.068600" + }, + { + "epoch": 355, + "batch_idx": 128, + "loss": 0.2559262812137604, + "learning_rate": 0.0009242551074907518, + "timestep_mean": 531.25, + "epsilon_norm": 7.516300678253174, + "prediction_norm": 7.044670581817627, + "timestamp": "2025-07-14T12:33:46.073476" + }, + { + "epoch": 355, + "batch_idx": 160, + "loss": 0.26915767788887024, + "learning_rate": 0.0009242551074907518, + "timestep_mean": 539.9375, + "epsilon_norm": 8.355189323425293, + "prediction_norm": 7.383586406707764, + "timestamp": "2025-07-14T12:33:46.078372" + }, + { + "epoch": 355, + "batch_idx": 192, + "loss": 0.2495191991329193, + "learning_rate": 0.0009242551074907518, + "timestep_mean": 564.625, + "epsilon_norm": 4.162978172302246, + "prediction_norm": 3.2782018184661865, + "timestamp": "2025-07-14T12:33:46.083391" + }, + { + "epoch": 356, + "batch_idx": 0, + "loss": 0.3014598488807678, + "learning_rate": 0.0009238389680425415, + "timestep_mean": 598.8125, + "epsilon_norm": 8.490276336669922, + "prediction_norm": 6.75814962387085, + "timestamp": "2025-07-14T12:33:46.088273" + }, + { + "epoch": 356, + "batch_idx": 32, + "loss": 0.3072460889816284, + "learning_rate": 0.0009238389680425415, + "timestep_mean": 481.4375, + "epsilon_norm": 7.704914569854736, + "prediction_norm": 6.447755813598633, + "timestamp": "2025-07-14T12:33:46.093182" + }, + { + "epoch": 356, + "batch_idx": 64, + "loss": 0.34397557377815247, + "learning_rate": 0.0009238389680425415, + "timestep_mean": 460.96875, + "epsilon_norm": 7.570664882659912, + "prediction_norm": 6.0762410163879395, + "timestamp": "2025-07-14T12:33:46.098083" + }, + { + "epoch": 356, + "batch_idx": 96, + "loss": 0.24425369501113892, + "learning_rate": 0.0009238389680425415, + "timestep_mean": 532.5625, + "epsilon_norm": 6.739645957946777, + "prediction_norm": 5.826333045959473, + "timestamp": "2025-07-14T12:33:46.103012" + }, + { + "epoch": 356, + "batch_idx": 128, + "loss": 0.42343243956565857, + "learning_rate": 0.0009238389680425415, + "timestep_mean": 459.15625, + "epsilon_norm": 8.622453689575195, + "prediction_norm": 6.976572036743164, + "timestamp": "2025-07-14T12:33:46.107891" + }, + { + "epoch": 356, + "batch_idx": 160, + "loss": 0.4629381000995636, + "learning_rate": 0.0009238389680425415, + "timestep_mean": 413.0625, + "epsilon_norm": 8.639791488647461, + "prediction_norm": 6.236761093139648, + "timestamp": "2025-07-14T12:33:46.112880" + }, + { + "epoch": 356, + "batch_idx": 192, + "loss": 0.1399846374988556, + "learning_rate": 0.0009238389680425415, + "timestep_mean": 587.875, + "epsilon_norm": 3.276784658432007, + "prediction_norm": 2.8960628509521484, + "timestamp": "2025-07-14T12:33:46.117720" + }, + { + "epoch": 357, + "batch_idx": 0, + "loss": 0.3500228226184845, + "learning_rate": 0.0009234217828138102, + "timestep_mean": 487.6875, + "epsilon_norm": 8.675390243530273, + "prediction_norm": 6.711639881134033, + "timestamp": "2025-07-14T12:33:46.122579" + }, + { + "epoch": 357, + "batch_idx": 32, + "loss": 0.23746927082538605, + "learning_rate": 0.0009234217828138102, + "timestep_mean": 597.5625, + "epsilon_norm": 7.829845905303955, + "prediction_norm": 6.949378967285156, + "timestamp": "2025-07-14T12:33:46.127480" + }, + { + "epoch": 357, + "batch_idx": 64, + "loss": 0.19940337538719177, + "learning_rate": 0.0009234217828138102, + "timestep_mean": 499.90625, + "epsilon_norm": 7.272525310516357, + "prediction_norm": 6.157571792602539, + "timestamp": "2025-07-14T12:33:46.132379" + }, + { + "epoch": 357, + "batch_idx": 96, + "loss": 0.43341749906539917, + "learning_rate": 0.0009234217828138102, + "timestep_mean": 503.65625, + "epsilon_norm": 8.541666030883789, + "prediction_norm": 6.2663445472717285, + "timestamp": "2025-07-14T12:33:46.137320" + }, + { + "epoch": 357, + "batch_idx": 128, + "loss": 0.27276611328125, + "learning_rate": 0.0009234217828138102, + "timestep_mean": 536.5, + "epsilon_norm": 7.7380523681640625, + "prediction_norm": 6.108105659484863, + "timestamp": "2025-07-14T12:33:46.142271" + }, + { + "epoch": 357, + "batch_idx": 160, + "loss": 0.44531872868537903, + "learning_rate": 0.0009234217828138102, + "timestep_mean": 503.15625, + "epsilon_norm": 8.001143455505371, + "prediction_norm": 6.060911178588867, + "timestamp": "2025-07-14T12:33:46.147151" + }, + { + "epoch": 357, + "batch_idx": 192, + "loss": 0.20772410929203033, + "learning_rate": 0.0009234217828138102, + "timestep_mean": 542.75, + "epsilon_norm": 3.2903811931610107, + "prediction_norm": 2.7101664543151855, + "timestamp": "2025-07-14T12:33:46.152046" + }, + { + "epoch": 358, + "batch_idx": 0, + "loss": 0.393329918384552, + "learning_rate": 0.0009230035528339209, + "timestep_mean": 489.78125, + "epsilon_norm": 8.69731330871582, + "prediction_norm": 6.694550037384033, + "timestamp": "2025-07-14T12:33:46.157020" + }, + { + "epoch": 358, + "batch_idx": 32, + "loss": 0.26382333040237427, + "learning_rate": 0.0009230035528339209, + "timestep_mean": 417.46875, + "epsilon_norm": 7.794112682342529, + "prediction_norm": 6.025036334991455, + "timestamp": "2025-07-14T12:33:46.161912" + }, + { + "epoch": 358, + "batch_idx": 64, + "loss": 0.2937026917934418, + "learning_rate": 0.0009230035528339209, + "timestep_mean": 498.0625, + "epsilon_norm": 8.279033660888672, + "prediction_norm": 7.261772155761719, + "timestamp": "2025-07-14T12:33:46.166936" + }, + { + "epoch": 358, + "batch_idx": 96, + "loss": 0.23430314660072327, + "learning_rate": 0.0009230035528339209, + "timestep_mean": 498.53125, + "epsilon_norm": 7.728147506713867, + "prediction_norm": 7.201255798339844, + "timestamp": "2025-07-14T12:33:46.171811" + }, + { + "epoch": 358, + "batch_idx": 128, + "loss": 0.3297118544578552, + "learning_rate": 0.0009230035528339209, + "timestep_mean": 505.75, + "epsilon_norm": 7.740627288818359, + "prediction_norm": 6.6688432693481445, + "timestamp": "2025-07-14T12:33:46.176702" + }, + { + "epoch": 358, + "batch_idx": 160, + "loss": 0.3262072801589966, + "learning_rate": 0.0009230035528339209, + "timestep_mean": 609.09375, + "epsilon_norm": 8.399806022644043, + "prediction_norm": 7.488250732421875, + "timestamp": "2025-07-14T12:33:46.181671" + }, + { + "epoch": 358, + "batch_idx": 192, + "loss": 0.21335318684577942, + "learning_rate": 0.0009230035528339209, + "timestep_mean": 554.5, + "epsilon_norm": 3.8859987258911133, + "prediction_norm": 3.5142922401428223, + "timestamp": "2025-07-14T12:33:46.186557" + }, + { + "epoch": 359, + "batch_idx": 0, + "loss": 0.43879541754722595, + "learning_rate": 0.0009225842791348146, + "timestep_mean": 426.59375, + "epsilon_norm": 7.489935398101807, + "prediction_norm": 4.863041400909424, + "timestamp": "2025-07-14T12:33:46.191533" + }, + { + "epoch": 359, + "batch_idx": 32, + "loss": 0.2593190371990204, + "learning_rate": 0.0009225842791348146, + "timestep_mean": 541.3125, + "epsilon_norm": 7.9186015129089355, + "prediction_norm": 6.522952556610107, + "timestamp": "2025-07-14T12:33:46.196456" + }, + { + "epoch": 359, + "batch_idx": 64, + "loss": 0.18822745978832245, + "learning_rate": 0.0009225842791348146, + "timestep_mean": 521.78125, + "epsilon_norm": 6.321935653686523, + "prediction_norm": 5.669466972351074, + "timestamp": "2025-07-14T12:33:46.201327" + }, + { + "epoch": 359, + "batch_idx": 96, + "loss": 0.27074065804481506, + "learning_rate": 0.0009225842791348146, + "timestep_mean": 552.78125, + "epsilon_norm": 9.468779563903809, + "prediction_norm": 8.293654441833496, + "timestamp": "2025-07-14T12:33:46.206238" + }, + { + "epoch": 359, + "batch_idx": 128, + "loss": 0.463692843914032, + "learning_rate": 0.0009225842791348146, + "timestep_mean": 488.59375, + "epsilon_norm": 8.897542953491211, + "prediction_norm": 7.025502681732178, + "timestamp": "2025-07-14T12:33:46.211439" + }, + { + "epoch": 359, + "batch_idx": 160, + "loss": 0.29813525080680847, + "learning_rate": 0.0009225842791348146, + "timestep_mean": 464.65625, + "epsilon_norm": 7.853890895843506, + "prediction_norm": 6.2453765869140625, + "timestamp": "2025-07-14T12:33:46.216704" + }, + { + "epoch": 359, + "batch_idx": 192, + "loss": 0.2552018165588379, + "learning_rate": 0.0009225842791348146, + "timestep_mean": 547.875, + "epsilon_norm": 3.035229206085205, + "prediction_norm": 2.9708759784698486, + "timestamp": "2025-07-14T12:33:46.221730" + }, + { + "epoch": 360, + "batch_idx": 0, + "loss": 0.2575872838497162, + "learning_rate": 0.0009221639627510073, + "timestep_mean": 498.09375, + "epsilon_norm": 7.206940650939941, + "prediction_norm": 5.842960357666016, + "timestamp": "2025-07-14T12:33:46.226942" + }, + { + "epoch": 360, + "batch_idx": 32, + "loss": 0.3682326376438141, + "learning_rate": 0.0009221639627510073, + "timestep_mean": 431.875, + "epsilon_norm": 7.461300373077393, + "prediction_norm": 5.679052829742432, + "timestamp": "2025-07-14T12:33:46.232138" + }, + { + "epoch": 360, + "batch_idx": 64, + "loss": 0.23623394966125488, + "learning_rate": 0.0009221639627510073, + "timestep_mean": 510.125, + "epsilon_norm": 6.718584060668945, + "prediction_norm": 5.708479404449463, + "timestamp": "2025-07-14T12:33:46.237266" + }, + { + "epoch": 360, + "batch_idx": 96, + "loss": 0.5502577424049377, + "learning_rate": 0.0009221639627510073, + "timestep_mean": 518.78125, + "epsilon_norm": 7.998533725738525, + "prediction_norm": 5.812041282653809, + "timestamp": "2025-07-14T12:33:46.242488" + }, + { + "epoch": 360, + "batch_idx": 128, + "loss": 0.31708329916000366, + "learning_rate": 0.0009221639627510073, + "timestep_mean": 538.5625, + "epsilon_norm": 7.805743217468262, + "prediction_norm": 7.029172420501709, + "timestamp": "2025-07-14T12:33:46.247696" + }, + { + "epoch": 360, + "batch_idx": 160, + "loss": 0.5652446746826172, + "learning_rate": 0.0009221639627510073, + "timestep_mean": 495.71875, + "epsilon_norm": 8.718881607055664, + "prediction_norm": 6.67781400680542, + "timestamp": "2025-07-14T12:33:46.252771" + }, + { + "epoch": 360, + "batch_idx": 192, + "loss": 0.27753376960754395, + "learning_rate": 0.0009221639627510073, + "timestep_mean": 450.875, + "epsilon_norm": 3.996856212615967, + "prediction_norm": 3.4814319610595703, + "timestamp": "2025-07-14T12:33:46.257844" + }, + { + "epoch": 361, + "batch_idx": 0, + "loss": 0.4538624882698059, + "learning_rate": 0.0009217426047195881, + "timestep_mean": 474.75, + "epsilon_norm": 8.484498023986816, + "prediction_norm": 6.56024169921875, + "timestamp": "2025-07-14T12:33:46.263177" + }, + { + "epoch": 361, + "batch_idx": 32, + "loss": 0.23997290432453156, + "learning_rate": 0.0009217426047195881, + "timestep_mean": 490.0625, + "epsilon_norm": 7.053502559661865, + "prediction_norm": 5.569026947021484, + "timestamp": "2025-07-14T12:33:46.268298" + }, + { + "epoch": 361, + "batch_idx": 64, + "loss": 0.6138637065887451, + "learning_rate": 0.0009217426047195881, + "timestep_mean": 432.625, + "epsilon_norm": 8.446070671081543, + "prediction_norm": 4.956024169921875, + "timestamp": "2025-07-14T12:33:46.273543" + }, + { + "epoch": 361, + "batch_idx": 96, + "loss": 0.2640655040740967, + "learning_rate": 0.0009217426047195881, + "timestep_mean": 568.75, + "epsilon_norm": 8.04747486114502, + "prediction_norm": 6.899135112762451, + "timestamp": "2025-07-14T12:33:46.278734" + }, + { + "epoch": 361, + "batch_idx": 128, + "loss": 0.4876057803630829, + "learning_rate": 0.0009217426047195881, + "timestep_mean": 421.0, + "epsilon_norm": 8.567708969116211, + "prediction_norm": 6.602552890777588, + "timestamp": "2025-07-14T12:33:46.283984" + }, + { + "epoch": 361, + "batch_idx": 160, + "loss": 0.2941967248916626, + "learning_rate": 0.0009217426047195881, + "timestep_mean": 495.96875, + "epsilon_norm": 7.303338050842285, + "prediction_norm": 5.7605156898498535, + "timestamp": "2025-07-14T12:33:46.289180" + }, + { + "epoch": 361, + "batch_idx": 192, + "loss": 0.6198558211326599, + "learning_rate": 0.0009217426047195881, + "timestep_mean": 344.125, + "epsilon_norm": 4.62253999710083, + "prediction_norm": 4.211756229400635, + "timestamp": "2025-07-14T12:33:46.294191" + }, + { + "epoch": 362, + "batch_idx": 0, + "loss": 0.27824628353118896, + "learning_rate": 0.0009213202060802159, + "timestep_mean": 539.28125, + "epsilon_norm": 7.751702308654785, + "prediction_norm": 6.3112640380859375, + "timestamp": "2025-07-14T12:33:46.299235" + }, + { + "epoch": 362, + "batch_idx": 32, + "loss": 0.058660756796598434, + "learning_rate": 0.0009213202060802159, + "timestep_mean": 660.03125, + "epsilon_norm": 8.058781623840332, + "prediction_norm": 7.916727542877197, + "timestamp": "2025-07-14T12:33:46.304568" + }, + { + "epoch": 362, + "batch_idx": 64, + "loss": 0.5228232145309448, + "learning_rate": 0.0009213202060802159, + "timestep_mean": 439.25, + "epsilon_norm": 7.7308349609375, + "prediction_norm": 5.754303932189941, + "timestamp": "2025-07-14T12:33:46.309684" + }, + { + "epoch": 362, + "batch_idx": 96, + "loss": 0.26563379168510437, + "learning_rate": 0.0009213202060802159, + "timestep_mean": 535.875, + "epsilon_norm": 7.985123157501221, + "prediction_norm": 7.165014266967773, + "timestamp": "2025-07-14T12:33:46.314847" + }, + { + "epoch": 362, + "batch_idx": 128, + "loss": 0.26232898235321045, + "learning_rate": 0.0009213202060802159, + "timestep_mean": 579.3125, + "epsilon_norm": 7.895740032196045, + "prediction_norm": 6.991217613220215, + "timestamp": "2025-07-14T12:33:46.319988" + }, + { + "epoch": 362, + "batch_idx": 160, + "loss": 0.23784273862838745, + "learning_rate": 0.0009213202060802159, + "timestep_mean": 467.625, + "epsilon_norm": 7.173421382904053, + "prediction_norm": 6.041637897491455, + "timestamp": "2025-07-14T12:33:46.325104" + }, + { + "epoch": 362, + "batch_idx": 192, + "loss": 0.28740787506103516, + "learning_rate": 0.0009213202060802159, + "timestep_mean": 557.25, + "epsilon_norm": 3.5020883083343506, + "prediction_norm": 2.998335123062134, + "timestamp": "2025-07-14T12:33:46.330235" + }, + { + "epoch": 363, + "batch_idx": 0, + "loss": 0.22273147106170654, + "learning_rate": 0.0009208967678751174, + "timestep_mean": 566.46875, + "epsilon_norm": 7.842491149902344, + "prediction_norm": 6.987246513366699, + "timestamp": "2025-07-14T12:33:46.335385" + }, + { + "epoch": 363, + "batch_idx": 32, + "loss": 0.189549520611763, + "learning_rate": 0.0009208967678751174, + "timestep_mean": 626.78125, + "epsilon_norm": 8.043227195739746, + "prediction_norm": 6.9600324630737305, + "timestamp": "2025-07-14T12:33:46.340599" + }, + { + "epoch": 363, + "batch_idx": 64, + "loss": 0.3506842255592346, + "learning_rate": 0.0009208967678751174, + "timestep_mean": 499.46875, + "epsilon_norm": 8.615832328796387, + "prediction_norm": 7.234225273132324, + "timestamp": "2025-07-14T12:33:46.345750" + }, + { + "epoch": 363, + "batch_idx": 96, + "loss": 0.414409875869751, + "learning_rate": 0.0009208967678751174, + "timestep_mean": 478.71875, + "epsilon_norm": 7.760412216186523, + "prediction_norm": 5.758901119232178, + "timestamp": "2025-07-14T12:33:46.350891" + }, + { + "epoch": 363, + "batch_idx": 128, + "loss": 0.4236958920955658, + "learning_rate": 0.0009208967678751174, + "timestep_mean": 401.3125, + "epsilon_norm": 7.618948936462402, + "prediction_norm": 5.916797161102295, + "timestamp": "2025-07-14T12:33:46.356068" + }, + { + "epoch": 363, + "batch_idx": 160, + "loss": 0.33705735206604004, + "learning_rate": 0.0009208967678751174, + "timestep_mean": 441.84375, + "epsilon_norm": 7.241689682006836, + "prediction_norm": 5.387757301330566, + "timestamp": "2025-07-14T12:33:46.361234" + }, + { + "epoch": 363, + "batch_idx": 192, + "loss": 1.294116735458374, + "learning_rate": 0.0009208967678751174, + "timestep_mean": 373.875, + "epsilon_norm": 5.17889928817749, + "prediction_norm": 2.3890955448150635, + "timestamp": "2025-07-14T12:33:46.366497" + }, + { + "epoch": 364, + "batch_idx": 0, + "loss": 0.24714751541614532, + "learning_rate": 0.0009204722911490842, + "timestep_mean": 554.03125, + "epsilon_norm": 7.925562381744385, + "prediction_norm": 6.013763427734375, + "timestamp": "2025-07-14T12:33:46.371738" + }, + { + "epoch": 364, + "batch_idx": 32, + "loss": 0.3386995196342468, + "learning_rate": 0.0009204722911490842, + "timestep_mean": 470.53125, + "epsilon_norm": 7.753925323486328, + "prediction_norm": 5.7094550132751465, + "timestamp": "2025-07-14T12:33:46.376958" + }, + { + "epoch": 364, + "batch_idx": 64, + "loss": 0.40718597173690796, + "learning_rate": 0.0009204722911490842, + "timestep_mean": 449.65625, + "epsilon_norm": 7.576210975646973, + "prediction_norm": 5.262523174285889, + "timestamp": "2025-07-14T12:33:46.382096" + }, + { + "epoch": 364, + "batch_idx": 96, + "loss": 0.3490986227989197, + "learning_rate": 0.0009204722911490842, + "timestep_mean": 502.90625, + "epsilon_norm": 7.866333961486816, + "prediction_norm": 6.09950065612793, + "timestamp": "2025-07-14T12:33:46.387169" + }, + { + "epoch": 364, + "batch_idx": 128, + "loss": 0.2128659188747406, + "learning_rate": 0.0009204722911490842, + "timestep_mean": 447.90625, + "epsilon_norm": 7.367937088012695, + "prediction_norm": 6.572241306304932, + "timestamp": "2025-07-14T12:33:46.392326" + }, + { + "epoch": 364, + "batch_idx": 160, + "loss": 0.38569626212120056, + "learning_rate": 0.0009204722911490842, + "timestep_mean": 472.46875, + "epsilon_norm": 7.89537239074707, + "prediction_norm": 6.436363220214844, + "timestamp": "2025-07-14T12:33:46.397447" + }, + { + "epoch": 364, + "batch_idx": 192, + "loss": 0.1507037729024887, + "learning_rate": 0.0009204722911490842, + "timestep_mean": 414.375, + "epsilon_norm": 3.609513521194458, + "prediction_norm": 3.1003870964050293, + "timestamp": "2025-07-14T12:33:46.402643" + }, + { + "epoch": 365, + "batch_idx": 0, + "loss": 0.27625924348831177, + "learning_rate": 0.0009200467769494705, + "timestep_mean": 473.9375, + "epsilon_norm": 8.116816520690918, + "prediction_norm": 7.024892330169678, + "timestamp": "2025-07-14T12:33:46.407631" + }, + { + "epoch": 365, + "batch_idx": 32, + "loss": 0.34472447633743286, + "learning_rate": 0.0009200467769494705, + "timestep_mean": 466.375, + "epsilon_norm": 7.580371379852295, + "prediction_norm": 6.2576117515563965, + "timestamp": "2025-07-14T12:33:46.412540" + }, + { + "epoch": 365, + "batch_idx": 64, + "loss": 0.3217446804046631, + "learning_rate": 0.0009200467769494705, + "timestep_mean": 565.53125, + "epsilon_norm": 8.172175407409668, + "prediction_norm": 6.800981044769287, + "timestamp": "2025-07-14T12:33:46.417836" + }, + { + "epoch": 365, + "batch_idx": 96, + "loss": 0.47871267795562744, + "learning_rate": 0.0009200467769494705, + "timestep_mean": 444.03125, + "epsilon_norm": 8.645017623901367, + "prediction_norm": 7.045979022979736, + "timestamp": "2025-07-14T12:33:46.423149" + }, + { + "epoch": 365, + "batch_idx": 128, + "loss": 0.5104832053184509, + "learning_rate": 0.0009200467769494705, + "timestep_mean": 495.65625, + "epsilon_norm": 8.569397926330566, + "prediction_norm": 6.678182601928711, + "timestamp": "2025-07-14T12:33:46.428342" + }, + { + "epoch": 365, + "batch_idx": 160, + "loss": 0.388873428106308, + "learning_rate": 0.0009200467769494705, + "timestep_mean": 471.3125, + "epsilon_norm": 7.431327819824219, + "prediction_norm": 6.27978515625, + "timestamp": "2025-07-14T12:33:46.433620" + }, + { + "epoch": 365, + "batch_idx": 192, + "loss": 0.6959378719329834, + "learning_rate": 0.0009200467769494705, + "timestep_mean": 387.75, + "epsilon_norm": 4.415450096130371, + "prediction_norm": 2.9211223125457764, + "timestamp": "2025-07-14T12:33:46.438885" + }, + { + "epoch": 366, + "batch_idx": 0, + "loss": 0.2893417477607727, + "learning_rate": 0.0009196202263261903, + "timestep_mean": 491.84375, + "epsilon_norm": 7.448940753936768, + "prediction_norm": 6.31883430480957, + "timestamp": "2025-07-14T12:33:46.444101" + }, + { + "epoch": 366, + "batch_idx": 32, + "loss": 0.320695161819458, + "learning_rate": 0.0009196202263261903, + "timestep_mean": 506.0, + "epsilon_norm": 8.742114067077637, + "prediction_norm": 7.098962783813477, + "timestamp": "2025-07-14T12:33:46.449331" + }, + { + "epoch": 366, + "batch_idx": 64, + "loss": 0.27999475598335266, + "learning_rate": 0.0009196202263261903, + "timestep_mean": 510.375, + "epsilon_norm": 7.843890190124512, + "prediction_norm": 6.322033405303955, + "timestamp": "2025-07-14T12:33:46.454693" + }, + { + "epoch": 366, + "batch_idx": 96, + "loss": 0.17455092072486877, + "learning_rate": 0.0009196202263261903, + "timestep_mean": 602.6875, + "epsilon_norm": 8.803771018981934, + "prediction_norm": 8.052502632141113, + "timestamp": "2025-07-14T12:33:46.459763" + }, + { + "epoch": 366, + "batch_idx": 128, + "loss": 0.471916526556015, + "learning_rate": 0.0009196202263261903, + "timestep_mean": 440.0625, + "epsilon_norm": 7.864318370819092, + "prediction_norm": 5.538044452667236, + "timestamp": "2025-07-14T12:33:46.464960" + }, + { + "epoch": 366, + "batch_idx": 160, + "loss": 0.26463988423347473, + "learning_rate": 0.0009196202263261903, + "timestep_mean": 516.0, + "epsilon_norm": 7.808857440948486, + "prediction_norm": 7.333944797515869, + "timestamp": "2025-07-14T12:33:46.470168" + }, + { + "epoch": 366, + "batch_idx": 192, + "loss": 0.48025405406951904, + "learning_rate": 0.0009196202263261903, + "timestep_mean": 373.875, + "epsilon_norm": 3.798550605773926, + "prediction_norm": 2.1158156394958496, + "timestamp": "2025-07-14T12:33:46.475913" + }, + { + "epoch": 367, + "batch_idx": 0, + "loss": 0.48467081785202026, + "learning_rate": 0.0009191926403317149, + "timestep_mean": 502.0625, + "epsilon_norm": 8.697918891906738, + "prediction_norm": 6.352405071258545, + "timestamp": "2025-07-14T12:33:46.481544" + }, + { + "epoch": 367, + "batch_idx": 32, + "loss": 0.39774614572525024, + "learning_rate": 0.0009191926403317149, + "timestep_mean": 439.34375, + "epsilon_norm": 8.652934074401855, + "prediction_norm": 6.753415584564209, + "timestamp": "2025-07-14T12:33:46.486871" + }, + { + "epoch": 367, + "batch_idx": 64, + "loss": 0.19382889568805695, + "learning_rate": 0.0009191926403317149, + "timestep_mean": 519.5, + "epsilon_norm": 7.248839378356934, + "prediction_norm": 6.233659267425537, + "timestamp": "2025-07-14T12:33:46.492330" + }, + { + "epoch": 367, + "batch_idx": 96, + "loss": 0.31074434518814087, + "learning_rate": 0.0009191926403317149, + "timestep_mean": 484.0625, + "epsilon_norm": 7.993813991546631, + "prediction_norm": 6.626798152923584, + "timestamp": "2025-07-14T12:33:46.497535" + }, + { + "epoch": 367, + "batch_idx": 128, + "loss": 0.3658154308795929, + "learning_rate": 0.0009191926403317149, + "timestep_mean": 422.28125, + "epsilon_norm": 7.99564790725708, + "prediction_norm": 6.322828769683838, + "timestamp": "2025-07-14T12:33:46.502502" + }, + { + "epoch": 367, + "batch_idx": 160, + "loss": 0.434065580368042, + "learning_rate": 0.0009191926403317149, + "timestep_mean": 534.875, + "epsilon_norm": 8.654597282409668, + "prediction_norm": 6.464230060577393, + "timestamp": "2025-07-14T12:33:46.509895" + }, + { + "epoch": 367, + "batch_idx": 192, + "loss": 0.1643097698688507, + "learning_rate": 0.0009191926403317149, + "timestep_mean": 472.5, + "epsilon_norm": 3.0168802738189697, + "prediction_norm": 3.0146849155426025, + "timestamp": "2025-07-14T12:33:46.514942" + }, + { + "epoch": 368, + "batch_idx": 0, + "loss": 0.3609286844730377, + "learning_rate": 0.0009187640200210704, + "timestep_mean": 447.71875, + "epsilon_norm": 7.886796951293945, + "prediction_norm": 5.983949661254883, + "timestamp": "2025-07-14T12:33:46.519987" + }, + { + "epoch": 368, + "batch_idx": 32, + "loss": 0.2416708767414093, + "learning_rate": 0.0009187640200210704, + "timestep_mean": 510.71875, + "epsilon_norm": 7.801915168762207, + "prediction_norm": 7.029874324798584, + "timestamp": "2025-07-14T12:33:46.524933" + }, + { + "epoch": 368, + "batch_idx": 64, + "loss": 0.13584229350090027, + "learning_rate": 0.0009187640200210704, + "timestep_mean": 535.09375, + "epsilon_norm": 7.657482147216797, + "prediction_norm": 7.099218368530273, + "timestamp": "2025-07-14T12:33:46.529898" + }, + { + "epoch": 368, + "batch_idx": 96, + "loss": 0.14788773655891418, + "learning_rate": 0.0009187640200210704, + "timestep_mean": 522.59375, + "epsilon_norm": 8.167823791503906, + "prediction_norm": 7.279317855834961, + "timestamp": "2025-07-14T12:33:46.534854" + }, + { + "epoch": 368, + "batch_idx": 128, + "loss": 0.3130873441696167, + "learning_rate": 0.0009187640200210704, + "timestep_mean": 486.84375, + "epsilon_norm": 7.404679298400879, + "prediction_norm": 5.919886589050293, + "timestamp": "2025-07-14T12:33:46.539874" + }, + { + "epoch": 368, + "batch_idx": 160, + "loss": 0.13667160272598267, + "learning_rate": 0.0009187640200210704, + "timestep_mean": 515.21875, + "epsilon_norm": 6.129954814910889, + "prediction_norm": 5.576681137084961, + "timestamp": "2025-07-14T12:33:46.544796" + }, + { + "epoch": 368, + "batch_idx": 192, + "loss": 0.7736369371414185, + "learning_rate": 0.0009187640200210704, + "timestep_mean": 545.125, + "epsilon_norm": 4.0547895431518555, + "prediction_norm": 1.9900962114334106, + "timestamp": "2025-07-14T12:33:46.549792" + }, + { + "epoch": 369, + "batch_idx": 0, + "loss": 0.5206841230392456, + "learning_rate": 0.0009183343664518343, + "timestep_mean": 491.53125, + "epsilon_norm": 8.022323608398438, + "prediction_norm": 5.270209312438965, + "timestamp": "2025-07-14T12:33:46.554648" + }, + { + "epoch": 369, + "batch_idx": 32, + "loss": 0.23908483982086182, + "learning_rate": 0.0009183343664518343, + "timestep_mean": 514.46875, + "epsilon_norm": 7.005189418792725, + "prediction_norm": 6.2397236824035645, + "timestamp": "2025-07-14T12:33:46.559610" + }, + { + "epoch": 369, + "batch_idx": 64, + "loss": 0.25536221265792847, + "learning_rate": 0.0009183343664518343, + "timestep_mean": 523.90625, + "epsilon_norm": 7.945797443389893, + "prediction_norm": 7.186140537261963, + "timestamp": "2025-07-14T12:33:46.564601" + }, + { + "epoch": 369, + "batch_idx": 96, + "loss": 0.3620924651622772, + "learning_rate": 0.0009183343664518343, + "timestep_mean": 480.5625, + "epsilon_norm": 8.660910606384277, + "prediction_norm": 7.021625995635986, + "timestamp": "2025-07-14T12:33:46.569615" + }, + { + "epoch": 369, + "batch_idx": 128, + "loss": 0.33279144763946533, + "learning_rate": 0.0009183343664518343, + "timestep_mean": 530.53125, + "epsilon_norm": 8.481466293334961, + "prediction_norm": 6.846768856048584, + "timestamp": "2025-07-14T12:33:46.574849" + }, + { + "epoch": 369, + "batch_idx": 160, + "loss": 0.5367790460586548, + "learning_rate": 0.0009183343664518343, + "timestep_mean": 486.75, + "epsilon_norm": 9.422301292419434, + "prediction_norm": 6.9351301193237305, + "timestamp": "2025-07-14T12:33:46.579885" + }, + { + "epoch": 369, + "batch_idx": 192, + "loss": 0.33004581928253174, + "learning_rate": 0.0009183343664518343, + "timestep_mean": 512.0, + "epsilon_norm": 5.213177680969238, + "prediction_norm": 4.485701560974121, + "timestamp": "2025-07-14T12:33:46.585028" + }, + { + "epoch": 370, + "batch_idx": 0, + "loss": 0.23606623709201813, + "learning_rate": 0.0009179036806841346, + "timestep_mean": 590.71875, + "epsilon_norm": 7.569699764251709, + "prediction_norm": 6.2594380378723145, + "timestamp": "2025-07-14T12:33:46.590013" + }, + { + "epoch": 370, + "batch_idx": 32, + "loss": 0.26788604259490967, + "learning_rate": 0.0009179036806841346, + "timestep_mean": 574.46875, + "epsilon_norm": 7.172449588775635, + "prediction_norm": 6.4140143394470215, + "timestamp": "2025-07-14T12:33:46.595039" + }, + { + "epoch": 370, + "batch_idx": 64, + "loss": 0.24610167741775513, + "learning_rate": 0.0009179036806841346, + "timestep_mean": 576.71875, + "epsilon_norm": 7.570621013641357, + "prediction_norm": 6.803798198699951, + "timestamp": "2025-07-14T12:33:46.600099" + }, + { + "epoch": 370, + "batch_idx": 96, + "loss": 0.32637640833854675, + "learning_rate": 0.0009179036806841346, + "timestep_mean": 509.0625, + "epsilon_norm": 8.51824951171875, + "prediction_norm": 7.286000728607178, + "timestamp": "2025-07-14T12:33:46.605071" + }, + { + "epoch": 370, + "batch_idx": 128, + "loss": 0.26658016443252563, + "learning_rate": 0.0009179036806841346, + "timestep_mean": 577.375, + "epsilon_norm": 6.832314968109131, + "prediction_norm": 6.466300010681152, + "timestamp": "2025-07-14T12:33:46.610037" + }, + { + "epoch": 370, + "batch_idx": 160, + "loss": 0.28628844022750854, + "learning_rate": 0.0009179036806841346, + "timestep_mean": 449.21875, + "epsilon_norm": 8.582353591918945, + "prediction_norm": 7.71307373046875, + "timestamp": "2025-07-14T12:33:46.615083" + }, + { + "epoch": 370, + "batch_idx": 192, + "loss": 0.41694873571395874, + "learning_rate": 0.0009179036806841346, + "timestep_mean": 469.5, + "epsilon_norm": 3.5242345333099365, + "prediction_norm": 3.3905866146087646, + "timestamp": "2025-07-14T12:33:46.620494" + }, + { + "epoch": 371, + "batch_idx": 0, + "loss": 0.2879617214202881, + "learning_rate": 0.0009174719637806454, + "timestep_mean": 484.0625, + "epsilon_norm": 7.927184581756592, + "prediction_norm": 6.741091251373291, + "timestamp": "2025-07-14T12:33:46.625726" + }, + { + "epoch": 371, + "batch_idx": 32, + "loss": 0.3236260414123535, + "learning_rate": 0.0009174719637806454, + "timestep_mean": 465.46875, + "epsilon_norm": 6.78944730758667, + "prediction_norm": 5.277744770050049, + "timestamp": "2025-07-14T12:33:46.630836" + }, + { + "epoch": 371, + "batch_idx": 64, + "loss": 0.14407619833946228, + "learning_rate": 0.0009174719637806454, + "timestep_mean": 537.375, + "epsilon_norm": 7.724420547485352, + "prediction_norm": 7.095118045806885, + "timestamp": "2025-07-14T12:33:46.635942" + }, + { + "epoch": 371, + "batch_idx": 96, + "loss": 0.41370683908462524, + "learning_rate": 0.0009174719637806454, + "timestep_mean": 525.40625, + "epsilon_norm": 7.797347068786621, + "prediction_norm": 6.18491268157959, + "timestamp": "2025-07-14T12:33:46.640911" + }, + { + "epoch": 371, + "batch_idx": 128, + "loss": 0.3799532651901245, + "learning_rate": 0.0009174719637806454, + "timestep_mean": 492.71875, + "epsilon_norm": 8.010735511779785, + "prediction_norm": 6.1236982345581055, + "timestamp": "2025-07-14T12:33:46.646235" + }, + { + "epoch": 371, + "batch_idx": 160, + "loss": 0.18768900632858276, + "learning_rate": 0.0009174719637806454, + "timestep_mean": 565.25, + "epsilon_norm": 7.498779773712158, + "prediction_norm": 6.180719375610352, + "timestamp": "2025-07-14T12:33:46.651081" + }, + { + "epoch": 371, + "batch_idx": 192, + "loss": 0.6028737425804138, + "learning_rate": 0.0009174719637806454, + "timestep_mean": 419.875, + "epsilon_norm": 4.227015972137451, + "prediction_norm": 2.6521453857421875, + "timestamp": "2025-07-14T12:33:46.656157" + }, + { + "epoch": 372, + "batch_idx": 0, + "loss": 0.4731791317462921, + "learning_rate": 0.0009170392168065851, + "timestep_mean": 440.21875, + "epsilon_norm": 7.813991546630859, + "prediction_norm": 5.522091388702393, + "timestamp": "2025-07-14T12:33:46.661360" + }, + { + "epoch": 372, + "batch_idx": 32, + "loss": 0.19883838295936584, + "learning_rate": 0.0009170392168065851, + "timestep_mean": 444.75, + "epsilon_norm": 7.008399486541748, + "prediction_norm": 5.659086227416992, + "timestamp": "2025-07-14T12:33:46.666715" + }, + { + "epoch": 372, + "batch_idx": 64, + "loss": 0.2304278016090393, + "learning_rate": 0.0009170392168065851, + "timestep_mean": 407.15625, + "epsilon_norm": 7.033030986785889, + "prediction_norm": 5.30418062210083, + "timestamp": "2025-07-14T12:33:46.671876" + }, + { + "epoch": 372, + "batch_idx": 96, + "loss": 0.3745972514152527, + "learning_rate": 0.0009170392168065851, + "timestep_mean": 473.0625, + "epsilon_norm": 8.379281997680664, + "prediction_norm": 6.579376697540283, + "timestamp": "2025-07-14T12:33:46.676811" + }, + { + "epoch": 372, + "batch_idx": 128, + "loss": 0.24509909749031067, + "learning_rate": 0.0009170392168065851, + "timestep_mean": 513.84375, + "epsilon_norm": 7.693875789642334, + "prediction_norm": 6.336897373199463, + "timestamp": "2025-07-14T12:33:46.681656" + }, + { + "epoch": 372, + "batch_idx": 160, + "loss": 0.3724125325679779, + "learning_rate": 0.0009170392168065851, + "timestep_mean": 493.65625, + "epsilon_norm": 7.878705978393555, + "prediction_norm": 5.926409721374512, + "timestamp": "2025-07-14T12:33:46.686700" + }, + { + "epoch": 372, + "batch_idx": 192, + "loss": 0.2558761537075043, + "learning_rate": 0.0009170392168065851, + "timestep_mean": 507.5, + "epsilon_norm": 5.300971031188965, + "prediction_norm": 4.781431674957275, + "timestamp": "2025-07-14T12:33:46.691992" + }, + { + "epoch": 373, + "batch_idx": 0, + "loss": 0.3169274926185608, + "learning_rate": 0.000916605440829714, + "timestep_mean": 485.1875, + "epsilon_norm": 8.258638381958008, + "prediction_norm": 6.314354419708252, + "timestamp": "2025-07-14T12:33:46.697238" + }, + { + "epoch": 373, + "batch_idx": 32, + "loss": 0.37926238775253296, + "learning_rate": 0.000916605440829714, + "timestep_mean": 467.0625, + "epsilon_norm": 7.600398540496826, + "prediction_norm": 5.845625877380371, + "timestamp": "2025-07-14T12:33:46.702505" + }, + { + "epoch": 373, + "batch_idx": 64, + "loss": 0.24033412337303162, + "learning_rate": 0.000916605440829714, + "timestep_mean": 513.15625, + "epsilon_norm": 7.582303524017334, + "prediction_norm": 6.348523139953613, + "timestamp": "2025-07-14T12:33:46.707684" + }, + { + "epoch": 373, + "batch_idx": 96, + "loss": 0.3931902050971985, + "learning_rate": 0.000916605440829714, + "timestep_mean": 474.78125, + "epsilon_norm": 7.766665935516357, + "prediction_norm": 5.762588024139404, + "timestamp": "2025-07-14T12:33:46.713029" + }, + { + "epoch": 373, + "batch_idx": 128, + "loss": 0.2842944860458374, + "learning_rate": 0.000916605440829714, + "timestep_mean": 487.375, + "epsilon_norm": 8.413616180419922, + "prediction_norm": 6.342679977416992, + "timestamp": "2025-07-14T12:33:46.718304" + }, + { + "epoch": 373, + "batch_idx": 160, + "loss": 0.2851971387863159, + "learning_rate": 0.000916605440829714, + "timestep_mean": 452.59375, + "epsilon_norm": 8.503626823425293, + "prediction_norm": 6.881727695465088, + "timestamp": "2025-07-14T12:33:46.723522" + }, + { + "epoch": 373, + "batch_idx": 192, + "loss": 0.2521740794181824, + "learning_rate": 0.000916605440829714, + "timestep_mean": 425.25, + "epsilon_norm": 3.025357484817505, + "prediction_norm": 1.933433175086975, + "timestamp": "2025-07-14T12:33:46.728691" + }, + { + "epoch": 374, + "batch_idx": 0, + "loss": 0.2510175108909607, + "learning_rate": 0.0009161706369203313, + "timestep_mean": 545.25, + "epsilon_norm": 7.675294399261475, + "prediction_norm": 7.265194416046143, + "timestamp": "2025-07-14T12:33:46.733853" + }, + { + "epoch": 374, + "batch_idx": 32, + "loss": 0.15005701780319214, + "learning_rate": 0.0009161706369203313, + "timestep_mean": 514.53125, + "epsilon_norm": 7.545353889465332, + "prediction_norm": 7.179527759552002, + "timestamp": "2025-07-14T12:33:46.739074" + }, + { + "epoch": 374, + "batch_idx": 64, + "loss": 0.2675095796585083, + "learning_rate": 0.0009161706369203313, + "timestep_mean": 533.96875, + "epsilon_norm": 7.204530715942383, + "prediction_norm": 6.69991397857666, + "timestamp": "2025-07-14T12:33:46.744273" + }, + { + "epoch": 374, + "batch_idx": 96, + "loss": 0.6236420273780823, + "learning_rate": 0.0009161706369203313, + "timestep_mean": 375.0625, + "epsilon_norm": 8.387904167175293, + "prediction_norm": 6.636289596557617, + "timestamp": "2025-07-14T12:33:46.749429" + }, + { + "epoch": 374, + "batch_idx": 128, + "loss": 0.2123676985502243, + "learning_rate": 0.0009161706369203313, + "timestep_mean": 507.96875, + "epsilon_norm": 8.404473304748535, + "prediction_norm": 8.30901050567627, + "timestamp": "2025-07-14T12:33:46.754714" + }, + { + "epoch": 374, + "batch_idx": 160, + "loss": 0.3458769917488098, + "learning_rate": 0.0009161706369203313, + "timestep_mean": 458.15625, + "epsilon_norm": 8.2361421585083, + "prediction_norm": 7.835917949676514, + "timestamp": "2025-07-14T12:33:46.759979" + }, + { + "epoch": 374, + "batch_idx": 192, + "loss": 0.18183469772338867, + "learning_rate": 0.0009161706369203313, + "timestep_mean": 679.5, + "epsilon_norm": 3.8830156326293945, + "prediction_norm": 3.697998046875, + "timestamp": "2025-07-14T12:33:46.765043" + }, + { + "epoch": 375, + "batch_idx": 0, + "loss": 0.3163454532623291, + "learning_rate": 0.0009157348061512722, + "timestep_mean": 591.375, + "epsilon_norm": 8.864786148071289, + "prediction_norm": 7.936357021331787, + "timestamp": "2025-07-14T12:33:46.770265" + }, + { + "epoch": 375, + "batch_idx": 32, + "loss": 0.31805768609046936, + "learning_rate": 0.0009157348061512722, + "timestep_mean": 486.0, + "epsilon_norm": 7.752194404602051, + "prediction_norm": 6.484238624572754, + "timestamp": "2025-07-14T12:33:46.775544" + }, + { + "epoch": 375, + "batch_idx": 64, + "loss": 0.3241788148880005, + "learning_rate": 0.0009157348061512722, + "timestep_mean": 561.5, + "epsilon_norm": 8.536572456359863, + "prediction_norm": 6.946804046630859, + "timestamp": "2025-07-14T12:33:46.780665" + }, + { + "epoch": 375, + "batch_idx": 96, + "loss": 0.3840904235839844, + "learning_rate": 0.0009157348061512722, + "timestep_mean": 525.71875, + "epsilon_norm": 8.920877456665039, + "prediction_norm": 7.635203838348389, + "timestamp": "2025-07-14T12:33:46.785987" + }, + { + "epoch": 375, + "batch_idx": 128, + "loss": 0.37024056911468506, + "learning_rate": 0.0009157348061512722, + "timestep_mean": 505.34375, + "epsilon_norm": 8.757864952087402, + "prediction_norm": 6.36260986328125, + "timestamp": "2025-07-14T12:33:46.791211" + }, + { + "epoch": 375, + "batch_idx": 160, + "loss": 0.3682704269886017, + "learning_rate": 0.0009157348061512722, + "timestep_mean": 525.1875, + "epsilon_norm": 8.897773742675781, + "prediction_norm": 6.460442543029785, + "timestamp": "2025-07-14T12:33:46.796533" + }, + { + "epoch": 375, + "batch_idx": 192, + "loss": 0.3225111663341522, + "learning_rate": 0.0009157348061512722, + "timestep_mean": 343.0, + "epsilon_norm": 3.261033296585083, + "prediction_norm": 2.2463881969451904, + "timestamp": "2025-07-14T12:33:46.801725" + }, + { + "epoch": 376, + "batch_idx": 0, + "loss": 0.2722902297973633, + "learning_rate": 0.0009152979495979059, + "timestep_mean": 484.25, + "epsilon_norm": 7.733835220336914, + "prediction_norm": 6.603818416595459, + "timestamp": "2025-07-14T12:33:46.806866" + }, + { + "epoch": 376, + "batch_idx": 32, + "loss": 0.2134196162223816, + "learning_rate": 0.0009152979495979059, + "timestep_mean": 515.09375, + "epsilon_norm": 6.898220539093018, + "prediction_norm": 5.699009418487549, + "timestamp": "2025-07-14T12:33:46.811870" + }, + { + "epoch": 376, + "batch_idx": 64, + "loss": 0.3665927052497864, + "learning_rate": 0.0009152979495979059, + "timestep_mean": 454.40625, + "epsilon_norm": 7.551220893859863, + "prediction_norm": 5.335820198059082, + "timestamp": "2025-07-14T12:33:46.817058" + }, + { + "epoch": 376, + "batch_idx": 96, + "loss": 0.4314733147621155, + "learning_rate": 0.0009152979495979059, + "timestep_mean": 460.15625, + "epsilon_norm": 9.551142692565918, + "prediction_norm": 7.531399726867676, + "timestamp": "2025-07-14T12:33:46.822223" + }, + { + "epoch": 376, + "batch_idx": 128, + "loss": 0.30053064227104187, + "learning_rate": 0.0009152979495979059, + "timestep_mean": 546.8125, + "epsilon_norm": 8.135720252990723, + "prediction_norm": 6.9120049476623535, + "timestamp": "2025-07-14T12:33:46.827404" + }, + { + "epoch": 376, + "batch_idx": 160, + "loss": 0.38662102818489075, + "learning_rate": 0.0009152979495979059, + "timestep_mean": 446.4375, + "epsilon_norm": 9.413142204284668, + "prediction_norm": 7.920718669891357, + "timestamp": "2025-07-14T12:33:46.832617" + }, + { + "epoch": 376, + "batch_idx": 192, + "loss": 0.9840326905250549, + "learning_rate": 0.0009152979495979059, + "timestep_mean": 440.125, + "epsilon_norm": 5.280327796936035, + "prediction_norm": 2.536445140838623, + "timestamp": "2025-07-14T12:33:46.837916" + }, + { + "epoch": 377, + "batch_idx": 0, + "loss": 0.2875902056694031, + "learning_rate": 0.0009148600683381324, + "timestep_mean": 476.4375, + "epsilon_norm": 7.859764099121094, + "prediction_norm": 6.464170932769775, + "timestamp": "2025-07-14T12:33:46.843130" + }, + { + "epoch": 377, + "batch_idx": 32, + "loss": 0.3955591320991516, + "learning_rate": 0.0009148600683381324, + "timestep_mean": 498.375, + "epsilon_norm": 8.394508361816406, + "prediction_norm": 6.3588385581970215, + "timestamp": "2025-07-14T12:33:46.848315" + }, + { + "epoch": 377, + "batch_idx": 64, + "loss": 0.7329883575439453, + "learning_rate": 0.0009148600683381324, + "timestep_mean": 410.40625, + "epsilon_norm": 8.751277923583984, + "prediction_norm": 6.6193718910217285, + "timestamp": "2025-07-14T12:33:46.853542" + }, + { + "epoch": 377, + "batch_idx": 96, + "loss": 0.4601222574710846, + "learning_rate": 0.0009148600683381324, + "timestep_mean": 472.625, + "epsilon_norm": 8.679444313049316, + "prediction_norm": 7.07977819442749, + "timestamp": "2025-07-14T12:33:46.858734" + }, + { + "epoch": 377, + "batch_idx": 128, + "loss": 0.3925711512565613, + "learning_rate": 0.0009148600683381324, + "timestep_mean": 368.09375, + "epsilon_norm": 7.5134148597717285, + "prediction_norm": 5.789811134338379, + "timestamp": "2025-07-14T12:33:46.863940" + }, + { + "epoch": 377, + "batch_idx": 160, + "loss": 0.4136161804199219, + "learning_rate": 0.0009148600683381324, + "timestep_mean": 416.03125, + "epsilon_norm": 9.03235149383545, + "prediction_norm": 7.680203437805176, + "timestamp": "2025-07-14T12:33:46.869172" + }, + { + "epoch": 377, + "batch_idx": 192, + "loss": 0.12091659009456635, + "learning_rate": 0.0009148600683381324, + "timestep_mean": 642.25, + "epsilon_norm": 5.066678524017334, + "prediction_norm": 4.825183868408203, + "timestamp": "2025-07-14T12:33:46.874246" + }, + { + "epoch": 378, + "batch_idx": 0, + "loss": 0.2808122932910919, + "learning_rate": 0.0009144211634523803, + "timestep_mean": 552.125, + "epsilon_norm": 9.228167533874512, + "prediction_norm": 8.713068008422852, + "timestamp": "2025-07-14T12:33:46.879509" + }, + { + "epoch": 378, + "batch_idx": 32, + "loss": 0.2314492166042328, + "learning_rate": 0.0009144211634523803, + "timestep_mean": 497.71875, + "epsilon_norm": 7.282073497772217, + "prediction_norm": 5.906676769256592, + "timestamp": "2025-07-14T12:33:46.884717" + }, + { + "epoch": 378, + "batch_idx": 64, + "loss": 0.31797054409980774, + "learning_rate": 0.0009144211634523803, + "timestep_mean": 491.0625, + "epsilon_norm": 7.870544910430908, + "prediction_norm": 6.564328670501709, + "timestamp": "2025-07-14T12:33:46.889776" + }, + { + "epoch": 378, + "batch_idx": 96, + "loss": 0.3535101115703583, + "learning_rate": 0.0009144211634523803, + "timestep_mean": 518.9375, + "epsilon_norm": 7.571077346801758, + "prediction_norm": 6.747438907623291, + "timestamp": "2025-07-14T12:33:46.895127" + }, + { + "epoch": 378, + "batch_idx": 128, + "loss": 0.3692103624343872, + "learning_rate": 0.0009144211634523803, + "timestep_mean": 525.40625, + "epsilon_norm": 7.579912185668945, + "prediction_norm": 6.085991859436035, + "timestamp": "2025-07-14T12:33:46.900382" + }, + { + "epoch": 378, + "batch_idx": 160, + "loss": 0.347423255443573, + "learning_rate": 0.0009144211634523803, + "timestep_mean": 506.875, + "epsilon_norm": 7.34377384185791, + "prediction_norm": 5.296910762786865, + "timestamp": "2025-07-14T12:33:46.905479" + }, + { + "epoch": 378, + "batch_idx": 192, + "loss": 0.5906371474266052, + "learning_rate": 0.0009144211634523803, + "timestep_mean": 485.125, + "epsilon_norm": 4.445722579956055, + "prediction_norm": 3.3881728649139404, + "timestamp": "2025-07-14T12:33:46.910706" + }, + { + "epoch": 379, + "batch_idx": 0, + "loss": 0.245950847864151, + "learning_rate": 0.000913981236023604, + "timestep_mean": 499.03125, + "epsilon_norm": 7.785088539123535, + "prediction_norm": 6.598616123199463, + "timestamp": "2025-07-14T12:33:46.915904" + }, + { + "epoch": 379, + "batch_idx": 32, + "loss": 0.3645993173122406, + "learning_rate": 0.000913981236023604, + "timestep_mean": 522.0, + "epsilon_norm": 8.299405097961426, + "prediction_norm": 6.437527179718018, + "timestamp": "2025-07-14T12:33:46.921160" + }, + { + "epoch": 379, + "batch_idx": 64, + "loss": 0.3036770820617676, + "learning_rate": 0.000913981236023604, + "timestep_mean": 482.75, + "epsilon_norm": 8.020859718322754, + "prediction_norm": 6.126039505004883, + "timestamp": "2025-07-14T12:33:46.926283" + }, + { + "epoch": 379, + "batch_idx": 96, + "loss": 0.6278923749923706, + "learning_rate": 0.000913981236023604, + "timestep_mean": 431.8125, + "epsilon_norm": 8.853232383728027, + "prediction_norm": 6.649745941162109, + "timestamp": "2025-07-14T12:33:46.931332" + }, + { + "epoch": 379, + "batch_idx": 128, + "loss": 0.3560621738433838, + "learning_rate": 0.000913981236023604, + "timestep_mean": 533.5, + "epsilon_norm": 8.399866104125977, + "prediction_norm": 6.724804878234863, + "timestamp": "2025-07-14T12:33:46.936453" + }, + { + "epoch": 379, + "batch_idx": 160, + "loss": 0.3648810386657715, + "learning_rate": 0.000913981236023604, + "timestep_mean": 429.75, + "epsilon_norm": 7.851602077484131, + "prediction_norm": 6.104230880737305, + "timestamp": "2025-07-14T12:33:46.941723" + }, + { + "epoch": 379, + "batch_idx": 192, + "loss": 0.2903828024864197, + "learning_rate": 0.000913981236023604, + "timestep_mean": 479.125, + "epsilon_norm": 2.788893699645996, + "prediction_norm": 1.4264123439788818, + "timestamp": "2025-07-14T12:33:46.946869" + }, + { + "epoch": 380, + "batch_idx": 0, + "loss": 0.14287492632865906, + "learning_rate": 0.0009135402871372803, + "timestep_mean": 533.3125, + "epsilon_norm": 8.100934982299805, + "prediction_norm": 7.172347545623779, + "timestamp": "2025-07-14T12:33:46.951950" + }, + { + "epoch": 380, + "batch_idx": 32, + "loss": 0.31567490100860596, + "learning_rate": 0.0009135402871372803, + "timestep_mean": 449.625, + "epsilon_norm": 7.116452217102051, + "prediction_norm": 5.738299369812012, + "timestamp": "2025-07-14T12:33:46.957025" + }, + { + "epoch": 380, + "batch_idx": 64, + "loss": 0.2607179284095764, + "learning_rate": 0.0009135402871372803, + "timestep_mean": 551.0, + "epsilon_norm": 8.042359352111816, + "prediction_norm": 6.5541157722473145, + "timestamp": "2025-07-14T12:33:46.961800" + }, + { + "epoch": 380, + "batch_idx": 96, + "loss": 0.5008677244186401, + "learning_rate": 0.0009135402871372803, + "timestep_mean": 498.90625, + "epsilon_norm": 8.716548919677734, + "prediction_norm": 7.312173366546631, + "timestamp": "2025-07-14T12:33:46.966730" + }, + { + "epoch": 380, + "batch_idx": 128, + "loss": 0.3491700291633606, + "learning_rate": 0.0009135402871372803, + "timestep_mean": 531.34375, + "epsilon_norm": 8.441939353942871, + "prediction_norm": 6.890341758728027, + "timestamp": "2025-07-14T12:33:46.971624" + }, + { + "epoch": 380, + "batch_idx": 160, + "loss": 0.17303353548049927, + "learning_rate": 0.0009135402871372803, + "timestep_mean": 610.90625, + "epsilon_norm": 7.164989948272705, + "prediction_norm": 6.5088934898376465, + "timestamp": "2025-07-14T12:33:46.976553" + }, + { + "epoch": 380, + "batch_idx": 192, + "loss": 0.2788620889186859, + "learning_rate": 0.0009135402871372803, + "timestep_mean": 485.875, + "epsilon_norm": 3.5158145427703857, + "prediction_norm": 2.703547954559326, + "timestamp": "2025-07-14T12:33:46.981413" + }, + { + "epoch": 381, + "batch_idx": 0, + "loss": 0.28712350130081177, + "learning_rate": 0.0009130983178814071, + "timestep_mean": 538.96875, + "epsilon_norm": 8.556864738464355, + "prediction_norm": 7.761315822601318, + "timestamp": "2025-07-14T12:33:46.986272" + }, + { + "epoch": 381, + "batch_idx": 32, + "loss": 0.42169177532196045, + "learning_rate": 0.0009130983178814071, + "timestep_mean": 420.34375, + "epsilon_norm": 7.645704746246338, + "prediction_norm": 5.890979290008545, + "timestamp": "2025-07-14T12:33:46.991173" + }, + { + "epoch": 381, + "batch_idx": 64, + "loss": 0.22264394164085388, + "learning_rate": 0.0009130983178814071, + "timestep_mean": 484.9375, + "epsilon_norm": 8.047333717346191, + "prediction_norm": 6.8376784324646, + "timestamp": "2025-07-14T12:33:46.996096" + }, + { + "epoch": 381, + "batch_idx": 96, + "loss": 0.27358660101890564, + "learning_rate": 0.0009130983178814071, + "timestep_mean": 489.46875, + "epsilon_norm": 8.12814712524414, + "prediction_norm": 7.1763811111450195, + "timestamp": "2025-07-14T12:33:47.001064" + }, + { + "epoch": 381, + "batch_idx": 128, + "loss": 0.15969257056713104, + "learning_rate": 0.0009130983178814071, + "timestep_mean": 491.78125, + "epsilon_norm": 6.777032375335693, + "prediction_norm": 6.306613922119141, + "timestamp": "2025-07-14T12:33:47.005984" + }, + { + "epoch": 381, + "batch_idx": 160, + "loss": 0.4298820495605469, + "learning_rate": 0.0009130983178814071, + "timestep_mean": 436.4375, + "epsilon_norm": 8.566910743713379, + "prediction_norm": 7.284010410308838, + "timestamp": "2025-07-14T12:33:47.010835" + }, + { + "epoch": 381, + "batch_idx": 192, + "loss": 0.059799082577228546, + "learning_rate": 0.0009130983178814071, + "timestep_mean": 544.75, + "epsilon_norm": 3.8356707096099854, + "prediction_norm": 4.369474411010742, + "timestamp": "2025-07-14T12:33:47.015637" + }, + { + "epoch": 382, + "batch_idx": 0, + "loss": 0.22435542941093445, + "learning_rate": 0.0009126553293464994, + "timestep_mean": 507.9375, + "epsilon_norm": 8.206829071044922, + "prediction_norm": 7.0859575271606445, + "timestamp": "2025-07-14T12:33:47.020452" + }, + { + "epoch": 382, + "batch_idx": 32, + "loss": 0.3205886483192444, + "learning_rate": 0.0009126553293464994, + "timestep_mean": 568.25, + "epsilon_norm": 8.066937446594238, + "prediction_norm": 6.264998435974121, + "timestamp": "2025-07-14T12:33:47.025394" + }, + { + "epoch": 382, + "batch_idx": 64, + "loss": 0.32761847972869873, + "learning_rate": 0.0009126553293464994, + "timestep_mean": 526.09375, + "epsilon_norm": 9.197253227233887, + "prediction_norm": 8.07101058959961, + "timestamp": "2025-07-14T12:33:47.030243" + }, + { + "epoch": 382, + "batch_idx": 96, + "loss": 0.32626962661743164, + "learning_rate": 0.0009126553293464994, + "timestep_mean": 602.25, + "epsilon_norm": 7.4729084968566895, + "prediction_norm": 5.998202323913574, + "timestamp": "2025-07-14T12:33:47.035160" + }, + { + "epoch": 382, + "batch_idx": 128, + "loss": 0.2168334573507309, + "learning_rate": 0.0009126553293464994, + "timestep_mean": 598.375, + "epsilon_norm": 8.141075134277344, + "prediction_norm": 7.267999649047852, + "timestamp": "2025-07-14T12:33:47.039978" + }, + { + "epoch": 382, + "batch_idx": 160, + "loss": 0.3257434666156769, + "learning_rate": 0.0009126553293464994, + "timestep_mean": 449.90625, + "epsilon_norm": 7.359846115112305, + "prediction_norm": 6.054855823516846, + "timestamp": "2025-07-14T12:33:47.044825" + }, + { + "epoch": 382, + "batch_idx": 192, + "loss": 0.06174455210566521, + "learning_rate": 0.0009126553293464994, + "timestep_mean": 713.875, + "epsilon_norm": 3.07962703704834, + "prediction_norm": 2.9703009128570557, + "timestamp": "2025-07-14T12:33:47.049638" + }, + { + "epoch": 383, + "batch_idx": 0, + "loss": 0.3391224145889282, + "learning_rate": 0.0009122113226255872, + "timestep_mean": 504.21875, + "epsilon_norm": 8.538383483886719, + "prediction_norm": 7.318571090698242, + "timestamp": "2025-07-14T12:33:47.054588" + }, + { + "epoch": 383, + "batch_idx": 32, + "loss": 0.5075046420097351, + "learning_rate": 0.0009122113226255872, + "timestep_mean": 407.4375, + "epsilon_norm": 8.220245361328125, + "prediction_norm": 6.015698432922363, + "timestamp": "2025-07-14T12:33:47.059401" + }, + { + "epoch": 383, + "batch_idx": 64, + "loss": 0.36984074115753174, + "learning_rate": 0.0009122113226255872, + "timestep_mean": 403.8125, + "epsilon_norm": 8.420649528503418, + "prediction_norm": 6.825329780578613, + "timestamp": "2025-07-14T12:33:47.064250" + }, + { + "epoch": 383, + "batch_idx": 96, + "loss": 0.3894708752632141, + "learning_rate": 0.0009122113226255872, + "timestep_mean": 536.15625, + "epsilon_norm": 8.911434173583984, + "prediction_norm": 6.841189861297607, + "timestamp": "2025-07-14T12:33:47.069087" + }, + { + "epoch": 383, + "batch_idx": 128, + "loss": 0.3391876816749573, + "learning_rate": 0.0009122113226255872, + "timestep_mean": 502.21875, + "epsilon_norm": 7.419733047485352, + "prediction_norm": 5.417155742645264, + "timestamp": "2025-07-14T12:33:47.073927" + }, + { + "epoch": 383, + "batch_idx": 160, + "loss": 0.5440739393234253, + "learning_rate": 0.0009122113226255872, + "timestep_mean": 436.9375, + "epsilon_norm": 8.627439498901367, + "prediction_norm": 5.857480049133301, + "timestamp": "2025-07-14T12:33:47.078802" + }, + { + "epoch": 383, + "batch_idx": 192, + "loss": 0.19256441295146942, + "learning_rate": 0.0009122113226255872, + "timestep_mean": 613.375, + "epsilon_norm": 4.316714286804199, + "prediction_norm": 3.9647161960601807, + "timestamp": "2025-07-14T12:33:47.083798" + }, + { + "epoch": 384, + "batch_idx": 0, + "loss": 0.24243740737438202, + "learning_rate": 0.0009117662988142131, + "timestep_mean": 484.15625, + "epsilon_norm": 6.983468055725098, + "prediction_norm": 5.567881107330322, + "timestamp": "2025-07-14T12:33:47.088650" + }, + { + "epoch": 384, + "batch_idx": 32, + "loss": 0.42282605171203613, + "learning_rate": 0.0009117662988142131, + "timestep_mean": 444.84375, + "epsilon_norm": 7.47990083694458, + "prediction_norm": 6.201026439666748, + "timestamp": "2025-07-14T12:33:47.093502" + }, + { + "epoch": 384, + "batch_idx": 64, + "loss": 0.1951887160539627, + "learning_rate": 0.0009117662988142131, + "timestep_mean": 542.9375, + "epsilon_norm": 8.3868408203125, + "prediction_norm": 7.640333652496338, + "timestamp": "2025-07-14T12:33:47.098342" + }, + { + "epoch": 384, + "batch_idx": 96, + "loss": 0.405902236700058, + "learning_rate": 0.0009117662988142131, + "timestep_mean": 509.375, + "epsilon_norm": 9.262486457824707, + "prediction_norm": 7.153860092163086, + "timestamp": "2025-07-14T12:33:47.103142" + }, + { + "epoch": 384, + "batch_idx": 128, + "loss": 0.29826080799102783, + "learning_rate": 0.0009117662988142131, + "timestep_mean": 501.21875, + "epsilon_norm": 8.613492012023926, + "prediction_norm": 7.936779499053955, + "timestamp": "2025-07-14T12:33:47.113924" + }, + { + "epoch": 384, + "batch_idx": 160, + "loss": 0.30765610933303833, + "learning_rate": 0.0009117662988142131, + "timestep_mean": 439.84375, + "epsilon_norm": 7.438939094543457, + "prediction_norm": 5.774415493011475, + "timestamp": "2025-07-14T12:33:47.118789" + }, + { + "epoch": 384, + "batch_idx": 192, + "loss": 0.24321261048316956, + "learning_rate": 0.0009117662988142131, + "timestep_mean": 506.0, + "epsilon_norm": 3.464845657348633, + "prediction_norm": 3.228754997253418, + "timestamp": "2025-07-14T12:33:47.123628" + }, + { + "epoch": 385, + "batch_idx": 0, + "loss": 0.34906846284866333, + "learning_rate": 0.0009113202590104294, + "timestep_mean": 515.875, + "epsilon_norm": 7.708472728729248, + "prediction_norm": 6.740666389465332, + "timestamp": "2025-07-14T12:33:47.128559" + }, + { + "epoch": 385, + "batch_idx": 32, + "loss": 0.18182504177093506, + "learning_rate": 0.0009113202590104294, + "timestep_mean": 518.875, + "epsilon_norm": 6.993478775024414, + "prediction_norm": 6.647475242614746, + "timestamp": "2025-07-14T12:33:47.133522" + }, + { + "epoch": 385, + "batch_idx": 64, + "loss": 0.20872218906879425, + "learning_rate": 0.0009113202590104294, + "timestep_mean": 473.90625, + "epsilon_norm": 7.43433952331543, + "prediction_norm": 7.140961647033691, + "timestamp": "2025-07-14T12:33:47.138360" + }, + { + "epoch": 385, + "batch_idx": 96, + "loss": 0.3932303190231323, + "learning_rate": 0.0009113202590104294, + "timestep_mean": 460.0625, + "epsilon_norm": 8.802886009216309, + "prediction_norm": 8.208298683166504, + "timestamp": "2025-07-14T12:33:47.143164" + }, + { + "epoch": 385, + "batch_idx": 128, + "loss": 0.4764167368412018, + "learning_rate": 0.0009113202590104294, + "timestep_mean": 421.65625, + "epsilon_norm": 8.683103561401367, + "prediction_norm": 6.512998104095459, + "timestamp": "2025-07-14T12:33:47.148050" + }, + { + "epoch": 385, + "batch_idx": 160, + "loss": 0.21626752614974976, + "learning_rate": 0.0009113202590104294, + "timestep_mean": 494.09375, + "epsilon_norm": 8.293495178222656, + "prediction_norm": 7.555916786193848, + "timestamp": "2025-07-14T12:33:47.152909" + }, + { + "epoch": 385, + "batch_idx": 192, + "loss": 0.22979086637496948, + "learning_rate": 0.0009113202590104294, + "timestep_mean": 580.5, + "epsilon_norm": 4.281595230102539, + "prediction_norm": 3.703968048095703, + "timestamp": "2025-07-14T12:33:47.157720" + }, + { + "epoch": 386, + "batch_idx": 0, + "loss": 0.4288714528083801, + "learning_rate": 0.0009108732043147947, + "timestep_mean": 435.96875, + "epsilon_norm": 8.007796287536621, + "prediction_norm": 6.589771747589111, + "timestamp": "2025-07-14T12:33:47.162761" + }, + { + "epoch": 386, + "batch_idx": 32, + "loss": 0.21944230794906616, + "learning_rate": 0.0009108732043147947, + "timestep_mean": 465.53125, + "epsilon_norm": 7.427361488342285, + "prediction_norm": 6.300756454467773, + "timestamp": "2025-07-14T12:33:47.167570" + }, + { + "epoch": 386, + "batch_idx": 64, + "loss": 0.2377319037914276, + "learning_rate": 0.0009108732043147947, + "timestep_mean": 509.53125, + "epsilon_norm": 7.46825647354126, + "prediction_norm": 6.616880893707275, + "timestamp": "2025-07-14T12:33:47.172396" + }, + { + "epoch": 386, + "batch_idx": 96, + "loss": 0.4021279513835907, + "learning_rate": 0.0009108732043147947, + "timestep_mean": 389.71875, + "epsilon_norm": 7.448846817016602, + "prediction_norm": 4.555451393127441, + "timestamp": "2025-07-14T12:33:47.177222" + }, + { + "epoch": 386, + "batch_idx": 128, + "loss": 0.1439189612865448, + "learning_rate": 0.0009108732043147947, + "timestep_mean": 614.8125, + "epsilon_norm": 6.341395378112793, + "prediction_norm": 4.917256832122803, + "timestamp": "2025-07-14T12:33:47.182003" + }, + { + "epoch": 386, + "batch_idx": 160, + "loss": 0.3286561369895935, + "learning_rate": 0.0009108732043147947, + "timestep_mean": 540.21875, + "epsilon_norm": 7.7809576988220215, + "prediction_norm": 5.5683512687683105, + "timestamp": "2025-07-14T12:33:47.186877" + }, + { + "epoch": 386, + "batch_idx": 192, + "loss": 0.04959952458739281, + "learning_rate": 0.0009108732043147947, + "timestep_mean": 619.375, + "epsilon_norm": 3.2351603507995605, + "prediction_norm": 3.0061230659484863, + "timestamp": "2025-07-14T12:33:47.191712" + }, + { + "epoch": 387, + "batch_idx": 0, + "loss": 0.24619275331497192, + "learning_rate": 0.0009104251358303719, + "timestep_mean": 502.96875, + "epsilon_norm": 8.16820240020752, + "prediction_norm": 6.265803813934326, + "timestamp": "2025-07-14T12:33:47.196569" + }, + { + "epoch": 387, + "batch_idx": 32, + "loss": 0.3103325664997101, + "learning_rate": 0.0009104251358303719, + "timestep_mean": 549.75, + "epsilon_norm": 8.947409629821777, + "prediction_norm": 7.166922569274902, + "timestamp": "2025-07-14T12:33:47.201413" + }, + { + "epoch": 387, + "batch_idx": 64, + "loss": 0.23559430241584778, + "learning_rate": 0.0009104251358303719, + "timestep_mean": 534.5625, + "epsilon_norm": 7.936453342437744, + "prediction_norm": 6.803822040557861, + "timestamp": "2025-07-14T12:33:47.206233" + }, + { + "epoch": 387, + "batch_idx": 96, + "loss": 0.23767638206481934, + "learning_rate": 0.0009104251358303719, + "timestep_mean": 484.46875, + "epsilon_norm": 7.335801601409912, + "prediction_norm": 6.113001823425293, + "timestamp": "2025-07-14T12:33:47.211125" + }, + { + "epoch": 387, + "batch_idx": 128, + "loss": 0.29366716742515564, + "learning_rate": 0.0009104251358303719, + "timestep_mean": 497.8125, + "epsilon_norm": 7.446328163146973, + "prediction_norm": 6.471634864807129, + "timestamp": "2025-07-14T12:33:47.215964" + }, + { + "epoch": 387, + "batch_idx": 160, + "loss": 0.2181309163570404, + "learning_rate": 0.0009104251358303719, + "timestep_mean": 504.09375, + "epsilon_norm": 8.13509750366211, + "prediction_norm": 6.474783897399902, + "timestamp": "2025-07-14T12:33:47.220880" + }, + { + "epoch": 387, + "batch_idx": 192, + "loss": 0.4461767077445984, + "learning_rate": 0.0009104251358303719, + "timestep_mean": 428.0, + "epsilon_norm": 4.5279765129089355, + "prediction_norm": 3.3227148056030273, + "timestamp": "2025-07-14T12:33:47.225690" + }, + { + "epoch": 388, + "batch_idx": 0, + "loss": 0.3863016664981842, + "learning_rate": 0.0009099760546627258, + "timestep_mean": 488.03125, + "epsilon_norm": 8.945290565490723, + "prediction_norm": 7.150551795959473, + "timestamp": "2025-07-14T12:33:47.230568" + }, + { + "epoch": 388, + "batch_idx": 32, + "loss": 0.26845139265060425, + "learning_rate": 0.0009099760546627258, + "timestep_mean": 462.78125, + "epsilon_norm": 6.825475692749023, + "prediction_norm": 6.7537055015563965, + "timestamp": "2025-07-14T12:33:47.235432" + }, + { + "epoch": 388, + "batch_idx": 64, + "loss": 0.3306322693824768, + "learning_rate": 0.0009099760546627258, + "timestep_mean": 441.0625, + "epsilon_norm": 7.740973472595215, + "prediction_norm": 7.316278457641602, + "timestamp": "2025-07-14T12:33:47.240238" + }, + { + "epoch": 388, + "batch_idx": 96, + "loss": 0.26419681310653687, + "learning_rate": 0.0009099760546627258, + "timestep_mean": 540.8125, + "epsilon_norm": 8.51372241973877, + "prediction_norm": 7.84295129776001, + "timestamp": "2025-07-14T12:33:47.245079" + }, + { + "epoch": 388, + "batch_idx": 128, + "loss": 0.2634185552597046, + "learning_rate": 0.0009099760546627258, + "timestep_mean": 557.4375, + "epsilon_norm": 7.9830169677734375, + "prediction_norm": 7.900806427001953, + "timestamp": "2025-07-14T12:33:47.250043" + }, + { + "epoch": 388, + "batch_idx": 160, + "loss": 0.3605384826660156, + "learning_rate": 0.0009099760546627258, + "timestep_mean": 545.28125, + "epsilon_norm": 8.488308906555176, + "prediction_norm": 8.082418441772461, + "timestamp": "2025-07-14T12:33:47.254896" + }, + { + "epoch": 388, + "batch_idx": 192, + "loss": 0.47640809416770935, + "learning_rate": 0.0009099760546627258, + "timestep_mean": 545.5, + "epsilon_norm": 4.270870208740234, + "prediction_norm": 3.6858761310577393, + "timestamp": "2025-07-14T12:33:47.259750" + }, + { + "epoch": 389, + "batch_idx": 0, + "loss": 0.25921526551246643, + "learning_rate": 0.0009095259619199192, + "timestep_mean": 585.375, + "epsilon_norm": 7.410343170166016, + "prediction_norm": 6.6940083503723145, + "timestamp": "2025-07-14T12:33:47.264623" + }, + { + "epoch": 389, + "batch_idx": 32, + "loss": 0.12624140083789825, + "learning_rate": 0.0009095259619199192, + "timestep_mean": 585.5, + "epsilon_norm": 7.809053897857666, + "prediction_norm": 7.484401702880859, + "timestamp": "2025-07-14T12:33:47.269480" + }, + { + "epoch": 389, + "batch_idx": 64, + "loss": 0.22737297415733337, + "learning_rate": 0.0009095259619199192, + "timestep_mean": 576.21875, + "epsilon_norm": 6.909130573272705, + "prediction_norm": 6.247427940368652, + "timestamp": "2025-07-14T12:33:47.274336" + }, + { + "epoch": 389, + "batch_idx": 96, + "loss": 0.39232897758483887, + "learning_rate": 0.0009095259619199192, + "timestep_mean": 526.40625, + "epsilon_norm": 9.19918155670166, + "prediction_norm": 7.997061729431152, + "timestamp": "2025-07-14T12:33:47.279210" + }, + { + "epoch": 389, + "batch_idx": 128, + "loss": 0.46179303526878357, + "learning_rate": 0.0009095259619199192, + "timestep_mean": 410.1875, + "epsilon_norm": 7.54665994644165, + "prediction_norm": 5.403060436248779, + "timestamp": "2025-07-14T12:33:47.284049" + }, + { + "epoch": 389, + "batch_idx": 160, + "loss": 0.41538092494010925, + "learning_rate": 0.0009095259619199192, + "timestep_mean": 457.03125, + "epsilon_norm": 8.448546409606934, + "prediction_norm": 6.879824161529541, + "timestamp": "2025-07-14T12:33:47.288888" + }, + { + "epoch": 389, + "batch_idx": 192, + "loss": 0.4208380877971649, + "learning_rate": 0.0009095259619199192, + "timestep_mean": 510.875, + "epsilon_norm": 3.8390989303588867, + "prediction_norm": 2.5334713459014893, + "timestamp": "2025-07-14T12:33:47.293832" + }, + { + "epoch": 390, + "batch_idx": 0, + "loss": 0.2249654233455658, + "learning_rate": 0.0009090748587125112, + "timestep_mean": 448.375, + "epsilon_norm": 7.635381698608398, + "prediction_norm": 6.029047966003418, + "timestamp": "2025-07-14T12:33:47.298738" + }, + { + "epoch": 390, + "batch_idx": 32, + "loss": 0.2703670859336853, + "learning_rate": 0.0009090748587125112, + "timestep_mean": 578.125, + "epsilon_norm": 8.126022338867188, + "prediction_norm": 6.358936786651611, + "timestamp": "2025-07-14T12:33:47.303598" + }, + { + "epoch": 390, + "batch_idx": 64, + "loss": 0.24181683361530304, + "learning_rate": 0.0009090748587125112, + "timestep_mean": 536.03125, + "epsilon_norm": 7.109699726104736, + "prediction_norm": 5.352100372314453, + "timestamp": "2025-07-14T12:33:47.308610" + }, + { + "epoch": 390, + "batch_idx": 96, + "loss": 0.312715083360672, + "learning_rate": 0.0009090748587125112, + "timestep_mean": 453.8125, + "epsilon_norm": 7.03009033203125, + "prediction_norm": 4.629850387573242, + "timestamp": "2025-07-14T12:33:47.313455" + }, + { + "epoch": 390, + "batch_idx": 128, + "loss": 0.6085129976272583, + "learning_rate": 0.0009090748587125112, + "timestep_mean": 383.03125, + "epsilon_norm": 8.627937316894531, + "prediction_norm": 5.009953498840332, + "timestamp": "2025-07-14T12:33:47.318248" + }, + { + "epoch": 390, + "batch_idx": 160, + "loss": 0.2664499282836914, + "learning_rate": 0.0009090748587125112, + "timestep_mean": 488.25, + "epsilon_norm": 7.291323184967041, + "prediction_norm": 5.7288618087768555, + "timestamp": "2025-07-14T12:33:47.323135" + }, + { + "epoch": 390, + "batch_idx": 192, + "loss": 0.6178404092788696, + "learning_rate": 0.0009090748587125112, + "timestep_mean": 513.875, + "epsilon_norm": 4.563313007354736, + "prediction_norm": 3.052056312561035, + "timestamp": "2025-07-14T12:33:47.327978" + }, + { + "epoch": 391, + "batch_idx": 0, + "loss": 0.20027124881744385, + "learning_rate": 0.0009086227461535545, + "timestep_mean": 610.75, + "epsilon_norm": 7.270041465759277, + "prediction_norm": 5.944759845733643, + "timestamp": "2025-07-14T12:33:47.332811" + }, + { + "epoch": 391, + "batch_idx": 32, + "loss": 0.5130071640014648, + "learning_rate": 0.0009086227461535545, + "timestep_mean": 462.5625, + "epsilon_norm": 8.834693908691406, + "prediction_norm": 6.7827959060668945, + "timestamp": "2025-07-14T12:33:47.337750" + }, + { + "epoch": 391, + "batch_idx": 64, + "loss": 0.2788015604019165, + "learning_rate": 0.0009086227461535545, + "timestep_mean": 455.6875, + "epsilon_norm": 8.079535484313965, + "prediction_norm": 6.518146514892578, + "timestamp": "2025-07-14T12:33:47.342541" + }, + { + "epoch": 391, + "batch_idx": 96, + "loss": 0.18710193037986755, + "learning_rate": 0.0009086227461535545, + "timestep_mean": 527.03125, + "epsilon_norm": 7.685517311096191, + "prediction_norm": 6.73834753036499, + "timestamp": "2025-07-14T12:33:47.347385" + }, + { + "epoch": 391, + "batch_idx": 128, + "loss": 0.347905695438385, + "learning_rate": 0.0009086227461535545, + "timestep_mean": 455.0625, + "epsilon_norm": 6.570341110229492, + "prediction_norm": 5.305156707763672, + "timestamp": "2025-07-14T12:33:47.352310" + }, + { + "epoch": 391, + "batch_idx": 160, + "loss": 0.29956647753715515, + "learning_rate": 0.0009086227461535545, + "timestep_mean": 501.375, + "epsilon_norm": 8.375587463378906, + "prediction_norm": 6.7173614501953125, + "timestamp": "2025-07-14T12:33:47.357183" + }, + { + "epoch": 391, + "batch_idx": 192, + "loss": 0.2528141438961029, + "learning_rate": 0.0009086227461535545, + "timestep_mean": 412.625, + "epsilon_norm": 4.251312732696533, + "prediction_norm": 4.007143020629883, + "timestamp": "2025-07-14T12:33:47.362047" + }, + { + "epoch": 392, + "batch_idx": 0, + "loss": 0.2760295271873474, + "learning_rate": 0.0009081696253585915, + "timestep_mean": 476.21875, + "epsilon_norm": 7.786892890930176, + "prediction_norm": 7.183342456817627, + "timestamp": "2025-07-14T12:33:47.366936" + }, + { + "epoch": 392, + "batch_idx": 32, + "loss": 0.2395719587802887, + "learning_rate": 0.0009081696253585915, + "timestep_mean": 459.625, + "epsilon_norm": 7.321230411529541, + "prediction_norm": 6.398129940032959, + "timestamp": "2025-07-14T12:33:47.371835" + }, + { + "epoch": 392, + "batch_idx": 64, + "loss": 0.3847854733467102, + "learning_rate": 0.0009081696253585915, + "timestep_mean": 457.28125, + "epsilon_norm": 8.376273155212402, + "prediction_norm": 6.014871597290039, + "timestamp": "2025-07-14T12:33:47.376690" + }, + { + "epoch": 392, + "batch_idx": 96, + "loss": 0.35181373357772827, + "learning_rate": 0.0009081696253585915, + "timestep_mean": 472.46875, + "epsilon_norm": 7.503905296325684, + "prediction_norm": 6.347714424133301, + "timestamp": "2025-07-14T12:33:47.381569" + }, + { + "epoch": 392, + "batch_idx": 128, + "loss": 0.26569730043411255, + "learning_rate": 0.0009081696253585915, + "timestep_mean": 524.28125, + "epsilon_norm": 7.650736331939697, + "prediction_norm": 6.300340175628662, + "timestamp": "2025-07-14T12:33:47.386383" + }, + { + "epoch": 392, + "batch_idx": 160, + "loss": 0.18231521546840668, + "learning_rate": 0.0009081696253585915, + "timestep_mean": 543.65625, + "epsilon_norm": 8.261905670166016, + "prediction_norm": 7.4865264892578125, + "timestamp": "2025-07-14T12:33:47.391251" + }, + { + "epoch": 392, + "batch_idx": 192, + "loss": 0.06120119243860245, + "learning_rate": 0.0009081696253585915, + "timestep_mean": 693.125, + "epsilon_norm": 3.2306065559387207, + "prediction_norm": 3.5608255863189697, + "timestamp": "2025-07-14T12:33:47.396198" + }, + { + "epoch": 393, + "batch_idx": 0, + "loss": 0.47172996401786804, + "learning_rate": 0.0009077154974456529, + "timestep_mean": 495.75, + "epsilon_norm": 9.602818489074707, + "prediction_norm": 7.66719913482666, + "timestamp": "2025-07-14T12:33:47.401046" + }, + { + "epoch": 393, + "batch_idx": 32, + "loss": 0.32598620653152466, + "learning_rate": 0.0009077154974456529, + "timestep_mean": 412.5625, + "epsilon_norm": 7.610756874084473, + "prediction_norm": 6.567131042480469, + "timestamp": "2025-07-14T12:33:47.405953" + }, + { + "epoch": 393, + "batch_idx": 64, + "loss": 0.29810547828674316, + "learning_rate": 0.0009077154974456529, + "timestep_mean": 469.25, + "epsilon_norm": 7.871214866638184, + "prediction_norm": 6.581181526184082, + "timestamp": "2025-07-14T12:33:47.410808" + }, + { + "epoch": 393, + "batch_idx": 96, + "loss": 0.3879941701889038, + "learning_rate": 0.0009077154974456529, + "timestep_mean": 516.375, + "epsilon_norm": 7.956246376037598, + "prediction_norm": 6.607825756072998, + "timestamp": "2025-07-14T12:33:47.415759" + }, + { + "epoch": 393, + "batch_idx": 128, + "loss": 0.1493780016899109, + "learning_rate": 0.0009077154974456529, + "timestep_mean": 552.0, + "epsilon_norm": 8.014355659484863, + "prediction_norm": 7.249086856842041, + "timestamp": "2025-07-14T12:33:47.420828" + }, + { + "epoch": 393, + "batch_idx": 160, + "loss": 0.2764413356781006, + "learning_rate": 0.0009077154974456529, + "timestep_mean": 510.125, + "epsilon_norm": 7.761258602142334, + "prediction_norm": 6.793670177459717, + "timestamp": "2025-07-14T12:33:47.425802" + }, + { + "epoch": 393, + "batch_idx": 192, + "loss": 0.21591226756572723, + "learning_rate": 0.0009077154974456529, + "timestep_mean": 557.375, + "epsilon_norm": 3.611048460006714, + "prediction_norm": 2.8729946613311768, + "timestamp": "2025-07-14T12:33:47.430826" + }, + { + "epoch": 394, + "batch_idx": 0, + "loss": 0.5526614785194397, + "learning_rate": 0.0009072603635352543, + "timestep_mean": 447.375, + "epsilon_norm": 9.800658226013184, + "prediction_norm": 7.321316242218018, + "timestamp": "2025-07-14T12:33:47.435988" + }, + { + "epoch": 394, + "batch_idx": 32, + "loss": 0.46243083477020264, + "learning_rate": 0.0009072603635352543, + "timestep_mean": 444.1875, + "epsilon_norm": 8.695317268371582, + "prediction_norm": 6.748047351837158, + "timestamp": "2025-07-14T12:33:47.440840" + }, + { + "epoch": 394, + "batch_idx": 64, + "loss": 0.4416510760784149, + "learning_rate": 0.0009072603635352543, + "timestep_mean": 461.1875, + "epsilon_norm": 7.990733623504639, + "prediction_norm": 6.036722660064697, + "timestamp": "2025-07-14T12:33:47.445718" + }, + { + "epoch": 394, + "batch_idx": 96, + "loss": 0.17241182923316956, + "learning_rate": 0.0009072603635352543, + "timestep_mean": 551.625, + "epsilon_norm": 7.499109268188477, + "prediction_norm": 6.707020282745361, + "timestamp": "2025-07-14T12:33:47.450618" + }, + { + "epoch": 394, + "batch_idx": 128, + "loss": 0.33902138471603394, + "learning_rate": 0.0009072603635352543, + "timestep_mean": 544.125, + "epsilon_norm": 7.644613265991211, + "prediction_norm": 6.492349624633789, + "timestamp": "2025-07-14T12:33:47.455607" + }, + { + "epoch": 394, + "batch_idx": 160, + "loss": 0.24924048781394958, + "learning_rate": 0.0009072603635352543, + "timestep_mean": 553.0625, + "epsilon_norm": 7.728740215301514, + "prediction_norm": 6.441935062408447, + "timestamp": "2025-07-14T12:33:47.460565" + }, + { + "epoch": 394, + "batch_idx": 192, + "loss": 0.49968063831329346, + "learning_rate": 0.0009072603635352543, + "timestep_mean": 519.125, + "epsilon_norm": 5.17191743850708, + "prediction_norm": 3.2419626712799072, + "timestamp": "2025-07-14T12:33:47.465440" + }, + { + "epoch": 395, + "batch_idx": 0, + "loss": 0.1877775490283966, + "learning_rate": 0.0009068042247503932, + "timestep_mean": 612.21875, + "epsilon_norm": 7.915755748748779, + "prediction_norm": 7.10808801651001, + "timestamp": "2025-07-14T12:33:47.470359" + }, + { + "epoch": 395, + "batch_idx": 32, + "loss": 0.42521804571151733, + "learning_rate": 0.0009068042247503932, + "timestep_mean": 519.4375, + "epsilon_norm": 8.296319007873535, + "prediction_norm": 6.7279253005981445, + "timestamp": "2025-07-14T12:33:47.475459" + }, + { + "epoch": 395, + "batch_idx": 64, + "loss": 0.25386375188827515, + "learning_rate": 0.0009068042247503932, + "timestep_mean": 573.9375, + "epsilon_norm": 8.845603942871094, + "prediction_norm": 7.9409589767456055, + "timestamp": "2025-07-14T12:33:47.480386" + }, + { + "epoch": 395, + "batch_idx": 96, + "loss": 0.44698092341423035, + "learning_rate": 0.0009068042247503932, + "timestep_mean": 487.15625, + "epsilon_norm": 8.558450698852539, + "prediction_norm": 7.36390495300293, + "timestamp": "2025-07-14T12:33:47.485257" + }, + { + "epoch": 395, + "batch_idx": 128, + "loss": 0.1470540165901184, + "learning_rate": 0.0009068042247503932, + "timestep_mean": 659.53125, + "epsilon_norm": 6.878442287445068, + "prediction_norm": 6.801534175872803, + "timestamp": "2025-07-14T12:33:47.490161" + }, + { + "epoch": 395, + "batch_idx": 160, + "loss": 0.24676191806793213, + "learning_rate": 0.0009068042247503932, + "timestep_mean": 492.28125, + "epsilon_norm": 7.255410194396973, + "prediction_norm": 6.619253635406494, + "timestamp": "2025-07-14T12:33:47.495041" + }, + { + "epoch": 395, + "batch_idx": 192, + "loss": 0.3362213373184204, + "learning_rate": 0.0009068042247503932, + "timestep_mean": 379.5, + "epsilon_norm": 4.542241096496582, + "prediction_norm": 4.562015533447266, + "timestamp": "2025-07-14T12:33:47.500067" + }, + { + "epoch": 396, + "batch_idx": 0, + "loss": 0.4797883927822113, + "learning_rate": 0.0009063470822165466, + "timestep_mean": 350.84375, + "epsilon_norm": 8.114091873168945, + "prediction_norm": 6.508447170257568, + "timestamp": "2025-07-14T12:33:47.504971" + }, + { + "epoch": 396, + "batch_idx": 32, + "loss": 0.25394541025161743, + "learning_rate": 0.0009063470822165466, + "timestep_mean": 558.1875, + "epsilon_norm": 8.073986053466797, + "prediction_norm": 7.185022354125977, + "timestamp": "2025-07-14T12:33:47.509844" + }, + { + "epoch": 396, + "batch_idx": 64, + "loss": 0.3081636130809784, + "learning_rate": 0.0009063470822165466, + "timestep_mean": 470.9375, + "epsilon_norm": 8.42592716217041, + "prediction_norm": 7.018808364868164, + "timestamp": "2025-07-14T12:33:47.514757" + }, + { + "epoch": 396, + "batch_idx": 96, + "loss": 0.21311165392398834, + "learning_rate": 0.0009063470822165466, + "timestep_mean": 424.15625, + "epsilon_norm": 6.623401165008545, + "prediction_norm": 5.463318347930908, + "timestamp": "2025-07-14T12:33:47.519605" + }, + { + "epoch": 396, + "batch_idx": 128, + "loss": 0.35730648040771484, + "learning_rate": 0.0009063470822165466, + "timestep_mean": 408.09375, + "epsilon_norm": 8.326004028320312, + "prediction_norm": 6.719676494598389, + "timestamp": "2025-07-14T12:33:47.524637" + }, + { + "epoch": 396, + "batch_idx": 160, + "loss": 0.2565886974334717, + "learning_rate": 0.0009063470822165466, + "timestep_mean": 468.5625, + "epsilon_norm": 8.543129920959473, + "prediction_norm": 7.260468482971191, + "timestamp": "2025-07-14T12:33:47.529575" + }, + { + "epoch": 396, + "batch_idx": 192, + "loss": 0.25272682309150696, + "learning_rate": 0.0009063470822165466, + "timestep_mean": 539.125, + "epsilon_norm": 3.480868339538574, + "prediction_norm": 2.00956130027771, + "timestamp": "2025-07-14T12:33:47.534340" + }, + { + "epoch": 397, + "batch_idx": 0, + "loss": 0.26478248834609985, + "learning_rate": 0.0009058889370616685, + "timestep_mean": 493.125, + "epsilon_norm": 6.980388164520264, + "prediction_norm": 5.427079200744629, + "timestamp": "2025-07-14T12:33:47.539209" + }, + { + "epoch": 397, + "batch_idx": 32, + "loss": 0.26541972160339355, + "learning_rate": 0.0009058889370616685, + "timestep_mean": 581.375, + "epsilon_norm": 7.496420860290527, + "prediction_norm": 5.918099403381348, + "timestamp": "2025-07-14T12:33:47.544054" + }, + { + "epoch": 397, + "batch_idx": 64, + "loss": 0.4127817153930664, + "learning_rate": 0.0009058889370616685, + "timestep_mean": 490.53125, + "epsilon_norm": 7.51641845703125, + "prediction_norm": 5.89547872543335, + "timestamp": "2025-07-14T12:33:47.548927" + }, + { + "epoch": 397, + "batch_idx": 96, + "loss": 0.33986562490463257, + "learning_rate": 0.0009058889370616685, + "timestep_mean": 490.5, + "epsilon_norm": 6.966545581817627, + "prediction_norm": 4.851737022399902, + "timestamp": "2025-07-14T12:33:47.553792" + }, + { + "epoch": 397, + "batch_idx": 128, + "loss": 0.4691251814365387, + "learning_rate": 0.0009058889370616685, + "timestep_mean": 486.03125, + "epsilon_norm": 9.040081977844238, + "prediction_norm": 6.729933261871338, + "timestamp": "2025-07-14T12:33:47.559055" + }, + { + "epoch": 397, + "batch_idx": 160, + "loss": 0.3056657910346985, + "learning_rate": 0.0009058889370616685, + "timestep_mean": 563.90625, + "epsilon_norm": 7.388952255249023, + "prediction_norm": 5.619429111480713, + "timestamp": "2025-07-14T12:33:47.564109" + }, + { + "epoch": 397, + "batch_idx": 192, + "loss": 0.37020957469940186, + "learning_rate": 0.0009058889370616685, + "timestep_mean": 452.125, + "epsilon_norm": 3.4824280738830566, + "prediction_norm": 3.223609447479248, + "timestamp": "2025-07-14T12:33:47.569100" + }, + { + "epoch": 398, + "batch_idx": 0, + "loss": 0.2906031608581543, + "learning_rate": 0.0009054297904161864, + "timestep_mean": 512.40625, + "epsilon_norm": 8.027027130126953, + "prediction_norm": 6.9359025955200195, + "timestamp": "2025-07-14T12:33:47.574223" + }, + { + "epoch": 398, + "batch_idx": 32, + "loss": 0.38935065269470215, + "learning_rate": 0.0009054297904161864, + "timestep_mean": 475.28125, + "epsilon_norm": 8.854537963867188, + "prediction_norm": 7.284171104431152, + "timestamp": "2025-07-14T12:33:47.579541" + }, + { + "epoch": 398, + "batch_idx": 64, + "loss": 0.3433353900909424, + "learning_rate": 0.0009054297904161864, + "timestep_mean": 480.9375, + "epsilon_norm": 7.533205509185791, + "prediction_norm": 5.424672603607178, + "timestamp": "2025-07-14T12:33:47.584558" + }, + { + "epoch": 398, + "batch_idx": 96, + "loss": 0.34049171209335327, + "learning_rate": 0.0009054297904161864, + "timestep_mean": 481.90625, + "epsilon_norm": 7.367508888244629, + "prediction_norm": 6.812683582305908, + "timestamp": "2025-07-14T12:33:47.589777" + }, + { + "epoch": 398, + "batch_idx": 128, + "loss": 0.25536346435546875, + "learning_rate": 0.0009054297904161864, + "timestep_mean": 463.90625, + "epsilon_norm": 7.573538780212402, + "prediction_norm": 6.640827655792236, + "timestamp": "2025-07-14T12:33:47.594819" + }, + { + "epoch": 398, + "batch_idx": 160, + "loss": 0.12406647205352783, + "learning_rate": 0.0009054297904161864, + "timestep_mean": 568.8125, + "epsilon_norm": 6.935297966003418, + "prediction_norm": 6.2088623046875, + "timestamp": "2025-07-14T12:33:47.600015" + }, + { + "epoch": 398, + "batch_idx": 192, + "loss": 0.5648609399795532, + "learning_rate": 0.0009054297904161864, + "timestep_mean": 470.5, + "epsilon_norm": 5.02621603012085, + "prediction_norm": 3.4901626110076904, + "timestamp": "2025-07-14T12:33:47.605075" + }, + { + "epoch": 399, + "batch_idx": 0, + "loss": 0.25119540095329285, + "learning_rate": 0.0009049696434129989, + "timestep_mean": 560.96875, + "epsilon_norm": 8.628143310546875, + "prediction_norm": 7.842659950256348, + "timestamp": "2025-07-14T12:33:47.610269" + }, + { + "epoch": 399, + "batch_idx": 32, + "loss": 0.22960379719734192, + "learning_rate": 0.0009049696434129989, + "timestep_mean": 470.78125, + "epsilon_norm": 7.597567558288574, + "prediction_norm": 7.107944011688232, + "timestamp": "2025-07-14T12:33:47.615375" + }, + { + "epoch": 399, + "batch_idx": 64, + "loss": 0.21427462995052338, + "learning_rate": 0.0009049696434129989, + "timestep_mean": 596.78125, + "epsilon_norm": 8.785503387451172, + "prediction_norm": 8.055252075195312, + "timestamp": "2025-07-14T12:33:47.620447" + }, + { + "epoch": 399, + "batch_idx": 96, + "loss": 0.26537322998046875, + "learning_rate": 0.0009049696434129989, + "timestep_mean": 477.15625, + "epsilon_norm": 7.102849006652832, + "prediction_norm": 5.748462677001953, + "timestamp": "2025-07-14T12:33:47.625786" + }, + { + "epoch": 399, + "batch_idx": 128, + "loss": 0.2053455114364624, + "learning_rate": 0.0009049696434129989, + "timestep_mean": 511.9375, + "epsilon_norm": 7.876649856567383, + "prediction_norm": 6.552175521850586, + "timestamp": "2025-07-14T12:33:47.630919" + }, + { + "epoch": 399, + "batch_idx": 160, + "loss": 0.320387065410614, + "learning_rate": 0.0009049696434129989, + "timestep_mean": 503.125, + "epsilon_norm": 8.75728988647461, + "prediction_norm": 7.022495746612549, + "timestamp": "2025-07-14T12:33:47.636001" + }, + { + "epoch": 399, + "batch_idx": 192, + "loss": 0.44102907180786133, + "learning_rate": 0.0009049696434129989, + "timestep_mean": 412.75, + "epsilon_norm": 3.31745982170105, + "prediction_norm": 2.166949510574341, + "timestamp": "2025-07-14T12:33:47.641154" + }, + { + "epoch": 400, + "batch_idx": 0, + "loss": 0.3118014633655548, + "learning_rate": 0.0009045084971874733, + "timestep_mean": 513.9375, + "epsilon_norm": 8.692638397216797, + "prediction_norm": 7.220771789550781, + "timestamp": "2025-07-14T12:33:47.646221" + }, + { + "epoch": 400, + "batch_idx": 32, + "loss": 0.16918203234672546, + "learning_rate": 0.0009045084971874733, + "timestep_mean": 556.6875, + "epsilon_norm": 7.71619176864624, + "prediction_norm": 6.969061374664307, + "timestamp": "2025-07-14T12:33:47.651314" + }, + { + "epoch": 400, + "batch_idx": 64, + "loss": 0.31823164224624634, + "learning_rate": 0.0009045084971874733, + "timestep_mean": 538.0625, + "epsilon_norm": 8.359238624572754, + "prediction_norm": 6.999870777130127, + "timestamp": "2025-07-14T12:33:47.656422" + }, + { + "epoch": 400, + "batch_idx": 96, + "loss": 0.28125232458114624, + "learning_rate": 0.0009045084971874733, + "timestep_mean": 516.875, + "epsilon_norm": 7.848263263702393, + "prediction_norm": 6.669520854949951, + "timestamp": "2025-07-14T12:33:47.661359" + }, + { + "epoch": 400, + "batch_idx": 128, + "loss": 0.3739858567714691, + "learning_rate": 0.0009045084971874733, + "timestep_mean": 426.09375, + "epsilon_norm": 10.13796329498291, + "prediction_norm": 8.901857376098633, + "timestamp": "2025-07-14T12:33:47.666326" + }, + { + "epoch": 400, + "batch_idx": 160, + "loss": 0.44929665327072144, + "learning_rate": 0.0009045084971874733, + "timestep_mean": 412.9375, + "epsilon_norm": 9.076108932495117, + "prediction_norm": 7.04762601852417, + "timestamp": "2025-07-14T12:33:47.671557" + }, + { + "epoch": 400, + "batch_idx": 192, + "loss": 0.35058125853538513, + "learning_rate": 0.0009045084971874733, + "timestep_mean": 471.0, + "epsilon_norm": 4.21588134765625, + "prediction_norm": 2.6981892585754395, + "timestamp": "2025-07-14T12:33:47.676773" + }, + { + "epoch": 401, + "batch_idx": 0, + "loss": 0.28990769386291504, + "learning_rate": 0.0009040463528774419, + "timestep_mean": 444.78125, + "epsilon_norm": 7.425649642944336, + "prediction_norm": 6.981701850891113, + "timestamp": "2025-07-14T12:33:47.681934" + }, + { + "epoch": 401, + "batch_idx": 32, + "loss": 0.2855182886123657, + "learning_rate": 0.0009040463528774419, + "timestep_mean": 476.53125, + "epsilon_norm": 6.709381580352783, + "prediction_norm": 5.973288059234619, + "timestamp": "2025-07-14T12:33:47.686993" + }, + { + "epoch": 401, + "batch_idx": 64, + "loss": 0.2797340750694275, + "learning_rate": 0.0009040463528774419, + "timestep_mean": 495.1875, + "epsilon_norm": 7.909843921661377, + "prediction_norm": 7.518128395080566, + "timestamp": "2025-07-14T12:33:47.692240" + }, + { + "epoch": 401, + "batch_idx": 96, + "loss": 0.2299772948026657, + "learning_rate": 0.0009040463528774419, + "timestep_mean": 470.9375, + "epsilon_norm": 6.78867769241333, + "prediction_norm": 6.529448509216309, + "timestamp": "2025-07-14T12:33:47.697332" + }, + { + "epoch": 401, + "batch_idx": 128, + "loss": 0.3524532914161682, + "learning_rate": 0.0009040463528774419, + "timestep_mean": 482.34375, + "epsilon_norm": 8.214083671569824, + "prediction_norm": 7.935303211212158, + "timestamp": "2025-07-14T12:33:47.702905" + }, + { + "epoch": 401, + "batch_idx": 160, + "loss": 0.18418481945991516, + "learning_rate": 0.0009040463528774419, + "timestep_mean": 609.5625, + "epsilon_norm": 8.16684341430664, + "prediction_norm": 8.16152572631836, + "timestamp": "2025-07-14T12:33:47.707894" + }, + { + "epoch": 401, + "batch_idx": 192, + "loss": 0.5426429510116577, + "learning_rate": 0.0009040463528774419, + "timestep_mean": 476.625, + "epsilon_norm": 4.0121283531188965, + "prediction_norm": 2.42494797706604, + "timestamp": "2025-07-14T12:33:47.712934" + }, + { + "epoch": 402, + "batch_idx": 0, + "loss": 0.4351423978805542, + "learning_rate": 0.0009035832116231998, + "timestep_mean": 504.46875, + "epsilon_norm": 7.667496681213379, + "prediction_norm": 5.942230701446533, + "timestamp": "2025-07-14T12:33:47.717882" + }, + { + "epoch": 402, + "batch_idx": 32, + "loss": 0.40461528301239014, + "learning_rate": 0.0009035832116231998, + "timestep_mean": 463.875, + "epsilon_norm": 8.222492218017578, + "prediction_norm": 6.62135648727417, + "timestamp": "2025-07-14T12:33:47.722749" + }, + { + "epoch": 402, + "batch_idx": 64, + "loss": 0.37393829226493835, + "learning_rate": 0.0009035832116231998, + "timestep_mean": 560.25, + "epsilon_norm": 7.669863700866699, + "prediction_norm": 5.784738063812256, + "timestamp": "2025-07-14T12:33:47.727727" + }, + { + "epoch": 402, + "batch_idx": 96, + "loss": 0.25021061301231384, + "learning_rate": 0.0009035832116231998, + "timestep_mean": 536.375, + "epsilon_norm": 8.1422700881958, + "prediction_norm": 6.907384395599365, + "timestamp": "2025-07-14T12:33:47.732717" + }, + { + "epoch": 402, + "batch_idx": 128, + "loss": 0.45174556970596313, + "learning_rate": 0.0009035832116231998, + "timestep_mean": 482.28125, + "epsilon_norm": 9.113763809204102, + "prediction_norm": 7.135798931121826, + "timestamp": "2025-07-14T12:33:47.737763" + }, + { + "epoch": 402, + "batch_idx": 160, + "loss": 0.30229276418685913, + "learning_rate": 0.0009035832116231998, + "timestep_mean": 541.0625, + "epsilon_norm": 7.22559118270874, + "prediction_norm": 6.270677089691162, + "timestamp": "2025-07-14T12:33:47.742662" + }, + { + "epoch": 402, + "batch_idx": 192, + "loss": 0.570026695728302, + "learning_rate": 0.0009035832116231998, + "timestep_mean": 504.625, + "epsilon_norm": 3.56538462638855, + "prediction_norm": 2.7269296646118164, + "timestamp": "2025-07-14T12:33:47.747681" + }, + { + "epoch": 403, + "batch_idx": 0, + "loss": 0.4414196014404297, + "learning_rate": 0.0009031190745675021, + "timestep_mean": 501.28125, + "epsilon_norm": 8.122089385986328, + "prediction_norm": 5.507215976715088, + "timestamp": "2025-07-14T12:33:47.752553" + }, + { + "epoch": 403, + "batch_idx": 32, + "loss": 0.41208702325820923, + "learning_rate": 0.0009031190745675021, + "timestep_mean": 434.96875, + "epsilon_norm": 7.987333297729492, + "prediction_norm": 5.863386631011963, + "timestamp": "2025-07-14T12:33:47.757560" + }, + { + "epoch": 403, + "batch_idx": 64, + "loss": 0.34564152359962463, + "learning_rate": 0.0009031190745675021, + "timestep_mean": 429.78125, + "epsilon_norm": 7.884695529937744, + "prediction_norm": 6.063139915466309, + "timestamp": "2025-07-14T12:33:47.762642" + }, + { + "epoch": 403, + "batch_idx": 96, + "loss": 0.2016994059085846, + "learning_rate": 0.0009031190745675021, + "timestep_mean": 479.0, + "epsilon_norm": 7.044763565063477, + "prediction_norm": 6.277874946594238, + "timestamp": "2025-07-14T12:33:47.767614" + }, + { + "epoch": 403, + "batch_idx": 128, + "loss": 0.20424354076385498, + "learning_rate": 0.0009031190745675021, + "timestep_mean": 529.59375, + "epsilon_norm": 7.224498748779297, + "prediction_norm": 6.195442199707031, + "timestamp": "2025-07-14T12:33:47.772570" + }, + { + "epoch": 403, + "batch_idx": 160, + "loss": 0.22479690611362457, + "learning_rate": 0.0009031190745675021, + "timestep_mean": 461.65625, + "epsilon_norm": 8.182451248168945, + "prediction_norm": 6.715845108032227, + "timestamp": "2025-07-14T12:33:47.777511" + }, + { + "epoch": 403, + "batch_idx": 192, + "loss": 0.24952906370162964, + "learning_rate": 0.0009031190745675021, + "timestep_mean": 544.375, + "epsilon_norm": 4.528454780578613, + "prediction_norm": 3.3773088455200195, + "timestamp": "2025-07-14T12:33:47.782425" + }, + { + "epoch": 404, + "batch_idx": 0, + "loss": 0.27480942010879517, + "learning_rate": 0.0009026539428555606, + "timestep_mean": 490.28125, + "epsilon_norm": 8.044146537780762, + "prediction_norm": 6.509572982788086, + "timestamp": "2025-07-14T12:33:47.787396" + }, + { + "epoch": 404, + "batch_idx": 32, + "loss": 0.22624097764492035, + "learning_rate": 0.0009026539428555606, + "timestep_mean": 562.28125, + "epsilon_norm": 8.114245414733887, + "prediction_norm": 6.831114292144775, + "timestamp": "2025-07-14T12:33:47.792475" + }, + { + "epoch": 404, + "batch_idx": 64, + "loss": 0.30680882930755615, + "learning_rate": 0.0009026539428555606, + "timestep_mean": 524.15625, + "epsilon_norm": 9.1437349319458, + "prediction_norm": 7.64793586730957, + "timestamp": "2025-07-14T12:33:47.797442" + }, + { + "epoch": 404, + "batch_idx": 96, + "loss": 0.19409441947937012, + "learning_rate": 0.0009026539428555606, + "timestep_mean": 576.0625, + "epsilon_norm": 8.650134086608887, + "prediction_norm": 7.813859939575195, + "timestamp": "2025-07-14T12:33:47.802413" + }, + { + "epoch": 404, + "batch_idx": 128, + "loss": 0.5687633156776428, + "learning_rate": 0.0009026539428555606, + "timestep_mean": 430.4375, + "epsilon_norm": 8.66015911102295, + "prediction_norm": 6.527499198913574, + "timestamp": "2025-07-14T12:33:47.807482" + }, + { + "epoch": 404, + "batch_idx": 160, + "loss": 0.20854619145393372, + "learning_rate": 0.0009026539428555606, + "timestep_mean": 514.6875, + "epsilon_norm": 7.595152378082275, + "prediction_norm": 6.448770523071289, + "timestamp": "2025-07-14T12:33:47.812464" + }, + { + "epoch": 404, + "batch_idx": 192, + "loss": 0.31845730543136597, + "learning_rate": 0.0009026539428555606, + "timestep_mean": 290.375, + "epsilon_norm": 3.768281936645508, + "prediction_norm": 2.739941120147705, + "timestamp": "2025-07-14T12:33:47.817497" + }, + { + "epoch": 405, + "batch_idx": 0, + "loss": 0.2045854926109314, + "learning_rate": 0.0009021878176350419, + "timestep_mean": 540.84375, + "epsilon_norm": 8.425310134887695, + "prediction_norm": 7.498685359954834, + "timestamp": "2025-07-14T12:33:47.822574" + }, + { + "epoch": 405, + "batch_idx": 32, + "loss": 0.42195653915405273, + "learning_rate": 0.0009021878176350419, + "timestep_mean": 495.625, + "epsilon_norm": 8.197935104370117, + "prediction_norm": 6.437475204467773, + "timestamp": "2025-07-14T12:33:47.827631" + }, + { + "epoch": 405, + "batch_idx": 64, + "loss": 0.32936352491378784, + "learning_rate": 0.0009021878176350419, + "timestep_mean": 447.78125, + "epsilon_norm": 8.697378158569336, + "prediction_norm": 7.28953218460083, + "timestamp": "2025-07-14T12:33:47.832581" + }, + { + "epoch": 405, + "batch_idx": 96, + "loss": 0.42636770009994507, + "learning_rate": 0.0009021878176350419, + "timestep_mean": 444.15625, + "epsilon_norm": 8.167937278747559, + "prediction_norm": 6.073695182800293, + "timestamp": "2025-07-14T12:33:47.837907" + }, + { + "epoch": 405, + "batch_idx": 128, + "loss": 0.24810495972633362, + "learning_rate": 0.0009021878176350419, + "timestep_mean": 534.71875, + "epsilon_norm": 8.811448097229004, + "prediction_norm": 7.608856678009033, + "timestamp": "2025-07-14T12:33:47.843002" + }, + { + "epoch": 405, + "batch_idx": 160, + "loss": 0.3391626477241516, + "learning_rate": 0.0009021878176350419, + "timestep_mean": 455.15625, + "epsilon_norm": 8.000920295715332, + "prediction_norm": 6.265882968902588, + "timestamp": "2025-07-14T12:33:47.848170" + }, + { + "epoch": 405, + "batch_idx": 192, + "loss": 0.4418880343437195, + "learning_rate": 0.0009021878176350419, + "timestep_mean": 402.875, + "epsilon_norm": 2.9502952098846436, + "prediction_norm": 1.717754602432251, + "timestamp": "2025-07-14T12:33:47.853359" + }, + { + "epoch": 406, + "batch_idx": 0, + "loss": 0.32550048828125, + "learning_rate": 0.0009017207000560635, + "timestep_mean": 487.75, + "epsilon_norm": 7.818685531616211, + "prediction_norm": 6.830154895782471, + "timestamp": "2025-07-14T12:33:47.858661" + }, + { + "epoch": 406, + "batch_idx": 32, + "loss": 0.2186683565378189, + "learning_rate": 0.0009017207000560635, + "timestep_mean": 525.21875, + "epsilon_norm": 7.933127403259277, + "prediction_norm": 7.04520320892334, + "timestamp": "2025-07-14T12:33:47.863796" + }, + { + "epoch": 406, + "batch_idx": 64, + "loss": 0.3492003083229065, + "learning_rate": 0.0009017207000560635, + "timestep_mean": 439.65625, + "epsilon_norm": 7.553896427154541, + "prediction_norm": 6.423619747161865, + "timestamp": "2025-07-14T12:33:47.869035" + }, + { + "epoch": 406, + "batch_idx": 96, + "loss": 0.4512191414833069, + "learning_rate": 0.0009017207000560635, + "timestep_mean": 421.5, + "epsilon_norm": 8.97329044342041, + "prediction_norm": 7.398744106292725, + "timestamp": "2025-07-14T12:33:47.874130" + }, + { + "epoch": 406, + "batch_idx": 128, + "loss": 0.4905403256416321, + "learning_rate": 0.0009017207000560635, + "timestep_mean": 505.9375, + "epsilon_norm": 8.446196556091309, + "prediction_norm": 6.593331336975098, + "timestamp": "2025-07-14T12:33:47.879283" + }, + { + "epoch": 406, + "batch_idx": 160, + "loss": 0.377943754196167, + "learning_rate": 0.0009017207000560635, + "timestep_mean": 561.28125, + "epsilon_norm": 8.885019302368164, + "prediction_norm": 7.368152141571045, + "timestamp": "2025-07-14T12:33:47.884363" + }, + { + "epoch": 406, + "batch_idx": 192, + "loss": 0.6793354153633118, + "learning_rate": 0.0009017207000560635, + "timestep_mean": 423.875, + "epsilon_norm": 4.798354148864746, + "prediction_norm": 3.391151189804077, + "timestamp": "2025-07-14T12:33:47.889479" + }, + { + "epoch": 407, + "batch_idx": 0, + "loss": 0.24643683433532715, + "learning_rate": 0.0009012525912711916, + "timestep_mean": 509.65625, + "epsilon_norm": 7.559593677520752, + "prediction_norm": 6.448104381561279, + "timestamp": "2025-07-14T12:33:47.894665" + }, + { + "epoch": 407, + "batch_idx": 32, + "loss": 0.25868672132492065, + "learning_rate": 0.0009012525912711916, + "timestep_mean": 555.40625, + "epsilon_norm": 6.992212772369385, + "prediction_norm": 5.26556921005249, + "timestamp": "2025-07-14T12:33:47.899911" + }, + { + "epoch": 407, + "batch_idx": 64, + "loss": 0.2954922914505005, + "learning_rate": 0.0009012525912711916, + "timestep_mean": 408.5625, + "epsilon_norm": 7.652658939361572, + "prediction_norm": 5.7209649085998535, + "timestamp": "2025-07-14T12:33:47.904987" + }, + { + "epoch": 407, + "batch_idx": 96, + "loss": 0.5262587070465088, + "learning_rate": 0.0009012525912711916, + "timestep_mean": 524.59375, + "epsilon_norm": 8.358901977539062, + "prediction_norm": 5.957059860229492, + "timestamp": "2025-07-14T12:33:47.910128" + }, + { + "epoch": 407, + "batch_idx": 128, + "loss": 0.5361099243164062, + "learning_rate": 0.0009012525912711916, + "timestep_mean": 382.46875, + "epsilon_norm": 8.339980125427246, + "prediction_norm": 5.2477335929870605, + "timestamp": "2025-07-14T12:33:47.915301" + }, + { + "epoch": 407, + "batch_idx": 160, + "loss": 0.23424196243286133, + "learning_rate": 0.0009012525912711916, + "timestep_mean": 465.0625, + "epsilon_norm": 8.058367729187012, + "prediction_norm": 6.436001300811768, + "timestamp": "2025-07-14T12:33:47.920437" + }, + { + "epoch": 407, + "batch_idx": 192, + "loss": 0.4364120364189148, + "learning_rate": 0.0009012525912711916, + "timestep_mean": 544.75, + "epsilon_norm": 3.9026145935058594, + "prediction_norm": 2.7733705043792725, + "timestamp": "2025-07-14T12:33:47.925744" + }, + { + "epoch": 408, + "batch_idx": 0, + "loss": 0.49489325284957886, + "learning_rate": 0.0009007834924354381, + "timestep_mean": 431.0625, + "epsilon_norm": 8.861262321472168, + "prediction_norm": 6.719475746154785, + "timestamp": "2025-07-14T12:33:47.930890" + }, + { + "epoch": 408, + "batch_idx": 32, + "loss": 0.33567142486572266, + "learning_rate": 0.0009007834924354381, + "timestep_mean": 526.875, + "epsilon_norm": 8.033307075500488, + "prediction_norm": 6.666247367858887, + "timestamp": "2025-07-14T12:33:47.936032" + }, + { + "epoch": 408, + "batch_idx": 64, + "loss": 0.36276134848594666, + "learning_rate": 0.0009007834924354381, + "timestep_mean": 515.8125, + "epsilon_norm": 7.851948261260986, + "prediction_norm": 6.591492176055908, + "timestamp": "2025-07-14T12:33:47.941197" + }, + { + "epoch": 408, + "batch_idx": 96, + "loss": 0.43483203649520874, + "learning_rate": 0.0009007834924354381, + "timestep_mean": 529.0, + "epsilon_norm": 8.908193588256836, + "prediction_norm": 7.4663801193237305, + "timestamp": "2025-07-14T12:33:47.946486" + }, + { + "epoch": 408, + "batch_idx": 128, + "loss": 0.23505061864852905, + "learning_rate": 0.0009007834924354381, + "timestep_mean": 531.28125, + "epsilon_norm": 8.184144973754883, + "prediction_norm": 7.570288181304932, + "timestamp": "2025-07-14T12:33:47.951684" + }, + { + "epoch": 408, + "batch_idx": 160, + "loss": 0.3156466484069824, + "learning_rate": 0.0009007834924354381, + "timestep_mean": 459.8125, + "epsilon_norm": 8.128935813903809, + "prediction_norm": 5.840479373931885, + "timestamp": "2025-07-14T12:33:47.956861" + }, + { + "epoch": 408, + "batch_idx": 192, + "loss": 0.19046202301979065, + "learning_rate": 0.0009007834924354381, + "timestep_mean": 513.625, + "epsilon_norm": 4.1478190422058105, + "prediction_norm": 4.796164035797119, + "timestamp": "2025-07-14T12:33:47.961903" + }, + { + "epoch": 409, + "batch_idx": 0, + "loss": 0.34366801381111145, + "learning_rate": 0.0009003134047062577, + "timestep_mean": 502.15625, + "epsilon_norm": 7.160341739654541, + "prediction_norm": 5.930466651916504, + "timestamp": "2025-07-14T12:33:47.967343" + }, + { + "epoch": 409, + "batch_idx": 32, + "loss": 0.4514942169189453, + "learning_rate": 0.0009003134047062577, + "timestep_mean": 450.46875, + "epsilon_norm": 8.892741203308105, + "prediction_norm": 7.746070384979248, + "timestamp": "2025-07-14T12:33:47.972490" + }, + { + "epoch": 409, + "batch_idx": 64, + "loss": 0.1663857400417328, + "learning_rate": 0.0009003134047062577, + "timestep_mean": 493.625, + "epsilon_norm": 7.48400354385376, + "prediction_norm": 6.4328131675720215, + "timestamp": "2025-07-14T12:33:47.977668" + }, + { + "epoch": 409, + "batch_idx": 96, + "loss": 0.39392828941345215, + "learning_rate": 0.0009003134047062577, + "timestep_mean": 389.875, + "epsilon_norm": 7.599849700927734, + "prediction_norm": 6.011190414428711, + "timestamp": "2025-07-14T12:33:47.982830" + }, + { + "epoch": 409, + "batch_idx": 128, + "loss": 0.34291619062423706, + "learning_rate": 0.0009003134047062577, + "timestep_mean": 462.15625, + "epsilon_norm": 8.008703231811523, + "prediction_norm": 6.201752185821533, + "timestamp": "2025-07-14T12:33:47.988046" + }, + { + "epoch": 409, + "batch_idx": 160, + "loss": 0.39517146348953247, + "learning_rate": 0.0009003134047062577, + "timestep_mean": 457.25, + "epsilon_norm": 8.100861549377441, + "prediction_norm": 5.808765888214111, + "timestamp": "2025-07-14T12:33:47.993259" + }, + { + "epoch": 409, + "batch_idx": 192, + "loss": 0.06236943230032921, + "learning_rate": 0.0009003134047062577, + "timestep_mean": 644.125, + "epsilon_norm": 3.6815106868743896, + "prediction_norm": 3.4843599796295166, + "timestamp": "2025-07-14T12:33:47.998341" + }, + { + "epoch": 410, + "batch_idx": 0, + "loss": 0.18256354331970215, + "learning_rate": 0.0008998423292435452, + "timestep_mean": 497.09375, + "epsilon_norm": 6.725271224975586, + "prediction_norm": 5.341047763824463, + "timestamp": "2025-07-14T12:33:48.003591" + }, + { + "epoch": 410, + "batch_idx": 32, + "loss": 0.30810797214508057, + "learning_rate": 0.0008998423292435452, + "timestep_mean": 481.21875, + "epsilon_norm": 8.017989158630371, + "prediction_norm": 6.662903785705566, + "timestamp": "2025-07-14T12:33:48.008721" + }, + { + "epoch": 410, + "batch_idx": 64, + "loss": 0.2983311712741852, + "learning_rate": 0.0008998423292435452, + "timestep_mean": 493.0, + "epsilon_norm": 8.558832168579102, + "prediction_norm": 7.762862682342529, + "timestamp": "2025-07-14T12:33:48.013811" + }, + { + "epoch": 410, + "batch_idx": 96, + "loss": 0.21253064274787903, + "learning_rate": 0.0008998423292435452, + "timestep_mean": 534.0, + "epsilon_norm": 7.934514999389648, + "prediction_norm": 6.280016899108887, + "timestamp": "2025-07-14T12:33:48.018987" + }, + { + "epoch": 410, + "batch_idx": 128, + "loss": 0.28772860765457153, + "learning_rate": 0.0008998423292435452, + "timestep_mean": 464.4375, + "epsilon_norm": 8.844560623168945, + "prediction_norm": 7.019192218780518, + "timestamp": "2025-07-14T12:33:48.024091" + }, + { + "epoch": 410, + "batch_idx": 160, + "loss": 0.18144303560256958, + "learning_rate": 0.0008998423292435452, + "timestep_mean": 474.4375, + "epsilon_norm": 7.051270008087158, + "prediction_norm": 6.339920997619629, + "timestamp": "2025-07-14T12:33:48.029157" + }, + { + "epoch": 410, + "batch_idx": 192, + "loss": 0.12293518334627151, + "learning_rate": 0.0008998423292435452, + "timestep_mean": 765.125, + "epsilon_norm": 3.1020352840423584, + "prediction_norm": 2.497999429702759, + "timestamp": "2025-07-14T12:33:48.034159" + }, + { + "epoch": 411, + "batch_idx": 0, + "loss": 0.35816317796707153, + "learning_rate": 0.0008993702672096323, + "timestep_mean": 491.9375, + "epsilon_norm": 7.427440643310547, + "prediction_norm": 5.335704803466797, + "timestamp": "2025-07-14T12:33:48.039297" + }, + { + "epoch": 411, + "batch_idx": 32, + "loss": 0.3852503001689911, + "learning_rate": 0.0008993702672096323, + "timestep_mean": 492.1875, + "epsilon_norm": 7.670564651489258, + "prediction_norm": 6.3408203125, + "timestamp": "2025-07-14T12:33:48.044564" + }, + { + "epoch": 411, + "batch_idx": 64, + "loss": 0.28818145394325256, + "learning_rate": 0.0008993702672096323, + "timestep_mean": 512.125, + "epsilon_norm": 8.724568367004395, + "prediction_norm": 7.315159320831299, + "timestamp": "2025-07-14T12:33:48.049855" + }, + { + "epoch": 411, + "batch_idx": 96, + "loss": 0.4004572033882141, + "learning_rate": 0.0008993702672096323, + "timestep_mean": 501.53125, + "epsilon_norm": 8.07726764678955, + "prediction_norm": 6.871872901916504, + "timestamp": "2025-07-14T12:33:48.055057" + }, + { + "epoch": 411, + "batch_idx": 128, + "loss": 0.3154934346675873, + "learning_rate": 0.0008993702672096323, + "timestep_mean": 465.59375, + "epsilon_norm": 6.992151260375977, + "prediction_norm": 6.717059135437012, + "timestamp": "2025-07-14T12:33:48.060264" + }, + { + "epoch": 411, + "batch_idx": 160, + "loss": 0.14280839264392853, + "learning_rate": 0.0008993702672096323, + "timestep_mean": 554.09375, + "epsilon_norm": 7.2027482986450195, + "prediction_norm": 7.0705084800720215, + "timestamp": "2025-07-14T12:33:48.065362" + }, + { + "epoch": 411, + "batch_idx": 192, + "loss": 0.3084966838359833, + "learning_rate": 0.0008993702672096323, + "timestep_mean": 366.5, + "epsilon_norm": 2.827697992324829, + "prediction_norm": 2.353602647781372, + "timestamp": "2025-07-14T12:33:48.070506" + }, + { + "epoch": 412, + "batch_idx": 0, + "loss": 0.27187496423721313, + "learning_rate": 0.0008988972197692854, + "timestep_mean": 491.875, + "epsilon_norm": 7.900460243225098, + "prediction_norm": 7.4803571701049805, + "timestamp": "2025-07-14T12:33:48.075742" + }, + { + "epoch": 412, + "batch_idx": 32, + "loss": 0.20019562542438507, + "learning_rate": 0.0008988972197692854, + "timestep_mean": 424.03125, + "epsilon_norm": 7.232812881469727, + "prediction_norm": 6.485391616821289, + "timestamp": "2025-07-14T12:33:48.080821" + }, + { + "epoch": 412, + "batch_idx": 64, + "loss": 0.32948654890060425, + "learning_rate": 0.0008988972197692854, + "timestep_mean": 544.8125, + "epsilon_norm": 7.754676818847656, + "prediction_norm": 5.629140377044678, + "timestamp": "2025-07-14T12:33:48.086071" + }, + { + "epoch": 412, + "batch_idx": 96, + "loss": 0.34161752462387085, + "learning_rate": 0.0008988972197692854, + "timestep_mean": 436.4375, + "epsilon_norm": 6.98786735534668, + "prediction_norm": 6.023682117462158, + "timestamp": "2025-07-14T12:33:48.091029" + }, + { + "epoch": 412, + "batch_idx": 128, + "loss": 0.316529244184494, + "learning_rate": 0.0008988972197692854, + "timestep_mean": 505.40625, + "epsilon_norm": 7.80363655090332, + "prediction_norm": 6.075523853302002, + "timestamp": "2025-07-14T12:33:48.095890" + }, + { + "epoch": 412, + "batch_idx": 160, + "loss": 0.14801296591758728, + "learning_rate": 0.0008988972197692854, + "timestep_mean": 556.75, + "epsilon_norm": 8.31097412109375, + "prediction_norm": 7.624771595001221, + "timestamp": "2025-07-14T12:33:48.100764" + }, + { + "epoch": 412, + "batch_idx": 192, + "loss": 0.46149832010269165, + "learning_rate": 0.0008988972197692854, + "timestep_mean": 471.0, + "epsilon_norm": 3.9954183101654053, + "prediction_norm": 2.8909475803375244, + "timestamp": "2025-07-14T12:33:48.105566" + }, + { + "epoch": 413, + "batch_idx": 0, + "loss": 0.48045557737350464, + "learning_rate": 0.0008984231880897019, + "timestep_mean": 453.40625, + "epsilon_norm": 10.158014297485352, + "prediction_norm": 8.053606986999512, + "timestamp": "2025-07-14T12:33:48.110501" + }, + { + "epoch": 413, + "batch_idx": 32, + "loss": 0.20909002423286438, + "learning_rate": 0.0008984231880897019, + "timestep_mean": 473.65625, + "epsilon_norm": 7.245824813842773, + "prediction_norm": 6.287201404571533, + "timestamp": "2025-07-14T12:33:48.115495" + }, + { + "epoch": 413, + "batch_idx": 64, + "loss": 0.3818513751029968, + "learning_rate": 0.0008984231880897019, + "timestep_mean": 522.625, + "epsilon_norm": 7.474605560302734, + "prediction_norm": 5.443531513214111, + "timestamp": "2025-07-14T12:33:48.120592" + }, + { + "epoch": 413, + "batch_idx": 96, + "loss": 0.21549761295318604, + "learning_rate": 0.0008984231880897019, + "timestep_mean": 510.9375, + "epsilon_norm": 7.9008965492248535, + "prediction_norm": 7.338656425476074, + "timestamp": "2025-07-14T12:33:48.125694" + }, + { + "epoch": 413, + "batch_idx": 128, + "loss": 0.26731356978416443, + "learning_rate": 0.0008984231880897019, + "timestep_mean": 498.34375, + "epsilon_norm": 7.036350727081299, + "prediction_norm": 5.780038833618164, + "timestamp": "2025-07-14T12:33:48.130806" + }, + { + "epoch": 413, + "batch_idx": 160, + "loss": 0.2515662908554077, + "learning_rate": 0.0008984231880897019, + "timestep_mean": 547.4375, + "epsilon_norm": 7.68224573135376, + "prediction_norm": 6.2953643798828125, + "timestamp": "2025-07-14T12:33:48.135901" + }, + { + "epoch": 413, + "batch_idx": 192, + "loss": 0.15789580345153809, + "learning_rate": 0.0008984231880897019, + "timestep_mean": 444.875, + "epsilon_norm": 3.8568203449249268, + "prediction_norm": 3.146486759185791, + "timestamp": "2025-07-14T12:33:48.141001" + }, + { + "epoch": 414, + "batch_idx": 0, + "loss": 0.2137460559606552, + "learning_rate": 0.0008979481733405078, + "timestep_mean": 563.5, + "epsilon_norm": 7.865836143493652, + "prediction_norm": 7.23440408706665, + "timestamp": "2025-07-14T12:33:48.146124" + }, + { + "epoch": 414, + "batch_idx": 32, + "loss": 0.23416531085968018, + "learning_rate": 0.0008979481733405078, + "timestep_mean": 526.1875, + "epsilon_norm": 8.204627990722656, + "prediction_norm": 7.353928089141846, + "timestamp": "2025-07-14T12:33:48.151160" + }, + { + "epoch": 414, + "batch_idx": 64, + "loss": 0.3563404083251953, + "learning_rate": 0.0008979481733405078, + "timestep_mean": 587.90625, + "epsilon_norm": 8.42585277557373, + "prediction_norm": 6.466163158416748, + "timestamp": "2025-07-14T12:33:48.156327" + }, + { + "epoch": 414, + "batch_idx": 96, + "loss": 0.4461548328399658, + "learning_rate": 0.0008979481733405078, + "timestep_mean": 522.5, + "epsilon_norm": 8.430318832397461, + "prediction_norm": 5.4970784187316895, + "timestamp": "2025-07-14T12:33:48.161455" + }, + { + "epoch": 414, + "batch_idx": 128, + "loss": 0.39047378301620483, + "learning_rate": 0.0008979481733405078, + "timestep_mean": 539.6875, + "epsilon_norm": 9.255330085754395, + "prediction_norm": 7.500912189483643, + "timestamp": "2025-07-14T12:33:48.166474" + }, + { + "epoch": 414, + "batch_idx": 160, + "loss": 0.3651798367500305, + "learning_rate": 0.0008979481733405078, + "timestep_mean": 438.21875, + "epsilon_norm": 7.414696216583252, + "prediction_norm": 5.952286720275879, + "timestamp": "2025-07-14T12:33:48.171510" + }, + { + "epoch": 414, + "batch_idx": 192, + "loss": 0.20604348182678223, + "learning_rate": 0.0008979481733405078, + "timestep_mean": 603.5, + "epsilon_norm": 3.2057113647460938, + "prediction_norm": 3.3848135471343994, + "timestamp": "2025-07-14T12:33:48.176520" + }, + { + "epoch": 415, + "batch_idx": 0, + "loss": 0.38866615295410156, + "learning_rate": 0.000897472176693755, + "timestep_mean": 467.5, + "epsilon_norm": 8.170816421508789, + "prediction_norm": 6.709630966186523, + "timestamp": "2025-07-14T12:33:48.181553" + }, + { + "epoch": 415, + "batch_idx": 32, + "loss": 0.23421820998191833, + "learning_rate": 0.000897472176693755, + "timestep_mean": 556.90625, + "epsilon_norm": 7.685722351074219, + "prediction_norm": 6.8326520919799805, + "timestamp": "2025-07-14T12:33:48.186779" + }, + { + "epoch": 415, + "batch_idx": 64, + "loss": 0.27421605587005615, + "learning_rate": 0.000897472176693755, + "timestep_mean": 459.25, + "epsilon_norm": 7.665120601654053, + "prediction_norm": 6.337751865386963, + "timestamp": "2025-07-14T12:33:48.192044" + }, + { + "epoch": 415, + "batch_idx": 96, + "loss": 0.17570027709007263, + "learning_rate": 0.000897472176693755, + "timestep_mean": 549.5625, + "epsilon_norm": 7.303263187408447, + "prediction_norm": 7.380789756774902, + "timestamp": "2025-07-14T12:33:48.197210" + }, + { + "epoch": 415, + "batch_idx": 128, + "loss": 0.41035544872283936, + "learning_rate": 0.000897472176693755, + "timestep_mean": 413.59375, + "epsilon_norm": 8.266877174377441, + "prediction_norm": 6.575463771820068, + "timestamp": "2025-07-14T12:33:48.202352" + }, + { + "epoch": 415, + "batch_idx": 160, + "loss": 0.3403615951538086, + "learning_rate": 0.000897472176693755, + "timestep_mean": 509.53125, + "epsilon_norm": 8.788643836975098, + "prediction_norm": 8.143569946289062, + "timestamp": "2025-07-14T12:33:48.207556" + }, + { + "epoch": 415, + "batch_idx": 192, + "loss": 0.689681351184845, + "learning_rate": 0.000897472176693755, + "timestep_mean": 442.625, + "epsilon_norm": 4.098809242248535, + "prediction_norm": 2.7410576343536377, + "timestamp": "2025-07-14T12:33:48.212754" + }, + { + "epoch": 416, + "batch_idx": 0, + "loss": 0.3947261571884155, + "learning_rate": 0.0008969951993239175, + "timestep_mean": 471.1875, + "epsilon_norm": 7.628300666809082, + "prediction_norm": 6.191385746002197, + "timestamp": "2025-07-14T12:33:48.217909" + }, + { + "epoch": 416, + "batch_idx": 32, + "loss": 0.4069090783596039, + "learning_rate": 0.0008969951993239175, + "timestep_mean": 435.59375, + "epsilon_norm": 8.340414047241211, + "prediction_norm": 7.306901931762695, + "timestamp": "2025-07-14T12:33:48.222961" + }, + { + "epoch": 416, + "batch_idx": 64, + "loss": 0.43529438972473145, + "learning_rate": 0.0008969951993239175, + "timestep_mean": 492.5625, + "epsilon_norm": 8.650203704833984, + "prediction_norm": 6.837698459625244, + "timestamp": "2025-07-14T12:33:48.228088" + }, + { + "epoch": 416, + "batch_idx": 96, + "loss": 0.29527682065963745, + "learning_rate": 0.0008969951993239175, + "timestep_mean": 508.75, + "epsilon_norm": 7.446694374084473, + "prediction_norm": 6.062970161437988, + "timestamp": "2025-07-14T12:33:48.233247" + }, + { + "epoch": 416, + "batch_idx": 128, + "loss": 0.24388878047466278, + "learning_rate": 0.0008969951993239175, + "timestep_mean": 509.96875, + "epsilon_norm": 7.186275482177734, + "prediction_norm": 6.103186130523682, + "timestamp": "2025-07-14T12:33:48.238490" + }, + { + "epoch": 416, + "batch_idx": 160, + "loss": 0.49674296379089355, + "learning_rate": 0.0008969951993239175, + "timestep_mean": 425.46875, + "epsilon_norm": 8.033090591430664, + "prediction_norm": 5.401211261749268, + "timestamp": "2025-07-14T12:33:48.243655" + }, + { + "epoch": 416, + "batch_idx": 192, + "loss": 0.13744494318962097, + "learning_rate": 0.0008969951993239175, + "timestep_mean": 414.75, + "epsilon_norm": 4.411439895629883, + "prediction_norm": 3.976656198501587, + "timestamp": "2025-07-14T12:33:48.248737" + }, + { + "epoch": 417, + "batch_idx": 0, + "loss": 0.31331679224967957, + "learning_rate": 0.0008965172424078901, + "timestep_mean": 489.71875, + "epsilon_norm": 7.151201248168945, + "prediction_norm": 5.561047077178955, + "timestamp": "2025-07-14T12:33:48.253925" + }, + { + "epoch": 417, + "batch_idx": 32, + "loss": 0.2987270951271057, + "learning_rate": 0.0008965172424078901, + "timestep_mean": 525.625, + "epsilon_norm": 7.939846992492676, + "prediction_norm": 6.241045951843262, + "timestamp": "2025-07-14T12:33:48.259059" + }, + { + "epoch": 417, + "batch_idx": 64, + "loss": 0.3221835792064667, + "learning_rate": 0.0008965172424078901, + "timestep_mean": 554.125, + "epsilon_norm": 7.277718544006348, + "prediction_norm": 5.8313212394714355, + "timestamp": "2025-07-14T12:33:48.264136" + }, + { + "epoch": 417, + "batch_idx": 96, + "loss": 0.24498645961284637, + "learning_rate": 0.0008965172424078901, + "timestep_mean": 500.4375, + "epsilon_norm": 6.547336578369141, + "prediction_norm": 4.830390453338623, + "timestamp": "2025-07-14T12:33:48.269156" + }, + { + "epoch": 417, + "batch_idx": 128, + "loss": 0.30826902389526367, + "learning_rate": 0.0008965172424078901, + "timestep_mean": 533.375, + "epsilon_norm": 8.853267669677734, + "prediction_norm": 6.774858474731445, + "timestamp": "2025-07-14T12:33:48.274291" + }, + { + "epoch": 417, + "batch_idx": 160, + "loss": 0.3754478096961975, + "learning_rate": 0.0008965172424078901, + "timestep_mean": 505.125, + "epsilon_norm": 8.197928428649902, + "prediction_norm": 5.876392841339111, + "timestamp": "2025-07-14T12:33:48.279553" + }, + { + "epoch": 417, + "batch_idx": 192, + "loss": 0.1172914206981659, + "learning_rate": 0.0008965172424078901, + "timestep_mean": 658.75, + "epsilon_norm": 5.022191524505615, + "prediction_norm": 4.587923049926758, + "timestamp": "2025-07-14T12:33:48.284596" + }, + { + "epoch": 418, + "batch_idx": 0, + "loss": 0.2379148006439209, + "learning_rate": 0.0008960383071249835, + "timestep_mean": 465.0, + "epsilon_norm": 7.632162570953369, + "prediction_norm": 6.728840351104736, + "timestamp": "2025-07-14T12:33:48.289673" + }, + { + "epoch": 418, + "batch_idx": 32, + "loss": 0.19466640055179596, + "learning_rate": 0.0008960383071249835, + "timestep_mean": 520.96875, + "epsilon_norm": 6.966991901397705, + "prediction_norm": 5.67929220199585, + "timestamp": "2025-07-14T12:33:48.294685" + }, + { + "epoch": 418, + "batch_idx": 64, + "loss": 0.2692403197288513, + "learning_rate": 0.0008960383071249835, + "timestep_mean": 535.40625, + "epsilon_norm": 8.501184463500977, + "prediction_norm": 7.223643779754639, + "timestamp": "2025-07-14T12:33:48.302576" + }, + { + "epoch": 418, + "batch_idx": 96, + "loss": 0.2962683439254761, + "learning_rate": 0.0008960383071249835, + "timestep_mean": 466.3125, + "epsilon_norm": 7.99953556060791, + "prediction_norm": 6.74130916595459, + "timestamp": "2025-07-14T12:33:48.307299" + }, + { + "epoch": 418, + "batch_idx": 128, + "loss": 0.24693672358989716, + "learning_rate": 0.0008960383071249835, + "timestep_mean": 512.84375, + "epsilon_norm": 8.426179885864258, + "prediction_norm": 7.442724704742432, + "timestamp": "2025-07-14T12:33:48.312010" + }, + { + "epoch": 418, + "batch_idx": 160, + "loss": 0.23590604960918427, + "learning_rate": 0.0008960383071249835, + "timestep_mean": 557.25, + "epsilon_norm": 8.357577323913574, + "prediction_norm": 7.4788689613342285, + "timestamp": "2025-07-14T12:33:48.316848" + }, + { + "epoch": 418, + "batch_idx": 192, + "loss": 0.06092226505279541, + "learning_rate": 0.0008960383071249835, + "timestep_mean": 743.0, + "epsilon_norm": 5.018163681030273, + "prediction_norm": 5.062113285064697, + "timestamp": "2025-07-14T12:33:48.321529" + }, + { + "epoch": 419, + "batch_idx": 0, + "loss": 0.3457697629928589, + "learning_rate": 0.0008955583946569231, + "timestep_mean": 437.15625, + "epsilon_norm": 8.17546272277832, + "prediction_norm": 7.253634452819824, + "timestamp": "2025-07-14T12:33:48.326229" + }, + { + "epoch": 419, + "batch_idx": 32, + "loss": 0.229354128241539, + "learning_rate": 0.0008955583946569231, + "timestep_mean": 648.625, + "epsilon_norm": 8.772315979003906, + "prediction_norm": 8.62431812286377, + "timestamp": "2025-07-14T12:33:48.330878" + }, + { + "epoch": 419, + "batch_idx": 64, + "loss": 0.3408880829811096, + "learning_rate": 0.0008955583946569231, + "timestep_mean": 384.15625, + "epsilon_norm": 7.737819671630859, + "prediction_norm": 6.1097493171691895, + "timestamp": "2025-07-14T12:33:48.335536" + }, + { + "epoch": 419, + "batch_idx": 96, + "loss": 0.3148036599159241, + "learning_rate": 0.0008955583946569231, + "timestep_mean": 574.21875, + "epsilon_norm": 7.705609321594238, + "prediction_norm": 6.237236022949219, + "timestamp": "2025-07-14T12:33:48.340249" + }, + { + "epoch": 419, + "batch_idx": 128, + "loss": 0.2755981683731079, + "learning_rate": 0.0008955583946569231, + "timestep_mean": 566.75, + "epsilon_norm": 7.986855506896973, + "prediction_norm": 7.970716953277588, + "timestamp": "2025-07-14T12:33:48.344909" + }, + { + "epoch": 419, + "batch_idx": 160, + "loss": 0.2929280400276184, + "learning_rate": 0.0008955583946569231, + "timestep_mean": 565.9375, + "epsilon_norm": 8.362358093261719, + "prediction_norm": 8.096583366394043, + "timestamp": "2025-07-14T12:33:48.349564" + }, + { + "epoch": 419, + "batch_idx": 192, + "loss": 0.08319956064224243, + "learning_rate": 0.0008955583946569231, + "timestep_mean": 523.25, + "epsilon_norm": 3.90405535697937, + "prediction_norm": 3.5626981258392334, + "timestamp": "2025-07-14T12:33:48.354321" + }, + { + "epoch": 420, + "batch_idx": 0, + "loss": 0.2750675082206726, + "learning_rate": 0.0008950775061878452, + "timestep_mean": 503.6875, + "epsilon_norm": 7.462965488433838, + "prediction_norm": 6.965181350708008, + "timestamp": "2025-07-14T12:33:48.359017" + }, + { + "epoch": 420, + "batch_idx": 32, + "loss": 0.30573657155036926, + "learning_rate": 0.0008950775061878452, + "timestep_mean": 480.40625, + "epsilon_norm": 6.579963684082031, + "prediction_norm": 5.719186782836914, + "timestamp": "2025-07-14T12:33:48.363694" + }, + { + "epoch": 420, + "batch_idx": 64, + "loss": 0.4619656801223755, + "learning_rate": 0.0008950775061878452, + "timestep_mean": 439.0625, + "epsilon_norm": 8.03273868560791, + "prediction_norm": 5.07749080657959, + "timestamp": "2025-07-14T12:33:48.368418" + }, + { + "epoch": 420, + "batch_idx": 96, + "loss": 0.43714654445648193, + "learning_rate": 0.0008950775061878452, + "timestep_mean": 519.5625, + "epsilon_norm": 9.67473316192627, + "prediction_norm": 7.107696533203125, + "timestamp": "2025-07-14T12:33:48.373083" + }, + { + "epoch": 420, + "batch_idx": 128, + "loss": 0.2680095434188843, + "learning_rate": 0.0008950775061878452, + "timestep_mean": 439.0625, + "epsilon_norm": 8.190850257873535, + "prediction_norm": 6.8232526779174805, + "timestamp": "2025-07-14T12:33:48.377787" + }, + { + "epoch": 420, + "batch_idx": 160, + "loss": 0.3293282389640808, + "learning_rate": 0.0008950775061878452, + "timestep_mean": 541.4375, + "epsilon_norm": 8.780762672424316, + "prediction_norm": 7.061250686645508, + "timestamp": "2025-07-14T12:33:48.382466" + }, + { + "epoch": 420, + "batch_idx": 192, + "loss": 0.17008434236049652, + "learning_rate": 0.0008950775061878452, + "timestep_mean": 364.0, + "epsilon_norm": 3.165510654449463, + "prediction_norm": 3.01802134513855, + "timestamp": "2025-07-14T12:33:48.387144" + }, + { + "epoch": 421, + "batch_idx": 0, + "loss": 0.4276816248893738, + "learning_rate": 0.0008945956429042942, + "timestep_mean": 470.96875, + "epsilon_norm": 8.737136840820312, + "prediction_norm": 6.868564128875732, + "timestamp": "2025-07-14T12:33:48.391931" + }, + { + "epoch": 421, + "batch_idx": 32, + "loss": 0.2781282961368561, + "learning_rate": 0.0008945956429042942, + "timestep_mean": 467.96875, + "epsilon_norm": 7.461306095123291, + "prediction_norm": 6.2190470695495605, + "timestamp": "2025-07-14T12:33:48.396645" + }, + { + "epoch": 421, + "batch_idx": 64, + "loss": 0.2566470205783844, + "learning_rate": 0.0008945956429042942, + "timestep_mean": 452.34375, + "epsilon_norm": 6.485964298248291, + "prediction_norm": 5.4908294677734375, + "timestamp": "2025-07-14T12:33:48.401360" + }, + { + "epoch": 421, + "batch_idx": 96, + "loss": 0.28968650102615356, + "learning_rate": 0.0008945956429042942, + "timestep_mean": 558.1875, + "epsilon_norm": 8.565633773803711, + "prediction_norm": 7.417553901672363, + "timestamp": "2025-07-14T12:33:48.406048" + }, + { + "epoch": 421, + "batch_idx": 128, + "loss": 0.5058626532554626, + "learning_rate": 0.0008945956429042942, + "timestep_mean": 511.90625, + "epsilon_norm": 8.483142852783203, + "prediction_norm": 6.609210014343262, + "timestamp": "2025-07-14T12:33:48.410750" + }, + { + "epoch": 421, + "batch_idx": 160, + "loss": 0.2912415564060211, + "learning_rate": 0.0008945956429042942, + "timestep_mean": 462.5, + "epsilon_norm": 8.68756103515625, + "prediction_norm": 7.904200077056885, + "timestamp": "2025-07-14T12:33:48.415901" + }, + { + "epoch": 421, + "batch_idx": 192, + "loss": 0.25792527198791504, + "learning_rate": 0.0008945956429042942, + "timestep_mean": 559.875, + "epsilon_norm": 4.466324806213379, + "prediction_norm": 3.686948299407959, + "timestamp": "2025-07-14T12:33:48.421180" + }, + { + "epoch": 422, + "batch_idx": 0, + "loss": 0.410169780254364, + "learning_rate": 0.0008941128059952199, + "timestep_mean": 446.6875, + "epsilon_norm": 7.881811141967773, + "prediction_norm": 5.432734489440918, + "timestamp": "2025-07-14T12:33:48.426142" + }, + { + "epoch": 422, + "batch_idx": 32, + "loss": 0.3642832934856415, + "learning_rate": 0.0008941128059952199, + "timestep_mean": 551.375, + "epsilon_norm": 8.866366386413574, + "prediction_norm": 6.8448710441589355, + "timestamp": "2025-07-14T12:33:48.430963" + }, + { + "epoch": 422, + "batch_idx": 64, + "loss": 0.2700408697128296, + "learning_rate": 0.0008941128059952199, + "timestep_mean": 549.375, + "epsilon_norm": 7.228437423706055, + "prediction_norm": 5.420901775360107, + "timestamp": "2025-07-14T12:33:48.435883" + }, + { + "epoch": 422, + "batch_idx": 96, + "loss": 0.23987460136413574, + "learning_rate": 0.0008941128059952199, + "timestep_mean": 529.96875, + "epsilon_norm": 7.8647565841674805, + "prediction_norm": 7.4012861251831055, + "timestamp": "2025-07-14T12:33:48.440633" + }, + { + "epoch": 422, + "batch_idx": 128, + "loss": 0.3993147611618042, + "learning_rate": 0.0008941128059952199, + "timestep_mean": 459.6875, + "epsilon_norm": 8.06896686553955, + "prediction_norm": 5.82867431640625, + "timestamp": "2025-07-14T12:33:48.445508" + }, + { + "epoch": 422, + "batch_idx": 160, + "loss": 0.310661643743515, + "learning_rate": 0.0008941128059952199, + "timestep_mean": 414.5625, + "epsilon_norm": 7.42755126953125, + "prediction_norm": 6.36312198638916, + "timestamp": "2025-07-14T12:33:48.450470" + }, + { + "epoch": 422, + "batch_idx": 192, + "loss": 0.67326819896698, + "learning_rate": 0.0008941128059952199, + "timestep_mean": 310.5, + "epsilon_norm": 4.427050590515137, + "prediction_norm": 2.8057878017425537, + "timestamp": "2025-07-14T12:33:48.455349" + }, + { + "epoch": 423, + "batch_idx": 0, + "loss": 0.20010660588741302, + "learning_rate": 0.0008936289966519745, + "timestep_mean": 556.625, + "epsilon_norm": 8.828535079956055, + "prediction_norm": 8.013099670410156, + "timestamp": "2025-07-14T12:33:48.460227" + }, + { + "epoch": 423, + "batch_idx": 32, + "loss": 0.28668349981307983, + "learning_rate": 0.0008936289966519745, + "timestep_mean": 519.28125, + "epsilon_norm": 7.948158264160156, + "prediction_norm": 6.66749382019043, + "timestamp": "2025-07-14T12:33:48.465100" + }, + { + "epoch": 423, + "batch_idx": 64, + "loss": 0.34677231311798096, + "learning_rate": 0.0008936289966519745, + "timestep_mean": 508.59375, + "epsilon_norm": 8.675933837890625, + "prediction_norm": 7.410365581512451, + "timestamp": "2025-07-14T12:33:48.470017" + }, + { + "epoch": 423, + "batch_idx": 96, + "loss": 0.3142940104007721, + "learning_rate": 0.0008936289966519745, + "timestep_mean": 522.71875, + "epsilon_norm": 7.425649642944336, + "prediction_norm": 5.798241138458252, + "timestamp": "2025-07-14T12:33:48.475013" + }, + { + "epoch": 423, + "batch_idx": 128, + "loss": 0.327121764421463, + "learning_rate": 0.0008936289966519745, + "timestep_mean": 547.1875, + "epsilon_norm": 8.722643852233887, + "prediction_norm": 7.292423725128174, + "timestamp": "2025-07-14T12:33:48.479889" + }, + { + "epoch": 423, + "batch_idx": 160, + "loss": 0.3959028124809265, + "learning_rate": 0.0008936289966519745, + "timestep_mean": 571.4375, + "epsilon_norm": 9.234820365905762, + "prediction_norm": 9.054076194763184, + "timestamp": "2025-07-14T12:33:48.484829" + }, + { + "epoch": 423, + "batch_idx": 192, + "loss": 0.28814345598220825, + "learning_rate": 0.0008936289966519745, + "timestep_mean": 361.25, + "epsilon_norm": 3.09102201461792, + "prediction_norm": 2.4566431045532227, + "timestamp": "2025-07-14T12:33:48.489681" + }, + { + "epoch": 424, + "batch_idx": 0, + "loss": 0.340206116437912, + "learning_rate": 0.0008931442160683093, + "timestep_mean": 422.71875, + "epsilon_norm": 7.700845718383789, + "prediction_norm": 5.914405822753906, + "timestamp": "2025-07-14T12:33:48.494549" + }, + { + "epoch": 424, + "batch_idx": 32, + "loss": 0.3880244195461273, + "learning_rate": 0.0008931442160683093, + "timestep_mean": 549.09375, + "epsilon_norm": 8.325189590454102, + "prediction_norm": 7.459073066711426, + "timestamp": "2025-07-14T12:33:48.499419" + }, + { + "epoch": 424, + "batch_idx": 64, + "loss": 0.3733959496021271, + "learning_rate": 0.0008931442160683093, + "timestep_mean": 474.375, + "epsilon_norm": 8.747276306152344, + "prediction_norm": 7.4693989753723145, + "timestamp": "2025-07-14T12:33:48.504426" + }, + { + "epoch": 424, + "batch_idx": 96, + "loss": 0.35012710094451904, + "learning_rate": 0.0008931442160683093, + "timestep_mean": 491.625, + "epsilon_norm": 8.530752182006836, + "prediction_norm": 7.040094375610352, + "timestamp": "2025-07-14T12:33:48.509205" + }, + { + "epoch": 424, + "batch_idx": 128, + "loss": 0.3249579668045044, + "learning_rate": 0.0008931442160683093, + "timestep_mean": 540.875, + "epsilon_norm": 8.078767776489258, + "prediction_norm": 6.5674262046813965, + "timestamp": "2025-07-14T12:33:48.514046" + }, + { + "epoch": 424, + "batch_idx": 160, + "loss": 0.34604209661483765, + "learning_rate": 0.0008931442160683093, + "timestep_mean": 523.125, + "epsilon_norm": 9.903100967407227, + "prediction_norm": 9.04344367980957, + "timestamp": "2025-07-14T12:33:48.519012" + }, + { + "epoch": 424, + "batch_idx": 192, + "loss": 0.10907205939292908, + "learning_rate": 0.0008931442160683093, + "timestep_mean": 447.25, + "epsilon_norm": 3.092665433883667, + "prediction_norm": 3.4722628593444824, + "timestamp": "2025-07-14T12:33:48.524133" + }, + { + "epoch": 425, + "batch_idx": 0, + "loss": 0.3135627508163452, + "learning_rate": 0.0008926584654403723, + "timestep_mean": 467.78125, + "epsilon_norm": 7.795074462890625, + "prediction_norm": 6.720922470092773, + "timestamp": "2025-07-14T12:33:48.529289" + }, + { + "epoch": 425, + "batch_idx": 32, + "loss": 0.27964991331100464, + "learning_rate": 0.0008926584654403723, + "timestep_mean": 412.0, + "epsilon_norm": 7.190287113189697, + "prediction_norm": 6.385099411010742, + "timestamp": "2025-07-14T12:33:48.534340" + }, + { + "epoch": 425, + "batch_idx": 64, + "loss": 0.5076051950454712, + "learning_rate": 0.0008926584654403723, + "timestep_mean": 469.28125, + "epsilon_norm": 7.893585205078125, + "prediction_norm": 6.655274868011475, + "timestamp": "2025-07-14T12:33:48.539534" + }, + { + "epoch": 425, + "batch_idx": 96, + "loss": 0.40275511145591736, + "learning_rate": 0.0008926584654403723, + "timestep_mean": 484.75, + "epsilon_norm": 8.45201301574707, + "prediction_norm": 6.91738748550415, + "timestamp": "2025-07-14T12:33:48.544665" + }, + { + "epoch": 425, + "batch_idx": 128, + "loss": 0.3185610771179199, + "learning_rate": 0.0008926584654403723, + "timestep_mean": 427.25, + "epsilon_norm": 7.91813325881958, + "prediction_norm": 6.409538269042969, + "timestamp": "2025-07-14T12:33:48.549915" + }, + { + "epoch": 425, + "batch_idx": 160, + "loss": 0.47972625494003296, + "learning_rate": 0.0008926584654403723, + "timestep_mean": 516.125, + "epsilon_norm": 8.76370906829834, + "prediction_norm": 6.508824825286865, + "timestamp": "2025-07-14T12:33:48.555017" + }, + { + "epoch": 425, + "batch_idx": 192, + "loss": 0.42490988969802856, + "learning_rate": 0.0008926584654403723, + "timestep_mean": 334.625, + "epsilon_norm": 2.8055667877197266, + "prediction_norm": 2.2664923667907715, + "timestamp": "2025-07-14T12:33:48.560104" + }, + { + "epoch": 426, + "batch_idx": 0, + "loss": 0.3793511986732483, + "learning_rate": 0.0008921717459667048, + "timestep_mean": 502.96875, + "epsilon_norm": 9.003044128417969, + "prediction_norm": 6.947031497955322, + "timestamp": "2025-07-14T12:33:48.565274" + }, + { + "epoch": 426, + "batch_idx": 32, + "loss": 0.21960356831550598, + "learning_rate": 0.0008921717459667048, + "timestep_mean": 521.6875, + "epsilon_norm": 6.974788665771484, + "prediction_norm": 5.839409828186035, + "timestamp": "2025-07-14T12:33:48.570109" + }, + { + "epoch": 426, + "batch_idx": 64, + "loss": 0.1961442232131958, + "learning_rate": 0.0008921717459667048, + "timestep_mean": 503.96875, + "epsilon_norm": 7.5538649559021, + "prediction_norm": 6.5736918449401855, + "timestamp": "2025-07-14T12:33:48.575296" + }, + { + "epoch": 426, + "batch_idx": 96, + "loss": 0.37295788526535034, + "learning_rate": 0.0008921717459667048, + "timestep_mean": 420.4375, + "epsilon_norm": 7.34002161026001, + "prediction_norm": 5.349989891052246, + "timestamp": "2025-07-14T12:33:48.580216" + }, + { + "epoch": 426, + "batch_idx": 128, + "loss": 0.20109501481056213, + "learning_rate": 0.0008921717459667048, + "timestep_mean": 476.6875, + "epsilon_norm": 8.165760040283203, + "prediction_norm": 7.183745861053467, + "timestamp": "2025-07-14T12:33:48.585107" + }, + { + "epoch": 426, + "batch_idx": 160, + "loss": 0.36843377351760864, + "learning_rate": 0.0008921717459667048, + "timestep_mean": 504.625, + "epsilon_norm": 7.954537868499756, + "prediction_norm": 5.2021026611328125, + "timestamp": "2025-07-14T12:33:48.589935" + }, + { + "epoch": 426, + "batch_idx": 192, + "loss": 0.44176220893859863, + "learning_rate": 0.0008921717459667048, + "timestep_mean": 435.625, + "epsilon_norm": 4.223081111907959, + "prediction_norm": 3.235948324203491, + "timestamp": "2025-07-14T12:33:48.594755" + }, + { + "epoch": 427, + "batch_idx": 0, + "loss": 0.2751598358154297, + "learning_rate": 0.000891684058848239, + "timestep_mean": 461.40625, + "epsilon_norm": 7.747354507446289, + "prediction_norm": 6.077392578125, + "timestamp": "2025-07-14T12:33:48.599636" + }, + { + "epoch": 427, + "batch_idx": 32, + "loss": 0.32188093662261963, + "learning_rate": 0.000891684058848239, + "timestep_mean": 473.8125, + "epsilon_norm": 9.407950401306152, + "prediction_norm": 7.070483684539795, + "timestamp": "2025-07-14T12:33:48.604579" + }, + { + "epoch": 427, + "batch_idx": 64, + "loss": 0.3963601589202881, + "learning_rate": 0.000891684058848239, + "timestep_mean": 411.5, + "epsilon_norm": 7.906922340393066, + "prediction_norm": 5.575963497161865, + "timestamp": "2025-07-14T12:33:48.609463" + }, + { + "epoch": 427, + "batch_idx": 96, + "loss": 0.34714698791503906, + "learning_rate": 0.000891684058848239, + "timestep_mean": 499.03125, + "epsilon_norm": 8.923895835876465, + "prediction_norm": 6.391911029815674, + "timestamp": "2025-07-14T12:33:48.614312" + }, + { + "epoch": 427, + "batch_idx": 128, + "loss": 0.26974964141845703, + "learning_rate": 0.000891684058848239, + "timestep_mean": 428.125, + "epsilon_norm": 7.569489479064941, + "prediction_norm": 6.337088108062744, + "timestamp": "2025-07-14T12:33:48.619232" + }, + { + "epoch": 427, + "batch_idx": 160, + "loss": 0.44850990176200867, + "learning_rate": 0.000891684058848239, + "timestep_mean": 507.03125, + "epsilon_norm": 8.516189575195312, + "prediction_norm": 6.564535140991211, + "timestamp": "2025-07-14T12:33:48.624158" + }, + { + "epoch": 427, + "batch_idx": 192, + "loss": 0.3269985318183899, + "learning_rate": 0.000891684058848239, + "timestep_mean": 527.25, + "epsilon_norm": 3.637023448944092, + "prediction_norm": 2.7615084648132324, + "timestamp": "2025-07-14T12:33:48.629028" + }, + { + "epoch": 428, + "batch_idx": 0, + "loss": 0.4019063711166382, + "learning_rate": 0.0008911954052882939, + "timestep_mean": 470.0625, + "epsilon_norm": 10.368478775024414, + "prediction_norm": 9.387225151062012, + "timestamp": "2025-07-14T12:33:48.633936" + }, + { + "epoch": 428, + "batch_idx": 32, + "loss": 0.30656614899635315, + "learning_rate": 0.0008911954052882939, + "timestep_mean": 450.84375, + "epsilon_norm": 7.9288716316223145, + "prediction_norm": 6.9721221923828125, + "timestamp": "2025-07-14T12:33:48.638760" + }, + { + "epoch": 428, + "batch_idx": 64, + "loss": 0.20115971565246582, + "learning_rate": 0.0008911954052882939, + "timestep_mean": 536.3125, + "epsilon_norm": 6.894926071166992, + "prediction_norm": 6.142970085144043, + "timestamp": "2025-07-14T12:33:48.643571" + }, + { + "epoch": 428, + "batch_idx": 96, + "loss": 0.2643454670906067, + "learning_rate": 0.0008911954052882939, + "timestep_mean": 503.21875, + "epsilon_norm": 7.389537334442139, + "prediction_norm": 7.416880130767822, + "timestamp": "2025-07-14T12:33:48.648393" + }, + { + "epoch": 428, + "batch_idx": 128, + "loss": 0.14700183272361755, + "learning_rate": 0.0008911954052882939, + "timestep_mean": 526.9375, + "epsilon_norm": 8.194632530212402, + "prediction_norm": 7.451456069946289, + "timestamp": "2025-07-14T12:33:48.653243" + }, + { + "epoch": 428, + "batch_idx": 160, + "loss": 0.28286707401275635, + "learning_rate": 0.0008911954052882939, + "timestep_mean": 535.8125, + "epsilon_norm": 7.07090425491333, + "prediction_norm": 5.765438556671143, + "timestamp": "2025-07-14T12:33:48.658205" + }, + { + "epoch": 428, + "batch_idx": 192, + "loss": 0.2031518667936325, + "learning_rate": 0.0008911954052882939, + "timestep_mean": 512.0, + "epsilon_norm": 2.6517059803009033, + "prediction_norm": 2.472792863845825, + "timestamp": "2025-07-14T12:33:48.663079" + }, + { + "epoch": 429, + "batch_idx": 0, + "loss": 0.34769076108932495, + "learning_rate": 0.000890705786492574, + "timestep_mean": 453.5, + "epsilon_norm": 8.160701751708984, + "prediction_norm": 7.134474277496338, + "timestamp": "2025-07-14T12:33:48.667950" + }, + { + "epoch": 429, + "batch_idx": 32, + "loss": 0.2435736507177353, + "learning_rate": 0.000890705786492574, + "timestep_mean": 537.09375, + "epsilon_norm": 7.905246734619141, + "prediction_norm": 7.500735759735107, + "timestamp": "2025-07-14T12:33:48.672754" + }, + { + "epoch": 429, + "batch_idx": 64, + "loss": 0.25178882479667664, + "learning_rate": 0.000890705786492574, + "timestep_mean": 404.6875, + "epsilon_norm": 7.710984230041504, + "prediction_norm": 6.29188346862793, + "timestamp": "2025-07-14T12:33:48.677610" + }, + { + "epoch": 429, + "batch_idx": 96, + "loss": 0.22119122743606567, + "learning_rate": 0.000890705786492574, + "timestep_mean": 516.53125, + "epsilon_norm": 7.045535564422607, + "prediction_norm": 6.113900661468506, + "timestamp": "2025-07-14T12:33:48.682487" + }, + { + "epoch": 429, + "batch_idx": 128, + "loss": 0.39284712076187134, + "learning_rate": 0.000890705786492574, + "timestep_mean": 541.5, + "epsilon_norm": 8.322770118713379, + "prediction_norm": 7.530933856964111, + "timestamp": "2025-07-14T12:33:48.687382" + }, + { + "epoch": 429, + "batch_idx": 160, + "loss": 0.36352282762527466, + "learning_rate": 0.000890705786492574, + "timestep_mean": 471.75, + "epsilon_norm": 7.713549613952637, + "prediction_norm": 6.014718532562256, + "timestamp": "2025-07-14T12:33:48.692320" + }, + { + "epoch": 429, + "batch_idx": 192, + "loss": 0.14308980107307434, + "learning_rate": 0.000890705786492574, + "timestep_mean": 554.875, + "epsilon_norm": 3.6539528369903564, + "prediction_norm": 3.572514772415161, + "timestamp": "2025-07-14T12:33:48.697167" + }, + { + "epoch": 430, + "batch_idx": 0, + "loss": 0.27334529161453247, + "learning_rate": 0.0008902152036691647, + "timestep_mean": 544.53125, + "epsilon_norm": 8.546409606933594, + "prediction_norm": 7.677101135253906, + "timestamp": "2025-07-14T12:33:48.702040" + }, + { + "epoch": 430, + "batch_idx": 32, + "loss": 0.2557797431945801, + "learning_rate": 0.0008902152036691647, + "timestep_mean": 551.5, + "epsilon_norm": 7.539606094360352, + "prediction_norm": 6.076610565185547, + "timestamp": "2025-07-14T12:33:48.706876" + }, + { + "epoch": 430, + "batch_idx": 64, + "loss": 0.3235435485839844, + "learning_rate": 0.0008902152036691647, + "timestep_mean": 515.75, + "epsilon_norm": 8.14832878112793, + "prediction_norm": 6.536252021789551, + "timestamp": "2025-07-14T12:33:48.711725" + }, + { + "epoch": 430, + "batch_idx": 96, + "loss": 0.2957686185836792, + "learning_rate": 0.0008902152036691647, + "timestep_mean": 486.46875, + "epsilon_norm": 7.434238910675049, + "prediction_norm": 5.391195297241211, + "timestamp": "2025-07-14T12:33:48.716661" + }, + { + "epoch": 430, + "batch_idx": 128, + "loss": 0.3400188386440277, + "learning_rate": 0.0008902152036691647, + "timestep_mean": 397.125, + "epsilon_norm": 9.106741905212402, + "prediction_norm": 7.08209753036499, + "timestamp": "2025-07-14T12:33:48.721537" + }, + { + "epoch": 430, + "batch_idx": 160, + "loss": 0.19198189675807953, + "learning_rate": 0.0008902152036691647, + "timestep_mean": 539.125, + "epsilon_norm": 7.25101375579834, + "prediction_norm": 6.4008049964904785, + "timestamp": "2025-07-14T12:33:48.726482" + }, + { + "epoch": 430, + "batch_idx": 192, + "loss": 0.14355166256427765, + "learning_rate": 0.0008902152036691647, + "timestep_mean": 637.125, + "epsilon_norm": 4.317273139953613, + "prediction_norm": 3.7435219287872314, + "timestamp": "2025-07-14T12:33:48.731316" + }, + { + "epoch": 431, + "batch_idx": 0, + "loss": 0.2406112551689148, + "learning_rate": 0.0008897236580285306, + "timestep_mean": 573.8125, + "epsilon_norm": 7.876240253448486, + "prediction_norm": 6.8129377365112305, + "timestamp": "2025-07-14T12:33:48.736164" + }, + { + "epoch": 431, + "batch_idx": 32, + "loss": 0.2837787866592407, + "learning_rate": 0.0008897236580285306, + "timestep_mean": 571.21875, + "epsilon_norm": 7.924516201019287, + "prediction_norm": 6.587240219116211, + "timestamp": "2025-07-14T12:33:48.741029" + }, + { + "epoch": 431, + "batch_idx": 64, + "loss": 0.5840481519699097, + "learning_rate": 0.0008897236580285306, + "timestep_mean": 387.5, + "epsilon_norm": 8.770970344543457, + "prediction_norm": 6.5118536949157715, + "timestamp": "2025-07-14T12:33:48.745900" + }, + { + "epoch": 431, + "batch_idx": 96, + "loss": 0.3933514952659607, + "learning_rate": 0.0008897236580285306, + "timestep_mean": 455.3125, + "epsilon_norm": 8.079695701599121, + "prediction_norm": 5.510043144226074, + "timestamp": "2025-07-14T12:33:48.750766" + }, + { + "epoch": 431, + "batch_idx": 128, + "loss": 0.29262468218803406, + "learning_rate": 0.0008897236580285306, + "timestep_mean": 618.5625, + "epsilon_norm": 8.227492332458496, + "prediction_norm": 7.047773361206055, + "timestamp": "2025-07-14T12:33:48.755632" + }, + { + "epoch": 431, + "batch_idx": 160, + "loss": 0.235753133893013, + "learning_rate": 0.0008897236580285306, + "timestep_mean": 515.53125, + "epsilon_norm": 7.45813512802124, + "prediction_norm": 6.862444877624512, + "timestamp": "2025-07-14T12:33:48.760502" + }, + { + "epoch": 431, + "batch_idx": 192, + "loss": 0.20914845168590546, + "learning_rate": 0.0008897236580285306, + "timestep_mean": 392.875, + "epsilon_norm": 3.3606278896331787, + "prediction_norm": 2.768472194671631, + "timestamp": "2025-07-14T12:33:48.765409" + }, + { + "epoch": 432, + "batch_idx": 0, + "loss": 0.42034250497817993, + "learning_rate": 0.0008892311507835116, + "timestep_mean": 459.03125, + "epsilon_norm": 7.651876449584961, + "prediction_norm": 6.391684055328369, + "timestamp": "2025-07-14T12:33:48.770443" + }, + { + "epoch": 432, + "batch_idx": 32, + "loss": 0.3589232861995697, + "learning_rate": 0.0008892311507835116, + "timestep_mean": 521.5, + "epsilon_norm": 7.608226776123047, + "prediction_norm": 6.235553741455078, + "timestamp": "2025-07-14T12:33:48.775413" + }, + { + "epoch": 432, + "batch_idx": 64, + "loss": 0.3060142993927002, + "learning_rate": 0.0008892311507835116, + "timestep_mean": 570.84375, + "epsilon_norm": 7.623175144195557, + "prediction_norm": 7.320306777954102, + "timestamp": "2025-07-14T12:33:48.780326" + }, + { + "epoch": 432, + "batch_idx": 96, + "loss": 0.36247462034225464, + "learning_rate": 0.0008892311507835116, + "timestep_mean": 469.71875, + "epsilon_norm": 8.091955184936523, + "prediction_norm": 7.109118938446045, + "timestamp": "2025-07-14T12:33:48.785186" + }, + { + "epoch": 432, + "batch_idx": 128, + "loss": 0.28049758076667786, + "learning_rate": 0.0008892311507835116, + "timestep_mean": 493.15625, + "epsilon_norm": 9.45162296295166, + "prediction_norm": 9.138854026794434, + "timestamp": "2025-07-14T12:33:48.790107" + }, + { + "epoch": 432, + "batch_idx": 160, + "loss": 0.41126519441604614, + "learning_rate": 0.0008892311507835116, + "timestep_mean": 547.5625, + "epsilon_norm": 9.840004920959473, + "prediction_norm": 8.341209411621094, + "timestamp": "2025-07-14T12:33:48.794961" + }, + { + "epoch": 432, + "batch_idx": 192, + "loss": 0.47286513447761536, + "learning_rate": 0.0008892311507835116, + "timestep_mean": 515.0, + "epsilon_norm": 4.401327133178711, + "prediction_norm": 3.7018582820892334, + "timestamp": "2025-07-14T12:33:48.799868" + }, + { + "epoch": 433, + "batch_idx": 0, + "loss": 0.22881607711315155, + "learning_rate": 0.0008887376831493203, + "timestep_mean": 522.46875, + "epsilon_norm": 7.138621807098389, + "prediction_norm": 6.455114841461182, + "timestamp": "2025-07-14T12:33:48.804741" + }, + { + "epoch": 433, + "batch_idx": 32, + "loss": 0.2711865305900574, + "learning_rate": 0.0008887376831493203, + "timestep_mean": 524.09375, + "epsilon_norm": 7.869759559631348, + "prediction_norm": 7.116369724273682, + "timestamp": "2025-07-14T12:33:48.809728" + }, + { + "epoch": 433, + "batch_idx": 64, + "loss": 0.1717405915260315, + "learning_rate": 0.0008887376831493203, + "timestep_mean": 646.03125, + "epsilon_norm": 7.522247791290283, + "prediction_norm": 7.32592248916626, + "timestamp": "2025-07-14T12:33:48.814614" + }, + { + "epoch": 433, + "batch_idx": 96, + "loss": 0.15816131234169006, + "learning_rate": 0.0008887376831493203, + "timestep_mean": 512.84375, + "epsilon_norm": 7.263710975646973, + "prediction_norm": 6.261187553405762, + "timestamp": "2025-07-14T12:33:48.819526" + }, + { + "epoch": 433, + "batch_idx": 128, + "loss": 0.4202183485031128, + "learning_rate": 0.0008887376831493203, + "timestep_mean": 528.90625, + "epsilon_norm": 8.281670570373535, + "prediction_norm": 6.65873908996582, + "timestamp": "2025-07-14T12:33:48.824429" + }, + { + "epoch": 433, + "batch_idx": 160, + "loss": 0.2724342346191406, + "learning_rate": 0.0008887376831493203, + "timestep_mean": 467.90625, + "epsilon_norm": 7.283137798309326, + "prediction_norm": 5.7701311111450195, + "timestamp": "2025-07-14T12:33:48.829419" + }, + { + "epoch": 433, + "batch_idx": 192, + "loss": 0.783814549446106, + "learning_rate": 0.0008887376831493203, + "timestep_mean": 280.125, + "epsilon_norm": 5.1042022705078125, + "prediction_norm": 2.8688390254974365, + "timestamp": "2025-07-14T12:33:48.834341" + }, + { + "epoch": 434, + "batch_idx": 0, + "loss": 0.2305964231491089, + "learning_rate": 0.0008882432563435392, + "timestep_mean": 549.71875, + "epsilon_norm": 8.028058052062988, + "prediction_norm": 6.812018871307373, + "timestamp": "2025-07-14T12:33:48.839325" + }, + { + "epoch": 434, + "batch_idx": 32, + "loss": 0.27508917450904846, + "learning_rate": 0.0008882432563435392, + "timestep_mean": 460.09375, + "epsilon_norm": 8.237043380737305, + "prediction_norm": 6.671871185302734, + "timestamp": "2025-07-14T12:33:48.844190" + }, + { + "epoch": 434, + "batch_idx": 64, + "loss": 0.36757057905197144, + "learning_rate": 0.0008882432563435392, + "timestep_mean": 537.0, + "epsilon_norm": 8.819687843322754, + "prediction_norm": 7.019830226898193, + "timestamp": "2025-07-14T12:33:48.849069" + }, + { + "epoch": 434, + "batch_idx": 96, + "loss": 0.2930482029914856, + "learning_rate": 0.0008882432563435392, + "timestep_mean": 502.0625, + "epsilon_norm": 7.84828519821167, + "prediction_norm": 5.428439140319824, + "timestamp": "2025-07-14T12:33:48.854029" + }, + { + "epoch": 434, + "batch_idx": 128, + "loss": 0.21378520131111145, + "learning_rate": 0.0008882432563435392, + "timestep_mean": 455.375, + "epsilon_norm": 8.174880981445312, + "prediction_norm": 6.710346698760986, + "timestamp": "2025-07-14T12:33:48.858998" + }, + { + "epoch": 434, + "batch_idx": 160, + "loss": 0.18367670476436615, + "learning_rate": 0.0008882432563435392, + "timestep_mean": 527.875, + "epsilon_norm": 7.954965591430664, + "prediction_norm": 6.71370792388916, + "timestamp": "2025-07-14T12:33:48.863876" + }, + { + "epoch": 434, + "batch_idx": 192, + "loss": 0.2527492046356201, + "learning_rate": 0.0008882432563435392, + "timestep_mean": 543.75, + "epsilon_norm": 4.065571308135986, + "prediction_norm": 2.7478981018066406, + "timestamp": "2025-07-14T12:33:48.868767" + }, + { + "epoch": 435, + "batch_idx": 0, + "loss": 0.34419265389442444, + "learning_rate": 0.0008877478715861172, + "timestep_mean": 439.90625, + "epsilon_norm": 7.560461521148682, + "prediction_norm": 5.740915298461914, + "timestamp": "2025-07-14T12:33:48.873670" + }, + { + "epoch": 435, + "batch_idx": 32, + "loss": 0.3233972191810608, + "learning_rate": 0.0008877478715861172, + "timestep_mean": 492.0625, + "epsilon_norm": 7.852683067321777, + "prediction_norm": 6.386907577514648, + "timestamp": "2025-07-14T12:33:48.878649" + }, + { + "epoch": 435, + "batch_idx": 64, + "loss": 0.2895878851413727, + "learning_rate": 0.0008877478715861172, + "timestep_mean": 553.96875, + "epsilon_norm": 8.4710693359375, + "prediction_norm": 7.351367950439453, + "timestamp": "2025-07-14T12:33:48.883630" + }, + { + "epoch": 435, + "batch_idx": 96, + "loss": 0.1950286626815796, + "learning_rate": 0.0008877478715861172, + "timestep_mean": 514.90625, + "epsilon_norm": 7.909698486328125, + "prediction_norm": 6.928281784057617, + "timestamp": "2025-07-14T12:33:48.888562" + }, + { + "epoch": 435, + "batch_idx": 128, + "loss": 0.48442378640174866, + "learning_rate": 0.0008877478715861172, + "timestep_mean": 539.03125, + "epsilon_norm": 9.592876434326172, + "prediction_norm": 7.682176113128662, + "timestamp": "2025-07-14T12:33:48.893510" + }, + { + "epoch": 435, + "batch_idx": 160, + "loss": 0.10801525413990021, + "learning_rate": 0.0008877478715861172, + "timestep_mean": 561.28125, + "epsilon_norm": 6.518592834472656, + "prediction_norm": 7.1545257568359375, + "timestamp": "2025-07-14T12:33:48.898510" + }, + { + "epoch": 435, + "batch_idx": 192, + "loss": 0.379381000995636, + "learning_rate": 0.0008877478715861172, + "timestep_mean": 504.875, + "epsilon_norm": 4.362770080566406, + "prediction_norm": 4.064977645874023, + "timestamp": "2025-07-14T12:33:48.906676" + }, + { + "epoch": 436, + "batch_idx": 0, + "loss": 0.18186025321483612, + "learning_rate": 0.0008872515300993669, + "timestep_mean": 504.40625, + "epsilon_norm": 7.074313163757324, + "prediction_norm": 6.653547286987305, + "timestamp": "2025-07-14T12:33:48.911571" + }, + { + "epoch": 436, + "batch_idx": 32, + "loss": 0.20799556374549866, + "learning_rate": 0.0008872515300993669, + "timestep_mean": 512.21875, + "epsilon_norm": 9.175802230834961, + "prediction_norm": 8.836913108825684, + "timestamp": "2025-07-14T12:33:48.916528" + }, + { + "epoch": 436, + "batch_idx": 64, + "loss": 0.42271625995635986, + "learning_rate": 0.0008872515300993669, + "timestep_mean": 562.8125, + "epsilon_norm": 7.938514232635498, + "prediction_norm": 6.952149868011475, + "timestamp": "2025-07-14T12:33:48.921378" + }, + { + "epoch": 436, + "batch_idx": 96, + "loss": 0.40594273805618286, + "learning_rate": 0.0008872515300993669, + "timestep_mean": 485.34375, + "epsilon_norm": 8.84876537322998, + "prediction_norm": 7.145166873931885, + "timestamp": "2025-07-14T12:33:48.926379" + }, + { + "epoch": 436, + "batch_idx": 128, + "loss": 0.2994154691696167, + "learning_rate": 0.0008872515300993669, + "timestep_mean": 550.5625, + "epsilon_norm": 10.055360794067383, + "prediction_norm": 9.356038093566895, + "timestamp": "2025-07-14T12:33:48.931336" + }, + { + "epoch": 436, + "batch_idx": 160, + "loss": 0.32900315523147583, + "learning_rate": 0.0008872515300993669, + "timestep_mean": 465.21875, + "epsilon_norm": 8.2112398147583, + "prediction_norm": 6.9929986000061035, + "timestamp": "2025-07-14T12:33:48.936175" + }, + { + "epoch": 436, + "batch_idx": 192, + "loss": 1.1757780313491821, + "learning_rate": 0.0008872515300993669, + "timestep_mean": 472.125, + "epsilon_norm": 4.854423522949219, + "prediction_norm": 2.6346192359924316, + "timestamp": "2025-07-14T12:33:48.941011" + }, + { + "epoch": 437, + "batch_idx": 0, + "loss": 0.22231358289718628, + "learning_rate": 0.0008867542331079616, + "timestep_mean": 471.25, + "epsilon_norm": 7.025962829589844, + "prediction_norm": 6.159201145172119, + "timestamp": "2025-07-14T12:33:48.945931" + }, + { + "epoch": 437, + "batch_idx": 32, + "loss": 0.2910657823085785, + "learning_rate": 0.0008867542331079616, + "timestep_mean": 501.75, + "epsilon_norm": 8.553153038024902, + "prediction_norm": 6.702212810516357, + "timestamp": "2025-07-14T12:33:48.950831" + }, + { + "epoch": 437, + "batch_idx": 64, + "loss": 0.24853390455245972, + "learning_rate": 0.0008867542331079616, + "timestep_mean": 511.65625, + "epsilon_norm": 8.237789154052734, + "prediction_norm": 7.466691493988037, + "timestamp": "2025-07-14T12:33:48.955721" + }, + { + "epoch": 437, + "batch_idx": 96, + "loss": 0.3510624170303345, + "learning_rate": 0.0008867542331079616, + "timestep_mean": 486.875, + "epsilon_norm": 8.464258193969727, + "prediction_norm": 6.682155132293701, + "timestamp": "2025-07-14T12:33:48.960721" + }, + { + "epoch": 437, + "batch_idx": 128, + "loss": 0.36074358224868774, + "learning_rate": 0.0008867542331079616, + "timestep_mean": 514.84375, + "epsilon_norm": 7.9401631355285645, + "prediction_norm": 5.948818206787109, + "timestamp": "2025-07-14T12:33:48.965691" + }, + { + "epoch": 437, + "batch_idx": 160, + "loss": 0.6859301328659058, + "learning_rate": 0.0008867542331079616, + "timestep_mean": 490.78125, + "epsilon_norm": 8.03842830657959, + "prediction_norm": 5.1122145652771, + "timestamp": "2025-07-14T12:33:48.970820" + }, + { + "epoch": 437, + "batch_idx": 192, + "loss": 0.21626386046409607, + "learning_rate": 0.0008867542331079616, + "timestep_mean": 487.25, + "epsilon_norm": 3.1091766357421875, + "prediction_norm": 2.375955820083618, + "timestamp": "2025-07-14T12:33:48.975763" + }, + { + "epoch": 438, + "batch_idx": 0, + "loss": 0.43582063913345337, + "learning_rate": 0.0008862559818389321, + "timestep_mean": 505.5, + "epsilon_norm": 8.034468650817871, + "prediction_norm": 5.780572414398193, + "timestamp": "2025-07-14T12:33:48.980811" + }, + { + "epoch": 438, + "batch_idx": 32, + "loss": 0.4426080584526062, + "learning_rate": 0.0008862559818389321, + "timestep_mean": 486.1875, + "epsilon_norm": 8.657205581665039, + "prediction_norm": 6.4330525398254395, + "timestamp": "2025-07-14T12:33:48.985995" + }, + { + "epoch": 438, + "batch_idx": 64, + "loss": 0.18893781304359436, + "learning_rate": 0.0008862559818389321, + "timestep_mean": 576.5625, + "epsilon_norm": 7.642154693603516, + "prediction_norm": 6.6195292472839355, + "timestamp": "2025-07-14T12:33:48.990981" + }, + { + "epoch": 438, + "batch_idx": 96, + "loss": 0.3272632360458374, + "learning_rate": 0.0008862559818389321, + "timestep_mean": 581.75, + "epsilon_norm": 7.461287498474121, + "prediction_norm": 4.650430679321289, + "timestamp": "2025-07-14T12:33:48.996188" + }, + { + "epoch": 438, + "batch_idx": 128, + "loss": 0.41989970207214355, + "learning_rate": 0.0008862559818389321, + "timestep_mean": 469.71875, + "epsilon_norm": 7.741237640380859, + "prediction_norm": 5.827157497406006, + "timestamp": "2025-07-14T12:33:49.001171" + }, + { + "epoch": 438, + "batch_idx": 160, + "loss": 0.44153764843940735, + "learning_rate": 0.0008862559818389321, + "timestep_mean": 505.15625, + "epsilon_norm": 7.183114528656006, + "prediction_norm": 5.244935035705566, + "timestamp": "2025-07-14T12:33:49.006159" + }, + { + "epoch": 438, + "batch_idx": 192, + "loss": 0.6937592625617981, + "learning_rate": 0.0008862559818389321, + "timestep_mean": 443.75, + "epsilon_norm": 4.545793056488037, + "prediction_norm": 2.4324076175689697, + "timestamp": "2025-07-14T12:33:49.011251" + }, + { + "epoch": 439, + "batch_idx": 0, + "loss": 0.3957856297492981, + "learning_rate": 0.000885756777521664, + "timestep_mean": 533.65625, + "epsilon_norm": 8.372260093688965, + "prediction_norm": 6.771801948547363, + "timestamp": "2025-07-14T12:33:49.016562" + }, + { + "epoch": 439, + "batch_idx": 32, + "loss": 0.21750426292419434, + "learning_rate": 0.000885756777521664, + "timestep_mean": 556.78125, + "epsilon_norm": 8.147852897644043, + "prediction_norm": 8.0697603225708, + "timestamp": "2025-07-14T12:33:49.021642" + }, + { + "epoch": 439, + "batch_idx": 64, + "loss": 0.21790874004364014, + "learning_rate": 0.000885756777521664, + "timestep_mean": 534.78125, + "epsilon_norm": 8.63550853729248, + "prediction_norm": 7.264214992523193, + "timestamp": "2025-07-14T12:33:49.026726" + }, + { + "epoch": 439, + "batch_idx": 96, + "loss": 0.1910698115825653, + "learning_rate": 0.000885756777521664, + "timestep_mean": 560.09375, + "epsilon_norm": 7.6149516105651855, + "prediction_norm": 7.46766471862793, + "timestamp": "2025-07-14T12:33:49.031753" + }, + { + "epoch": 439, + "batch_idx": 128, + "loss": 0.16706790030002594, + "learning_rate": 0.000885756777521664, + "timestep_mean": 578.4375, + "epsilon_norm": 8.430310249328613, + "prediction_norm": 7.678993225097656, + "timestamp": "2025-07-14T12:33:49.036710" + }, + { + "epoch": 439, + "batch_idx": 160, + "loss": 0.44182974100112915, + "learning_rate": 0.000885756777521664, + "timestep_mean": 458.34375, + "epsilon_norm": 8.176870346069336, + "prediction_norm": 6.236240386962891, + "timestamp": "2025-07-14T12:33:49.042067" + }, + { + "epoch": 439, + "batch_idx": 192, + "loss": 0.8025292158126831, + "learning_rate": 0.000885756777521664, + "timestep_mean": 480.75, + "epsilon_norm": 4.78410530090332, + "prediction_norm": 3.716566562652588, + "timestamp": "2025-07-14T12:33:49.047181" + }, + { + "epoch": 440, + "batch_idx": 0, + "loss": 0.32369738817214966, + "learning_rate": 0.0008852566213878943, + "timestep_mean": 495.71875, + "epsilon_norm": 6.640781402587891, + "prediction_norm": 5.412577152252197, + "timestamp": "2025-07-14T12:33:49.052489" + }, + { + "epoch": 440, + "batch_idx": 32, + "loss": 0.23375624418258667, + "learning_rate": 0.0008852566213878943, + "timestep_mean": 433.21875, + "epsilon_norm": 7.38719367980957, + "prediction_norm": 6.923376560211182, + "timestamp": "2025-07-14T12:33:49.057605" + }, + { + "epoch": 440, + "batch_idx": 64, + "loss": 0.335527241230011, + "learning_rate": 0.0008852566213878943, + "timestep_mean": 521.84375, + "epsilon_norm": 8.486425399780273, + "prediction_norm": 8.812308311462402, + "timestamp": "2025-07-14T12:33:49.062777" + }, + { + "epoch": 440, + "batch_idx": 96, + "loss": 0.39424842596054077, + "learning_rate": 0.0008852566213878943, + "timestep_mean": 482.6875, + "epsilon_norm": 7.700058460235596, + "prediction_norm": 6.55540657043457, + "timestamp": "2025-07-14T12:33:49.067796" + }, + { + "epoch": 440, + "batch_idx": 128, + "loss": 0.2640683948993683, + "learning_rate": 0.0008852566213878943, + "timestep_mean": 534.65625, + "epsilon_norm": 8.826411247253418, + "prediction_norm": 7.662128448486328, + "timestamp": "2025-07-14T12:33:49.072926" + }, + { + "epoch": 440, + "batch_idx": 160, + "loss": 0.13360312581062317, + "learning_rate": 0.0008852566213878943, + "timestep_mean": 571.5, + "epsilon_norm": 7.020877838134766, + "prediction_norm": 6.432757377624512, + "timestamp": "2025-07-14T12:33:49.078049" + }, + { + "epoch": 440, + "batch_idx": 192, + "loss": 0.08081557601690292, + "learning_rate": 0.0008852566213878943, + "timestep_mean": 633.5, + "epsilon_norm": 5.289231300354004, + "prediction_norm": 5.014416694641113, + "timestamp": "2025-07-14T12:33:49.083143" + }, + { + "epoch": 441, + "batch_idx": 0, + "loss": 0.21768300235271454, + "learning_rate": 0.0008847555146717088, + "timestep_mean": 576.71875, + "epsilon_norm": 7.916326522827148, + "prediction_norm": 6.549160957336426, + "timestamp": "2025-07-14T12:33:49.088295" + }, + { + "epoch": 441, + "batch_idx": 32, + "loss": 0.2040572464466095, + "learning_rate": 0.0008847555146717088, + "timestep_mean": 558.21875, + "epsilon_norm": 8.078499794006348, + "prediction_norm": 6.838926315307617, + "timestamp": "2025-07-14T12:33:49.093373" + }, + { + "epoch": 441, + "batch_idx": 64, + "loss": 0.6855658888816833, + "learning_rate": 0.0008847555146717088, + "timestep_mean": 425.96875, + "epsilon_norm": 9.703933715820312, + "prediction_norm": 7.122090816497803, + "timestamp": "2025-07-14T12:33:49.098631" + }, + { + "epoch": 441, + "batch_idx": 96, + "loss": 0.2826583981513977, + "learning_rate": 0.0008847555146717088, + "timestep_mean": 489.5, + "epsilon_norm": 7.738193035125732, + "prediction_norm": 6.63223934173584, + "timestamp": "2025-07-14T12:33:49.103729" + }, + { + "epoch": 441, + "batch_idx": 128, + "loss": 0.3691118359565735, + "learning_rate": 0.0008847555146717088, + "timestep_mean": 463.1875, + "epsilon_norm": 7.781984806060791, + "prediction_norm": 5.858293533325195, + "timestamp": "2025-07-14T12:33:49.108919" + }, + { + "epoch": 441, + "batch_idx": 160, + "loss": 0.35595518350601196, + "learning_rate": 0.0008847555146717088, + "timestep_mean": 460.90625, + "epsilon_norm": 7.349828243255615, + "prediction_norm": 6.447614669799805, + "timestamp": "2025-07-14T12:33:49.114083" + }, + { + "epoch": 441, + "batch_idx": 192, + "loss": 0.26676368713378906, + "learning_rate": 0.0008847555146717088, + "timestep_mean": 529.125, + "epsilon_norm": 4.12507438659668, + "prediction_norm": 3.359975576400757, + "timestamp": "2025-07-14T12:33:49.119157" + }, + { + "epoch": 442, + "batch_idx": 0, + "loss": 0.6464172601699829, + "learning_rate": 0.000884253458609538, + "timestep_mean": 392.9375, + "epsilon_norm": 8.958596229553223, + "prediction_norm": 6.0570759773254395, + "timestamp": "2025-07-14T12:33:49.124247" + }, + { + "epoch": 442, + "batch_idx": 32, + "loss": 0.20400899648666382, + "learning_rate": 0.000884253458609538, + "timestep_mean": 536.21875, + "epsilon_norm": 7.613751411437988, + "prediction_norm": 6.782995700836182, + "timestamp": "2025-07-14T12:33:49.129418" + }, + { + "epoch": 442, + "batch_idx": 64, + "loss": 0.1435788869857788, + "learning_rate": 0.000884253458609538, + "timestep_mean": 544.3125, + "epsilon_norm": 6.097810745239258, + "prediction_norm": 6.0243964195251465, + "timestamp": "2025-07-14T12:33:49.134524" + }, + { + "epoch": 442, + "batch_idx": 96, + "loss": 0.24438637495040894, + "learning_rate": 0.000884253458609538, + "timestep_mean": 497.71875, + "epsilon_norm": 7.274527072906494, + "prediction_norm": 5.813244342803955, + "timestamp": "2025-07-14T12:33:49.139583" + }, + { + "epoch": 442, + "batch_idx": 128, + "loss": 0.3298448324203491, + "learning_rate": 0.000884253458609538, + "timestep_mean": 475.78125, + "epsilon_norm": 8.322668075561523, + "prediction_norm": 6.729963302612305, + "timestamp": "2025-07-14T12:33:49.144743" + }, + { + "epoch": 442, + "batch_idx": 160, + "loss": 0.2908828854560852, + "learning_rate": 0.000884253458609538, + "timestep_mean": 527.03125, + "epsilon_norm": 9.189210891723633, + "prediction_norm": 7.551748752593994, + "timestamp": "2025-07-14T12:33:49.149940" + }, + { + "epoch": 442, + "batch_idx": 192, + "loss": 0.18822965025901794, + "learning_rate": 0.000884253458609538, + "timestep_mean": 627.125, + "epsilon_norm": 4.262662410736084, + "prediction_norm": 3.62107515335083, + "timestamp": "2025-07-14T12:33:49.155034" + }, + { + "epoch": 443, + "batch_idx": 0, + "loss": 0.3088805079460144, + "learning_rate": 0.0008837504544401557, + "timestep_mean": 514.125, + "epsilon_norm": 8.251691818237305, + "prediction_norm": 6.973348140716553, + "timestamp": "2025-07-14T12:33:49.160150" + }, + { + "epoch": 443, + "batch_idx": 32, + "loss": 0.2927192449569702, + "learning_rate": 0.0008837504544401557, + "timestep_mean": 522.25, + "epsilon_norm": 8.020339965820312, + "prediction_norm": 6.173281192779541, + "timestamp": "2025-07-14T12:33:49.165326" + }, + { + "epoch": 443, + "batch_idx": 64, + "loss": 0.40708062052726746, + "learning_rate": 0.0008837504544401557, + "timestep_mean": 417.21875, + "epsilon_norm": 8.381632804870605, + "prediction_norm": 6.112500190734863, + "timestamp": "2025-07-14T12:33:49.170455" + }, + { + "epoch": 443, + "batch_idx": 96, + "loss": 0.4187037944793701, + "learning_rate": 0.0008837504544401557, + "timestep_mean": 535.34375, + "epsilon_norm": 7.282094478607178, + "prediction_norm": 5.312765598297119, + "timestamp": "2025-07-14T12:33:49.175644" + }, + { + "epoch": 443, + "batch_idx": 128, + "loss": 0.3470819592475891, + "learning_rate": 0.0008837504544401557, + "timestep_mean": 452.6875, + "epsilon_norm": 7.989263534545898, + "prediction_norm": 6.382078170776367, + "timestamp": "2025-07-14T12:33:49.180657" + }, + { + "epoch": 443, + "batch_idx": 160, + "loss": 0.32269537448883057, + "learning_rate": 0.0008837504544401557, + "timestep_mean": 485.78125, + "epsilon_norm": 8.609885215759277, + "prediction_norm": 6.925787448883057, + "timestamp": "2025-07-14T12:33:49.185852" + }, + { + "epoch": 443, + "batch_idx": 192, + "loss": 0.840728759765625, + "learning_rate": 0.0008837504544401557, + "timestep_mean": 352.25, + "epsilon_norm": 4.099148273468018, + "prediction_norm": 1.352817416191101, + "timestamp": "2025-07-14T12:33:49.191079" + }, + { + "epoch": 444, + "batch_idx": 0, + "loss": 0.42484548687934875, + "learning_rate": 0.0008832465034046747, + "timestep_mean": 554.125, + "epsilon_norm": 8.761887550354004, + "prediction_norm": 6.488715171813965, + "timestamp": "2025-07-14T12:33:49.196337" + }, + { + "epoch": 444, + "batch_idx": 32, + "loss": 0.11964605748653412, + "learning_rate": 0.0008832465034046747, + "timestep_mean": 545.65625, + "epsilon_norm": 7.253596305847168, + "prediction_norm": 6.771503925323486, + "timestamp": "2025-07-14T12:33:49.201444" + }, + { + "epoch": 444, + "batch_idx": 64, + "loss": 0.38555455207824707, + "learning_rate": 0.0008832465034046747, + "timestep_mean": 478.1875, + "epsilon_norm": 8.790074348449707, + "prediction_norm": 7.0263261795043945, + "timestamp": "2025-07-14T12:33:49.206609" + }, + { + "epoch": 444, + "batch_idx": 96, + "loss": 0.39559298753738403, + "learning_rate": 0.0008832465034046747, + "timestep_mean": 464.1875, + "epsilon_norm": 9.211739540100098, + "prediction_norm": 7.699112415313721, + "timestamp": "2025-07-14T12:33:49.211726" + }, + { + "epoch": 444, + "batch_idx": 128, + "loss": 0.4230116307735443, + "learning_rate": 0.0008832465034046747, + "timestep_mean": 541.8125, + "epsilon_norm": 8.199201583862305, + "prediction_norm": 6.933363437652588, + "timestamp": "2025-07-14T12:33:49.217016" + }, + { + "epoch": 444, + "batch_idx": 160, + "loss": 0.32139524817466736, + "learning_rate": 0.0008832465034046747, + "timestep_mean": 514.03125, + "epsilon_norm": 8.717000961303711, + "prediction_norm": 7.54773473739624, + "timestamp": "2025-07-14T12:33:49.222208" + }, + { + "epoch": 444, + "batch_idx": 192, + "loss": 0.18206733465194702, + "learning_rate": 0.0008832465034046747, + "timestep_mean": 676.75, + "epsilon_norm": 4.021199703216553, + "prediction_norm": 3.5978410243988037, + "timestamp": "2025-07-14T12:33:49.227316" + }, + { + "epoch": 445, + "batch_idx": 0, + "loss": 0.5775725245475769, + "learning_rate": 0.0008827416067465439, + "timestep_mean": 458.21875, + "epsilon_norm": 8.582853317260742, + "prediction_norm": 6.6053242683410645, + "timestamp": "2025-07-14T12:33:49.232353" + }, + { + "epoch": 445, + "batch_idx": 32, + "loss": 0.5202676057815552, + "learning_rate": 0.0008827416067465439, + "timestep_mean": 443.65625, + "epsilon_norm": 7.651447772979736, + "prediction_norm": 5.44642972946167, + "timestamp": "2025-07-14T12:33:49.237551" + }, + { + "epoch": 445, + "batch_idx": 64, + "loss": 0.25695449113845825, + "learning_rate": 0.0008827416067465439, + "timestep_mean": 504.375, + "epsilon_norm": 8.67768669128418, + "prediction_norm": 8.533828735351562, + "timestamp": "2025-07-14T12:33:49.242683" + }, + { + "epoch": 445, + "batch_idx": 96, + "loss": 0.468334436416626, + "learning_rate": 0.0008827416067465439, + "timestep_mean": 436.53125, + "epsilon_norm": 8.103248596191406, + "prediction_norm": 7.202175617218018, + "timestamp": "2025-07-14T12:33:49.247944" + }, + { + "epoch": 445, + "batch_idx": 128, + "loss": 0.35517942905426025, + "learning_rate": 0.0008827416067465439, + "timestep_mean": 469.9375, + "epsilon_norm": 8.366923332214355, + "prediction_norm": 7.820867538452148, + "timestamp": "2025-07-14T12:33:49.253174" + }, + { + "epoch": 445, + "batch_idx": 160, + "loss": 0.4039859473705292, + "learning_rate": 0.0008827416067465439, + "timestep_mean": 547.5, + "epsilon_norm": 8.422183990478516, + "prediction_norm": 6.701696872711182, + "timestamp": "2025-07-14T12:33:49.258464" + }, + { + "epoch": 445, + "batch_idx": 192, + "loss": 0.3643079996109009, + "learning_rate": 0.0008827416067465439, + "timestep_mean": 357.25, + "epsilon_norm": 3.8500845432281494, + "prediction_norm": 2.9308605194091797, + "timestamp": "2025-07-14T12:33:49.263423" + }, + { + "epoch": 446, + "batch_idx": 0, + "loss": 0.527113139629364, + "learning_rate": 0.0008822357657115456, + "timestep_mean": 445.90625, + "epsilon_norm": 7.9123382568359375, + "prediction_norm": 5.803274154663086, + "timestamp": "2025-07-14T12:33:49.268618" + }, + { + "epoch": 446, + "batch_idx": 32, + "loss": 0.2983846962451935, + "learning_rate": 0.0008822357657115456, + "timestep_mean": 449.09375, + "epsilon_norm": 7.935153961181641, + "prediction_norm": 6.952359199523926, + "timestamp": "2025-07-14T12:33:49.273578" + }, + { + "epoch": 446, + "batch_idx": 64, + "loss": 0.3533344268798828, + "learning_rate": 0.0008822357657115456, + "timestep_mean": 494.1875, + "epsilon_norm": 8.9158353805542, + "prediction_norm": 7.319838047027588, + "timestamp": "2025-07-14T12:33:49.278598" + }, + { + "epoch": 446, + "batch_idx": 96, + "loss": 0.26943439245224, + "learning_rate": 0.0008822357657115456, + "timestep_mean": 537.65625, + "epsilon_norm": 7.500217914581299, + "prediction_norm": 7.101439476013184, + "timestamp": "2025-07-14T12:33:49.283898" + }, + { + "epoch": 446, + "batch_idx": 128, + "loss": 0.16772781312465668, + "learning_rate": 0.0008822357657115456, + "timestep_mean": 534.6875, + "epsilon_norm": 8.054715156555176, + "prediction_norm": 6.999856472015381, + "timestamp": "2025-07-14T12:33:49.289122" + }, + { + "epoch": 446, + "batch_idx": 160, + "loss": 0.31385868787765503, + "learning_rate": 0.0008822357657115456, + "timestep_mean": 512.21875, + "epsilon_norm": 8.474666595458984, + "prediction_norm": 7.151582717895508, + "timestamp": "2025-07-14T12:33:49.294301" + }, + { + "epoch": 446, + "batch_idx": 192, + "loss": 0.1018601730465889, + "learning_rate": 0.0008822357657115456, + "timestep_mean": 664.25, + "epsilon_norm": 3.652294874191284, + "prediction_norm": 3.0080268383026123, + "timestamp": "2025-07-14T12:33:49.299533" + }, + { + "epoch": 447, + "batch_idx": 0, + "loss": 0.34895059466362, + "learning_rate": 0.0008817289815477924, + "timestep_mean": 551.0625, + "epsilon_norm": 8.399113655090332, + "prediction_norm": 6.449570178985596, + "timestamp": "2025-07-14T12:33:49.304767" + }, + { + "epoch": 447, + "batch_idx": 32, + "loss": 0.22537165880203247, + "learning_rate": 0.0008817289815477924, + "timestep_mean": 524.375, + "epsilon_norm": 7.475079536437988, + "prediction_norm": 6.314560413360596, + "timestamp": "2025-07-14T12:33:49.309889" + }, + { + "epoch": 447, + "batch_idx": 64, + "loss": 0.3614380955696106, + "learning_rate": 0.0008817289815477924, + "timestep_mean": 475.0625, + "epsilon_norm": 8.179046630859375, + "prediction_norm": 5.43057107925415, + "timestamp": "2025-07-14T12:33:49.314994" + }, + { + "epoch": 447, + "batch_idx": 96, + "loss": 0.42446160316467285, + "learning_rate": 0.0008817289815477924, + "timestep_mean": 452.375, + "epsilon_norm": 7.79103946685791, + "prediction_norm": 5.635120868682861, + "timestamp": "2025-07-14T12:33:49.320150" + }, + { + "epoch": 447, + "batch_idx": 128, + "loss": 0.2829563617706299, + "learning_rate": 0.0008817289815477924, + "timestep_mean": 520.75, + "epsilon_norm": 7.401810169219971, + "prediction_norm": 5.627610206604004, + "timestamp": "2025-07-14T12:33:49.325306" + }, + { + "epoch": 447, + "batch_idx": 160, + "loss": 0.3748626112937927, + "learning_rate": 0.0008817289815477924, + "timestep_mean": 553.90625, + "epsilon_norm": 7.609420299530029, + "prediction_norm": 5.403140068054199, + "timestamp": "2025-07-14T12:33:49.330446" + }, + { + "epoch": 447, + "batch_idx": 192, + "loss": 0.06402428448200226, + "learning_rate": 0.0008817289815477924, + "timestep_mean": 547.125, + "epsilon_norm": 4.100808620452881, + "prediction_norm": 4.056556701660156, + "timestamp": "2025-07-14T12:33:49.335547" + }, + { + "epoch": 448, + "batch_idx": 0, + "loss": 0.4471384286880493, + "learning_rate": 0.0008812212555057236, + "timestep_mean": 529.03125, + "epsilon_norm": 8.034896850585938, + "prediction_norm": 6.77198600769043, + "timestamp": "2025-07-14T12:33:49.340735" + }, + { + "epoch": 448, + "batch_idx": 32, + "loss": 0.2711802124977112, + "learning_rate": 0.0008812212555057236, + "timestep_mean": 497.9375, + "epsilon_norm": 7.4424147605896, + "prediction_norm": 5.924081325531006, + "timestamp": "2025-07-14T12:33:49.345917" + }, + { + "epoch": 448, + "batch_idx": 64, + "loss": 0.3198091983795166, + "learning_rate": 0.0008812212555057236, + "timestep_mean": 462.125, + "epsilon_norm": 8.12444019317627, + "prediction_norm": 6.897472858428955, + "timestamp": "2025-07-14T12:33:49.351010" + }, + { + "epoch": 448, + "batch_idx": 96, + "loss": 0.3998318910598755, + "learning_rate": 0.0008812212555057236, + "timestep_mean": 384.25, + "epsilon_norm": 7.902132511138916, + "prediction_norm": 6.318171501159668, + "timestamp": "2025-07-14T12:33:49.356222" + }, + { + "epoch": 448, + "batch_idx": 128, + "loss": 0.36021384596824646, + "learning_rate": 0.0008812212555057236, + "timestep_mean": 504.28125, + "epsilon_norm": 8.608478546142578, + "prediction_norm": 7.41687536239624, + "timestamp": "2025-07-14T12:33:49.361437" + }, + { + "epoch": 448, + "batch_idx": 160, + "loss": 0.3010382056236267, + "learning_rate": 0.0008812212555057236, + "timestep_mean": 545.65625, + "epsilon_norm": 8.934765815734863, + "prediction_norm": 8.45395565032959, + "timestamp": "2025-07-14T12:33:49.366536" + }, + { + "epoch": 448, + "batch_idx": 192, + "loss": 0.5096020102500916, + "learning_rate": 0.0008812212555057236, + "timestep_mean": 328.5, + "epsilon_norm": 3.6112077236175537, + "prediction_norm": 1.9518237113952637, + "timestamp": "2025-07-14T12:33:49.371687" + }, + { + "epoch": 449, + "batch_idx": 0, + "loss": 0.18582898378372192, + "learning_rate": 0.000880712588838103, + "timestep_mean": 510.6875, + "epsilon_norm": 7.37746000289917, + "prediction_norm": 6.702426910400391, + "timestamp": "2025-07-14T12:33:49.376862" + }, + { + "epoch": 449, + "batch_idx": 32, + "loss": 0.22035007178783417, + "learning_rate": 0.000880712588838103, + "timestep_mean": 499.03125, + "epsilon_norm": 7.894087791442871, + "prediction_norm": 6.989034175872803, + "timestamp": "2025-07-14T12:33:49.382047" + }, + { + "epoch": 449, + "batch_idx": 64, + "loss": 0.23116573691368103, + "learning_rate": 0.000880712588838103, + "timestep_mean": 504.28125, + "epsilon_norm": 6.675891876220703, + "prediction_norm": 5.757907390594482, + "timestamp": "2025-07-14T12:33:49.387277" + }, + { + "epoch": 449, + "batch_idx": 96, + "loss": 0.476662814617157, + "learning_rate": 0.000880712588838103, + "timestep_mean": 499.46875, + "epsilon_norm": 8.349723815917969, + "prediction_norm": 6.26164436340332, + "timestamp": "2025-07-14T12:33:49.392439" + }, + { + "epoch": 449, + "batch_idx": 128, + "loss": 0.27399587631225586, + "learning_rate": 0.000880712588838103, + "timestep_mean": 491.375, + "epsilon_norm": 7.387768745422363, + "prediction_norm": 6.217624187469482, + "timestamp": "2025-07-14T12:33:49.397530" + }, + { + "epoch": 449, + "batch_idx": 160, + "loss": 0.22234712541103363, + "learning_rate": 0.000880712588838103, + "timestep_mean": 497.125, + "epsilon_norm": 7.335827827453613, + "prediction_norm": 6.917712688446045, + "timestamp": "2025-07-14T12:33:49.402764" + }, + { + "epoch": 449, + "batch_idx": 192, + "loss": 0.09613484144210815, + "learning_rate": 0.000880712588838103, + "timestep_mean": 635.5, + "epsilon_norm": 4.802093982696533, + "prediction_norm": 4.445836544036865, + "timestamp": "2025-07-14T12:33:49.407625" + }, + { + "epoch": 450, + "batch_idx": 0, + "loss": 0.2692754566669464, + "learning_rate": 0.0008802029828000153, + "timestep_mean": 490.65625, + "epsilon_norm": 6.763337135314941, + "prediction_norm": 5.323863506317139, + "timestamp": "2025-07-14T12:33:49.412577" + }, + { + "epoch": 450, + "batch_idx": 32, + "loss": 0.4297334551811218, + "learning_rate": 0.0008802029828000153, + "timestep_mean": 528.5625, + "epsilon_norm": 8.981826782226562, + "prediction_norm": 6.841155052185059, + "timestamp": "2025-07-14T12:33:49.417789" + }, + { + "epoch": 450, + "batch_idx": 64, + "loss": 0.329389750957489, + "learning_rate": 0.0008802029828000153, + "timestep_mean": 479.5625, + "epsilon_norm": 7.6921234130859375, + "prediction_norm": 5.706376075744629, + "timestamp": "2025-07-14T12:33:49.423039" + }, + { + "epoch": 450, + "batch_idx": 96, + "loss": 0.5223479270935059, + "learning_rate": 0.0008802029828000153, + "timestep_mean": 445.375, + "epsilon_norm": 8.495811462402344, + "prediction_norm": 6.284539699554443, + "timestamp": "2025-07-14T12:33:49.428248" + }, + { + "epoch": 450, + "batch_idx": 128, + "loss": 0.2133837342262268, + "learning_rate": 0.0008802029828000153, + "timestep_mean": 487.59375, + "epsilon_norm": 7.517237663269043, + "prediction_norm": 6.204813480377197, + "timestamp": "2025-07-14T12:33:49.433434" + }, + { + "epoch": 450, + "batch_idx": 160, + "loss": 0.1975640058517456, + "learning_rate": 0.0008802029828000153, + "timestep_mean": 531.25, + "epsilon_norm": 8.200984954833984, + "prediction_norm": 6.823150634765625, + "timestamp": "2025-07-14T12:33:49.438624" + }, + { + "epoch": 450, + "batch_idx": 192, + "loss": 0.3040016293525696, + "learning_rate": 0.0008802029828000153, + "timestep_mean": 342.0, + "epsilon_norm": 3.0912020206451416, + "prediction_norm": 2.371474027633667, + "timestamp": "2025-07-14T12:33:49.443781" + }, + { + "epoch": 451, + "batch_idx": 0, + "loss": 0.34191185235977173, + "learning_rate": 0.000879692438648862, + "timestep_mean": 492.40625, + "epsilon_norm": 8.171806335449219, + "prediction_norm": 6.557376384735107, + "timestamp": "2025-07-14T12:33:49.449122" + }, + { + "epoch": 451, + "batch_idx": 32, + "loss": 0.31210994720458984, + "learning_rate": 0.000879692438648862, + "timestep_mean": 443.71875, + "epsilon_norm": 7.155932903289795, + "prediction_norm": 5.218804359436035, + "timestamp": "2025-07-14T12:33:49.454279" + }, + { + "epoch": 451, + "batch_idx": 64, + "loss": 0.5335365533828735, + "learning_rate": 0.000879692438648862, + "timestep_mean": 492.0625, + "epsilon_norm": 9.30517578125, + "prediction_norm": 7.311218738555908, + "timestamp": "2025-07-14T12:33:49.459291" + }, + { + "epoch": 451, + "batch_idx": 96, + "loss": 0.2449362874031067, + "learning_rate": 0.000879692438648862, + "timestep_mean": 482.0625, + "epsilon_norm": 7.804734706878662, + "prediction_norm": 6.906010627746582, + "timestamp": "2025-07-14T12:33:49.464486" + }, + { + "epoch": 451, + "batch_idx": 128, + "loss": 0.37453293800354004, + "learning_rate": 0.000879692438648862, + "timestep_mean": 485.90625, + "epsilon_norm": 8.480931282043457, + "prediction_norm": 7.205756664276123, + "timestamp": "2025-07-14T12:33:49.469677" + }, + { + "epoch": 451, + "batch_idx": 160, + "loss": 0.34660789370536804, + "learning_rate": 0.000879692438648862, + "timestep_mean": 465.53125, + "epsilon_norm": 7.666535377502441, + "prediction_norm": 6.853784561157227, + "timestamp": "2025-07-14T12:33:49.475004" + }, + { + "epoch": 451, + "batch_idx": 192, + "loss": 0.2080363631248474, + "learning_rate": 0.000879692438648862, + "timestep_mean": 413.25, + "epsilon_norm": 4.208456516265869, + "prediction_norm": 4.1275858879089355, + "timestamp": "2025-07-14T12:33:49.480207" + }, + { + "epoch": 452, + "batch_idx": 0, + "loss": 0.3498073220252991, + "learning_rate": 0.0008791809576443608, + "timestep_mean": 484.6875, + "epsilon_norm": 8.149600982666016, + "prediction_norm": 7.0371222496032715, + "timestamp": "2025-07-14T12:33:49.485485" + }, + { + "epoch": 452, + "batch_idx": 32, + "loss": 0.20709599554538727, + "learning_rate": 0.0008791809576443608, + "timestep_mean": 525.3125, + "epsilon_norm": 7.980923652648926, + "prediction_norm": 7.408085823059082, + "timestamp": "2025-07-14T12:33:49.490657" + }, + { + "epoch": 452, + "batch_idx": 64, + "loss": 0.2730843424797058, + "learning_rate": 0.0008791809576443608, + "timestep_mean": 569.25, + "epsilon_norm": 8.919184684753418, + "prediction_norm": 7.299042224884033, + "timestamp": "2025-07-14T12:33:49.495829" + }, + { + "epoch": 452, + "batch_idx": 96, + "loss": 0.3246113657951355, + "learning_rate": 0.0008791809576443608, + "timestep_mean": 503.0625, + "epsilon_norm": 7.588912487030029, + "prediction_norm": 6.988216400146484, + "timestamp": "2025-07-14T12:33:49.500828" + }, + { + "epoch": 452, + "batch_idx": 128, + "loss": 0.6494501829147339, + "learning_rate": 0.0008791809576443608, + "timestep_mean": 389.125, + "epsilon_norm": 8.426901817321777, + "prediction_norm": 5.968725204467773, + "timestamp": "2025-07-14T12:33:49.510819" + }, + { + "epoch": 452, + "batch_idx": 160, + "loss": 0.27453166246414185, + "learning_rate": 0.0008791809576443608, + "timestep_mean": 494.3125, + "epsilon_norm": 7.7733845710754395, + "prediction_norm": 6.240138053894043, + "timestamp": "2025-07-14T12:33:49.516030" + }, + { + "epoch": 452, + "batch_idx": 192, + "loss": 0.2293865829706192, + "learning_rate": 0.0008791809576443608, + "timestep_mean": 331.0, + "epsilon_norm": 3.38580060005188, + "prediction_norm": 2.6350905895233154, + "timestamp": "2025-07-14T12:33:49.521341" + }, + { + "epoch": 453, + "batch_idx": 0, + "loss": 0.4179864525794983, + "learning_rate": 0.0008786685410485395, + "timestep_mean": 412.8125, + "epsilon_norm": 9.258298873901367, + "prediction_norm": 6.847846031188965, + "timestamp": "2025-07-14T12:33:49.526504" + }, + { + "epoch": 453, + "batch_idx": 32, + "loss": 0.24027733504772186, + "learning_rate": 0.0008786685410485395, + "timestep_mean": 539.4375, + "epsilon_norm": 7.872036457061768, + "prediction_norm": 7.123576641082764, + "timestamp": "2025-07-14T12:33:49.531794" + }, + { + "epoch": 453, + "batch_idx": 64, + "loss": 0.2628713846206665, + "learning_rate": 0.0008786685410485395, + "timestep_mean": 477.1875, + "epsilon_norm": 7.147491455078125, + "prediction_norm": 6.526827335357666, + "timestamp": "2025-07-14T12:33:49.537046" + }, + { + "epoch": 453, + "batch_idx": 96, + "loss": 0.2551678419113159, + "learning_rate": 0.0008786685410485395, + "timestep_mean": 476.75, + "epsilon_norm": 8.581358909606934, + "prediction_norm": 6.982464790344238, + "timestamp": "2025-07-14T12:33:49.542458" + }, + { + "epoch": 453, + "batch_idx": 128, + "loss": 0.17932501435279846, + "learning_rate": 0.0008786685410485395, + "timestep_mean": 485.75, + "epsilon_norm": 7.40509033203125, + "prediction_norm": 6.464811325073242, + "timestamp": "2025-07-14T12:33:49.547630" + }, + { + "epoch": 453, + "batch_idx": 160, + "loss": 0.2107815146446228, + "learning_rate": 0.0008786685410485395, + "timestep_mean": 543.28125, + "epsilon_norm": 6.83091926574707, + "prediction_norm": 6.275549411773682, + "timestamp": "2025-07-14T12:33:49.552754" + }, + { + "epoch": 453, + "batch_idx": 192, + "loss": 0.052063778042793274, + "learning_rate": 0.0008786685410485395, + "timestep_mean": 628.5, + "epsilon_norm": 3.9251718521118164, + "prediction_norm": 3.8699240684509277, + "timestamp": "2025-07-14T12:33:49.557884" + }, + { + "epoch": 454, + "batch_idx": 0, + "loss": 0.572910726070404, + "learning_rate": 0.0008781551901257358, + "timestep_mean": 359.9375, + "epsilon_norm": 7.5648512840271, + "prediction_norm": 5.228195667266846, + "timestamp": "2025-07-14T12:33:49.563213" + }, + { + "epoch": 454, + "batch_idx": 32, + "loss": 0.2506491541862488, + "learning_rate": 0.0008781551901257358, + "timestep_mean": 436.03125, + "epsilon_norm": 7.652312278747559, + "prediction_norm": 6.117155075073242, + "timestamp": "2025-07-14T12:33:49.568431" + }, + { + "epoch": 454, + "batch_idx": 64, + "loss": 0.6265476942062378, + "learning_rate": 0.0008781551901257358, + "timestep_mean": 523.8125, + "epsilon_norm": 9.182351112365723, + "prediction_norm": 6.215310096740723, + "timestamp": "2025-07-14T12:33:49.573619" + }, + { + "epoch": 454, + "batch_idx": 96, + "loss": 0.3590298295021057, + "learning_rate": 0.0008781551901257358, + "timestep_mean": 513.0, + "epsilon_norm": 9.237278938293457, + "prediction_norm": 7.863007545471191, + "timestamp": "2025-07-14T12:33:49.578798" + }, + { + "epoch": 454, + "batch_idx": 128, + "loss": 0.328624427318573, + "learning_rate": 0.0008781551901257358, + "timestep_mean": 480.0, + "epsilon_norm": 7.221337795257568, + "prediction_norm": 6.464920520782471, + "timestamp": "2025-07-14T12:33:49.584074" + }, + { + "epoch": 454, + "batch_idx": 160, + "loss": 0.33839812874794006, + "learning_rate": 0.0008781551901257358, + "timestep_mean": 470.25, + "epsilon_norm": 7.714804649353027, + "prediction_norm": 6.313314437866211, + "timestamp": "2025-07-14T12:33:49.589179" + }, + { + "epoch": 454, + "batch_idx": 192, + "loss": 0.23204785585403442, + "learning_rate": 0.0008781551901257358, + "timestep_mean": 390.375, + "epsilon_norm": 3.213386058807373, + "prediction_norm": 3.3990890979766846, + "timestamp": "2025-07-14T12:33:49.594197" + }, + { + "epoch": 455, + "batch_idx": 0, + "loss": 0.46844956278800964, + "learning_rate": 0.0008776409061425916, + "timestep_mean": 504.25, + "epsilon_norm": 7.859203338623047, + "prediction_norm": 5.9065375328063965, + "timestamp": "2025-07-14T12:33:49.599525" + }, + { + "epoch": 455, + "batch_idx": 32, + "loss": 0.3785182237625122, + "learning_rate": 0.0008776409061425916, + "timestep_mean": 439.125, + "epsilon_norm": 7.79528284072876, + "prediction_norm": 6.13303279876709, + "timestamp": "2025-07-14T12:33:49.604946" + }, + { + "epoch": 455, + "batch_idx": 64, + "loss": 0.2324114441871643, + "learning_rate": 0.0008776409061425916, + "timestep_mean": 504.96875, + "epsilon_norm": 8.405913352966309, + "prediction_norm": 7.78365421295166, + "timestamp": "2025-07-14T12:33:49.610118" + }, + { + "epoch": 455, + "batch_idx": 96, + "loss": 0.2628238797187805, + "learning_rate": 0.0008776409061425916, + "timestep_mean": 572.71875, + "epsilon_norm": 7.5283589363098145, + "prediction_norm": 5.774229526519775, + "timestamp": "2025-07-14T12:33:49.615408" + }, + { + "epoch": 455, + "batch_idx": 128, + "loss": 0.2153058499097824, + "learning_rate": 0.0008776409061425916, + "timestep_mean": 526.25, + "epsilon_norm": 7.866270065307617, + "prediction_norm": 6.628986358642578, + "timestamp": "2025-07-14T12:33:49.620560" + }, + { + "epoch": 455, + "batch_idx": 160, + "loss": 0.25502026081085205, + "learning_rate": 0.0008776409061425916, + "timestep_mean": 452.53125, + "epsilon_norm": 7.613289833068848, + "prediction_norm": 6.776162624359131, + "timestamp": "2025-07-14T12:33:49.625839" + }, + { + "epoch": 455, + "batch_idx": 192, + "loss": 0.2994926869869232, + "learning_rate": 0.0008776409061425916, + "timestep_mean": 579.125, + "epsilon_norm": 4.2820587158203125, + "prediction_norm": 3.456346273422241, + "timestamp": "2025-07-14T12:33:49.630996" + }, + { + "epoch": 456, + "batch_idx": 0, + "loss": 0.2584552764892578, + "learning_rate": 0.0008771256903680518, + "timestep_mean": 463.6875, + "epsilon_norm": 7.3816633224487305, + "prediction_norm": 6.5680413246154785, + "timestamp": "2025-07-14T12:33:49.636253" + }, + { + "epoch": 456, + "batch_idx": 32, + "loss": 0.24634288251399994, + "learning_rate": 0.0008771256903680518, + "timestep_mean": 470.625, + "epsilon_norm": 10.13056755065918, + "prediction_norm": 8.46495246887207, + "timestamp": "2025-07-14T12:33:49.641555" + }, + { + "epoch": 456, + "batch_idx": 64, + "loss": 0.2413218468427658, + "learning_rate": 0.0008771256903680518, + "timestep_mean": 536.125, + "epsilon_norm": 9.186793327331543, + "prediction_norm": 8.018502235412598, + "timestamp": "2025-07-14T12:33:49.646742" + }, + { + "epoch": 456, + "batch_idx": 96, + "loss": 0.3388284146785736, + "learning_rate": 0.0008771256903680518, + "timestep_mean": 498.3125, + "epsilon_norm": 7.9652862548828125, + "prediction_norm": 6.400528430938721, + "timestamp": "2025-07-14T12:33:49.651919" + }, + { + "epoch": 456, + "batch_idx": 128, + "loss": 0.2754468321800232, + "learning_rate": 0.0008771256903680518, + "timestep_mean": 510.84375, + "epsilon_norm": 7.944580554962158, + "prediction_norm": 6.577991008758545, + "timestamp": "2025-07-14T12:33:49.657230" + }, + { + "epoch": 456, + "batch_idx": 160, + "loss": 0.4076806306838989, + "learning_rate": 0.0008771256903680518, + "timestep_mean": 455.53125, + "epsilon_norm": 8.499672889709473, + "prediction_norm": 6.420517444610596, + "timestamp": "2025-07-14T12:33:49.662407" + }, + { + "epoch": 456, + "batch_idx": 192, + "loss": 0.1809757947921753, + "learning_rate": 0.0008771256903680518, + "timestep_mean": 447.5, + "epsilon_norm": 3.8696675300598145, + "prediction_norm": 3.314884901046753, + "timestamp": "2025-07-14T12:33:49.667562" + }, + { + "epoch": 457, + "batch_idx": 0, + "loss": 0.14795838296413422, + "learning_rate": 0.0008766095440733598, + "timestep_mean": 538.09375, + "epsilon_norm": 8.165775299072266, + "prediction_norm": 7.483279705047607, + "timestamp": "2025-07-14T12:33:49.672888" + }, + { + "epoch": 457, + "batch_idx": 32, + "loss": 0.22772139310836792, + "learning_rate": 0.0008766095440733598, + "timestep_mean": 470.0625, + "epsilon_norm": 6.541994094848633, + "prediction_norm": 5.433615684509277, + "timestamp": "2025-07-14T12:33:49.678151" + }, + { + "epoch": 457, + "batch_idx": 64, + "loss": 0.2534133791923523, + "learning_rate": 0.0008766095440733598, + "timestep_mean": 538.1875, + "epsilon_norm": 7.821144104003906, + "prediction_norm": 6.931856155395508, + "timestamp": "2025-07-14T12:33:49.683300" + }, + { + "epoch": 457, + "batch_idx": 96, + "loss": 0.25870317220687866, + "learning_rate": 0.0008766095440733598, + "timestep_mean": 484.6875, + "epsilon_norm": 8.928873062133789, + "prediction_norm": 8.238809585571289, + "timestamp": "2025-07-14T12:33:49.688183" + }, + { + "epoch": 457, + "batch_idx": 128, + "loss": 0.34167569875717163, + "learning_rate": 0.0008766095440733598, + "timestep_mean": 525.5625, + "epsilon_norm": 8.974119186401367, + "prediction_norm": 7.41075325012207, + "timestamp": "2025-07-14T12:33:49.693102" + }, + { + "epoch": 457, + "batch_idx": 160, + "loss": 0.34176450967788696, + "learning_rate": 0.0008766095440733598, + "timestep_mean": 428.78125, + "epsilon_norm": 8.42817211151123, + "prediction_norm": 6.912989616394043, + "timestamp": "2025-07-14T12:33:49.697933" + }, + { + "epoch": 457, + "batch_idx": 192, + "loss": 0.24253374338150024, + "learning_rate": 0.0008766095440733598, + "timestep_mean": 384.0, + "epsilon_norm": 4.253870964050293, + "prediction_norm": 3.524350166320801, + "timestamp": "2025-07-14T12:33:49.702779" + }, + { + "epoch": 458, + "batch_idx": 0, + "loss": 0.19998939335346222, + "learning_rate": 0.0008760924685320556, + "timestep_mean": 538.125, + "epsilon_norm": 7.722532749176025, + "prediction_norm": 7.030046463012695, + "timestamp": "2025-07-14T12:33:49.707657" + }, + { + "epoch": 458, + "batch_idx": 32, + "loss": 0.39164066314697266, + "learning_rate": 0.0008760924685320556, + "timestep_mean": 517.8125, + "epsilon_norm": 9.782060623168945, + "prediction_norm": 8.147074699401855, + "timestamp": "2025-07-14T12:33:49.712722" + }, + { + "epoch": 458, + "batch_idx": 64, + "loss": 0.3463515639305115, + "learning_rate": 0.0008760924685320556, + "timestep_mean": 455.375, + "epsilon_norm": 8.000442504882812, + "prediction_norm": 6.505074977874756, + "timestamp": "2025-07-14T12:33:49.717571" + }, + { + "epoch": 458, + "batch_idx": 96, + "loss": 0.2453068494796753, + "learning_rate": 0.0008760924685320556, + "timestep_mean": 549.625, + "epsilon_norm": 8.108680725097656, + "prediction_norm": 7.10120153427124, + "timestamp": "2025-07-14T12:33:49.722499" + }, + { + "epoch": 458, + "batch_idx": 128, + "loss": 0.2746100425720215, + "learning_rate": 0.0008760924685320556, + "timestep_mean": 580.96875, + "epsilon_norm": 7.346329689025879, + "prediction_norm": 6.695780277252197, + "timestamp": "2025-07-14T12:33:49.727311" + }, + { + "epoch": 458, + "batch_idx": 160, + "loss": 0.4555043578147888, + "learning_rate": 0.0008760924685320556, + "timestep_mean": 460.5, + "epsilon_norm": 8.364243507385254, + "prediction_norm": 6.706384658813477, + "timestamp": "2025-07-14T12:33:49.732128" + }, + { + "epoch": 458, + "batch_idx": 192, + "loss": 0.8001914024353027, + "learning_rate": 0.0008760924685320556, + "timestep_mean": 372.0, + "epsilon_norm": 3.7122743129730225, + "prediction_norm": 1.6794184446334839, + "timestamp": "2025-07-14T12:33:49.736968" + }, + { + "epoch": 459, + "batch_idx": 0, + "loss": 0.25183671712875366, + "learning_rate": 0.0008755744650199715, + "timestep_mean": 477.96875, + "epsilon_norm": 8.17023754119873, + "prediction_norm": 7.466386318206787, + "timestamp": "2025-07-14T12:33:49.741912" + }, + { + "epoch": 459, + "batch_idx": 32, + "loss": 0.3516453504562378, + "learning_rate": 0.0008755744650199715, + "timestep_mean": 502.78125, + "epsilon_norm": 8.894871711730957, + "prediction_norm": 6.974818706512451, + "timestamp": "2025-07-14T12:33:49.746775" + }, + { + "epoch": 459, + "batch_idx": 64, + "loss": 0.28147071599960327, + "learning_rate": 0.0008755744650199715, + "timestep_mean": 506.59375, + "epsilon_norm": 7.906162261962891, + "prediction_norm": 6.337948322296143, + "timestamp": "2025-07-14T12:33:49.751646" + }, + { + "epoch": 459, + "batch_idx": 96, + "loss": 0.28234946727752686, + "learning_rate": 0.0008755744650199715, + "timestep_mean": 475.0625, + "epsilon_norm": 7.890827655792236, + "prediction_norm": 6.513803005218506, + "timestamp": "2025-07-14T12:33:49.756502" + }, + { + "epoch": 459, + "batch_idx": 128, + "loss": 0.2838525176048279, + "learning_rate": 0.0008755744650199715, + "timestep_mean": 442.40625, + "epsilon_norm": 7.107943058013916, + "prediction_norm": 6.286503791809082, + "timestamp": "2025-07-14T12:33:49.761407" + }, + { + "epoch": 459, + "batch_idx": 160, + "loss": 0.32858550548553467, + "learning_rate": 0.0008755744650199715, + "timestep_mean": 468.46875, + "epsilon_norm": 7.249039649963379, + "prediction_norm": 5.308745861053467, + "timestamp": "2025-07-14T12:33:49.766280" + }, + { + "epoch": 459, + "batch_idx": 192, + "loss": 0.35702386498451233, + "learning_rate": 0.0008755744650199715, + "timestep_mean": 533.75, + "epsilon_norm": 3.9957966804504395, + "prediction_norm": 3.255833148956299, + "timestamp": "2025-07-14T12:33:49.771259" + }, + { + "epoch": 460, + "batch_idx": 0, + "loss": 0.23406289517879486, + "learning_rate": 0.0008750555348152297, + "timestep_mean": 586.28125, + "epsilon_norm": 7.5229644775390625, + "prediction_norm": 6.6490583419799805, + "timestamp": "2025-07-14T12:33:49.776306" + }, + { + "epoch": 460, + "batch_idx": 32, + "loss": 0.3519531190395355, + "learning_rate": 0.0008750555348152297, + "timestep_mean": 503.59375, + "epsilon_norm": 8.692090034484863, + "prediction_norm": 7.940867900848389, + "timestamp": "2025-07-14T12:33:49.781141" + }, + { + "epoch": 460, + "batch_idx": 64, + "loss": 0.13231892883777618, + "learning_rate": 0.0008750555348152297, + "timestep_mean": 557.84375, + "epsilon_norm": 7.865764141082764, + "prediction_norm": 7.838144302368164, + "timestamp": "2025-07-14T12:33:49.786151" + }, + { + "epoch": 460, + "batch_idx": 96, + "loss": 0.27285879850387573, + "learning_rate": 0.0008750555348152297, + "timestep_mean": 463.375, + "epsilon_norm": 7.984342575073242, + "prediction_norm": 6.549251079559326, + "timestamp": "2025-07-14T12:33:49.790995" + }, + { + "epoch": 460, + "batch_idx": 128, + "loss": 0.4446534812450409, + "learning_rate": 0.0008750555348152297, + "timestep_mean": 346.53125, + "epsilon_norm": 9.157654762268066, + "prediction_norm": 7.062966823577881, + "timestamp": "2025-07-14T12:33:49.795967" + }, + { + "epoch": 460, + "batch_idx": 160, + "loss": 0.47031140327453613, + "learning_rate": 0.0008750555348152297, + "timestep_mean": 465.71875, + "epsilon_norm": 8.481025695800781, + "prediction_norm": 6.502326965332031, + "timestamp": "2025-07-14T12:33:49.800789" + }, + { + "epoch": 460, + "batch_idx": 192, + "loss": 0.08837655186653137, + "learning_rate": 0.0008750555348152297, + "timestep_mean": 531.25, + "epsilon_norm": 3.1552228927612305, + "prediction_norm": 2.672384738922119, + "timestamp": "2025-07-14T12:33:49.805669" + }, + { + "epoch": 461, + "batch_idx": 0, + "loss": 0.5950208902359009, + "learning_rate": 0.0008745356791982388, + "timestep_mean": 315.5625, + "epsilon_norm": 7.801357269287109, + "prediction_norm": 4.623563289642334, + "timestamp": "2025-07-14T12:33:49.810563" + }, + { + "epoch": 461, + "batch_idx": 32, + "loss": 0.3197459876537323, + "learning_rate": 0.0008745356791982388, + "timestep_mean": 533.5, + "epsilon_norm": 7.977339267730713, + "prediction_norm": 7.0128607749938965, + "timestamp": "2025-07-14T12:33:49.815460" + }, + { + "epoch": 461, + "batch_idx": 64, + "loss": 0.359001100063324, + "learning_rate": 0.0008745356791982388, + "timestep_mean": 521.75, + "epsilon_norm": 7.874016284942627, + "prediction_norm": 6.92617654800415, + "timestamp": "2025-07-14T12:33:49.820352" + }, + { + "epoch": 461, + "batch_idx": 96, + "loss": 0.1786448359489441, + "learning_rate": 0.0008745356791982388, + "timestep_mean": 582.25, + "epsilon_norm": 7.372865676879883, + "prediction_norm": 6.740109920501709, + "timestamp": "2025-07-14T12:33:49.825262" + }, + { + "epoch": 461, + "batch_idx": 128, + "loss": 0.4418841302394867, + "learning_rate": 0.0008745356791982388, + "timestep_mean": 500.15625, + "epsilon_norm": 7.431482791900635, + "prediction_norm": 5.386451721191406, + "timestamp": "2025-07-14T12:33:49.830210" + }, + { + "epoch": 461, + "batch_idx": 160, + "loss": 0.30565229058265686, + "learning_rate": 0.0008745356791982388, + "timestep_mean": 533.875, + "epsilon_norm": 8.112859725952148, + "prediction_norm": 7.041840553283691, + "timestamp": "2025-07-14T12:33:49.835047" + }, + { + "epoch": 461, + "batch_idx": 192, + "loss": 0.07755911350250244, + "learning_rate": 0.0008745356791982388, + "timestep_mean": 476.5, + "epsilon_norm": 4.0286102294921875, + "prediction_norm": 3.964823007583618, + "timestamp": "2025-07-14T12:33:49.839970" + }, + { + "epoch": 462, + "batch_idx": 0, + "loss": 0.16084720194339752, + "learning_rate": 0.000874014899451691, + "timestep_mean": 526.53125, + "epsilon_norm": 8.017923355102539, + "prediction_norm": 7.535689830780029, + "timestamp": "2025-07-14T12:33:49.844838" + }, + { + "epoch": 462, + "batch_idx": 32, + "loss": 0.3343208432197571, + "learning_rate": 0.000874014899451691, + "timestep_mean": 453.125, + "epsilon_norm": 8.12486457824707, + "prediction_norm": 6.274914264678955, + "timestamp": "2025-07-14T12:33:49.849803" + }, + { + "epoch": 462, + "batch_idx": 64, + "loss": 0.3355017304420471, + "learning_rate": 0.000874014899451691, + "timestep_mean": 528.625, + "epsilon_norm": 7.239624500274658, + "prediction_norm": 5.546292781829834, + "timestamp": "2025-07-14T12:33:49.854710" + }, + { + "epoch": 462, + "batch_idx": 96, + "loss": 0.27460777759552, + "learning_rate": 0.000874014899451691, + "timestep_mean": 548.0, + "epsilon_norm": 7.204378604888916, + "prediction_norm": 5.240395545959473, + "timestamp": "2025-07-14T12:33:49.859583" + }, + { + "epoch": 462, + "batch_idx": 128, + "loss": 0.5200434923171997, + "learning_rate": 0.000874014899451691, + "timestep_mean": 518.65625, + "epsilon_norm": 7.819389820098877, + "prediction_norm": 5.441172122955322, + "timestamp": "2025-07-14T12:33:49.864390" + }, + { + "epoch": 462, + "batch_idx": 160, + "loss": 0.3100946545600891, + "learning_rate": 0.000874014899451691, + "timestep_mean": 454.03125, + "epsilon_norm": 7.421916961669922, + "prediction_norm": 5.788043022155762, + "timestamp": "2025-07-14T12:33:49.869261" + }, + { + "epoch": 462, + "batch_idx": 192, + "loss": 0.7519489526748657, + "learning_rate": 0.000874014899451691, + "timestep_mean": 510.0, + "epsilon_norm": 5.0163445472717285, + "prediction_norm": 2.7558836936950684, + "timestamp": "2025-07-14T12:33:49.874057" + }, + { + "epoch": 463, + "batch_idx": 0, + "loss": 0.31371304392814636, + "learning_rate": 0.0008734931968605586, + "timestep_mean": 510.84375, + "epsilon_norm": 8.206391334533691, + "prediction_norm": 6.350988388061523, + "timestamp": "2025-07-14T12:33:49.878940" + }, + { + "epoch": 463, + "batch_idx": 32, + "loss": 0.2461012303829193, + "learning_rate": 0.0008734931968605586, + "timestep_mean": 571.6875, + "epsilon_norm": 8.031256675720215, + "prediction_norm": 6.52882194519043, + "timestamp": "2025-07-14T12:33:49.883767" + }, + { + "epoch": 463, + "batch_idx": 64, + "loss": 0.3891352415084839, + "learning_rate": 0.0008734931968605586, + "timestep_mean": 437.4375, + "epsilon_norm": 8.373466491699219, + "prediction_norm": 6.791379451751709, + "timestamp": "2025-07-14T12:33:49.888854" + }, + { + "epoch": 463, + "batch_idx": 96, + "loss": 0.24742171168327332, + "learning_rate": 0.0008734931968605586, + "timestep_mean": 408.4375, + "epsilon_norm": 8.238405227661133, + "prediction_norm": 7.394923210144043, + "timestamp": "2025-07-14T12:33:49.893707" + }, + { + "epoch": 463, + "batch_idx": 128, + "loss": 0.236745685338974, + "learning_rate": 0.0008734931968605586, + "timestep_mean": 532.6875, + "epsilon_norm": 7.244460582733154, + "prediction_norm": 6.788948059082031, + "timestamp": "2025-07-14T12:33:49.898560" + }, + { + "epoch": 463, + "batch_idx": 160, + "loss": 0.29136964678764343, + "learning_rate": 0.0008734931968605586, + "timestep_mean": 561.21875, + "epsilon_norm": 8.66619873046875, + "prediction_norm": 7.97808313369751, + "timestamp": "2025-07-14T12:33:49.903368" + }, + { + "epoch": 463, + "batch_idx": 192, + "loss": 0.2605149745941162, + "learning_rate": 0.0008734931968605586, + "timestep_mean": 392.0, + "epsilon_norm": 3.3792152404785156, + "prediction_norm": 3.2469229698181152, + "timestamp": "2025-07-14T12:33:49.908307" + }, + { + "epoch": 464, + "batch_idx": 0, + "loss": 0.4018743634223938, + "learning_rate": 0.0008729705727120909, + "timestep_mean": 539.5, + "epsilon_norm": 8.091165542602539, + "prediction_norm": 6.1057963371276855, + "timestamp": "2025-07-14T12:33:49.913139" + }, + { + "epoch": 464, + "batch_idx": 32, + "loss": 0.2844087481498718, + "learning_rate": 0.0008729705727120909, + "timestep_mean": 511.40625, + "epsilon_norm": 8.491654396057129, + "prediction_norm": 7.758227348327637, + "timestamp": "2025-07-14T12:33:49.918220" + }, + { + "epoch": 464, + "batch_idx": 64, + "loss": 0.3193395137786865, + "learning_rate": 0.0008729705727120909, + "timestep_mean": 490.53125, + "epsilon_norm": 7.7373127937316895, + "prediction_norm": 6.652754783630371, + "timestamp": "2025-07-14T12:33:49.923047" + }, + { + "epoch": 464, + "batch_idx": 96, + "loss": 0.3145507574081421, + "learning_rate": 0.0008729705727120909, + "timestep_mean": 467.96875, + "epsilon_norm": 7.8771162033081055, + "prediction_norm": 7.187670707702637, + "timestamp": "2025-07-14T12:33:49.928024" + }, + { + "epoch": 464, + "batch_idx": 128, + "loss": 0.25322261452674866, + "learning_rate": 0.0008729705727120909, + "timestep_mean": 539.3125, + "epsilon_norm": 7.442564487457275, + "prediction_norm": 6.094521522521973, + "timestamp": "2025-07-14T12:33:49.932903" + }, + { + "epoch": 464, + "batch_idx": 160, + "loss": 0.2346833348274231, + "learning_rate": 0.0008729705727120909, + "timestep_mean": 460.375, + "epsilon_norm": 8.288626670837402, + "prediction_norm": 7.012665748596191, + "timestamp": "2025-07-14T12:33:49.937856" + }, + { + "epoch": 464, + "batch_idx": 192, + "loss": 0.4436631202697754, + "learning_rate": 0.0008729705727120909, + "timestep_mean": 374.0, + "epsilon_norm": 3.752225637435913, + "prediction_norm": 2.170419931411743, + "timestamp": "2025-07-14T12:33:49.942684" + }, + { + "epoch": 465, + "batch_idx": 0, + "loss": 0.23453229665756226, + "learning_rate": 0.0008724470282958108, + "timestep_mean": 498.4375, + "epsilon_norm": 7.174046516418457, + "prediction_norm": 5.957595348358154, + "timestamp": "2025-07-14T12:33:49.947686" + }, + { + "epoch": 465, + "batch_idx": 32, + "loss": 0.23696643114089966, + "learning_rate": 0.0008724470282958108, + "timestep_mean": 457.65625, + "epsilon_norm": 7.31289529800415, + "prediction_norm": 6.2820940017700195, + "timestamp": "2025-07-14T12:33:49.952510" + }, + { + "epoch": 465, + "batch_idx": 64, + "loss": 0.5208369493484497, + "learning_rate": 0.0008724470282958108, + "timestep_mean": 473.40625, + "epsilon_norm": 10.061911582946777, + "prediction_norm": 7.457589149475098, + "timestamp": "2025-07-14T12:33:49.957345" + }, + { + "epoch": 465, + "batch_idx": 96, + "loss": 0.33170080184936523, + "learning_rate": 0.0008724470282958108, + "timestep_mean": 447.46875, + "epsilon_norm": 8.028304100036621, + "prediction_norm": 6.733082294464111, + "timestamp": "2025-07-14T12:33:49.962154" + }, + { + "epoch": 465, + "batch_idx": 128, + "loss": 0.3638710379600525, + "learning_rate": 0.0008724470282958108, + "timestep_mean": 512.03125, + "epsilon_norm": 7.143385887145996, + "prediction_norm": 5.796713829040527, + "timestamp": "2025-07-14T12:33:49.967109" + }, + { + "epoch": 465, + "batch_idx": 160, + "loss": 0.31362807750701904, + "learning_rate": 0.0008724470282958108, + "timestep_mean": 419.6875, + "epsilon_norm": 7.709694862365723, + "prediction_norm": 6.001672744750977, + "timestamp": "2025-07-14T12:33:49.971952" + }, + { + "epoch": 465, + "batch_idx": 192, + "loss": 0.10752379149198532, + "learning_rate": 0.0008724470282958108, + "timestep_mean": 612.5, + "epsilon_norm": 4.321716785430908, + "prediction_norm": 3.6275830268859863, + "timestamp": "2025-07-14T12:33:49.976842" + }, + { + "epoch": 466, + "batch_idx": 0, + "loss": 0.5115037560462952, + "learning_rate": 0.0008719225649035123, + "timestep_mean": 439.96875, + "epsilon_norm": 8.267346382141113, + "prediction_norm": 5.911312580108643, + "timestamp": "2025-07-14T12:33:49.981712" + }, + { + "epoch": 466, + "batch_idx": 32, + "loss": 0.4886695146560669, + "learning_rate": 0.0008719225649035123, + "timestep_mean": 501.0625, + "epsilon_norm": 9.869512557983398, + "prediction_norm": 8.141582489013672, + "timestamp": "2025-07-14T12:33:49.986526" + }, + { + "epoch": 466, + "batch_idx": 64, + "loss": 0.37021076679229736, + "learning_rate": 0.0008719225649035123, + "timestep_mean": 421.375, + "epsilon_norm": 7.32914924621582, + "prediction_norm": 5.282492637634277, + "timestamp": "2025-07-14T12:33:49.991488" + }, + { + "epoch": 466, + "batch_idx": 96, + "loss": 0.2912188768386841, + "learning_rate": 0.0008719225649035123, + "timestep_mean": 464.4375, + "epsilon_norm": 9.229649543762207, + "prediction_norm": 7.53739595413208, + "timestamp": "2025-07-14T12:33:49.996355" + }, + { + "epoch": 466, + "batch_idx": 128, + "loss": 0.3300357162952423, + "learning_rate": 0.0008719225649035123, + "timestep_mean": 545.21875, + "epsilon_norm": 8.292885780334473, + "prediction_norm": 6.883030414581299, + "timestamp": "2025-07-14T12:33:50.001228" + }, + { + "epoch": 466, + "batch_idx": 160, + "loss": 0.28537261486053467, + "learning_rate": 0.0008719225649035123, + "timestep_mean": 484.59375, + "epsilon_norm": 6.788822174072266, + "prediction_norm": 5.533576011657715, + "timestamp": "2025-07-14T12:33:50.006240" + }, + { + "epoch": 466, + "batch_idx": 192, + "loss": 0.4132443368434906, + "learning_rate": 0.0008719225649035123, + "timestep_mean": 460.875, + "epsilon_norm": 4.108095169067383, + "prediction_norm": 2.9320850372314453, + "timestamp": "2025-07-14T12:33:50.011197" + }, + { + "epoch": 467, + "batch_idx": 0, + "loss": 0.3744833767414093, + "learning_rate": 0.0008713971838292567, + "timestep_mean": 408.9375, + "epsilon_norm": 7.6163010597229, + "prediction_norm": 6.371960639953613, + "timestamp": "2025-07-14T12:33:50.016102" + }, + { + "epoch": 467, + "batch_idx": 32, + "loss": 0.27237075567245483, + "learning_rate": 0.0008713971838292567, + "timestep_mean": 552.375, + "epsilon_norm": 7.92392635345459, + "prediction_norm": 7.229348182678223, + "timestamp": "2025-07-14T12:33:50.021172" + }, + { + "epoch": 467, + "batch_idx": 64, + "loss": 0.3947789669036865, + "learning_rate": 0.0008713971838292567, + "timestep_mean": 423.65625, + "epsilon_norm": 8.169249534606934, + "prediction_norm": 6.261952877044678, + "timestamp": "2025-07-14T12:33:50.026075" + }, + { + "epoch": 467, + "batch_idx": 96, + "loss": 0.22751864790916443, + "learning_rate": 0.0008713971838292567, + "timestep_mean": 504.5, + "epsilon_norm": 8.343321800231934, + "prediction_norm": 8.098471641540527, + "timestamp": "2025-07-14T12:33:50.030957" + }, + { + "epoch": 467, + "batch_idx": 128, + "loss": 0.42951011657714844, + "learning_rate": 0.0008713971838292567, + "timestep_mean": 476.71875, + "epsilon_norm": 8.620223045349121, + "prediction_norm": 6.798360347747803, + "timestamp": "2025-07-14T12:33:50.035906" + }, + { + "epoch": 467, + "batch_idx": 160, + "loss": 0.26385509967803955, + "learning_rate": 0.0008713971838292567, + "timestep_mean": 461.0625, + "epsilon_norm": 7.766257286071777, + "prediction_norm": 6.861433029174805, + "timestamp": "2025-07-14T12:33:50.040877" + }, + { + "epoch": 467, + "batch_idx": 192, + "loss": 0.2758483290672302, + "learning_rate": 0.0008713971838292567, + "timestep_mean": 544.875, + "epsilon_norm": 4.073853015899658, + "prediction_norm": 3.9938881397247314, + "timestamp": "2025-07-14T12:33:50.045846" + }, + { + "epoch": 468, + "batch_idx": 0, + "loss": 0.41310596466064453, + "learning_rate": 0.0008708708863693693, + "timestep_mean": 438.90625, + "epsilon_norm": 9.33961296081543, + "prediction_norm": 6.977057933807373, + "timestamp": "2025-07-14T12:33:50.050802" + }, + { + "epoch": 468, + "batch_idx": 32, + "loss": 0.25866323709487915, + "learning_rate": 0.0008708708863693693, + "timestep_mean": 433.21875, + "epsilon_norm": 7.289346694946289, + "prediction_norm": 6.136714935302734, + "timestamp": "2025-07-14T12:33:50.055648" + }, + { + "epoch": 468, + "batch_idx": 64, + "loss": 0.3029854893684387, + "learning_rate": 0.0008708708863693693, + "timestep_mean": 528.9375, + "epsilon_norm": 9.047152519226074, + "prediction_norm": 7.609547138214111, + "timestamp": "2025-07-14T12:33:50.060592" + }, + { + "epoch": 468, + "batch_idx": 96, + "loss": 0.3914767801761627, + "learning_rate": 0.0008708708863693693, + "timestep_mean": 379.34375, + "epsilon_norm": 7.800879001617432, + "prediction_norm": 5.797019958496094, + "timestamp": "2025-07-14T12:33:50.065434" + }, + { + "epoch": 468, + "batch_idx": 128, + "loss": 0.4319908022880554, + "learning_rate": 0.0008708708863693693, + "timestep_mean": 458.34375, + "epsilon_norm": 8.27796459197998, + "prediction_norm": 7.077667236328125, + "timestamp": "2025-07-14T12:33:50.070335" + }, + { + "epoch": 468, + "batch_idx": 160, + "loss": 0.2394104301929474, + "learning_rate": 0.0008708708863693693, + "timestep_mean": 452.75, + "epsilon_norm": 8.514176368713379, + "prediction_norm": 7.493717670440674, + "timestamp": "2025-07-14T12:33:50.075244" + }, + { + "epoch": 468, + "batch_idx": 192, + "loss": 0.7978836297988892, + "learning_rate": 0.0008708708863693693, + "timestep_mean": 334.875, + "epsilon_norm": 4.1271562576293945, + "prediction_norm": 2.305987596511841, + "timestamp": "2025-07-14T12:33:50.080102" + }, + { + "epoch": 469, + "batch_idx": 0, + "loss": 0.3981231451034546, + "learning_rate": 0.0008703436738224372, + "timestep_mean": 487.21875, + "epsilon_norm": 7.484806060791016, + "prediction_norm": 6.0817742347717285, + "timestamp": "2025-07-14T12:33:50.085018" + }, + { + "epoch": 469, + "batch_idx": 32, + "loss": 0.21523486077785492, + "learning_rate": 0.0008703436738224372, + "timestep_mean": 571.65625, + "epsilon_norm": 7.694062232971191, + "prediction_norm": 7.155866622924805, + "timestamp": "2025-07-14T12:33:50.089969" + }, + { + "epoch": 469, + "batch_idx": 64, + "loss": 0.43755966424942017, + "learning_rate": 0.0008703436738224372, + "timestep_mean": 557.46875, + "epsilon_norm": 8.255148887634277, + "prediction_norm": 6.1728291511535645, + "timestamp": "2025-07-14T12:33:50.094889" + }, + { + "epoch": 469, + "batch_idx": 96, + "loss": 0.2869570851325989, + "learning_rate": 0.0008703436738224372, + "timestep_mean": 520.28125, + "epsilon_norm": 8.616023063659668, + "prediction_norm": 7.4374470710754395, + "timestamp": "2025-07-14T12:33:50.099884" + }, + { + "epoch": 469, + "batch_idx": 128, + "loss": 0.14379659295082092, + "learning_rate": 0.0008703436738224372, + "timestep_mean": 530.34375, + "epsilon_norm": 7.840397834777832, + "prediction_norm": 6.856809139251709, + "timestamp": "2025-07-14T12:33:50.109566" + }, + { + "epoch": 469, + "batch_idx": 160, + "loss": 0.3629191517829895, + "learning_rate": 0.0008703436738224372, + "timestep_mean": 552.21875, + "epsilon_norm": 8.823677062988281, + "prediction_norm": 7.183991432189941, + "timestamp": "2025-07-14T12:33:50.114332" + }, + { + "epoch": 469, + "batch_idx": 192, + "loss": 0.43818050622940063, + "learning_rate": 0.0008703436738224372, + "timestep_mean": 588.75, + "epsilon_norm": 4.609949111938477, + "prediction_norm": 4.0452775955200195, + "timestamp": "2025-07-14T12:33:50.119019" + }, + { + "epoch": 470, + "batch_idx": 0, + "loss": 0.42749860882759094, + "learning_rate": 0.0008698155474893046, + "timestep_mean": 431.1875, + "epsilon_norm": 8.65583324432373, + "prediction_norm": 6.696417331695557, + "timestamp": "2025-07-14T12:33:50.123730" + }, + { + "epoch": 470, + "batch_idx": 32, + "loss": 0.2703523337841034, + "learning_rate": 0.0008698155474893046, + "timestep_mean": 488.21875, + "epsilon_norm": 7.016371726989746, + "prediction_norm": 6.070254802703857, + "timestamp": "2025-07-14T12:33:50.128429" + }, + { + "epoch": 470, + "batch_idx": 64, + "loss": 0.4396288990974426, + "learning_rate": 0.0008698155474893046, + "timestep_mean": 484.125, + "epsilon_norm": 8.237896919250488, + "prediction_norm": 7.72207498550415, + "timestamp": "2025-07-14T12:33:50.133352" + }, + { + "epoch": 470, + "batch_idx": 96, + "loss": 0.3167303800582886, + "learning_rate": 0.0008698155474893046, + "timestep_mean": 477.53125, + "epsilon_norm": 8.105694770812988, + "prediction_norm": 7.353856086730957, + "timestamp": "2025-07-14T12:33:50.138043" + }, + { + "epoch": 470, + "batch_idx": 128, + "loss": 0.3243848383426666, + "learning_rate": 0.0008698155474893046, + "timestep_mean": 517.5, + "epsilon_norm": 7.87830114364624, + "prediction_norm": 6.980574131011963, + "timestamp": "2025-07-14T12:33:50.142786" + }, + { + "epoch": 470, + "batch_idx": 160, + "loss": 0.22463633120059967, + "learning_rate": 0.0008698155474893046, + "timestep_mean": 524.78125, + "epsilon_norm": 7.3559489250183105, + "prediction_norm": 5.79324197769165, + "timestamp": "2025-07-14T12:33:50.147497" + }, + { + "epoch": 470, + "batch_idx": 192, + "loss": 0.5017445087432861, + "learning_rate": 0.0008698155474893046, + "timestep_mean": 479.5, + "epsilon_norm": 4.022158622741699, + "prediction_norm": 3.1113266944885254, + "timestamp": "2025-07-14T12:33:50.152310" + }, + { + "epoch": 471, + "batch_idx": 0, + "loss": 0.22948987782001495, + "learning_rate": 0.0008692865086730709, + "timestep_mean": 543.9375, + "epsilon_norm": 8.015422821044922, + "prediction_norm": 6.527677536010742, + "timestamp": "2025-07-14T12:33:50.157018" + }, + { + "epoch": 471, + "batch_idx": 32, + "loss": 0.3995361030101776, + "learning_rate": 0.0008692865086730709, + "timestep_mean": 516.125, + "epsilon_norm": 7.722955226898193, + "prediction_norm": 5.685404300689697, + "timestamp": "2025-07-14T12:33:50.161733" + }, + { + "epoch": 471, + "batch_idx": 64, + "loss": 0.23405303061008453, + "learning_rate": 0.0008692865086730709, + "timestep_mean": 474.03125, + "epsilon_norm": 6.556753635406494, + "prediction_norm": 5.364703178405762, + "timestamp": "2025-07-14T12:33:50.166599" + }, + { + "epoch": 471, + "batch_idx": 96, + "loss": 0.3321622610092163, + "learning_rate": 0.0008692865086730709, + "timestep_mean": 516.9375, + "epsilon_norm": 7.847441673278809, + "prediction_norm": 6.302558422088623, + "timestamp": "2025-07-14T12:33:50.171315" + }, + { + "epoch": 471, + "batch_idx": 128, + "loss": 0.23411785066127777, + "learning_rate": 0.0008692865086730709, + "timestep_mean": 480.5, + "epsilon_norm": 6.816795825958252, + "prediction_norm": 5.449267387390137, + "timestamp": "2025-07-14T12:33:50.176100" + }, + { + "epoch": 471, + "batch_idx": 160, + "loss": 0.32656335830688477, + "learning_rate": 0.0008692865086730709, + "timestep_mean": 459.59375, + "epsilon_norm": 6.946283340454102, + "prediction_norm": 5.220087051391602, + "timestamp": "2025-07-14T12:33:50.180897" + }, + { + "epoch": 471, + "batch_idx": 192, + "loss": 0.2233111709356308, + "learning_rate": 0.0008692865086730709, + "timestep_mean": 462.125, + "epsilon_norm": 3.1083927154541016, + "prediction_norm": 2.252617359161377, + "timestamp": "2025-07-14T12:33:50.185620" + }, + { + "epoch": 472, + "batch_idx": 0, + "loss": 0.21677391231060028, + "learning_rate": 0.0008687565586790868, + "timestep_mean": 581.84375, + "epsilon_norm": 9.279668807983398, + "prediction_norm": 8.8069486618042, + "timestamp": "2025-07-14T12:33:50.190367" + }, + { + "epoch": 472, + "batch_idx": 32, + "loss": 0.4425567388534546, + "learning_rate": 0.0008687565586790868, + "timestep_mean": 446.96875, + "epsilon_norm": 7.668220520019531, + "prediction_norm": 5.380705833435059, + "timestamp": "2025-07-14T12:33:50.195291" + }, + { + "epoch": 472, + "batch_idx": 64, + "loss": 0.302365779876709, + "learning_rate": 0.0008687565586790868, + "timestep_mean": 498.46875, + "epsilon_norm": 8.527923583984375, + "prediction_norm": 7.254311561584473, + "timestamp": "2025-07-14T12:33:50.200172" + }, + { + "epoch": 472, + "batch_idx": 96, + "loss": 0.35731035470962524, + "learning_rate": 0.0008687565586790868, + "timestep_mean": 454.5625, + "epsilon_norm": 7.241676330566406, + "prediction_norm": 5.380042552947998, + "timestamp": "2025-07-14T12:33:50.204927" + }, + { + "epoch": 472, + "batch_idx": 128, + "loss": 0.3004232347011566, + "learning_rate": 0.0008687565586790868, + "timestep_mean": 528.6875, + "epsilon_norm": 7.228137016296387, + "prediction_norm": 5.789812088012695, + "timestamp": "2025-07-14T12:33:50.209689" + }, + { + "epoch": 472, + "batch_idx": 160, + "loss": 0.5989596843719482, + "learning_rate": 0.0008687565586790868, + "timestep_mean": 489.15625, + "epsilon_norm": 9.107905387878418, + "prediction_norm": 6.2027716636657715, + "timestamp": "2025-07-14T12:33:50.214455" + }, + { + "epoch": 472, + "batch_idx": 192, + "loss": 0.6192334294319153, + "learning_rate": 0.0008687565586790868, + "timestep_mean": 354.25, + "epsilon_norm": 4.316745758056641, + "prediction_norm": 2.6763315200805664, + "timestamp": "2025-07-14T12:33:50.219158" + }, + { + "epoch": 473, + "batch_idx": 0, + "loss": 0.3606725335121155, + "learning_rate": 0.000868225698814951, + "timestep_mean": 536.59375, + "epsilon_norm": 8.167487144470215, + "prediction_norm": 6.179544448852539, + "timestamp": "2025-07-14T12:33:50.223927" + }, + { + "epoch": 473, + "batch_idx": 32, + "loss": 0.44421452283859253, + "learning_rate": 0.000868225698814951, + "timestep_mean": 464.3125, + "epsilon_norm": 7.271047592163086, + "prediction_norm": 5.286990165710449, + "timestamp": "2025-07-14T12:33:50.228749" + }, + { + "epoch": 473, + "batch_idx": 64, + "loss": 0.3893806040287018, + "learning_rate": 0.000868225698814951, + "timestep_mean": 482.3125, + "epsilon_norm": 6.815140724182129, + "prediction_norm": 4.817713260650635, + "timestamp": "2025-07-14T12:33:50.233658" + }, + { + "epoch": 473, + "batch_idx": 96, + "loss": 0.19132736325263977, + "learning_rate": 0.000868225698814951, + "timestep_mean": 511.5625, + "epsilon_norm": 7.446698188781738, + "prediction_norm": 6.351417064666748, + "timestamp": "2025-07-14T12:33:50.238562" + }, + { + "epoch": 473, + "batch_idx": 128, + "loss": 0.2621312141418457, + "learning_rate": 0.000868225698814951, + "timestep_mean": 481.75, + "epsilon_norm": 6.804652690887451, + "prediction_norm": 5.1342997550964355, + "timestamp": "2025-07-14T12:33:50.243446" + }, + { + "epoch": 473, + "batch_idx": 160, + "loss": 0.3086332380771637, + "learning_rate": 0.000868225698814951, + "timestep_mean": 569.3125, + "epsilon_norm": 7.948792934417725, + "prediction_norm": 7.011631488800049, + "timestamp": "2025-07-14T12:33:50.248403" + }, + { + "epoch": 473, + "batch_idx": 192, + "loss": 0.7782944440841675, + "learning_rate": 0.000868225698814951, + "timestep_mean": 503.125, + "epsilon_norm": 3.770385980606079, + "prediction_norm": 1.3186661005020142, + "timestamp": "2025-07-14T12:33:50.253414" + }, + { + "epoch": 474, + "batch_idx": 0, + "loss": 0.15785983204841614, + "learning_rate": 0.0008676939303905078, + "timestep_mean": 580.125, + "epsilon_norm": 7.473786354064941, + "prediction_norm": 6.768843650817871, + "timestamp": "2025-07-14T12:33:50.258694" + }, + { + "epoch": 474, + "batch_idx": 32, + "loss": 0.36945387721061707, + "learning_rate": 0.0008676939303905078, + "timestep_mean": 481.46875, + "epsilon_norm": 8.185213088989258, + "prediction_norm": 7.02690315246582, + "timestamp": "2025-07-14T12:33:50.263906" + }, + { + "epoch": 474, + "batch_idx": 64, + "loss": 0.38178345561027527, + "learning_rate": 0.0008676939303905078, + "timestep_mean": 441.28125, + "epsilon_norm": 8.457796096801758, + "prediction_norm": 7.069308280944824, + "timestamp": "2025-07-14T12:33:50.269100" + }, + { + "epoch": 474, + "batch_idx": 96, + "loss": 0.09804511070251465, + "learning_rate": 0.0008676939303905078, + "timestep_mean": 644.625, + "epsilon_norm": 6.297600269317627, + "prediction_norm": 5.928073883056641, + "timestamp": "2025-07-14T12:33:50.274236" + }, + { + "epoch": 474, + "batch_idx": 128, + "loss": 0.2203839123249054, + "learning_rate": 0.0008676939303905078, + "timestep_mean": 562.65625, + "epsilon_norm": 7.461888790130615, + "prediction_norm": 6.763738632202148, + "timestamp": "2025-07-14T12:33:50.279538" + }, + { + "epoch": 474, + "batch_idx": 160, + "loss": 0.3389427065849304, + "learning_rate": 0.0008676939303905078, + "timestep_mean": 428.65625, + "epsilon_norm": 8.805913925170898, + "prediction_norm": 7.535896301269531, + "timestamp": "2025-07-14T12:33:50.284636" + }, + { + "epoch": 474, + "batch_idx": 192, + "loss": 0.1775350719690323, + "learning_rate": 0.0008676939303905078, + "timestep_mean": 318.875, + "epsilon_norm": 3.7497000694274902, + "prediction_norm": 2.907498598098755, + "timestamp": "2025-07-14T12:33:50.289815" + }, + { + "epoch": 475, + "batch_idx": 0, + "loss": 0.29069340229034424, + "learning_rate": 0.0008671612547178426, + "timestep_mean": 561.625, + "epsilon_norm": 8.746490478515625, + "prediction_norm": 6.632490634918213, + "timestamp": "2025-07-14T12:33:50.295007" + }, + { + "epoch": 475, + "batch_idx": 32, + "loss": 0.286828875541687, + "learning_rate": 0.0008671612547178426, + "timestep_mean": 546.21875, + "epsilon_norm": 6.9479475021362305, + "prediction_norm": 5.998127460479736, + "timestamp": "2025-07-14T12:33:50.300324" + }, + { + "epoch": 475, + "batch_idx": 64, + "loss": 0.4407501816749573, + "learning_rate": 0.0008671612547178426, + "timestep_mean": 502.75, + "epsilon_norm": 8.239235877990723, + "prediction_norm": 6.322855472564697, + "timestamp": "2025-07-14T12:33:50.305431" + }, + { + "epoch": 475, + "batch_idx": 96, + "loss": 0.2670108675956726, + "learning_rate": 0.0008671612547178426, + "timestep_mean": 505.34375, + "epsilon_norm": 8.00799560546875, + "prediction_norm": 7.090100288391113, + "timestamp": "2025-07-14T12:33:50.310588" + }, + { + "epoch": 475, + "batch_idx": 128, + "loss": 0.42278558015823364, + "learning_rate": 0.0008671612547178426, + "timestep_mean": 441.53125, + "epsilon_norm": 7.972682476043701, + "prediction_norm": 6.706887722015381, + "timestamp": "2025-07-14T12:33:50.315800" + }, + { + "epoch": 475, + "batch_idx": 160, + "loss": 0.4006485342979431, + "learning_rate": 0.0008671612547178426, + "timestep_mean": 398.28125, + "epsilon_norm": 7.791654109954834, + "prediction_norm": 5.89540958404541, + "timestamp": "2025-07-14T12:33:50.320975" + }, + { + "epoch": 475, + "batch_idx": 192, + "loss": 0.6123420000076294, + "learning_rate": 0.0008671612547178426, + "timestep_mean": 486.375, + "epsilon_norm": 4.764242649078369, + "prediction_norm": 4.107194423675537, + "timestamp": "2025-07-14T12:33:50.326034" + }, + { + "epoch": 476, + "batch_idx": 0, + "loss": 0.31375551223754883, + "learning_rate": 0.0008666276731112798, + "timestep_mean": 481.09375, + "epsilon_norm": 6.979750633239746, + "prediction_norm": 5.214075088500977, + "timestamp": "2025-07-14T12:33:50.331168" + }, + { + "epoch": 476, + "batch_idx": 32, + "loss": 0.36773890256881714, + "learning_rate": 0.0008666276731112798, + "timestep_mean": 482.59375, + "epsilon_norm": 9.274646759033203, + "prediction_norm": 7.816603183746338, + "timestamp": "2025-07-14T12:33:50.336376" + }, + { + "epoch": 476, + "batch_idx": 64, + "loss": 0.26768961548805237, + "learning_rate": 0.0008666276731112798, + "timestep_mean": 471.75, + "epsilon_norm": 7.772522449493408, + "prediction_norm": 6.6727495193481445, + "timestamp": "2025-07-14T12:33:50.341737" + }, + { + "epoch": 476, + "batch_idx": 96, + "loss": 0.3134087920188904, + "learning_rate": 0.0008666276731112798, + "timestep_mean": 464.96875, + "epsilon_norm": 6.7344841957092285, + "prediction_norm": 5.949621200561523, + "timestamp": "2025-07-14T12:33:50.347006" + }, + { + "epoch": 476, + "batch_idx": 128, + "loss": 0.3140534460544586, + "learning_rate": 0.0008666276731112798, + "timestep_mean": 572.53125, + "epsilon_norm": 7.6604461669921875, + "prediction_norm": 6.231040954589844, + "timestamp": "2025-07-14T12:33:50.352272" + }, + { + "epoch": 476, + "batch_idx": 160, + "loss": 0.4065176248550415, + "learning_rate": 0.0008666276731112798, + "timestep_mean": 454.46875, + "epsilon_norm": 7.261277675628662, + "prediction_norm": 5.652075290679932, + "timestamp": "2025-07-14T12:33:50.357610" + }, + { + "epoch": 476, + "batch_idx": 192, + "loss": 0.26183199882507324, + "learning_rate": 0.0008666276731112798, + "timestep_mean": 467.375, + "epsilon_norm": 2.9930219650268555, + "prediction_norm": 2.2931816577911377, + "timestamp": "2025-07-14T12:33:50.362801" + }, + { + "epoch": 477, + "batch_idx": 0, + "loss": 0.45441287755966187, + "learning_rate": 0.000866093186887379, + "timestep_mean": 480.46875, + "epsilon_norm": 8.664122581481934, + "prediction_norm": 6.409491062164307, + "timestamp": "2025-07-14T12:33:50.367943" + }, + { + "epoch": 477, + "batch_idx": 32, + "loss": 0.27404385805130005, + "learning_rate": 0.000866093186887379, + "timestep_mean": 532.0625, + "epsilon_norm": 7.904651641845703, + "prediction_norm": 6.138033866882324, + "timestamp": "2025-07-14T12:33:50.373141" + }, + { + "epoch": 477, + "batch_idx": 64, + "loss": 0.3426889479160309, + "learning_rate": 0.000866093186887379, + "timestep_mean": 508.09375, + "epsilon_norm": 8.058138847351074, + "prediction_norm": 6.264453887939453, + "timestamp": "2025-07-14T12:33:50.378346" + }, + { + "epoch": 477, + "batch_idx": 96, + "loss": 0.4537976086139679, + "learning_rate": 0.000866093186887379, + "timestep_mean": 515.9375, + "epsilon_norm": 9.306066513061523, + "prediction_norm": 7.308419704437256, + "timestamp": "2025-07-14T12:33:50.383734" + }, + { + "epoch": 477, + "batch_idx": 128, + "loss": 0.1766022890806198, + "learning_rate": 0.000866093186887379, + "timestep_mean": 549.9375, + "epsilon_norm": 8.344120025634766, + "prediction_norm": 7.295503616333008, + "timestamp": "2025-07-14T12:33:50.388918" + }, + { + "epoch": 477, + "batch_idx": 160, + "loss": 0.38721519708633423, + "learning_rate": 0.000866093186887379, + "timestep_mean": 521.96875, + "epsilon_norm": 9.107487678527832, + "prediction_norm": 7.128711223602295, + "timestamp": "2025-07-14T12:33:50.394149" + }, + { + "epoch": 477, + "batch_idx": 192, + "loss": 0.5154204368591309, + "learning_rate": 0.000866093186887379, + "timestep_mean": 295.625, + "epsilon_norm": 5.092311859130859, + "prediction_norm": 4.191187381744385, + "timestamp": "2025-07-14T12:33:50.399413" + }, + { + "epoch": 478, + "batch_idx": 0, + "loss": 0.24145402014255524, + "learning_rate": 0.0008655577973649319, + "timestep_mean": 510.625, + "epsilon_norm": 8.474753379821777, + "prediction_norm": 7.555180549621582, + "timestamp": "2025-07-14T12:33:50.404535" + }, + { + "epoch": 478, + "batch_idx": 32, + "loss": 0.374596506357193, + "learning_rate": 0.0008655577973649319, + "timestep_mean": 547.21875, + "epsilon_norm": 8.402411460876465, + "prediction_norm": 6.714964866638184, + "timestamp": "2025-07-14T12:33:50.409301" + }, + { + "epoch": 478, + "batch_idx": 64, + "loss": 0.47581058740615845, + "learning_rate": 0.0008655577973649319, + "timestep_mean": 479.09375, + "epsilon_norm": 7.336705207824707, + "prediction_norm": 5.524991035461426, + "timestamp": "2025-07-14T12:33:50.414258" + }, + { + "epoch": 478, + "batch_idx": 96, + "loss": 0.3311106562614441, + "learning_rate": 0.0008655577973649319, + "timestep_mean": 472.53125, + "epsilon_norm": 8.990689277648926, + "prediction_norm": 7.508254528045654, + "timestamp": "2025-07-14T12:33:50.419589" + }, + { + "epoch": 478, + "batch_idx": 128, + "loss": 0.2849142551422119, + "learning_rate": 0.0008655577973649319, + "timestep_mean": 571.4375, + "epsilon_norm": 7.669301509857178, + "prediction_norm": 6.1853790283203125, + "timestamp": "2025-07-14T12:33:50.424907" + }, + { + "epoch": 478, + "batch_idx": 160, + "loss": 0.23847204446792603, + "learning_rate": 0.0008655577973649319, + "timestep_mean": 482.96875, + "epsilon_norm": 7.35598087310791, + "prediction_norm": 5.424883842468262, + "timestamp": "2025-07-14T12:33:50.430182" + }, + { + "epoch": 478, + "batch_idx": 192, + "loss": 0.5274382829666138, + "learning_rate": 0.0008655577973649319, + "timestep_mean": 353.125, + "epsilon_norm": 4.673506736755371, + "prediction_norm": 3.2284719944000244, + "timestamp": "2025-07-14T12:33:50.435393" + }, + { + "epoch": 479, + "batch_idx": 0, + "loss": 0.3386112451553345, + "learning_rate": 0.0008650215058649586, + "timestep_mean": 499.59375, + "epsilon_norm": 8.181309700012207, + "prediction_norm": 6.530240535736084, + "timestamp": "2025-07-14T12:33:50.440531" + }, + { + "epoch": 479, + "batch_idx": 32, + "loss": 0.3555072546005249, + "learning_rate": 0.0008650215058649586, + "timestep_mean": 457.5, + "epsilon_norm": 7.2648701667785645, + "prediction_norm": 5.233362674713135, + "timestamp": "2025-07-14T12:33:50.445934" + }, + { + "epoch": 479, + "batch_idx": 64, + "loss": 0.25768521428108215, + "learning_rate": 0.0008650215058649586, + "timestep_mean": 573.78125, + "epsilon_norm": 7.915111064910889, + "prediction_norm": 6.376054763793945, + "timestamp": "2025-07-14T12:33:50.451024" + }, + { + "epoch": 479, + "batch_idx": 96, + "loss": 0.3884843587875366, + "learning_rate": 0.0008650215058649586, + "timestep_mean": 517.28125, + "epsilon_norm": 7.619157314300537, + "prediction_norm": 5.622419357299805, + "timestamp": "2025-07-14T12:33:50.456195" + }, + { + "epoch": 479, + "batch_idx": 128, + "loss": 0.37383630871772766, + "learning_rate": 0.0008650215058649586, + "timestep_mean": 536.90625, + "epsilon_norm": 8.757311820983887, + "prediction_norm": 7.2249650955200195, + "timestamp": "2025-07-14T12:33:50.461377" + }, + { + "epoch": 479, + "batch_idx": 160, + "loss": 0.42990997433662415, + "learning_rate": 0.0008650215058649586, + "timestep_mean": 396.15625, + "epsilon_norm": 8.378865242004395, + "prediction_norm": 6.30882453918457, + "timestamp": "2025-07-14T12:33:50.466709" + }, + { + "epoch": 479, + "batch_idx": 192, + "loss": 0.6491521000862122, + "learning_rate": 0.0008650215058649586, + "timestep_mean": 495.25, + "epsilon_norm": 4.34619665145874, + "prediction_norm": 2.676433563232422, + "timestamp": "2025-07-14T12:33:50.471947" + }, + { + "epoch": 480, + "batch_idx": 0, + "loss": 0.5754444599151611, + "learning_rate": 0.0008644843137107056, + "timestep_mean": 459.0625, + "epsilon_norm": 8.606310844421387, + "prediction_norm": 5.950738430023193, + "timestamp": "2025-07-14T12:33:50.477151" + }, + { + "epoch": 480, + "batch_idx": 32, + "loss": 0.19447875022888184, + "learning_rate": 0.0008644843137107056, + "timestep_mean": 541.75, + "epsilon_norm": 7.437073230743408, + "prediction_norm": 6.7778191566467285, + "timestamp": "2025-07-14T12:33:50.482278" + }, + { + "epoch": 480, + "batch_idx": 64, + "loss": 0.2844600975513458, + "learning_rate": 0.0008644843137107056, + "timestep_mean": 465.34375, + "epsilon_norm": 7.945069789886475, + "prediction_norm": 6.946829795837402, + "timestamp": "2025-07-14T12:33:50.487369" + }, + { + "epoch": 480, + "batch_idx": 96, + "loss": 0.25595664978027344, + "learning_rate": 0.0008644843137107056, + "timestep_mean": 543.90625, + "epsilon_norm": 7.669236660003662, + "prediction_norm": 6.365880489349365, + "timestamp": "2025-07-14T12:33:50.492420" + }, + { + "epoch": 480, + "batch_idx": 128, + "loss": 0.3767832815647125, + "learning_rate": 0.0008644843137107056, + "timestep_mean": 540.8125, + "epsilon_norm": 8.463977813720703, + "prediction_norm": 7.143777370452881, + "timestamp": "2025-07-14T12:33:50.497606" + }, + { + "epoch": 480, + "batch_idx": 160, + "loss": 0.231656014919281, + "learning_rate": 0.0008644843137107056, + "timestep_mean": 499.25, + "epsilon_norm": 6.223816394805908, + "prediction_norm": 5.409963607788086, + "timestamp": "2025-07-14T12:33:50.502701" + }, + { + "epoch": 480, + "batch_idx": 192, + "loss": 0.40107840299606323, + "learning_rate": 0.0008644843137107056, + "timestep_mean": 526.875, + "epsilon_norm": 3.4428133964538574, + "prediction_norm": 2.806908369064331, + "timestamp": "2025-07-14T12:33:50.507835" + }, + { + "epoch": 481, + "batch_idx": 0, + "loss": 0.3029189109802246, + "learning_rate": 0.0008639462222276407, + "timestep_mean": 505.3125, + "epsilon_norm": 8.599852561950684, + "prediction_norm": 7.493921279907227, + "timestamp": "2025-07-14T12:33:50.513056" + }, + { + "epoch": 481, + "batch_idx": 32, + "loss": 0.3804831802845001, + "learning_rate": 0.0008639462222276407, + "timestep_mean": 494.875, + "epsilon_norm": 7.928156852722168, + "prediction_norm": 6.08436393737793, + "timestamp": "2025-07-14T12:33:50.518154" + }, + { + "epoch": 481, + "batch_idx": 64, + "loss": 0.32560378313064575, + "learning_rate": 0.0008639462222276407, + "timestep_mean": 422.90625, + "epsilon_norm": 7.8596415519714355, + "prediction_norm": 6.627910614013672, + "timestamp": "2025-07-14T12:33:50.523470" + }, + { + "epoch": 481, + "batch_idx": 96, + "loss": 0.4034003019332886, + "learning_rate": 0.0008639462222276407, + "timestep_mean": 457.71875, + "epsilon_norm": 8.37210464477539, + "prediction_norm": 7.279458999633789, + "timestamp": "2025-07-14T12:33:50.528653" + }, + { + "epoch": 481, + "batch_idx": 128, + "loss": 0.30595242977142334, + "learning_rate": 0.0008639462222276407, + "timestep_mean": 427.9375, + "epsilon_norm": 7.631344318389893, + "prediction_norm": 6.563309192657471, + "timestamp": "2025-07-14T12:33:50.533910" + }, + { + "epoch": 481, + "batch_idx": 160, + "loss": 0.3448675870895386, + "learning_rate": 0.0008639462222276407, + "timestep_mean": 487.6875, + "epsilon_norm": 7.559894561767578, + "prediction_norm": 6.355727672576904, + "timestamp": "2025-07-14T12:33:50.539168" + }, + { + "epoch": 481, + "batch_idx": 192, + "loss": 0.5517615675926208, + "learning_rate": 0.0008639462222276407, + "timestep_mean": 369.5, + "epsilon_norm": 4.368862152099609, + "prediction_norm": 4.190807819366455, + "timestamp": "2025-07-14T12:33:50.544354" + }, + { + "epoch": 482, + "batch_idx": 0, + "loss": 0.4234052300453186, + "learning_rate": 0.0008634072327434513, + "timestep_mean": 456.4375, + "epsilon_norm": 9.023333549499512, + "prediction_norm": 8.517434120178223, + "timestamp": "2025-07-14T12:33:50.549590" + }, + { + "epoch": 482, + "batch_idx": 32, + "loss": 0.26517537236213684, + "learning_rate": 0.0008634072327434513, + "timestep_mean": 547.1875, + "epsilon_norm": 8.954773902893066, + "prediction_norm": 8.30272388458252, + "timestamp": "2025-07-14T12:33:50.554862" + }, + { + "epoch": 482, + "batch_idx": 64, + "loss": 0.3760635256767273, + "learning_rate": 0.0008634072327434513, + "timestep_mean": 500.4375, + "epsilon_norm": 8.109829902648926, + "prediction_norm": 6.3634419441223145, + "timestamp": "2025-07-14T12:33:50.559941" + }, + { + "epoch": 482, + "batch_idx": 96, + "loss": 0.3009702265262604, + "learning_rate": 0.0008634072327434513, + "timestep_mean": 460.65625, + "epsilon_norm": 7.775805473327637, + "prediction_norm": 7.047311782836914, + "timestamp": "2025-07-14T12:33:50.565160" + }, + { + "epoch": 482, + "batch_idx": 128, + "loss": 0.35859036445617676, + "learning_rate": 0.0008634072327434513, + "timestep_mean": 546.15625, + "epsilon_norm": 8.961599349975586, + "prediction_norm": 7.896459102630615, + "timestamp": "2025-07-14T12:33:50.570370" + }, + { + "epoch": 482, + "batch_idx": 160, + "loss": 0.41606736183166504, + "learning_rate": 0.0008634072327434513, + "timestep_mean": 421.625, + "epsilon_norm": 8.288036346435547, + "prediction_norm": 6.266894817352295, + "timestamp": "2025-07-14T12:33:50.575828" + }, + { + "epoch": 482, + "batch_idx": 192, + "loss": 0.1682748645544052, + "learning_rate": 0.0008634072327434513, + "timestep_mean": 617.5, + "epsilon_norm": 4.220430850982666, + "prediction_norm": 4.079795837402344, + "timestamp": "2025-07-14T12:33:50.580981" + }, + { + "epoch": 483, + "batch_idx": 0, + "loss": 0.12804538011550903, + "learning_rate": 0.0008628673465880403, + "timestep_mean": 535.09375, + "epsilon_norm": 7.021328926086426, + "prediction_norm": 5.98304557800293, + "timestamp": "2025-07-14T12:33:50.586186" + }, + { + "epoch": 483, + "batch_idx": 32, + "loss": 0.3044136166572571, + "learning_rate": 0.0008628673465880403, + "timestep_mean": 466.25, + "epsilon_norm": 8.27219295501709, + "prediction_norm": 6.506111145019531, + "timestamp": "2025-07-14T12:33:50.591526" + }, + { + "epoch": 483, + "batch_idx": 64, + "loss": 0.10604951530694962, + "learning_rate": 0.0008628673465880403, + "timestep_mean": 564.875, + "epsilon_norm": 7.553529262542725, + "prediction_norm": 6.963963031768799, + "timestamp": "2025-07-14T12:33:50.596823" + }, + { + "epoch": 483, + "batch_idx": 96, + "loss": 0.31863486766815186, + "learning_rate": 0.0008628673465880403, + "timestep_mean": 470.8125, + "epsilon_norm": 7.88496208190918, + "prediction_norm": 6.097822666168213, + "timestamp": "2025-07-14T12:33:50.602023" + }, + { + "epoch": 483, + "batch_idx": 128, + "loss": 0.3680790364742279, + "learning_rate": 0.0008628673465880403, + "timestep_mean": 542.53125, + "epsilon_norm": 7.734004020690918, + "prediction_norm": 5.8375773429870605, + "timestamp": "2025-07-14T12:33:50.607127" + }, + { + "epoch": 483, + "batch_idx": 160, + "loss": 0.3319612145423889, + "learning_rate": 0.0008628673465880403, + "timestep_mean": 456.78125, + "epsilon_norm": 7.547186851501465, + "prediction_norm": 5.970348358154297, + "timestamp": "2025-07-14T12:33:50.612273" + }, + { + "epoch": 483, + "batch_idx": 192, + "loss": 0.359119713306427, + "learning_rate": 0.0008628673465880403, + "timestep_mean": 337.875, + "epsilon_norm": 4.506099700927734, + "prediction_norm": 3.3300554752349854, + "timestamp": "2025-07-14T12:33:50.617468" + }, + { + "epoch": 484, + "batch_idx": 0, + "loss": 0.5041252374649048, + "learning_rate": 0.0008623265650935231, + "timestep_mean": 492.125, + "epsilon_norm": 8.494192123413086, + "prediction_norm": 6.129557132720947, + "timestamp": "2025-07-14T12:33:50.622581" + }, + { + "epoch": 484, + "batch_idx": 32, + "loss": 0.29674232006073, + "learning_rate": 0.0008623265650935231, + "timestep_mean": 425.15625, + "epsilon_norm": 8.188353538513184, + "prediction_norm": 6.574093818664551, + "timestamp": "2025-07-14T12:33:50.627816" + }, + { + "epoch": 484, + "batch_idx": 64, + "loss": 0.44885045289993286, + "learning_rate": 0.0008623265650935231, + "timestep_mean": 521.09375, + "epsilon_norm": 8.297475814819336, + "prediction_norm": 6.317780017852783, + "timestamp": "2025-07-14T12:33:50.632924" + }, + { + "epoch": 484, + "batch_idx": 96, + "loss": 0.3700808882713318, + "learning_rate": 0.0008623265650935231, + "timestep_mean": 523.3125, + "epsilon_norm": 7.707574844360352, + "prediction_norm": 5.184891223907471, + "timestamp": "2025-07-14T12:33:50.638094" + }, + { + "epoch": 484, + "batch_idx": 128, + "loss": 0.2715252637863159, + "learning_rate": 0.0008623265650935231, + "timestep_mean": 496.0625, + "epsilon_norm": 8.78254508972168, + "prediction_norm": 7.060117721557617, + "timestamp": "2025-07-14T12:33:50.643276" + }, + { + "epoch": 484, + "batch_idx": 160, + "loss": 0.387945294380188, + "learning_rate": 0.0008623265650935231, + "timestep_mean": 475.09375, + "epsilon_norm": 7.7991108894348145, + "prediction_norm": 5.618727684020996, + "timestamp": "2025-07-14T12:33:50.648424" + }, + { + "epoch": 484, + "batch_idx": 192, + "loss": 0.24570268392562866, + "learning_rate": 0.0008623265650935231, + "timestep_mean": 491.75, + "epsilon_norm": 3.7567694187164307, + "prediction_norm": 2.927061080932617, + "timestamp": "2025-07-14T12:33:50.653622" + }, + { + "epoch": 485, + "batch_idx": 0, + "loss": 0.32165563106536865, + "learning_rate": 0.0008617848895942244, + "timestep_mean": 500.9375, + "epsilon_norm": 8.343957901000977, + "prediction_norm": 7.047532558441162, + "timestamp": "2025-07-14T12:33:50.658904" + }, + { + "epoch": 485, + "batch_idx": 32, + "loss": 0.49753549695014954, + "learning_rate": 0.0008617848895942244, + "timestep_mean": 519.03125, + "epsilon_norm": 7.755403518676758, + "prediction_norm": 5.894956588745117, + "timestamp": "2025-07-14T12:33:50.663991" + }, + { + "epoch": 485, + "batch_idx": 64, + "loss": 0.19166119396686554, + "learning_rate": 0.0008617848895942244, + "timestep_mean": 463.75, + "epsilon_norm": 7.3991498947143555, + "prediction_norm": 6.600238800048828, + "timestamp": "2025-07-14T12:33:50.669228" + }, + { + "epoch": 485, + "batch_idx": 96, + "loss": 0.31785428524017334, + "learning_rate": 0.0008617848895942244, + "timestep_mean": 527.625, + "epsilon_norm": 7.808377265930176, + "prediction_norm": 6.7956156730651855, + "timestamp": "2025-07-14T12:33:50.674316" + }, + { + "epoch": 485, + "batch_idx": 128, + "loss": 0.4385935664176941, + "learning_rate": 0.0008617848895942244, + "timestep_mean": 469.21875, + "epsilon_norm": 7.586659908294678, + "prediction_norm": 5.589197158813477, + "timestamp": "2025-07-14T12:33:50.679604" + }, + { + "epoch": 485, + "batch_idx": 160, + "loss": 0.31247758865356445, + "learning_rate": 0.0008617848895942244, + "timestep_mean": 481.9375, + "epsilon_norm": 8.263399124145508, + "prediction_norm": 7.087164878845215, + "timestamp": "2025-07-14T12:33:50.684793" + }, + { + "epoch": 485, + "batch_idx": 192, + "loss": 0.18405935168266296, + "learning_rate": 0.0008617848895942244, + "timestep_mean": 588.5, + "epsilon_norm": 3.1675562858581543, + "prediction_norm": 2.8583974838256836, + "timestamp": "2025-07-14T12:33:50.689918" + }, + { + "epoch": 486, + "batch_idx": 0, + "loss": 0.3505718410015106, + "learning_rate": 0.0008612423214266747, + "timestep_mean": 517.90625, + "epsilon_norm": 7.500035285949707, + "prediction_norm": 6.336836814880371, + "timestamp": "2025-07-14T12:33:50.700790" + }, + { + "epoch": 486, + "batch_idx": 32, + "loss": 0.23597028851509094, + "learning_rate": 0.0008612423214266747, + "timestep_mean": 535.65625, + "epsilon_norm": 8.313985824584961, + "prediction_norm": 7.157595157623291, + "timestamp": "2025-07-14T12:33:50.705844" + }, + { + "epoch": 486, + "batch_idx": 64, + "loss": 0.2848537564277649, + "learning_rate": 0.0008612423214266747, + "timestep_mean": 511.5, + "epsilon_norm": 7.281454086303711, + "prediction_norm": 5.984560012817383, + "timestamp": "2025-07-14T12:33:50.710883" + }, + { + "epoch": 486, + "batch_idx": 96, + "loss": 0.303779661655426, + "learning_rate": 0.0008612423214266747, + "timestep_mean": 475.46875, + "epsilon_norm": 8.024267196655273, + "prediction_norm": 6.902770519256592, + "timestamp": "2025-07-14T12:33:50.715702" + }, + { + "epoch": 486, + "batch_idx": 128, + "loss": 0.32231271266937256, + "learning_rate": 0.0008612423214266747, + "timestep_mean": 474.875, + "epsilon_norm": 8.70020580291748, + "prediction_norm": 6.780557155609131, + "timestamp": "2025-07-14T12:33:50.720679" + }, + { + "epoch": 486, + "batch_idx": 160, + "loss": 0.3546519875526428, + "learning_rate": 0.0008612423214266747, + "timestep_mean": 558.8125, + "epsilon_norm": 9.094610214233398, + "prediction_norm": 7.482278823852539, + "timestamp": "2025-07-14T12:33:50.725633" + }, + { + "epoch": 486, + "batch_idx": 192, + "loss": 0.7755923271179199, + "learning_rate": 0.0008612423214266747, + "timestep_mean": 423.375, + "epsilon_norm": 4.572943687438965, + "prediction_norm": 2.5903563499450684, + "timestamp": "2025-07-14T12:33:50.730667" + }, + { + "epoch": 487, + "batch_idx": 0, + "loss": 0.16631212830543518, + "learning_rate": 0.0008606988619296069, + "timestep_mean": 546.875, + "epsilon_norm": 8.085738182067871, + "prediction_norm": 8.07768440246582, + "timestamp": "2025-07-14T12:33:50.735697" + }, + { + "epoch": 487, + "batch_idx": 32, + "loss": 0.6635468602180481, + "learning_rate": 0.0008606988619296069, + "timestep_mean": 496.875, + "epsilon_norm": 8.126782417297363, + "prediction_norm": 5.656069278717041, + "timestamp": "2025-07-14T12:33:50.740660" + }, + { + "epoch": 487, + "batch_idx": 64, + "loss": 0.2072908580303192, + "learning_rate": 0.0008606988619296069, + "timestep_mean": 496.75, + "epsilon_norm": 7.140161514282227, + "prediction_norm": 6.7001872062683105, + "timestamp": "2025-07-14T12:33:50.745593" + }, + { + "epoch": 487, + "batch_idx": 96, + "loss": 0.14674566686153412, + "learning_rate": 0.0008606988619296069, + "timestep_mean": 559.65625, + "epsilon_norm": 7.426112174987793, + "prediction_norm": 6.9270124435424805, + "timestamp": "2025-07-14T12:33:50.750601" + }, + { + "epoch": 487, + "batch_idx": 128, + "loss": 0.17465931177139282, + "learning_rate": 0.0008606988619296069, + "timestep_mean": 587.625, + "epsilon_norm": 8.35788631439209, + "prediction_norm": 7.962863922119141, + "timestamp": "2025-07-14T12:33:50.755622" + }, + { + "epoch": 487, + "batch_idx": 160, + "loss": 0.3836445212364197, + "learning_rate": 0.0008606988619296069, + "timestep_mean": 462.8125, + "epsilon_norm": 8.849173545837402, + "prediction_norm": 7.18843412399292, + "timestamp": "2025-07-14T12:33:50.760611" + }, + { + "epoch": 487, + "batch_idx": 192, + "loss": 0.7879772782325745, + "learning_rate": 0.0008606988619296069, + "timestep_mean": 380.875, + "epsilon_norm": 4.270082950592041, + "prediction_norm": 1.890707015991211, + "timestamp": "2025-07-14T12:33:50.765557" + }, + { + "epoch": 488, + "batch_idx": 0, + "loss": 0.17643031477928162, + "learning_rate": 0.0008601545124439532, + "timestep_mean": 554.625, + "epsilon_norm": 8.049949645996094, + "prediction_norm": 7.169726371765137, + "timestamp": "2025-07-14T12:33:50.770604" + }, + { + "epoch": 488, + "batch_idx": 32, + "loss": 0.17654597759246826, + "learning_rate": 0.0008601545124439532, + "timestep_mean": 497.65625, + "epsilon_norm": 7.489556789398193, + "prediction_norm": 6.603344440460205, + "timestamp": "2025-07-14T12:33:50.775646" + }, + { + "epoch": 488, + "batch_idx": 64, + "loss": 0.28988099098205566, + "learning_rate": 0.0008601545124439532, + "timestep_mean": 479.53125, + "epsilon_norm": 8.392760276794434, + "prediction_norm": 7.811473369598389, + "timestamp": "2025-07-14T12:33:50.780588" + }, + { + "epoch": 488, + "batch_idx": 96, + "loss": 0.30355584621429443, + "learning_rate": 0.0008601545124439532, + "timestep_mean": 444.03125, + "epsilon_norm": 8.039297103881836, + "prediction_norm": 6.526747226715088, + "timestamp": "2025-07-14T12:33:50.785665" + }, + { + "epoch": 488, + "batch_idx": 128, + "loss": 0.19773027300834656, + "learning_rate": 0.0008601545124439532, + "timestep_mean": 540.25, + "epsilon_norm": 6.628207683563232, + "prediction_norm": 6.061254024505615, + "timestamp": "2025-07-14T12:33:50.790620" + }, + { + "epoch": 488, + "batch_idx": 160, + "loss": 0.44619351625442505, + "learning_rate": 0.0008601545124439532, + "timestep_mean": 494.1875, + "epsilon_norm": 8.252483367919922, + "prediction_norm": 6.136395454406738, + "timestamp": "2025-07-14T12:33:50.795679" + }, + { + "epoch": 488, + "batch_idx": 192, + "loss": 0.313102126121521, + "learning_rate": 0.0008601545124439532, + "timestep_mean": 219.5, + "epsilon_norm": 2.399277925491333, + "prediction_norm": 2.000356912612915, + "timestamp": "2025-07-14T12:33:50.800673" + }, + { + "epoch": 489, + "batch_idx": 0, + "loss": 0.3842281997203827, + "learning_rate": 0.0008596092743128421, + "timestep_mean": 494.1875, + "epsilon_norm": 8.613842010498047, + "prediction_norm": 6.262493133544922, + "timestamp": "2025-07-14T12:33:50.805670" + }, + { + "epoch": 489, + "batch_idx": 32, + "loss": 0.266971230506897, + "learning_rate": 0.0008596092743128421, + "timestep_mean": 516.6875, + "epsilon_norm": 8.053566932678223, + "prediction_norm": 6.365889549255371, + "timestamp": "2025-07-14T12:33:50.810721" + }, + { + "epoch": 489, + "batch_idx": 64, + "loss": 0.4076575040817261, + "learning_rate": 0.0008596092743128421, + "timestep_mean": 410.3125, + "epsilon_norm": 8.44168472290039, + "prediction_norm": 6.552252769470215, + "timestamp": "2025-07-14T12:33:50.815758" + }, + { + "epoch": 489, + "batch_idx": 96, + "loss": 0.4119946360588074, + "learning_rate": 0.0008596092743128421, + "timestep_mean": 415.1875, + "epsilon_norm": 7.019932270050049, + "prediction_norm": 5.237268924713135, + "timestamp": "2025-07-14T12:33:50.820782" + }, + { + "epoch": 489, + "batch_idx": 128, + "loss": 0.49200356006622314, + "learning_rate": 0.0008596092743128421, + "timestep_mean": 416.46875, + "epsilon_norm": 8.57534408569336, + "prediction_norm": 7.125566005706787, + "timestamp": "2025-07-14T12:33:50.825974" + }, + { + "epoch": 489, + "batch_idx": 160, + "loss": 0.24127230048179626, + "learning_rate": 0.0008596092743128421, + "timestep_mean": 478.21875, + "epsilon_norm": 7.9061665534973145, + "prediction_norm": 7.196526527404785, + "timestamp": "2025-07-14T12:33:50.830965" + }, + { + "epoch": 489, + "batch_idx": 192, + "loss": 0.11004621535539627, + "learning_rate": 0.0008596092743128421, + "timestep_mean": 517.5, + "epsilon_norm": 3.560483455657959, + "prediction_norm": 2.88613224029541, + "timestamp": "2025-07-14T12:33:50.836067" + }, + { + "epoch": 490, + "batch_idx": 0, + "loss": 0.28138434886932373, + "learning_rate": 0.0008590631488815943, + "timestep_mean": 544.4375, + "epsilon_norm": 8.352497100830078, + "prediction_norm": 7.36609411239624, + "timestamp": "2025-07-14T12:33:50.841172" + }, + { + "epoch": 490, + "batch_idx": 32, + "loss": 0.417388916015625, + "learning_rate": 0.0008590631488815943, + "timestep_mean": 450.65625, + "epsilon_norm": 8.491584777832031, + "prediction_norm": 6.243702411651611, + "timestamp": "2025-07-14T12:33:50.846450" + }, + { + "epoch": 490, + "batch_idx": 64, + "loss": 0.14070549607276917, + "learning_rate": 0.0008590631488815943, + "timestep_mean": 531.90625, + "epsilon_norm": 7.139372825622559, + "prediction_norm": 6.872193813323975, + "timestamp": "2025-07-14T12:33:50.851610" + }, + { + "epoch": 490, + "batch_idx": 96, + "loss": 0.40861034393310547, + "learning_rate": 0.0008590631488815943, + "timestep_mean": 547.8125, + "epsilon_norm": 9.42366886138916, + "prediction_norm": 7.498275279998779, + "timestamp": "2025-07-14T12:33:50.856805" + }, + { + "epoch": 490, + "batch_idx": 128, + "loss": 0.418610155582428, + "learning_rate": 0.0008590631488815943, + "timestep_mean": 454.28125, + "epsilon_norm": 7.839323997497559, + "prediction_norm": 5.95016622543335, + "timestamp": "2025-07-14T12:33:50.862011" + }, + { + "epoch": 490, + "batch_idx": 160, + "loss": 0.2234322428703308, + "learning_rate": 0.0008590631488815943, + "timestep_mean": 606.21875, + "epsilon_norm": 7.522637367248535, + "prediction_norm": 6.9694342613220215, + "timestamp": "2025-07-14T12:33:50.867180" + }, + { + "epoch": 490, + "batch_idx": 192, + "loss": 0.45874306559562683, + "learning_rate": 0.0008590631488815943, + "timestep_mean": 323.875, + "epsilon_norm": 3.01682710647583, + "prediction_norm": 2.5278358459472656, + "timestamp": "2025-07-14T12:33:50.872337" + }, + { + "epoch": 491, + "batch_idx": 0, + "loss": 0.2509349584579468, + "learning_rate": 0.00085851613749772, + "timestep_mean": 525.6875, + "epsilon_norm": 6.891496658325195, + "prediction_norm": 6.228269100189209, + "timestamp": "2025-07-14T12:33:50.877550" + }, + { + "epoch": 491, + "batch_idx": 32, + "loss": 0.2894314229488373, + "learning_rate": 0.00085851613749772, + "timestep_mean": 520.21875, + "epsilon_norm": 7.694441318511963, + "prediction_norm": 6.659149169921875, + "timestamp": "2025-07-14T12:33:50.882766" + }, + { + "epoch": 491, + "batch_idx": 64, + "loss": 0.3364461064338684, + "learning_rate": 0.00085851613749772, + "timestep_mean": 409.5625, + "epsilon_norm": 6.698198318481445, + "prediction_norm": 5.188449382781982, + "timestamp": "2025-07-14T12:33:50.888068" + }, + { + "epoch": 491, + "batch_idx": 96, + "loss": 0.540387749671936, + "learning_rate": 0.00085851613749772, + "timestep_mean": 440.25, + "epsilon_norm": 9.403613090515137, + "prediction_norm": 7.208248615264893, + "timestamp": "2025-07-14T12:33:50.893225" + }, + { + "epoch": 491, + "batch_idx": 128, + "loss": 0.23210129141807556, + "learning_rate": 0.00085851613749772, + "timestep_mean": 519.4375, + "epsilon_norm": 6.95484733581543, + "prediction_norm": 5.270964622497559, + "timestamp": "2025-07-14T12:33:50.898577" + }, + { + "epoch": 491, + "batch_idx": 160, + "loss": 0.49036115407943726, + "learning_rate": 0.00085851613749772, + "timestep_mean": 455.28125, + "epsilon_norm": 8.703160285949707, + "prediction_norm": 6.696439266204834, + "timestamp": "2025-07-14T12:33:50.903832" + }, + { + "epoch": 491, + "batch_idx": 192, + "loss": 0.14858824014663696, + "learning_rate": 0.00085851613749772, + "timestep_mean": 521.125, + "epsilon_norm": 3.743896007537842, + "prediction_norm": 2.811229944229126, + "timestamp": "2025-07-14T12:33:50.909052" + }, + { + "epoch": 492, + "batch_idx": 0, + "loss": 0.31667083501815796, + "learning_rate": 0.0008579682415109153, + "timestep_mean": 522.25, + "epsilon_norm": 7.835806369781494, + "prediction_norm": 6.340260028839111, + "timestamp": "2025-07-14T12:33:50.914223" + }, + { + "epoch": 492, + "batch_idx": 32, + "loss": 0.2567257285118103, + "learning_rate": 0.0008579682415109153, + "timestep_mean": 503.71875, + "epsilon_norm": 6.437739849090576, + "prediction_norm": 5.451585292816162, + "timestamp": "2025-07-14T12:33:50.919390" + }, + { + "epoch": 492, + "batch_idx": 64, + "loss": 0.19699636101722717, + "learning_rate": 0.0008579682415109153, + "timestep_mean": 539.09375, + "epsilon_norm": 7.423292636871338, + "prediction_norm": 6.477919578552246, + "timestamp": "2025-07-14T12:33:50.924557" + }, + { + "epoch": 492, + "batch_idx": 96, + "loss": 0.36275219917297363, + "learning_rate": 0.0008579682415109153, + "timestep_mean": 514.25, + "epsilon_norm": 8.01561164855957, + "prediction_norm": 5.588317394256592, + "timestamp": "2025-07-14T12:33:50.929805" + }, + { + "epoch": 492, + "batch_idx": 128, + "loss": 0.3721974492073059, + "learning_rate": 0.0008579682415109153, + "timestep_mean": 539.71875, + "epsilon_norm": 8.919438362121582, + "prediction_norm": 6.456262588500977, + "timestamp": "2025-07-14T12:33:50.934999" + }, + { + "epoch": 492, + "batch_idx": 160, + "loss": 0.3526419997215271, + "learning_rate": 0.0008579682415109153, + "timestep_mean": 476.46875, + "epsilon_norm": 8.601901054382324, + "prediction_norm": 6.74104642868042, + "timestamp": "2025-07-14T12:33:50.940227" + }, + { + "epoch": 492, + "batch_idx": 192, + "loss": 0.37805062532424927, + "learning_rate": 0.0008579682415109153, + "timestep_mean": 577.75, + "epsilon_norm": 4.218938827514648, + "prediction_norm": 3.0150742530822754, + "timestamp": "2025-07-14T12:33:50.945381" + }, + { + "epoch": 493, + "batch_idx": 0, + "loss": 0.36480459570884705, + "learning_rate": 0.0008574194622730595, + "timestep_mean": 444.375, + "epsilon_norm": 7.528451919555664, + "prediction_norm": 5.794751167297363, + "timestamp": "2025-07-14T12:33:50.950756" + }, + { + "epoch": 493, + "batch_idx": 32, + "loss": 0.36389628052711487, + "learning_rate": 0.0008574194622730595, + "timestep_mean": 426.90625, + "epsilon_norm": 8.233941078186035, + "prediction_norm": 6.813314914703369, + "timestamp": "2025-07-14T12:33:50.955750" + }, + { + "epoch": 493, + "batch_idx": 64, + "loss": 0.2982175946235657, + "learning_rate": 0.0008574194622730595, + "timestep_mean": 520.3125, + "epsilon_norm": 9.3129301071167, + "prediction_norm": 8.207341194152832, + "timestamp": "2025-07-14T12:33:50.960641" + }, + { + "epoch": 493, + "batch_idx": 96, + "loss": 0.2067440152168274, + "learning_rate": 0.0008574194622730595, + "timestep_mean": 526.59375, + "epsilon_norm": 8.20058822631836, + "prediction_norm": 7.977107524871826, + "timestamp": "2025-07-14T12:33:50.965887" + }, + { + "epoch": 493, + "batch_idx": 128, + "loss": 0.307241827249527, + "learning_rate": 0.0008574194622730595, + "timestep_mean": 458.65625, + "epsilon_norm": 7.9983367919921875, + "prediction_norm": 6.8654704093933105, + "timestamp": "2025-07-14T12:33:50.971180" + }, + { + "epoch": 493, + "batch_idx": 160, + "loss": 0.3435947000980377, + "learning_rate": 0.0008574194622730595, + "timestep_mean": 505.25, + "epsilon_norm": 6.537605285644531, + "prediction_norm": 5.774803638458252, + "timestamp": "2025-07-14T12:33:50.976369" + }, + { + "epoch": 493, + "batch_idx": 192, + "loss": 0.06828826665878296, + "learning_rate": 0.0008574194622730595, + "timestep_mean": 602.625, + "epsilon_norm": 3.6564137935638428, + "prediction_norm": 3.4068078994750977, + "timestamp": "2025-07-14T12:33:50.981516" + }, + { + "epoch": 494, + "batch_idx": 0, + "loss": 0.2641909420490265, + "learning_rate": 0.0008568698011382104, + "timestep_mean": 488.65625, + "epsilon_norm": 7.858497619628906, + "prediction_norm": 6.49350118637085, + "timestamp": "2025-07-14T12:33:50.986465" + }, + { + "epoch": 494, + "batch_idx": 32, + "loss": 0.41927996277809143, + "learning_rate": 0.0008568698011382104, + "timestep_mean": 516.375, + "epsilon_norm": 8.331266403198242, + "prediction_norm": 6.118144512176514, + "timestamp": "2025-07-14T12:33:50.991349" + }, + { + "epoch": 494, + "batch_idx": 64, + "loss": 0.3936363756656647, + "learning_rate": 0.0008568698011382104, + "timestep_mean": 422.09375, + "epsilon_norm": 8.606969833374023, + "prediction_norm": 6.6938300132751465, + "timestamp": "2025-07-14T12:33:50.996229" + }, + { + "epoch": 494, + "batch_idx": 96, + "loss": 0.32681459188461304, + "learning_rate": 0.0008568698011382104, + "timestep_mean": 523.1875, + "epsilon_norm": 7.270155906677246, + "prediction_norm": 6.125894069671631, + "timestamp": "2025-07-14T12:33:51.001095" + }, + { + "epoch": 494, + "batch_idx": 128, + "loss": 0.12602770328521729, + "learning_rate": 0.0008568698011382104, + "timestep_mean": 623.1875, + "epsilon_norm": 8.788703918457031, + "prediction_norm": 7.8913373947143555, + "timestamp": "2025-07-14T12:33:51.005996" + }, + { + "epoch": 494, + "batch_idx": 160, + "loss": 0.25582507252693176, + "learning_rate": 0.0008568698011382104, + "timestep_mean": 470.5625, + "epsilon_norm": 8.24924373626709, + "prediction_norm": 7.179214954376221, + "timestamp": "2025-07-14T12:33:51.010870" + }, + { + "epoch": 494, + "batch_idx": 192, + "loss": 0.034418996423482895, + "learning_rate": 0.0008568698011382104, + "timestep_mean": 677.375, + "epsilon_norm": 3.6004040241241455, + "prediction_norm": 3.5651497840881348, + "timestamp": "2025-07-14T12:33:51.015751" + }, + { + "epoch": 495, + "batch_idx": 0, + "loss": 0.2829053997993469, + "learning_rate": 0.0008563192594626025, + "timestep_mean": 457.84375, + "epsilon_norm": 7.905414581298828, + "prediction_norm": 6.3401713371276855, + "timestamp": "2025-07-14T12:33:51.020664" + }, + { + "epoch": 495, + "batch_idx": 32, + "loss": 0.23064756393432617, + "learning_rate": 0.0008563192594626025, + "timestep_mean": 498.78125, + "epsilon_norm": 8.597862243652344, + "prediction_norm": 7.220711708068848, + "timestamp": "2025-07-14T12:33:51.025671" + }, + { + "epoch": 495, + "batch_idx": 64, + "loss": 0.36839890480041504, + "learning_rate": 0.0008563192594626025, + "timestep_mean": 503.375, + "epsilon_norm": 8.265405654907227, + "prediction_norm": 6.703043460845947, + "timestamp": "2025-07-14T12:33:51.030582" + }, + { + "epoch": 495, + "batch_idx": 96, + "loss": 0.43961429595947266, + "learning_rate": 0.0008563192594626025, + "timestep_mean": 474.15625, + "epsilon_norm": 8.562023162841797, + "prediction_norm": 6.574748992919922, + "timestamp": "2025-07-14T12:33:51.035504" + }, + { + "epoch": 495, + "batch_idx": 128, + "loss": 0.11745156347751617, + "learning_rate": 0.0008563192594626025, + "timestep_mean": 573.0625, + "epsilon_norm": 7.537048816680908, + "prediction_norm": 7.181663513183594, + "timestamp": "2025-07-14T12:33:51.040392" + }, + { + "epoch": 495, + "batch_idx": 160, + "loss": 0.2528432607650757, + "learning_rate": 0.0008563192594626025, + "timestep_mean": 477.15625, + "epsilon_norm": 8.096385955810547, + "prediction_norm": 7.436939239501953, + "timestamp": "2025-07-14T12:33:51.045189" + }, + { + "epoch": 495, + "batch_idx": 192, + "loss": 0.17178329825401306, + "learning_rate": 0.0008563192594626025, + "timestep_mean": 612.5, + "epsilon_norm": 3.2134552001953125, + "prediction_norm": 3.1999545097351074, + "timestamp": "2025-07-14T12:33:51.050054" + }, + { + "epoch": 496, + "batch_idx": 0, + "loss": 0.2737083435058594, + "learning_rate": 0.0008557678386046425, + "timestep_mean": 416.25, + "epsilon_norm": 7.587289810180664, + "prediction_norm": 5.94697904586792, + "timestamp": "2025-07-14T12:33:51.054916" + }, + { + "epoch": 496, + "batch_idx": 32, + "loss": 0.3776068389415741, + "learning_rate": 0.0008557678386046425, + "timestep_mean": 581.53125, + "epsilon_norm": 8.834610939025879, + "prediction_norm": 7.381899356842041, + "timestamp": "2025-07-14T12:33:51.059799" + }, + { + "epoch": 496, + "batch_idx": 64, + "loss": 0.2688295841217041, + "learning_rate": 0.0008557678386046425, + "timestep_mean": 532.53125, + "epsilon_norm": 8.111968994140625, + "prediction_norm": 7.833734035491943, + "timestamp": "2025-07-14T12:33:51.064669" + }, + { + "epoch": 496, + "batch_idx": 96, + "loss": 0.16956931352615356, + "learning_rate": 0.0008557678386046425, + "timestep_mean": 629.0625, + "epsilon_norm": 7.530919551849365, + "prediction_norm": 7.2866950035095215, + "timestamp": "2025-07-14T12:33:51.069568" + }, + { + "epoch": 496, + "batch_idx": 128, + "loss": 0.23138892650604248, + "learning_rate": 0.0008557678386046425, + "timestep_mean": 470.71875, + "epsilon_norm": 8.12567138671875, + "prediction_norm": 7.51487398147583, + "timestamp": "2025-07-14T12:33:51.074354" + }, + { + "epoch": 496, + "batch_idx": 160, + "loss": 0.20298510789871216, + "learning_rate": 0.0008557678386046425, + "timestep_mean": 560.09375, + "epsilon_norm": 7.920253276824951, + "prediction_norm": 7.327599048614502, + "timestamp": "2025-07-14T12:33:51.079275" + }, + { + "epoch": 496, + "batch_idx": 192, + "loss": 0.2314799576997757, + "learning_rate": 0.0008557678386046425, + "timestep_mean": 534.625, + "epsilon_norm": 4.232894420623779, + "prediction_norm": 3.46917462348938, + "timestamp": "2025-07-14T12:33:51.084083" + }, + { + "epoch": 497, + "batch_idx": 0, + "loss": 0.09275761246681213, + "learning_rate": 0.0008552155399249066, + "timestep_mean": 483.65625, + "epsilon_norm": 7.559925079345703, + "prediction_norm": 7.286777973175049, + "timestamp": "2025-07-14T12:33:51.089012" + }, + { + "epoch": 497, + "batch_idx": 32, + "loss": 0.23235845565795898, + "learning_rate": 0.0008552155399249066, + "timestep_mean": 540.65625, + "epsilon_norm": 8.325772285461426, + "prediction_norm": 7.040813446044922, + "timestamp": "2025-07-14T12:33:51.093821" + }, + { + "epoch": 497, + "batch_idx": 64, + "loss": 0.32596278190612793, + "learning_rate": 0.0008552155399249066, + "timestep_mean": 463.84375, + "epsilon_norm": 8.840017318725586, + "prediction_norm": 6.97944974899292, + "timestamp": "2025-07-14T12:33:51.098676" + }, + { + "epoch": 497, + "batch_idx": 96, + "loss": 0.30929023027420044, + "learning_rate": 0.0008552155399249066, + "timestep_mean": 461.03125, + "epsilon_norm": 8.422719955444336, + "prediction_norm": 7.183502197265625, + "timestamp": "2025-07-14T12:33:51.103520" + }, + { + "epoch": 497, + "batch_idx": 128, + "loss": 0.17514656484127045, + "learning_rate": 0.0008552155399249066, + "timestep_mean": 512.1875, + "epsilon_norm": 6.779819011688232, + "prediction_norm": 6.05372428894043, + "timestamp": "2025-07-14T12:33:51.108409" + }, + { + "epoch": 497, + "batch_idx": 160, + "loss": 0.37214940786361694, + "learning_rate": 0.0008552155399249066, + "timestep_mean": 601.53125, + "epsilon_norm": 9.055928230285645, + "prediction_norm": 7.236616134643555, + "timestamp": "2025-07-14T12:33:51.113224" + }, + { + "epoch": 497, + "batch_idx": 192, + "loss": 0.818217933177948, + "learning_rate": 0.0008552155399249066, + "timestep_mean": 337.125, + "epsilon_norm": 5.083693027496338, + "prediction_norm": 2.836153268814087, + "timestamp": "2025-07-14T12:33:51.118028" + }, + { + "epoch": 498, + "batch_idx": 0, + "loss": 0.26750069856643677, + "learning_rate": 0.0008546623647861369, + "timestep_mean": 582.09375, + "epsilon_norm": 8.36980152130127, + "prediction_norm": 7.538743019104004, + "timestamp": "2025-07-14T12:33:51.122918" + }, + { + "epoch": 498, + "batch_idx": 32, + "loss": 0.26748937368392944, + "learning_rate": 0.0008546623647861369, + "timestep_mean": 555.5, + "epsilon_norm": 8.367752075195312, + "prediction_norm": 7.18582010269165, + "timestamp": "2025-07-14T12:33:51.127757" + }, + { + "epoch": 498, + "batch_idx": 64, + "loss": 0.2549894154071808, + "learning_rate": 0.0008546623647861369, + "timestep_mean": 496.6875, + "epsilon_norm": 8.476725578308105, + "prediction_norm": 7.532102584838867, + "timestamp": "2025-07-14T12:33:51.132635" + }, + { + "epoch": 498, + "batch_idx": 96, + "loss": 0.25639843940734863, + "learning_rate": 0.0008546623647861369, + "timestep_mean": 522.4375, + "epsilon_norm": 8.235068321228027, + "prediction_norm": 6.745726108551025, + "timestamp": "2025-07-14T12:33:51.137579" + }, + { + "epoch": 498, + "batch_idx": 128, + "loss": 0.40242820978164673, + "learning_rate": 0.0008546623647861369, + "timestep_mean": 419.625, + "epsilon_norm": 8.738119125366211, + "prediction_norm": 6.49898624420166, + "timestamp": "2025-07-14T12:33:51.142421" + }, + { + "epoch": 498, + "batch_idx": 160, + "loss": 0.2567780613899231, + "learning_rate": 0.0008546623647861369, + "timestep_mean": 534.53125, + "epsilon_norm": 7.692916393280029, + "prediction_norm": 6.239454746246338, + "timestamp": "2025-07-14T12:33:51.147264" + }, + { + "epoch": 498, + "batch_idx": 192, + "loss": 0.5452595353126526, + "learning_rate": 0.0008546623647861369, + "timestep_mean": 506.0, + "epsilon_norm": 4.758431911468506, + "prediction_norm": 3.672407865524292, + "timestamp": "2025-07-14T12:33:51.152099" + }, + { + "epoch": 499, + "batch_idx": 0, + "loss": 0.24895957112312317, + "learning_rate": 0.0008541083145532379, + "timestep_mean": 509.0625, + "epsilon_norm": 8.470108032226562, + "prediction_norm": 7.537006855010986, + "timestamp": "2025-07-14T12:33:51.156990" + }, + { + "epoch": 499, + "batch_idx": 32, + "loss": 0.33312633633613586, + "learning_rate": 0.0008541083145532379, + "timestep_mean": 452.09375, + "epsilon_norm": 7.495562553405762, + "prediction_norm": 6.351821422576904, + "timestamp": "2025-07-14T12:33:51.161912" + }, + { + "epoch": 499, + "batch_idx": 64, + "loss": 0.3330894112586975, + "learning_rate": 0.0008541083145532379, + "timestep_mean": 546.1875, + "epsilon_norm": 7.931204795837402, + "prediction_norm": 6.167198181152344, + "timestamp": "2025-07-14T12:33:51.166906" + }, + { + "epoch": 499, + "batch_idx": 96, + "loss": 0.29473963379859924, + "learning_rate": 0.0008541083145532379, + "timestep_mean": 498.75, + "epsilon_norm": 7.778460502624512, + "prediction_norm": 6.3109822273254395, + "timestamp": "2025-07-14T12:33:51.171804" + }, + { + "epoch": 499, + "batch_idx": 128, + "loss": 0.348934143781662, + "learning_rate": 0.0008541083145532379, + "timestep_mean": 496.5, + "epsilon_norm": 8.44786548614502, + "prediction_norm": 7.0790300369262695, + "timestamp": "2025-07-14T12:33:51.176681" + }, + { + "epoch": 499, + "batch_idx": 160, + "loss": 0.2632649838924408, + "learning_rate": 0.0008541083145532379, + "timestep_mean": 469.75, + "epsilon_norm": 6.807429313659668, + "prediction_norm": 5.624873638153076, + "timestamp": "2025-07-14T12:33:51.181488" + }, + { + "epoch": 499, + "batch_idx": 192, + "loss": 0.4580058157444, + "learning_rate": 0.0008541083145532379, + "timestep_mean": 601.25, + "epsilon_norm": 4.14289665222168, + "prediction_norm": 3.7932825088500977, + "timestamp": "2025-07-14T12:33:51.186350" + }, + { + "epoch": 500, + "batch_idx": 0, + "loss": 0.3900134861469269, + "learning_rate": 0.0008535533905932736, + "timestep_mean": 461.71875, + "epsilon_norm": 8.548665046691895, + "prediction_norm": 6.380897521972656, + "timestamp": "2025-07-14T12:33:51.191217" + }, + { + "epoch": 500, + "batch_idx": 32, + "loss": 0.4276255965232849, + "learning_rate": 0.0008535533905932736, + "timestep_mean": 419.625, + "epsilon_norm": 7.175928115844727, + "prediction_norm": 5.721790790557861, + "timestamp": "2025-07-14T12:33:51.196162" + }, + { + "epoch": 500, + "batch_idx": 64, + "loss": 0.24857959151268005, + "learning_rate": 0.0008535533905932736, + "timestep_mean": 486.625, + "epsilon_norm": 8.23208999633789, + "prediction_norm": 7.405496597290039, + "timestamp": "2025-07-14T12:33:51.200937" + }, + { + "epoch": 500, + "batch_idx": 96, + "loss": 0.16301599144935608, + "learning_rate": 0.0008535533905932736, + "timestep_mean": 525.21875, + "epsilon_norm": 8.53414249420166, + "prediction_norm": 8.080041885375977, + "timestamp": "2025-07-14T12:33:51.205795" + }, + { + "epoch": 500, + "batch_idx": 128, + "loss": 0.2589738965034485, + "learning_rate": 0.0008535533905932736, + "timestep_mean": 527.5625, + "epsilon_norm": 7.565157413482666, + "prediction_norm": 6.425820827484131, + "timestamp": "2025-07-14T12:33:51.210595" + }, + { + "epoch": 500, + "batch_idx": 160, + "loss": 0.24247880280017853, + "learning_rate": 0.0008535533905932736, + "timestep_mean": 546.1875, + "epsilon_norm": 7.676827907562256, + "prediction_norm": 6.429293155670166, + "timestamp": "2025-07-14T12:33:51.215483" + }, + { + "epoch": 500, + "batch_idx": 192, + "loss": 0.3836631178855896, + "learning_rate": 0.0008535533905932736, + "timestep_mean": 428.125, + "epsilon_norm": 4.90961217880249, + "prediction_norm": 3.2202868461608887, + "timestamp": "2025-07-14T12:33:51.220285" + }, + { + "epoch": 501, + "batch_idx": 0, + "loss": 0.31474393606185913, + "learning_rate": 0.0008529975942754638, + "timestep_mean": 453.9375, + "epsilon_norm": 7.574865341186523, + "prediction_norm": 6.240561008453369, + "timestamp": "2025-07-14T12:33:51.225282" + }, + { + "epoch": 501, + "batch_idx": 32, + "loss": 0.5662617683410645, + "learning_rate": 0.0008529975942754638, + "timestep_mean": 554.90625, + "epsilon_norm": 8.76009464263916, + "prediction_norm": 6.638611316680908, + "timestamp": "2025-07-14T12:33:51.230150" + }, + { + "epoch": 501, + "batch_idx": 64, + "loss": 0.40444105863571167, + "learning_rate": 0.0008529975942754638, + "timestep_mean": 426.5625, + "epsilon_norm": 7.707460403442383, + "prediction_norm": 5.854126453399658, + "timestamp": "2025-07-14T12:33:51.235068" + }, + { + "epoch": 501, + "batch_idx": 96, + "loss": 0.2519383728504181, + "learning_rate": 0.0008529975942754638, + "timestep_mean": 528.96875, + "epsilon_norm": 8.424210548400879, + "prediction_norm": 7.69224214553833, + "timestamp": "2025-07-14T12:33:51.239887" + }, + { + "epoch": 501, + "batch_idx": 128, + "loss": 0.3851169943809509, + "learning_rate": 0.0008529975942754638, + "timestep_mean": 464.03125, + "epsilon_norm": 6.91864538192749, + "prediction_norm": 5.185594081878662, + "timestamp": "2025-07-14T12:33:51.244710" + }, + { + "epoch": 501, + "batch_idx": 160, + "loss": 0.3295100927352905, + "learning_rate": 0.0008529975942754638, + "timestep_mean": 512.9375, + "epsilon_norm": 7.930196285247803, + "prediction_norm": 5.816701889038086, + "timestamp": "2025-07-14T12:33:51.249524" + }, + { + "epoch": 501, + "batch_idx": 192, + "loss": 0.5277502536773682, + "learning_rate": 0.0008529975942754638, + "timestep_mean": 466.375, + "epsilon_norm": 4.91508150100708, + "prediction_norm": 3.588064193725586, + "timestamp": "2025-07-14T12:33:51.254353" + }, + { + "epoch": 502, + "batch_idx": 0, + "loss": 0.6046957969665527, + "learning_rate": 0.0008524409269711805, + "timestep_mean": 457.1875, + "epsilon_norm": 8.238693237304688, + "prediction_norm": 5.345643520355225, + "timestamp": "2025-07-14T12:33:51.259181" + }, + { + "epoch": 502, + "batch_idx": 32, + "loss": 0.339651882648468, + "learning_rate": 0.0008524409269711805, + "timestep_mean": 492.59375, + "epsilon_norm": 7.930695056915283, + "prediction_norm": 5.69191312789917, + "timestamp": "2025-07-14T12:33:51.264014" + }, + { + "epoch": 502, + "batch_idx": 64, + "loss": 0.19634009897708893, + "learning_rate": 0.0008524409269711805, + "timestep_mean": 474.0625, + "epsilon_norm": 7.916443347930908, + "prediction_norm": 6.827960968017578, + "timestamp": "2025-07-14T12:33:51.268886" + }, + { + "epoch": 502, + "batch_idx": 96, + "loss": 0.21211589872837067, + "learning_rate": 0.0008524409269711805, + "timestep_mean": 553.8125, + "epsilon_norm": 7.801105976104736, + "prediction_norm": 6.4162068367004395, + "timestamp": "2025-07-14T12:33:51.273777" + }, + { + "epoch": 502, + "batch_idx": 128, + "loss": 0.44719433784484863, + "learning_rate": 0.0008524409269711805, + "timestep_mean": 491.5625, + "epsilon_norm": 8.662148475646973, + "prediction_norm": 6.819577217102051, + "timestamp": "2025-07-14T12:33:51.278664" + }, + { + "epoch": 502, + "batch_idx": 160, + "loss": 0.26815325021743774, + "learning_rate": 0.0008524409269711805, + "timestep_mean": 497.53125, + "epsilon_norm": 8.109704971313477, + "prediction_norm": 7.4671854972839355, + "timestamp": "2025-07-14T12:33:51.283611" + }, + { + "epoch": 502, + "batch_idx": 192, + "loss": 0.41096484661102295, + "learning_rate": 0.0008524409269711805, + "timestep_mean": 378.375, + "epsilon_norm": 4.050934314727783, + "prediction_norm": 2.6326208114624023, + "timestamp": "2025-07-14T12:33:51.288446" + }, + { + "epoch": 503, + "batch_idx": 0, + "loss": 0.3088376820087433, + "learning_rate": 0.0008518833900539451, + "timestep_mean": 562.6875, + "epsilon_norm": 7.5706400871276855, + "prediction_norm": 6.012054920196533, + "timestamp": "2025-07-14T12:33:51.293324" + }, + { + "epoch": 503, + "batch_idx": 32, + "loss": 0.22625811398029327, + "learning_rate": 0.0008518833900539451, + "timestep_mean": 488.78125, + "epsilon_norm": 7.384448051452637, + "prediction_norm": 6.690738201141357, + "timestamp": "2025-07-14T12:33:51.298152" + }, + { + "epoch": 503, + "batch_idx": 64, + "loss": 0.2140444964170456, + "learning_rate": 0.0008518833900539451, + "timestep_mean": 567.59375, + "epsilon_norm": 7.822290897369385, + "prediction_norm": 6.894629001617432, + "timestamp": "2025-07-14T12:33:51.306875" + }, + { + "epoch": 503, + "batch_idx": 96, + "loss": 0.400147020816803, + "learning_rate": 0.0008518833900539451, + "timestep_mean": 445.40625, + "epsilon_norm": 7.659946441650391, + "prediction_norm": 5.960699558258057, + "timestamp": "2025-07-14T12:33:51.311732" + }, + { + "epoch": 503, + "batch_idx": 128, + "loss": 0.279217392206192, + "learning_rate": 0.0008518833900539451, + "timestep_mean": 535.5625, + "epsilon_norm": 7.990078926086426, + "prediction_norm": 6.875929832458496, + "timestamp": "2025-07-14T12:33:51.316658" + }, + { + "epoch": 503, + "batch_idx": 160, + "loss": 0.4334360957145691, + "learning_rate": 0.0008518833900539451, + "timestep_mean": 521.71875, + "epsilon_norm": 8.400152206420898, + "prediction_norm": 7.116607666015625, + "timestamp": "2025-07-14T12:33:51.321526" + }, + { + "epoch": 503, + "batch_idx": 192, + "loss": 0.8151654005050659, + "learning_rate": 0.0008518833900539451, + "timestep_mean": 347.0, + "epsilon_norm": 3.840911388397217, + "prediction_norm": 1.2783286571502686, + "timestamp": "2025-07-14T12:33:51.326353" + }, + { + "epoch": 504, + "batch_idx": 0, + "loss": 0.18940693140029907, + "learning_rate": 0.0008513249848994244, + "timestep_mean": 487.96875, + "epsilon_norm": 6.448127746582031, + "prediction_norm": 5.4553303718566895, + "timestamp": "2025-07-14T12:33:51.331246" + }, + { + "epoch": 504, + "batch_idx": 32, + "loss": 0.27463194727897644, + "learning_rate": 0.0008513249848994244, + "timestep_mean": 432.75, + "epsilon_norm": 7.273794651031494, + "prediction_norm": 6.112168788909912, + "timestamp": "2025-07-14T12:33:51.336124" + }, + { + "epoch": 504, + "batch_idx": 64, + "loss": 0.27131760120391846, + "learning_rate": 0.0008513249848994244, + "timestep_mean": 479.09375, + "epsilon_norm": 7.645265579223633, + "prediction_norm": 6.510519504547119, + "timestamp": "2025-07-14T12:33:51.340992" + }, + { + "epoch": 504, + "batch_idx": 96, + "loss": 0.19878533482551575, + "learning_rate": 0.0008513249848994244, + "timestep_mean": 568.5625, + "epsilon_norm": 6.947453022003174, + "prediction_norm": 6.390366554260254, + "timestamp": "2025-07-14T12:33:51.345918" + }, + { + "epoch": 504, + "batch_idx": 128, + "loss": 0.36809515953063965, + "learning_rate": 0.0008513249848994244, + "timestep_mean": 456.9375, + "epsilon_norm": 7.938162803649902, + "prediction_norm": 6.8059492111206055, + "timestamp": "2025-07-14T12:33:51.350769" + }, + { + "epoch": 504, + "batch_idx": 160, + "loss": 0.276638925075531, + "learning_rate": 0.0008513249848994244, + "timestep_mean": 486.6875, + "epsilon_norm": 9.383790016174316, + "prediction_norm": 7.906965255737305, + "timestamp": "2025-07-14T12:33:51.355669" + }, + { + "epoch": 504, + "batch_idx": 192, + "loss": 0.11374539136886597, + "learning_rate": 0.0008513249848994244, + "timestep_mean": 484.625, + "epsilon_norm": 3.0705156326293945, + "prediction_norm": 2.6235947608947754, + "timestamp": "2025-07-14T12:33:51.360529" + }, + { + "epoch": 505, + "batch_idx": 0, + "loss": 0.2059962898492813, + "learning_rate": 0.0008507657128854276, + "timestep_mean": 607.3125, + "epsilon_norm": 7.740170478820801, + "prediction_norm": 6.33306884765625, + "timestamp": "2025-07-14T12:33:51.365431" + }, + { + "epoch": 505, + "batch_idx": 32, + "loss": 0.2739560008049011, + "learning_rate": 0.0008507657128854276, + "timestep_mean": 438.28125, + "epsilon_norm": 7.190876007080078, + "prediction_norm": 5.981081008911133, + "timestamp": "2025-07-14T12:33:51.370306" + }, + { + "epoch": 505, + "batch_idx": 64, + "loss": 0.29552456736564636, + "learning_rate": 0.0008507657128854276, + "timestep_mean": 611.75, + "epsilon_norm": 7.361275672912598, + "prediction_norm": 6.091343402862549, + "timestamp": "2025-07-14T12:33:51.375275" + }, + { + "epoch": 505, + "batch_idx": 96, + "loss": 0.2963630259037018, + "learning_rate": 0.0008507657128854276, + "timestep_mean": 450.84375, + "epsilon_norm": 7.036917686462402, + "prediction_norm": 6.091546058654785, + "timestamp": "2025-07-14T12:33:51.380105" + }, + { + "epoch": 505, + "batch_idx": 128, + "loss": 0.30475056171417236, + "learning_rate": 0.0008507657128854276, + "timestep_mean": 510.65625, + "epsilon_norm": 8.393646240234375, + "prediction_norm": 7.383905410766602, + "timestamp": "2025-07-14T12:33:51.384934" + }, + { + "epoch": 505, + "batch_idx": 160, + "loss": 0.15747976303100586, + "learning_rate": 0.0008507657128854276, + "timestep_mean": 525.3125, + "epsilon_norm": 6.688980579376221, + "prediction_norm": 5.933604717254639, + "timestamp": "2025-07-14T12:33:51.389874" + }, + { + "epoch": 505, + "batch_idx": 192, + "loss": 0.14899592101573944, + "learning_rate": 0.0008507657128854276, + "timestep_mean": 620.375, + "epsilon_norm": 3.9461781978607178, + "prediction_norm": 3.153224229812622, + "timestamp": "2025-07-14T12:33:51.394777" + }, + { + "epoch": 506, + "batch_idx": 0, + "loss": 0.18741944432258606, + "learning_rate": 0.0008502055753919028, + "timestep_mean": 588.625, + "epsilon_norm": 7.978530406951904, + "prediction_norm": 7.381153583526611, + "timestamp": "2025-07-14T12:33:51.399682" + }, + { + "epoch": 506, + "batch_idx": 32, + "loss": 0.10896605998277664, + "learning_rate": 0.0008502055753919028, + "timestep_mean": 566.03125, + "epsilon_norm": 7.242958068847656, + "prediction_norm": 7.098724842071533, + "timestamp": "2025-07-14T12:33:51.404584" + }, + { + "epoch": 506, + "batch_idx": 64, + "loss": 0.19730331003665924, + "learning_rate": 0.0008502055753919028, + "timestep_mean": 559.21875, + "epsilon_norm": 8.377022743225098, + "prediction_norm": 7.803500175476074, + "timestamp": "2025-07-14T12:33:51.409461" + }, + { + "epoch": 506, + "batch_idx": 96, + "loss": 0.22660736739635468, + "learning_rate": 0.0008502055753919028, + "timestep_mean": 480.71875, + "epsilon_norm": 8.551958084106445, + "prediction_norm": 7.279463768005371, + "timestamp": "2025-07-14T12:33:51.414277" + }, + { + "epoch": 506, + "batch_idx": 128, + "loss": 0.5367985963821411, + "learning_rate": 0.0008502055753919028, + "timestep_mean": 487.96875, + "epsilon_norm": 9.120203018188477, + "prediction_norm": 6.785884380340576, + "timestamp": "2025-07-14T12:33:51.419395" + }, + { + "epoch": 506, + "batch_idx": 160, + "loss": 0.3725232481956482, + "learning_rate": 0.0008502055753919028, + "timestep_mean": 484.34375, + "epsilon_norm": 8.628433227539062, + "prediction_norm": 7.3945183753967285, + "timestamp": "2025-07-14T12:33:51.424312" + }, + { + "epoch": 506, + "batch_idx": 192, + "loss": 0.11848936975002289, + "learning_rate": 0.0008502055753919028, + "timestep_mean": 592.125, + "epsilon_norm": 4.023580074310303, + "prediction_norm": 3.821035861968994, + "timestamp": "2025-07-14T12:33:51.429385" + }, + { + "epoch": 507, + "batch_idx": 0, + "loss": 0.42233535647392273, + "learning_rate": 0.0008496445738009338, + "timestep_mean": 488.875, + "epsilon_norm": 8.21632194519043, + "prediction_norm": 6.413162708282471, + "timestamp": "2025-07-14T12:33:51.434358" + }, + { + "epoch": 507, + "batch_idx": 32, + "loss": 0.3125745952129364, + "learning_rate": 0.0008496445738009338, + "timestep_mean": 534.28125, + "epsilon_norm": 8.198720932006836, + "prediction_norm": 6.7076802253723145, + "timestamp": "2025-07-14T12:33:51.439203" + }, + { + "epoch": 507, + "batch_idx": 64, + "loss": 0.1849658191204071, + "learning_rate": 0.0008496445738009338, + "timestep_mean": 587.71875, + "epsilon_norm": 7.764237880706787, + "prediction_norm": 7.37535285949707, + "timestamp": "2025-07-14T12:33:51.444074" + }, + { + "epoch": 507, + "batch_idx": 96, + "loss": 0.16499526798725128, + "learning_rate": 0.0008496445738009338, + "timestep_mean": 527.90625, + "epsilon_norm": 8.230863571166992, + "prediction_norm": 7.611385345458984, + "timestamp": "2025-07-14T12:33:51.449002" + }, + { + "epoch": 507, + "batch_idx": 128, + "loss": 0.5927271246910095, + "learning_rate": 0.0008496445738009338, + "timestep_mean": 460.03125, + "epsilon_norm": 8.241199493408203, + "prediction_norm": 5.686962604522705, + "timestamp": "2025-07-14T12:33:51.453946" + }, + { + "epoch": 507, + "batch_idx": 160, + "loss": 0.3905310034751892, + "learning_rate": 0.0008496445738009338, + "timestep_mean": 523.75, + "epsilon_norm": 8.943659782409668, + "prediction_norm": 7.401174545288086, + "timestamp": "2025-07-14T12:33:51.458938" + }, + { + "epoch": 507, + "batch_idx": 192, + "loss": 0.593897819519043, + "learning_rate": 0.0008496445738009338, + "timestep_mean": 453.75, + "epsilon_norm": 4.0497965812683105, + "prediction_norm": 2.9125754833221436, + "timestamp": "2025-07-14T12:33:51.463818" + }, + { + "epoch": 508, + "batch_idx": 0, + "loss": 0.25199222564697266, + "learning_rate": 0.000849082709496736, + "timestep_mean": 570.78125, + "epsilon_norm": 8.025507926940918, + "prediction_norm": 6.757215976715088, + "timestamp": "2025-07-14T12:33:51.468725" + }, + { + "epoch": 508, + "batch_idx": 32, + "loss": 0.28413695096969604, + "learning_rate": 0.000849082709496736, + "timestep_mean": 428.6875, + "epsilon_norm": 7.5499982833862305, + "prediction_norm": 6.1439900398254395, + "timestamp": "2025-07-14T12:33:51.473676" + }, + { + "epoch": 508, + "batch_idx": 64, + "loss": 0.4510495662689209, + "learning_rate": 0.000849082709496736, + "timestep_mean": 475.21875, + "epsilon_norm": 8.914546012878418, + "prediction_norm": 7.503255844116211, + "timestamp": "2025-07-14T12:33:51.478546" + }, + { + "epoch": 508, + "batch_idx": 96, + "loss": 0.3194626569747925, + "learning_rate": 0.000849082709496736, + "timestep_mean": 447.375, + "epsilon_norm": 7.489073276519775, + "prediction_norm": 5.8996453285217285, + "timestamp": "2025-07-14T12:33:51.483529" + }, + { + "epoch": 508, + "batch_idx": 128, + "loss": 0.2823646664619446, + "learning_rate": 0.000849082709496736, + "timestep_mean": 425.09375, + "epsilon_norm": 8.04762077331543, + "prediction_norm": 6.850398063659668, + "timestamp": "2025-07-14T12:33:51.488466" + }, + { + "epoch": 508, + "batch_idx": 160, + "loss": 0.2742045521736145, + "learning_rate": 0.000849082709496736, + "timestep_mean": 432.9375, + "epsilon_norm": 7.976040363311768, + "prediction_norm": 6.907200813293457, + "timestamp": "2025-07-14T12:33:51.493368" + }, + { + "epoch": 508, + "batch_idx": 192, + "loss": 0.1122761219739914, + "learning_rate": 0.000849082709496736, + "timestep_mean": 567.5, + "epsilon_norm": 3.0814015865325928, + "prediction_norm": 2.6337594985961914, + "timestamp": "2025-07-14T12:33:51.498161" + }, + { + "epoch": 509, + "batch_idx": 0, + "loss": 0.30728331208229065, + "learning_rate": 0.0008485199838656538, + "timestep_mean": 458.78125, + "epsilon_norm": 9.041836738586426, + "prediction_norm": 7.491349220275879, + "timestamp": "2025-07-14T12:33:51.503084" + }, + { + "epoch": 509, + "batch_idx": 32, + "loss": 0.3307483196258545, + "learning_rate": 0.0008485199838656538, + "timestep_mean": 502.34375, + "epsilon_norm": 8.085925102233887, + "prediction_norm": 6.5445780754089355, + "timestamp": "2025-07-14T12:33:51.507953" + }, + { + "epoch": 509, + "batch_idx": 64, + "loss": 0.5091614723205566, + "learning_rate": 0.0008485199838656538, + "timestep_mean": 403.0, + "epsilon_norm": 8.275964736938477, + "prediction_norm": 6.576063632965088, + "timestamp": "2025-07-14T12:33:51.512977" + }, + { + "epoch": 509, + "batch_idx": 96, + "loss": 0.2543877363204956, + "learning_rate": 0.0008485199838656538, + "timestep_mean": 515.3125, + "epsilon_norm": 7.994571208953857, + "prediction_norm": 6.97989559173584, + "timestamp": "2025-07-14T12:33:51.517826" + }, + { + "epoch": 509, + "batch_idx": 128, + "loss": 0.30288827419281006, + "learning_rate": 0.0008485199838656538, + "timestep_mean": 520.03125, + "epsilon_norm": 8.389616966247559, + "prediction_norm": 7.174736022949219, + "timestamp": "2025-07-14T12:33:51.522702" + }, + { + "epoch": 509, + "batch_idx": 160, + "loss": 0.2843846082687378, + "learning_rate": 0.0008485199838656538, + "timestep_mean": 500.4375, + "epsilon_norm": 7.650330543518066, + "prediction_norm": 5.9737114906311035, + "timestamp": "2025-07-14T12:33:51.527549" + }, + { + "epoch": 509, + "batch_idx": 192, + "loss": 0.39389413595199585, + "learning_rate": 0.0008485199838656538, + "timestep_mean": 618.125, + "epsilon_norm": 3.9504013061523438, + "prediction_norm": 2.350316047668457, + "timestamp": "2025-07-14T12:33:51.532378" + }, + { + "epoch": 510, + "batch_idx": 0, + "loss": 0.11991126835346222, + "learning_rate": 0.0008479563982961568, + "timestep_mean": 556.375, + "epsilon_norm": 7.661069869995117, + "prediction_norm": 7.131797790527344, + "timestamp": "2025-07-14T12:33:51.537229" + }, + { + "epoch": 510, + "batch_idx": 32, + "loss": 0.37970197200775146, + "learning_rate": 0.0008479563982961568, + "timestep_mean": 490.4375, + "epsilon_norm": 8.984437942504883, + "prediction_norm": 6.915032386779785, + "timestamp": "2025-07-14T12:33:51.542105" + }, + { + "epoch": 510, + "batch_idx": 64, + "loss": 0.3317949175834656, + "learning_rate": 0.0008479563982961568, + "timestep_mean": 496.71875, + "epsilon_norm": 6.8308892250061035, + "prediction_norm": 5.896763324737549, + "timestamp": "2025-07-14T12:33:51.546976" + }, + { + "epoch": 510, + "batch_idx": 96, + "loss": 0.27952542901039124, + "learning_rate": 0.0008479563982961568, + "timestep_mean": 495.46875, + "epsilon_norm": 6.685575485229492, + "prediction_norm": 5.3338823318481445, + "timestamp": "2025-07-14T12:33:51.551814" + }, + { + "epoch": 510, + "batch_idx": 128, + "loss": 0.24979469180107117, + "learning_rate": 0.0008479563982961568, + "timestep_mean": 510.875, + "epsilon_norm": 7.5701470375061035, + "prediction_norm": 6.68892765045166, + "timestamp": "2025-07-14T12:33:51.556694" + }, + { + "epoch": 510, + "batch_idx": 160, + "loss": 0.245992049574852, + "learning_rate": 0.0008479563982961568, + "timestep_mean": 576.46875, + "epsilon_norm": 6.9827399253845215, + "prediction_norm": 5.982144355773926, + "timestamp": "2025-07-14T12:33:51.561610" + }, + { + "epoch": 510, + "batch_idx": 192, + "loss": 0.24070420861244202, + "learning_rate": 0.0008479563982961568, + "timestep_mean": 485.75, + "epsilon_norm": 4.040390968322754, + "prediction_norm": 3.465284824371338, + "timestamp": "2025-07-14T12:33:51.566537" + }, + { + "epoch": 511, + "batch_idx": 0, + "loss": 0.6345882415771484, + "learning_rate": 0.0008473919541788364, + "timestep_mean": 425.59375, + "epsilon_norm": 8.483851432800293, + "prediction_norm": 5.31809663772583, + "timestamp": "2025-07-14T12:33:51.571382" + }, + { + "epoch": 511, + "batch_idx": 32, + "loss": 0.48962870240211487, + "learning_rate": 0.0008473919541788364, + "timestep_mean": 530.9375, + "epsilon_norm": 9.69830322265625, + "prediction_norm": 8.263620376586914, + "timestamp": "2025-07-14T12:33:51.576209" + }, + { + "epoch": 511, + "batch_idx": 64, + "loss": 0.26294153928756714, + "learning_rate": 0.0008473919541788364, + "timestep_mean": 379.6875, + "epsilon_norm": 7.004594326019287, + "prediction_norm": 6.4584245681762695, + "timestamp": "2025-07-14T12:33:51.581024" + }, + { + "epoch": 511, + "batch_idx": 96, + "loss": 0.3326282501220703, + "learning_rate": 0.0008473919541788364, + "timestep_mean": 444.5, + "epsilon_norm": 7.586187362670898, + "prediction_norm": 6.028090953826904, + "timestamp": "2025-07-14T12:33:51.585894" + }, + { + "epoch": 511, + "batch_idx": 128, + "loss": 0.24711757898330688, + "learning_rate": 0.0008473919541788364, + "timestep_mean": 482.34375, + "epsilon_norm": 8.115449905395508, + "prediction_norm": 7.2168450355529785, + "timestamp": "2025-07-14T12:33:51.591009" + }, + { + "epoch": 511, + "batch_idx": 160, + "loss": 0.3105599582195282, + "learning_rate": 0.0008473919541788364, + "timestep_mean": 501.53125, + "epsilon_norm": 8.755049705505371, + "prediction_norm": 7.300869464874268, + "timestamp": "2025-07-14T12:33:51.596100" + }, + { + "epoch": 511, + "batch_idx": 192, + "loss": 0.9127191305160522, + "learning_rate": 0.0008473919541788364, + "timestep_mean": 502.875, + "epsilon_norm": 4.518418312072754, + "prediction_norm": 3.11002254486084, + "timestamp": "2025-07-14T12:33:51.601137" + }, + { + "epoch": 512, + "batch_idx": 0, + "loss": 0.3062838912010193, + "learning_rate": 0.0008468266529064022, + "timestep_mean": 519.625, + "epsilon_norm": 8.28431510925293, + "prediction_norm": 6.509503364562988, + "timestamp": "2025-07-14T12:33:51.606367" + }, + { + "epoch": 512, + "batch_idx": 32, + "loss": 0.21067452430725098, + "learning_rate": 0.0008468266529064022, + "timestep_mean": 596.15625, + "epsilon_norm": 8.759186744689941, + "prediction_norm": 8.001708030700684, + "timestamp": "2025-07-14T12:33:51.611633" + }, + { + "epoch": 512, + "batch_idx": 64, + "loss": 0.40469890832901, + "learning_rate": 0.0008468266529064022, + "timestep_mean": 446.5, + "epsilon_norm": 8.996100425720215, + "prediction_norm": 8.017934799194336, + "timestamp": "2025-07-14T12:33:51.616753" + }, + { + "epoch": 512, + "batch_idx": 96, + "loss": 0.3395262658596039, + "learning_rate": 0.0008468266529064022, + "timestep_mean": 405.4375, + "epsilon_norm": 9.127949714660645, + "prediction_norm": 7.1127190589904785, + "timestamp": "2025-07-14T12:33:51.622087" + }, + { + "epoch": 512, + "batch_idx": 128, + "loss": 0.25231462717056274, + "learning_rate": 0.0008468266529064022, + "timestep_mean": 543.0, + "epsilon_norm": 8.425091743469238, + "prediction_norm": 7.529365062713623, + "timestamp": "2025-07-14T12:33:51.627339" + }, + { + "epoch": 512, + "batch_idx": 160, + "loss": 0.32165879011154175, + "learning_rate": 0.0008468266529064022, + "timestep_mean": 594.59375, + "epsilon_norm": 8.040216445922852, + "prediction_norm": 6.754864692687988, + "timestamp": "2025-07-14T12:33:51.632601" + }, + { + "epoch": 512, + "batch_idx": 192, + "loss": 0.6381323337554932, + "learning_rate": 0.0008468266529064022, + "timestep_mean": 210.625, + "epsilon_norm": 4.496805191040039, + "prediction_norm": 2.3618650436401367, + "timestamp": "2025-07-14T12:33:51.637927" + }, + { + "epoch": 513, + "batch_idx": 0, + "loss": 0.2952430546283722, + "learning_rate": 0.000846260495873679, + "timestep_mean": 488.125, + "epsilon_norm": 6.9902849197387695, + "prediction_norm": 6.042089462280273, + "timestamp": "2025-07-14T12:33:51.643168" + }, + { + "epoch": 513, + "batch_idx": 32, + "loss": 0.35855820775032043, + "learning_rate": 0.000846260495873679, + "timestep_mean": 474.53125, + "epsilon_norm": 8.8707857131958, + "prediction_norm": 7.404160976409912, + "timestamp": "2025-07-14T12:33:51.648421" + }, + { + "epoch": 513, + "batch_idx": 64, + "loss": 0.3361247777938843, + "learning_rate": 0.000846260495873679, + "timestep_mean": 467.71875, + "epsilon_norm": 8.413331031799316, + "prediction_norm": 6.803485870361328, + "timestamp": "2025-07-14T12:33:51.653654" + }, + { + "epoch": 513, + "batch_idx": 96, + "loss": 0.34116923809051514, + "learning_rate": 0.000846260495873679, + "timestep_mean": 419.875, + "epsilon_norm": 7.739381790161133, + "prediction_norm": 5.92331600189209, + "timestamp": "2025-07-14T12:33:51.658900" + }, + { + "epoch": 513, + "batch_idx": 128, + "loss": 0.37499165534973145, + "learning_rate": 0.000846260495873679, + "timestep_mean": 425.625, + "epsilon_norm": 8.323809623718262, + "prediction_norm": 6.428933143615723, + "timestamp": "2025-07-14T12:33:51.664036" + }, + { + "epoch": 513, + "batch_idx": 160, + "loss": 0.37910014390945435, + "learning_rate": 0.000846260495873679, + "timestep_mean": 433.34375, + "epsilon_norm": 7.793877124786377, + "prediction_norm": 5.760988235473633, + "timestamp": "2025-07-14T12:33:51.669286" + }, + { + "epoch": 513, + "batch_idx": 192, + "loss": 0.17028215527534485, + "learning_rate": 0.000846260495873679, + "timestep_mean": 533.0, + "epsilon_norm": 3.649414539337158, + "prediction_norm": 3.1344645023345947, + "timestamp": "2025-07-14T12:33:51.674466" + }, + { + "epoch": 514, + "batch_idx": 0, + "loss": 0.26602938771247864, + "learning_rate": 0.0008456934844776029, + "timestep_mean": 440.34375, + "epsilon_norm": 7.318490982055664, + "prediction_norm": 5.762434005737305, + "timestamp": "2025-07-14T12:33:51.679756" + }, + { + "epoch": 514, + "batch_idx": 32, + "loss": 0.27715927362442017, + "learning_rate": 0.0008456934844776029, + "timestep_mean": 491.6875, + "epsilon_norm": 7.2107133865356445, + "prediction_norm": 6.1101603507995605, + "timestamp": "2025-07-14T12:33:51.684995" + }, + { + "epoch": 514, + "batch_idx": 64, + "loss": 0.28306829929351807, + "learning_rate": 0.0008456934844776029, + "timestep_mean": 580.40625, + "epsilon_norm": 8.249229431152344, + "prediction_norm": 6.8387770652771, + "timestamp": "2025-07-14T12:33:51.690098" + }, + { + "epoch": 514, + "batch_idx": 96, + "loss": 0.2557263970375061, + "learning_rate": 0.0008456934844776029, + "timestep_mean": 537.71875, + "epsilon_norm": 7.352387428283691, + "prediction_norm": 6.023082256317139, + "timestamp": "2025-07-14T12:33:51.695362" + }, + { + "epoch": 514, + "batch_idx": 128, + "loss": 0.28976869583129883, + "learning_rate": 0.0008456934844776029, + "timestep_mean": 513.03125, + "epsilon_norm": 8.62508773803711, + "prediction_norm": 6.889240264892578, + "timestamp": "2025-07-14T12:33:51.700758" + }, + { + "epoch": 514, + "batch_idx": 160, + "loss": 0.26219114661216736, + "learning_rate": 0.0008456934844776029, + "timestep_mean": 555.6875, + "epsilon_norm": 7.737520217895508, + "prediction_norm": 6.580883502960205, + "timestamp": "2025-07-14T12:33:51.705999" + }, + { + "epoch": 514, + "batch_idx": 192, + "loss": 0.2822685241699219, + "learning_rate": 0.0008456934844776029, + "timestep_mean": 482.75, + "epsilon_norm": 4.743034362792969, + "prediction_norm": 4.204122066497803, + "timestamp": "2025-07-14T12:33:51.710842" + }, + { + "epoch": 515, + "batch_idx": 0, + "loss": 0.21527448296546936, + "learning_rate": 0.0008451256201172184, + "timestep_mean": 563.875, + "epsilon_norm": 7.0042405128479, + "prediction_norm": 5.994886875152588, + "timestamp": "2025-07-14T12:33:51.716041" + }, + { + "epoch": 515, + "batch_idx": 32, + "loss": 0.46762028336524963, + "learning_rate": 0.0008451256201172184, + "timestep_mean": 446.28125, + "epsilon_norm": 8.085871696472168, + "prediction_norm": 7.181272029876709, + "timestamp": "2025-07-14T12:33:51.721367" + }, + { + "epoch": 515, + "batch_idx": 64, + "loss": 0.19004294276237488, + "learning_rate": 0.0008451256201172184, + "timestep_mean": 499.375, + "epsilon_norm": 6.9679856300354, + "prediction_norm": 6.7961955070495605, + "timestamp": "2025-07-14T12:33:51.726620" + }, + { + "epoch": 515, + "batch_idx": 96, + "loss": 0.33462050557136536, + "learning_rate": 0.0008451256201172184, + "timestep_mean": 407.9375, + "epsilon_norm": 7.560042381286621, + "prediction_norm": 6.318342685699463, + "timestamp": "2025-07-14T12:33:51.731840" + }, + { + "epoch": 515, + "batch_idx": 128, + "loss": 0.15796762704849243, + "learning_rate": 0.0008451256201172184, + "timestep_mean": 511.34375, + "epsilon_norm": 6.954206943511963, + "prediction_norm": 6.642051696777344, + "timestamp": "2025-07-14T12:33:51.737002" + }, + { + "epoch": 515, + "batch_idx": 160, + "loss": 0.12817391753196716, + "learning_rate": 0.0008451256201172184, + "timestep_mean": 568.90625, + "epsilon_norm": 7.304054260253906, + "prediction_norm": 6.678903102874756, + "timestamp": "2025-07-14T12:33:51.742459" + }, + { + "epoch": 515, + "batch_idx": 192, + "loss": 0.3138258457183838, + "learning_rate": 0.0008451256201172184, + "timestep_mean": 474.375, + "epsilon_norm": 4.1647233963012695, + "prediction_norm": 3.097757577896118, + "timestamp": "2025-07-14T12:33:51.747570" + }, + { + "epoch": 516, + "batch_idx": 0, + "loss": 0.36747461557388306, + "learning_rate": 0.000844556904193674, + "timestep_mean": 438.53125, + "epsilon_norm": 7.773983001708984, + "prediction_norm": 6.181323051452637, + "timestamp": "2025-07-14T12:33:51.752789" + }, + { + "epoch": 516, + "batch_idx": 32, + "loss": 0.3471260368824005, + "learning_rate": 0.000844556904193674, + "timestep_mean": 476.71875, + "epsilon_norm": 8.109976768493652, + "prediction_norm": 7.106834411621094, + "timestamp": "2025-07-14T12:33:51.758153" + }, + { + "epoch": 516, + "batch_idx": 64, + "loss": 0.19782567024230957, + "learning_rate": 0.000844556904193674, + "timestep_mean": 420.6875, + "epsilon_norm": 7.833287239074707, + "prediction_norm": 6.531392574310303, + "timestamp": "2025-07-14T12:33:51.763372" + }, + { + "epoch": 516, + "batch_idx": 96, + "loss": 0.582112729549408, + "learning_rate": 0.000844556904193674, + "timestep_mean": 525.625, + "epsilon_norm": 9.321745872497559, + "prediction_norm": 6.890419006347656, + "timestamp": "2025-07-14T12:33:51.768541" + }, + { + "epoch": 516, + "batch_idx": 128, + "loss": 0.2982369065284729, + "learning_rate": 0.000844556904193674, + "timestep_mean": 473.59375, + "epsilon_norm": 8.397254943847656, + "prediction_norm": 6.611259937286377, + "timestamp": "2025-07-14T12:33:51.773769" + }, + { + "epoch": 516, + "batch_idx": 160, + "loss": 0.24898147583007812, + "learning_rate": 0.000844556904193674, + "timestep_mean": 543.96875, + "epsilon_norm": 8.820730209350586, + "prediction_norm": 7.5651350021362305, + "timestamp": "2025-07-14T12:33:51.778957" + }, + { + "epoch": 516, + "batch_idx": 192, + "loss": 0.03492351621389389, + "learning_rate": 0.000844556904193674, + "timestep_mean": 608.0, + "epsilon_norm": 4.057490348815918, + "prediction_norm": 4.046261787414551, + "timestamp": "2025-07-14T12:33:51.784050" + }, + { + "epoch": 517, + "batch_idx": 0, + "loss": 0.5377817153930664, + "learning_rate": 0.00084398733811022, + "timestep_mean": 411.71875, + "epsilon_norm": 7.8996806144714355, + "prediction_norm": 5.509714603424072, + "timestamp": "2025-07-14T12:33:51.789284" + }, + { + "epoch": 517, + "batch_idx": 32, + "loss": 0.31887632608413696, + "learning_rate": 0.00084398733811022, + "timestep_mean": 517.875, + "epsilon_norm": 8.293811798095703, + "prediction_norm": 6.838642597198486, + "timestamp": "2025-07-14T12:33:51.794481" + }, + { + "epoch": 517, + "batch_idx": 64, + "loss": 0.21882691979408264, + "learning_rate": 0.00084398733811022, + "timestep_mean": 582.5, + "epsilon_norm": 8.777810096740723, + "prediction_norm": 7.962713718414307, + "timestamp": "2025-07-14T12:33:51.799882" + }, + { + "epoch": 517, + "batch_idx": 96, + "loss": 0.21927720308303833, + "learning_rate": 0.00084398733811022, + "timestep_mean": 592.78125, + "epsilon_norm": 7.7997965812683105, + "prediction_norm": 6.519583702087402, + "timestamp": "2025-07-14T12:33:51.805110" + }, + { + "epoch": 517, + "batch_idx": 128, + "loss": 0.5313162207603455, + "learning_rate": 0.00084398733811022, + "timestep_mean": 485.0625, + "epsilon_norm": 9.952766418457031, + "prediction_norm": 7.88631010055542, + "timestamp": "2025-07-14T12:33:51.810198" + }, + { + "epoch": 517, + "batch_idx": 160, + "loss": 0.1847309172153473, + "learning_rate": 0.00084398733811022, + "timestep_mean": 453.15625, + "epsilon_norm": 7.0699944496154785, + "prediction_norm": 7.232804298400879, + "timestamp": "2025-07-14T12:33:51.815382" + }, + { + "epoch": 517, + "batch_idx": 192, + "loss": 0.23010332882404327, + "learning_rate": 0.00084398733811022, + "timestep_mean": 497.0, + "epsilon_norm": 3.1927552223205566, + "prediction_norm": 3.519185781478882, + "timestamp": "2025-07-14T12:33:51.820572" + }, + { + "epoch": 518, + "batch_idx": 0, + "loss": 0.31414562463760376, + "learning_rate": 0.000843416923272204, + "timestep_mean": 500.28125, + "epsilon_norm": 7.573074817657471, + "prediction_norm": 6.299376010894775, + "timestamp": "2025-07-14T12:33:51.825722" + }, + { + "epoch": 518, + "batch_idx": 32, + "loss": 0.23180431127548218, + "learning_rate": 0.000843416923272204, + "timestep_mean": 495.03125, + "epsilon_norm": 6.933512210845947, + "prediction_norm": 6.255309581756592, + "timestamp": "2025-07-14T12:33:51.830889" + }, + { + "epoch": 518, + "batch_idx": 64, + "loss": 0.32270509004592896, + "learning_rate": 0.000843416923272204, + "timestep_mean": 446.0, + "epsilon_norm": 8.361351013183594, + "prediction_norm": 6.406042098999023, + "timestamp": "2025-07-14T12:33:51.835941" + }, + { + "epoch": 518, + "batch_idx": 96, + "loss": 0.3003435730934143, + "learning_rate": 0.000843416923272204, + "timestep_mean": 540.0625, + "epsilon_norm": 7.431343078613281, + "prediction_norm": 6.457558631896973, + "timestamp": "2025-07-14T12:33:51.841053" + }, + { + "epoch": 518, + "batch_idx": 128, + "loss": 0.29694831371307373, + "learning_rate": 0.000843416923272204, + "timestep_mean": 456.59375, + "epsilon_norm": 9.063858032226562, + "prediction_norm": 8.042713165283203, + "timestamp": "2025-07-14T12:33:51.846389" + }, + { + "epoch": 518, + "batch_idx": 160, + "loss": 0.29758089780807495, + "learning_rate": 0.000843416923272204, + "timestep_mean": 435.78125, + "epsilon_norm": 7.99298620223999, + "prediction_norm": 6.471994876861572, + "timestamp": "2025-07-14T12:33:51.851533" + }, + { + "epoch": 518, + "batch_idx": 192, + "loss": 0.2667216658592224, + "learning_rate": 0.000843416923272204, + "timestep_mean": 470.0, + "epsilon_norm": 4.017093181610107, + "prediction_norm": 3.2101621627807617, + "timestamp": "2025-07-14T12:33:51.856664" + }, + { + "epoch": 519, + "batch_idx": 0, + "loss": 0.37282323837280273, + "learning_rate": 0.0008428456610870677, + "timestep_mean": 455.28125, + "epsilon_norm": 7.536995887756348, + "prediction_norm": 5.631012439727783, + "timestamp": "2025-07-14T12:33:51.861878" + }, + { + "epoch": 519, + "batch_idx": 32, + "loss": 0.22875113785266876, + "learning_rate": 0.0008428456610870677, + "timestep_mean": 550.625, + "epsilon_norm": 7.589481830596924, + "prediction_norm": 6.551477909088135, + "timestamp": "2025-07-14T12:33:51.867170" + }, + { + "epoch": 519, + "batch_idx": 64, + "loss": 0.48035258054733276, + "learning_rate": 0.0008428456610870677, + "timestep_mean": 464.65625, + "epsilon_norm": 9.136331558227539, + "prediction_norm": 6.558859348297119, + "timestamp": "2025-07-14T12:33:51.872343" + }, + { + "epoch": 519, + "batch_idx": 96, + "loss": 0.2077617645263672, + "learning_rate": 0.0008428456610870677, + "timestep_mean": 498.75, + "epsilon_norm": 8.172748565673828, + "prediction_norm": 6.64646053314209, + "timestamp": "2025-07-14T12:33:51.877519" + }, + { + "epoch": 519, + "batch_idx": 128, + "loss": 0.17493775486946106, + "learning_rate": 0.0008428456610870677, + "timestep_mean": 435.3125, + "epsilon_norm": 8.402372360229492, + "prediction_norm": 7.582658767700195, + "timestamp": "2025-07-14T12:33:51.882712" + }, + { + "epoch": 519, + "batch_idx": 160, + "loss": 0.16255402565002441, + "learning_rate": 0.0008428456610870677, + "timestep_mean": 580.5625, + "epsilon_norm": 8.225317001342773, + "prediction_norm": 7.127468109130859, + "timestamp": "2025-07-14T12:33:51.887977" + }, + { + "epoch": 519, + "batch_idx": 192, + "loss": 0.2512328028678894, + "learning_rate": 0.0008428456610870677, + "timestep_mean": 342.875, + "epsilon_norm": 3.378528356552124, + "prediction_norm": 2.234653949737549, + "timestamp": "2025-07-14T12:33:51.893109" + }, + { + "epoch": 520, + "batch_idx": 0, + "loss": 0.35921135544776917, + "learning_rate": 0.0008422735529643442, + "timestep_mean": 475.15625, + "epsilon_norm": 7.440422534942627, + "prediction_norm": 5.403580665588379, + "timestamp": "2025-07-14T12:33:51.898392" + }, + { + "epoch": 520, + "batch_idx": 32, + "loss": 0.21611148118972778, + "learning_rate": 0.0008422735529643442, + "timestep_mean": 507.4375, + "epsilon_norm": 6.970862865447998, + "prediction_norm": 5.813869953155518, + "timestamp": "2025-07-14T12:33:51.908946" + }, + { + "epoch": 520, + "batch_idx": 64, + "loss": 0.2795858681201935, + "learning_rate": 0.0008422735529643442, + "timestep_mean": 517.34375, + "epsilon_norm": 9.461140632629395, + "prediction_norm": 8.175951957702637, + "timestamp": "2025-07-14T12:33:51.914068" + }, + { + "epoch": 520, + "batch_idx": 96, + "loss": 0.1715523898601532, + "learning_rate": 0.0008422735529643442, + "timestep_mean": 595.3125, + "epsilon_norm": 8.403545379638672, + "prediction_norm": 7.977405071258545, + "timestamp": "2025-07-14T12:33:51.919107" + }, + { + "epoch": 520, + "batch_idx": 128, + "loss": 0.27701589465141296, + "learning_rate": 0.0008422735529643442, + "timestep_mean": 479.5625, + "epsilon_norm": 7.950539588928223, + "prediction_norm": 7.487881183624268, + "timestamp": "2025-07-14T12:33:51.924058" + }, + { + "epoch": 520, + "batch_idx": 160, + "loss": 0.2875164747238159, + "learning_rate": 0.0008422735529643442, + "timestep_mean": 400.3125, + "epsilon_norm": 7.675097465515137, + "prediction_norm": 6.347157001495361, + "timestamp": "2025-07-14T12:33:51.929096" + }, + { + "epoch": 520, + "batch_idx": 192, + "loss": 0.5433855652809143, + "learning_rate": 0.0008422735529643442, + "timestep_mean": 482.25, + "epsilon_norm": 4.455175399780273, + "prediction_norm": 3.7500085830688477, + "timestamp": "2025-07-14T12:33:51.934090" + }, + { + "epoch": 521, + "batch_idx": 0, + "loss": 0.31769585609436035, + "learning_rate": 0.000841700600315653, + "timestep_mean": 483.46875, + "epsilon_norm": 7.636806964874268, + "prediction_norm": 6.533432960510254, + "timestamp": "2025-07-14T12:33:51.939120" + }, + { + "epoch": 521, + "batch_idx": 32, + "loss": 0.3302791118621826, + "learning_rate": 0.000841700600315653, + "timestep_mean": 420.0625, + "epsilon_norm": 7.171535491943359, + "prediction_norm": 5.7764410972595215, + "timestamp": "2025-07-14T12:33:51.944117" + }, + { + "epoch": 521, + "batch_idx": 64, + "loss": 0.2579019069671631, + "learning_rate": 0.000841700600315653, + "timestep_mean": 580.28125, + "epsilon_norm": 7.273426055908203, + "prediction_norm": 6.706763744354248, + "timestamp": "2025-07-14T12:33:51.949071" + }, + { + "epoch": 521, + "batch_idx": 96, + "loss": 0.3206450939178467, + "learning_rate": 0.000841700600315653, + "timestep_mean": 559.5, + "epsilon_norm": 7.019341468811035, + "prediction_norm": 6.53986120223999, + "timestamp": "2025-07-14T12:33:51.954061" + }, + { + "epoch": 521, + "batch_idx": 128, + "loss": 0.3188028633594513, + "learning_rate": 0.000841700600315653, + "timestep_mean": 537.34375, + "epsilon_norm": 8.489995002746582, + "prediction_norm": 7.181880950927734, + "timestamp": "2025-07-14T12:33:51.959027" + }, + { + "epoch": 521, + "batch_idx": 160, + "loss": 0.3428574204444885, + "learning_rate": 0.000841700600315653, + "timestep_mean": 492.96875, + "epsilon_norm": 8.613565444946289, + "prediction_norm": 6.751492500305176, + "timestamp": "2025-07-14T12:33:51.963955" + }, + { + "epoch": 521, + "batch_idx": 192, + "loss": 0.349653422832489, + "learning_rate": 0.000841700600315653, + "timestep_mean": 496.375, + "epsilon_norm": 3.08937406539917, + "prediction_norm": 1.8827731609344482, + "timestamp": "2025-07-14T12:33:51.968917" + }, + { + "epoch": 522, + "batch_idx": 0, + "loss": 0.2958662211894989, + "learning_rate": 0.000841126804554698, + "timestep_mean": 539.21875, + "epsilon_norm": 9.320459365844727, + "prediction_norm": 8.183819770812988, + "timestamp": "2025-07-14T12:33:51.973937" + }, + { + "epoch": 522, + "batch_idx": 32, + "loss": 0.20768707990646362, + "learning_rate": 0.000841126804554698, + "timestep_mean": 547.96875, + "epsilon_norm": 10.407564163208008, + "prediction_norm": 10.033430099487305, + "timestamp": "2025-07-14T12:33:51.978958" + }, + { + "epoch": 522, + "batch_idx": 64, + "loss": 0.25171297788619995, + "learning_rate": 0.000841126804554698, + "timestep_mean": 442.875, + "epsilon_norm": 6.3470964431762695, + "prediction_norm": 5.896969318389893, + "timestamp": "2025-07-14T12:33:51.983970" + }, + { + "epoch": 522, + "batch_idx": 96, + "loss": 0.19371701776981354, + "learning_rate": 0.000841126804554698, + "timestep_mean": 479.0, + "epsilon_norm": 8.317272186279297, + "prediction_norm": 7.250835418701172, + "timestamp": "2025-07-14T12:33:51.989002" + }, + { + "epoch": 522, + "batch_idx": 128, + "loss": 0.1263296902179718, + "learning_rate": 0.000841126804554698, + "timestep_mean": 534.78125, + "epsilon_norm": 6.954568386077881, + "prediction_norm": 6.086551189422607, + "timestamp": "2025-07-14T12:33:51.994099" + }, + { + "epoch": 522, + "batch_idx": 160, + "loss": 0.3289009630680084, + "learning_rate": 0.000841126804554698, + "timestep_mean": 431.9375, + "epsilon_norm": 7.656630039215088, + "prediction_norm": 6.240488529205322, + "timestamp": "2025-07-14T12:33:51.999084" + }, + { + "epoch": 522, + "batch_idx": 192, + "loss": 0.16702237725257874, + "learning_rate": 0.000841126804554698, + "timestep_mean": 644.0, + "epsilon_norm": 4.246315002441406, + "prediction_norm": 4.136777400970459, + "timestamp": "2025-07-14T12:33:52.004085" + }, + { + "epoch": 523, + "batch_idx": 0, + "loss": 0.21966753900051117, + "learning_rate": 0.0008405521670972633, + "timestep_mean": 524.125, + "epsilon_norm": 7.745222568511963, + "prediction_norm": 6.32288932800293, + "timestamp": "2025-07-14T12:33:52.009158" + }, + { + "epoch": 523, + "batch_idx": 32, + "loss": 0.2663382589817047, + "learning_rate": 0.0008405521670972633, + "timestep_mean": 463.03125, + "epsilon_norm": 6.630814552307129, + "prediction_norm": 5.732498645782471, + "timestamp": "2025-07-14T12:33:52.014180" + }, + { + "epoch": 523, + "batch_idx": 64, + "loss": 0.26065361499786377, + "learning_rate": 0.0008405521670972633, + "timestep_mean": 476.59375, + "epsilon_norm": 8.240202903747559, + "prediction_norm": 6.797255516052246, + "timestamp": "2025-07-14T12:33:52.019208" + }, + { + "epoch": 523, + "batch_idx": 96, + "loss": 0.3396299481391907, + "learning_rate": 0.0008405521670972633, + "timestep_mean": 480.84375, + "epsilon_norm": 7.424260139465332, + "prediction_norm": 6.992956161499023, + "timestamp": "2025-07-14T12:33:52.024233" + }, + { + "epoch": 523, + "batch_idx": 128, + "loss": 0.1633985936641693, + "learning_rate": 0.0008405521670972633, + "timestep_mean": 482.0, + "epsilon_norm": 7.7051849365234375, + "prediction_norm": 7.037768363952637, + "timestamp": "2025-07-14T12:33:52.029405" + }, + { + "epoch": 523, + "batch_idx": 160, + "loss": 0.2353135645389557, + "learning_rate": 0.0008405521670972633, + "timestep_mean": 465.46875, + "epsilon_norm": 8.613481521606445, + "prediction_norm": 7.544132709503174, + "timestamp": "2025-07-14T12:33:52.034472" + }, + { + "epoch": 523, + "batch_idx": 192, + "loss": 0.2820887565612793, + "learning_rate": 0.0008405521670972633, + "timestep_mean": 455.5, + "epsilon_norm": 3.420306444168091, + "prediction_norm": 3.3533527851104736, + "timestamp": "2025-07-14T12:33:52.039502" + }, + { + "epoch": 524, + "batch_idx": 0, + "loss": 0.32451802492141724, + "learning_rate": 0.0008399766893612094, + "timestep_mean": 502.59375, + "epsilon_norm": 9.280303001403809, + "prediction_norm": 8.333014488220215, + "timestamp": "2025-07-14T12:33:52.044613" + }, + { + "epoch": 524, + "batch_idx": 32, + "loss": 0.25636160373687744, + "learning_rate": 0.0008399766893612094, + "timestep_mean": 500.0, + "epsilon_norm": 8.496230125427246, + "prediction_norm": 7.711301803588867, + "timestamp": "2025-07-14T12:33:52.049661" + }, + { + "epoch": 524, + "batch_idx": 64, + "loss": 0.23063164949417114, + "learning_rate": 0.0008399766893612094, + "timestep_mean": 423.03125, + "epsilon_norm": 6.2903876304626465, + "prediction_norm": 5.226603031158447, + "timestamp": "2025-07-14T12:33:52.055036" + }, + { + "epoch": 524, + "batch_idx": 96, + "loss": 0.19076058268547058, + "learning_rate": 0.0008399766893612094, + "timestep_mean": 532.1875, + "epsilon_norm": 7.174780368804932, + "prediction_norm": 5.885661602020264, + "timestamp": "2025-07-14T12:33:52.060165" + }, + { + "epoch": 524, + "batch_idx": 128, + "loss": 0.24225442111492157, + "learning_rate": 0.0008399766893612094, + "timestep_mean": 408.4375, + "epsilon_norm": 7.057789325714111, + "prediction_norm": 5.463741302490234, + "timestamp": "2025-07-14T12:33:52.065333" + }, + { + "epoch": 524, + "batch_idx": 160, + "loss": 0.3237372040748596, + "learning_rate": 0.0008399766893612094, + "timestep_mean": 398.84375, + "epsilon_norm": 6.482713222503662, + "prediction_norm": 5.159402847290039, + "timestamp": "2025-07-14T12:33:52.070506" + }, + { + "epoch": 524, + "batch_idx": 192, + "loss": 0.33391955494880676, + "learning_rate": 0.0008399766893612094, + "timestep_mean": 333.25, + "epsilon_norm": 4.1367597579956055, + "prediction_norm": 2.727252721786499, + "timestamp": "2025-07-14T12:33:52.075753" + }, + { + "epoch": 525, + "batch_idx": 0, + "loss": 0.30338457226753235, + "learning_rate": 0.0008394003727664708, + "timestep_mean": 476.46875, + "epsilon_norm": 8.519425392150879, + "prediction_norm": 6.598670959472656, + "timestamp": "2025-07-14T12:33:52.080955" + }, + { + "epoch": 525, + "batch_idx": 32, + "loss": 0.338346004486084, + "learning_rate": 0.0008394003727664708, + "timestep_mean": 447.28125, + "epsilon_norm": 9.213512420654297, + "prediction_norm": 7.223980903625488, + "timestamp": "2025-07-14T12:33:52.086096" + }, + { + "epoch": 525, + "batch_idx": 64, + "loss": 0.1473519504070282, + "learning_rate": 0.0008394003727664708, + "timestep_mean": 551.8125, + "epsilon_norm": 6.859052658081055, + "prediction_norm": 5.5952982902526855, + "timestamp": "2025-07-14T12:33:52.091164" + }, + { + "epoch": 525, + "batch_idx": 96, + "loss": 0.3139372766017914, + "learning_rate": 0.0008394003727664708, + "timestep_mean": 479.1875, + "epsilon_norm": 7.4858784675598145, + "prediction_norm": 5.395910263061523, + "timestamp": "2025-07-14T12:33:52.096401" + }, + { + "epoch": 525, + "batch_idx": 128, + "loss": 0.20260125398635864, + "learning_rate": 0.0008394003727664708, + "timestep_mean": 582.5625, + "epsilon_norm": 8.69979190826416, + "prediction_norm": 7.280420303344727, + "timestamp": "2025-07-14T12:33:52.101641" + }, + { + "epoch": 525, + "batch_idx": 160, + "loss": 0.20781418681144714, + "learning_rate": 0.0008394003727664708, + "timestep_mean": 531.0625, + "epsilon_norm": 7.082242965698242, + "prediction_norm": 5.943947792053223, + "timestamp": "2025-07-14T12:33:52.106853" + }, + { + "epoch": 525, + "batch_idx": 192, + "loss": 0.15544039011001587, + "learning_rate": 0.0008394003727664708, + "timestep_mean": 606.75, + "epsilon_norm": 3.6843650341033936, + "prediction_norm": 3.410378932952881, + "timestamp": "2025-07-14T12:33:52.112008" + }, + { + "epoch": 526, + "batch_idx": 0, + "loss": 0.41206103563308716, + "learning_rate": 0.000838823218735051, + "timestep_mean": 473.53125, + "epsilon_norm": 8.063704490661621, + "prediction_norm": 6.601579666137695, + "timestamp": "2025-07-14T12:33:52.117265" + }, + { + "epoch": 526, + "batch_idx": 32, + "loss": 0.34525904059410095, + "learning_rate": 0.000838823218735051, + "timestep_mean": 480.8125, + "epsilon_norm": 9.376534461975098, + "prediction_norm": 7.938535690307617, + "timestamp": "2025-07-14T12:33:52.122426" + }, + { + "epoch": 526, + "batch_idx": 64, + "loss": 0.36619997024536133, + "learning_rate": 0.000838823218735051, + "timestep_mean": 449.625, + "epsilon_norm": 7.598244667053223, + "prediction_norm": 5.0674943923950195, + "timestamp": "2025-07-14T12:33:52.127642" + }, + { + "epoch": 526, + "batch_idx": 96, + "loss": 0.23432204127311707, + "learning_rate": 0.000838823218735051, + "timestep_mean": 532.84375, + "epsilon_norm": 9.174925804138184, + "prediction_norm": 8.31879711151123, + "timestamp": "2025-07-14T12:33:52.132874" + }, + { + "epoch": 526, + "batch_idx": 128, + "loss": 0.39410948753356934, + "learning_rate": 0.000838823218735051, + "timestep_mean": 503.09375, + "epsilon_norm": 6.886312007904053, + "prediction_norm": 5.4195637702941895, + "timestamp": "2025-07-14T12:33:52.138179" + }, + { + "epoch": 526, + "batch_idx": 160, + "loss": 0.3270808756351471, + "learning_rate": 0.000838823218735051, + "timestep_mean": 443.03125, + "epsilon_norm": 8.31410026550293, + "prediction_norm": 7.30116605758667, + "timestamp": "2025-07-14T12:33:52.143341" + }, + { + "epoch": 526, + "batch_idx": 192, + "loss": 0.4901210069656372, + "learning_rate": 0.000838823218735051, + "timestep_mean": 425.875, + "epsilon_norm": 4.007627487182617, + "prediction_norm": 3.1198952198028564, + "timestamp": "2025-07-14T12:33:52.148517" + }, + { + "epoch": 527, + "batch_idx": 0, + "loss": 0.3215678036212921, + "learning_rate": 0.0008382452286910205, + "timestep_mean": 442.6875, + "epsilon_norm": 7.612481117248535, + "prediction_norm": 6.206309795379639, + "timestamp": "2025-07-14T12:33:52.153756" + }, + { + "epoch": 527, + "batch_idx": 32, + "loss": 0.2709117829799652, + "learning_rate": 0.0008382452286910205, + "timestep_mean": 529.125, + "epsilon_norm": 7.788471698760986, + "prediction_norm": 7.614226341247559, + "timestamp": "2025-07-14T12:33:52.159068" + }, + { + "epoch": 527, + "batch_idx": 64, + "loss": 0.2600591778755188, + "learning_rate": 0.0008382452286910205, + "timestep_mean": 558.90625, + "epsilon_norm": 8.002154350280762, + "prediction_norm": 7.903932094573975, + "timestamp": "2025-07-14T12:33:52.164322" + }, + { + "epoch": 527, + "batch_idx": 96, + "loss": 0.21520546078681946, + "learning_rate": 0.0008382452286910205, + "timestep_mean": 561.15625, + "epsilon_norm": 7.808770179748535, + "prediction_norm": 7.141592025756836, + "timestamp": "2025-07-14T12:33:52.169429" + }, + { + "epoch": 527, + "batch_idx": 128, + "loss": 0.22082629799842834, + "learning_rate": 0.0008382452286910205, + "timestep_mean": 458.875, + "epsilon_norm": 7.373908996582031, + "prediction_norm": 6.93440580368042, + "timestamp": "2025-07-14T12:33:52.174626" + }, + { + "epoch": 527, + "batch_idx": 160, + "loss": 0.35565319657325745, + "learning_rate": 0.0008382452286910205, + "timestep_mean": 525.65625, + "epsilon_norm": 7.452085494995117, + "prediction_norm": 6.8759660720825195, + "timestamp": "2025-07-14T12:33:52.179978" + }, + { + "epoch": 527, + "batch_idx": 192, + "loss": 0.4408766031265259, + "learning_rate": 0.0008382452286910205, + "timestep_mean": 365.375, + "epsilon_norm": 3.9788994789123535, + "prediction_norm": 3.084705352783203, + "timestamp": "2025-07-14T12:33:52.185155" + }, + { + "epoch": 528, + "batch_idx": 0, + "loss": 0.17509512603282928, + "learning_rate": 0.0008376664040605121, + "timestep_mean": 549.1875, + "epsilon_norm": 8.159902572631836, + "prediction_norm": 7.444177627563477, + "timestamp": "2025-07-14T12:33:52.190399" + }, + { + "epoch": 528, + "batch_idx": 32, + "loss": 0.2729312777519226, + "learning_rate": 0.0008376664040605121, + "timestep_mean": 602.125, + "epsilon_norm": 7.636791229248047, + "prediction_norm": 6.481707572937012, + "timestamp": "2025-07-14T12:33:52.195624" + }, + { + "epoch": 528, + "batch_idx": 64, + "loss": 0.260184645652771, + "learning_rate": 0.0008376664040605121, + "timestep_mean": 447.1875, + "epsilon_norm": 7.638185501098633, + "prediction_norm": 6.283962726593018, + "timestamp": "2025-07-14T12:33:52.200843" + }, + { + "epoch": 528, + "batch_idx": 96, + "loss": 0.31550565361976624, + "learning_rate": 0.0008376664040605121, + "timestep_mean": 526.34375, + "epsilon_norm": 8.738543510437012, + "prediction_norm": 7.252481937408447, + "timestamp": "2025-07-14T12:33:52.206008" + }, + { + "epoch": 528, + "batch_idx": 128, + "loss": 0.20060300827026367, + "learning_rate": 0.0008376664040605121, + "timestep_mean": 540.46875, + "epsilon_norm": 7.266801357269287, + "prediction_norm": 6.641214847564697, + "timestamp": "2025-07-14T12:33:52.211216" + }, + { + "epoch": 528, + "batch_idx": 160, + "loss": 0.3113388121128082, + "learning_rate": 0.0008376664040605121, + "timestep_mean": 552.40625, + "epsilon_norm": 8.18474006652832, + "prediction_norm": 6.668787956237793, + "timestamp": "2025-07-14T12:33:52.216203" + }, + { + "epoch": 528, + "batch_idx": 192, + "loss": 0.4243975281715393, + "learning_rate": 0.0008376664040605121, + "timestep_mean": 428.75, + "epsilon_norm": 3.222080707550049, + "prediction_norm": 1.4636726379394531, + "timestamp": "2025-07-14T12:33:52.221251" + }, + { + "epoch": 529, + "batch_idx": 0, + "loss": 0.28180795907974243, + "learning_rate": 0.0008370867462717182, + "timestep_mean": 467.84375, + "epsilon_norm": 7.8800859451293945, + "prediction_norm": 6.1013712882995605, + "timestamp": "2025-07-14T12:33:52.226365" + }, + { + "epoch": 529, + "batch_idx": 32, + "loss": 0.32281821966171265, + "learning_rate": 0.0008370867462717182, + "timestep_mean": 405.8125, + "epsilon_norm": 8.562814712524414, + "prediction_norm": 7.879406452178955, + "timestamp": "2025-07-14T12:33:52.231592" + }, + { + "epoch": 529, + "batch_idx": 64, + "loss": 0.41674625873565674, + "learning_rate": 0.0008370867462717182, + "timestep_mean": 430.65625, + "epsilon_norm": 7.355148792266846, + "prediction_norm": 4.637368679046631, + "timestamp": "2025-07-14T12:33:52.236791" + }, + { + "epoch": 529, + "batch_idx": 96, + "loss": 0.14898405969142914, + "learning_rate": 0.0008370867462717182, + "timestep_mean": 605.8125, + "epsilon_norm": 7.716498851776123, + "prediction_norm": 6.7943572998046875, + "timestamp": "2025-07-14T12:33:52.242053" + }, + { + "epoch": 529, + "batch_idx": 128, + "loss": 0.3180360198020935, + "learning_rate": 0.0008370867462717182, + "timestep_mean": 572.34375, + "epsilon_norm": 7.8976030349731445, + "prediction_norm": 5.9948906898498535, + "timestamp": "2025-07-14T12:33:52.247264" + }, + { + "epoch": 529, + "batch_idx": 160, + "loss": 0.30170148611068726, + "learning_rate": 0.0008370867462717182, + "timestep_mean": 512.84375, + "epsilon_norm": 8.489013671875, + "prediction_norm": 6.44303560256958, + "timestamp": "2025-07-14T12:33:52.252340" + }, + { + "epoch": 529, + "batch_idx": 192, + "loss": 0.7004818916320801, + "learning_rate": 0.0008370867462717182, + "timestep_mean": 408.5, + "epsilon_norm": 4.157259941101074, + "prediction_norm": 2.3109261989593506, + "timestamp": "2025-07-14T12:33:52.257438" + }, + { + "epoch": 530, + "batch_idx": 0, + "loss": 0.4211270213127136, + "learning_rate": 0.0008365062567548864, + "timestep_mean": 528.6875, + "epsilon_norm": 8.168675422668457, + "prediction_norm": 5.609532356262207, + "timestamp": "2025-07-14T12:33:52.262664" + }, + { + "epoch": 530, + "batch_idx": 32, + "loss": 0.3094230592250824, + "learning_rate": 0.0008365062567548864, + "timestep_mean": 540.96875, + "epsilon_norm": 8.470288276672363, + "prediction_norm": 6.995694160461426, + "timestamp": "2025-07-14T12:33:52.267661" + }, + { + "epoch": 530, + "batch_idx": 64, + "loss": 0.1558210551738739, + "learning_rate": 0.0008365062567548864, + "timestep_mean": 524.90625, + "epsilon_norm": 8.682201385498047, + "prediction_norm": 8.095404624938965, + "timestamp": "2025-07-14T12:33:52.272846" + }, + { + "epoch": 530, + "batch_idx": 96, + "loss": 0.20753565430641174, + "learning_rate": 0.0008365062567548864, + "timestep_mean": 456.03125, + "epsilon_norm": 8.37094783782959, + "prediction_norm": 7.23136043548584, + "timestamp": "2025-07-14T12:33:52.278112" + }, + { + "epoch": 530, + "batch_idx": 128, + "loss": 0.14348457753658295, + "learning_rate": 0.0008365062567548864, + "timestep_mean": 585.5, + "epsilon_norm": 7.787761211395264, + "prediction_norm": 7.108295917510986, + "timestamp": "2025-07-14T12:33:52.283503" + }, + { + "epoch": 530, + "batch_idx": 160, + "loss": 0.21715721487998962, + "learning_rate": 0.0008365062567548864, + "timestep_mean": 503.34375, + "epsilon_norm": 8.125531196594238, + "prediction_norm": 7.285629749298096, + "timestamp": "2025-07-14T12:33:52.288702" + }, + { + "epoch": 530, + "batch_idx": 192, + "loss": 0.2554613947868347, + "learning_rate": 0.0008365062567548864, + "timestep_mean": 564.5, + "epsilon_norm": 3.5384433269500732, + "prediction_norm": 3.4447591304779053, + "timestamp": "2025-07-14T12:33:52.293789" + }, + { + "epoch": 531, + "batch_idx": 0, + "loss": 0.3221036195755005, + "learning_rate": 0.0008359249369423174, + "timestep_mean": 508.875, + "epsilon_norm": 7.913827896118164, + "prediction_norm": 6.6470866203308105, + "timestamp": "2025-07-14T12:33:52.298959" + }, + { + "epoch": 531, + "batch_idx": 32, + "loss": 0.32849961519241333, + "learning_rate": 0.0008359249369423174, + "timestep_mean": 478.125, + "epsilon_norm": 7.998474597930908, + "prediction_norm": 7.667579174041748, + "timestamp": "2025-07-14T12:33:52.304126" + }, + { + "epoch": 531, + "batch_idx": 64, + "loss": 0.31976282596588135, + "learning_rate": 0.0008359249369423174, + "timestep_mean": 495.09375, + "epsilon_norm": 9.30974006652832, + "prediction_norm": 8.828751564025879, + "timestamp": "2025-07-14T12:33:52.309274" + }, + { + "epoch": 531, + "batch_idx": 96, + "loss": 0.2196706235408783, + "learning_rate": 0.0008359249369423174, + "timestep_mean": 550.34375, + "epsilon_norm": 7.093867778778076, + "prediction_norm": 6.85682487487793, + "timestamp": "2025-07-14T12:33:52.314440" + }, + { + "epoch": 531, + "batch_idx": 128, + "loss": 0.2198629081249237, + "learning_rate": 0.0008359249369423174, + "timestep_mean": 553.0625, + "epsilon_norm": 8.36153507232666, + "prediction_norm": 7.999627113342285, + "timestamp": "2025-07-14T12:33:52.319474" + }, + { + "epoch": 531, + "batch_idx": 160, + "loss": 0.24546602368354797, + "learning_rate": 0.0008359249369423174, + "timestep_mean": 489.03125, + "epsilon_norm": 7.011900901794434, + "prediction_norm": 6.475665092468262, + "timestamp": "2025-07-14T12:33:52.324303" + }, + { + "epoch": 531, + "batch_idx": 192, + "loss": 0.09621007740497589, + "learning_rate": 0.0008359249369423174, + "timestep_mean": 570.875, + "epsilon_norm": 2.9461402893066406, + "prediction_norm": 2.5170459747314453, + "timestamp": "2025-07-14T12:33:52.329226" + }, + { + "epoch": 532, + "batch_idx": 0, + "loss": 0.1509159505367279, + "learning_rate": 0.0008353427882683599, + "timestep_mean": 623.25, + "epsilon_norm": 9.085874557495117, + "prediction_norm": 8.259134292602539, + "timestamp": "2025-07-14T12:33:52.334133" + }, + { + "epoch": 532, + "batch_idx": 32, + "loss": 0.26717409491539, + "learning_rate": 0.0008353427882683599, + "timestep_mean": 494.5, + "epsilon_norm": 7.126208782196045, + "prediction_norm": 6.733205318450928, + "timestamp": "2025-07-14T12:33:52.338998" + }, + { + "epoch": 532, + "batch_idx": 64, + "loss": 0.2191016674041748, + "learning_rate": 0.0008353427882683599, + "timestep_mean": 547.875, + "epsilon_norm": 8.701619148254395, + "prediction_norm": 7.193819522857666, + "timestamp": "2025-07-14T12:33:52.343862" + }, + { + "epoch": 532, + "batch_idx": 96, + "loss": 0.48899713158607483, + "learning_rate": 0.0008353427882683599, + "timestep_mean": 470.5, + "epsilon_norm": 7.6466240882873535, + "prediction_norm": 5.40996789932251, + "timestamp": "2025-07-14T12:33:52.348688" + }, + { + "epoch": 532, + "batch_idx": 128, + "loss": 0.24317361414432526, + "learning_rate": 0.0008353427882683599, + "timestep_mean": 539.53125, + "epsilon_norm": 8.415589332580566, + "prediction_norm": 6.866358757019043, + "timestamp": "2025-07-14T12:33:52.353532" + }, + { + "epoch": 532, + "batch_idx": 160, + "loss": 0.17750602960586548, + "learning_rate": 0.0008353427882683599, + "timestep_mean": 572.6875, + "epsilon_norm": 8.208626747131348, + "prediction_norm": 7.206963539123535, + "timestamp": "2025-07-14T12:33:52.358416" + }, + { + "epoch": 532, + "batch_idx": 192, + "loss": 0.09730245172977448, + "learning_rate": 0.0008353427882683599, + "timestep_mean": 642.5, + "epsilon_norm": 3.493955135345459, + "prediction_norm": 3.0765326023101807, + "timestamp": "2025-07-14T12:33:52.363240" + }, + { + "epoch": 533, + "batch_idx": 0, + "loss": 0.4051516056060791, + "learning_rate": 0.0008347598121694076, + "timestep_mean": 384.53125, + "epsilon_norm": 8.440962791442871, + "prediction_norm": 5.513869762420654, + "timestamp": "2025-07-14T12:33:52.368178" + }, + { + "epoch": 533, + "batch_idx": 32, + "loss": 0.3845905065536499, + "learning_rate": 0.0008347598121694076, + "timestep_mean": 481.53125, + "epsilon_norm": 8.567743301391602, + "prediction_norm": 6.531632900238037, + "timestamp": "2025-07-14T12:33:52.373037" + }, + { + "epoch": 533, + "batch_idx": 64, + "loss": 0.271743506193161, + "learning_rate": 0.0008347598121694076, + "timestep_mean": 559.3125, + "epsilon_norm": 7.490133285522461, + "prediction_norm": 6.133842945098877, + "timestamp": "2025-07-14T12:33:52.377862" + }, + { + "epoch": 533, + "batch_idx": 96, + "loss": 0.40979766845703125, + "learning_rate": 0.0008347598121694076, + "timestep_mean": 556.40625, + "epsilon_norm": 8.08508586883545, + "prediction_norm": 5.801601409912109, + "timestamp": "2025-07-14T12:33:52.382673" + }, + { + "epoch": 533, + "batch_idx": 128, + "loss": 0.2669743597507477, + "learning_rate": 0.0008347598121694076, + "timestep_mean": 386.15625, + "epsilon_norm": 8.135239601135254, + "prediction_norm": 6.9810791015625, + "timestamp": "2025-07-14T12:33:52.387577" + }, + { + "epoch": 533, + "batch_idx": 160, + "loss": 0.21661438047885895, + "learning_rate": 0.0008347598121694076, + "timestep_mean": 536.46875, + "epsilon_norm": 8.835989952087402, + "prediction_norm": 7.854270935058594, + "timestamp": "2025-07-14T12:33:52.392406" + }, + { + "epoch": 533, + "batch_idx": 192, + "loss": 0.2988683879375458, + "learning_rate": 0.0008347598121694076, + "timestep_mean": 424.875, + "epsilon_norm": 4.054152488708496, + "prediction_norm": 3.65409517288208, + "timestamp": "2025-07-14T12:33:52.397172" + }, + { + "epoch": 534, + "batch_idx": 0, + "loss": 0.23344919085502625, + "learning_rate": 0.0008341760100838964, + "timestep_mean": 540.34375, + "epsilon_norm": 9.108226776123047, + "prediction_norm": 8.484611511230469, + "timestamp": "2025-07-14T12:33:52.401979" + }, + { + "epoch": 534, + "batch_idx": 32, + "loss": 0.5291018486022949, + "learning_rate": 0.0008341760100838964, + "timestep_mean": 370.21875, + "epsilon_norm": 8.580574989318848, + "prediction_norm": 5.473289489746094, + "timestamp": "2025-07-14T12:33:52.406790" + }, + { + "epoch": 534, + "batch_idx": 64, + "loss": 0.5618777871131897, + "learning_rate": 0.0008341760100838964, + "timestep_mean": 427.71875, + "epsilon_norm": 9.655828475952148, + "prediction_norm": 7.09073543548584, + "timestamp": "2025-07-14T12:33:52.411678" + }, + { + "epoch": 534, + "batch_idx": 96, + "loss": 0.2826679050922394, + "learning_rate": 0.0008341760100838964, + "timestep_mean": 477.40625, + "epsilon_norm": 8.299686431884766, + "prediction_norm": 7.055700302124023, + "timestamp": "2025-07-14T12:33:52.416896" + }, + { + "epoch": 534, + "batch_idx": 128, + "loss": 0.5204580426216125, + "learning_rate": 0.0008341760100838964, + "timestep_mean": 473.03125, + "epsilon_norm": 8.711882591247559, + "prediction_norm": 6.779055595397949, + "timestamp": "2025-07-14T12:33:52.421968" + }, + { + "epoch": 534, + "batch_idx": 160, + "loss": 0.46809571981430054, + "learning_rate": 0.0008341760100838964, + "timestep_mean": 417.34375, + "epsilon_norm": 7.401791095733643, + "prediction_norm": 5.223972797393799, + "timestamp": "2025-07-14T12:33:52.427003" + }, + { + "epoch": 534, + "batch_idx": 192, + "loss": 0.5177828073501587, + "learning_rate": 0.0008341760100838964, + "timestep_mean": 325.375, + "epsilon_norm": 3.1437900066375732, + "prediction_norm": 2.4544007778167725, + "timestamp": "2025-07-14T12:33:52.432010" + }, + { + "epoch": 535, + "batch_idx": 0, + "loss": 0.43206316232681274, + "learning_rate": 0.0008335913834522998, + "timestep_mean": 472.4375, + "epsilon_norm": 7.944831848144531, + "prediction_norm": 6.482742786407471, + "timestamp": "2025-07-14T12:33:52.436936" + }, + { + "epoch": 535, + "batch_idx": 32, + "loss": 0.38525354862213135, + "learning_rate": 0.0008335913834522998, + "timestep_mean": 471.4375, + "epsilon_norm": 8.12172794342041, + "prediction_norm": 7.197832107543945, + "timestamp": "2025-07-14T12:33:52.441902" + }, + { + "epoch": 535, + "batch_idx": 64, + "loss": 0.264254093170166, + "learning_rate": 0.0008335913834522998, + "timestep_mean": 528.71875, + "epsilon_norm": 8.136259078979492, + "prediction_norm": 7.175394535064697, + "timestamp": "2025-07-14T12:33:52.446840" + }, + { + "epoch": 535, + "batch_idx": 96, + "loss": 0.3772798776626587, + "learning_rate": 0.0008335913834522998, + "timestep_mean": 513.34375, + "epsilon_norm": 7.0763020515441895, + "prediction_norm": 5.864112854003906, + "timestamp": "2025-07-14T12:33:52.451730" + }, + { + "epoch": 535, + "batch_idx": 128, + "loss": 0.47192394733428955, + "learning_rate": 0.0008335913834522998, + "timestep_mean": 378.59375, + "epsilon_norm": 8.844780921936035, + "prediction_norm": 6.867459774017334, + "timestamp": "2025-07-14T12:33:52.456569" + }, + { + "epoch": 535, + "batch_idx": 160, + "loss": 0.15575507283210754, + "learning_rate": 0.0008335913834522998, + "timestep_mean": 538.75, + "epsilon_norm": 7.881137371063232, + "prediction_norm": 7.490925312042236, + "timestamp": "2025-07-14T12:33:52.461399" + }, + { + "epoch": 535, + "batch_idx": 192, + "loss": 0.09629923850297928, + "learning_rate": 0.0008335913834522998, + "timestep_mean": 418.625, + "epsilon_norm": 2.67787766456604, + "prediction_norm": 2.8573760986328125, + "timestamp": "2025-07-14T12:33:52.466285" + }, + { + "epoch": 536, + "batch_idx": 0, + "loss": 0.22707730531692505, + "learning_rate": 0.0008330059337171257, + "timestep_mean": 526.71875, + "epsilon_norm": 7.5422892570495605, + "prediction_norm": 6.481544017791748, + "timestamp": "2025-07-14T12:33:52.471384" + }, + { + "epoch": 536, + "batch_idx": 32, + "loss": 0.12950687110424042, + "learning_rate": 0.0008330059337171257, + "timestep_mean": 550.5, + "epsilon_norm": 7.872735023498535, + "prediction_norm": 7.431615352630615, + "timestamp": "2025-07-14T12:33:52.476231" + }, + { + "epoch": 536, + "batch_idx": 64, + "loss": 0.3285813331604004, + "learning_rate": 0.0008330059337171257, + "timestep_mean": 579.6875, + "epsilon_norm": 8.960834503173828, + "prediction_norm": 7.971649169921875, + "timestamp": "2025-07-14T12:33:52.481080" + }, + { + "epoch": 536, + "batch_idx": 96, + "loss": 0.29171764850616455, + "learning_rate": 0.0008330059337171257, + "timestep_mean": 520.625, + "epsilon_norm": 8.258468627929688, + "prediction_norm": 6.443027019500732, + "timestamp": "2025-07-14T12:33:52.485937" + }, + { + "epoch": 536, + "batch_idx": 128, + "loss": 0.22018256783485413, + "learning_rate": 0.0008330059337171257, + "timestep_mean": 542.40625, + "epsilon_norm": 7.632692337036133, + "prediction_norm": 7.2272515296936035, + "timestamp": "2025-07-14T12:33:52.490793" + }, + { + "epoch": 536, + "batch_idx": 160, + "loss": 0.16266292333602905, + "learning_rate": 0.0008330059337171257, + "timestep_mean": 548.6875, + "epsilon_norm": 6.724484920501709, + "prediction_norm": 5.755990028381348, + "timestamp": "2025-07-14T12:33:52.495677" + }, + { + "epoch": 536, + "batch_idx": 192, + "loss": 0.27177584171295166, + "learning_rate": 0.0008330059337171257, + "timestep_mean": 484.875, + "epsilon_norm": 3.4222629070281982, + "prediction_norm": 2.8577067852020264, + "timestamp": "2025-07-14T12:33:52.500631" + }, + { + "epoch": 537, + "batch_idx": 0, + "loss": 0.6052963137626648, + "learning_rate": 0.0008324196623229134, + "timestep_mean": 315.09375, + "epsilon_norm": 7.9021897315979, + "prediction_norm": 4.996262550354004, + "timestamp": "2025-07-14T12:33:52.505527" + }, + { + "epoch": 537, + "batch_idx": 32, + "loss": 0.22394314408302307, + "learning_rate": 0.0008324196623229134, + "timestep_mean": 529.34375, + "epsilon_norm": 7.836503982543945, + "prediction_norm": 6.4645233154296875, + "timestamp": "2025-07-14T12:33:52.511267" + }, + { + "epoch": 537, + "batch_idx": 64, + "loss": 0.3783859610557556, + "learning_rate": 0.0008324196623229134, + "timestep_mean": 440.25, + "epsilon_norm": 7.417535305023193, + "prediction_norm": 5.7483930587768555, + "timestamp": "2025-07-14T12:33:52.515955" + }, + { + "epoch": 537, + "batch_idx": 96, + "loss": 0.24920541048049927, + "learning_rate": 0.0008324196623229134, + "timestep_mean": 499.5, + "epsilon_norm": 8.766390800476074, + "prediction_norm": 6.952662467956543, + "timestamp": "2025-07-14T12:33:52.520779" + }, + { + "epoch": 537, + "batch_idx": 128, + "loss": 0.254915714263916, + "learning_rate": 0.0008324196623229134, + "timestep_mean": 479.75, + "epsilon_norm": 8.940386772155762, + "prediction_norm": 7.175955772399902, + "timestamp": "2025-07-14T12:33:52.525516" + }, + { + "epoch": 537, + "batch_idx": 160, + "loss": 0.4307202100753784, + "learning_rate": 0.0008324196623229134, + "timestep_mean": 477.84375, + "epsilon_norm": 8.132617950439453, + "prediction_norm": 6.757593154907227, + "timestamp": "2025-07-14T12:33:52.530220" + }, + { + "epoch": 537, + "batch_idx": 192, + "loss": 0.07999981939792633, + "learning_rate": 0.0008324196623229134, + "timestep_mean": 665.5, + "epsilon_norm": 5.668647766113281, + "prediction_norm": 5.244875907897949, + "timestamp": "2025-07-14T12:33:52.534932" + }, + { + "epoch": 538, + "batch_idx": 0, + "loss": 0.33527544140815735, + "learning_rate": 0.0008318325707162292, + "timestep_mean": 491.40625, + "epsilon_norm": 8.252907752990723, + "prediction_norm": 7.650301933288574, + "timestamp": "2025-07-14T12:33:52.539629" + }, + { + "epoch": 538, + "batch_idx": 32, + "loss": 0.29269227385520935, + "learning_rate": 0.0008318325707162292, + "timestep_mean": 432.53125, + "epsilon_norm": 6.845277309417725, + "prediction_norm": 6.017983913421631, + "timestamp": "2025-07-14T12:33:52.544626" + }, + { + "epoch": 538, + "batch_idx": 64, + "loss": 0.3073444366455078, + "learning_rate": 0.0008318325707162292, + "timestep_mean": 508.625, + "epsilon_norm": 6.620617389678955, + "prediction_norm": 4.9281511306762695, + "timestamp": "2025-07-14T12:33:52.549583" + }, + { + "epoch": 538, + "batch_idx": 96, + "loss": 0.2605902850627899, + "learning_rate": 0.0008318325707162292, + "timestep_mean": 540.84375, + "epsilon_norm": 7.786811351776123, + "prediction_norm": 6.1865129470825195, + "timestamp": "2025-07-14T12:33:52.554698" + }, + { + "epoch": 538, + "batch_idx": 128, + "loss": 0.21232718229293823, + "learning_rate": 0.0008318325707162292, + "timestep_mean": 486.15625, + "epsilon_norm": 7.485489368438721, + "prediction_norm": 6.825383186340332, + "timestamp": "2025-07-14T12:33:52.559706" + }, + { + "epoch": 538, + "batch_idx": 160, + "loss": 0.5234391689300537, + "learning_rate": 0.0008318325707162292, + "timestep_mean": 422.375, + "epsilon_norm": 7.7663140296936035, + "prediction_norm": 6.321539878845215, + "timestamp": "2025-07-14T12:33:52.564628" + }, + { + "epoch": 538, + "batch_idx": 192, + "loss": 0.19938355684280396, + "learning_rate": 0.0008318325707162292, + "timestep_mean": 486.375, + "epsilon_norm": 4.254465103149414, + "prediction_norm": 3.745941400527954, + "timestamp": "2025-07-14T12:33:52.569595" + }, + { + "epoch": 539, + "batch_idx": 0, + "loss": 0.2691141963005066, + "learning_rate": 0.0008312446603456632, + "timestep_mean": 466.09375, + "epsilon_norm": 6.993662357330322, + "prediction_norm": 5.718502521514893, + "timestamp": "2025-07-14T12:33:52.574530" + }, + { + "epoch": 539, + "batch_idx": 32, + "loss": 0.28295472264289856, + "learning_rate": 0.0008312446603456632, + "timestep_mean": 525.34375, + "epsilon_norm": 8.153265953063965, + "prediction_norm": 6.34879732131958, + "timestamp": "2025-07-14T12:33:52.579606" + }, + { + "epoch": 539, + "batch_idx": 64, + "loss": 0.33967381715774536, + "learning_rate": 0.0008312446603456632, + "timestep_mean": 436.21875, + "epsilon_norm": 7.541039943695068, + "prediction_norm": 7.032586574554443, + "timestamp": "2025-07-14T12:33:52.584511" + }, + { + "epoch": 539, + "batch_idx": 96, + "loss": 0.39150112867355347, + "learning_rate": 0.0008312446603456632, + "timestep_mean": 396.0, + "epsilon_norm": 7.114458084106445, + "prediction_norm": 5.271183490753174, + "timestamp": "2025-07-14T12:33:52.589327" + }, + { + "epoch": 539, + "batch_idx": 128, + "loss": 0.29827070236206055, + "learning_rate": 0.0008312446603456632, + "timestep_mean": 464.28125, + "epsilon_norm": 7.82318639755249, + "prediction_norm": 6.6539812088012695, + "timestamp": "2025-07-14T12:33:52.594049" + }, + { + "epoch": 539, + "batch_idx": 160, + "loss": 0.37606748938560486, + "learning_rate": 0.0008312446603456632, + "timestep_mean": 448.0, + "epsilon_norm": 8.041088104248047, + "prediction_norm": 5.74648904800415, + "timestamp": "2025-07-14T12:33:52.598723" + }, + { + "epoch": 539, + "batch_idx": 192, + "loss": 0.11565300822257996, + "learning_rate": 0.0008312446603456632, + "timestep_mean": 572.75, + "epsilon_norm": 2.5279712677001953, + "prediction_norm": 2.105950355529785, + "timestamp": "2025-07-14T12:33:52.603447" + }, + { + "epoch": 540, + "batch_idx": 0, + "loss": 0.22266167402267456, + "learning_rate": 0.0008306559326618258, + "timestep_mean": 469.59375, + "epsilon_norm": 5.720142841339111, + "prediction_norm": 5.229923248291016, + "timestamp": "2025-07-14T12:33:52.608295" + }, + { + "epoch": 540, + "batch_idx": 32, + "loss": 0.3809134066104889, + "learning_rate": 0.0008306559326618258, + "timestep_mean": 403.34375, + "epsilon_norm": 7.809660911560059, + "prediction_norm": 5.954322338104248, + "timestamp": "2025-07-14T12:33:52.613012" + }, + { + "epoch": 540, + "batch_idx": 64, + "loss": 0.33913835883140564, + "learning_rate": 0.0008306559326618258, + "timestep_mean": 457.03125, + "epsilon_norm": 7.243037700653076, + "prediction_norm": 5.337432384490967, + "timestamp": "2025-07-14T12:33:52.617813" + }, + { + "epoch": 540, + "batch_idx": 96, + "loss": 0.29842472076416016, + "learning_rate": 0.0008306559326618258, + "timestep_mean": 494.84375, + "epsilon_norm": 7.133727550506592, + "prediction_norm": 5.106333255767822, + "timestamp": "2025-07-14T12:33:52.622592" + }, + { + "epoch": 540, + "batch_idx": 128, + "loss": 0.2403424084186554, + "learning_rate": 0.0008306559326618258, + "timestep_mean": 502.8125, + "epsilon_norm": 7.47146463394165, + "prediction_norm": 5.821852684020996, + "timestamp": "2025-07-14T12:33:52.627441" + }, + { + "epoch": 540, + "batch_idx": 160, + "loss": 0.27110055088996887, + "learning_rate": 0.0008306559326618258, + "timestep_mean": 506.25, + "epsilon_norm": 8.244985580444336, + "prediction_norm": 6.645422458648682, + "timestamp": "2025-07-14T12:33:52.632191" + }, + { + "epoch": 540, + "batch_idx": 192, + "loss": 0.4916340708732605, + "learning_rate": 0.0008306559326618258, + "timestep_mean": 476.75, + "epsilon_norm": 4.786910533905029, + "prediction_norm": 3.6766483783721924, + "timestamp": "2025-07-14T12:33:52.636983" + }, + { + "epoch": 541, + "batch_idx": 0, + "loss": 0.303280234336853, + "learning_rate": 0.0008300663891173442, + "timestep_mean": 486.0625, + "epsilon_norm": 7.5859785079956055, + "prediction_norm": 6.177152633666992, + "timestamp": "2025-07-14T12:33:52.641868" + }, + { + "epoch": 541, + "batch_idx": 32, + "loss": 0.2967832088470459, + "learning_rate": 0.0008300663891173442, + "timestep_mean": 505.25, + "epsilon_norm": 7.668684959411621, + "prediction_norm": 6.143614292144775, + "timestamp": "2025-07-14T12:33:52.646756" + }, + { + "epoch": 541, + "batch_idx": 64, + "loss": 0.34314271807670593, + "learning_rate": 0.0008300663891173442, + "timestep_mean": 413.84375, + "epsilon_norm": 7.3320207595825195, + "prediction_norm": 5.619996070861816, + "timestamp": "2025-07-14T12:33:52.651577" + }, + { + "epoch": 541, + "batch_idx": 96, + "loss": 0.23846036195755005, + "learning_rate": 0.0008300663891173442, + "timestep_mean": 484.5, + "epsilon_norm": 8.19950008392334, + "prediction_norm": 7.32240104675293, + "timestamp": "2025-07-14T12:33:52.656482" + }, + { + "epoch": 541, + "batch_idx": 128, + "loss": 0.4327477812767029, + "learning_rate": 0.0008300663891173442, + "timestep_mean": 483.625, + "epsilon_norm": 8.858965873718262, + "prediction_norm": 6.745444297790527, + "timestamp": "2025-07-14T12:33:52.661339" + }, + { + "epoch": 541, + "batch_idx": 160, + "loss": 0.2654668688774109, + "learning_rate": 0.0008300663891173442, + "timestep_mean": 453.03125, + "epsilon_norm": 7.599301815032959, + "prediction_norm": 6.912647724151611, + "timestamp": "2025-07-14T12:33:52.666116" + }, + { + "epoch": 541, + "batch_idx": 192, + "loss": 0.09808027744293213, + "learning_rate": 0.0008300663891173442, + "timestep_mean": 384.125, + "epsilon_norm": 3.8976633548736572, + "prediction_norm": 3.85032057762146, + "timestamp": "2025-07-14T12:33:52.671054" + }, + { + "epoch": 542, + "batch_idx": 0, + "loss": 0.33186566829681396, + "learning_rate": 0.0008294760311668584, + "timestep_mean": 395.0, + "epsilon_norm": 7.846661567687988, + "prediction_norm": 6.211153507232666, + "timestamp": "2025-07-14T12:33:52.675849" + }, + { + "epoch": 542, + "batch_idx": 32, + "loss": 0.4954933524131775, + "learning_rate": 0.0008294760311668584, + "timestep_mean": 424.40625, + "epsilon_norm": 7.752534866333008, + "prediction_norm": 5.349117755889893, + "timestamp": "2025-07-14T12:33:52.680757" + }, + { + "epoch": 542, + "batch_idx": 64, + "loss": 0.39528533816337585, + "learning_rate": 0.0008294760311668584, + "timestep_mean": 516.125, + "epsilon_norm": 8.397403717041016, + "prediction_norm": 6.534680366516113, + "timestamp": "2025-07-14T12:33:52.685634" + }, + { + "epoch": 542, + "batch_idx": 96, + "loss": 0.30075937509536743, + "learning_rate": 0.0008294760311668584, + "timestep_mean": 570.1875, + "epsilon_norm": 8.342193603515625, + "prediction_norm": 6.799661159515381, + "timestamp": "2025-07-14T12:33:52.690436" + }, + { + "epoch": 542, + "batch_idx": 128, + "loss": 0.30069297552108765, + "learning_rate": 0.0008294760311668584, + "timestep_mean": 423.125, + "epsilon_norm": 7.782064437866211, + "prediction_norm": 6.947736740112305, + "timestamp": "2025-07-14T12:33:52.695312" + }, + { + "epoch": 542, + "batch_idx": 160, + "loss": 0.24344246089458466, + "learning_rate": 0.0008294760311668584, + "timestep_mean": 480.40625, + "epsilon_norm": 8.58816909790039, + "prediction_norm": 7.727373123168945, + "timestamp": "2025-07-14T12:33:52.700275" + }, + { + "epoch": 542, + "batch_idx": 192, + "loss": 0.16672325134277344, + "learning_rate": 0.0008294760311668584, + "timestep_mean": 528.625, + "epsilon_norm": 3.5479207038879395, + "prediction_norm": 3.5220115184783936, + "timestamp": "2025-07-14T12:33:52.705063" + }, + { + "epoch": 543, + "batch_idx": 0, + "loss": 0.3057418465614319, + "learning_rate": 0.0008288848602670179, + "timestep_mean": 421.28125, + "epsilon_norm": 6.705413341522217, + "prediction_norm": 5.738607883453369, + "timestamp": "2025-07-14T12:33:52.709987" + }, + { + "epoch": 543, + "batch_idx": 32, + "loss": 0.3721877634525299, + "learning_rate": 0.0008288848602670179, + "timestep_mean": 539.9375, + "epsilon_norm": 7.790609359741211, + "prediction_norm": 6.177402973175049, + "timestamp": "2025-07-14T12:33:52.714803" + }, + { + "epoch": 543, + "batch_idx": 64, + "loss": 0.26648491621017456, + "learning_rate": 0.0008288848602670179, + "timestep_mean": 493.625, + "epsilon_norm": 7.332150936126709, + "prediction_norm": 7.283907413482666, + "timestamp": "2025-07-14T12:33:52.719651" + }, + { + "epoch": 543, + "batch_idx": 96, + "loss": 0.37532609701156616, + "learning_rate": 0.0008288848602670179, + "timestep_mean": 451.78125, + "epsilon_norm": 7.427873611450195, + "prediction_norm": 6.4242143630981445, + "timestamp": "2025-07-14T12:33:52.724502" + }, + { + "epoch": 543, + "batch_idx": 128, + "loss": 0.27622246742248535, + "learning_rate": 0.0008288848602670179, + "timestep_mean": 492.5, + "epsilon_norm": 7.147800922393799, + "prediction_norm": 6.08174467086792, + "timestamp": "2025-07-14T12:33:52.729474" + }, + { + "epoch": 543, + "batch_idx": 160, + "loss": 0.2965796887874603, + "learning_rate": 0.0008288848602670179, + "timestep_mean": 520.46875, + "epsilon_norm": 8.051615715026855, + "prediction_norm": 6.799569129943848, + "timestamp": "2025-07-14T12:33:52.734275" + }, + { + "epoch": 543, + "batch_idx": 192, + "loss": 0.22412309050559998, + "learning_rate": 0.0008288848602670179, + "timestep_mean": 414.0, + "epsilon_norm": 3.4354970455169678, + "prediction_norm": 2.8407235145568848, + "timestamp": "2025-07-14T12:33:52.739105" + }, + { + "epoch": 544, + "batch_idx": 0, + "loss": 0.42166566848754883, + "learning_rate": 0.0008282928778764781, + "timestep_mean": 531.28125, + "epsilon_norm": 7.768196105957031, + "prediction_norm": 6.33132266998291, + "timestamp": "2025-07-14T12:33:52.743956" + }, + { + "epoch": 544, + "batch_idx": 32, + "loss": 0.20672976970672607, + "learning_rate": 0.0008282928778764781, + "timestep_mean": 530.0, + "epsilon_norm": 7.646562099456787, + "prediction_norm": 6.648271560668945, + "timestamp": "2025-07-14T12:33:52.748883" + }, + { + "epoch": 544, + "batch_idx": 64, + "loss": 0.5079541206359863, + "learning_rate": 0.0008282928778764781, + "timestep_mean": 405.125, + "epsilon_norm": 7.99378776550293, + "prediction_norm": 5.357324123382568, + "timestamp": "2025-07-14T12:33:52.753754" + }, + { + "epoch": 544, + "batch_idx": 96, + "loss": 0.31876468658447266, + "learning_rate": 0.0008282928778764781, + "timestep_mean": 459.3125, + "epsilon_norm": 10.119962692260742, + "prediction_norm": 8.678132057189941, + "timestamp": "2025-07-14T12:33:52.758623" + }, + { + "epoch": 544, + "batch_idx": 128, + "loss": 0.1414133459329605, + "learning_rate": 0.0008282928778764781, + "timestep_mean": 578.125, + "epsilon_norm": 7.868107795715332, + "prediction_norm": 6.841431617736816, + "timestamp": "2025-07-14T12:33:52.763522" + }, + { + "epoch": 544, + "batch_idx": 160, + "loss": 0.18987113237380981, + "learning_rate": 0.0008282928778764781, + "timestep_mean": 560.46875, + "epsilon_norm": 8.981481552124023, + "prediction_norm": 7.659695625305176, + "timestamp": "2025-07-14T12:33:52.768379" + }, + { + "epoch": 544, + "batch_idx": 192, + "loss": 0.1451532542705536, + "learning_rate": 0.0008282928778764781, + "timestep_mean": 496.875, + "epsilon_norm": 4.05851411819458, + "prediction_norm": 3.789524793624878, + "timestamp": "2025-07-14T12:33:52.773285" + }, + { + "epoch": 545, + "batch_idx": 0, + "loss": 0.4173038601875305, + "learning_rate": 0.0008277000854558968, + "timestep_mean": 480.03125, + "epsilon_norm": 9.178007125854492, + "prediction_norm": 7.905139446258545, + "timestamp": "2025-07-14T12:33:52.778147" + }, + { + "epoch": 545, + "batch_idx": 32, + "loss": 0.2756223678588867, + "learning_rate": 0.0008277000854558968, + "timestep_mean": 571.46875, + "epsilon_norm": 7.418406009674072, + "prediction_norm": 6.097850799560547, + "timestamp": "2025-07-14T12:33:52.782971" + }, + { + "epoch": 545, + "batch_idx": 64, + "loss": 0.39420855045318604, + "learning_rate": 0.0008277000854558968, + "timestep_mean": 429.4375, + "epsilon_norm": 8.243245124816895, + "prediction_norm": 6.449786186218262, + "timestamp": "2025-07-14T12:33:52.787976" + }, + { + "epoch": 545, + "batch_idx": 96, + "loss": 0.32679283618927, + "learning_rate": 0.0008277000854558968, + "timestep_mean": 415.09375, + "epsilon_norm": 7.439220428466797, + "prediction_norm": 5.80004358291626, + "timestamp": "2025-07-14T12:33:52.792798" + }, + { + "epoch": 545, + "batch_idx": 128, + "loss": 0.546543538570404, + "learning_rate": 0.0008277000854558968, + "timestep_mean": 545.0625, + "epsilon_norm": 9.38393497467041, + "prediction_norm": 7.609503269195557, + "timestamp": "2025-07-14T12:33:52.797679" + }, + { + "epoch": 545, + "batch_idx": 160, + "loss": 0.20860734581947327, + "learning_rate": 0.0008277000854558968, + "timestep_mean": 444.96875, + "epsilon_norm": 7.7297043800354, + "prediction_norm": 6.690979957580566, + "timestamp": "2025-07-14T12:33:52.802530" + }, + { + "epoch": 545, + "batch_idx": 192, + "loss": 0.24983453750610352, + "learning_rate": 0.0008277000854558968, + "timestep_mean": 548.875, + "epsilon_norm": 3.5043253898620605, + "prediction_norm": 2.717806100845337, + "timestamp": "2025-07-14T12:33:52.807405" + }, + { + "epoch": 546, + "batch_idx": 0, + "loss": 0.17697884142398834, + "learning_rate": 0.0008271064844679305, + "timestep_mean": 580.34375, + "epsilon_norm": 7.531233310699463, + "prediction_norm": 7.321969985961914, + "timestamp": "2025-07-14T12:33:52.812352" + }, + { + "epoch": 546, + "batch_idx": 32, + "loss": 0.23679709434509277, + "learning_rate": 0.0008271064844679305, + "timestep_mean": 467.53125, + "epsilon_norm": 8.353509902954102, + "prediction_norm": 7.641147136688232, + "timestamp": "2025-07-14T12:33:52.817335" + }, + { + "epoch": 546, + "batch_idx": 64, + "loss": 0.4121468663215637, + "learning_rate": 0.0008271064844679305, + "timestep_mean": 532.78125, + "epsilon_norm": 7.6023101806640625, + "prediction_norm": 6.0009379386901855, + "timestamp": "2025-07-14T12:33:52.822247" + }, + { + "epoch": 546, + "batch_idx": 96, + "loss": 0.24951545894145966, + "learning_rate": 0.0008271064844679305, + "timestep_mean": 531.59375, + "epsilon_norm": 8.118390083312988, + "prediction_norm": 7.1881537437438965, + "timestamp": "2025-07-14T12:33:52.827118" + }, + { + "epoch": 546, + "batch_idx": 128, + "loss": 0.5662369132041931, + "learning_rate": 0.0008271064844679305, + "timestep_mean": 428.5, + "epsilon_norm": 7.620622158050537, + "prediction_norm": 5.41257381439209, + "timestamp": "2025-07-14T12:33:52.832019" + }, + { + "epoch": 546, + "batch_idx": 160, + "loss": 0.2539081871509552, + "learning_rate": 0.0008271064844679305, + "timestep_mean": 533.5625, + "epsilon_norm": 8.123580932617188, + "prediction_norm": 7.014669418334961, + "timestamp": "2025-07-14T12:33:52.836904" + }, + { + "epoch": 546, + "batch_idx": 192, + "loss": 0.37623172998428345, + "learning_rate": 0.0008271064844679305, + "timestep_mean": 515.25, + "epsilon_norm": 3.973360538482666, + "prediction_norm": 3.5406253337860107, + "timestamp": "2025-07-14T12:33:52.841858" + }, + { + "epoch": 547, + "batch_idx": 0, + "loss": 0.46760281920433044, + "learning_rate": 0.0008265120763772304, + "timestep_mean": 439.90625, + "epsilon_norm": 9.7317533493042, + "prediction_norm": 7.770279407501221, + "timestamp": "2025-07-14T12:33:52.846858" + }, + { + "epoch": 547, + "batch_idx": 32, + "loss": 0.43250665068626404, + "learning_rate": 0.0008265120763772304, + "timestep_mean": 416.5, + "epsilon_norm": 8.747934341430664, + "prediction_norm": 6.887958526611328, + "timestamp": "2025-07-14T12:33:52.851767" + }, + { + "epoch": 547, + "batch_idx": 64, + "loss": 0.3981080949306488, + "learning_rate": 0.0008265120763772304, + "timestep_mean": 551.4375, + "epsilon_norm": 8.944707870483398, + "prediction_norm": 7.519352912902832, + "timestamp": "2025-07-14T12:33:52.856675" + }, + { + "epoch": 547, + "batch_idx": 96, + "loss": 0.2425062358379364, + "learning_rate": 0.0008265120763772304, + "timestep_mean": 458.21875, + "epsilon_norm": 7.203482151031494, + "prediction_norm": 6.555600643157959, + "timestamp": "2025-07-14T12:33:52.861628" + }, + { + "epoch": 547, + "batch_idx": 128, + "loss": 0.2856036126613617, + "learning_rate": 0.0008265120763772304, + "timestep_mean": 505.6875, + "epsilon_norm": 8.07113265991211, + "prediction_norm": 6.665631294250488, + "timestamp": "2025-07-14T12:33:52.866673" + }, + { + "epoch": 547, + "batch_idx": 160, + "loss": 0.18258745968341827, + "learning_rate": 0.0008265120763772304, + "timestep_mean": 536.4375, + "epsilon_norm": 7.350720405578613, + "prediction_norm": 6.563277244567871, + "timestamp": "2025-07-14T12:33:52.871618" + }, + { + "epoch": 547, + "batch_idx": 192, + "loss": 0.15635423362255096, + "learning_rate": 0.0008265120763772304, + "timestep_mean": 560.125, + "epsilon_norm": 4.862567901611328, + "prediction_norm": 4.448986053466797, + "timestamp": "2025-07-14T12:33:52.876525" + }, + { + "epoch": 548, + "batch_idx": 0, + "loss": 0.3594135642051697, + "learning_rate": 0.0008259168626504394, + "timestep_mean": 503.5625, + "epsilon_norm": 8.555274963378906, + "prediction_norm": 6.655765056610107, + "timestamp": "2025-07-14T12:33:52.881430" + }, + { + "epoch": 548, + "batch_idx": 32, + "loss": 0.3860677480697632, + "learning_rate": 0.0008259168626504394, + "timestep_mean": 520.125, + "epsilon_norm": 8.254118919372559, + "prediction_norm": 6.3394455909729, + "timestamp": "2025-07-14T12:33:52.886319" + }, + { + "epoch": 548, + "batch_idx": 64, + "loss": 0.26918888092041016, + "learning_rate": 0.0008259168626504394, + "timestep_mean": 391.21875, + "epsilon_norm": 6.351973533630371, + "prediction_norm": 4.916591167449951, + "timestamp": "2025-07-14T12:33:52.891216" + }, + { + "epoch": 548, + "batch_idx": 96, + "loss": 0.26495832204818726, + "learning_rate": 0.0008259168626504394, + "timestep_mean": 459.34375, + "epsilon_norm": 6.982990741729736, + "prediction_norm": 5.953994274139404, + "timestamp": "2025-07-14T12:33:52.896272" + }, + { + "epoch": 548, + "batch_idx": 128, + "loss": 0.3918512165546417, + "learning_rate": 0.0008259168626504394, + "timestep_mean": 481.75, + "epsilon_norm": 8.197420120239258, + "prediction_norm": 6.235473155975342, + "timestamp": "2025-07-14T12:33:52.901147" + }, + { + "epoch": 548, + "batch_idx": 160, + "loss": 0.310811847448349, + "learning_rate": 0.0008259168626504394, + "timestep_mean": 484.8125, + "epsilon_norm": 8.18880844116211, + "prediction_norm": 6.730571746826172, + "timestamp": "2025-07-14T12:33:52.906094" + }, + { + "epoch": 548, + "batch_idx": 192, + "loss": 0.04756491258740425, + "learning_rate": 0.0008259168626504394, + "timestep_mean": 676.375, + "epsilon_norm": 2.3360073566436768, + "prediction_norm": 2.428274154663086, + "timestamp": "2025-07-14T12:33:52.910970" + }, + { + "epoch": 549, + "batch_idx": 0, + "loss": 0.5296825170516968, + "learning_rate": 0.0008253208447561882, + "timestep_mean": 484.8125, + "epsilon_norm": 8.731006622314453, + "prediction_norm": 6.66266393661499, + "timestamp": "2025-07-14T12:33:52.915877" + }, + { + "epoch": 549, + "batch_idx": 32, + "loss": 0.33706212043762207, + "learning_rate": 0.0008253208447561882, + "timestep_mean": 437.84375, + "epsilon_norm": 8.099559783935547, + "prediction_norm": 6.936229228973389, + "timestamp": "2025-07-14T12:33:52.920745" + }, + { + "epoch": 549, + "batch_idx": 64, + "loss": 0.24512989819049835, + "learning_rate": 0.0008253208447561882, + "timestep_mean": 590.90625, + "epsilon_norm": 8.960221290588379, + "prediction_norm": 7.895504951477051, + "timestamp": "2025-07-14T12:33:52.925594" + }, + { + "epoch": 549, + "batch_idx": 96, + "loss": 0.2877141833305359, + "learning_rate": 0.0008253208447561882, + "timestep_mean": 472.71875, + "epsilon_norm": 6.897711277008057, + "prediction_norm": 5.819803714752197, + "timestamp": "2025-07-14T12:33:52.930456" + }, + { + "epoch": 549, + "batch_idx": 128, + "loss": 0.22922009229660034, + "learning_rate": 0.0008253208447561882, + "timestep_mean": 570.6875, + "epsilon_norm": 7.340730667114258, + "prediction_norm": 6.320517063140869, + "timestamp": "2025-07-14T12:33:52.935369" + }, + { + "epoch": 549, + "batch_idx": 160, + "loss": 0.4199260175228119, + "learning_rate": 0.0008253208447561882, + "timestep_mean": 405.28125, + "epsilon_norm": 7.0504150390625, + "prediction_norm": 5.736003875732422, + "timestamp": "2025-07-14T12:33:52.940314" + }, + { + "epoch": 549, + "batch_idx": 192, + "loss": 0.6405441761016846, + "learning_rate": 0.0008253208447561882, + "timestep_mean": 307.5, + "epsilon_norm": 4.020500659942627, + "prediction_norm": 2.9303126335144043, + "timestamp": "2025-07-14T12:33:52.945311" + }, + { + "epoch": 550, + "batch_idx": 0, + "loss": 0.4354551136493683, + "learning_rate": 0.0008247240241650919, + "timestep_mean": 560.59375, + "epsilon_norm": 9.262311935424805, + "prediction_norm": 7.262179374694824, + "timestamp": "2025-07-14T12:33:52.950431" + }, + { + "epoch": 550, + "batch_idx": 32, + "loss": 0.29573529958724976, + "learning_rate": 0.0008247240241650919, + "timestep_mean": 519.28125, + "epsilon_norm": 8.06901741027832, + "prediction_norm": 6.618895530700684, + "timestamp": "2025-07-14T12:33:52.955516" + }, + { + "epoch": 550, + "batch_idx": 64, + "loss": 0.1922341138124466, + "learning_rate": 0.0008247240241650919, + "timestep_mean": 561.375, + "epsilon_norm": 8.506338119506836, + "prediction_norm": 7.043019771575928, + "timestamp": "2025-07-14T12:33:52.960567" + }, + { + "epoch": 550, + "batch_idx": 96, + "loss": 0.5699830055236816, + "learning_rate": 0.0008247240241650919, + "timestep_mean": 494.90625, + "epsilon_norm": 8.056102752685547, + "prediction_norm": 5.865272521972656, + "timestamp": "2025-07-14T12:33:52.965653" + }, + { + "epoch": 550, + "batch_idx": 128, + "loss": 0.22509117424488068, + "learning_rate": 0.0008247240241650919, + "timestep_mean": 520.6875, + "epsilon_norm": 7.642202377319336, + "prediction_norm": 6.815115451812744, + "timestamp": "2025-07-14T12:33:52.970800" + }, + { + "epoch": 550, + "batch_idx": 160, + "loss": 0.3021514117717743, + "learning_rate": 0.0008247240241650919, + "timestep_mean": 488.5, + "epsilon_norm": 7.637898921966553, + "prediction_norm": 5.701916694641113, + "timestamp": "2025-07-14T12:33:52.975866" + }, + { + "epoch": 550, + "batch_idx": 192, + "loss": 0.24488796293735504, + "learning_rate": 0.0008247240241650919, + "timestep_mean": 474.375, + "epsilon_norm": 3.377638101577759, + "prediction_norm": 2.3648221492767334, + "timestamp": "2025-07-14T12:33:52.981085" + }, + { + "epoch": 551, + "batch_idx": 0, + "loss": 0.16528239846229553, + "learning_rate": 0.0008241264023497458, + "timestep_mean": 532.5625, + "epsilon_norm": 7.115818023681641, + "prediction_norm": 6.248463153839111, + "timestamp": "2025-07-14T12:33:52.986278" + }, + { + "epoch": 551, + "batch_idx": 32, + "loss": 0.2281767725944519, + "learning_rate": 0.0008241264023497458, + "timestep_mean": 542.9375, + "epsilon_norm": 7.301271438598633, + "prediction_norm": 6.496294975280762, + "timestamp": "2025-07-14T12:33:52.991578" + }, + { + "epoch": 551, + "batch_idx": 64, + "loss": 0.20148798823356628, + "learning_rate": 0.0008241264023497458, + "timestep_mean": 589.96875, + "epsilon_norm": 6.586304664611816, + "prediction_norm": 5.5469865798950195, + "timestamp": "2025-07-14T12:33:52.996933" + }, + { + "epoch": 551, + "batch_idx": 96, + "loss": 0.22032448649406433, + "learning_rate": 0.0008241264023497458, + "timestep_mean": 499.5625, + "epsilon_norm": 6.776030540466309, + "prediction_norm": 5.73349666595459, + "timestamp": "2025-07-14T12:33:53.002163" + }, + { + "epoch": 551, + "batch_idx": 128, + "loss": 0.2885952889919281, + "learning_rate": 0.0008241264023497458, + "timestep_mean": 506.40625, + "epsilon_norm": 7.562016010284424, + "prediction_norm": 5.667175769805908, + "timestamp": "2025-07-14T12:33:53.007477" + }, + { + "epoch": 551, + "batch_idx": 160, + "loss": 0.15782803297042847, + "learning_rate": 0.0008241264023497458, + "timestep_mean": 558.53125, + "epsilon_norm": 7.982126712799072, + "prediction_norm": 7.504553318023682, + "timestamp": "2025-07-14T12:33:53.012734" + }, + { + "epoch": 551, + "batch_idx": 192, + "loss": 0.3821827471256256, + "learning_rate": 0.0008241264023497458, + "timestep_mean": 447.625, + "epsilon_norm": 3.261448621749878, + "prediction_norm": 2.299071788787842, + "timestamp": "2025-07-14T12:33:53.017992" + }, + { + "epoch": 552, + "batch_idx": 0, + "loss": 0.19987091422080994, + "learning_rate": 0.0008235279807847223, + "timestep_mean": 554.21875, + "epsilon_norm": 9.065234184265137, + "prediction_norm": 8.051752090454102, + "timestamp": "2025-07-14T12:33:53.023225" + }, + { + "epoch": 552, + "batch_idx": 32, + "loss": 0.5136911869049072, + "learning_rate": 0.0008235279807847223, + "timestep_mean": 448.0625, + "epsilon_norm": 8.676536560058594, + "prediction_norm": 5.8251142501831055, + "timestamp": "2025-07-14T12:33:53.028473" + }, + { + "epoch": 552, + "batch_idx": 64, + "loss": 0.3698459267616272, + "learning_rate": 0.0008235279807847223, + "timestep_mean": 444.46875, + "epsilon_norm": 7.6795125007629395, + "prediction_norm": 5.860923767089844, + "timestamp": "2025-07-14T12:33:53.033889" + }, + { + "epoch": 552, + "batch_idx": 96, + "loss": 0.2949379086494446, + "learning_rate": 0.0008235279807847223, + "timestep_mean": 489.4375, + "epsilon_norm": 7.608392715454102, + "prediction_norm": 5.95156717300415, + "timestamp": "2025-07-14T12:33:53.039108" + }, + { + "epoch": 552, + "batch_idx": 128, + "loss": 0.24452951550483704, + "learning_rate": 0.0008235279807847223, + "timestep_mean": 494.96875, + "epsilon_norm": 6.865818977355957, + "prediction_norm": 5.564493179321289, + "timestamp": "2025-07-14T12:33:53.044570" + }, + { + "epoch": 552, + "batch_idx": 160, + "loss": 0.31956636905670166, + "learning_rate": 0.0008235279807847223, + "timestep_mean": 589.1875, + "epsilon_norm": 8.331421852111816, + "prediction_norm": 6.775394439697266, + "timestamp": "2025-07-14T12:33:53.049888" + }, + { + "epoch": 552, + "batch_idx": 192, + "loss": 0.40023207664489746, + "learning_rate": 0.0008235279807847223, + "timestep_mean": 517.875, + "epsilon_norm": 3.9183349609375, + "prediction_norm": 3.1092216968536377, + "timestamp": "2025-07-14T12:33:53.055181" + }, + { + "epoch": 553, + "batch_idx": 0, + "loss": 0.09856810420751572, + "learning_rate": 0.0008229287609465672, + "timestep_mean": 588.21875, + "epsilon_norm": 7.322017192840576, + "prediction_norm": 7.045004367828369, + "timestamp": "2025-07-14T12:33:53.060566" + }, + { + "epoch": 553, + "batch_idx": 32, + "loss": 0.18742501735687256, + "learning_rate": 0.0008229287609465672, + "timestep_mean": 501.75, + "epsilon_norm": 8.41867733001709, + "prediction_norm": 7.679063320159912, + "timestamp": "2025-07-14T12:33:53.065718" + }, + { + "epoch": 553, + "batch_idx": 64, + "loss": 0.37587642669677734, + "learning_rate": 0.0008229287609465672, + "timestep_mean": 516.75, + "epsilon_norm": 8.873506546020508, + "prediction_norm": 7.010201930999756, + "timestamp": "2025-07-14T12:33:53.070888" + }, + { + "epoch": 553, + "batch_idx": 96, + "loss": 0.35963284969329834, + "learning_rate": 0.0008229287609465672, + "timestep_mean": 492.71875, + "epsilon_norm": 8.459373474121094, + "prediction_norm": 7.030096054077148, + "timestamp": "2025-07-14T12:33:53.076126" + }, + { + "epoch": 553, + "batch_idx": 128, + "loss": 0.346750944852829, + "learning_rate": 0.0008229287609465672, + "timestep_mean": 414.625, + "epsilon_norm": 7.128200054168701, + "prediction_norm": 5.234160900115967, + "timestamp": "2025-07-14T12:33:53.081411" + }, + { + "epoch": 553, + "batch_idx": 160, + "loss": 0.18397748470306396, + "learning_rate": 0.0008229287609465672, + "timestep_mean": 501.625, + "epsilon_norm": 6.700435638427734, + "prediction_norm": 5.837625026702881, + "timestamp": "2025-07-14T12:33:53.086707" + }, + { + "epoch": 553, + "batch_idx": 192, + "loss": 0.149656742811203, + "learning_rate": 0.0008229287609465672, + "timestep_mean": 545.0, + "epsilon_norm": 3.549811840057373, + "prediction_norm": 3.300983190536499, + "timestamp": "2025-07-14T12:33:53.092061" + }, + { + "epoch": 554, + "batch_idx": 0, + "loss": 0.3314182758331299, + "learning_rate": 0.0008223287443137958, + "timestep_mean": 457.0, + "epsilon_norm": 8.312447547912598, + "prediction_norm": 6.646414279937744, + "timestamp": "2025-07-14T12:33:53.097232" + }, + { + "epoch": 554, + "batch_idx": 32, + "loss": 0.1660267561674118, + "learning_rate": 0.0008223287443137958, + "timestep_mean": 499.65625, + "epsilon_norm": 8.221845626831055, + "prediction_norm": 7.69728422164917, + "timestamp": "2025-07-14T12:33:53.102247" + }, + { + "epoch": 554, + "batch_idx": 64, + "loss": 0.3960540294647217, + "learning_rate": 0.0008223287443137958, + "timestep_mean": 477.71875, + "epsilon_norm": 8.594257354736328, + "prediction_norm": 6.6950249671936035, + "timestamp": "2025-07-14T12:33:53.111469" + }, + { + "epoch": 554, + "batch_idx": 96, + "loss": 0.3699922561645508, + "learning_rate": 0.0008223287443137958, + "timestep_mean": 443.5625, + "epsilon_norm": 8.764044761657715, + "prediction_norm": 7.451245307922363, + "timestamp": "2025-07-14T12:33:53.116920" + }, + { + "epoch": 554, + "batch_idx": 128, + "loss": 0.14981909096240997, + "learning_rate": 0.0008223287443137958, + "timestep_mean": 625.53125, + "epsilon_norm": 8.839249610900879, + "prediction_norm": 8.571807861328125, + "timestamp": "2025-07-14T12:33:53.122109" + }, + { + "epoch": 554, + "batch_idx": 160, + "loss": 0.3673016428947449, + "learning_rate": 0.0008223287443137958, + "timestep_mean": 508.53125, + "epsilon_norm": 7.947742462158203, + "prediction_norm": 6.684020042419434, + "timestamp": "2025-07-14T12:33:53.127326" + }, + { + "epoch": 554, + "batch_idx": 192, + "loss": 0.17029981315135956, + "learning_rate": 0.0008223287443137958, + "timestep_mean": 495.0, + "epsilon_norm": 3.9368956089019775, + "prediction_norm": 3.4983971118927, + "timestamp": "2025-07-14T12:33:53.132601" + }, + { + "epoch": 555, + "batch_idx": 0, + "loss": 0.19403062760829926, + "learning_rate": 0.0008217279323668896, + "timestep_mean": 502.09375, + "epsilon_norm": 7.42411470413208, + "prediction_norm": 7.577823638916016, + "timestamp": "2025-07-14T12:33:53.138031" + }, + { + "epoch": 555, + "batch_idx": 32, + "loss": 0.23807057738304138, + "learning_rate": 0.0008217279323668896, + "timestep_mean": 546.03125, + "epsilon_norm": 6.842319965362549, + "prediction_norm": 5.777703762054443, + "timestamp": "2025-07-14T12:33:53.143244" + }, + { + "epoch": 555, + "batch_idx": 64, + "loss": 0.48980939388275146, + "learning_rate": 0.0008217279323668896, + "timestep_mean": 498.1875, + "epsilon_norm": 8.021520614624023, + "prediction_norm": 5.718495845794678, + "timestamp": "2025-07-14T12:33:53.148584" + }, + { + "epoch": 555, + "batch_idx": 96, + "loss": 0.2510954737663269, + "learning_rate": 0.0008217279323668896, + "timestep_mean": 493.78125, + "epsilon_norm": 7.540036678314209, + "prediction_norm": 7.0595622062683105, + "timestamp": "2025-07-14T12:33:53.153761" + }, + { + "epoch": 555, + "batch_idx": 128, + "loss": 0.3515564203262329, + "learning_rate": 0.0008217279323668896, + "timestep_mean": 521.1875, + "epsilon_norm": 7.34415340423584, + "prediction_norm": 5.830999374389648, + "timestamp": "2025-07-14T12:33:53.158900" + }, + { + "epoch": 555, + "batch_idx": 160, + "loss": 0.38939547538757324, + "learning_rate": 0.0008217279323668896, + "timestep_mean": 406.15625, + "epsilon_norm": 7.928624153137207, + "prediction_norm": 5.775920867919922, + "timestamp": "2025-07-14T12:33:53.164133" + }, + { + "epoch": 555, + "batch_idx": 192, + "loss": 0.30627185106277466, + "learning_rate": 0.0008217279323668896, + "timestep_mean": 528.75, + "epsilon_norm": 3.6816279888153076, + "prediction_norm": 3.6423401832580566, + "timestamp": "2025-07-14T12:33:53.169379" + }, + { + "epoch": 556, + "batch_idx": 0, + "loss": 0.21952995657920837, + "learning_rate": 0.0008211263265882924, + "timestep_mean": 494.40625, + "epsilon_norm": 8.343269348144531, + "prediction_norm": 7.141726016998291, + "timestamp": "2025-07-14T12:33:53.174687" + }, + { + "epoch": 556, + "batch_idx": 32, + "loss": 0.299471914768219, + "learning_rate": 0.0008211263265882924, + "timestep_mean": 490.84375, + "epsilon_norm": 8.784005165100098, + "prediction_norm": 7.332727432250977, + "timestamp": "2025-07-14T12:33:53.179963" + }, + { + "epoch": 556, + "batch_idx": 64, + "loss": 0.2891981303691864, + "learning_rate": 0.0008211263265882924, + "timestep_mean": 546.6875, + "epsilon_norm": 8.323959350585938, + "prediction_norm": 6.959736347198486, + "timestamp": "2025-07-14T12:33:53.185208" + }, + { + "epoch": 556, + "batch_idx": 96, + "loss": 0.2763429284095764, + "learning_rate": 0.0008211263265882924, + "timestep_mean": 582.0625, + "epsilon_norm": 8.31722640991211, + "prediction_norm": 6.843637466430664, + "timestamp": "2025-07-14T12:33:53.190597" + }, + { + "epoch": 556, + "batch_idx": 128, + "loss": 0.2507368326187134, + "learning_rate": 0.0008211263265882924, + "timestep_mean": 436.28125, + "epsilon_norm": 7.9641523361206055, + "prediction_norm": 6.367751121520996, + "timestamp": "2025-07-14T12:33:53.195737" + }, + { + "epoch": 556, + "batch_idx": 160, + "loss": 0.28013020753860474, + "learning_rate": 0.0008211263265882924, + "timestep_mean": 484.0625, + "epsilon_norm": 8.472195625305176, + "prediction_norm": 6.684982776641846, + "timestamp": "2025-07-14T12:33:53.201005" + }, + { + "epoch": 556, + "batch_idx": 192, + "loss": 0.0514591708779335, + "learning_rate": 0.0008211263265882924, + "timestep_mean": 510.875, + "epsilon_norm": 3.233576536178589, + "prediction_norm": 3.283658027648926, + "timestamp": "2025-07-14T12:33:53.206244" + }, + { + "epoch": 557, + "batch_idx": 0, + "loss": 0.33520227670669556, + "learning_rate": 0.0008205239284624063, + "timestep_mean": 458.21875, + "epsilon_norm": 7.764044284820557, + "prediction_norm": 6.236258029937744, + "timestamp": "2025-07-14T12:33:53.211454" + }, + { + "epoch": 557, + "batch_idx": 32, + "loss": 0.2372879981994629, + "learning_rate": 0.0008205239284624063, + "timestep_mean": 617.90625, + "epsilon_norm": 7.725386619567871, + "prediction_norm": 5.986668586730957, + "timestamp": "2025-07-14T12:33:53.216837" + }, + { + "epoch": 557, + "batch_idx": 64, + "loss": 0.5859376192092896, + "learning_rate": 0.0008205239284624063, + "timestep_mean": 396.0, + "epsilon_norm": 9.56737232208252, + "prediction_norm": 6.675210475921631, + "timestamp": "2025-07-14T12:33:53.222091" + }, + { + "epoch": 557, + "batch_idx": 96, + "loss": 0.23561206459999084, + "learning_rate": 0.0008205239284624063, + "timestep_mean": 567.75, + "epsilon_norm": 7.391024589538574, + "prediction_norm": 6.108021259307861, + "timestamp": "2025-07-14T12:33:53.227076" + }, + { + "epoch": 557, + "batch_idx": 128, + "loss": 0.29712963104248047, + "learning_rate": 0.0008205239284624063, + "timestep_mean": 465.15625, + "epsilon_norm": 7.481122016906738, + "prediction_norm": 6.6050920486450195, + "timestamp": "2025-07-14T12:33:53.232222" + }, + { + "epoch": 557, + "batch_idx": 160, + "loss": 0.25368526577949524, + "learning_rate": 0.0008205239284624063, + "timestep_mean": 477.75, + "epsilon_norm": 7.082399845123291, + "prediction_norm": 5.712671279907227, + "timestamp": "2025-07-14T12:33:53.237414" + }, + { + "epoch": 557, + "batch_idx": 192, + "loss": 0.7576262950897217, + "learning_rate": 0.0008205239284624063, + "timestep_mean": 498.0, + "epsilon_norm": 4.669229984283447, + "prediction_norm": 2.5337436199188232, + "timestamp": "2025-07-14T12:33:53.242568" + }, + { + "epoch": 558, + "batch_idx": 0, + "loss": 0.5338668823242188, + "learning_rate": 0.0008199207394755894, + "timestep_mean": 459.96875, + "epsilon_norm": 9.459280014038086, + "prediction_norm": 7.500687599182129, + "timestamp": "2025-07-14T12:33:53.247725" + }, + { + "epoch": 558, + "batch_idx": 32, + "loss": 0.2645385265350342, + "learning_rate": 0.0008199207394755894, + "timestep_mean": 559.0, + "epsilon_norm": 8.41883373260498, + "prediction_norm": 7.20559549331665, + "timestamp": "2025-07-14T12:33:53.252960" + }, + { + "epoch": 558, + "batch_idx": 64, + "loss": 0.17915236949920654, + "learning_rate": 0.0008199207394755894, + "timestep_mean": 498.46875, + "epsilon_norm": 8.055355072021484, + "prediction_norm": 7.041849136352539, + "timestamp": "2025-07-14T12:33:53.258235" + }, + { + "epoch": 558, + "batch_idx": 96, + "loss": 0.2540016174316406, + "learning_rate": 0.0008199207394755894, + "timestep_mean": 572.34375, + "epsilon_norm": 8.595242500305176, + "prediction_norm": 7.860304355621338, + "timestamp": "2025-07-14T12:33:53.263450" + }, + { + "epoch": 558, + "batch_idx": 128, + "loss": 0.31438493728637695, + "learning_rate": 0.0008199207394755894, + "timestep_mean": 523.03125, + "epsilon_norm": 7.6119489669799805, + "prediction_norm": 6.964836120605469, + "timestamp": "2025-07-14T12:33:53.268729" + }, + { + "epoch": 558, + "batch_idx": 160, + "loss": 0.47173649072647095, + "learning_rate": 0.0008199207394755894, + "timestep_mean": 466.6875, + "epsilon_norm": 8.936506271362305, + "prediction_norm": 7.140841484069824, + "timestamp": "2025-07-14T12:33:53.273955" + }, + { + "epoch": 558, + "batch_idx": 192, + "loss": 0.36690640449523926, + "learning_rate": 0.0008199207394755894, + "timestep_mean": 515.875, + "epsilon_norm": 4.812328338623047, + "prediction_norm": 3.4931561946868896, + "timestamp": "2025-07-14T12:33:53.279128" + }, + { + "epoch": 559, + "batch_idx": 0, + "loss": 0.4125440716743469, + "learning_rate": 0.0008193167611161502, + "timestep_mean": 484.34375, + "epsilon_norm": 8.462117195129395, + "prediction_norm": 6.246316432952881, + "timestamp": "2025-07-14T12:33:53.284366" + }, + { + "epoch": 559, + "batch_idx": 32, + "loss": 0.2049105167388916, + "learning_rate": 0.0008193167611161502, + "timestep_mean": 544.5, + "epsilon_norm": 7.847578525543213, + "prediction_norm": 7.487967491149902, + "timestamp": "2025-07-14T12:33:53.289369" + }, + { + "epoch": 559, + "batch_idx": 64, + "loss": 0.4119790494441986, + "learning_rate": 0.0008193167611161502, + "timestep_mean": 528.78125, + "epsilon_norm": 8.976351737976074, + "prediction_norm": 7.922760009765625, + "timestamp": "2025-07-14T12:33:53.294500" + }, + { + "epoch": 559, + "batch_idx": 96, + "loss": 0.20897378027439117, + "learning_rate": 0.0008193167611161502, + "timestep_mean": 493.625, + "epsilon_norm": 8.169455528259277, + "prediction_norm": 7.399107933044434, + "timestamp": "2025-07-14T12:33:53.299679" + }, + { + "epoch": 559, + "batch_idx": 128, + "loss": 0.1940748393535614, + "learning_rate": 0.0008193167611161502, + "timestep_mean": 534.21875, + "epsilon_norm": 8.272628784179688, + "prediction_norm": 7.8007659912109375, + "timestamp": "2025-07-14T12:33:53.304864" + }, + { + "epoch": 559, + "batch_idx": 160, + "loss": 0.2605684995651245, + "learning_rate": 0.0008193167611161502, + "timestep_mean": 429.90625, + "epsilon_norm": 7.020839691162109, + "prediction_norm": 6.476832866668701, + "timestamp": "2025-07-14T12:33:53.309986" + }, + { + "epoch": 559, + "batch_idx": 192, + "loss": 0.43847090005874634, + "learning_rate": 0.0008193167611161502, + "timestep_mean": 569.25, + "epsilon_norm": 4.622138500213623, + "prediction_norm": 3.168020486831665, + "timestamp": "2025-07-14T12:33:53.315137" + }, + { + "epoch": 560, + "batch_idx": 0, + "loss": 0.3261224031448364, + "learning_rate": 0.0008187119948743451, + "timestep_mean": 477.9375, + "epsilon_norm": 8.541855812072754, + "prediction_norm": 7.659853458404541, + "timestamp": "2025-07-14T12:33:53.320270" + }, + { + "epoch": 560, + "batch_idx": 32, + "loss": 0.27163374423980713, + "learning_rate": 0.0008187119948743451, + "timestep_mean": 487.4375, + "epsilon_norm": 7.653929710388184, + "prediction_norm": 6.973300933837891, + "timestamp": "2025-07-14T12:33:53.325418" + }, + { + "epoch": 560, + "batch_idx": 64, + "loss": 0.17759354412555695, + "learning_rate": 0.0008187119948743451, + "timestep_mean": 512.03125, + "epsilon_norm": 8.198724746704102, + "prediction_norm": 7.668247222900391, + "timestamp": "2025-07-14T12:33:53.330507" + }, + { + "epoch": 560, + "batch_idx": 96, + "loss": 0.5130598545074463, + "learning_rate": 0.0008187119948743451, + "timestep_mean": 417.75, + "epsilon_norm": 9.38175106048584, + "prediction_norm": 6.730436325073242, + "timestamp": "2025-07-14T12:33:53.335493" + }, + { + "epoch": 560, + "batch_idx": 128, + "loss": 0.2942969799041748, + "learning_rate": 0.0008187119948743451, + "timestep_mean": 557.78125, + "epsilon_norm": 9.553853034973145, + "prediction_norm": 7.531108856201172, + "timestamp": "2025-07-14T12:33:53.340702" + }, + { + "epoch": 560, + "batch_idx": 160, + "loss": 0.40652114152908325, + "learning_rate": 0.0008187119948743451, + "timestep_mean": 500.34375, + "epsilon_norm": 8.679854393005371, + "prediction_norm": 7.201955795288086, + "timestamp": "2025-07-14T12:33:53.345806" + }, + { + "epoch": 560, + "batch_idx": 192, + "loss": 0.45879387855529785, + "learning_rate": 0.0008187119948743451, + "timestep_mean": 431.5, + "epsilon_norm": 3.776095151901245, + "prediction_norm": 2.926165819168091, + "timestamp": "2025-07-14T12:33:53.350965" + }, + { + "epoch": 561, + "batch_idx": 0, + "loss": 0.5138311386108398, + "learning_rate": 0.0008181064422423749, + "timestep_mean": 443.4375, + "epsilon_norm": 8.473165512084961, + "prediction_norm": 6.4726881980896, + "timestamp": "2025-07-14T12:33:53.356141" + }, + { + "epoch": 561, + "batch_idx": 32, + "loss": 0.16548475623130798, + "learning_rate": 0.0008181064422423749, + "timestep_mean": 504.875, + "epsilon_norm": 9.321707725524902, + "prediction_norm": 8.356208801269531, + "timestamp": "2025-07-14T12:33:53.361275" + }, + { + "epoch": 561, + "batch_idx": 64, + "loss": 0.34029361605644226, + "learning_rate": 0.0008181064422423749, + "timestep_mean": 441.09375, + "epsilon_norm": 7.71460485458374, + "prediction_norm": 6.40395450592041, + "timestamp": "2025-07-14T12:33:53.366592" + }, + { + "epoch": 561, + "batch_idx": 96, + "loss": 0.3714491128921509, + "learning_rate": 0.0008181064422423749, + "timestep_mean": 396.03125, + "epsilon_norm": 6.949014663696289, + "prediction_norm": 4.740902900695801, + "timestamp": "2025-07-14T12:33:53.371684" + }, + { + "epoch": 561, + "batch_idx": 128, + "loss": 0.31793147325515747, + "learning_rate": 0.0008181064422423749, + "timestep_mean": 487.3125, + "epsilon_norm": 8.805159568786621, + "prediction_norm": 7.008829116821289, + "timestamp": "2025-07-14T12:33:53.376864" + }, + { + "epoch": 561, + "batch_idx": 160, + "loss": 0.3853030502796173, + "learning_rate": 0.0008181064422423749, + "timestep_mean": 551.28125, + "epsilon_norm": 9.049766540527344, + "prediction_norm": 7.498266696929932, + "timestamp": "2025-07-14T12:33:53.381915" + }, + { + "epoch": 561, + "batch_idx": 192, + "loss": 0.25956180691719055, + "learning_rate": 0.0008181064422423749, + "timestep_mean": 444.0, + "epsilon_norm": 3.803403854370117, + "prediction_norm": 2.771862030029297, + "timestamp": "2025-07-14T12:33:53.387050" + }, + { + "epoch": 562, + "batch_idx": 0, + "loss": 0.24130156636238098, + "learning_rate": 0.0008175001047143805, + "timestep_mean": 459.625, + "epsilon_norm": 7.551267623901367, + "prediction_norm": 6.570672035217285, + "timestamp": "2025-07-14T12:33:53.392076" + }, + { + "epoch": 562, + "batch_idx": 32, + "loss": 0.37179315090179443, + "learning_rate": 0.0008175001047143805, + "timestep_mean": 400.625, + "epsilon_norm": 7.908262729644775, + "prediction_norm": 5.674473285675049, + "timestamp": "2025-07-14T12:33:53.397786" + }, + { + "epoch": 562, + "batch_idx": 64, + "loss": 0.20359282195568085, + "learning_rate": 0.0008175001047143805, + "timestep_mean": 556.5625, + "epsilon_norm": 8.099939346313477, + "prediction_norm": 7.613663673400879, + "timestamp": "2025-07-14T12:33:53.403461" + }, + { + "epoch": 562, + "batch_idx": 96, + "loss": 0.4063378572463989, + "learning_rate": 0.0008175001047143805, + "timestep_mean": 564.28125, + "epsilon_norm": 8.542601585388184, + "prediction_norm": 7.843437194824219, + "timestamp": "2025-07-14T12:33:53.408795" + }, + { + "epoch": 562, + "batch_idx": 128, + "loss": 0.23664724826812744, + "learning_rate": 0.0008175001047143805, + "timestep_mean": 387.75, + "epsilon_norm": 7.628000736236572, + "prediction_norm": 7.147702693939209, + "timestamp": "2025-07-14T12:33:53.413886" + }, + { + "epoch": 562, + "batch_idx": 160, + "loss": 0.6466197371482849, + "learning_rate": 0.0008175001047143805, + "timestep_mean": 407.875, + "epsilon_norm": 8.327065467834473, + "prediction_norm": 5.477272033691406, + "timestamp": "2025-07-14T12:33:53.419566" + }, + { + "epoch": 562, + "batch_idx": 192, + "loss": 0.13147494196891785, + "learning_rate": 0.0008175001047143805, + "timestep_mean": 484.75, + "epsilon_norm": 3.705357074737549, + "prediction_norm": 3.8326570987701416, + "timestamp": "2025-07-14T12:33:53.424934" + }, + { + "epoch": 563, + "batch_idx": 0, + "loss": 0.2129727005958557, + "learning_rate": 0.0008168929837864394, + "timestep_mean": 486.84375, + "epsilon_norm": 7.668203830718994, + "prediction_norm": 7.139510631561279, + "timestamp": "2025-07-14T12:33:53.431085" + }, + { + "epoch": 563, + "batch_idx": 32, + "loss": 0.21437150239944458, + "learning_rate": 0.0008168929837864394, + "timestep_mean": 499.59375, + "epsilon_norm": 7.806020259857178, + "prediction_norm": 7.45466423034668, + "timestamp": "2025-07-14T12:33:53.437184" + }, + { + "epoch": 563, + "batch_idx": 64, + "loss": 0.3224414587020874, + "learning_rate": 0.0008168929837864394, + "timestep_mean": 535.53125, + "epsilon_norm": 7.6375041007995605, + "prediction_norm": 6.035741329193115, + "timestamp": "2025-07-14T12:33:53.442963" + }, + { + "epoch": 563, + "batch_idx": 96, + "loss": 0.33746016025543213, + "learning_rate": 0.0008168929837864394, + "timestep_mean": 455.34375, + "epsilon_norm": 9.377824783325195, + "prediction_norm": 7.2925591468811035, + "timestamp": "2025-07-14T12:33:53.448347" + }, + { + "epoch": 563, + "batch_idx": 128, + "loss": 0.2544950842857361, + "learning_rate": 0.0008168929837864394, + "timestep_mean": 539.0625, + "epsilon_norm": 7.393306732177734, + "prediction_norm": 6.243963241577148, + "timestamp": "2025-07-14T12:33:53.453559" + }, + { + "epoch": 563, + "batch_idx": 160, + "loss": 0.35675060749053955, + "learning_rate": 0.0008168929837864394, + "timestep_mean": 454.875, + "epsilon_norm": 8.656366348266602, + "prediction_norm": 6.768298149108887, + "timestamp": "2025-07-14T12:33:53.458934" + }, + { + "epoch": 563, + "batch_idx": 192, + "loss": 0.2544415593147278, + "learning_rate": 0.0008168929837864394, + "timestep_mean": 649.25, + "epsilon_norm": 4.208225727081299, + "prediction_norm": 3.3561863899230957, + "timestamp": "2025-07-14T12:33:53.464273" + }, + { + "epoch": 564, + "batch_idx": 0, + "loss": 0.419672429561615, + "learning_rate": 0.0008162850809565622, + "timestep_mean": 440.1875, + "epsilon_norm": 8.068584442138672, + "prediction_norm": 5.979682445526123, + "timestamp": "2025-07-14T12:33:53.469523" + }, + { + "epoch": 564, + "batch_idx": 32, + "loss": 0.26795583963394165, + "learning_rate": 0.0008162850809565622, + "timestep_mean": 458.75, + "epsilon_norm": 7.881250381469727, + "prediction_norm": 6.1212382316589355, + "timestamp": "2025-07-14T12:33:53.475170" + }, + { + "epoch": 564, + "batch_idx": 64, + "loss": 0.23843777179718018, + "learning_rate": 0.0008162850809565622, + "timestep_mean": 493.125, + "epsilon_norm": 8.293322563171387, + "prediction_norm": 6.352236747741699, + "timestamp": "2025-07-14T12:33:53.480443" + }, + { + "epoch": 564, + "batch_idx": 96, + "loss": 0.35230568051338196, + "learning_rate": 0.0008162850809565622, + "timestep_mean": 498.75, + "epsilon_norm": 7.670251846313477, + "prediction_norm": 6.118503093719482, + "timestamp": "2025-07-14T12:33:53.485767" + }, + { + "epoch": 564, + "batch_idx": 128, + "loss": 0.2755669057369232, + "learning_rate": 0.0008162850809565622, + "timestep_mean": 483.53125, + "epsilon_norm": 9.080896377563477, + "prediction_norm": 7.752753257751465, + "timestamp": "2025-07-14T12:33:53.491014" + }, + { + "epoch": 564, + "batch_idx": 160, + "loss": 0.2515285611152649, + "learning_rate": 0.0008162850809565622, + "timestep_mean": 500.3125, + "epsilon_norm": 8.087906837463379, + "prediction_norm": 6.840210914611816, + "timestamp": "2025-07-14T12:33:53.496361" + }, + { + "epoch": 564, + "batch_idx": 192, + "loss": 0.14758741855621338, + "learning_rate": 0.0008162850809565622, + "timestep_mean": 544.375, + "epsilon_norm": 3.5143308639526367, + "prediction_norm": 3.8074395656585693, + "timestamp": "2025-07-14T12:33:53.501614" + }, + { + "epoch": 565, + "batch_idx": 0, + "loss": 0.3076188564300537, + "learning_rate": 0.0008156763977246888, + "timestep_mean": 519.21875, + "epsilon_norm": 7.599605083465576, + "prediction_norm": 6.900252342224121, + "timestamp": "2025-07-14T12:33:53.506854" + }, + { + "epoch": 565, + "batch_idx": 32, + "loss": 0.3666646480560303, + "learning_rate": 0.0008156763977246888, + "timestep_mean": 453.0, + "epsilon_norm": 9.102126121520996, + "prediction_norm": 7.60386848449707, + "timestamp": "2025-07-14T12:33:53.512078" + }, + { + "epoch": 565, + "batch_idx": 64, + "loss": 0.39247098565101624, + "learning_rate": 0.0008156763977246888, + "timestep_mean": 486.28125, + "epsilon_norm": 8.80671215057373, + "prediction_norm": 7.372004508972168, + "timestamp": "2025-07-14T12:33:53.517341" + }, + { + "epoch": 565, + "batch_idx": 96, + "loss": 0.34404513239860535, + "learning_rate": 0.0008156763977246888, + "timestep_mean": 546.53125, + "epsilon_norm": 9.2333345413208, + "prediction_norm": 7.785501480102539, + "timestamp": "2025-07-14T12:33:53.522549" + }, + { + "epoch": 565, + "batch_idx": 128, + "loss": 0.23356255888938904, + "learning_rate": 0.0008156763977246888, + "timestep_mean": 538.90625, + "epsilon_norm": 7.572683334350586, + "prediction_norm": 7.270052433013916, + "timestamp": "2025-07-14T12:33:53.527734" + }, + { + "epoch": 565, + "batch_idx": 160, + "loss": 0.508662760257721, + "learning_rate": 0.0008156763977246888, + "timestep_mean": 425.21875, + "epsilon_norm": 8.17966079711914, + "prediction_norm": 6.452948093414307, + "timestamp": "2025-07-14T12:33:53.532946" + }, + { + "epoch": 565, + "batch_idx": 192, + "loss": 0.20904244482517242, + "learning_rate": 0.0008156763977246888, + "timestep_mean": 453.875, + "epsilon_norm": 2.7646422386169434, + "prediction_norm": 2.873318672180176, + "timestamp": "2025-07-14T12:33:53.538361" + }, + { + "epoch": 566, + "batch_idx": 0, + "loss": 0.38783520460128784, + "learning_rate": 0.0008150669355926845, + "timestep_mean": 454.1875, + "epsilon_norm": 8.50633716583252, + "prediction_norm": 6.72434139251709, + "timestamp": "2025-07-14T12:33:53.543572" + }, + { + "epoch": 566, + "batch_idx": 32, + "loss": 0.38444292545318604, + "learning_rate": 0.0008150669355926845, + "timestep_mean": 464.1875, + "epsilon_norm": 7.54771089553833, + "prediction_norm": 5.939326286315918, + "timestamp": "2025-07-14T12:33:53.548681" + }, + { + "epoch": 566, + "batch_idx": 64, + "loss": 0.3799446225166321, + "learning_rate": 0.0008150669355926845, + "timestep_mean": 478.0, + "epsilon_norm": 8.068451881408691, + "prediction_norm": 7.003300189971924, + "timestamp": "2025-07-14T12:33:53.553965" + }, + { + "epoch": 566, + "batch_idx": 96, + "loss": 0.2224498987197876, + "learning_rate": 0.0008150669355926845, + "timestep_mean": 439.65625, + "epsilon_norm": 7.0586748123168945, + "prediction_norm": 5.911192893981934, + "timestamp": "2025-07-14T12:33:53.559116" + }, + { + "epoch": 566, + "batch_idx": 128, + "loss": 0.35441693663597107, + "learning_rate": 0.0008150669355926845, + "timestep_mean": 515.875, + "epsilon_norm": 7.669662952423096, + "prediction_norm": 6.462503910064697, + "timestamp": "2025-07-14T12:33:53.564352" + }, + { + "epoch": 566, + "batch_idx": 160, + "loss": 0.49132394790649414, + "learning_rate": 0.0008150669355926845, + "timestep_mean": 429.78125, + "epsilon_norm": 8.48075008392334, + "prediction_norm": 6.064507007598877, + "timestamp": "2025-07-14T12:33:53.569560" + }, + { + "epoch": 566, + "batch_idx": 192, + "loss": 0.1295202374458313, + "learning_rate": 0.0008150669355926845, + "timestep_mean": 532.375, + "epsilon_norm": 3.1013033390045166, + "prediction_norm": 2.8942954540252686, + "timestamp": "2025-07-14T12:33:53.574680" + }, + { + "epoch": 567, + "batch_idx": 0, + "loss": 0.14914275705814362, + "learning_rate": 0.0008144566960643366, + "timestep_mean": 517.25, + "epsilon_norm": 7.309062957763672, + "prediction_norm": 7.117672443389893, + "timestamp": "2025-07-14T12:33:53.580005" + }, + { + "epoch": 567, + "batch_idx": 32, + "loss": 0.4552580714225769, + "learning_rate": 0.0008144566960643366, + "timestep_mean": 523.5625, + "epsilon_norm": 7.857323169708252, + "prediction_norm": 5.891040802001953, + "timestamp": "2025-07-14T12:33:53.585216" + }, + { + "epoch": 567, + "batch_idx": 64, + "loss": 0.2158692330121994, + "learning_rate": 0.0008144566960643366, + "timestep_mean": 549.4375, + "epsilon_norm": 7.982527732849121, + "prediction_norm": 6.466280460357666, + "timestamp": "2025-07-14T12:33:53.590374" + }, + { + "epoch": 567, + "batch_idx": 96, + "loss": 0.2865809202194214, + "learning_rate": 0.0008144566960643366, + "timestep_mean": 451.71875, + "epsilon_norm": 8.811307907104492, + "prediction_norm": 7.81320858001709, + "timestamp": "2025-07-14T12:33:53.595496" + }, + { + "epoch": 567, + "batch_idx": 128, + "loss": 0.4489961862564087, + "learning_rate": 0.0008144566960643366, + "timestep_mean": 539.1875, + "epsilon_norm": 8.31196403503418, + "prediction_norm": 6.252905368804932, + "timestamp": "2025-07-14T12:33:53.600756" + }, + { + "epoch": 567, + "batch_idx": 160, + "loss": 0.2810174822807312, + "learning_rate": 0.0008144566960643366, + "timestep_mean": 558.84375, + "epsilon_norm": 8.097382545471191, + "prediction_norm": 6.950619697570801, + "timestamp": "2025-07-14T12:33:53.605848" + }, + { + "epoch": 567, + "batch_idx": 192, + "loss": 0.7456563711166382, + "learning_rate": 0.0008144566960643366, + "timestep_mean": 449.125, + "epsilon_norm": 5.4004669189453125, + "prediction_norm": 4.133697986602783, + "timestamp": "2025-07-14T12:33:53.611052" + }, + { + "epoch": 568, + "batch_idx": 0, + "loss": 0.4337823987007141, + "learning_rate": 0.0008138456806453503, + "timestep_mean": 409.0625, + "epsilon_norm": 8.680498123168945, + "prediction_norm": 6.440194129943848, + "timestamp": "2025-07-14T12:33:53.616322" + }, + { + "epoch": 568, + "batch_idx": 32, + "loss": 0.3685101866722107, + "learning_rate": 0.0008138456806453503, + "timestep_mean": 481.0625, + "epsilon_norm": 8.267621994018555, + "prediction_norm": 6.66534423828125, + "timestamp": "2025-07-14T12:33:53.621653" + }, + { + "epoch": 568, + "batch_idx": 64, + "loss": 0.5270348191261292, + "learning_rate": 0.0008138456806453503, + "timestep_mean": 452.59375, + "epsilon_norm": 8.901652336120605, + "prediction_norm": 6.888351917266846, + "timestamp": "2025-07-14T12:33:53.626731" + }, + { + "epoch": 568, + "batch_idx": 96, + "loss": 0.39926570653915405, + "learning_rate": 0.0008138456806453503, + "timestep_mean": 491.46875, + "epsilon_norm": 9.675747871398926, + "prediction_norm": 7.865435600280762, + "timestamp": "2025-07-14T12:33:53.631980" + }, + { + "epoch": 568, + "batch_idx": 128, + "loss": 0.3643171787261963, + "learning_rate": 0.0008138456806453503, + "timestep_mean": 540.5625, + "epsilon_norm": 10.158541679382324, + "prediction_norm": 8.185770988464355, + "timestamp": "2025-07-14T12:33:53.637154" + }, + { + "epoch": 568, + "batch_idx": 160, + "loss": 0.3458923101425171, + "learning_rate": 0.0008138456806453503, + "timestep_mean": 503.9375, + "epsilon_norm": 8.10109806060791, + "prediction_norm": 6.694194793701172, + "timestamp": "2025-07-14T12:33:53.642424" + }, + { + "epoch": 568, + "batch_idx": 192, + "loss": 0.11374012380838394, + "learning_rate": 0.0008138456806453503, + "timestep_mean": 462.375, + "epsilon_norm": 3.584618091583252, + "prediction_norm": 3.3243300914764404, + "timestamp": "2025-07-14T12:33:53.647463" + }, + { + "epoch": 569, + "batch_idx": 0, + "loss": 0.38238054513931274, + "learning_rate": 0.0008132338908433455, + "timestep_mean": 462.84375, + "epsilon_norm": 9.559161186218262, + "prediction_norm": 7.193698883056641, + "timestamp": "2025-07-14T12:33:53.652580" + }, + { + "epoch": 569, + "batch_idx": 32, + "loss": 0.22272741794586182, + "learning_rate": 0.0008132338908433455, + "timestep_mean": 444.75, + "epsilon_norm": 6.3298211097717285, + "prediction_norm": 4.871914863586426, + "timestamp": "2025-07-14T12:33:53.657468" + }, + { + "epoch": 569, + "batch_idx": 64, + "loss": 0.3111111521720886, + "learning_rate": 0.0008132338908433455, + "timestep_mean": 516.96875, + "epsilon_norm": 8.984405517578125, + "prediction_norm": 8.247069358825684, + "timestamp": "2025-07-14T12:33:53.662332" + }, + { + "epoch": 569, + "batch_idx": 96, + "loss": 0.2462380826473236, + "learning_rate": 0.0008132338908433455, + "timestep_mean": 515.3125, + "epsilon_norm": 8.237253189086914, + "prediction_norm": 7.902799606323242, + "timestamp": "2025-07-14T12:33:53.667322" + }, + { + "epoch": 569, + "batch_idx": 128, + "loss": 0.30180490016937256, + "learning_rate": 0.0008132338908433455, + "timestep_mean": 511.9375, + "epsilon_norm": 8.217087745666504, + "prediction_norm": 7.654120445251465, + "timestamp": "2025-07-14T12:33:53.672226" + }, + { + "epoch": 569, + "batch_idx": 160, + "loss": 0.242714986205101, + "learning_rate": 0.0008132338908433455, + "timestep_mean": 581.5, + "epsilon_norm": 7.865047454833984, + "prediction_norm": 6.756139278411865, + "timestamp": "2025-07-14T12:33:53.677176" + }, + { + "epoch": 569, + "batch_idx": 192, + "loss": 0.31165263056755066, + "learning_rate": 0.0008132338908433455, + "timestep_mean": 537.875, + "epsilon_norm": 3.5109338760375977, + "prediction_norm": 2.7831764221191406, + "timestamp": "2025-07-14T12:33:53.682061" + }, + { + "epoch": 570, + "batch_idx": 0, + "loss": 0.3144237697124481, + "learning_rate": 0.0008126213281678527, + "timestep_mean": 483.65625, + "epsilon_norm": 8.876824378967285, + "prediction_norm": 7.851962566375732, + "timestamp": "2025-07-14T12:33:53.686961" + }, + { + "epoch": 570, + "batch_idx": 32, + "loss": 0.24112173914909363, + "learning_rate": 0.0008126213281678527, + "timestep_mean": 529.5, + "epsilon_norm": 7.395845413208008, + "prediction_norm": 6.44694709777832, + "timestamp": "2025-07-14T12:33:53.691923" + }, + { + "epoch": 570, + "batch_idx": 64, + "loss": 0.26816970109939575, + "learning_rate": 0.0008126213281678527, + "timestep_mean": 527.5, + "epsilon_norm": 7.710269927978516, + "prediction_norm": 6.613955497741699, + "timestamp": "2025-07-14T12:33:53.696821" + }, + { + "epoch": 570, + "batch_idx": 96, + "loss": 0.306934654712677, + "learning_rate": 0.0008126213281678527, + "timestep_mean": 579.15625, + "epsilon_norm": 9.08157730102539, + "prediction_norm": 7.408523082733154, + "timestamp": "2025-07-14T12:33:53.701752" + }, + { + "epoch": 570, + "batch_idx": 128, + "loss": 0.2146984338760376, + "learning_rate": 0.0008126213281678527, + "timestep_mean": 515.3125, + "epsilon_norm": 8.706578254699707, + "prediction_norm": 7.352734565734863, + "timestamp": "2025-07-14T12:33:53.711070" + }, + { + "epoch": 570, + "batch_idx": 160, + "loss": 0.24537886679172516, + "learning_rate": 0.0008126213281678527, + "timestep_mean": 485.21875, + "epsilon_norm": 8.662443161010742, + "prediction_norm": 6.860342979431152, + "timestamp": "2025-07-14T12:33:53.715965" + }, + { + "epoch": 570, + "batch_idx": 192, + "loss": 0.415048748254776, + "learning_rate": 0.0008126213281678527, + "timestep_mean": 509.125, + "epsilon_norm": 4.742568016052246, + "prediction_norm": 3.4523491859436035, + "timestamp": "2025-07-14T12:33:53.720937" + }, + { + "epoch": 571, + "batch_idx": 0, + "loss": 0.4150998890399933, + "learning_rate": 0.0008120079941303094, + "timestep_mean": 447.125, + "epsilon_norm": 8.859380722045898, + "prediction_norm": 6.414712429046631, + "timestamp": "2025-07-14T12:33:53.725824" + }, + { + "epoch": 571, + "batch_idx": 32, + "loss": 0.2492794394493103, + "learning_rate": 0.0008120079941303094, + "timestep_mean": 423.84375, + "epsilon_norm": 6.640286445617676, + "prediction_norm": 5.094588756561279, + "timestamp": "2025-07-14T12:33:53.730686" + }, + { + "epoch": 571, + "batch_idx": 64, + "loss": 0.2476186603307724, + "learning_rate": 0.0008120079941303094, + "timestep_mean": 428.28125, + "epsilon_norm": 8.143290519714355, + "prediction_norm": 7.038103103637695, + "timestamp": "2025-07-14T12:33:53.735556" + }, + { + "epoch": 571, + "batch_idx": 96, + "loss": 0.41102439165115356, + "learning_rate": 0.0008120079941303094, + "timestep_mean": 485.375, + "epsilon_norm": 8.146637916564941, + "prediction_norm": 5.867094039916992, + "timestamp": "2025-07-14T12:33:53.740388" + }, + { + "epoch": 571, + "batch_idx": 128, + "loss": 0.17765718698501587, + "learning_rate": 0.0008120079941303094, + "timestep_mean": 466.8125, + "epsilon_norm": 7.908930778503418, + "prediction_norm": 6.981315612792969, + "timestamp": "2025-07-14T12:33:53.745261" + }, + { + "epoch": 571, + "batch_idx": 160, + "loss": 0.2084142416715622, + "learning_rate": 0.0008120079941303094, + "timestep_mean": 502.1875, + "epsilon_norm": 6.811840534210205, + "prediction_norm": 6.068652153015137, + "timestamp": "2025-07-14T12:33:53.750236" + }, + { + "epoch": 571, + "batch_idx": 192, + "loss": 0.2737712562084198, + "learning_rate": 0.0008120079941303094, + "timestep_mean": 472.625, + "epsilon_norm": 3.2503159046173096, + "prediction_norm": 2.3594765663146973, + "timestamp": "2025-07-14T12:33:53.755159" + }, + { + "epoch": 572, + "batch_idx": 0, + "loss": 0.16246716678142548, + "learning_rate": 0.0008113938902440564, + "timestep_mean": 519.0, + "epsilon_norm": 7.616713523864746, + "prediction_norm": 7.313882827758789, + "timestamp": "2025-07-14T12:33:53.760054" + }, + { + "epoch": 572, + "batch_idx": 32, + "loss": 0.46035242080688477, + "learning_rate": 0.0008113938902440564, + "timestep_mean": 484.0625, + "epsilon_norm": 8.448758125305176, + "prediction_norm": 5.947676658630371, + "timestamp": "2025-07-14T12:33:53.765023" + }, + { + "epoch": 572, + "batch_idx": 64, + "loss": 0.17401280999183655, + "learning_rate": 0.0008113938902440564, + "timestep_mean": 509.25, + "epsilon_norm": 8.412418365478516, + "prediction_norm": 7.675103664398193, + "timestamp": "2025-07-14T12:33:53.769914" + }, + { + "epoch": 572, + "batch_idx": 96, + "loss": 0.24948793649673462, + "learning_rate": 0.0008113938902440564, + "timestep_mean": 485.78125, + "epsilon_norm": 7.38577938079834, + "prediction_norm": 7.149113178253174, + "timestamp": "2025-07-14T12:33:53.774916" + }, + { + "epoch": 572, + "batch_idx": 128, + "loss": 0.3348791003227234, + "learning_rate": 0.0008113938902440564, + "timestep_mean": 599.0625, + "epsilon_norm": 8.526751518249512, + "prediction_norm": 7.793784141540527, + "timestamp": "2025-07-14T12:33:53.779904" + }, + { + "epoch": 572, + "batch_idx": 160, + "loss": 0.2880650758743286, + "learning_rate": 0.0008113938902440564, + "timestep_mean": 483.5, + "epsilon_norm": 8.86264705657959, + "prediction_norm": 7.338775157928467, + "timestamp": "2025-07-14T12:33:53.784826" + }, + { + "epoch": 572, + "batch_idx": 192, + "loss": 0.3822298049926758, + "learning_rate": 0.0008113938902440564, + "timestep_mean": 372.375, + "epsilon_norm": 4.594961643218994, + "prediction_norm": 2.703747272491455, + "timestamp": "2025-07-14T12:33:53.789707" + }, + { + "epoch": 573, + "batch_idx": 0, + "loss": 0.425663560628891, + "learning_rate": 0.000810779018024334, + "timestep_mean": 403.125, + "epsilon_norm": 7.476966857910156, + "prediction_norm": 5.91892671585083, + "timestamp": "2025-07-14T12:33:53.794559" + }, + { + "epoch": 573, + "batch_idx": 32, + "loss": 0.2736194133758545, + "learning_rate": 0.000810779018024334, + "timestep_mean": 556.25, + "epsilon_norm": 8.218759536743164, + "prediction_norm": 6.790764331817627, + "timestamp": "2025-07-14T12:33:53.799502" + }, + { + "epoch": 573, + "batch_idx": 64, + "loss": 0.3014352321624756, + "learning_rate": 0.000810779018024334, + "timestep_mean": 503.875, + "epsilon_norm": 7.425297737121582, + "prediction_norm": 6.668481826782227, + "timestamp": "2025-07-14T12:33:53.804471" + }, + { + "epoch": 573, + "batch_idx": 96, + "loss": 0.2856751084327698, + "learning_rate": 0.000810779018024334, + "timestep_mean": 470.78125, + "epsilon_norm": 7.661370277404785, + "prediction_norm": 6.737109661102295, + "timestamp": "2025-07-14T12:33:53.809314" + }, + { + "epoch": 573, + "batch_idx": 128, + "loss": 0.2622523009777069, + "learning_rate": 0.000810779018024334, + "timestep_mean": 516.375, + "epsilon_norm": 7.768551349639893, + "prediction_norm": 6.704810619354248, + "timestamp": "2025-07-14T12:33:53.814218" + }, + { + "epoch": 573, + "batch_idx": 160, + "loss": 0.41143009066581726, + "learning_rate": 0.000810779018024334, + "timestep_mean": 474.125, + "epsilon_norm": 8.962276458740234, + "prediction_norm": 7.212262153625488, + "timestamp": "2025-07-14T12:33:53.819136" + }, + { + "epoch": 573, + "batch_idx": 192, + "loss": 0.33399778604507446, + "learning_rate": 0.000810779018024334, + "timestep_mean": 365.375, + "epsilon_norm": 3.621565103530884, + "prediction_norm": 3.3252758979797363, + "timestamp": "2025-07-14T12:33:53.824063" + }, + { + "epoch": 574, + "batch_idx": 0, + "loss": 0.18516570329666138, + "learning_rate": 0.0008101633789882782, + "timestep_mean": 503.09375, + "epsilon_norm": 7.3999223709106445, + "prediction_norm": 6.641232013702393, + "timestamp": "2025-07-14T12:33:53.828951" + }, + { + "epoch": 574, + "batch_idx": 32, + "loss": 0.47458213567733765, + "learning_rate": 0.0008101633789882782, + "timestep_mean": 526.53125, + "epsilon_norm": 8.465802192687988, + "prediction_norm": 5.850622177124023, + "timestamp": "2025-07-14T12:33:53.834081" + }, + { + "epoch": 574, + "batch_idx": 64, + "loss": 0.3638361692428589, + "learning_rate": 0.0008101633789882782, + "timestep_mean": 532.125, + "epsilon_norm": 8.16311264038086, + "prediction_norm": 6.738574981689453, + "timestamp": "2025-07-14T12:33:53.839043" + }, + { + "epoch": 574, + "batch_idx": 96, + "loss": 0.2934033274650574, + "learning_rate": 0.0008101633789882782, + "timestep_mean": 494.90625, + "epsilon_norm": 7.320430755615234, + "prediction_norm": 6.409369945526123, + "timestamp": "2025-07-14T12:33:53.843889" + }, + { + "epoch": 574, + "batch_idx": 128, + "loss": 0.44191402196884155, + "learning_rate": 0.0008101633789882782, + "timestep_mean": 508.5625, + "epsilon_norm": 9.18226432800293, + "prediction_norm": 7.8059892654418945, + "timestamp": "2025-07-14T12:33:53.848749" + }, + { + "epoch": 574, + "batch_idx": 160, + "loss": 0.2792525291442871, + "learning_rate": 0.0008101633789882782, + "timestep_mean": 526.46875, + "epsilon_norm": 7.156010150909424, + "prediction_norm": 6.715934753417969, + "timestamp": "2025-07-14T12:33:53.853582" + }, + { + "epoch": 574, + "batch_idx": 192, + "loss": 0.48221173882484436, + "learning_rate": 0.0008101633789882782, + "timestep_mean": 404.375, + "epsilon_norm": 4.257048606872559, + "prediction_norm": 3.1325736045837402, + "timestamp": "2025-07-14T12:33:53.858414" + }, + { + "epoch": 575, + "batch_idx": 0, + "loss": 0.17818523943424225, + "learning_rate": 0.0008095469746549172, + "timestep_mean": 556.5625, + "epsilon_norm": 7.399807929992676, + "prediction_norm": 6.991397380828857, + "timestamp": "2025-07-14T12:33:53.863354" + }, + { + "epoch": 575, + "batch_idx": 32, + "loss": 0.18815305829048157, + "learning_rate": 0.0008095469746549172, + "timestep_mean": 529.34375, + "epsilon_norm": 8.492024421691895, + "prediction_norm": 7.481624603271484, + "timestamp": "2025-07-14T12:33:53.868228" + }, + { + "epoch": 575, + "batch_idx": 64, + "loss": 0.1901351511478424, + "learning_rate": 0.0008095469746549172, + "timestep_mean": 520.09375, + "epsilon_norm": 7.965873718261719, + "prediction_norm": 6.744185447692871, + "timestamp": "2025-07-14T12:33:53.873106" + }, + { + "epoch": 575, + "batch_idx": 96, + "loss": 0.3602188229560852, + "learning_rate": 0.0008095469746549172, + "timestep_mean": 506.9375, + "epsilon_norm": 8.932666778564453, + "prediction_norm": 7.172345161437988, + "timestamp": "2025-07-14T12:33:53.877990" + }, + { + "epoch": 575, + "batch_idx": 128, + "loss": 0.11771354079246521, + "learning_rate": 0.0008095469746549172, + "timestep_mean": 556.625, + "epsilon_norm": 7.057221412658691, + "prediction_norm": 5.84817361831665, + "timestamp": "2025-07-14T12:33:53.882879" + }, + { + "epoch": 575, + "batch_idx": 160, + "loss": 0.2825498878955841, + "learning_rate": 0.0008095469746549172, + "timestep_mean": 483.40625, + "epsilon_norm": 7.975479602813721, + "prediction_norm": 6.352144241333008, + "timestamp": "2025-07-14T12:33:53.888063" + }, + { + "epoch": 575, + "batch_idx": 192, + "loss": 0.0832783430814743, + "learning_rate": 0.0008095469746549172, + "timestep_mean": 767.625, + "epsilon_norm": 3.655113935470581, + "prediction_norm": 2.8197576999664307, + "timestamp": "2025-07-14T12:33:53.893114" + }, + { + "epoch": 576, + "batch_idx": 0, + "loss": 0.3508465886116028, + "learning_rate": 0.0008089298065451672, + "timestep_mean": 429.0625, + "epsilon_norm": 7.527942180633545, + "prediction_norm": 6.2405829429626465, + "timestamp": "2025-07-14T12:33:53.898284" + }, + { + "epoch": 576, + "batch_idx": 32, + "loss": 0.387658953666687, + "learning_rate": 0.0008089298065451672, + "timestep_mean": 403.96875, + "epsilon_norm": 7.816605567932129, + "prediction_norm": 5.822672367095947, + "timestamp": "2025-07-14T12:33:53.903600" + }, + { + "epoch": 576, + "batch_idx": 64, + "loss": 0.24766665697097778, + "learning_rate": 0.0008089298065451672, + "timestep_mean": 495.6875, + "epsilon_norm": 8.030773162841797, + "prediction_norm": 7.406518459320068, + "timestamp": "2025-07-14T12:33:53.908754" + }, + { + "epoch": 576, + "batch_idx": 96, + "loss": 0.19665414094924927, + "learning_rate": 0.0008089298065451672, + "timestep_mean": 438.0625, + "epsilon_norm": 7.623734474182129, + "prediction_norm": 7.245415687561035, + "timestamp": "2025-07-14T12:33:53.913850" + }, + { + "epoch": 576, + "batch_idx": 128, + "loss": 0.261510968208313, + "learning_rate": 0.0008089298065451672, + "timestep_mean": 520.8125, + "epsilon_norm": 7.82246208190918, + "prediction_norm": 6.524365425109863, + "timestamp": "2025-07-14T12:33:53.919018" + }, + { + "epoch": 576, + "batch_idx": 160, + "loss": 0.2521553039550781, + "learning_rate": 0.0008089298065451672, + "timestep_mean": 452.1875, + "epsilon_norm": 6.9626784324646, + "prediction_norm": 6.029189109802246, + "timestamp": "2025-07-14T12:33:53.924232" + }, + { + "epoch": 576, + "batch_idx": 192, + "loss": 0.42764952778816223, + "learning_rate": 0.0008089298065451672, + "timestep_mean": 372.25, + "epsilon_norm": 3.8728067874908447, + "prediction_norm": 3.0341038703918457, + "timestamp": "2025-07-14T12:33:53.929526" + }, + { + "epoch": 577, + "batch_idx": 0, + "loss": 0.2048494964838028, + "learning_rate": 0.0008083118761818297, + "timestep_mean": 593.15625, + "epsilon_norm": 8.899614334106445, + "prediction_norm": 8.889716148376465, + "timestamp": "2025-07-14T12:33:53.934695" + }, + { + "epoch": 577, + "batch_idx": 32, + "loss": 0.27999210357666016, + "learning_rate": 0.0008083118761818297, + "timestep_mean": 519.0625, + "epsilon_norm": 8.512027740478516, + "prediction_norm": 7.5086541175842285, + "timestamp": "2025-07-14T12:33:53.939879" + }, + { + "epoch": 577, + "batch_idx": 64, + "loss": 0.17462104558944702, + "learning_rate": 0.0008083118761818297, + "timestep_mean": 515.46875, + "epsilon_norm": 7.125322341918945, + "prediction_norm": 6.4466447830200195, + "timestamp": "2025-07-14T12:33:53.945081" + }, + { + "epoch": 577, + "batch_idx": 96, + "loss": 0.35864686965942383, + "learning_rate": 0.0008083118761818297, + "timestep_mean": 488.78125, + "epsilon_norm": 9.20193099975586, + "prediction_norm": 8.121782302856445, + "timestamp": "2025-07-14T12:33:53.950422" + }, + { + "epoch": 577, + "batch_idx": 128, + "loss": 0.18179479241371155, + "learning_rate": 0.0008083118761818297, + "timestep_mean": 499.9375, + "epsilon_norm": 6.101785659790039, + "prediction_norm": 5.304047584533691, + "timestamp": "2025-07-14T12:33:53.955592" + }, + { + "epoch": 577, + "batch_idx": 160, + "loss": 0.3945467472076416, + "learning_rate": 0.0008083118761818297, + "timestep_mean": 491.3125, + "epsilon_norm": 7.3812103271484375, + "prediction_norm": 5.795259475708008, + "timestamp": "2025-07-14T12:33:53.960831" + }, + { + "epoch": 577, + "batch_idx": 192, + "loss": 0.1906992495059967, + "learning_rate": 0.0008083118761818297, + "timestep_mean": 520.875, + "epsilon_norm": 2.6922826766967773, + "prediction_norm": 2.3690507411956787, + "timestamp": "2025-07-14T12:33:53.966019" + }, + { + "epoch": 578, + "batch_idx": 0, + "loss": 0.22029834985733032, + "learning_rate": 0.0008076931850895859, + "timestep_mean": 538.375, + "epsilon_norm": 7.47007942199707, + "prediction_norm": 7.1098432540893555, + "timestamp": "2025-07-14T12:33:53.971223" + }, + { + "epoch": 578, + "batch_idx": 32, + "loss": 0.4334854781627655, + "learning_rate": 0.0008076931850895859, + "timestep_mean": 470.53125, + "epsilon_norm": 8.29016399383545, + "prediction_norm": 6.801222801208496, + "timestamp": "2025-07-14T12:33:53.976236" + }, + { + "epoch": 578, + "batch_idx": 64, + "loss": 0.176448792219162, + "learning_rate": 0.0008076931850895859, + "timestep_mean": 583.53125, + "epsilon_norm": 6.086092472076416, + "prediction_norm": 5.234414577484131, + "timestamp": "2025-07-14T12:33:53.981342" + }, + { + "epoch": 578, + "batch_idx": 96, + "loss": 0.40382498502731323, + "learning_rate": 0.0008076931850895859, + "timestep_mean": 500.28125, + "epsilon_norm": 9.904806137084961, + "prediction_norm": 7.96783971786499, + "timestamp": "2025-07-14T12:33:53.986440" + }, + { + "epoch": 578, + "batch_idx": 128, + "loss": 0.3415493667125702, + "learning_rate": 0.0008076931850895859, + "timestep_mean": 512.21875, + "epsilon_norm": 8.14952278137207, + "prediction_norm": 6.557600021362305, + "timestamp": "2025-07-14T12:33:53.991376" + }, + { + "epoch": 578, + "batch_idx": 160, + "loss": 0.17373530566692352, + "learning_rate": 0.0008076931850895859, + "timestep_mean": 617.125, + "epsilon_norm": 9.071824073791504, + "prediction_norm": 8.110057830810547, + "timestamp": "2025-07-14T12:33:53.996377" + }, + { + "epoch": 578, + "batch_idx": 192, + "loss": 0.1403319537639618, + "learning_rate": 0.0008076931850895859, + "timestep_mean": 568.125, + "epsilon_norm": 4.884602069854736, + "prediction_norm": 4.367465972900391, + "timestamp": "2025-07-14T12:33:54.001160" + }, + { + "epoch": 579, + "batch_idx": 0, + "loss": 0.636387825012207, + "learning_rate": 0.0008070737347949948, + "timestep_mean": 373.46875, + "epsilon_norm": 8.772751808166504, + "prediction_norm": 5.939367294311523, + "timestamp": "2025-07-14T12:33:54.006070" + }, + { + "epoch": 579, + "batch_idx": 32, + "loss": 0.24978092312812805, + "learning_rate": 0.0008070737347949948, + "timestep_mean": 503.9375, + "epsilon_norm": 6.957542419433594, + "prediction_norm": 5.577349662780762, + "timestamp": "2025-07-14T12:33:54.010994" + }, + { + "epoch": 579, + "batch_idx": 64, + "loss": 0.19239448010921478, + "learning_rate": 0.0008070737347949948, + "timestep_mean": 516.03125, + "epsilon_norm": 7.9259114265441895, + "prediction_norm": 7.039395809173584, + "timestamp": "2025-07-14T12:33:54.015874" + }, + { + "epoch": 579, + "batch_idx": 96, + "loss": 0.3439749479293823, + "learning_rate": 0.0008070737347949948, + "timestep_mean": 476.84375, + "epsilon_norm": 7.455793380737305, + "prediction_norm": 6.219176769256592, + "timestamp": "2025-07-14T12:33:54.020709" + }, + { + "epoch": 579, + "batch_idx": 128, + "loss": 0.39036738872528076, + "learning_rate": 0.0008070737347949948, + "timestep_mean": 445.75, + "epsilon_norm": 8.521141052246094, + "prediction_norm": 6.938745498657227, + "timestamp": "2025-07-14T12:33:54.025647" + }, + { + "epoch": 579, + "batch_idx": 160, + "loss": 0.39084967970848083, + "learning_rate": 0.0008070737347949948, + "timestep_mean": 488.8125, + "epsilon_norm": 7.689652919769287, + "prediction_norm": 6.834331512451172, + "timestamp": "2025-07-14T12:33:54.030497" + }, + { + "epoch": 579, + "batch_idx": 192, + "loss": 0.238142192363739, + "learning_rate": 0.0008070737347949948, + "timestep_mean": 437.5, + "epsilon_norm": 3.347618579864502, + "prediction_norm": 3.161968946456909, + "timestamp": "2025-07-14T12:33:54.035294" + }, + { + "epoch": 580, + "batch_idx": 0, + "loss": 0.3352936804294586, + "learning_rate": 0.0008064535268264884, + "timestep_mean": 458.25, + "epsilon_norm": 7.626201629638672, + "prediction_norm": 6.243826389312744, + "timestamp": "2025-07-14T12:33:54.040128" + }, + { + "epoch": 580, + "batch_idx": 32, + "loss": 0.35022401809692383, + "learning_rate": 0.0008064535268264884, + "timestep_mean": 449.875, + "epsilon_norm": 8.794903755187988, + "prediction_norm": 7.425783157348633, + "timestamp": "2025-07-14T12:33:54.045008" + }, + { + "epoch": 580, + "batch_idx": 64, + "loss": 0.37120193243026733, + "learning_rate": 0.0008064535268264884, + "timestep_mean": 496.34375, + "epsilon_norm": 8.017006874084473, + "prediction_norm": 6.106851100921631, + "timestamp": "2025-07-14T12:33:54.049905" + }, + { + "epoch": 580, + "batch_idx": 96, + "loss": 0.4875362515449524, + "learning_rate": 0.0008064535268264884, + "timestep_mean": 442.375, + "epsilon_norm": 8.658427238464355, + "prediction_norm": 6.532862186431885, + "timestamp": "2025-07-14T12:33:54.054825" + }, + { + "epoch": 580, + "batch_idx": 128, + "loss": 0.40626204013824463, + "learning_rate": 0.0008064535268264884, + "timestep_mean": 484.5, + "epsilon_norm": 7.202991962432861, + "prediction_norm": 6.034703254699707, + "timestamp": "2025-07-14T12:33:54.059698" + }, + { + "epoch": 580, + "batch_idx": 160, + "loss": 0.20258383452892303, + "learning_rate": 0.0008064535268264884, + "timestep_mean": 520.78125, + "epsilon_norm": 6.685196399688721, + "prediction_norm": 6.059629440307617, + "timestamp": "2025-07-14T12:33:54.064560" + }, + { + "epoch": 580, + "batch_idx": 192, + "loss": 0.49352896213531494, + "learning_rate": 0.0008064535268264884, + "timestep_mean": 325.375, + "epsilon_norm": 3.7159266471862793, + "prediction_norm": 2.564462423324585, + "timestamp": "2025-07-14T12:33:54.069410" + }, + { + "epoch": 581, + "batch_idx": 0, + "loss": 0.2685278058052063, + "learning_rate": 0.0008058325627143682, + "timestep_mean": 596.21875, + "epsilon_norm": 7.961605548858643, + "prediction_norm": 6.763531684875488, + "timestamp": "2025-07-14T12:33:54.074345" + }, + { + "epoch": 581, + "batch_idx": 32, + "loss": 0.18903477489948273, + "learning_rate": 0.0008058325627143682, + "timestep_mean": 580.78125, + "epsilon_norm": 8.577322959899902, + "prediction_norm": 7.202025413513184, + "timestamp": "2025-07-14T12:33:54.079303" + }, + { + "epoch": 581, + "batch_idx": 64, + "loss": 0.45558395981788635, + "learning_rate": 0.0008058325627143682, + "timestep_mean": 476.84375, + "epsilon_norm": 8.175600051879883, + "prediction_norm": 6.515568733215332, + "timestamp": "2025-07-14T12:33:54.084211" + }, + { + "epoch": 581, + "batch_idx": 96, + "loss": 0.23713016510009766, + "learning_rate": 0.0008058325627143682, + "timestep_mean": 485.8125, + "epsilon_norm": 7.245066165924072, + "prediction_norm": 5.800107002258301, + "timestamp": "2025-07-14T12:33:54.089127" + }, + { + "epoch": 581, + "batch_idx": 128, + "loss": 0.28099900484085083, + "learning_rate": 0.0008058325627143682, + "timestep_mean": 498.75, + "epsilon_norm": 7.746548652648926, + "prediction_norm": 6.675172805786133, + "timestamp": "2025-07-14T12:33:54.093988" + }, + { + "epoch": 581, + "batch_idx": 160, + "loss": 0.25205692648887634, + "learning_rate": 0.0008058325627143682, + "timestep_mean": 468.6875, + "epsilon_norm": 8.084968566894531, + "prediction_norm": 7.02780294418335, + "timestamp": "2025-07-14T12:33:54.098829" + }, + { + "epoch": 581, + "batch_idx": 192, + "loss": 0.022482385858893394, + "learning_rate": 0.0008058325627143682, + "timestep_mean": 735.75, + "epsilon_norm": 4.173730850219727, + "prediction_norm": 3.9053874015808105, + "timestamp": "2025-07-14T12:33:54.103697" + }, + { + "epoch": 582, + "batch_idx": 0, + "loss": 0.2143665999174118, + "learning_rate": 0.0008052108439908013, + "timestep_mean": 543.46875, + "epsilon_norm": 7.908277988433838, + "prediction_norm": 6.324498176574707, + "timestamp": "2025-07-14T12:33:54.108632" + }, + { + "epoch": 582, + "batch_idx": 32, + "loss": 0.6368143558502197, + "learning_rate": 0.0008052108439908013, + "timestep_mean": 458.09375, + "epsilon_norm": 9.255864143371582, + "prediction_norm": 6.507952690124512, + "timestamp": "2025-07-14T12:33:54.113509" + }, + { + "epoch": 582, + "batch_idx": 64, + "loss": 0.23376186192035675, + "learning_rate": 0.0008052108439908013, + "timestep_mean": 546.15625, + "epsilon_norm": 7.426056861877441, + "prediction_norm": 5.899637222290039, + "timestamp": "2025-07-14T12:33:54.118403" + }, + { + "epoch": 582, + "batch_idx": 96, + "loss": 0.11034909635782242, + "learning_rate": 0.0008052108439908013, + "timestep_mean": 543.5625, + "epsilon_norm": 8.260696411132812, + "prediction_norm": 7.4878315925598145, + "timestamp": "2025-07-14T12:33:54.123252" + }, + { + "epoch": 582, + "batch_idx": 128, + "loss": 0.2156040072441101, + "learning_rate": 0.0008052108439908013, + "timestep_mean": 532.875, + "epsilon_norm": 7.607922554016113, + "prediction_norm": 6.749401569366455, + "timestamp": "2025-07-14T12:33:54.128178" + }, + { + "epoch": 582, + "batch_idx": 160, + "loss": 0.14883063733577728, + "learning_rate": 0.0008052108439908013, + "timestep_mean": 535.1875, + "epsilon_norm": 7.002678871154785, + "prediction_norm": 6.585697174072266, + "timestamp": "2025-07-14T12:33:54.133006" + }, + { + "epoch": 582, + "batch_idx": 192, + "loss": 0.1497741937637329, + "learning_rate": 0.0008052108439908013, + "timestep_mean": 657.25, + "epsilon_norm": 3.0371718406677246, + "prediction_norm": 2.850886821746826, + "timestamp": "2025-07-14T12:33:54.137919" + }, + { + "epoch": 583, + "batch_idx": 0, + "loss": 0.19496504962444305, + "learning_rate": 0.0008045883721898171, + "timestep_mean": 591.5625, + "epsilon_norm": 7.789240837097168, + "prediction_norm": 6.413294315338135, + "timestamp": "2025-07-14T12:33:54.142788" + }, + { + "epoch": 583, + "batch_idx": 32, + "loss": 0.23029164969921112, + "learning_rate": 0.0008045883721898171, + "timestep_mean": 578.59375, + "epsilon_norm": 9.790892601013184, + "prediction_norm": 8.024553298950195, + "timestamp": "2025-07-14T12:33:54.147675" + }, + { + "epoch": 583, + "batch_idx": 64, + "loss": 0.3029314875602722, + "learning_rate": 0.0008045883721898171, + "timestep_mean": 485.59375, + "epsilon_norm": 7.529836654663086, + "prediction_norm": 6.245214939117432, + "timestamp": "2025-07-14T12:33:54.152585" + }, + { + "epoch": 583, + "batch_idx": 96, + "loss": 0.282518208026886, + "learning_rate": 0.0008045883721898171, + "timestep_mean": 522.96875, + "epsilon_norm": 8.296460151672363, + "prediction_norm": 6.758415699005127, + "timestamp": "2025-07-14T12:33:54.157543" + }, + { + "epoch": 583, + "batch_idx": 128, + "loss": 0.26509708166122437, + "learning_rate": 0.0008045883721898171, + "timestep_mean": 475.71875, + "epsilon_norm": 7.625598430633545, + "prediction_norm": 5.941205024719238, + "timestamp": "2025-07-14T12:33:54.162385" + }, + { + "epoch": 583, + "batch_idx": 160, + "loss": 0.18983738124370575, + "learning_rate": 0.0008045883721898171, + "timestep_mean": 476.84375, + "epsilon_norm": 7.015228271484375, + "prediction_norm": 6.821292877197266, + "timestamp": "2025-07-14T12:33:54.167375" + }, + { + "epoch": 583, + "batch_idx": 192, + "loss": 0.04314345866441727, + "learning_rate": 0.0008045883721898171, + "timestep_mean": 524.25, + "epsilon_norm": 3.623124361038208, + "prediction_norm": 3.4631216526031494, + "timestamp": "2025-07-14T12:33:54.172180" + }, + { + "epoch": 584, + "batch_idx": 0, + "loss": 0.32448482513427734, + "learning_rate": 0.0008039651488473028, + "timestep_mean": 452.53125, + "epsilon_norm": 6.715845584869385, + "prediction_norm": 5.833698749542236, + "timestamp": "2025-07-14T12:33:54.177076" + }, + { + "epoch": 584, + "batch_idx": 32, + "loss": 0.2907941937446594, + "learning_rate": 0.0008039651488473028, + "timestep_mean": 362.3125, + "epsilon_norm": 7.491757869720459, + "prediction_norm": 5.330745697021484, + "timestamp": "2025-07-14T12:33:54.181913" + }, + { + "epoch": 584, + "batch_idx": 64, + "loss": 0.263034462928772, + "learning_rate": 0.0008039651488473028, + "timestep_mean": 524.4375, + "epsilon_norm": 6.689336776733398, + "prediction_norm": 5.372795581817627, + "timestamp": "2025-07-14T12:33:54.186790" + }, + { + "epoch": 584, + "batch_idx": 96, + "loss": 0.19599147140979767, + "learning_rate": 0.0008039651488473028, + "timestep_mean": 539.90625, + "epsilon_norm": 8.112831115722656, + "prediction_norm": 7.874556541442871, + "timestamp": "2025-07-14T12:33:54.191736" + }, + { + "epoch": 584, + "batch_idx": 128, + "loss": 0.35150617361068726, + "learning_rate": 0.0008039651488473028, + "timestep_mean": 415.25, + "epsilon_norm": 7.359872341156006, + "prediction_norm": 5.838387966156006, + "timestamp": "2025-07-14T12:33:54.196620" + }, + { + "epoch": 584, + "batch_idx": 160, + "loss": 0.3614129424095154, + "learning_rate": 0.0008039651488473028, + "timestep_mean": 475.25, + "epsilon_norm": 7.492652893066406, + "prediction_norm": 6.552816867828369, + "timestamp": "2025-07-14T12:33:54.201576" + }, + { + "epoch": 584, + "batch_idx": 192, + "loss": 0.4505203664302826, + "learning_rate": 0.0008039651488473028, + "timestep_mean": 464.125, + "epsilon_norm": 3.3252458572387695, + "prediction_norm": 2.878647804260254, + "timestamp": "2025-07-14T12:33:54.206448" + }, + { + "epoch": 585, + "batch_idx": 0, + "loss": 0.20522867143154144, + "learning_rate": 0.0008033411755009999, + "timestep_mean": 529.0625, + "epsilon_norm": 7.06742525100708, + "prediction_norm": 6.676483154296875, + "timestamp": "2025-07-14T12:33:54.211365" + }, + { + "epoch": 585, + "batch_idx": 32, + "loss": 0.33840686082839966, + "learning_rate": 0.0008033411755009999, + "timestep_mean": 458.21875, + "epsilon_norm": 7.796037673950195, + "prediction_norm": 5.928811073303223, + "timestamp": "2025-07-14T12:33:54.216278" + }, + { + "epoch": 585, + "batch_idx": 64, + "loss": 0.3857945203781128, + "learning_rate": 0.0008033411755009999, + "timestep_mean": 460.71875, + "epsilon_norm": 7.468967914581299, + "prediction_norm": 5.506938457489014, + "timestamp": "2025-07-14T12:33:54.221361" + }, + { + "epoch": 585, + "batch_idx": 96, + "loss": 0.49164626002311707, + "learning_rate": 0.0008033411755009999, + "timestep_mean": 494.5, + "epsilon_norm": 9.400124549865723, + "prediction_norm": 7.11655330657959, + "timestamp": "2025-07-14T12:33:54.226193" + }, + { + "epoch": 585, + "batch_idx": 128, + "loss": 0.30946141481399536, + "learning_rate": 0.0008033411755009999, + "timestep_mean": 536.09375, + "epsilon_norm": 8.87509536743164, + "prediction_norm": 7.2620720863342285, + "timestamp": "2025-07-14T12:33:54.231055" + }, + { + "epoch": 585, + "batch_idx": 160, + "loss": 0.1423424631357193, + "learning_rate": 0.0008033411755009999, + "timestep_mean": 540.03125, + "epsilon_norm": 6.723874092102051, + "prediction_norm": 6.054367542266846, + "timestamp": "2025-07-14T12:33:54.235901" + }, + { + "epoch": 585, + "batch_idx": 192, + "loss": 0.5300909876823425, + "learning_rate": 0.0008033411755009999, + "timestep_mean": 511.625, + "epsilon_norm": 4.184975624084473, + "prediction_norm": 3.047590970993042, + "timestamp": "2025-07-14T12:33:54.240785" + }, + { + "epoch": 586, + "batch_idx": 0, + "loss": 0.31774014234542847, + "learning_rate": 0.0008027164536905007, + "timestep_mean": 471.28125, + "epsilon_norm": 7.867706298828125, + "prediction_norm": 6.656895160675049, + "timestamp": "2025-07-14T12:33:54.245657" + }, + { + "epoch": 586, + "batch_idx": 32, + "loss": 0.2829166054725647, + "learning_rate": 0.0008027164536905007, + "timestep_mean": 431.15625, + "epsilon_norm": 8.667102813720703, + "prediction_norm": 6.782639503479004, + "timestamp": "2025-07-14T12:33:54.250518" + }, + { + "epoch": 586, + "batch_idx": 64, + "loss": 0.1778179407119751, + "learning_rate": 0.0008027164536905007, + "timestep_mean": 487.34375, + "epsilon_norm": 6.826539993286133, + "prediction_norm": 6.00369930267334, + "timestamp": "2025-07-14T12:33:54.255374" + }, + { + "epoch": 586, + "batch_idx": 96, + "loss": 0.2427518665790558, + "learning_rate": 0.0008027164536905007, + "timestep_mean": 439.78125, + "epsilon_norm": 7.587223052978516, + "prediction_norm": 6.634093761444092, + "timestamp": "2025-07-14T12:33:54.260265" + }, + { + "epoch": 586, + "batch_idx": 128, + "loss": 0.2979792356491089, + "learning_rate": 0.0008027164536905007, + "timestep_mean": 444.15625, + "epsilon_norm": 8.589706420898438, + "prediction_norm": 7.003293037414551, + "timestamp": "2025-07-14T12:33:54.265137" + }, + { + "epoch": 586, + "batch_idx": 160, + "loss": 0.44959738850593567, + "learning_rate": 0.0008027164536905007, + "timestep_mean": 458.75, + "epsilon_norm": 8.401555061340332, + "prediction_norm": 6.711781978607178, + "timestamp": "2025-07-14T12:33:54.270012" + }, + { + "epoch": 586, + "batch_idx": 192, + "loss": 0.4738423228263855, + "learning_rate": 0.0008027164536905007, + "timestep_mean": 277.375, + "epsilon_norm": 3.2822208404541016, + "prediction_norm": 2.3678033351898193, + "timestamp": "2025-07-14T12:33:54.274928" + }, + { + "epoch": 587, + "batch_idx": 0, + "loss": 0.2937212586402893, + "learning_rate": 0.0008020909849572442, + "timestep_mean": 468.0625, + "epsilon_norm": 6.344388484954834, + "prediction_norm": 5.434142589569092, + "timestamp": "2025-07-14T12:33:54.279806" + }, + { + "epoch": 587, + "batch_idx": 32, + "loss": 0.23208431899547577, + "learning_rate": 0.0008020909849572442, + "timestep_mean": 554.125, + "epsilon_norm": 7.9512481689453125, + "prediction_norm": 6.769199848175049, + "timestamp": "2025-07-14T12:33:54.284683" + }, + { + "epoch": 587, + "batch_idx": 64, + "loss": 0.26851022243499756, + "learning_rate": 0.0008020909849572442, + "timestep_mean": 555.9375, + "epsilon_norm": 7.956432342529297, + "prediction_norm": 7.137068748474121, + "timestamp": "2025-07-14T12:33:54.289552" + }, + { + "epoch": 587, + "batch_idx": 96, + "loss": 0.2352381944656372, + "learning_rate": 0.0008020909849572442, + "timestep_mean": 477.0, + "epsilon_norm": 7.63233757019043, + "prediction_norm": 7.306801795959473, + "timestamp": "2025-07-14T12:33:54.294462" + }, + { + "epoch": 587, + "batch_idx": 128, + "loss": 0.3139568567276001, + "learning_rate": 0.0008020909849572442, + "timestep_mean": 502.3125, + "epsilon_norm": 8.227558135986328, + "prediction_norm": 7.831916332244873, + "timestamp": "2025-07-14T12:33:54.299362" + }, + { + "epoch": 587, + "batch_idx": 160, + "loss": 0.2894286513328552, + "learning_rate": 0.0008020909849572442, + "timestep_mean": 420.375, + "epsilon_norm": 7.048558235168457, + "prediction_norm": 5.528077602386475, + "timestamp": "2025-07-14T12:33:54.304351" + }, + { + "epoch": 587, + "batch_idx": 192, + "loss": 0.3536284267902374, + "learning_rate": 0.0008020909849572442, + "timestep_mean": 493.25, + "epsilon_norm": 3.881580352783203, + "prediction_norm": 2.5032951831817627, + "timestamp": "2025-07-14T12:33:54.311245" + }, + { + "epoch": 588, + "batch_idx": 0, + "loss": 0.4216307997703552, + "learning_rate": 0.0008014647708445125, + "timestep_mean": 475.5, + "epsilon_norm": 8.472672462463379, + "prediction_norm": 6.640277862548828, + "timestamp": "2025-07-14T12:33:54.315978" + }, + { + "epoch": 588, + "batch_idx": 32, + "loss": 0.3333929777145386, + "learning_rate": 0.0008014647708445125, + "timestep_mean": 407.25, + "epsilon_norm": 7.970365047454834, + "prediction_norm": 6.515722274780273, + "timestamp": "2025-07-14T12:33:54.320796" + }, + { + "epoch": 588, + "batch_idx": 64, + "loss": 0.15025199949741364, + "learning_rate": 0.0008014647708445125, + "timestep_mean": 512.9375, + "epsilon_norm": 7.2912797927856445, + "prediction_norm": 6.026322364807129, + "timestamp": "2025-07-14T12:33:54.325548" + }, + { + "epoch": 588, + "batch_idx": 96, + "loss": 0.1764051765203476, + "learning_rate": 0.0008014647708445125, + "timestep_mean": 521.0625, + "epsilon_norm": 8.015347480773926, + "prediction_norm": 6.559041976928711, + "timestamp": "2025-07-14T12:33:54.330252" + }, + { + "epoch": 588, + "batch_idx": 128, + "loss": 0.3020779490470886, + "learning_rate": 0.0008014647708445125, + "timestep_mean": 364.0, + "epsilon_norm": 7.455297946929932, + "prediction_norm": 5.793741226196289, + "timestamp": "2025-07-14T12:33:54.334975" + }, + { + "epoch": 588, + "batch_idx": 160, + "loss": 0.4439450204372406, + "learning_rate": 0.0008014647708445125, + "timestep_mean": 469.65625, + "epsilon_norm": 9.4586820602417, + "prediction_norm": 7.327541828155518, + "timestamp": "2025-07-14T12:33:54.339717" + }, + { + "epoch": 588, + "batch_idx": 192, + "loss": 0.46243584156036377, + "learning_rate": 0.0008014647708445125, + "timestep_mean": 454.0, + "epsilon_norm": 4.957906723022461, + "prediction_norm": 4.167214870452881, + "timestamp": "2025-07-14T12:33:54.344485" + }, + { + "epoch": 589, + "batch_idx": 0, + "loss": 0.2455292046070099, + "learning_rate": 0.0008008378128974262, + "timestep_mean": 531.40625, + "epsilon_norm": 8.247477531433105, + "prediction_norm": 7.240451335906982, + "timestamp": "2025-07-14T12:33:54.349239" + }, + { + "epoch": 589, + "batch_idx": 32, + "loss": 0.3656123876571655, + "learning_rate": 0.0008008378128974262, + "timestep_mean": 490.3125, + "epsilon_norm": 8.432402610778809, + "prediction_norm": 6.590733528137207, + "timestamp": "2025-07-14T12:33:54.353972" + }, + { + "epoch": 589, + "batch_idx": 64, + "loss": 0.27031409740448, + "learning_rate": 0.0008008378128974262, + "timestep_mean": 479.375, + "epsilon_norm": 7.200237274169922, + "prediction_norm": 6.856029033660889, + "timestamp": "2025-07-14T12:33:54.358837" + }, + { + "epoch": 589, + "batch_idx": 96, + "loss": 0.2015705108642578, + "learning_rate": 0.0008008378128974262, + "timestep_mean": 532.0, + "epsilon_norm": 6.924928665161133, + "prediction_norm": 7.124802112579346, + "timestamp": "2025-07-14T12:33:54.363561" + }, + { + "epoch": 589, + "batch_idx": 128, + "loss": 0.326458215713501, + "learning_rate": 0.0008008378128974262, + "timestep_mean": 498.5, + "epsilon_norm": 8.754297256469727, + "prediction_norm": 7.35050630569458, + "timestamp": "2025-07-14T12:33:54.368268" + }, + { + "epoch": 589, + "batch_idx": 160, + "loss": 0.19001264870166779, + "learning_rate": 0.0008008378128974262, + "timestep_mean": 529.15625, + "epsilon_norm": 8.87238883972168, + "prediction_norm": 8.58545207977295, + "timestamp": "2025-07-14T12:33:54.372984" + }, + { + "epoch": 589, + "batch_idx": 192, + "loss": 0.49371853470802307, + "learning_rate": 0.0008008378128974262, + "timestep_mean": 359.5, + "epsilon_norm": 4.580071926116943, + "prediction_norm": 2.953580379486084, + "timestamp": "2025-07-14T12:33:54.377689" + }, + { + "epoch": 590, + "batch_idx": 0, + "loss": 0.3485438823699951, + "learning_rate": 0.000800210112662942, + "timestep_mean": 472.71875, + "epsilon_norm": 7.217624187469482, + "prediction_norm": 5.938055515289307, + "timestamp": "2025-07-14T12:33:54.382704" + }, + { + "epoch": 590, + "batch_idx": 32, + "loss": 0.3390220105648041, + "learning_rate": 0.000800210112662942, + "timestep_mean": 416.0, + "epsilon_norm": 7.175054550170898, + "prediction_norm": 5.946816444396973, + "timestamp": "2025-07-14T12:33:54.387642" + }, + { + "epoch": 590, + "batch_idx": 64, + "loss": 0.42802539467811584, + "learning_rate": 0.000800210112662942, + "timestep_mean": 432.8125, + "epsilon_norm": 8.482123374938965, + "prediction_norm": 6.96275520324707, + "timestamp": "2025-07-14T12:33:54.392373" + }, + { + "epoch": 590, + "batch_idx": 96, + "loss": 0.19221365451812744, + "learning_rate": 0.000800210112662942, + "timestep_mean": 601.21875, + "epsilon_norm": 7.088610649108887, + "prediction_norm": 6.3102030754089355, + "timestamp": "2025-07-14T12:33:54.397053" + }, + { + "epoch": 590, + "batch_idx": 128, + "loss": 0.36647629737854004, + "learning_rate": 0.000800210112662942, + "timestep_mean": 526.5625, + "epsilon_norm": 7.477072238922119, + "prediction_norm": 5.923842430114746, + "timestamp": "2025-07-14T12:33:54.401818" + }, + { + "epoch": 590, + "batch_idx": 160, + "loss": 0.35715121030807495, + "learning_rate": 0.000800210112662942, + "timestep_mean": 480.75, + "epsilon_norm": 7.678944110870361, + "prediction_norm": 5.470360279083252, + "timestamp": "2025-07-14T12:33:54.406515" + }, + { + "epoch": 590, + "batch_idx": 192, + "loss": 0.1790814995765686, + "learning_rate": 0.000800210112662942, + "timestep_mean": 592.75, + "epsilon_norm": 4.356313228607178, + "prediction_norm": 3.3407888412475586, + "timestamp": "2025-07-14T12:33:54.411260" + }, + { + "epoch": 591, + "batch_idx": 0, + "loss": 0.2171194851398468, + "learning_rate": 0.000799581671689848, + "timestep_mean": 458.5625, + "epsilon_norm": 8.20460319519043, + "prediction_norm": 6.989102363586426, + "timestamp": "2025-07-14T12:33:54.416344" + }, + { + "epoch": 591, + "batch_idx": 32, + "loss": 0.20610439777374268, + "learning_rate": 0.000799581671689848, + "timestep_mean": 510.3125, + "epsilon_norm": 7.7643351554870605, + "prediction_norm": 6.48557710647583, + "timestamp": "2025-07-14T12:33:54.421582" + }, + { + "epoch": 591, + "batch_idx": 64, + "loss": 0.20522889494895935, + "learning_rate": 0.000799581671689848, + "timestep_mean": 478.8125, + "epsilon_norm": 6.370408058166504, + "prediction_norm": 4.622952938079834, + "timestamp": "2025-07-14T12:33:54.426678" + }, + { + "epoch": 591, + "batch_idx": 96, + "loss": 0.3918086886405945, + "learning_rate": 0.000799581671689848, + "timestep_mean": 442.3125, + "epsilon_norm": 8.162698745727539, + "prediction_norm": 5.642830848693848, + "timestamp": "2025-07-14T12:33:54.431713" + }, + { + "epoch": 591, + "batch_idx": 128, + "loss": 0.3113970160484314, + "learning_rate": 0.000799581671689848, + "timestep_mean": 437.125, + "epsilon_norm": 9.361176490783691, + "prediction_norm": 7.912267684936523, + "timestamp": "2025-07-14T12:33:54.436805" + }, + { + "epoch": 591, + "batch_idx": 160, + "loss": 0.49010205268859863, + "learning_rate": 0.000799581671689848, + "timestep_mean": 479.5, + "epsilon_norm": 7.692274570465088, + "prediction_norm": 5.477819442749023, + "timestamp": "2025-07-14T12:33:54.441892" + }, + { + "epoch": 591, + "batch_idx": 192, + "loss": 0.5666530728340149, + "learning_rate": 0.000799581671689848, + "timestep_mean": 564.75, + "epsilon_norm": 4.920832633972168, + "prediction_norm": 3.894676923751831, + "timestamp": "2025-07-14T12:33:54.447436" + }, + { + "epoch": 592, + "batch_idx": 0, + "loss": 0.3077928423881531, + "learning_rate": 0.0007989524915287596, + "timestep_mean": 562.03125, + "epsilon_norm": 9.41061782836914, + "prediction_norm": 8.566438674926758, + "timestamp": "2025-07-14T12:33:54.452586" + }, + { + "epoch": 592, + "batch_idx": 32, + "loss": 0.1274995505809784, + "learning_rate": 0.0007989524915287596, + "timestep_mean": 550.84375, + "epsilon_norm": 6.583618640899658, + "prediction_norm": 5.999009132385254, + "timestamp": "2025-07-14T12:33:54.457728" + }, + { + "epoch": 592, + "batch_idx": 64, + "loss": 0.3720812201499939, + "learning_rate": 0.0007989524915287596, + "timestep_mean": 554.40625, + "epsilon_norm": 8.125293731689453, + "prediction_norm": 6.222607135772705, + "timestamp": "2025-07-14T12:33:54.462913" + }, + { + "epoch": 592, + "batch_idx": 96, + "loss": 0.29303058981895447, + "learning_rate": 0.0007989524915287596, + "timestep_mean": 498.0, + "epsilon_norm": 8.432564735412598, + "prediction_norm": 7.610702991485596, + "timestamp": "2025-07-14T12:33:54.467981" + }, + { + "epoch": 592, + "batch_idx": 128, + "loss": 0.4285441040992737, + "learning_rate": 0.0007989524915287596, + "timestep_mean": 430.3125, + "epsilon_norm": 7.507527828216553, + "prediction_norm": 6.798493385314941, + "timestamp": "2025-07-14T12:33:54.473132" + }, + { + "epoch": 592, + "batch_idx": 160, + "loss": 0.36571037769317627, + "learning_rate": 0.0007989524915287596, + "timestep_mean": 445.5, + "epsilon_norm": 8.323561668395996, + "prediction_norm": 7.415691375732422, + "timestamp": "2025-07-14T12:33:54.478389" + }, + { + "epoch": 592, + "batch_idx": 192, + "loss": 0.28051596879959106, + "learning_rate": 0.0007989524915287596, + "timestep_mean": 453.25, + "epsilon_norm": 3.8746962547302246, + "prediction_norm": 4.144207954406738, + "timestamp": "2025-07-14T12:33:54.483946" + }, + { + "epoch": 593, + "batch_idx": 0, + "loss": 0.4741050899028778, + "learning_rate": 0.0007983225737321163, + "timestep_mean": 474.1875, + "epsilon_norm": 8.230843544006348, + "prediction_norm": 6.291380405426025, + "timestamp": "2025-07-14T12:33:54.489246" + }, + { + "epoch": 593, + "batch_idx": 32, + "loss": 0.2695971429347992, + "learning_rate": 0.0007983225737321163, + "timestep_mean": 477.21875, + "epsilon_norm": 7.6796112060546875, + "prediction_norm": 6.899258613586426, + "timestamp": "2025-07-14T12:33:54.494207" + }, + { + "epoch": 593, + "batch_idx": 64, + "loss": 0.17738458514213562, + "learning_rate": 0.0007983225737321163, + "timestep_mean": 517.46875, + "epsilon_norm": 6.945209503173828, + "prediction_norm": 7.095204830169678, + "timestamp": "2025-07-14T12:33:54.499084" + }, + { + "epoch": 593, + "batch_idx": 96, + "loss": 0.5043244361877441, + "learning_rate": 0.0007983225737321163, + "timestep_mean": 417.40625, + "epsilon_norm": 8.214821815490723, + "prediction_norm": 7.168853759765625, + "timestamp": "2025-07-14T12:33:54.503966" + }, + { + "epoch": 593, + "batch_idx": 128, + "loss": 0.3440381586551666, + "learning_rate": 0.0007983225737321163, + "timestep_mean": 497.875, + "epsilon_norm": 8.908353805541992, + "prediction_norm": 7.121870517730713, + "timestamp": "2025-07-14T12:33:54.508801" + }, + { + "epoch": 593, + "batch_idx": 160, + "loss": 0.37990516424179077, + "learning_rate": 0.0007983225737321163, + "timestep_mean": 483.71875, + "epsilon_norm": 8.54076099395752, + "prediction_norm": 7.3914103507995605, + "timestamp": "2025-07-14T12:33:54.513614" + }, + { + "epoch": 593, + "batch_idx": 192, + "loss": 0.15924465656280518, + "learning_rate": 0.0007983225737321163, + "timestep_mean": 504.375, + "epsilon_norm": 4.629871368408203, + "prediction_norm": 4.15053129196167, + "timestamp": "2025-07-14T12:33:54.518469" + }, + { + "epoch": 594, + "batch_idx": 0, + "loss": 0.33624768257141113, + "learning_rate": 0.0007976919198541775, + "timestep_mean": 431.5, + "epsilon_norm": 7.581874847412109, + "prediction_norm": 6.356462478637695, + "timestamp": "2025-07-14T12:33:54.523446" + }, + { + "epoch": 594, + "batch_idx": 32, + "loss": 0.39304274320602417, + "learning_rate": 0.0007976919198541775, + "timestep_mean": 473.15625, + "epsilon_norm": 8.041156768798828, + "prediction_norm": 6.367915153503418, + "timestamp": "2025-07-14T12:33:54.528344" + }, + { + "epoch": 594, + "batch_idx": 64, + "loss": 0.45315268635749817, + "learning_rate": 0.0007976919198541775, + "timestep_mean": 439.71875, + "epsilon_norm": 8.226703643798828, + "prediction_norm": 5.69043493270874, + "timestamp": "2025-07-14T12:33:54.533441" + }, + { + "epoch": 594, + "batch_idx": 96, + "loss": 0.27508407831192017, + "learning_rate": 0.0007976919198541775, + "timestep_mean": 537.84375, + "epsilon_norm": 8.25632095336914, + "prediction_norm": 6.99239444732666, + "timestamp": "2025-07-14T12:33:54.538272" + }, + { + "epoch": 594, + "batch_idx": 128, + "loss": 0.2563897669315338, + "learning_rate": 0.0007976919198541775, + "timestep_mean": 587.15625, + "epsilon_norm": 7.758695602416992, + "prediction_norm": 6.871661186218262, + "timestamp": "2025-07-14T12:33:54.543214" + }, + { + "epoch": 594, + "batch_idx": 160, + "loss": 0.2066033035516739, + "learning_rate": 0.0007976919198541775, + "timestep_mean": 535.875, + "epsilon_norm": 7.4915242195129395, + "prediction_norm": 6.06214714050293, + "timestamp": "2025-07-14T12:33:54.548096" + }, + { + "epoch": 594, + "batch_idx": 192, + "loss": 0.27204659581184387, + "learning_rate": 0.0007976919198541775, + "timestep_mean": 428.625, + "epsilon_norm": 4.375885009765625, + "prediction_norm": 3.491825580596924, + "timestamp": "2025-07-14T12:33:54.552969" + }, + { + "epoch": 595, + "batch_idx": 0, + "loss": 0.28270789980888367, + "learning_rate": 0.0007970605314510194, + "timestep_mean": 478.84375, + "epsilon_norm": 7.650748252868652, + "prediction_norm": 5.998465061187744, + "timestamp": "2025-07-14T12:33:54.557863" + }, + { + "epoch": 595, + "batch_idx": 32, + "loss": 0.35491490364074707, + "learning_rate": 0.0007970605314510194, + "timestep_mean": 559.375, + "epsilon_norm": 8.312040328979492, + "prediction_norm": 6.780356407165527, + "timestamp": "2025-07-14T12:33:54.563020" + }, + { + "epoch": 595, + "batch_idx": 64, + "loss": 0.15786847472190857, + "learning_rate": 0.0007970605314510194, + "timestep_mean": 541.4375, + "epsilon_norm": 7.100879669189453, + "prediction_norm": 6.143548488616943, + "timestamp": "2025-07-14T12:33:54.568035" + }, + { + "epoch": 595, + "batch_idx": 96, + "loss": 0.3631921410560608, + "learning_rate": 0.0007970605314510194, + "timestep_mean": 595.625, + "epsilon_norm": 8.365558624267578, + "prediction_norm": 6.869409561157227, + "timestamp": "2025-07-14T12:33:54.573137" + }, + { + "epoch": 595, + "batch_idx": 128, + "loss": 0.3038678467273712, + "learning_rate": 0.0007970605314510194, + "timestep_mean": 505.34375, + "epsilon_norm": 8.687161445617676, + "prediction_norm": 7.903497219085693, + "timestamp": "2025-07-14T12:33:54.578195" + }, + { + "epoch": 595, + "batch_idx": 160, + "loss": 0.32517245411872864, + "learning_rate": 0.0007970605314510194, + "timestep_mean": 587.3125, + "epsilon_norm": 8.108672142028809, + "prediction_norm": 6.708189487457275, + "timestamp": "2025-07-14T12:33:54.583466" + }, + { + "epoch": 595, + "batch_idx": 192, + "loss": 0.16330982744693756, + "learning_rate": 0.0007970605314510194, + "timestep_mean": 661.0, + "epsilon_norm": 3.4891421794891357, + "prediction_norm": 3.3952558040618896, + "timestamp": "2025-07-14T12:33:54.588563" + }, + { + "epoch": 596, + "batch_idx": 0, + "loss": 0.31065747141838074, + "learning_rate": 0.0007964284100805298, + "timestep_mean": 526.75, + "epsilon_norm": 8.910533905029297, + "prediction_norm": 7.751968860626221, + "timestamp": "2025-07-14T12:33:54.593650" + }, + { + "epoch": 596, + "batch_idx": 32, + "loss": 0.23962226510047913, + "learning_rate": 0.0007964284100805298, + "timestep_mean": 501.46875, + "epsilon_norm": 8.997477531433105, + "prediction_norm": 7.365325450897217, + "timestamp": "2025-07-14T12:33:54.599023" + }, + { + "epoch": 596, + "batch_idx": 64, + "loss": 0.2349691540002823, + "learning_rate": 0.0007964284100805298, + "timestep_mean": 527.4375, + "epsilon_norm": 7.097275257110596, + "prediction_norm": 6.170819282531738, + "timestamp": "2025-07-14T12:33:54.604166" + }, + { + "epoch": 596, + "batch_idx": 96, + "loss": 0.27887821197509766, + "learning_rate": 0.0007964284100805298, + "timestep_mean": 524.34375, + "epsilon_norm": 8.241400718688965, + "prediction_norm": 7.11134147644043, + "timestamp": "2025-07-14T12:33:54.609283" + }, + { + "epoch": 596, + "batch_idx": 128, + "loss": 0.26970022916793823, + "learning_rate": 0.0007964284100805298, + "timestep_mean": 413.1875, + "epsilon_norm": 6.805300712585449, + "prediction_norm": 6.093843936920166, + "timestamp": "2025-07-14T12:33:54.614485" + }, + { + "epoch": 596, + "batch_idx": 160, + "loss": 0.37235596776008606, + "learning_rate": 0.0007964284100805298, + "timestep_mean": 520.03125, + "epsilon_norm": 8.62051773071289, + "prediction_norm": 7.7470245361328125, + "timestamp": "2025-07-14T12:33:54.619715" + }, + { + "epoch": 596, + "batch_idx": 192, + "loss": 0.24250586330890656, + "learning_rate": 0.0007964284100805298, + "timestep_mean": 579.125, + "epsilon_norm": 4.8823161125183105, + "prediction_norm": 3.943131923675537, + "timestamp": "2025-07-14T12:33:54.624869" + }, + { + "epoch": 597, + "batch_idx": 0, + "loss": 0.3655821681022644, + "learning_rate": 0.0007957955573024054, + "timestep_mean": 487.0, + "epsilon_norm": 6.664597511291504, + "prediction_norm": 5.213394641876221, + "timestamp": "2025-07-14T12:33:54.629984" + }, + { + "epoch": 597, + "batch_idx": 32, + "loss": 0.36927133798599243, + "learning_rate": 0.0007957955573024054, + "timestep_mean": 531.25, + "epsilon_norm": 7.622805118560791, + "prediction_norm": 5.788527965545654, + "timestamp": "2025-07-14T12:33:54.635166" + }, + { + "epoch": 597, + "batch_idx": 64, + "loss": 0.18690434098243713, + "learning_rate": 0.0007957955573024054, + "timestep_mean": 540.0625, + "epsilon_norm": 7.216451644897461, + "prediction_norm": 6.242405891418457, + "timestamp": "2025-07-14T12:33:54.640436" + }, + { + "epoch": 597, + "batch_idx": 96, + "loss": 0.19112619757652283, + "learning_rate": 0.0007957955573024054, + "timestep_mean": 518.75, + "epsilon_norm": 7.522788047790527, + "prediction_norm": 5.750361442565918, + "timestamp": "2025-07-14T12:33:54.645560" + }, + { + "epoch": 597, + "batch_idx": 128, + "loss": 0.1887553632259369, + "learning_rate": 0.0007957955573024054, + "timestep_mean": 618.84375, + "epsilon_norm": 9.29450798034668, + "prediction_norm": 7.944473743438721, + "timestamp": "2025-07-14T12:33:54.650926" + }, + { + "epoch": 597, + "batch_idx": 160, + "loss": 0.26124146580696106, + "learning_rate": 0.0007957955573024054, + "timestep_mean": 521.375, + "epsilon_norm": 7.898778915405273, + "prediction_norm": 6.736999034881592, + "timestamp": "2025-07-14T12:33:54.656047" + }, + { + "epoch": 597, + "batch_idx": 192, + "loss": 0.3597587049007416, + "learning_rate": 0.0007957955573024054, + "timestep_mean": 547.75, + "epsilon_norm": 3.4193625450134277, + "prediction_norm": 1.8215267658233643, + "timestamp": "2025-07-14T12:33:54.661223" + }, + { + "epoch": 598, + "batch_idx": 0, + "loss": 0.24238181114196777, + "learning_rate": 0.0007951619746781475, + "timestep_mean": 447.3125, + "epsilon_norm": 7.464756965637207, + "prediction_norm": 5.722575664520264, + "timestamp": "2025-07-14T12:33:54.666578" + }, + { + "epoch": 598, + "batch_idx": 32, + "loss": 0.507819652557373, + "learning_rate": 0.0007951619746781475, + "timestep_mean": 521.21875, + "epsilon_norm": 8.877065658569336, + "prediction_norm": 7.194950580596924, + "timestamp": "2025-07-14T12:33:54.671873" + }, + { + "epoch": 598, + "batch_idx": 64, + "loss": 0.293911337852478, + "learning_rate": 0.0007951619746781475, + "timestep_mean": 460.53125, + "epsilon_norm": 7.710027694702148, + "prediction_norm": 6.4088521003723145, + "timestamp": "2025-07-14T12:33:54.677075" + }, + { + "epoch": 598, + "batch_idx": 96, + "loss": 0.4028116762638092, + "learning_rate": 0.0007951619746781475, + "timestep_mean": 508.875, + "epsilon_norm": 9.09226131439209, + "prediction_norm": 7.168190002441406, + "timestamp": "2025-07-14T12:33:54.682540" + }, + { + "epoch": 598, + "batch_idx": 128, + "loss": 0.2625892758369446, + "learning_rate": 0.0007951619746781475, + "timestep_mean": 546.875, + "epsilon_norm": 8.475560188293457, + "prediction_norm": 7.8022871017456055, + "timestamp": "2025-07-14T12:33:54.687591" + }, + { + "epoch": 598, + "batch_idx": 160, + "loss": 0.2112700194120407, + "learning_rate": 0.0007951619746781475, + "timestep_mean": 490.1875, + "epsilon_norm": 7.403312683105469, + "prediction_norm": 7.490826606750488, + "timestamp": "2025-07-14T12:33:54.692793" + }, + { + "epoch": 598, + "batch_idx": 192, + "loss": 0.7333288192749023, + "learning_rate": 0.0007951619746781475, + "timestep_mean": 252.25, + "epsilon_norm": 4.429341793060303, + "prediction_norm": 2.775050640106201, + "timestamp": "2025-07-14T12:33:54.697951" + }, + { + "epoch": 599, + "batch_idx": 0, + "loss": 0.08762761950492859, + "learning_rate": 0.0007945276637710581, + "timestep_mean": 610.21875, + "epsilon_norm": 7.822150707244873, + "prediction_norm": 7.8095221519470215, + "timestamp": "2025-07-14T12:33:54.703105" + }, + { + "epoch": 599, + "batch_idx": 32, + "loss": 0.14981229603290558, + "learning_rate": 0.0007945276637710581, + "timestep_mean": 602.875, + "epsilon_norm": 8.724898338317871, + "prediction_norm": 8.172800064086914, + "timestamp": "2025-07-14T12:33:54.708494" + }, + { + "epoch": 599, + "batch_idx": 64, + "loss": 0.15743571519851685, + "learning_rate": 0.0007945276637710581, + "timestep_mean": 562.0625, + "epsilon_norm": 7.934651851654053, + "prediction_norm": 7.473768711090088, + "timestamp": "2025-07-14T12:33:54.713870" + }, + { + "epoch": 599, + "batch_idx": 96, + "loss": 0.31554973125457764, + "learning_rate": 0.0007945276637710581, + "timestep_mean": 482.28125, + "epsilon_norm": 9.22367000579834, + "prediction_norm": 7.546209812164307, + "timestamp": "2025-07-14T12:33:54.718974" + }, + { + "epoch": 599, + "batch_idx": 128, + "loss": 0.25479254126548767, + "learning_rate": 0.0007945276637710581, + "timestep_mean": 513.21875, + "epsilon_norm": 8.348548889160156, + "prediction_norm": 6.441202640533447, + "timestamp": "2025-07-14T12:33:54.724235" + }, + { + "epoch": 599, + "batch_idx": 160, + "loss": 0.34684959053993225, + "learning_rate": 0.0007945276637710581, + "timestep_mean": 461.9375, + "epsilon_norm": 8.607911109924316, + "prediction_norm": 7.153061389923096, + "timestamp": "2025-07-14T12:33:54.729651" + }, + { + "epoch": 599, + "batch_idx": 192, + "loss": 0.22011518478393555, + "learning_rate": 0.0007945276637710581, + "timestep_mean": 449.0, + "epsilon_norm": 4.27928352355957, + "prediction_norm": 3.3441364765167236, + "timestamp": "2025-07-14T12:33:54.734866" + }, + { + "epoch": 600, + "batch_idx": 0, + "loss": 0.4086081385612488, + "learning_rate": 0.0007938926261462368, + "timestep_mean": 443.84375, + "epsilon_norm": 8.461177825927734, + "prediction_norm": 7.175861835479736, + "timestamp": "2025-07-14T12:33:54.740117" + }, + { + "epoch": 600, + "batch_idx": 32, + "loss": 0.3054317831993103, + "learning_rate": 0.0007938926261462368, + "timestep_mean": 528.75, + "epsilon_norm": 8.918789863586426, + "prediction_norm": 7.702774524688721, + "timestamp": "2025-07-14T12:33:54.745013" + }, + { + "epoch": 600, + "batch_idx": 64, + "loss": 0.23234930634498596, + "learning_rate": 0.0007938926261462368, + "timestep_mean": 529.625, + "epsilon_norm": 7.252071380615234, + "prediction_norm": 6.126571178436279, + "timestamp": "2025-07-14T12:33:54.750142" + }, + { + "epoch": 600, + "batch_idx": 96, + "loss": 0.24165970087051392, + "learning_rate": 0.0007938926261462368, + "timestep_mean": 461.0625, + "epsilon_norm": 7.611763954162598, + "prediction_norm": 6.470850944519043, + "timestamp": "2025-07-14T12:33:54.755341" + }, + { + "epoch": 600, + "batch_idx": 128, + "loss": 0.3496386408805847, + "learning_rate": 0.0007938926261462368, + "timestep_mean": 529.4375, + "epsilon_norm": 8.653106689453125, + "prediction_norm": 7.837969779968262, + "timestamp": "2025-07-14T12:33:54.760644" + }, + { + "epoch": 600, + "batch_idx": 160, + "loss": 0.46185487508773804, + "learning_rate": 0.0007938926261462368, + "timestep_mean": 502.25, + "epsilon_norm": 8.999746322631836, + "prediction_norm": 7.288740158081055, + "timestamp": "2025-07-14T12:33:54.765856" + }, + { + "epoch": 600, + "batch_idx": 192, + "loss": 0.556061327457428, + "learning_rate": 0.0007938926261462368, + "timestep_mean": 352.625, + "epsilon_norm": 4.904259204864502, + "prediction_norm": 4.414536952972412, + "timestamp": "2025-07-14T12:33:54.771372" + }, + { + "epoch": 601, + "batch_idx": 0, + "loss": 0.25435060262680054, + "learning_rate": 0.0007932568633705753, + "timestep_mean": 529.75, + "epsilon_norm": 7.9456281661987305, + "prediction_norm": 6.981668949127197, + "timestamp": "2025-07-14T12:33:54.776812" + }, + { + "epoch": 601, + "batch_idx": 32, + "loss": 0.4003484845161438, + "learning_rate": 0.0007932568633705753, + "timestep_mean": 459.15625, + "epsilon_norm": 7.961057662963867, + "prediction_norm": 6.607573986053467, + "timestamp": "2025-07-14T12:33:54.782000" + }, + { + "epoch": 601, + "batch_idx": 64, + "loss": 0.3053574562072754, + "learning_rate": 0.0007932568633705753, + "timestep_mean": 482.21875, + "epsilon_norm": 8.071113586425781, + "prediction_norm": 6.986741065979004, + "timestamp": "2025-07-14T12:33:54.787221" + }, + { + "epoch": 601, + "batch_idx": 96, + "loss": 0.1589682698249817, + "learning_rate": 0.0007932568633705753, + "timestep_mean": 563.03125, + "epsilon_norm": 7.645876407623291, + "prediction_norm": 7.134720325469971, + "timestamp": "2025-07-14T12:33:54.792472" + }, + { + "epoch": 601, + "batch_idx": 128, + "loss": 0.2738525867462158, + "learning_rate": 0.0007932568633705753, + "timestep_mean": 546.5625, + "epsilon_norm": 8.171435356140137, + "prediction_norm": 6.816774368286133, + "timestamp": "2025-07-14T12:33:54.797592" + }, + { + "epoch": 601, + "batch_idx": 160, + "loss": 0.369479775428772, + "learning_rate": 0.0007932568633705753, + "timestep_mean": 481.125, + "epsilon_norm": 8.572795867919922, + "prediction_norm": 7.022752285003662, + "timestamp": "2025-07-14T12:33:54.802830" + }, + { + "epoch": 601, + "batch_idx": 192, + "loss": 0.27341538667678833, + "learning_rate": 0.0007932568633705753, + "timestep_mean": 491.625, + "epsilon_norm": 3.813300371170044, + "prediction_norm": 2.7696104049682617, + "timestamp": "2025-07-14T12:33:54.807848" + }, + { + "epoch": 602, + "batch_idx": 0, + "loss": 0.3390073776245117, + "learning_rate": 0.0007926203770127553, + "timestep_mean": 404.90625, + "epsilon_norm": 7.100414752960205, + "prediction_norm": 6.139986991882324, + "timestamp": "2025-07-14T12:33:54.812988" + }, + { + "epoch": 602, + "batch_idx": 32, + "loss": 0.19739671051502228, + "learning_rate": 0.0007926203770127553, + "timestep_mean": 502.59375, + "epsilon_norm": 7.484036922454834, + "prediction_norm": 6.383188247680664, + "timestamp": "2025-07-14T12:33:54.818326" + }, + { + "epoch": 602, + "batch_idx": 64, + "loss": 0.30935513973236084, + "learning_rate": 0.0007926203770127553, + "timestep_mean": 419.46875, + "epsilon_norm": 8.526888847351074, + "prediction_norm": 6.934589862823486, + "timestamp": "2025-07-14T12:33:54.823622" + }, + { + "epoch": 602, + "batch_idx": 96, + "loss": 0.28912627696990967, + "learning_rate": 0.0007926203770127553, + "timestep_mean": 443.03125, + "epsilon_norm": 7.8900675773620605, + "prediction_norm": 7.225907325744629, + "timestamp": "2025-07-14T12:33:54.828984" + }, + { + "epoch": 602, + "batch_idx": 128, + "loss": 0.1911277174949646, + "learning_rate": 0.0007926203770127553, + "timestep_mean": 615.03125, + "epsilon_norm": 8.918596267700195, + "prediction_norm": 8.594955444335938, + "timestamp": "2025-07-14T12:33:54.834308" + }, + { + "epoch": 602, + "batch_idx": 160, + "loss": 0.26557114720344543, + "learning_rate": 0.0007926203770127553, + "timestep_mean": 498.6875, + "epsilon_norm": 7.853238582611084, + "prediction_norm": 7.161367416381836, + "timestamp": "2025-07-14T12:33:54.839598" + }, + { + "epoch": 602, + "batch_idx": 192, + "loss": 0.43496888875961304, + "learning_rate": 0.0007926203770127553, + "timestep_mean": 518.0, + "epsilon_norm": 3.3375678062438965, + "prediction_norm": 3.10239839553833, + "timestamp": "2025-07-14T12:33:54.844816" + }, + { + "epoch": 603, + "batch_idx": 0, + "loss": 0.21325817704200745, + "learning_rate": 0.0007919831686432435, + "timestep_mean": 508.8125, + "epsilon_norm": 7.256530284881592, + "prediction_norm": 6.633516788482666, + "timestamp": "2025-07-14T12:33:54.850112" + }, + { + "epoch": 603, + "batch_idx": 32, + "loss": 0.21160683035850525, + "learning_rate": 0.0007919831686432435, + "timestep_mean": 507.25, + "epsilon_norm": 8.6687593460083, + "prediction_norm": 6.687179088592529, + "timestamp": "2025-07-14T12:33:54.855274" + }, + { + "epoch": 603, + "batch_idx": 64, + "loss": 0.11805886030197144, + "learning_rate": 0.0007919831686432435, + "timestep_mean": 575.21875, + "epsilon_norm": 7.50013542175293, + "prediction_norm": 6.73386287689209, + "timestamp": "2025-07-14T12:33:54.860504" + }, + { + "epoch": 603, + "batch_idx": 96, + "loss": 0.42548033595085144, + "learning_rate": 0.0007919831686432435, + "timestep_mean": 469.03125, + "epsilon_norm": 7.986146926879883, + "prediction_norm": 6.43992805480957, + "timestamp": "2025-07-14T12:33:54.865617" + }, + { + "epoch": 603, + "batch_idx": 128, + "loss": 0.30522292852401733, + "learning_rate": 0.0007919831686432435, + "timestep_mean": 520.375, + "epsilon_norm": 8.546314239501953, + "prediction_norm": 7.073338508605957, + "timestamp": "2025-07-14T12:33:54.870892" + }, + { + "epoch": 603, + "batch_idx": 160, + "loss": 0.24321402609348297, + "learning_rate": 0.0007919831686432435, + "timestep_mean": 521.625, + "epsilon_norm": 7.433801174163818, + "prediction_norm": 6.576996803283691, + "timestamp": "2025-07-14T12:33:54.876061" + }, + { + "epoch": 603, + "batch_idx": 192, + "loss": 0.15142622590065002, + "learning_rate": 0.0007919831686432435, + "timestep_mean": 296.5, + "epsilon_norm": 2.9564175605773926, + "prediction_norm": 2.77070951461792, + "timestamp": "2025-07-14T12:33:54.881254" + }, + { + "epoch": 604, + "batch_idx": 0, + "loss": 0.1292024403810501, + "learning_rate": 0.0007913452398342883, + "timestep_mean": 502.6875, + "epsilon_norm": 6.8986310958862305, + "prediction_norm": 6.7462239265441895, + "timestamp": "2025-07-14T12:33:54.886523" + }, + { + "epoch": 604, + "batch_idx": 32, + "loss": 0.4945594072341919, + "learning_rate": 0.0007913452398342883, + "timestep_mean": 453.78125, + "epsilon_norm": 7.900171756744385, + "prediction_norm": 4.672304630279541, + "timestamp": "2025-07-14T12:33:54.891751" + }, + { + "epoch": 604, + "batch_idx": 64, + "loss": 0.3565825819969177, + "learning_rate": 0.0007913452398342883, + "timestep_mean": 438.125, + "epsilon_norm": 7.627243518829346, + "prediction_norm": 5.513579845428467, + "timestamp": "2025-07-14T12:33:54.896951" + }, + { + "epoch": 604, + "batch_idx": 96, + "loss": 0.3053266406059265, + "learning_rate": 0.0007913452398342883, + "timestep_mean": 437.25, + "epsilon_norm": 8.067147254943848, + "prediction_norm": 6.297876358032227, + "timestamp": "2025-07-14T12:33:54.906473" + }, + { + "epoch": 604, + "batch_idx": 128, + "loss": 0.24098819494247437, + "learning_rate": 0.0007913452398342883, + "timestep_mean": 515.03125, + "epsilon_norm": 8.78857707977295, + "prediction_norm": 7.293684482574463, + "timestamp": "2025-07-14T12:33:54.911589" + }, + { + "epoch": 604, + "batch_idx": 160, + "loss": 0.44287949800491333, + "learning_rate": 0.0007913452398342883, + "timestep_mean": 468.84375, + "epsilon_norm": 8.557027816772461, + "prediction_norm": 6.581034183502197, + "timestamp": "2025-07-14T12:33:54.916823" + }, + { + "epoch": 604, + "batch_idx": 192, + "loss": 0.34206563234329224, + "learning_rate": 0.0007913452398342883, + "timestep_mean": 475.875, + "epsilon_norm": 3.89345383644104, + "prediction_norm": 3.1691734790802, + "timestamp": "2025-07-14T12:33:54.922089" + }, + { + "epoch": 605, + "batch_idx": 0, + "loss": 0.37499892711639404, + "learning_rate": 0.0007907065921599156, + "timestep_mean": 514.15625, + "epsilon_norm": 8.227828979492188, + "prediction_norm": 6.212306976318359, + "timestamp": "2025-07-14T12:33:54.927385" + }, + { + "epoch": 605, + "batch_idx": 32, + "loss": 0.3303370475769043, + "learning_rate": 0.0007907065921599156, + "timestep_mean": 489.09375, + "epsilon_norm": 6.320742607116699, + "prediction_norm": 4.940533638000488, + "timestamp": "2025-07-14T12:33:54.932586" + }, + { + "epoch": 605, + "batch_idx": 64, + "loss": 0.20955230295658112, + "learning_rate": 0.0007907065921599156, + "timestep_mean": 538.3125, + "epsilon_norm": 7.158727645874023, + "prediction_norm": 6.092035293579102, + "timestamp": "2025-07-14T12:33:54.937892" + }, + { + "epoch": 605, + "batch_idx": 96, + "loss": 0.2658945322036743, + "learning_rate": 0.0007907065921599156, + "timestep_mean": 466.4375, + "epsilon_norm": 7.8710527420043945, + "prediction_norm": 6.455411911010742, + "timestamp": "2025-07-14T12:33:54.943030" + }, + { + "epoch": 605, + "batch_idx": 128, + "loss": 0.451109915971756, + "learning_rate": 0.0007907065921599156, + "timestep_mean": 467.15625, + "epsilon_norm": 7.781208515167236, + "prediction_norm": 5.176970958709717, + "timestamp": "2025-07-14T12:33:54.948182" + }, + { + "epoch": 605, + "batch_idx": 160, + "loss": 0.20271652936935425, + "learning_rate": 0.0007907065921599156, + "timestep_mean": 530.34375, + "epsilon_norm": 7.412535190582275, + "prediction_norm": 6.637954235076904, + "timestamp": "2025-07-14T12:33:54.953362" + }, + { + "epoch": 605, + "batch_idx": 192, + "loss": 0.1447390913963318, + "learning_rate": 0.0007907065921599156, + "timestep_mean": 539.75, + "epsilon_norm": 3.286151647567749, + "prediction_norm": 3.3734498023986816, + "timestamp": "2025-07-14T12:33:54.958668" + }, + { + "epoch": 606, + "batch_idx": 0, + "loss": 0.23118339478969574, + "learning_rate": 0.000790067227195925, + "timestep_mean": 446.9375, + "epsilon_norm": 7.107758522033691, + "prediction_norm": 6.5723347663879395, + "timestamp": "2025-07-14T12:33:54.963936" + }, + { + "epoch": 606, + "batch_idx": 32, + "loss": 0.45088550448417664, + "learning_rate": 0.000790067227195925, + "timestep_mean": 517.4375, + "epsilon_norm": 10.436634063720703, + "prediction_norm": 8.57888412475586, + "timestamp": "2025-07-14T12:33:54.969022" + }, + { + "epoch": 606, + "batch_idx": 64, + "loss": 0.15575116872787476, + "learning_rate": 0.000790067227195925, + "timestep_mean": 552.03125, + "epsilon_norm": 6.755055904388428, + "prediction_norm": 5.746099948883057, + "timestamp": "2025-07-14T12:33:54.974459" + }, + { + "epoch": 606, + "batch_idx": 96, + "loss": 0.23915566504001617, + "learning_rate": 0.000790067227195925, + "timestep_mean": 539.1875, + "epsilon_norm": 8.208972930908203, + "prediction_norm": 7.107175827026367, + "timestamp": "2025-07-14T12:33:54.979571" + }, + { + "epoch": 606, + "batch_idx": 128, + "loss": 0.3669397532939911, + "learning_rate": 0.000790067227195925, + "timestep_mean": 372.125, + "epsilon_norm": 8.055620193481445, + "prediction_norm": 6.425983428955078, + "timestamp": "2025-07-14T12:33:54.984567" + }, + { + "epoch": 606, + "batch_idx": 160, + "loss": 0.21375176310539246, + "learning_rate": 0.000790067227195925, + "timestep_mean": 507.0625, + "epsilon_norm": 7.82171106338501, + "prediction_norm": 6.874068737030029, + "timestamp": "2025-07-14T12:33:54.990149" + }, + { + "epoch": 606, + "batch_idx": 192, + "loss": 0.07186806201934814, + "learning_rate": 0.000790067227195925, + "timestep_mean": 677.25, + "epsilon_norm": 3.148437261581421, + "prediction_norm": 3.0359294414520264, + "timestamp": "2025-07-14T12:33:54.995688" + }, + { + "epoch": 607, + "batch_idx": 0, + "loss": 0.1867290735244751, + "learning_rate": 0.000789427146519886, + "timestep_mean": 542.46875, + "epsilon_norm": 8.479857444763184, + "prediction_norm": 7.642116069793701, + "timestamp": "2025-07-14T12:33:55.001102" + }, + { + "epoch": 607, + "batch_idx": 32, + "loss": 0.1877480447292328, + "learning_rate": 0.000789427146519886, + "timestep_mean": 537.34375, + "epsilon_norm": 7.526780128479004, + "prediction_norm": 7.078815460205078, + "timestamp": "2025-07-14T12:33:55.006586" + }, + { + "epoch": 607, + "batch_idx": 64, + "loss": 0.2804937958717346, + "learning_rate": 0.000789427146519886, + "timestep_mean": 513.78125, + "epsilon_norm": 8.690750122070312, + "prediction_norm": 8.006239891052246, + "timestamp": "2025-07-14T12:33:55.011819" + }, + { + "epoch": 607, + "batch_idx": 96, + "loss": 0.3158456087112427, + "learning_rate": 0.000789427146519886, + "timestep_mean": 516.40625, + "epsilon_norm": 8.540168762207031, + "prediction_norm": 7.002948760986328, + "timestamp": "2025-07-14T12:33:55.017102" + }, + { + "epoch": 607, + "batch_idx": 128, + "loss": 0.26131612062454224, + "learning_rate": 0.000789427146519886, + "timestep_mean": 445.21875, + "epsilon_norm": 8.048184394836426, + "prediction_norm": 6.503544807434082, + "timestamp": "2025-07-14T12:33:55.022114" + }, + { + "epoch": 607, + "batch_idx": 160, + "loss": 0.3803409934043884, + "learning_rate": 0.000789427146519886, + "timestep_mean": 429.28125, + "epsilon_norm": 7.357088565826416, + "prediction_norm": 5.795218467712402, + "timestamp": "2025-07-14T12:33:55.027422" + }, + { + "epoch": 607, + "batch_idx": 192, + "loss": 0.07202187925577164, + "learning_rate": 0.000789427146519886, + "timestep_mean": 538.375, + "epsilon_norm": 3.866682529449463, + "prediction_norm": 3.7625396251678467, + "timestamp": "2025-07-14T12:33:55.032738" + }, + { + "epoch": 608, + "batch_idx": 0, + "loss": 0.23153971135616302, + "learning_rate": 0.000788786351711134, + "timestep_mean": 553.46875, + "epsilon_norm": 6.928187370300293, + "prediction_norm": 5.854788303375244, + "timestamp": "2025-07-14T12:33:55.037962" + }, + { + "epoch": 608, + "batch_idx": 32, + "loss": 0.14392536878585815, + "learning_rate": 0.000788786351711134, + "timestep_mean": 562.65625, + "epsilon_norm": 7.612607955932617, + "prediction_norm": 6.70250940322876, + "timestamp": "2025-07-14T12:33:55.043169" + }, + { + "epoch": 608, + "batch_idx": 64, + "loss": 0.17559954524040222, + "learning_rate": 0.000788786351711134, + "timestep_mean": 545.34375, + "epsilon_norm": 7.264011859893799, + "prediction_norm": 6.71235466003418, + "timestamp": "2025-07-14T12:33:55.048444" + }, + { + "epoch": 608, + "batch_idx": 96, + "loss": 0.290169894695282, + "learning_rate": 0.000788786351711134, + "timestep_mean": 470.0625, + "epsilon_norm": 7.862423896789551, + "prediction_norm": 6.833017349243164, + "timestamp": "2025-07-14T12:33:55.053743" + }, + { + "epoch": 608, + "batch_idx": 128, + "loss": 0.2720085680484772, + "learning_rate": 0.000788786351711134, + "timestep_mean": 532.125, + "epsilon_norm": 10.077635765075684, + "prediction_norm": 8.459218978881836, + "timestamp": "2025-07-14T12:33:55.058963" + }, + { + "epoch": 608, + "batch_idx": 160, + "loss": 0.1486334204673767, + "learning_rate": 0.000788786351711134, + "timestep_mean": 550.03125, + "epsilon_norm": 7.636003494262695, + "prediction_norm": 6.994219779968262, + "timestamp": "2025-07-14T12:33:55.063975" + }, + { + "epoch": 608, + "batch_idx": 192, + "loss": 0.28868865966796875, + "learning_rate": 0.000788786351711134, + "timestep_mean": 526.75, + "epsilon_norm": 3.5219664573669434, + "prediction_norm": 3.06540846824646, + "timestamp": "2025-07-14T12:33:55.069158" + }, + { + "epoch": 609, + "batch_idx": 0, + "loss": 0.22854246199131012, + "learning_rate": 0.0007881448443507667, + "timestep_mean": 486.875, + "epsilon_norm": 7.451025009155273, + "prediction_norm": 6.600052356719971, + "timestamp": "2025-07-14T12:33:55.074363" + }, + { + "epoch": 609, + "batch_idx": 32, + "loss": 0.37539124488830566, + "learning_rate": 0.0007881448443507667, + "timestep_mean": 517.3125, + "epsilon_norm": 8.080249786376953, + "prediction_norm": 6.290846824645996, + "timestamp": "2025-07-14T12:33:55.079429" + }, + { + "epoch": 609, + "batch_idx": 64, + "loss": 0.3575126826763153, + "learning_rate": 0.0007881448443507667, + "timestep_mean": 481.75, + "epsilon_norm": 8.509963989257812, + "prediction_norm": 6.8585028648376465, + "timestamp": "2025-07-14T12:33:55.084608" + }, + { + "epoch": 609, + "batch_idx": 96, + "loss": 0.2535092234611511, + "learning_rate": 0.0007881448443507667, + "timestep_mean": 538.21875, + "epsilon_norm": 9.537671089172363, + "prediction_norm": 8.281283378601074, + "timestamp": "2025-07-14T12:33:55.089822" + }, + { + "epoch": 609, + "batch_idx": 128, + "loss": 0.26882702112197876, + "learning_rate": 0.0007881448443507667, + "timestep_mean": 544.59375, + "epsilon_norm": 8.42625617980957, + "prediction_norm": 7.17034387588501, + "timestamp": "2025-07-14T12:33:55.094848" + }, + { + "epoch": 609, + "batch_idx": 160, + "loss": 0.20479252934455872, + "learning_rate": 0.0007881448443507667, + "timestep_mean": 539.90625, + "epsilon_norm": 7.705943584442139, + "prediction_norm": 6.901565074920654, + "timestamp": "2025-07-14T12:33:55.099721" + }, + { + "epoch": 609, + "batch_idx": 192, + "loss": 0.25500115752220154, + "learning_rate": 0.0007881448443507667, + "timestep_mean": 593.75, + "epsilon_norm": 4.394140720367432, + "prediction_norm": 2.9546959400177, + "timestamp": "2025-07-14T12:33:55.104687" + }, + { + "epoch": 610, + "batch_idx": 0, + "loss": 0.10763882100582123, + "learning_rate": 0.0007875026260216396, + "timestep_mean": 598.90625, + "epsilon_norm": 9.32903003692627, + "prediction_norm": 8.653157234191895, + "timestamp": "2025-07-14T12:33:55.109561" + }, + { + "epoch": 610, + "batch_idx": 32, + "loss": 0.2987273931503296, + "learning_rate": 0.0007875026260216396, + "timestep_mean": 538.53125, + "epsilon_norm": 7.837971210479736, + "prediction_norm": 7.080177307128906, + "timestamp": "2025-07-14T12:33:55.114467" + }, + { + "epoch": 610, + "batch_idx": 64, + "loss": 0.191432923078537, + "learning_rate": 0.0007875026260216396, + "timestep_mean": 556.8125, + "epsilon_norm": 7.564914703369141, + "prediction_norm": 7.067963123321533, + "timestamp": "2025-07-14T12:33:55.119471" + }, + { + "epoch": 610, + "batch_idx": 96, + "loss": 0.18954387307167053, + "learning_rate": 0.0007875026260216396, + "timestep_mean": 534.21875, + "epsilon_norm": 7.562222003936768, + "prediction_norm": 6.512276649475098, + "timestamp": "2025-07-14T12:33:55.124338" + }, + { + "epoch": 610, + "batch_idx": 128, + "loss": 0.3710859417915344, + "learning_rate": 0.0007875026260216396, + "timestep_mean": 530.0, + "epsilon_norm": 8.23963451385498, + "prediction_norm": 7.356166362762451, + "timestamp": "2025-07-14T12:33:55.129334" + }, + { + "epoch": 610, + "batch_idx": 160, + "loss": 0.5802881717681885, + "learning_rate": 0.0007875026260216396, + "timestep_mean": 489.125, + "epsilon_norm": 8.964024543762207, + "prediction_norm": 6.937014579772949, + "timestamp": "2025-07-14T12:33:55.134258" + }, + { + "epoch": 610, + "batch_idx": 192, + "loss": 0.48952269554138184, + "learning_rate": 0.0007875026260216396, + "timestep_mean": 394.375, + "epsilon_norm": 4.368307590484619, + "prediction_norm": 4.0234503746032715, + "timestamp": "2025-07-14T12:33:55.139461" + }, + { + "epoch": 611, + "batch_idx": 0, + "loss": 0.31817957758903503, + "learning_rate": 0.0007868596983083625, + "timestep_mean": 502.0625, + "epsilon_norm": 7.7604079246521, + "prediction_norm": 6.353594779968262, + "timestamp": "2025-07-14T12:33:55.144453" + }, + { + "epoch": 611, + "batch_idx": 32, + "loss": 0.24236589670181274, + "learning_rate": 0.0007868596983083625, + "timestep_mean": 548.125, + "epsilon_norm": 8.467033386230469, + "prediction_norm": 7.60391902923584, + "timestamp": "2025-07-14T12:33:55.149298" + }, + { + "epoch": 611, + "batch_idx": 64, + "loss": 0.21178144216537476, + "learning_rate": 0.0007868596983083625, + "timestep_mean": 505.46875, + "epsilon_norm": 8.917804718017578, + "prediction_norm": 8.548151969909668, + "timestamp": "2025-07-14T12:33:55.154339" + }, + { + "epoch": 611, + "batch_idx": 96, + "loss": 0.1399340033531189, + "learning_rate": 0.0007868596983083625, + "timestep_mean": 550.09375, + "epsilon_norm": 7.235214710235596, + "prediction_norm": 6.9634690284729, + "timestamp": "2025-07-14T12:33:55.159197" + }, + { + "epoch": 611, + "batch_idx": 128, + "loss": 0.21885982155799866, + "learning_rate": 0.0007868596983083625, + "timestep_mean": 548.25, + "epsilon_norm": 8.294015884399414, + "prediction_norm": 7.570694923400879, + "timestamp": "2025-07-14T12:33:55.164087" + }, + { + "epoch": 611, + "batch_idx": 160, + "loss": 0.38886624574661255, + "learning_rate": 0.0007868596983083625, + "timestep_mean": 494.125, + "epsilon_norm": 7.946965217590332, + "prediction_norm": 5.743090629577637, + "timestamp": "2025-07-14T12:33:55.168958" + }, + { + "epoch": 611, + "batch_idx": 192, + "loss": 0.10934537649154663, + "learning_rate": 0.0007868596983083625, + "timestep_mean": 677.5, + "epsilon_norm": 3.513178586959839, + "prediction_norm": 3.425208806991577, + "timestamp": "2025-07-14T12:33:55.173769" + }, + { + "epoch": 612, + "batch_idx": 0, + "loss": 0.24656382203102112, + "learning_rate": 0.0007862160627972957, + "timestep_mean": 495.15625, + "epsilon_norm": 6.665102958679199, + "prediction_norm": 6.0909504890441895, + "timestamp": "2025-07-14T12:33:55.178697" + }, + { + "epoch": 612, + "batch_idx": 32, + "loss": 0.34801381826400757, + "learning_rate": 0.0007862160627972957, + "timestep_mean": 507.96875, + "epsilon_norm": 8.628400802612305, + "prediction_norm": 7.408700942993164, + "timestamp": "2025-07-14T12:33:55.183668" + }, + { + "epoch": 612, + "batch_idx": 64, + "loss": 0.3394480347633362, + "learning_rate": 0.0007862160627972957, + "timestep_mean": 590.71875, + "epsilon_norm": 9.146567344665527, + "prediction_norm": 7.5339813232421875, + "timestamp": "2025-07-14T12:33:55.188526" + }, + { + "epoch": 612, + "batch_idx": 96, + "loss": 0.2597561180591583, + "learning_rate": 0.0007862160627972957, + "timestep_mean": 532.90625, + "epsilon_norm": 7.619558811187744, + "prediction_norm": 6.940369606018066, + "timestamp": "2025-07-14T12:33:55.193386" + }, + { + "epoch": 612, + "batch_idx": 128, + "loss": 0.3311445116996765, + "learning_rate": 0.0007862160627972957, + "timestep_mean": 485.0, + "epsilon_norm": 7.77280855178833, + "prediction_norm": 6.290544033050537, + "timestamp": "2025-07-14T12:33:55.198266" + }, + { + "epoch": 612, + "batch_idx": 160, + "loss": 0.2206854522228241, + "learning_rate": 0.0007862160627972957, + "timestep_mean": 487.8125, + "epsilon_norm": 7.784180164337158, + "prediction_norm": 6.954102993011475, + "timestamp": "2025-07-14T12:33:55.203153" + }, + { + "epoch": 612, + "batch_idx": 192, + "loss": 0.2991976737976074, + "learning_rate": 0.0007862160627972957, + "timestep_mean": 580.625, + "epsilon_norm": 4.361965179443359, + "prediction_norm": 3.924088954925537, + "timestamp": "2025-07-14T12:33:55.208036" + }, + { + "epoch": 613, + "batch_idx": 0, + "loss": 0.27105170488357544, + "learning_rate": 0.0007855717210765459, + "timestep_mean": 561.375, + "epsilon_norm": 8.423852920532227, + "prediction_norm": 7.160859107971191, + "timestamp": "2025-07-14T12:33:55.213054" + }, + { + "epoch": 613, + "batch_idx": 32, + "loss": 0.6289896368980408, + "learning_rate": 0.0007855717210765459, + "timestep_mean": 471.84375, + "epsilon_norm": 7.91322135925293, + "prediction_norm": 5.2394256591796875, + "timestamp": "2025-07-14T12:33:55.217852" + }, + { + "epoch": 613, + "batch_idx": 64, + "loss": 0.30986595153808594, + "learning_rate": 0.0007855717210765459, + "timestep_mean": 496.15625, + "epsilon_norm": 7.301361083984375, + "prediction_norm": 5.97946834564209, + "timestamp": "2025-07-14T12:33:55.222747" + }, + { + "epoch": 613, + "batch_idx": 96, + "loss": 0.13669759035110474, + "learning_rate": 0.0007855717210765459, + "timestep_mean": 510.875, + "epsilon_norm": 7.487174987792969, + "prediction_norm": 7.249037742614746, + "timestamp": "2025-07-14T12:33:55.227645" + }, + { + "epoch": 613, + "batch_idx": 128, + "loss": 0.16816338896751404, + "learning_rate": 0.0007855717210765459, + "timestep_mean": 600.21875, + "epsilon_norm": 6.996500492095947, + "prediction_norm": 6.4472808837890625, + "timestamp": "2025-07-14T12:33:55.232483" + }, + { + "epoch": 613, + "batch_idx": 160, + "loss": 0.33292078971862793, + "learning_rate": 0.0007855717210765459, + "timestep_mean": 458.4375, + "epsilon_norm": 7.825644493103027, + "prediction_norm": 6.128693580627441, + "timestamp": "2025-07-14T12:33:55.237416" + }, + { + "epoch": 613, + "batch_idx": 192, + "loss": 0.19287462532520294, + "learning_rate": 0.0007855717210765459, + "timestep_mean": 613.5, + "epsilon_norm": 3.925504684448242, + "prediction_norm": 3.370361328125, + "timestamp": "2025-07-14T12:33:55.242339" + }, + { + "epoch": 614, + "batch_idx": 0, + "loss": 0.29234403371810913, + "learning_rate": 0.0007849266747359622, + "timestep_mean": 498.65625, + "epsilon_norm": 8.420679092407227, + "prediction_norm": 6.33388090133667, + "timestamp": "2025-07-14T12:33:55.247338" + }, + { + "epoch": 614, + "batch_idx": 32, + "loss": 0.2963094711303711, + "learning_rate": 0.0007849266747359622, + "timestep_mean": 467.65625, + "epsilon_norm": 7.202146053314209, + "prediction_norm": 5.3981194496154785, + "timestamp": "2025-07-14T12:33:55.252233" + }, + { + "epoch": 614, + "batch_idx": 64, + "loss": 0.2894558906555176, + "learning_rate": 0.0007849266747359622, + "timestep_mean": 447.09375, + "epsilon_norm": 7.975290775299072, + "prediction_norm": 6.328225612640381, + "timestamp": "2025-07-14T12:33:55.257124" + }, + { + "epoch": 614, + "batch_idx": 96, + "loss": 0.3916932940483093, + "learning_rate": 0.0007849266747359622, + "timestep_mean": 406.25, + "epsilon_norm": 8.674825668334961, + "prediction_norm": 7.230764389038086, + "timestamp": "2025-07-14T12:33:55.262016" + }, + { + "epoch": 614, + "batch_idx": 128, + "loss": 0.20619583129882812, + "learning_rate": 0.0007849266747359622, + "timestep_mean": 476.90625, + "epsilon_norm": 8.679937362670898, + "prediction_norm": 7.260034084320068, + "timestamp": "2025-07-14T12:33:55.267000" + }, + { + "epoch": 614, + "batch_idx": 160, + "loss": 0.2049328237771988, + "learning_rate": 0.0007849266747359622, + "timestep_mean": 512.125, + "epsilon_norm": 7.741691589355469, + "prediction_norm": 6.970935821533203, + "timestamp": "2025-07-14T12:33:55.271845" + }, + { + "epoch": 614, + "batch_idx": 192, + "loss": 0.14514346420764923, + "learning_rate": 0.0007849266747359622, + "timestep_mean": 535.5, + "epsilon_norm": 4.1372151374816895, + "prediction_norm": 3.210872173309326, + "timestamp": "2025-07-14T12:33:55.276723" + }, + { + "epoch": 615, + "batch_idx": 0, + "loss": 0.2443757951259613, + "learning_rate": 0.0007842809253671323, + "timestep_mean": 511.53125, + "epsilon_norm": 7.349569797515869, + "prediction_norm": 6.336715221405029, + "timestamp": "2025-07-14T12:33:55.281597" + }, + { + "epoch": 615, + "batch_idx": 32, + "loss": 0.1585022211074829, + "learning_rate": 0.0007842809253671323, + "timestep_mean": 566.96875, + "epsilon_norm": 6.66223669052124, + "prediction_norm": 5.697731971740723, + "timestamp": "2025-07-14T12:33:55.286523" + }, + { + "epoch": 615, + "batch_idx": 64, + "loss": 0.20916981995105743, + "learning_rate": 0.0007842809253671323, + "timestep_mean": 537.1875, + "epsilon_norm": 7.9100117683410645, + "prediction_norm": 6.997907638549805, + "timestamp": "2025-07-14T12:33:55.291559" + }, + { + "epoch": 615, + "batch_idx": 96, + "loss": 0.2757253050804138, + "learning_rate": 0.0007842809253671323, + "timestep_mean": 544.78125, + "epsilon_norm": 6.940810680389404, + "prediction_norm": 5.2752299308776855, + "timestamp": "2025-07-14T12:33:55.296469" + }, + { + "epoch": 615, + "batch_idx": 128, + "loss": 0.28149333596229553, + "learning_rate": 0.0007842809253671323, + "timestep_mean": 535.96875, + "epsilon_norm": 7.966217517852783, + "prediction_norm": 7.623057842254639, + "timestamp": "2025-07-14T12:33:55.301354" + }, + { + "epoch": 615, + "batch_idx": 160, + "loss": 0.20362520217895508, + "learning_rate": 0.0007842809253671323, + "timestep_mean": 477.84375, + "epsilon_norm": 7.264965057373047, + "prediction_norm": 5.977475166320801, + "timestamp": "2025-07-14T12:33:55.306279" + }, + { + "epoch": 615, + "batch_idx": 192, + "loss": 0.13630300760269165, + "learning_rate": 0.0007842809253671323, + "timestep_mean": 567.125, + "epsilon_norm": 3.9598097801208496, + "prediction_norm": 3.556105852127075, + "timestamp": "2025-07-14T12:33:55.311193" + }, + { + "epoch": 616, + "batch_idx": 0, + "loss": 0.3161156177520752, + "learning_rate": 0.0007836344745633786, + "timestep_mean": 487.28125, + "epsilon_norm": 7.766277313232422, + "prediction_norm": 5.936014175415039, + "timestamp": "2025-07-14T12:33:55.316113" + }, + { + "epoch": 616, + "batch_idx": 32, + "loss": 0.23867538571357727, + "learning_rate": 0.0007836344745633786, + "timestep_mean": 464.84375, + "epsilon_norm": 8.481680870056152, + "prediction_norm": 7.017793655395508, + "timestamp": "2025-07-14T12:33:55.321170" + }, + { + "epoch": 616, + "batch_idx": 64, + "loss": 0.20380061864852905, + "learning_rate": 0.0007836344745633786, + "timestep_mean": 568.03125, + "epsilon_norm": 6.613635063171387, + "prediction_norm": 6.016664981842041, + "timestamp": "2025-07-14T12:33:55.326174" + }, + { + "epoch": 616, + "batch_idx": 96, + "loss": 0.2077314257621765, + "learning_rate": 0.0007836344745633786, + "timestep_mean": 504.1875, + "epsilon_norm": 8.516359329223633, + "prediction_norm": 7.841699600219727, + "timestamp": "2025-07-14T12:33:55.331135" + }, + { + "epoch": 616, + "batch_idx": 128, + "loss": 0.349118173122406, + "learning_rate": 0.0007836344745633786, + "timestep_mean": 524.84375, + "epsilon_norm": 8.303243637084961, + "prediction_norm": 6.665735721588135, + "timestamp": "2025-07-14T12:33:55.336088" + }, + { + "epoch": 616, + "batch_idx": 160, + "loss": 0.1941039115190506, + "learning_rate": 0.0007836344745633786, + "timestep_mean": 575.0625, + "epsilon_norm": 8.082134246826172, + "prediction_norm": 7.6923346519470215, + "timestamp": "2025-07-14T12:33:55.341019" + }, + { + "epoch": 616, + "batch_idx": 192, + "loss": 0.33697018027305603, + "learning_rate": 0.0007836344745633786, + "timestep_mean": 446.625, + "epsilon_norm": 4.205406665802002, + "prediction_norm": 3.802870273590088, + "timestamp": "2025-07-14T12:33:55.346035" + }, + { + "epoch": 617, + "batch_idx": 0, + "loss": 0.24965131282806396, + "learning_rate": 0.000782987323919754, + "timestep_mean": 514.09375, + "epsilon_norm": 6.5673747062683105, + "prediction_norm": 5.353375434875488, + "timestamp": "2025-07-14T12:33:55.350951" + }, + { + "epoch": 617, + "batch_idx": 32, + "loss": 0.27327919006347656, + "learning_rate": 0.000782987323919754, + "timestep_mean": 479.5, + "epsilon_norm": 7.205744743347168, + "prediction_norm": 6.11168098449707, + "timestamp": "2025-07-14T12:33:55.355826" + }, + { + "epoch": 617, + "batch_idx": 64, + "loss": 0.24490855634212494, + "learning_rate": 0.000782987323919754, + "timestep_mean": 475.03125, + "epsilon_norm": 8.360203742980957, + "prediction_norm": 7.200743675231934, + "timestamp": "2025-07-14T12:33:55.360669" + }, + { + "epoch": 617, + "batch_idx": 96, + "loss": 0.23230496048927307, + "learning_rate": 0.000782987323919754, + "timestep_mean": 575.15625, + "epsilon_norm": 7.472414493560791, + "prediction_norm": 6.315943241119385, + "timestamp": "2025-07-14T12:33:55.365572" + }, + { + "epoch": 617, + "batch_idx": 128, + "loss": 0.3497897982597351, + "learning_rate": 0.000782987323919754, + "timestep_mean": 476.0625, + "epsilon_norm": 8.332833290100098, + "prediction_norm": 7.04056453704834, + "timestamp": "2025-07-14T12:33:55.370516" + }, + { + "epoch": 617, + "batch_idx": 160, + "loss": 0.20974823832511902, + "learning_rate": 0.000782987323919754, + "timestep_mean": 491.0, + "epsilon_norm": 7.033666610717773, + "prediction_norm": 5.857180118560791, + "timestamp": "2025-07-14T12:33:55.375503" + }, + { + "epoch": 617, + "batch_idx": 192, + "loss": 0.28169679641723633, + "learning_rate": 0.000782987323919754, + "timestep_mean": 502.75, + "epsilon_norm": 4.428422927856445, + "prediction_norm": 4.00337553024292, + "timestamp": "2025-07-14T12:33:55.380389" + }, + { + "epoch": 618, + "batch_idx": 0, + "loss": 0.12452998757362366, + "learning_rate": 0.0007823394750330388, + "timestep_mean": 548.21875, + "epsilon_norm": 7.600606441497803, + "prediction_norm": 6.912797927856445, + "timestamp": "2025-07-14T12:33:55.385307" + }, + { + "epoch": 618, + "batch_idx": 32, + "loss": 0.08473207801580429, + "learning_rate": 0.0007823394750330388, + "timestep_mean": 556.375, + "epsilon_norm": 6.966324329376221, + "prediction_norm": 6.619941711425781, + "timestamp": "2025-07-14T12:33:55.390175" + }, + { + "epoch": 618, + "batch_idx": 64, + "loss": 0.5870987176895142, + "learning_rate": 0.0007823394750330388, + "timestep_mean": 331.375, + "epsilon_norm": 8.095146179199219, + "prediction_norm": 5.758589744567871, + "timestamp": "2025-07-14T12:33:55.395069" + }, + { + "epoch": 618, + "batch_idx": 96, + "loss": 0.4415152072906494, + "learning_rate": 0.0007823394750330388, + "timestep_mean": 492.3125, + "epsilon_norm": 7.706903457641602, + "prediction_norm": 5.836564540863037, + "timestamp": "2025-07-14T12:33:55.400036" + }, + { + "epoch": 618, + "batch_idx": 128, + "loss": 0.1804654449224472, + "learning_rate": 0.0007823394750330388, + "timestep_mean": 515.0625, + "epsilon_norm": 8.18445873260498, + "prediction_norm": 7.309074878692627, + "timestamp": "2025-07-14T12:33:55.404903" + }, + { + "epoch": 618, + "batch_idx": 160, + "loss": 0.20212844014167786, + "learning_rate": 0.0007823394750330388, + "timestep_mean": 580.09375, + "epsilon_norm": 7.257700443267822, + "prediction_norm": 6.486915111541748, + "timestamp": "2025-07-14T12:33:55.409809" + }, + { + "epoch": 618, + "batch_idx": 192, + "loss": 0.20556238293647766, + "learning_rate": 0.0007823394750330388, + "timestep_mean": 443.875, + "epsilon_norm": 3.972750186920166, + "prediction_norm": 3.827641010284424, + "timestamp": "2025-07-14T12:33:55.414678" + }, + { + "epoch": 619, + "batch_idx": 0, + "loss": 0.22011712193489075, + "learning_rate": 0.0007816909295017354, + "timestep_mean": 551.875, + "epsilon_norm": 8.077543258666992, + "prediction_norm": 7.5805583000183105, + "timestamp": "2025-07-14T12:33:55.419806" + }, + { + "epoch": 619, + "batch_idx": 32, + "loss": 0.12725402414798737, + "learning_rate": 0.0007816909295017354, + "timestep_mean": 612.375, + "epsilon_norm": 8.800785064697266, + "prediction_norm": 8.301945686340332, + "timestamp": "2025-07-14T12:33:55.424836" + }, + { + "epoch": 619, + "batch_idx": 64, + "loss": 0.26717042922973633, + "learning_rate": 0.0007816909295017354, + "timestep_mean": 506.28125, + "epsilon_norm": 8.502039909362793, + "prediction_norm": 6.931204795837402, + "timestamp": "2025-07-14T12:33:55.429894" + }, + { + "epoch": 619, + "batch_idx": 96, + "loss": 0.32645314931869507, + "learning_rate": 0.0007816909295017354, + "timestep_mean": 481.71875, + "epsilon_norm": 7.6192169189453125, + "prediction_norm": 6.010093688964844, + "timestamp": "2025-07-14T12:33:55.434836" + }, + { + "epoch": 619, + "batch_idx": 128, + "loss": 0.19768302142620087, + "learning_rate": 0.0007816909295017354, + "timestep_mean": 473.1875, + "epsilon_norm": 7.511440753936768, + "prediction_norm": 6.643062114715576, + "timestamp": "2025-07-14T12:33:55.439704" + }, + { + "epoch": 619, + "batch_idx": 160, + "loss": 0.3836963176727295, + "learning_rate": 0.0007816909295017354, + "timestep_mean": 495.125, + "epsilon_norm": 8.622896194458008, + "prediction_norm": 6.8022050857543945, + "timestamp": "2025-07-14T12:33:55.444583" + }, + { + "epoch": 619, + "batch_idx": 192, + "loss": 0.12659981846809387, + "learning_rate": 0.0007816909295017354, + "timestep_mean": 615.375, + "epsilon_norm": 3.263603448867798, + "prediction_norm": 2.8255727291107178, + "timestamp": "2025-07-14T12:33:55.449655" + }, + { + "epoch": 620, + "batch_idx": 0, + "loss": 0.20381978154182434, + "learning_rate": 0.0007810416889260655, + "timestep_mean": 438.75, + "epsilon_norm": 7.978601932525635, + "prediction_norm": 6.663152694702148, + "timestamp": "2025-07-14T12:33:55.454688" + }, + { + "epoch": 620, + "batch_idx": 32, + "loss": 0.20441538095474243, + "learning_rate": 0.0007810416889260655, + "timestep_mean": 511.125, + "epsilon_norm": 8.096878051757812, + "prediction_norm": 7.422311782836914, + "timestamp": "2025-07-14T12:33:55.459560" + }, + { + "epoch": 620, + "batch_idx": 64, + "loss": 0.24488970637321472, + "learning_rate": 0.0007810416889260655, + "timestep_mean": 445.125, + "epsilon_norm": 7.399048805236816, + "prediction_norm": 6.2039008140563965, + "timestamp": "2025-07-14T12:33:55.464363" + }, + { + "epoch": 620, + "batch_idx": 96, + "loss": 0.28849494457244873, + "learning_rate": 0.0007810416889260655, + "timestep_mean": 420.375, + "epsilon_norm": 8.0128755569458, + "prediction_norm": 6.272402286529541, + "timestamp": "2025-07-14T12:33:55.469213" + }, + { + "epoch": 620, + "batch_idx": 128, + "loss": 0.3329898715019226, + "learning_rate": 0.0007810416889260655, + "timestep_mean": 483.03125, + "epsilon_norm": 9.456500053405762, + "prediction_norm": 7.891369819641113, + "timestamp": "2025-07-14T12:33:55.474082" + }, + { + "epoch": 620, + "batch_idx": 160, + "loss": 0.1805921196937561, + "learning_rate": 0.0007810416889260655, + "timestep_mean": 482.625, + "epsilon_norm": 7.479738235473633, + "prediction_norm": 7.317142486572266, + "timestamp": "2025-07-14T12:33:55.478951" + }, + { + "epoch": 620, + "batch_idx": 192, + "loss": 0.12916019558906555, + "learning_rate": 0.0007810416889260655, + "timestep_mean": 544.625, + "epsilon_norm": 3.1421542167663574, + "prediction_norm": 2.8808727264404297, + "timestamp": "2025-07-14T12:33:55.483973" + }, + { + "epoch": 621, + "batch_idx": 0, + "loss": 0.14518359303474426, + "learning_rate": 0.0007803917549079657, + "timestep_mean": 525.96875, + "epsilon_norm": 8.109651565551758, + "prediction_norm": 7.2100958824157715, + "timestamp": "2025-07-14T12:33:55.488990" + }, + { + "epoch": 621, + "batch_idx": 32, + "loss": 0.25204700231552124, + "learning_rate": 0.0007803917549079657, + "timestep_mean": 498.875, + "epsilon_norm": 7.650232791900635, + "prediction_norm": 6.681551933288574, + "timestamp": "2025-07-14T12:33:55.493869" + }, + { + "epoch": 621, + "batch_idx": 64, + "loss": 0.6499111652374268, + "learning_rate": 0.0007803917549079657, + "timestep_mean": 420.3125, + "epsilon_norm": 8.086498260498047, + "prediction_norm": 5.755841255187988, + "timestamp": "2025-07-14T12:33:55.498748" + }, + { + "epoch": 621, + "batch_idx": 96, + "loss": 0.21141888201236725, + "learning_rate": 0.0007803917549079657, + "timestep_mean": 592.0625, + "epsilon_norm": 8.326367378234863, + "prediction_norm": 6.9785308837890625, + "timestamp": "2025-07-14T12:33:55.509251" + }, + { + "epoch": 621, + "batch_idx": 128, + "loss": 0.19979825615882874, + "learning_rate": 0.0007803917549079657, + "timestep_mean": 505.53125, + "epsilon_norm": 7.694628715515137, + "prediction_norm": 6.6018524169921875, + "timestamp": "2025-07-14T12:33:55.514069" + }, + { + "epoch": 621, + "batch_idx": 160, + "loss": 0.33830493688583374, + "learning_rate": 0.0007803917549079657, + "timestep_mean": 423.09375, + "epsilon_norm": 8.344527244567871, + "prediction_norm": 6.9652838706970215, + "timestamp": "2025-07-14T12:33:55.518856" + }, + { + "epoch": 621, + "batch_idx": 192, + "loss": 0.1702091097831726, + "learning_rate": 0.0007803917549079657, + "timestep_mean": 625.375, + "epsilon_norm": 3.8343679904937744, + "prediction_norm": 3.581620216369629, + "timestamp": "2025-07-14T12:33:55.523605" + }, + { + "epoch": 622, + "batch_idx": 0, + "loss": 0.36853474378585815, + "learning_rate": 0.0007797411290510838, + "timestep_mean": 431.90625, + "epsilon_norm": 8.490532875061035, + "prediction_norm": 6.974099159240723, + "timestamp": "2025-07-14T12:33:55.528353" + }, + { + "epoch": 622, + "batch_idx": 32, + "loss": 0.2012537270784378, + "learning_rate": 0.0007797411290510838, + "timestep_mean": 535.96875, + "epsilon_norm": 8.305135726928711, + "prediction_norm": 6.992110729217529, + "timestamp": "2025-07-14T12:33:55.533177" + }, + { + "epoch": 622, + "batch_idx": 64, + "loss": 0.29981690645217896, + "learning_rate": 0.0007797411290510838, + "timestep_mean": 539.96875, + "epsilon_norm": 7.999209880828857, + "prediction_norm": 7.253680229187012, + "timestamp": "2025-07-14T12:33:55.537929" + }, + { + "epoch": 622, + "batch_idx": 96, + "loss": 0.12039527297019958, + "learning_rate": 0.0007797411290510838, + "timestep_mean": 612.0, + "epsilon_norm": 8.231719970703125, + "prediction_norm": 8.064508438110352, + "timestamp": "2025-07-14T12:33:55.542646" + }, + { + "epoch": 622, + "batch_idx": 128, + "loss": 0.3935086131095886, + "learning_rate": 0.0007797411290510838, + "timestep_mean": 523.21875, + "epsilon_norm": 8.376976013183594, + "prediction_norm": 6.420001029968262, + "timestamp": "2025-07-14T12:33:55.547429" + }, + { + "epoch": 622, + "batch_idx": 160, + "loss": 0.2670997381210327, + "learning_rate": 0.0007797411290510838, + "timestep_mean": 528.75, + "epsilon_norm": 8.606590270996094, + "prediction_norm": 8.104151725769043, + "timestamp": "2025-07-14T12:33:55.552182" + }, + { + "epoch": 622, + "batch_idx": 192, + "loss": 0.30703145265579224, + "learning_rate": 0.0007797411290510838, + "timestep_mean": 524.5, + "epsilon_norm": 4.7371826171875, + "prediction_norm": 3.6395208835601807, + "timestamp": "2025-07-14T12:33:55.556910" + }, + { + "epoch": 623, + "batch_idx": 0, + "loss": 0.3171941637992859, + "learning_rate": 0.000779089812960774, + "timestep_mean": 455.25, + "epsilon_norm": 8.24280071258545, + "prediction_norm": 7.371577262878418, + "timestamp": "2025-07-14T12:33:55.561696" + }, + { + "epoch": 623, + "batch_idx": 32, + "loss": 0.3277568519115448, + "learning_rate": 0.000779089812960774, + "timestep_mean": 574.9375, + "epsilon_norm": 9.829867362976074, + "prediction_norm": 9.119353294372559, + "timestamp": "2025-07-14T12:33:55.566629" + }, + { + "epoch": 623, + "batch_idx": 64, + "loss": 0.3280458152294159, + "learning_rate": 0.000779089812960774, + "timestep_mean": 450.1875, + "epsilon_norm": 8.871705055236816, + "prediction_norm": 8.016160011291504, + "timestamp": "2025-07-14T12:33:55.571397" + }, + { + "epoch": 623, + "batch_idx": 96, + "loss": 0.22884199023246765, + "learning_rate": 0.000779089812960774, + "timestep_mean": 457.4375, + "epsilon_norm": 8.118664741516113, + "prediction_norm": 6.936599254608154, + "timestamp": "2025-07-14T12:33:55.576157" + }, + { + "epoch": 623, + "batch_idx": 128, + "loss": 0.38080811500549316, + "learning_rate": 0.000779089812960774, + "timestep_mean": 536.71875, + "epsilon_norm": 8.447075843811035, + "prediction_norm": 7.252736568450928, + "timestamp": "2025-07-14T12:33:55.580907" + }, + { + "epoch": 623, + "batch_idx": 160, + "loss": 0.2767174243927002, + "learning_rate": 0.000779089812960774, + "timestep_mean": 401.34375, + "epsilon_norm": 7.4213337898254395, + "prediction_norm": 6.1203789710998535, + "timestamp": "2025-07-14T12:33:55.585719" + }, + { + "epoch": 623, + "batch_idx": 192, + "loss": 0.15710116922855377, + "learning_rate": 0.000779089812960774, + "timestep_mean": 520.375, + "epsilon_norm": 4.30610990524292, + "prediction_norm": 3.8356773853302, + "timestamp": "2025-07-14T12:33:55.590485" + }, + { + "epoch": 624, + "batch_idx": 0, + "loss": 0.5156851410865784, + "learning_rate": 0.0007784378082440943, + "timestep_mean": 528.46875, + "epsilon_norm": 9.662932395935059, + "prediction_norm": 7.086239337921143, + "timestamp": "2025-07-14T12:33:55.595359" + }, + { + "epoch": 624, + "batch_idx": 32, + "loss": 0.21657493710517883, + "learning_rate": 0.0007784378082440943, + "timestep_mean": 533.625, + "epsilon_norm": 7.528666019439697, + "prediction_norm": 6.21589994430542, + "timestamp": "2025-07-14T12:33:55.600236" + }, + { + "epoch": 624, + "batch_idx": 64, + "loss": 0.19973596930503845, + "learning_rate": 0.0007784378082440943, + "timestep_mean": 470.75, + "epsilon_norm": 8.569511413574219, + "prediction_norm": 7.797336101531982, + "timestamp": "2025-07-14T12:33:55.605088" + }, + { + "epoch": 624, + "batch_idx": 96, + "loss": 0.2491733878850937, + "learning_rate": 0.0007784378082440943, + "timestep_mean": 573.78125, + "epsilon_norm": 7.343823432922363, + "prediction_norm": 5.579619884490967, + "timestamp": "2025-07-14T12:33:55.610070" + }, + { + "epoch": 624, + "batch_idx": 128, + "loss": 0.19955703616142273, + "learning_rate": 0.0007784378082440943, + "timestep_mean": 541.78125, + "epsilon_norm": 8.298103332519531, + "prediction_norm": 7.164498329162598, + "timestamp": "2025-07-14T12:33:55.614885" + }, + { + "epoch": 624, + "batch_idx": 160, + "loss": 0.36180418729782104, + "learning_rate": 0.0007784378082440943, + "timestep_mean": 438.15625, + "epsilon_norm": 8.176676750183105, + "prediction_norm": 6.641210556030273, + "timestamp": "2025-07-14T12:33:55.619683" + }, + { + "epoch": 624, + "batch_idx": 192, + "loss": 0.11519259214401245, + "learning_rate": 0.0007784378082440943, + "timestep_mean": 613.25, + "epsilon_norm": 3.6850855350494385, + "prediction_norm": 3.0620553493499756, + "timestamp": "2025-07-14T12:33:55.624428" + }, + { + "epoch": 625, + "batch_idx": 0, + "loss": 0.3874729871749878, + "learning_rate": 0.0007777851165098013, + "timestep_mean": 457.15625, + "epsilon_norm": 8.81126594543457, + "prediction_norm": 6.896322727203369, + "timestamp": "2025-07-14T12:33:55.629297" + }, + { + "epoch": 625, + "batch_idx": 32, + "loss": 0.2669721841812134, + "learning_rate": 0.0007777851165098013, + "timestep_mean": 544.6875, + "epsilon_norm": 8.274686813354492, + "prediction_norm": 8.090360641479492, + "timestamp": "2025-07-14T12:33:55.634163" + }, + { + "epoch": 625, + "batch_idx": 64, + "loss": 0.4100411534309387, + "learning_rate": 0.0007777851165098013, + "timestep_mean": 396.96875, + "epsilon_norm": 8.268519401550293, + "prediction_norm": 7.613272666931152, + "timestamp": "2025-07-14T12:33:55.639035" + }, + { + "epoch": 625, + "batch_idx": 96, + "loss": 0.27224332094192505, + "learning_rate": 0.0007777851165098013, + "timestep_mean": 504.0625, + "epsilon_norm": 7.512964725494385, + "prediction_norm": 6.694843769073486, + "timestamp": "2025-07-14T12:33:55.643866" + }, + { + "epoch": 625, + "batch_idx": 128, + "loss": 0.2618717551231384, + "learning_rate": 0.0007777851165098013, + "timestep_mean": 414.78125, + "epsilon_norm": 5.532772064208984, + "prediction_norm": 4.456562042236328, + "timestamp": "2025-07-14T12:33:55.648822" + }, + { + "epoch": 625, + "batch_idx": 160, + "loss": 0.3788629472255707, + "learning_rate": 0.0007777851165098013, + "timestep_mean": 545.03125, + "epsilon_norm": 7.6837992668151855, + "prediction_norm": 6.889869213104248, + "timestamp": "2025-07-14T12:33:55.653697" + }, + { + "epoch": 625, + "batch_idx": 192, + "loss": 0.4383370876312256, + "learning_rate": 0.0007777851165098013, + "timestep_mean": 566.75, + "epsilon_norm": 4.313314437866211, + "prediction_norm": 3.092485189437866, + "timestamp": "2025-07-14T12:33:55.658642" + }, + { + "epoch": 626, + "batch_idx": 0, + "loss": 0.38048744201660156, + "learning_rate": 0.0007771317393683472, + "timestep_mean": 595.90625, + "epsilon_norm": 8.153388977050781, + "prediction_norm": 6.927546977996826, + "timestamp": "2025-07-14T12:33:55.663570" + }, + { + "epoch": 626, + "batch_idx": 32, + "loss": 0.18528272211551666, + "learning_rate": 0.0007771317393683472, + "timestep_mean": 501.21875, + "epsilon_norm": 5.911881446838379, + "prediction_norm": 5.393021583557129, + "timestamp": "2025-07-14T12:33:55.668467" + }, + { + "epoch": 626, + "batch_idx": 64, + "loss": 0.20511090755462646, + "learning_rate": 0.0007771317393683472, + "timestep_mean": 412.0, + "epsilon_norm": 6.733705043792725, + "prediction_norm": 5.991199493408203, + "timestamp": "2025-07-14T12:33:55.673381" + }, + { + "epoch": 626, + "batch_idx": 96, + "loss": 0.13051488995552063, + "learning_rate": 0.0007771317393683472, + "timestep_mean": 619.625, + "epsilon_norm": 6.8610334396362305, + "prediction_norm": 5.925032138824463, + "timestamp": "2025-07-14T12:33:55.678272" + }, + { + "epoch": 626, + "batch_idx": 128, + "loss": 0.4279578924179077, + "learning_rate": 0.0007771317393683472, + "timestep_mean": 474.84375, + "epsilon_norm": 8.46571159362793, + "prediction_norm": 6.689525604248047, + "timestamp": "2025-07-14T12:33:55.683262" + }, + { + "epoch": 626, + "batch_idx": 160, + "loss": 0.40618935227394104, + "learning_rate": 0.0007771317393683472, + "timestep_mean": 461.65625, + "epsilon_norm": 7.763603687286377, + "prediction_norm": 6.825643539428711, + "timestamp": "2025-07-14T12:33:55.688165" + }, + { + "epoch": 626, + "batch_idx": 192, + "loss": 0.2761788070201874, + "learning_rate": 0.0007771317393683472, + "timestep_mean": 615.125, + "epsilon_norm": 3.5326759815216064, + "prediction_norm": 3.2722396850585938, + "timestamp": "2025-07-14T12:33:55.693144" + }, + { + "epoch": 627, + "batch_idx": 0, + "loss": 0.3038785755634308, + "learning_rate": 0.0007764776784318752, + "timestep_mean": 520.0625, + "epsilon_norm": 7.275808811187744, + "prediction_norm": 5.493159770965576, + "timestamp": "2025-07-14T12:33:55.698087" + }, + { + "epoch": 627, + "batch_idx": 32, + "loss": 0.3117843270301819, + "learning_rate": 0.0007764776784318752, + "timestep_mean": 545.125, + "epsilon_norm": 8.75198745727539, + "prediction_norm": 7.54418420791626, + "timestamp": "2025-07-14T12:33:55.702985" + }, + { + "epoch": 627, + "batch_idx": 64, + "loss": 0.23841992020606995, + "learning_rate": 0.0007764776784318752, + "timestep_mean": 508.71875, + "epsilon_norm": 8.912198066711426, + "prediction_norm": 7.263509750366211, + "timestamp": "2025-07-14T12:33:55.707855" + }, + { + "epoch": 627, + "batch_idx": 96, + "loss": 0.5032238960266113, + "learning_rate": 0.0007764776784318752, + "timestep_mean": 425.875, + "epsilon_norm": 9.29175853729248, + "prediction_norm": 6.818057060241699, + "timestamp": "2025-07-14T12:33:55.712793" + }, + { + "epoch": 627, + "batch_idx": 128, + "loss": 0.24042214453220367, + "learning_rate": 0.0007764776784318752, + "timestep_mean": 611.78125, + "epsilon_norm": 8.321283340454102, + "prediction_norm": 6.79504919052124, + "timestamp": "2025-07-14T12:33:55.717624" + }, + { + "epoch": 627, + "batch_idx": 160, + "loss": 0.36342039704322815, + "learning_rate": 0.0007764776784318752, + "timestep_mean": 423.53125, + "epsilon_norm": 8.40601634979248, + "prediction_norm": 6.514266490936279, + "timestamp": "2025-07-14T12:33:55.722492" + }, + { + "epoch": 627, + "batch_idx": 192, + "loss": 0.21372976899147034, + "learning_rate": 0.0007764776784318752, + "timestep_mean": 538.0, + "epsilon_norm": 4.072576522827148, + "prediction_norm": 3.176537275314331, + "timestamp": "2025-07-14T12:33:55.727408" + }, + { + "epoch": 628, + "batch_idx": 0, + "loss": 0.2029903084039688, + "learning_rate": 0.0007758229353142153, + "timestep_mean": 574.625, + "epsilon_norm": 9.220015525817871, + "prediction_norm": 8.018269538879395, + "timestamp": "2025-07-14T12:33:55.732340" + }, + { + "epoch": 628, + "batch_idx": 32, + "loss": 0.2928563058376312, + "learning_rate": 0.0007758229353142153, + "timestep_mean": 490.8125, + "epsilon_norm": 8.014179229736328, + "prediction_norm": 7.376698970794678, + "timestamp": "2025-07-14T12:33:55.737314" + }, + { + "epoch": 628, + "batch_idx": 64, + "loss": 0.19434994459152222, + "learning_rate": 0.0007758229353142153, + "timestep_mean": 587.34375, + "epsilon_norm": 7.713389873504639, + "prediction_norm": 6.864293098449707, + "timestamp": "2025-07-14T12:33:55.742310" + }, + { + "epoch": 628, + "batch_idx": 96, + "loss": 0.2676665186882019, + "learning_rate": 0.0007758229353142153, + "timestep_mean": 470.96875, + "epsilon_norm": 8.247305870056152, + "prediction_norm": 6.801772117614746, + "timestamp": "2025-07-14T12:33:55.747255" + }, + { + "epoch": 628, + "batch_idx": 128, + "loss": 0.12405648827552795, + "learning_rate": 0.0007758229353142153, + "timestep_mean": 677.90625, + "epsilon_norm": 8.58091926574707, + "prediction_norm": 8.322132110595703, + "timestamp": "2025-07-14T12:33:55.752190" + }, + { + "epoch": 628, + "batch_idx": 160, + "loss": 0.24570372700691223, + "learning_rate": 0.0007758229353142153, + "timestep_mean": 595.46875, + "epsilon_norm": 7.575616836547852, + "prediction_norm": 6.968838214874268, + "timestamp": "2025-07-14T12:33:55.757073" + }, + { + "epoch": 628, + "batch_idx": 192, + "loss": 0.20322288572788239, + "learning_rate": 0.0007758229353142153, + "timestep_mean": 464.0, + "epsilon_norm": 4.28308629989624, + "prediction_norm": 3.9565460681915283, + "timestamp": "2025-07-14T12:33:55.761958" + }, + { + "epoch": 629, + "batch_idx": 0, + "loss": 0.25402164459228516, + "learning_rate": 0.0007751675116308812, + "timestep_mean": 501.46875, + "epsilon_norm": 7.655596733093262, + "prediction_norm": 6.12814474105835, + "timestamp": "2025-07-14T12:33:55.767228" + }, + { + "epoch": 629, + "batch_idx": 32, + "loss": 0.3175796866416931, + "learning_rate": 0.0007751675116308812, + "timestep_mean": 559.84375, + "epsilon_norm": 8.549030303955078, + "prediction_norm": 6.714244842529297, + "timestamp": "2025-07-14T12:33:55.772303" + }, + { + "epoch": 629, + "batch_idx": 64, + "loss": 0.40365394949913025, + "learning_rate": 0.0007751675116308812, + "timestep_mean": 429.875, + "epsilon_norm": 8.164704322814941, + "prediction_norm": 6.5903778076171875, + "timestamp": "2025-07-14T12:33:55.777345" + }, + { + "epoch": 629, + "batch_idx": 96, + "loss": 0.19438979029655457, + "learning_rate": 0.0007751675116308812, + "timestep_mean": 546.21875, + "epsilon_norm": 6.802876949310303, + "prediction_norm": 6.065086841583252, + "timestamp": "2025-07-14T12:33:55.782575" + }, + { + "epoch": 629, + "batch_idx": 128, + "loss": 0.25491464138031006, + "learning_rate": 0.0007751675116308812, + "timestep_mean": 516.6875, + "epsilon_norm": 8.451601028442383, + "prediction_norm": 7.613572597503662, + "timestamp": "2025-07-14T12:33:55.787693" + }, + { + "epoch": 629, + "batch_idx": 160, + "loss": 0.12259931117296219, + "learning_rate": 0.0007751675116308812, + "timestep_mean": 576.09375, + "epsilon_norm": 7.909121036529541, + "prediction_norm": 7.628907680511475, + "timestamp": "2025-07-14T12:33:55.792939" + }, + { + "epoch": 629, + "batch_idx": 192, + "loss": 0.15575240552425385, + "learning_rate": 0.0007751675116308812, + "timestep_mean": 433.125, + "epsilon_norm": 2.485705614089966, + "prediction_norm": 2.5003113746643066, + "timestamp": "2025-07-14T12:33:55.798080" + }, + { + "epoch": 630, + "batch_idx": 0, + "loss": 0.2512456178665161, + "learning_rate": 0.000774511408999066, + "timestep_mean": 537.9375, + "epsilon_norm": 7.666942596435547, + "prediction_norm": 6.166594505310059, + "timestamp": "2025-07-14T12:33:55.803186" + }, + { + "epoch": 630, + "batch_idx": 32, + "loss": 0.3192206621170044, + "learning_rate": 0.000774511408999066, + "timestep_mean": 511.71875, + "epsilon_norm": 8.598945617675781, + "prediction_norm": 6.848229885101318, + "timestamp": "2025-07-14T12:33:55.808439" + }, + { + "epoch": 630, + "batch_idx": 64, + "loss": 0.28503966331481934, + "learning_rate": 0.000774511408999066, + "timestep_mean": 572.5625, + "epsilon_norm": 9.2028169631958, + "prediction_norm": 8.27136516571045, + "timestamp": "2025-07-14T12:33:55.813567" + }, + { + "epoch": 630, + "batch_idx": 96, + "loss": 0.2069547176361084, + "learning_rate": 0.000774511408999066, + "timestep_mean": 587.6875, + "epsilon_norm": 7.938050746917725, + "prediction_norm": 7.0538811683654785, + "timestamp": "2025-07-14T12:33:55.818714" + }, + { + "epoch": 630, + "batch_idx": 128, + "loss": 0.3163830637931824, + "learning_rate": 0.000774511408999066, + "timestep_mean": 551.25, + "epsilon_norm": 7.869532108306885, + "prediction_norm": 6.436375617980957, + "timestamp": "2025-07-14T12:33:55.823827" + }, + { + "epoch": 630, + "batch_idx": 160, + "loss": 0.14964361488819122, + "learning_rate": 0.000774511408999066, + "timestep_mean": 558.34375, + "epsilon_norm": 7.165193557739258, + "prediction_norm": 6.7930989265441895, + "timestamp": "2025-07-14T12:33:55.829113" + }, + { + "epoch": 630, + "batch_idx": 192, + "loss": 0.4892449975013733, + "learning_rate": 0.000774511408999066, + "timestep_mean": 277.875, + "epsilon_norm": 4.227692127227783, + "prediction_norm": 2.1708016395568848, + "timestamp": "2025-07-14T12:33:55.834265" + }, + { + "epoch": 631, + "batch_idx": 0, + "loss": 0.2214801013469696, + "learning_rate": 0.0007738546290376373, + "timestep_mean": 524.5625, + "epsilon_norm": 7.138473033905029, + "prediction_norm": 6.48324728012085, + "timestamp": "2025-07-14T12:33:55.839374" + }, + { + "epoch": 631, + "batch_idx": 32, + "loss": 0.2594212293624878, + "learning_rate": 0.0007738546290376373, + "timestep_mean": 520.5625, + "epsilon_norm": 7.879105091094971, + "prediction_norm": 7.127758979797363, + "timestamp": "2025-07-14T12:33:55.844575" + }, + { + "epoch": 631, + "batch_idx": 64, + "loss": 0.3110690414905548, + "learning_rate": 0.0007738546290376373, + "timestep_mean": 537.6875, + "epsilon_norm": 7.971896171569824, + "prediction_norm": 6.120950222015381, + "timestamp": "2025-07-14T12:33:55.849729" + }, + { + "epoch": 631, + "batch_idx": 96, + "loss": 0.334253191947937, + "learning_rate": 0.0007738546290376373, + "timestep_mean": 535.0625, + "epsilon_norm": 8.143119812011719, + "prediction_norm": 7.080721378326416, + "timestamp": "2025-07-14T12:33:55.854905" + }, + { + "epoch": 631, + "batch_idx": 128, + "loss": 0.3743303418159485, + "learning_rate": 0.0007738546290376373, + "timestep_mean": 420.25, + "epsilon_norm": 7.161596775054932, + "prediction_norm": 6.145355224609375, + "timestamp": "2025-07-14T12:33:55.860148" + }, + { + "epoch": 631, + "batch_idx": 160, + "loss": 0.2558766007423401, + "learning_rate": 0.0007738546290376373, + "timestep_mean": 469.90625, + "epsilon_norm": 6.068190097808838, + "prediction_norm": 5.589697360992432, + "timestamp": "2025-07-14T12:33:55.865431" + }, + { + "epoch": 631, + "batch_idx": 192, + "loss": 0.1529540717601776, + "learning_rate": 0.0007738546290376373, + "timestep_mean": 438.75, + "epsilon_norm": 3.7260758876800537, + "prediction_norm": 3.7978482246398926, + "timestamp": "2025-07-14T12:33:55.870499" + }, + { + "epoch": 632, + "batch_idx": 0, + "loss": 0.3684534430503845, + "learning_rate": 0.0007731971733671347, + "timestep_mean": 560.75, + "epsilon_norm": 8.025836944580078, + "prediction_norm": 6.691573619842529, + "timestamp": "2025-07-14T12:33:55.875817" + }, + { + "epoch": 632, + "batch_idx": 32, + "loss": 0.19288530945777893, + "learning_rate": 0.0007731971733671347, + "timestep_mean": 411.84375, + "epsilon_norm": 7.502342700958252, + "prediction_norm": 6.350095748901367, + "timestamp": "2025-07-14T12:33:55.880843" + }, + { + "epoch": 632, + "batch_idx": 64, + "loss": 0.27384424209594727, + "learning_rate": 0.0007731971733671347, + "timestep_mean": 489.09375, + "epsilon_norm": 7.195037364959717, + "prediction_norm": 6.1361918449401855, + "timestamp": "2025-07-14T12:33:55.885728" + }, + { + "epoch": 632, + "batch_idx": 96, + "loss": 0.33129245042800903, + "learning_rate": 0.0007731971733671347, + "timestep_mean": 518.9375, + "epsilon_norm": 7.721014499664307, + "prediction_norm": 6.142897129058838, + "timestamp": "2025-07-14T12:33:55.890671" + }, + { + "epoch": 632, + "batch_idx": 128, + "loss": 0.40658989548683167, + "learning_rate": 0.0007731971733671347, + "timestep_mean": 507.28125, + "epsilon_norm": 9.116591453552246, + "prediction_norm": 8.024158477783203, + "timestamp": "2025-07-14T12:33:55.895549" + }, + { + "epoch": 632, + "batch_idx": 160, + "loss": 0.36291801929473877, + "learning_rate": 0.0007731971733671347, + "timestep_mean": 481.9375, + "epsilon_norm": 6.467769145965576, + "prediction_norm": 4.777113437652588, + "timestamp": "2025-07-14T12:33:55.900507" + }, + { + "epoch": 632, + "batch_idx": 192, + "loss": 0.05695924162864685, + "learning_rate": 0.0007731971733671347, + "timestep_mean": 419.75, + "epsilon_norm": 3.5478055477142334, + "prediction_norm": 3.639404058456421, + "timestamp": "2025-07-14T12:33:55.905618" + }, + { + "epoch": 633, + "batch_idx": 0, + "loss": 0.22709237039089203, + "learning_rate": 0.0007725390436097644, + "timestep_mean": 491.34375, + "epsilon_norm": 7.7121806144714355, + "prediction_norm": 6.231161117553711, + "timestamp": "2025-07-14T12:33:55.910713" + }, + { + "epoch": 633, + "batch_idx": 32, + "loss": 0.20814761519432068, + "learning_rate": 0.0007725390436097644, + "timestep_mean": 470.59375, + "epsilon_norm": 8.420174598693848, + "prediction_norm": 7.6320271492004395, + "timestamp": "2025-07-14T12:33:55.915873" + }, + { + "epoch": 633, + "batch_idx": 64, + "loss": 0.37603944540023804, + "learning_rate": 0.0007725390436097644, + "timestep_mean": 438.09375, + "epsilon_norm": 8.581755638122559, + "prediction_norm": 6.188243389129639, + "timestamp": "2025-07-14T12:33:55.920992" + }, + { + "epoch": 633, + "batch_idx": 96, + "loss": 0.5042405724525452, + "learning_rate": 0.0007725390436097644, + "timestep_mean": 398.875, + "epsilon_norm": 7.669864654541016, + "prediction_norm": 5.36316442489624, + "timestamp": "2025-07-14T12:33:55.926055" + }, + { + "epoch": 633, + "batch_idx": 128, + "loss": 0.18308213353157043, + "learning_rate": 0.0007725390436097644, + "timestep_mean": 412.03125, + "epsilon_norm": 6.585567951202393, + "prediction_norm": 4.841373920440674, + "timestamp": "2025-07-14T12:33:55.931288" + }, + { + "epoch": 633, + "batch_idx": 160, + "loss": 0.2541467547416687, + "learning_rate": 0.0007725390436097644, + "timestep_mean": 545.15625, + "epsilon_norm": 8.344436645507812, + "prediction_norm": 7.1857757568359375, + "timestamp": "2025-07-14T12:33:55.936350" + }, + { + "epoch": 633, + "batch_idx": 192, + "loss": 0.24982309341430664, + "learning_rate": 0.0007725390436097644, + "timestep_mean": 434.0, + "epsilon_norm": 4.403172969818115, + "prediction_norm": 3.553065299987793, + "timestamp": "2025-07-14T12:33:55.941400" + }, + { + "epoch": 634, + "batch_idx": 0, + "loss": 0.4492323398590088, + "learning_rate": 0.0007718802413893964, + "timestep_mean": 396.25, + "epsilon_norm": 7.432992458343506, + "prediction_norm": 4.877532482147217, + "timestamp": "2025-07-14T12:33:55.946580" + }, + { + "epoch": 634, + "batch_idx": 32, + "loss": 0.21863451600074768, + "learning_rate": 0.0007718802413893964, + "timestep_mean": 499.6875, + "epsilon_norm": 7.892181873321533, + "prediction_norm": 6.849778175354004, + "timestamp": "2025-07-14T12:33:55.951716" + }, + { + "epoch": 634, + "batch_idx": 64, + "loss": 0.2948455214500427, + "learning_rate": 0.0007718802413893964, + "timestep_mean": 499.5625, + "epsilon_norm": 7.881026268005371, + "prediction_norm": 6.815621376037598, + "timestamp": "2025-07-14T12:33:55.956890" + }, + { + "epoch": 634, + "batch_idx": 96, + "loss": 0.26977333426475525, + "learning_rate": 0.0007718802413893964, + "timestep_mean": 477.125, + "epsilon_norm": 7.4747796058654785, + "prediction_norm": 6.921372413635254, + "timestamp": "2025-07-14T12:33:55.962111" + }, + { + "epoch": 634, + "batch_idx": 128, + "loss": 0.19979852437973022, + "learning_rate": 0.0007718802413893964, + "timestep_mean": 554.71875, + "epsilon_norm": 7.683176040649414, + "prediction_norm": 7.157772541046143, + "timestamp": "2025-07-14T12:33:55.967302" + }, + { + "epoch": 634, + "batch_idx": 160, + "loss": 0.30552029609680176, + "learning_rate": 0.0007718802413893964, + "timestep_mean": 479.34375, + "epsilon_norm": 8.480378150939941, + "prediction_norm": 7.2048444747924805, + "timestamp": "2025-07-14T12:33:55.972329" + }, + { + "epoch": 634, + "batch_idx": 192, + "loss": 0.3143565356731415, + "learning_rate": 0.0007718802413893964, + "timestep_mean": 493.25, + "epsilon_norm": 2.564652681350708, + "prediction_norm": 2.1166598796844482, + "timestamp": "2025-07-14T12:33:55.977549" + }, + { + "epoch": 635, + "batch_idx": 0, + "loss": 0.32509928941726685, + "learning_rate": 0.0007712207683315596, + "timestep_mean": 571.3125, + "epsilon_norm": 9.601000785827637, + "prediction_norm": 7.844747066497803, + "timestamp": "2025-07-14T12:33:55.982749" + }, + { + "epoch": 635, + "batch_idx": 32, + "loss": 0.4780339002609253, + "learning_rate": 0.0007712207683315596, + "timestep_mean": 465.78125, + "epsilon_norm": 8.309236526489258, + "prediction_norm": 6.226583957672119, + "timestamp": "2025-07-14T12:33:55.987942" + }, + { + "epoch": 635, + "batch_idx": 64, + "loss": 0.2330116331577301, + "learning_rate": 0.0007712207683315596, + "timestep_mean": 464.875, + "epsilon_norm": 7.766391754150391, + "prediction_norm": 6.654778003692627, + "timestamp": "2025-07-14T12:33:55.993153" + }, + { + "epoch": 635, + "batch_idx": 96, + "loss": 0.2072772979736328, + "learning_rate": 0.0007712207683315596, + "timestep_mean": 415.46875, + "epsilon_norm": 8.725129127502441, + "prediction_norm": 7.712265968322754, + "timestamp": "2025-07-14T12:33:55.998387" + }, + { + "epoch": 635, + "batch_idx": 128, + "loss": 0.2023601084947586, + "learning_rate": 0.0007712207683315596, + "timestep_mean": 535.53125, + "epsilon_norm": 7.335774898529053, + "prediction_norm": 6.462559700012207, + "timestamp": "2025-07-14T12:33:56.003525" + }, + { + "epoch": 635, + "batch_idx": 160, + "loss": 0.36802899837493896, + "learning_rate": 0.0007712207683315596, + "timestep_mean": 528.8125, + "epsilon_norm": 8.0632963180542, + "prediction_norm": 6.692541122436523, + "timestamp": "2025-07-14T12:33:56.008708" + }, + { + "epoch": 635, + "batch_idx": 192, + "loss": 0.3023284673690796, + "learning_rate": 0.0007712207683315596, + "timestep_mean": 690.5, + "epsilon_norm": 4.6034040451049805, + "prediction_norm": 4.165930271148682, + "timestamp": "2025-07-14T12:33:56.013848" + }, + { + "epoch": 636, + "batch_idx": 0, + "loss": 0.20130395889282227, + "learning_rate": 0.0007705606260634381, + "timestep_mean": 519.59375, + "epsilon_norm": 8.968851089477539, + "prediction_norm": 7.667372703552246, + "timestamp": "2025-07-14T12:33:56.018884" + }, + { + "epoch": 636, + "batch_idx": 32, + "loss": 0.2895268201828003, + "learning_rate": 0.0007705606260634381, + "timestep_mean": 377.21875, + "epsilon_norm": 6.853681564331055, + "prediction_norm": 5.9086012840271, + "timestamp": "2025-07-14T12:33:56.024080" + }, + { + "epoch": 636, + "batch_idx": 64, + "loss": 0.31323492527008057, + "learning_rate": 0.0007705606260634381, + "timestep_mean": 498.5, + "epsilon_norm": 7.361472129821777, + "prediction_norm": 5.644984722137451, + "timestamp": "2025-07-14T12:33:56.029266" + }, + { + "epoch": 636, + "batch_idx": 96, + "loss": 0.37109899520874023, + "learning_rate": 0.0007705606260634381, + "timestep_mean": 509.09375, + "epsilon_norm": 8.640768051147461, + "prediction_norm": 7.225833892822266, + "timestamp": "2025-07-14T12:33:56.034263" + }, + { + "epoch": 636, + "batch_idx": 128, + "loss": 0.10548004508018494, + "learning_rate": 0.0007705606260634381, + "timestep_mean": 631.4375, + "epsilon_norm": 8.670578956604004, + "prediction_norm": 8.16926097869873, + "timestamp": "2025-07-14T12:33:56.039317" + }, + { + "epoch": 636, + "batch_idx": 160, + "loss": 0.196374773979187, + "learning_rate": 0.0007705606260634381, + "timestep_mean": 574.40625, + "epsilon_norm": 8.065383911132812, + "prediction_norm": 6.557712554931641, + "timestamp": "2025-07-14T12:33:56.044537" + }, + { + "epoch": 636, + "batch_idx": 192, + "loss": 0.35954082012176514, + "learning_rate": 0.0007705606260634381, + "timestep_mean": 595.375, + "epsilon_norm": 4.772645473480225, + "prediction_norm": 3.816375732421875, + "timestamp": "2025-07-14T12:33:56.049610" + }, + { + "epoch": 637, + "batch_idx": 0, + "loss": 0.3649696111679077, + "learning_rate": 0.0007698998162138674, + "timestep_mean": 487.75, + "epsilon_norm": 8.403812408447266, + "prediction_norm": 6.2370381355285645, + "timestamp": "2025-07-14T12:33:56.055032" + }, + { + "epoch": 637, + "batch_idx": 32, + "loss": 0.13109545409679413, + "learning_rate": 0.0007698998162138674, + "timestep_mean": 480.5625, + "epsilon_norm": 6.889039039611816, + "prediction_norm": 6.191630840301514, + "timestamp": "2025-07-14T12:33:56.060270" + }, + { + "epoch": 637, + "batch_idx": 64, + "loss": 0.3444804549217224, + "learning_rate": 0.0007698998162138674, + "timestep_mean": 543.6875, + "epsilon_norm": 9.518841743469238, + "prediction_norm": 7.832849502563477, + "timestamp": "2025-07-14T12:33:56.065340" + }, + { + "epoch": 637, + "batch_idx": 96, + "loss": 0.4240258038043976, + "learning_rate": 0.0007698998162138674, + "timestep_mean": 510.9375, + "epsilon_norm": 8.259622573852539, + "prediction_norm": 6.676515102386475, + "timestamp": "2025-07-14T12:33:56.070464" + }, + { + "epoch": 637, + "batch_idx": 128, + "loss": 0.33183664083480835, + "learning_rate": 0.0007698998162138674, + "timestep_mean": 479.46875, + "epsilon_norm": 7.287464618682861, + "prediction_norm": 5.483103275299072, + "timestamp": "2025-07-14T12:33:56.075646" + }, + { + "epoch": 637, + "batch_idx": 160, + "loss": 0.24357964098453522, + "learning_rate": 0.0007698998162138674, + "timestep_mean": 480.21875, + "epsilon_norm": 7.914938926696777, + "prediction_norm": 6.684289932250977, + "timestamp": "2025-07-14T12:33:56.080819" + }, + { + "epoch": 637, + "batch_idx": 192, + "loss": 0.1635507494211197, + "learning_rate": 0.0007698998162138674, + "timestep_mean": 443.5, + "epsilon_norm": 3.587632179260254, + "prediction_norm": 3.3006889820098877, + "timestamp": "2025-07-14T12:33:56.085959" + }, + { + "epoch": 638, + "batch_idx": 0, + "loss": 0.2920815050601959, + "learning_rate": 0.0007692383404133302, + "timestep_mean": 482.15625, + "epsilon_norm": 7.85476016998291, + "prediction_norm": 7.298560619354248, + "timestamp": "2025-07-14T12:33:56.091103" + }, + { + "epoch": 638, + "batch_idx": 32, + "loss": 0.4531466066837311, + "learning_rate": 0.0007692383404133302, + "timestep_mean": 480.0625, + "epsilon_norm": 8.820042610168457, + "prediction_norm": 7.195842742919922, + "timestamp": "2025-07-14T12:33:56.096548" + }, + { + "epoch": 638, + "batch_idx": 64, + "loss": 0.2204444706439972, + "learning_rate": 0.0007692383404133302, + "timestep_mean": 479.28125, + "epsilon_norm": 7.884718894958496, + "prediction_norm": 7.380302906036377, + "timestamp": "2025-07-14T12:33:56.101793" + }, + { + "epoch": 638, + "batch_idx": 96, + "loss": 0.21665158867835999, + "learning_rate": 0.0007692383404133302, + "timestep_mean": 562.5, + "epsilon_norm": 8.147886276245117, + "prediction_norm": 7.281417369842529, + "timestamp": "2025-07-14T12:33:56.106932" + }, + { + "epoch": 638, + "batch_idx": 128, + "loss": 0.2090102732181549, + "learning_rate": 0.0007692383404133302, + "timestep_mean": 539.65625, + "epsilon_norm": 7.814888954162598, + "prediction_norm": 6.912275314331055, + "timestamp": "2025-07-14T12:33:56.118612" + }, + { + "epoch": 638, + "batch_idx": 160, + "loss": 0.21569760143756866, + "learning_rate": 0.0007692383404133302, + "timestep_mean": 561.75, + "epsilon_norm": 8.628491401672363, + "prediction_norm": 7.59541654586792, + "timestamp": "2025-07-14T12:33:56.123820" + }, + { + "epoch": 638, + "batch_idx": 192, + "loss": 0.14165376126766205, + "learning_rate": 0.0007692383404133302, + "timestep_mean": 285.75, + "epsilon_norm": 2.580859422683716, + "prediction_norm": 2.3983566761016846, + "timestamp": "2025-07-14T12:33:56.128800" + }, + { + "epoch": 639, + "batch_idx": 0, + "loss": 0.20013344287872314, + "learning_rate": 0.0007685762002939524, + "timestep_mean": 652.1875, + "epsilon_norm": 8.358504295349121, + "prediction_norm": 8.271716117858887, + "timestamp": "2025-07-14T12:33:56.133740" + }, + { + "epoch": 639, + "batch_idx": 32, + "loss": 0.3082271218299866, + "learning_rate": 0.0007685762002939524, + "timestep_mean": 490.28125, + "epsilon_norm": 7.324692249298096, + "prediction_norm": 5.8474345207214355, + "timestamp": "2025-07-14T12:33:56.138667" + }, + { + "epoch": 639, + "batch_idx": 64, + "loss": 0.36000725626945496, + "learning_rate": 0.0007685762002939524, + "timestep_mean": 391.90625, + "epsilon_norm": 6.976168632507324, + "prediction_norm": 5.640900611877441, + "timestamp": "2025-07-14T12:33:56.143632" + }, + { + "epoch": 639, + "batch_idx": 96, + "loss": 0.21665289998054504, + "learning_rate": 0.0007685762002939524, + "timestep_mean": 567.40625, + "epsilon_norm": 7.600551128387451, + "prediction_norm": 6.9932122230529785, + "timestamp": "2025-07-14T12:33:56.148626" + }, + { + "epoch": 639, + "batch_idx": 128, + "loss": 0.4390428960323334, + "learning_rate": 0.0007685762002939524, + "timestep_mean": 426.6875, + "epsilon_norm": 7.934222221374512, + "prediction_norm": 6.705890655517578, + "timestamp": "2025-07-14T12:33:56.153601" + }, + { + "epoch": 639, + "batch_idx": 160, + "loss": 0.21671468019485474, + "learning_rate": 0.0007685762002939524, + "timestep_mean": 521.8125, + "epsilon_norm": 7.907815456390381, + "prediction_norm": 6.502933025360107, + "timestamp": "2025-07-14T12:33:56.158735" + }, + { + "epoch": 639, + "batch_idx": 192, + "loss": 0.3778313100337982, + "learning_rate": 0.0007685762002939524, + "timestep_mean": 453.5, + "epsilon_norm": 4.0151543617248535, + "prediction_norm": 3.360464096069336, + "timestamp": "2025-07-14T12:33:56.163736" + }, + { + "epoch": 640, + "batch_idx": 0, + "loss": 0.25063300132751465, + "learning_rate": 0.0007679133974894984, + "timestep_mean": 546.9375, + "epsilon_norm": 6.628600597381592, + "prediction_norm": 5.4378814697265625, + "timestamp": "2025-07-14T12:33:56.168785" + }, + { + "epoch": 640, + "batch_idx": 32, + "loss": 0.30468568205833435, + "learning_rate": 0.0007679133974894984, + "timestep_mean": 532.84375, + "epsilon_norm": 7.858932971954346, + "prediction_norm": 6.512387275695801, + "timestamp": "2025-07-14T12:33:56.173742" + }, + { + "epoch": 640, + "batch_idx": 64, + "loss": 0.28930842876434326, + "learning_rate": 0.0007679133974894984, + "timestep_mean": 536.5625, + "epsilon_norm": 8.097529411315918, + "prediction_norm": 6.840206146240234, + "timestamp": "2025-07-14T12:33:56.178757" + }, + { + "epoch": 640, + "batch_idx": 96, + "loss": 0.38951635360717773, + "learning_rate": 0.0007679133974894984, + "timestep_mean": 428.46875, + "epsilon_norm": 8.367815971374512, + "prediction_norm": 6.527542591094971, + "timestamp": "2025-07-14T12:33:56.183823" + }, + { + "epoch": 640, + "batch_idx": 128, + "loss": 0.24101176857948303, + "learning_rate": 0.0007679133974894984, + "timestep_mean": 523.125, + "epsilon_norm": 8.456491470336914, + "prediction_norm": 7.417337417602539, + "timestamp": "2025-07-14T12:33:56.188789" + }, + { + "epoch": 640, + "batch_idx": 160, + "loss": 0.35275065898895264, + "learning_rate": 0.0007679133974894984, + "timestep_mean": 449.03125, + "epsilon_norm": 8.031689643859863, + "prediction_norm": 7.037400245666504, + "timestamp": "2025-07-14T12:33:56.193837" + }, + { + "epoch": 640, + "batch_idx": 192, + "loss": 0.3567683696746826, + "learning_rate": 0.0007679133974894984, + "timestep_mean": 409.375, + "epsilon_norm": 3.5120019912719727, + "prediction_norm": 2.632014513015747, + "timestamp": "2025-07-14T12:33:56.198805" + }, + { + "epoch": 641, + "batch_idx": 0, + "loss": 0.3144807815551758, + "learning_rate": 0.0007672499336353688, + "timestep_mean": 455.0625, + "epsilon_norm": 7.801919937133789, + "prediction_norm": 6.447849273681641, + "timestamp": "2025-07-14T12:33:56.203856" + }, + { + "epoch": 641, + "batch_idx": 32, + "loss": 0.15886960923671722, + "learning_rate": 0.0007672499336353688, + "timestep_mean": 541.78125, + "epsilon_norm": 6.060384273529053, + "prediction_norm": 5.820659637451172, + "timestamp": "2025-07-14T12:33:56.208878" + }, + { + "epoch": 641, + "batch_idx": 64, + "loss": 0.5274243354797363, + "learning_rate": 0.0007672499336353688, + "timestep_mean": 510.90625, + "epsilon_norm": 8.780083656311035, + "prediction_norm": 7.067659378051758, + "timestamp": "2025-07-14T12:33:56.213826" + }, + { + "epoch": 641, + "batch_idx": 96, + "loss": 0.27845343947410583, + "learning_rate": 0.0007672499336353688, + "timestep_mean": 513.875, + "epsilon_norm": 7.635231018066406, + "prediction_norm": 6.171726226806641, + "timestamp": "2025-07-14T12:33:56.219005" + }, + { + "epoch": 641, + "batch_idx": 128, + "loss": 0.2850129008293152, + "learning_rate": 0.0007672499336353688, + "timestep_mean": 516.65625, + "epsilon_norm": 9.520528793334961, + "prediction_norm": 8.906042098999023, + "timestamp": "2025-07-14T12:33:56.224044" + }, + { + "epoch": 641, + "batch_idx": 160, + "loss": 0.20017290115356445, + "learning_rate": 0.0007672499336353688, + "timestep_mean": 565.15625, + "epsilon_norm": 8.51699161529541, + "prediction_norm": 7.091610908508301, + "timestamp": "2025-07-14T12:33:56.229046" + }, + { + "epoch": 641, + "batch_idx": 192, + "loss": 0.4462488889694214, + "learning_rate": 0.0007672499336353688, + "timestep_mean": 399.875, + "epsilon_norm": 3.713923215866089, + "prediction_norm": 2.374471426010132, + "timestamp": "2025-07-14T12:33:56.234238" + }, + { + "epoch": 642, + "batch_idx": 0, + "loss": 0.3132615387439728, + "learning_rate": 0.0007665858103685945, + "timestep_mean": 533.125, + "epsilon_norm": 7.998593807220459, + "prediction_norm": 6.453216075897217, + "timestamp": "2025-07-14T12:33:56.239230" + }, + { + "epoch": 642, + "batch_idx": 32, + "loss": 0.35808077454566956, + "learning_rate": 0.0007665858103685945, + "timestep_mean": 491.8125, + "epsilon_norm": 7.003857612609863, + "prediction_norm": 5.123208045959473, + "timestamp": "2025-07-14T12:33:56.244311" + }, + { + "epoch": 642, + "batch_idx": 64, + "loss": 0.2409297525882721, + "learning_rate": 0.0007665858103685945, + "timestep_mean": 524.5, + "epsilon_norm": 7.514325141906738, + "prediction_norm": 6.2905592918396, + "timestamp": "2025-07-14T12:33:56.249377" + }, + { + "epoch": 642, + "batch_idx": 96, + "loss": 0.5140782594680786, + "learning_rate": 0.0007665858103685945, + "timestep_mean": 462.21875, + "epsilon_norm": 9.360386848449707, + "prediction_norm": 6.348939418792725, + "timestamp": "2025-07-14T12:33:56.254540" + }, + { + "epoch": 642, + "batch_idx": 128, + "loss": 0.5601446628570557, + "learning_rate": 0.0007665858103685945, + "timestep_mean": 496.0, + "epsilon_norm": 9.26929759979248, + "prediction_norm": 7.267959117889404, + "timestamp": "2025-07-14T12:33:56.259596" + }, + { + "epoch": 642, + "batch_idx": 160, + "loss": 0.3122951090335846, + "learning_rate": 0.0007665858103685945, + "timestep_mean": 508.3125, + "epsilon_norm": 8.92949390411377, + "prediction_norm": 7.285760402679443, + "timestamp": "2025-07-14T12:33:56.264555" + }, + { + "epoch": 642, + "batch_idx": 192, + "loss": 0.1012183278799057, + "learning_rate": 0.0007665858103685945, + "timestep_mean": 610.75, + "epsilon_norm": 4.048186779022217, + "prediction_norm": 3.680544853210449, + "timestamp": "2025-07-14T12:33:56.269658" + }, + { + "epoch": 643, + "batch_idx": 0, + "loss": 0.2368488907814026, + "learning_rate": 0.0007659210293278335, + "timestep_mean": 543.53125, + "epsilon_norm": 8.49898624420166, + "prediction_norm": 7.145923614501953, + "timestamp": "2025-07-14T12:33:56.274874" + }, + { + "epoch": 643, + "batch_idx": 32, + "loss": 0.25431889295578003, + "learning_rate": 0.0007659210293278335, + "timestep_mean": 555.0, + "epsilon_norm": 9.495402336120605, + "prediction_norm": 7.742218494415283, + "timestamp": "2025-07-14T12:33:56.279952" + }, + { + "epoch": 643, + "batch_idx": 64, + "loss": 0.1632404625415802, + "learning_rate": 0.0007659210293278335, + "timestep_mean": 520.96875, + "epsilon_norm": 7.748581886291504, + "prediction_norm": 7.025643825531006, + "timestamp": "2025-07-14T12:33:56.285092" + }, + { + "epoch": 643, + "batch_idx": 96, + "loss": 0.2285872995853424, + "learning_rate": 0.0007659210293278335, + "timestep_mean": 486.46875, + "epsilon_norm": 7.993507385253906, + "prediction_norm": 6.819548606872559, + "timestamp": "2025-07-14T12:33:56.290202" + }, + { + "epoch": 643, + "batch_idx": 128, + "loss": 0.20852801203727722, + "learning_rate": 0.0007659210293278335, + "timestep_mean": 533.53125, + "epsilon_norm": 8.350833892822266, + "prediction_norm": 7.833771705627441, + "timestamp": "2025-07-14T12:33:56.295394" + }, + { + "epoch": 643, + "batch_idx": 160, + "loss": 0.2965606451034546, + "learning_rate": 0.0007659210293278335, + "timestep_mean": 566.59375, + "epsilon_norm": 7.800375461578369, + "prediction_norm": 7.163290500640869, + "timestamp": "2025-07-14T12:33:56.300665" + }, + { + "epoch": 643, + "batch_idx": 192, + "loss": 0.18284641206264496, + "learning_rate": 0.0007659210293278335, + "timestep_mean": 557.0, + "epsilon_norm": 3.7976150512695312, + "prediction_norm": 3.6077468395233154, + "timestamp": "2025-07-14T12:33:56.305819" + }, + { + "epoch": 644, + "batch_idx": 0, + "loss": 0.21553748846054077, + "learning_rate": 0.0007652555921533672, + "timestep_mean": 455.46875, + "epsilon_norm": 8.030715942382812, + "prediction_norm": 6.89270544052124, + "timestamp": "2025-07-14T12:33:56.310993" + }, + { + "epoch": 644, + "batch_idx": 32, + "loss": 0.5132657289505005, + "learning_rate": 0.0007652555921533672, + "timestep_mean": 472.375, + "epsilon_norm": 8.02306079864502, + "prediction_norm": 6.56771183013916, + "timestamp": "2025-07-14T12:33:56.316171" + }, + { + "epoch": 644, + "batch_idx": 64, + "loss": 0.3165983557701111, + "learning_rate": 0.0007652555921533672, + "timestep_mean": 536.59375, + "epsilon_norm": 8.719611167907715, + "prediction_norm": 7.306617736816406, + "timestamp": "2025-07-14T12:33:56.321404" + }, + { + "epoch": 644, + "batch_idx": 96, + "loss": 0.1911967396736145, + "learning_rate": 0.0007652555921533672, + "timestep_mean": 534.125, + "epsilon_norm": 7.83561897277832, + "prediction_norm": 6.803727626800537, + "timestamp": "2025-07-14T12:33:56.326574" + }, + { + "epoch": 644, + "batch_idx": 128, + "loss": 0.3173612654209137, + "learning_rate": 0.0007652555921533672, + "timestep_mean": 426.625, + "epsilon_norm": 8.088347434997559, + "prediction_norm": 6.436386585235596, + "timestamp": "2025-07-14T12:33:56.331613" + }, + { + "epoch": 644, + "batch_idx": 160, + "loss": 0.3935908079147339, + "learning_rate": 0.0007652555921533672, + "timestep_mean": 514.71875, + "epsilon_norm": 8.139508247375488, + "prediction_norm": 6.077547073364258, + "timestamp": "2025-07-14T12:33:56.336770" + }, + { + "epoch": 644, + "batch_idx": 192, + "loss": 0.3997633755207062, + "learning_rate": 0.0007652555921533672, + "timestep_mean": 475.5, + "epsilon_norm": 3.8444864749908447, + "prediction_norm": 2.893115997314453, + "timestamp": "2025-07-14T12:33:56.342068" + }, + { + "epoch": 645, + "batch_idx": 0, + "loss": 0.3905363976955414, + "learning_rate": 0.0007645895004870954, + "timestep_mean": 411.125, + "epsilon_norm": 8.436396598815918, + "prediction_norm": 6.66930627822876, + "timestamp": "2025-07-14T12:33:56.347217" + }, + { + "epoch": 645, + "batch_idx": 32, + "loss": 0.24450090527534485, + "learning_rate": 0.0007645895004870954, + "timestep_mean": 482.625, + "epsilon_norm": 6.744765758514404, + "prediction_norm": 6.065915107727051, + "timestamp": "2025-07-14T12:33:56.352411" + }, + { + "epoch": 645, + "batch_idx": 64, + "loss": 0.21027871966362, + "learning_rate": 0.0007645895004870954, + "timestep_mean": 564.53125, + "epsilon_norm": 7.790566444396973, + "prediction_norm": 7.300525188446045, + "timestamp": "2025-07-14T12:33:56.357597" + }, + { + "epoch": 645, + "batch_idx": 96, + "loss": 0.34327274560928345, + "learning_rate": 0.0007645895004870954, + "timestep_mean": 490.0, + "epsilon_norm": 8.534135818481445, + "prediction_norm": 7.284397602081299, + "timestamp": "2025-07-14T12:33:56.362957" + }, + { + "epoch": 645, + "batch_idx": 128, + "loss": 0.20500272512435913, + "learning_rate": 0.0007645895004870954, + "timestep_mean": 503.75, + "epsilon_norm": 8.009263038635254, + "prediction_norm": 7.656444549560547, + "timestamp": "2025-07-14T12:33:56.368075" + }, + { + "epoch": 645, + "batch_idx": 160, + "loss": 0.22429968416690826, + "learning_rate": 0.0007645895004870954, + "timestep_mean": 603.59375, + "epsilon_norm": 8.353876113891602, + "prediction_norm": 7.073904514312744, + "timestamp": "2025-07-14T12:33:56.373260" + }, + { + "epoch": 645, + "batch_idx": 192, + "loss": 0.44868117570877075, + "learning_rate": 0.0007645895004870954, + "timestep_mean": 419.625, + "epsilon_norm": 4.708799839019775, + "prediction_norm": 3.9499125480651855, + "timestamp": "2025-07-14T12:33:56.378387" + }, + { + "epoch": 646, + "batch_idx": 0, + "loss": 0.2848058342933655, + "learning_rate": 0.0007639227559725334, + "timestep_mean": 556.40625, + "epsilon_norm": 8.033105850219727, + "prediction_norm": 7.172730445861816, + "timestamp": "2025-07-14T12:33:56.383628" + }, + { + "epoch": 646, + "batch_idx": 32, + "loss": 0.3173692226409912, + "learning_rate": 0.0007639227559725334, + "timestep_mean": 491.46875, + "epsilon_norm": 7.315510272979736, + "prediction_norm": 6.231038570404053, + "timestamp": "2025-07-14T12:33:56.388637" + }, + { + "epoch": 646, + "batch_idx": 64, + "loss": 0.4452386498451233, + "learning_rate": 0.0007639227559725334, + "timestep_mean": 475.21875, + "epsilon_norm": 8.757743835449219, + "prediction_norm": 7.533439636230469, + "timestamp": "2025-07-14T12:33:56.393530" + }, + { + "epoch": 646, + "batch_idx": 96, + "loss": 0.23899421095848083, + "learning_rate": 0.0007639227559725334, + "timestep_mean": 533.78125, + "epsilon_norm": 6.951777458190918, + "prediction_norm": 5.545475006103516, + "timestamp": "2025-07-14T12:33:56.398366" + }, + { + "epoch": 646, + "batch_idx": 128, + "loss": 0.15030565857887268, + "learning_rate": 0.0007639227559725334, + "timestep_mean": 520.84375, + "epsilon_norm": 8.767779350280762, + "prediction_norm": 7.976378917694092, + "timestamp": "2025-07-14T12:33:56.403282" + }, + { + "epoch": 646, + "batch_idx": 160, + "loss": 0.34310632944107056, + "learning_rate": 0.0007639227559725334, + "timestep_mean": 490.875, + "epsilon_norm": 7.146115303039551, + "prediction_norm": 6.099623680114746, + "timestamp": "2025-07-14T12:33:56.408261" + }, + { + "epoch": 646, + "batch_idx": 192, + "loss": 0.35805532336235046, + "learning_rate": 0.0007639227559725334, + "timestep_mean": 432.375, + "epsilon_norm": 3.9435977935791016, + "prediction_norm": 4.271261692047119, + "timestamp": "2025-07-14T12:33:56.413159" + }, + { + "epoch": 647, + "batch_idx": 0, + "loss": 0.30714210867881775, + "learning_rate": 0.0007632553602548066, + "timestep_mean": 484.4375, + "epsilon_norm": 7.863589286804199, + "prediction_norm": 6.74052619934082, + "timestamp": "2025-07-14T12:33:56.418745" + }, + { + "epoch": 647, + "batch_idx": 32, + "loss": 0.2808490991592407, + "learning_rate": 0.0007632553602548066, + "timestep_mean": 552.625, + "epsilon_norm": 7.096898078918457, + "prediction_norm": 6.256129741668701, + "timestamp": "2025-07-14T12:33:56.423830" + }, + { + "epoch": 647, + "batch_idx": 64, + "loss": 0.2545602023601532, + "learning_rate": 0.0007632553602548066, + "timestep_mean": 543.4375, + "epsilon_norm": 7.872561454772949, + "prediction_norm": 6.637471675872803, + "timestamp": "2025-07-14T12:33:56.428841" + }, + { + "epoch": 647, + "batch_idx": 96, + "loss": 0.23457005620002747, + "learning_rate": 0.0007632553602548066, + "timestep_mean": 495.59375, + "epsilon_norm": 7.2841362953186035, + "prediction_norm": 6.400679111480713, + "timestamp": "2025-07-14T12:33:56.434032" + }, + { + "epoch": 647, + "batch_idx": 128, + "loss": 0.3324359059333801, + "learning_rate": 0.0007632553602548066, + "timestep_mean": 461.09375, + "epsilon_norm": 8.191312789916992, + "prediction_norm": 6.460608005523682, + "timestamp": "2025-07-14T12:33:56.438954" + }, + { + "epoch": 647, + "batch_idx": 160, + "loss": 0.4289602041244507, + "learning_rate": 0.0007632553602548066, + "timestep_mean": 422.4375, + "epsilon_norm": 7.9868879318237305, + "prediction_norm": 5.608627796173096, + "timestamp": "2025-07-14T12:33:56.443876" + }, + { + "epoch": 647, + "batch_idx": 192, + "loss": 0.8217569589614868, + "learning_rate": 0.0007632553602548066, + "timestep_mean": 611.125, + "epsilon_norm": 5.218880653381348, + "prediction_norm": 2.7726757526397705, + "timestamp": "2025-07-14T12:33:56.448831" + }, + { + "epoch": 648, + "batch_idx": 0, + "loss": 0.3316243290901184, + "learning_rate": 0.000762587314980648, + "timestep_mean": 410.375, + "epsilon_norm": 7.5736212730407715, + "prediction_norm": 4.992012023925781, + "timestamp": "2025-07-14T12:33:56.453876" + }, + { + "epoch": 648, + "batch_idx": 32, + "loss": 0.24165946245193481, + "learning_rate": 0.000762587314980648, + "timestep_mean": 479.34375, + "epsilon_norm": 7.177943229675293, + "prediction_norm": 5.868902206420898, + "timestamp": "2025-07-14T12:33:56.458982" + }, + { + "epoch": 648, + "batch_idx": 64, + "loss": 0.3246441185474396, + "learning_rate": 0.000762587314980648, + "timestep_mean": 563.53125, + "epsilon_norm": 8.39729118347168, + "prediction_norm": 6.677609920501709, + "timestamp": "2025-07-14T12:33:56.463937" + }, + { + "epoch": 648, + "batch_idx": 96, + "loss": 0.3237403631210327, + "learning_rate": 0.000762587314980648, + "timestep_mean": 486.125, + "epsilon_norm": 8.943215370178223, + "prediction_norm": 7.356393337249756, + "timestamp": "2025-07-14T12:33:56.468832" + }, + { + "epoch": 648, + "batch_idx": 128, + "loss": 0.26791316270828247, + "learning_rate": 0.000762587314980648, + "timestep_mean": 570.5, + "epsilon_norm": 7.795736312866211, + "prediction_norm": 6.700916767120361, + "timestamp": "2025-07-14T12:33:56.473681" + }, + { + "epoch": 648, + "batch_idx": 160, + "loss": 0.3839603364467621, + "learning_rate": 0.000762587314980648, + "timestep_mean": 449.46875, + "epsilon_norm": 8.15011215209961, + "prediction_norm": 6.090091705322266, + "timestamp": "2025-07-14T12:33:56.478552" + }, + { + "epoch": 648, + "batch_idx": 192, + "loss": 0.15881836414337158, + "learning_rate": 0.000762587314980648, + "timestep_mean": 594.75, + "epsilon_norm": 3.2676241397857666, + "prediction_norm": 3.205697536468506, + "timestamp": "2025-07-14T12:33:56.483563" + }, + { + "epoch": 649, + "batch_idx": 0, + "loss": 0.27116158604621887, + "learning_rate": 0.0007619186217983925, + "timestep_mean": 499.375, + "epsilon_norm": 8.015677452087402, + "prediction_norm": 6.368290901184082, + "timestamp": "2025-07-14T12:33:56.488559" + }, + { + "epoch": 649, + "batch_idx": 32, + "loss": 0.3741832375526428, + "learning_rate": 0.0007619186217983925, + "timestep_mean": 500.8125, + "epsilon_norm": 9.203438758850098, + "prediction_norm": 8.159893989562988, + "timestamp": "2025-07-14T12:33:56.493435" + }, + { + "epoch": 649, + "batch_idx": 64, + "loss": 0.21126818656921387, + "learning_rate": 0.0007619186217983925, + "timestep_mean": 481.375, + "epsilon_norm": 8.544310569763184, + "prediction_norm": 8.020750999450684, + "timestamp": "2025-07-14T12:33:56.498394" + }, + { + "epoch": 649, + "batch_idx": 96, + "loss": 0.19456642866134644, + "learning_rate": 0.0007619186217983925, + "timestep_mean": 491.96875, + "epsilon_norm": 7.3994269371032715, + "prediction_norm": 7.079113006591797, + "timestamp": "2025-07-14T12:33:56.503362" + }, + { + "epoch": 649, + "batch_idx": 128, + "loss": 0.3233974575996399, + "learning_rate": 0.0007619186217983925, + "timestep_mean": 464.1875, + "epsilon_norm": 8.148552894592285, + "prediction_norm": 6.081429958343506, + "timestamp": "2025-07-14T12:33:56.508367" + }, + { + "epoch": 649, + "batch_idx": 160, + "loss": 0.27129995822906494, + "learning_rate": 0.0007619186217983925, + "timestep_mean": 511.9375, + "epsilon_norm": 8.765135765075684, + "prediction_norm": 7.2297587394714355, + "timestamp": "2025-07-14T12:33:56.513267" + }, + { + "epoch": 649, + "batch_idx": 192, + "loss": 0.15148110687732697, + "learning_rate": 0.0007619186217983925, + "timestep_mean": 478.625, + "epsilon_norm": 4.064060211181641, + "prediction_norm": 3.702565908432007, + "timestamp": "2025-07-14T12:33:56.518243" + }, + { + "epoch": 650, + "batch_idx": 0, + "loss": 0.23215660452842712, + "learning_rate": 0.0007612492823579744, + "timestep_mean": 602.0625, + "epsilon_norm": 7.869878768920898, + "prediction_norm": 6.920848369598389, + "timestamp": "2025-07-14T12:33:56.523128" + }, + { + "epoch": 650, + "batch_idx": 32, + "loss": 0.24202987551689148, + "learning_rate": 0.0007612492823579744, + "timestep_mean": 506.4375, + "epsilon_norm": 7.994778633117676, + "prediction_norm": 6.800198078155518, + "timestamp": "2025-07-14T12:33:56.528027" + }, + { + "epoch": 650, + "batch_idx": 64, + "loss": 0.3175536096096039, + "learning_rate": 0.0007612492823579744, + "timestep_mean": 470.9375, + "epsilon_norm": 8.853371620178223, + "prediction_norm": 7.4099602699279785, + "timestamp": "2025-07-14T12:33:56.532957" + }, + { + "epoch": 650, + "batch_idx": 96, + "loss": 0.27173447608947754, + "learning_rate": 0.0007612492823579744, + "timestep_mean": 524.21875, + "epsilon_norm": 8.942248344421387, + "prediction_norm": 8.65333080291748, + "timestamp": "2025-07-14T12:33:56.537953" + }, + { + "epoch": 650, + "batch_idx": 128, + "loss": 0.16122321784496307, + "learning_rate": 0.0007612492823579744, + "timestep_mean": 533.65625, + "epsilon_norm": 6.726527690887451, + "prediction_norm": 6.129166603088379, + "timestamp": "2025-07-14T12:33:56.542812" + }, + { + "epoch": 650, + "batch_idx": 160, + "loss": 0.05539480596780777, + "learning_rate": 0.0007612492823579744, + "timestep_mean": 636.25, + "epsilon_norm": 7.89682674407959, + "prediction_norm": 7.999429702758789, + "timestamp": "2025-07-14T12:33:56.547650" + }, + { + "epoch": 650, + "batch_idx": 192, + "loss": 0.4335595369338989, + "learning_rate": 0.0007612492823579744, + "timestep_mean": 302.625, + "epsilon_norm": 3.3920435905456543, + "prediction_norm": 2.701435089111328, + "timestamp": "2025-07-14T12:33:56.552511" + }, + { + "epoch": 651, + "batch_idx": 0, + "loss": 0.3239936828613281, + "learning_rate": 0.0007605792983109223, + "timestep_mean": 568.625, + "epsilon_norm": 7.645554065704346, + "prediction_norm": 6.22144889831543, + "timestamp": "2025-07-14T12:33:56.557385" + }, + { + "epoch": 651, + "batch_idx": 32, + "loss": 0.29975733160972595, + "learning_rate": 0.0007605792983109223, + "timestep_mean": 507.65625, + "epsilon_norm": 8.253280639648438, + "prediction_norm": 7.299086093902588, + "timestamp": "2025-07-14T12:33:56.562277" + }, + { + "epoch": 651, + "batch_idx": 64, + "loss": 0.39881670475006104, + "learning_rate": 0.0007605792983109223, + "timestep_mean": 489.5, + "epsilon_norm": 8.859770774841309, + "prediction_norm": 6.52504825592041, + "timestamp": "2025-07-14T12:33:56.567161" + }, + { + "epoch": 651, + "batch_idx": 96, + "loss": 0.3138972520828247, + "learning_rate": 0.0007605792983109223, + "timestep_mean": 526.59375, + "epsilon_norm": 7.987207889556885, + "prediction_norm": 6.441268444061279, + "timestamp": "2025-07-14T12:33:56.572016" + }, + { + "epoch": 651, + "batch_idx": 128, + "loss": 0.269340455532074, + "learning_rate": 0.0007605792983109223, + "timestep_mean": 452.28125, + "epsilon_norm": 7.423282146453857, + "prediction_norm": 6.613715648651123, + "timestamp": "2025-07-14T12:33:56.576911" + }, + { + "epoch": 651, + "batch_idx": 160, + "loss": 0.347960889339447, + "learning_rate": 0.0007605792983109223, + "timestep_mean": 476.28125, + "epsilon_norm": 8.196120262145996, + "prediction_norm": 7.11952543258667, + "timestamp": "2025-07-14T12:33:56.581879" + }, + { + "epoch": 651, + "batch_idx": 192, + "loss": 0.32257965207099915, + "learning_rate": 0.0007605792983109223, + "timestep_mean": 546.125, + "epsilon_norm": 3.876582622528076, + "prediction_norm": 3.267021894454956, + "timestamp": "2025-07-14T12:33:56.586725" + }, + { + "epoch": 652, + "batch_idx": 0, + "loss": 0.34115853905677795, + "learning_rate": 0.0007599086713103547, + "timestep_mean": 525.59375, + "epsilon_norm": 7.731894016265869, + "prediction_norm": 6.036222457885742, + "timestamp": "2025-07-14T12:33:56.591696" + }, + { + "epoch": 652, + "batch_idx": 32, + "loss": 0.29058700799942017, + "learning_rate": 0.0007599086713103547, + "timestep_mean": 454.0, + "epsilon_norm": 8.73102855682373, + "prediction_norm": 7.239794731140137, + "timestamp": "2025-07-14T12:33:56.596642" + }, + { + "epoch": 652, + "batch_idx": 64, + "loss": 0.20365649461746216, + "learning_rate": 0.0007599086713103547, + "timestep_mean": 541.96875, + "epsilon_norm": 7.473026275634766, + "prediction_norm": 7.39298152923584, + "timestamp": "2025-07-14T12:33:56.601529" + }, + { + "epoch": 652, + "batch_idx": 96, + "loss": 0.2291761189699173, + "learning_rate": 0.0007599086713103547, + "timestep_mean": 564.65625, + "epsilon_norm": 7.608014106750488, + "prediction_norm": 6.720310688018799, + "timestamp": "2025-07-14T12:33:56.606404" + }, + { + "epoch": 652, + "batch_idx": 128, + "loss": 0.32523658871650696, + "learning_rate": 0.0007599086713103547, + "timestep_mean": 469.59375, + "epsilon_norm": 7.40668249130249, + "prediction_norm": 6.229211807250977, + "timestamp": "2025-07-14T12:33:56.611351" + }, + { + "epoch": 652, + "batch_idx": 160, + "loss": 0.34405821561813354, + "learning_rate": 0.0007599086713103547, + "timestep_mean": 603.84375, + "epsilon_norm": 7.657544136047363, + "prediction_norm": 6.264958381652832, + "timestamp": "2025-07-14T12:33:56.616262" + }, + { + "epoch": 652, + "batch_idx": 192, + "loss": 0.055815499275922775, + "learning_rate": 0.0007599086713103547, + "timestep_mean": 534.875, + "epsilon_norm": 3.5376598834991455, + "prediction_norm": 3.745274543762207, + "timestamp": "2025-07-14T12:33:56.621521" + }, + { + "epoch": 653, + "batch_idx": 0, + "loss": 0.19275939464569092, + "learning_rate": 0.0007592374030109777, + "timestep_mean": 516.25, + "epsilon_norm": 8.01553726196289, + "prediction_norm": 7.04543399810791, + "timestamp": "2025-07-14T12:33:56.626695" + }, + { + "epoch": 653, + "batch_idx": 32, + "loss": 0.37136244773864746, + "learning_rate": 0.0007592374030109777, + "timestep_mean": 493.09375, + "epsilon_norm": 7.830696105957031, + "prediction_norm": 6.598687648773193, + "timestamp": "2025-07-14T12:33:56.631915" + }, + { + "epoch": 653, + "batch_idx": 64, + "loss": 0.22191613912582397, + "learning_rate": 0.0007592374030109777, + "timestep_mean": 520.84375, + "epsilon_norm": 7.884151935577393, + "prediction_norm": 6.3963942527771, + "timestamp": "2025-07-14T12:33:56.636990" + }, + { + "epoch": 653, + "batch_idx": 96, + "loss": 0.24688522517681122, + "learning_rate": 0.0007592374030109777, + "timestep_mean": 497.96875, + "epsilon_norm": 7.3010149002075195, + "prediction_norm": 6.110013961791992, + "timestamp": "2025-07-14T12:33:56.642168" + }, + { + "epoch": 653, + "batch_idx": 128, + "loss": 0.13297244906425476, + "learning_rate": 0.0007592374030109777, + "timestep_mean": 523.5, + "epsilon_norm": 7.129900932312012, + "prediction_norm": 5.831419944763184, + "timestamp": "2025-07-14T12:33:56.647302" + }, + { + "epoch": 653, + "batch_idx": 160, + "loss": 0.2752838134765625, + "learning_rate": 0.0007592374030109777, + "timestep_mean": 540.25, + "epsilon_norm": 8.038589477539062, + "prediction_norm": 5.952642440795898, + "timestamp": "2025-07-14T12:33:56.652494" + }, + { + "epoch": 653, + "batch_idx": 192, + "loss": 0.4086565375328064, + "learning_rate": 0.0007592374030109777, + "timestep_mean": 399.625, + "epsilon_norm": 2.7189202308654785, + "prediction_norm": 1.7213104963302612, + "timestamp": "2025-07-14T12:33:56.657687" + }, + { + "epoch": 654, + "batch_idx": 0, + "loss": 0.21331852674484253, + "learning_rate": 0.0007585654950690787, + "timestep_mean": 463.875, + "epsilon_norm": 7.286875247955322, + "prediction_norm": 6.3824896812438965, + "timestamp": "2025-07-14T12:33:56.662881" + }, + { + "epoch": 654, + "batch_idx": 32, + "loss": 0.31139445304870605, + "learning_rate": 0.0007585654950690787, + "timestep_mean": 487.4375, + "epsilon_norm": 8.365384101867676, + "prediction_norm": 6.350221633911133, + "timestamp": "2025-07-14T12:33:56.668025" + }, + { + "epoch": 654, + "batch_idx": 64, + "loss": 0.2564592659473419, + "learning_rate": 0.0007585654950690787, + "timestep_mean": 495.15625, + "epsilon_norm": 7.421371936798096, + "prediction_norm": 5.668842315673828, + "timestamp": "2025-07-14T12:33:56.673126" + }, + { + "epoch": 654, + "batch_idx": 96, + "loss": 0.4760441780090332, + "learning_rate": 0.0007585654950690787, + "timestep_mean": 524.6875, + "epsilon_norm": 7.9616851806640625, + "prediction_norm": 5.762088775634766, + "timestamp": "2025-07-14T12:33:56.678343" + }, + { + "epoch": 654, + "batch_idx": 128, + "loss": 0.23124109208583832, + "learning_rate": 0.0007585654950690787, + "timestep_mean": 513.09375, + "epsilon_norm": 9.01987075805664, + "prediction_norm": 7.6784586906433105, + "timestamp": "2025-07-14T12:33:56.683694" + }, + { + "epoch": 654, + "batch_idx": 160, + "loss": 0.26342928409576416, + "learning_rate": 0.0007585654950690787, + "timestep_mean": 502.71875, + "epsilon_norm": 8.10275650024414, + "prediction_norm": 6.909658432006836, + "timestamp": "2025-07-14T12:33:56.688866" + }, + { + "epoch": 654, + "batch_idx": 192, + "loss": 0.43568146228790283, + "learning_rate": 0.0007585654950690787, + "timestep_mean": 465.0, + "epsilon_norm": 3.523303747177124, + "prediction_norm": 2.6382384300231934, + "timestamp": "2025-07-14T12:33:56.693962" + }, + { + "epoch": 655, + "batch_idx": 0, + "loss": 0.33347854018211365, + "learning_rate": 0.0007578929491425238, + "timestep_mean": 444.96875, + "epsilon_norm": 6.869692802429199, + "prediction_norm": 5.730037212371826, + "timestamp": "2025-07-14T12:33:56.699145" + }, + { + "epoch": 655, + "batch_idx": 32, + "loss": 0.32531946897506714, + "learning_rate": 0.0007578929491425238, + "timestep_mean": 543.6875, + "epsilon_norm": 8.634956359863281, + "prediction_norm": 7.322362899780273, + "timestamp": "2025-07-14T12:33:56.709878" + }, + { + "epoch": 655, + "batch_idx": 64, + "loss": 0.2675991654396057, + "learning_rate": 0.0007578929491425238, + "timestep_mean": 497.9375, + "epsilon_norm": 8.394970893859863, + "prediction_norm": 8.241466522216797, + "timestamp": "2025-07-14T12:33:56.715119" + }, + { + "epoch": 655, + "batch_idx": 96, + "loss": 0.2502947151660919, + "learning_rate": 0.0007578929491425238, + "timestep_mean": 519.8125, + "epsilon_norm": 8.65047836303711, + "prediction_norm": 7.968364715576172, + "timestamp": "2025-07-14T12:33:56.720395" + }, + { + "epoch": 655, + "batch_idx": 128, + "loss": 0.2914716303348541, + "learning_rate": 0.0007578929491425238, + "timestep_mean": 594.53125, + "epsilon_norm": 8.207167625427246, + "prediction_norm": 7.524071216583252, + "timestamp": "2025-07-14T12:33:56.725615" + }, + { + "epoch": 655, + "batch_idx": 160, + "loss": 0.4341653287410736, + "learning_rate": 0.0007578929491425238, + "timestep_mean": 470.90625, + "epsilon_norm": 8.088562965393066, + "prediction_norm": 6.729377746582031, + "timestamp": "2025-07-14T12:33:56.730796" + }, + { + "epoch": 655, + "batch_idx": 192, + "loss": 0.2333914339542389, + "learning_rate": 0.0007578929491425238, + "timestep_mean": 538.25, + "epsilon_norm": 3.651455879211426, + "prediction_norm": 3.045086622238159, + "timestamp": "2025-07-14T12:33:56.735985" + }, + { + "epoch": 656, + "batch_idx": 0, + "loss": 0.4984291195869446, + "learning_rate": 0.0007572197668907534, + "timestep_mean": 478.84375, + "epsilon_norm": 8.56256103515625, + "prediction_norm": 7.146698951721191, + "timestamp": "2025-07-14T12:33:56.741205" + }, + { + "epoch": 656, + "batch_idx": 32, + "loss": 0.27669018507003784, + "learning_rate": 0.0007572197668907534, + "timestep_mean": 573.03125, + "epsilon_norm": 7.330681324005127, + "prediction_norm": 6.625913619995117, + "timestamp": "2025-07-14T12:33:56.746323" + }, + { + "epoch": 656, + "batch_idx": 64, + "loss": 0.20745790004730225, + "learning_rate": 0.0007572197668907534, + "timestep_mean": 451.8125, + "epsilon_norm": 7.365075588226318, + "prediction_norm": 7.0602006912231445, + "timestamp": "2025-07-14T12:33:56.751420" + }, + { + "epoch": 656, + "batch_idx": 96, + "loss": 0.21922102570533752, + "learning_rate": 0.0007572197668907534, + "timestep_mean": 468.09375, + "epsilon_norm": 7.3121724128723145, + "prediction_norm": 6.573883533477783, + "timestamp": "2025-07-14T12:33:56.756633" + }, + { + "epoch": 656, + "batch_idx": 128, + "loss": 0.239660382270813, + "learning_rate": 0.0007572197668907534, + "timestep_mean": 499.75, + "epsilon_norm": 8.87191104888916, + "prediction_norm": 7.905396938323975, + "timestamp": "2025-07-14T12:33:56.761794" + }, + { + "epoch": 656, + "batch_idx": 160, + "loss": 0.39676547050476074, + "learning_rate": 0.0007572197668907534, + "timestep_mean": 384.625, + "epsilon_norm": 8.048383712768555, + "prediction_norm": 5.515355110168457, + "timestamp": "2025-07-14T12:33:56.766890" + }, + { + "epoch": 656, + "batch_idx": 192, + "loss": 0.1311635673046112, + "learning_rate": 0.0007572197668907534, + "timestep_mean": 684.375, + "epsilon_norm": 4.514763832092285, + "prediction_norm": 3.956089973449707, + "timestamp": "2025-07-14T12:33:56.771804" + }, + { + "epoch": 657, + "batch_idx": 0, + "loss": 0.28292378783226013, + "learning_rate": 0.0007565459499747775, + "timestep_mean": 431.125, + "epsilon_norm": 6.861475944519043, + "prediction_norm": 5.271775722503662, + "timestamp": "2025-07-14T12:33:56.776708" + }, + { + "epoch": 657, + "batch_idx": 32, + "loss": 0.2536929249763489, + "learning_rate": 0.0007565459499747775, + "timestep_mean": 501.5625, + "epsilon_norm": 7.353944301605225, + "prediction_norm": 6.012862205505371, + "timestamp": "2025-07-14T12:33:56.781571" + }, + { + "epoch": 657, + "batch_idx": 64, + "loss": 0.2154337763786316, + "learning_rate": 0.0007565459499747775, + "timestep_mean": 508.3125, + "epsilon_norm": 8.07831859588623, + "prediction_norm": 6.831132888793945, + "timestamp": "2025-07-14T12:33:56.786455" + }, + { + "epoch": 657, + "batch_idx": 96, + "loss": 0.4976065754890442, + "learning_rate": 0.0007565459499747775, + "timestep_mean": 440.09375, + "epsilon_norm": 8.080889701843262, + "prediction_norm": 5.106652736663818, + "timestamp": "2025-07-14T12:33:56.791348" + }, + { + "epoch": 657, + "batch_idx": 128, + "loss": 0.17264202237129211, + "learning_rate": 0.0007565459499747775, + "timestep_mean": 604.96875, + "epsilon_norm": 8.362710952758789, + "prediction_norm": 7.157307147979736, + "timestamp": "2025-07-14T12:33:56.796309" + }, + { + "epoch": 657, + "batch_idx": 160, + "loss": 0.22492823004722595, + "learning_rate": 0.0007565459499747775, + "timestep_mean": 590.0, + "epsilon_norm": 8.20622444152832, + "prediction_norm": 7.241015434265137, + "timestamp": "2025-07-14T12:33:56.801158" + }, + { + "epoch": 657, + "batch_idx": 192, + "loss": 0.22150534391403198, + "learning_rate": 0.0007565459499747775, + "timestep_mean": 393.625, + "epsilon_norm": 4.004940986633301, + "prediction_norm": 3.142150402069092, + "timestamp": "2025-07-14T12:33:56.805949" + }, + { + "epoch": 658, + "batch_idx": 0, + "loss": 0.4281688332557678, + "learning_rate": 0.0007558715000571726, + "timestep_mean": 398.875, + "epsilon_norm": 8.08753490447998, + "prediction_norm": 6.163640022277832, + "timestamp": "2025-07-14T12:33:56.810858" + }, + { + "epoch": 658, + "batch_idx": 32, + "loss": 0.18885616958141327, + "learning_rate": 0.0007558715000571726, + "timestep_mean": 502.6875, + "epsilon_norm": 8.096415519714355, + "prediction_norm": 6.858583450317383, + "timestamp": "2025-07-14T12:33:56.815763" + }, + { + "epoch": 658, + "batch_idx": 64, + "loss": 0.11440590769052505, + "learning_rate": 0.0007558715000571726, + "timestep_mean": 579.5, + "epsilon_norm": 8.219388961791992, + "prediction_norm": 7.493962287902832, + "timestamp": "2025-07-14T12:33:56.820607" + }, + { + "epoch": 658, + "batch_idx": 96, + "loss": 0.4145386815071106, + "learning_rate": 0.0007558715000571726, + "timestep_mean": 438.1875, + "epsilon_norm": 8.857643127441406, + "prediction_norm": 7.21046257019043, + "timestamp": "2025-07-14T12:33:56.825496" + }, + { + "epoch": 658, + "batch_idx": 128, + "loss": 0.12989547848701477, + "learning_rate": 0.0007558715000571726, + "timestep_mean": 603.75, + "epsilon_norm": 7.9338555335998535, + "prediction_norm": 8.038113594055176, + "timestamp": "2025-07-14T12:33:56.830403" + }, + { + "epoch": 658, + "batch_idx": 160, + "loss": 0.42690712213516235, + "learning_rate": 0.0007558715000571726, + "timestep_mean": 396.4375, + "epsilon_norm": 9.109481811523438, + "prediction_norm": 7.366216659545898, + "timestamp": "2025-07-14T12:33:56.835319" + }, + { + "epoch": 658, + "batch_idx": 192, + "loss": 0.12375202029943466, + "learning_rate": 0.0007558715000571726, + "timestep_mean": 454.5, + "epsilon_norm": 3.9060091972351074, + "prediction_norm": 3.4665238857269287, + "timestamp": "2025-07-14T12:33:56.840193" + }, + { + "epoch": 659, + "batch_idx": 0, + "loss": 0.29175660014152527, + "learning_rate": 0.0007551964188020766, + "timestep_mean": 470.5, + "epsilon_norm": 7.139786243438721, + "prediction_norm": 5.848505020141602, + "timestamp": "2025-07-14T12:33:56.845141" + }, + { + "epoch": 659, + "batch_idx": 32, + "loss": 0.3001645505428314, + "learning_rate": 0.0007551964188020766, + "timestep_mean": 397.40625, + "epsilon_norm": 8.103605270385742, + "prediction_norm": 6.699901103973389, + "timestamp": "2025-07-14T12:33:56.850071" + }, + { + "epoch": 659, + "batch_idx": 64, + "loss": 0.1455160677433014, + "learning_rate": 0.0007551964188020766, + "timestep_mean": 526.78125, + "epsilon_norm": 7.320567607879639, + "prediction_norm": 7.22662353515625, + "timestamp": "2025-07-14T12:33:56.854983" + }, + { + "epoch": 659, + "batch_idx": 96, + "loss": 0.39053890109062195, + "learning_rate": 0.0007551964188020766, + "timestep_mean": 526.40625, + "epsilon_norm": 8.463397026062012, + "prediction_norm": 6.881779670715332, + "timestamp": "2025-07-14T12:33:56.859927" + }, + { + "epoch": 659, + "batch_idx": 128, + "loss": 0.12556937336921692, + "learning_rate": 0.0007551964188020766, + "timestep_mean": 492.3125, + "epsilon_norm": 7.9975056648254395, + "prediction_norm": 7.345346927642822, + "timestamp": "2025-07-14T12:33:56.864814" + }, + { + "epoch": 659, + "batch_idx": 160, + "loss": 0.31417182087898254, + "learning_rate": 0.0007551964188020766, + "timestep_mean": 531.65625, + "epsilon_norm": 8.301419258117676, + "prediction_norm": 7.862356185913086, + "timestamp": "2025-07-14T12:33:56.869603" + }, + { + "epoch": 659, + "batch_idx": 192, + "loss": 0.36857712268829346, + "learning_rate": 0.0007551964188020766, + "timestep_mean": 566.375, + "epsilon_norm": 4.458182334899902, + "prediction_norm": 4.381822109222412, + "timestamp": "2025-07-14T12:33:56.874418" + }, + { + "epoch": 660, + "batch_idx": 0, + "loss": 0.24116802215576172, + "learning_rate": 0.0007545207078751858, + "timestep_mean": 389.125, + "epsilon_norm": 7.20411491394043, + "prediction_norm": 5.919898986816406, + "timestamp": "2025-07-14T12:33:56.879301" + }, + { + "epoch": 660, + "batch_idx": 32, + "loss": 0.2504032850265503, + "learning_rate": 0.0007545207078751858, + "timestep_mean": 529.34375, + "epsilon_norm": 8.379629135131836, + "prediction_norm": 7.591984748840332, + "timestamp": "2025-07-14T12:33:56.884170" + }, + { + "epoch": 660, + "batch_idx": 64, + "loss": 0.2512235641479492, + "learning_rate": 0.0007545207078751858, + "timestep_mean": 549.34375, + "epsilon_norm": 7.585609436035156, + "prediction_norm": 6.062295436859131, + "timestamp": "2025-07-14T12:33:56.889128" + }, + { + "epoch": 660, + "batch_idx": 96, + "loss": 0.35145676136016846, + "learning_rate": 0.0007545207078751858, + "timestep_mean": 479.8125, + "epsilon_norm": 7.701045036315918, + "prediction_norm": 5.996349811553955, + "timestamp": "2025-07-14T12:33:56.893986" + }, + { + "epoch": 660, + "batch_idx": 128, + "loss": 0.2442249357700348, + "learning_rate": 0.0007545207078751858, + "timestep_mean": 486.21875, + "epsilon_norm": 7.512790679931641, + "prediction_norm": 6.416060447692871, + "timestamp": "2025-07-14T12:33:56.898874" + }, + { + "epoch": 660, + "batch_idx": 160, + "loss": 0.27607399225234985, + "learning_rate": 0.0007545207078751858, + "timestep_mean": 474.8125, + "epsilon_norm": 8.968850135803223, + "prediction_norm": 7.944507122039795, + "timestamp": "2025-07-14T12:33:56.903758" + }, + { + "epoch": 660, + "batch_idx": 192, + "loss": 0.1426810324192047, + "learning_rate": 0.0007545207078751858, + "timestep_mean": 539.875, + "epsilon_norm": 4.030832767486572, + "prediction_norm": 3.9579694271087646, + "timestamp": "2025-07-14T12:33:56.908865" + }, + { + "epoch": 661, + "batch_idx": 0, + "loss": 0.22774939239025116, + "learning_rate": 0.0007538443689437493, + "timestep_mean": 563.09375, + "epsilon_norm": 8.487019538879395, + "prediction_norm": 7.628133773803711, + "timestamp": "2025-07-14T12:33:56.913764" + }, + { + "epoch": 661, + "batch_idx": 32, + "loss": 0.22025220096111298, + "learning_rate": 0.0007538443689437493, + "timestep_mean": 533.5625, + "epsilon_norm": 7.738463878631592, + "prediction_norm": 6.772290229797363, + "timestamp": "2025-07-14T12:33:56.918666" + }, + { + "epoch": 661, + "batch_idx": 64, + "loss": 0.32942867279052734, + "learning_rate": 0.0007538443689437493, + "timestep_mean": 429.0, + "epsilon_norm": 8.455859184265137, + "prediction_norm": 6.91723108291626, + "timestamp": "2025-07-14T12:33:56.923501" + }, + { + "epoch": 661, + "batch_idx": 96, + "loss": 0.36954641342163086, + "learning_rate": 0.0007538443689437493, + "timestep_mean": 428.34375, + "epsilon_norm": 7.938462257385254, + "prediction_norm": 5.738821506500244, + "timestamp": "2025-07-14T12:33:56.928407" + }, + { + "epoch": 661, + "batch_idx": 128, + "loss": 0.27338922023773193, + "learning_rate": 0.0007538443689437493, + "timestep_mean": 413.3125, + "epsilon_norm": 7.317031383514404, + "prediction_norm": 5.904715061187744, + "timestamp": "2025-07-14T12:33:56.933372" + }, + { + "epoch": 661, + "batch_idx": 160, + "loss": 0.3228236734867096, + "learning_rate": 0.0007538443689437493, + "timestep_mean": 568.0, + "epsilon_norm": 8.110023498535156, + "prediction_norm": 6.692657947540283, + "timestamp": "2025-07-14T12:33:56.938299" + }, + { + "epoch": 661, + "batch_idx": 192, + "loss": 0.11147375404834747, + "learning_rate": 0.0007538443689437493, + "timestep_mean": 499.125, + "epsilon_norm": 4.6279778480529785, + "prediction_norm": 3.915379285812378, + "timestamp": "2025-07-14T12:33:56.943189" + }, + { + "epoch": 662, + "batch_idx": 0, + "loss": 0.2299506962299347, + "learning_rate": 0.0007531674036765665, + "timestep_mean": 508.1875, + "epsilon_norm": 6.878459930419922, + "prediction_norm": 5.932253837585449, + "timestamp": "2025-07-14T12:33:56.948160" + }, + { + "epoch": 662, + "batch_idx": 32, + "loss": 0.297787070274353, + "learning_rate": 0.0007531674036765665, + "timestep_mean": 454.90625, + "epsilon_norm": 8.832953453063965, + "prediction_norm": 8.161592483520508, + "timestamp": "2025-07-14T12:33:56.953035" + }, + { + "epoch": 662, + "batch_idx": 64, + "loss": 0.48653432726860046, + "learning_rate": 0.0007531674036765665, + "timestep_mean": 456.40625, + "epsilon_norm": 9.057602882385254, + "prediction_norm": 6.136070728302002, + "timestamp": "2025-07-14T12:33:56.957951" + }, + { + "epoch": 662, + "batch_idx": 96, + "loss": 0.29679635167121887, + "learning_rate": 0.0007531674036765665, + "timestep_mean": 474.5, + "epsilon_norm": 8.108924865722656, + "prediction_norm": 6.26950740814209, + "timestamp": "2025-07-14T12:33:56.962927" + }, + { + "epoch": 662, + "batch_idx": 128, + "loss": 0.31994304060935974, + "learning_rate": 0.0007531674036765665, + "timestep_mean": 559.1875, + "epsilon_norm": 8.33780574798584, + "prediction_norm": 6.418641567230225, + "timestamp": "2025-07-14T12:33:56.967812" + }, + { + "epoch": 662, + "batch_idx": 160, + "loss": 0.2006562352180481, + "learning_rate": 0.0007531674036765665, + "timestep_mean": 518.1875, + "epsilon_norm": 7.71318244934082, + "prediction_norm": 6.978662967681885, + "timestamp": "2025-07-14T12:33:56.972614" + }, + { + "epoch": 662, + "batch_idx": 192, + "loss": 0.1877208948135376, + "learning_rate": 0.0007531674036765665, + "timestep_mean": 619.0, + "epsilon_norm": 3.2322680950164795, + "prediction_norm": 2.9753341674804688, + "timestamp": "2025-07-14T12:33:56.977458" + }, + { + "epoch": 663, + "batch_idx": 0, + "loss": 0.3369370698928833, + "learning_rate": 0.0007524898137439817, + "timestep_mean": 490.75, + "epsilon_norm": 6.896925926208496, + "prediction_norm": 5.663956165313721, + "timestamp": "2025-07-14T12:33:56.982329" + }, + { + "epoch": 663, + "batch_idx": 32, + "loss": 0.34791162610054016, + "learning_rate": 0.0007524898137439817, + "timestep_mean": 427.5625, + "epsilon_norm": 7.374258518218994, + "prediction_norm": 5.673062801361084, + "timestamp": "2025-07-14T12:33:56.987207" + }, + { + "epoch": 663, + "batch_idx": 64, + "loss": 0.19908291101455688, + "learning_rate": 0.0007524898137439817, + "timestep_mean": 580.59375, + "epsilon_norm": 6.908322334289551, + "prediction_norm": 6.139412879943848, + "timestamp": "2025-07-14T12:33:56.992184" + }, + { + "epoch": 663, + "batch_idx": 96, + "loss": 0.36347219347953796, + "learning_rate": 0.0007524898137439817, + "timestep_mean": 549.28125, + "epsilon_norm": 9.53429889678955, + "prediction_norm": 7.776726245880127, + "timestamp": "2025-07-14T12:33:56.997075" + }, + { + "epoch": 663, + "batch_idx": 128, + "loss": 0.4749288856983185, + "learning_rate": 0.0007524898137439817, + "timestep_mean": 439.4375, + "epsilon_norm": 7.138655185699463, + "prediction_norm": 5.444093704223633, + "timestamp": "2025-07-14T12:33:57.001915" + }, + { + "epoch": 663, + "batch_idx": 160, + "loss": 0.21538503468036652, + "learning_rate": 0.0007524898137439817, + "timestep_mean": 588.46875, + "epsilon_norm": 7.2037858963012695, + "prediction_norm": 6.1669020652771, + "timestamp": "2025-07-14T12:33:57.006785" + }, + { + "epoch": 663, + "batch_idx": 192, + "loss": 0.0924203097820282, + "learning_rate": 0.0007524898137439817, + "timestep_mean": 601.875, + "epsilon_norm": 3.6655116081237793, + "prediction_norm": 4.140848159790039, + "timestamp": "2025-07-14T12:33:57.011632" + }, + { + "epoch": 664, + "batch_idx": 0, + "loss": 0.2300148457288742, + "learning_rate": 0.0007518116008178805, + "timestep_mean": 506.3125, + "epsilon_norm": 8.55940055847168, + "prediction_norm": 7.3867597579956055, + "timestamp": "2025-07-14T12:33:57.016666" + }, + { + "epoch": 664, + "batch_idx": 32, + "loss": 0.27753371000289917, + "learning_rate": 0.0007518116008178805, + "timestep_mean": 388.84375, + "epsilon_norm": 7.871447563171387, + "prediction_norm": 6.748367786407471, + "timestamp": "2025-07-14T12:33:57.021588" + }, + { + "epoch": 664, + "batch_idx": 64, + "loss": 0.19230887293815613, + "learning_rate": 0.0007518116008178805, + "timestep_mean": 490.0, + "epsilon_norm": 6.477114200592041, + "prediction_norm": 5.2944488525390625, + "timestamp": "2025-07-14T12:33:57.026504" + }, + { + "epoch": 664, + "batch_idx": 96, + "loss": 0.40744462609291077, + "learning_rate": 0.0007518116008178805, + "timestep_mean": 481.625, + "epsilon_norm": 8.483725547790527, + "prediction_norm": 6.468848705291748, + "timestamp": "2025-07-14T12:33:57.031427" + }, + { + "epoch": 664, + "batch_idx": 128, + "loss": 0.4257373511791229, + "learning_rate": 0.0007518116008178805, + "timestep_mean": 530.90625, + "epsilon_norm": 8.85273265838623, + "prediction_norm": 6.814853191375732, + "timestamp": "2025-07-14T12:33:57.036386" + }, + { + "epoch": 664, + "batch_idx": 160, + "loss": 0.27733293175697327, + "learning_rate": 0.0007518116008178805, + "timestep_mean": 461.1875, + "epsilon_norm": 6.9330644607543945, + "prediction_norm": 5.5962653160095215, + "timestamp": "2025-07-14T12:33:57.041350" + }, + { + "epoch": 664, + "batch_idx": 192, + "loss": 0.16313736140727997, + "learning_rate": 0.0007518116008178805, + "timestep_mean": 498.625, + "epsilon_norm": 2.4799723625183105, + "prediction_norm": 1.8423582315444946, + "timestamp": "2025-07-14T12:33:57.046302" + }, + { + "epoch": 665, + "batch_idx": 0, + "loss": 0.22645150125026703, + "learning_rate": 0.0007511327665716864, + "timestep_mean": 436.71875, + "epsilon_norm": 8.140690803527832, + "prediction_norm": 6.276859283447266, + "timestamp": "2025-07-14T12:33:57.051148" + }, + { + "epoch": 665, + "batch_idx": 32, + "loss": 0.16493193805217743, + "learning_rate": 0.0007511327665716864, + "timestep_mean": 548.625, + "epsilon_norm": 7.114961624145508, + "prediction_norm": 6.495859622955322, + "timestamp": "2025-07-14T12:33:57.056014" + }, + { + "epoch": 665, + "batch_idx": 64, + "loss": 0.4033324718475342, + "learning_rate": 0.0007511327665716864, + "timestep_mean": 490.5625, + "epsilon_norm": 9.021688461303711, + "prediction_norm": 7.5743184089660645, + "timestamp": "2025-07-14T12:33:57.060910" + }, + { + "epoch": 665, + "batch_idx": 96, + "loss": 0.10600543022155762, + "learning_rate": 0.0007511327665716864, + "timestep_mean": 536.6875, + "epsilon_norm": 6.911126136779785, + "prediction_norm": 6.771701812744141, + "timestamp": "2025-07-14T12:33:57.065826" + }, + { + "epoch": 665, + "batch_idx": 128, + "loss": 0.4160156846046448, + "learning_rate": 0.0007511327665716864, + "timestep_mean": 454.15625, + "epsilon_norm": 8.771634101867676, + "prediction_norm": 6.874095916748047, + "timestamp": "2025-07-14T12:33:57.070682" + }, + { + "epoch": 665, + "batch_idx": 160, + "loss": 0.2662164568901062, + "learning_rate": 0.0007511327665716864, + "timestep_mean": 450.4375, + "epsilon_norm": 7.310688495635986, + "prediction_norm": 6.1407976150512695, + "timestamp": "2025-07-14T12:33:57.075678" + }, + { + "epoch": 665, + "batch_idx": 192, + "loss": 0.2216653823852539, + "learning_rate": 0.0007511327665716864, + "timestep_mean": 697.75, + "epsilon_norm": 3.9505224227905273, + "prediction_norm": 3.2221505641937256, + "timestamp": "2025-07-14T12:33:57.080564" + }, + { + "epoch": 666, + "batch_idx": 0, + "loss": 0.36702901124954224, + "learning_rate": 0.0007504533126803551, + "timestep_mean": 500.0, + "epsilon_norm": 8.162056922912598, + "prediction_norm": 6.620540142059326, + "timestamp": "2025-07-14T12:33:57.085505" + }, + { + "epoch": 666, + "batch_idx": 32, + "loss": 0.3611189126968384, + "learning_rate": 0.0007504533126803551, + "timestep_mean": 487.625, + "epsilon_norm": 7.765607833862305, + "prediction_norm": 6.057906150817871, + "timestamp": "2025-07-14T12:33:57.090495" + }, + { + "epoch": 666, + "batch_idx": 64, + "loss": 0.24229595065116882, + "learning_rate": 0.0007504533126803551, + "timestep_mean": 566.90625, + "epsilon_norm": 8.349908828735352, + "prediction_norm": 7.3548583984375, + "timestamp": "2025-07-14T12:33:57.095421" + }, + { + "epoch": 666, + "batch_idx": 96, + "loss": 0.20416510105133057, + "learning_rate": 0.0007504533126803551, + "timestep_mean": 527.90625, + "epsilon_norm": 8.814374923706055, + "prediction_norm": 7.933847904205322, + "timestamp": "2025-07-14T12:33:57.100322" + }, + { + "epoch": 666, + "batch_idx": 128, + "loss": 0.2609141170978546, + "learning_rate": 0.0007504533126803551, + "timestep_mean": 574.34375, + "epsilon_norm": 8.580775260925293, + "prediction_norm": 7.292761325836182, + "timestamp": "2025-07-14T12:33:57.105204" + }, + { + "epoch": 666, + "batch_idx": 160, + "loss": 0.2128821164369583, + "learning_rate": 0.0007504533126803551, + "timestep_mean": 523.46875, + "epsilon_norm": 7.334185600280762, + "prediction_norm": 6.415692329406738, + "timestamp": "2025-07-14T12:33:57.110186" + }, + { + "epoch": 666, + "batch_idx": 192, + "loss": 0.19036024808883667, + "learning_rate": 0.0007504533126803551, + "timestep_mean": 646.5, + "epsilon_norm": 3.981233835220337, + "prediction_norm": 3.5432448387145996, + "timestamp": "2025-07-14T12:33:57.115066" + }, + { + "epoch": 667, + "batch_idx": 0, + "loss": 0.1657007336616516, + "learning_rate": 0.0007497732408203716, + "timestep_mean": 588.96875, + "epsilon_norm": 7.375016212463379, + "prediction_norm": 7.098101615905762, + "timestamp": "2025-07-14T12:33:57.119949" + }, + { + "epoch": 667, + "batch_idx": 32, + "loss": 0.20833346247673035, + "learning_rate": 0.0007497732408203716, + "timestep_mean": 492.15625, + "epsilon_norm": 8.759801864624023, + "prediction_norm": 7.828646183013916, + "timestamp": "2025-07-14T12:33:57.124915" + }, + { + "epoch": 667, + "batch_idx": 64, + "loss": 0.44365447759628296, + "learning_rate": 0.0007497732408203716, + "timestep_mean": 453.9375, + "epsilon_norm": 7.964358329772949, + "prediction_norm": 6.522460460662842, + "timestamp": "2025-07-14T12:33:57.129840" + }, + { + "epoch": 667, + "batch_idx": 96, + "loss": 0.3866310715675354, + "learning_rate": 0.0007497732408203716, + "timestep_mean": 482.8125, + "epsilon_norm": 8.436976432800293, + "prediction_norm": 6.915698528289795, + "timestamp": "2025-07-14T12:33:57.134746" + }, + { + "epoch": 667, + "batch_idx": 128, + "loss": 0.23062032461166382, + "learning_rate": 0.0007497732408203716, + "timestep_mean": 580.0625, + "epsilon_norm": 7.967150688171387, + "prediction_norm": 6.359705924987793, + "timestamp": "2025-07-14T12:33:57.139675" + }, + { + "epoch": 667, + "batch_idx": 160, + "loss": 0.34885674715042114, + "learning_rate": 0.0007497732408203716, + "timestep_mean": 502.84375, + "epsilon_norm": 8.356653213500977, + "prediction_norm": 6.994970798492432, + "timestamp": "2025-07-14T12:33:57.144624" + }, + { + "epoch": 667, + "batch_idx": 192, + "loss": 0.11176647245883942, + "learning_rate": 0.0007497732408203716, + "timestep_mean": 618.375, + "epsilon_norm": 4.303778171539307, + "prediction_norm": 4.105515003204346, + "timestamp": "2025-07-14T12:33:57.149556" + }, + { + "epoch": 668, + "batch_idx": 0, + "loss": 0.2182348668575287, + "learning_rate": 0.0007490925526697455, + "timestep_mean": 470.4375, + "epsilon_norm": 6.788089752197266, + "prediction_norm": 5.822624206542969, + "timestamp": "2025-07-14T12:33:57.154521" + }, + { + "epoch": 668, + "batch_idx": 32, + "loss": 0.20076023042201996, + "learning_rate": 0.0007490925526697455, + "timestep_mean": 486.03125, + "epsilon_norm": 7.2355122566223145, + "prediction_norm": 6.247697353363037, + "timestamp": "2025-07-14T12:33:57.159382" + }, + { + "epoch": 668, + "batch_idx": 64, + "loss": 0.4213217794895172, + "learning_rate": 0.0007490925526697455, + "timestep_mean": 424.15625, + "epsilon_norm": 8.314133644104004, + "prediction_norm": 6.378006935119629, + "timestamp": "2025-07-14T12:33:57.164282" + }, + { + "epoch": 668, + "batch_idx": 96, + "loss": 0.24336159229278564, + "learning_rate": 0.0007490925526697455, + "timestep_mean": 551.96875, + "epsilon_norm": 9.052107810974121, + "prediction_norm": 8.531235694885254, + "timestamp": "2025-07-14T12:33:57.169190" + }, + { + "epoch": 668, + "batch_idx": 128, + "loss": 0.28968554735183716, + "learning_rate": 0.0007490925526697455, + "timestep_mean": 440.9375, + "epsilon_norm": 8.293524742126465, + "prediction_norm": 7.4292988777160645, + "timestamp": "2025-07-14T12:33:57.174127" + }, + { + "epoch": 668, + "batch_idx": 160, + "loss": 0.23131859302520752, + "learning_rate": 0.0007490925526697455, + "timestep_mean": 548.09375, + "epsilon_norm": 7.6977338790893555, + "prediction_norm": 7.051453590393066, + "timestamp": "2025-07-14T12:33:57.179022" + }, + { + "epoch": 668, + "batch_idx": 192, + "loss": 0.4987574517726898, + "learning_rate": 0.0007490925526697455, + "timestep_mean": 496.0, + "epsilon_norm": 3.9720232486724854, + "prediction_norm": 2.4566187858581543, + "timestamp": "2025-07-14T12:33:57.184105" + }, + { + "epoch": 669, + "batch_idx": 0, + "loss": 0.3873438835144043, + "learning_rate": 0.0007484112499080074, + "timestep_mean": 482.4375, + "epsilon_norm": 7.64494514465332, + "prediction_norm": 5.546629428863525, + "timestamp": "2025-07-14T12:33:57.189194" + }, + { + "epoch": 669, + "batch_idx": 32, + "loss": 0.34811127185821533, + "learning_rate": 0.0007484112499080074, + "timestep_mean": 458.125, + "epsilon_norm": 8.15125846862793, + "prediction_norm": 6.224278926849365, + "timestamp": "2025-07-14T12:33:57.194396" + }, + { + "epoch": 669, + "batch_idx": 64, + "loss": 0.2188446819782257, + "learning_rate": 0.0007484112499080074, + "timestep_mean": 495.875, + "epsilon_norm": 7.773622989654541, + "prediction_norm": 6.277700901031494, + "timestamp": "2025-07-14T12:33:57.199554" + }, + { + "epoch": 669, + "batch_idx": 96, + "loss": 0.306896448135376, + "learning_rate": 0.0007484112499080074, + "timestep_mean": 487.84375, + "epsilon_norm": 7.634940147399902, + "prediction_norm": 6.7440690994262695, + "timestamp": "2025-07-14T12:33:57.204682" + }, + { + "epoch": 669, + "batch_idx": 128, + "loss": 0.3604865074157715, + "learning_rate": 0.0007484112499080074, + "timestep_mean": 425.84375, + "epsilon_norm": 8.05133056640625, + "prediction_norm": 6.354687213897705, + "timestamp": "2025-07-14T12:33:57.209938" + }, + { + "epoch": 669, + "batch_idx": 160, + "loss": 0.12352659553289413, + "learning_rate": 0.0007484112499080074, + "timestep_mean": 612.375, + "epsilon_norm": 7.1819963455200195, + "prediction_norm": 6.975585460662842, + "timestamp": "2025-07-14T12:33:57.215129" + }, + { + "epoch": 669, + "batch_idx": 192, + "loss": 0.11248428374528885, + "learning_rate": 0.0007484112499080074, + "timestep_mean": 669.5, + "epsilon_norm": 3.3804118633270264, + "prediction_norm": 3.014940023422241, + "timestamp": "2025-07-14T12:33:57.220176" + }, + { + "epoch": 670, + "batch_idx": 0, + "loss": 0.368733286857605, + "learning_rate": 0.0007477293342162039, + "timestep_mean": 500.625, + "epsilon_norm": 7.732820987701416, + "prediction_norm": 5.937407970428467, + "timestamp": "2025-07-14T12:33:57.225466" + }, + { + "epoch": 670, + "batch_idx": 32, + "loss": 0.18812979757785797, + "learning_rate": 0.0007477293342162039, + "timestep_mean": 534.625, + "epsilon_norm": 6.71026086807251, + "prediction_norm": 6.122768878936768, + "timestamp": "2025-07-14T12:33:57.230653" + }, + { + "epoch": 670, + "batch_idx": 64, + "loss": 0.5503231287002563, + "learning_rate": 0.0007477293342162039, + "timestep_mean": 391.78125, + "epsilon_norm": 8.614516258239746, + "prediction_norm": 6.537160873413086, + "timestamp": "2025-07-14T12:33:57.235852" + }, + { + "epoch": 670, + "batch_idx": 96, + "loss": 0.4746706187725067, + "learning_rate": 0.0007477293342162039, + "timestep_mean": 448.96875, + "epsilon_norm": 8.99733829498291, + "prediction_norm": 6.631110668182373, + "timestamp": "2025-07-14T12:33:57.241132" + }, + { + "epoch": 670, + "batch_idx": 128, + "loss": 0.45491713285446167, + "learning_rate": 0.0007477293342162039, + "timestep_mean": 484.15625, + "epsilon_norm": 8.732019424438477, + "prediction_norm": 6.874205112457275, + "timestamp": "2025-07-14T12:33:57.246437" + }, + { + "epoch": 670, + "batch_idx": 160, + "loss": 0.3919975459575653, + "learning_rate": 0.0007477293342162039, + "timestep_mean": 451.96875, + "epsilon_norm": 7.305694103240967, + "prediction_norm": 4.767740726470947, + "timestamp": "2025-07-14T12:33:57.251552" + }, + { + "epoch": 670, + "batch_idx": 192, + "loss": 0.8354693651199341, + "learning_rate": 0.0007477293342162039, + "timestep_mean": 360.75, + "epsilon_norm": 5.569028377532959, + "prediction_norm": 3.5646095275878906, + "timestamp": "2025-07-14T12:33:57.256733" + }, + { + "epoch": 671, + "batch_idx": 0, + "loss": 0.2116730809211731, + "learning_rate": 0.0007470468072768943, + "timestep_mean": 517.53125, + "epsilon_norm": 6.8704752922058105, + "prediction_norm": 6.419886589050293, + "timestamp": "2025-07-14T12:33:57.261939" + }, + { + "epoch": 671, + "batch_idx": 32, + "loss": 0.32764214277267456, + "learning_rate": 0.0007470468072768943, + "timestep_mean": 504.21875, + "epsilon_norm": 8.511658668518066, + "prediction_norm": 6.864818572998047, + "timestamp": "2025-07-14T12:33:57.267031" + }, + { + "epoch": 671, + "batch_idx": 64, + "loss": 0.17641335725784302, + "learning_rate": 0.0007470468072768943, + "timestep_mean": 526.03125, + "epsilon_norm": 8.401901245117188, + "prediction_norm": 7.486472129821777, + "timestamp": "2025-07-14T12:33:57.272197" + }, + { + "epoch": 671, + "batch_idx": 96, + "loss": 0.147468701004982, + "learning_rate": 0.0007470468072768943, + "timestep_mean": 527.25, + "epsilon_norm": 7.935412406921387, + "prediction_norm": 7.245453357696533, + "timestamp": "2025-07-14T12:33:57.277052" + }, + { + "epoch": 671, + "batch_idx": 128, + "loss": 0.39072883129119873, + "learning_rate": 0.0007470468072768943, + "timestep_mean": 490.8125, + "epsilon_norm": 8.011479377746582, + "prediction_norm": 6.604682445526123, + "timestamp": "2025-07-14T12:33:57.282281" + }, + { + "epoch": 671, + "batch_idx": 160, + "loss": 0.23159627616405487, + "learning_rate": 0.0007470468072768943, + "timestep_mean": 518.84375, + "epsilon_norm": 8.646330833435059, + "prediction_norm": 7.494166851043701, + "timestamp": "2025-07-14T12:33:57.287410" + }, + { + "epoch": 671, + "batch_idx": 192, + "loss": 0.23400627076625824, + "learning_rate": 0.0007470468072768943, + "timestep_mean": 423.375, + "epsilon_norm": 2.8049144744873047, + "prediction_norm": 2.188072919845581, + "timestamp": "2025-07-14T12:33:57.292554" + }, + { + "epoch": 672, + "batch_idx": 0, + "loss": 0.23882794380187988, + "learning_rate": 0.0007463636707741459, + "timestep_mean": 549.59375, + "epsilon_norm": 8.162364959716797, + "prediction_norm": 7.182445526123047, + "timestamp": "2025-07-14T12:33:57.297786" + }, + { + "epoch": 672, + "batch_idx": 32, + "loss": 0.3904862403869629, + "learning_rate": 0.0007463636707741459, + "timestep_mean": 458.40625, + "epsilon_norm": 7.408009052276611, + "prediction_norm": 5.8423171043396, + "timestamp": "2025-07-14T12:33:57.308074" + }, + { + "epoch": 672, + "batch_idx": 64, + "loss": 0.20293614268302917, + "learning_rate": 0.0007463636707741459, + "timestep_mean": 497.4375, + "epsilon_norm": 7.83595609664917, + "prediction_norm": 6.850552082061768, + "timestamp": "2025-07-14T12:33:57.313450" + }, + { + "epoch": 672, + "batch_idx": 96, + "loss": 0.33829230070114136, + "learning_rate": 0.0007463636707741459, + "timestep_mean": 431.96875, + "epsilon_norm": 8.214964866638184, + "prediction_norm": 7.396937847137451, + "timestamp": "2025-07-14T12:33:57.318370" + }, + { + "epoch": 672, + "batch_idx": 128, + "loss": 0.4636611342430115, + "learning_rate": 0.0007463636707741459, + "timestep_mean": 420.3125, + "epsilon_norm": 8.386100769042969, + "prediction_norm": 6.384766101837158, + "timestamp": "2025-07-14T12:33:57.323325" + }, + { + "epoch": 672, + "batch_idx": 160, + "loss": 0.2682027220726013, + "learning_rate": 0.0007463636707741459, + "timestep_mean": 487.84375, + "epsilon_norm": 7.446418285369873, + "prediction_norm": 6.054783821105957, + "timestamp": "2025-07-14T12:33:57.328190" + }, + { + "epoch": 672, + "batch_idx": 192, + "loss": 0.22598201036453247, + "learning_rate": 0.0007463636707741459, + "timestep_mean": 548.125, + "epsilon_norm": 4.423681735992432, + "prediction_norm": 4.780529022216797, + "timestamp": "2025-07-14T12:33:57.333210" + }, + { + "epoch": 673, + "batch_idx": 0, + "loss": 0.21505215764045715, + "learning_rate": 0.0007456799263935301, + "timestep_mean": 564.3125, + "epsilon_norm": 7.426815509796143, + "prediction_norm": 6.26831579208374, + "timestamp": "2025-07-14T12:33:57.338191" + }, + { + "epoch": 673, + "batch_idx": 32, + "loss": 0.32033371925354004, + "learning_rate": 0.0007456799263935301, + "timestep_mean": 528.25, + "epsilon_norm": 8.821684837341309, + "prediction_norm": 6.862504959106445, + "timestamp": "2025-07-14T12:33:57.343116" + }, + { + "epoch": 673, + "batch_idx": 64, + "loss": 0.3246452510356903, + "learning_rate": 0.0007456799263935301, + "timestep_mean": 530.625, + "epsilon_norm": 8.503987312316895, + "prediction_norm": 8.017045974731445, + "timestamp": "2025-07-14T12:33:57.347972" + }, + { + "epoch": 673, + "batch_idx": 96, + "loss": 0.5362831354141235, + "learning_rate": 0.0007456799263935301, + "timestep_mean": 381.8125, + "epsilon_norm": 7.806972026824951, + "prediction_norm": 5.712399482727051, + "timestamp": "2025-07-14T12:33:57.352929" + }, + { + "epoch": 673, + "batch_idx": 128, + "loss": 0.4442656934261322, + "learning_rate": 0.0007456799263935301, + "timestep_mean": 428.25, + "epsilon_norm": 8.162309646606445, + "prediction_norm": 6.45346736907959, + "timestamp": "2025-07-14T12:33:57.357893" + }, + { + "epoch": 673, + "batch_idx": 160, + "loss": 0.29847362637519836, + "learning_rate": 0.0007456799263935301, + "timestep_mean": 542.4375, + "epsilon_norm": 8.906928062438965, + "prediction_norm": 7.988521575927734, + "timestamp": "2025-07-14T12:33:57.362933" + }, + { + "epoch": 673, + "batch_idx": 192, + "loss": 0.0866868793964386, + "learning_rate": 0.0007456799263935301, + "timestep_mean": 603.375, + "epsilon_norm": 3.7985923290252686, + "prediction_norm": 3.6248745918273926, + "timestamp": "2025-07-14T12:33:57.367861" + }, + { + "epoch": 674, + "batch_idx": 0, + "loss": 0.36213165521621704, + "learning_rate": 0.0007449955758221184, + "timestep_mean": 458.28125, + "epsilon_norm": 8.187104225158691, + "prediction_norm": 7.229116439819336, + "timestamp": "2025-07-14T12:33:57.372841" + }, + { + "epoch": 674, + "batch_idx": 32, + "loss": 0.12361396849155426, + "learning_rate": 0.0007449955758221184, + "timestep_mean": 517.375, + "epsilon_norm": 5.946052074432373, + "prediction_norm": 5.6000189781188965, + "timestamp": "2025-07-14T12:33:57.377852" + }, + { + "epoch": 674, + "batch_idx": 64, + "loss": 0.28431639075279236, + "learning_rate": 0.0007449955758221184, + "timestep_mean": 515.40625, + "epsilon_norm": 8.355910301208496, + "prediction_norm": 7.685142993927002, + "timestamp": "2025-07-14T12:33:57.382831" + }, + { + "epoch": 674, + "batch_idx": 96, + "loss": 0.22202074527740479, + "learning_rate": 0.0007449955758221184, + "timestep_mean": 473.03125, + "epsilon_norm": 9.00415325164795, + "prediction_norm": 8.361567497253418, + "timestamp": "2025-07-14T12:33:57.387902" + }, + { + "epoch": 674, + "batch_idx": 128, + "loss": 0.25253400206565857, + "learning_rate": 0.0007449955758221184, + "timestep_mean": 466.5625, + "epsilon_norm": 7.416473388671875, + "prediction_norm": 6.122687816619873, + "timestamp": "2025-07-14T12:33:57.392921" + }, + { + "epoch": 674, + "batch_idx": 160, + "loss": 0.3652908205986023, + "learning_rate": 0.0007449955758221184, + "timestep_mean": 486.375, + "epsilon_norm": 7.248540878295898, + "prediction_norm": 5.779375076293945, + "timestamp": "2025-07-14T12:33:57.397877" + }, + { + "epoch": 674, + "batch_idx": 192, + "loss": 0.10476137697696686, + "learning_rate": 0.0007449955758221184, + "timestep_mean": 784.5, + "epsilon_norm": 3.6078312397003174, + "prediction_norm": 3.085580587387085, + "timestamp": "2025-07-14T12:33:57.402799" + }, + { + "epoch": 675, + "batch_idx": 0, + "loss": 0.2328546643257141, + "learning_rate": 0.0007443106207484776, + "timestep_mean": 520.0, + "epsilon_norm": 7.859004020690918, + "prediction_norm": 6.388484001159668, + "timestamp": "2025-07-14T12:33:57.407609" + }, + { + "epoch": 675, + "batch_idx": 32, + "loss": 0.5475090742111206, + "learning_rate": 0.0007443106207484776, + "timestep_mean": 388.6875, + "epsilon_norm": 9.738485336303711, + "prediction_norm": 7.300070285797119, + "timestamp": "2025-07-14T12:33:57.412374" + }, + { + "epoch": 675, + "batch_idx": 64, + "loss": 0.20555399358272552, + "learning_rate": 0.0007443106207484776, + "timestep_mean": 560.625, + "epsilon_norm": 8.372879981994629, + "prediction_norm": 7.1296610832214355, + "timestamp": "2025-07-14T12:33:57.417697" + }, + { + "epoch": 675, + "batch_idx": 96, + "loss": 0.350566029548645, + "learning_rate": 0.0007443106207484776, + "timestep_mean": 524.46875, + "epsilon_norm": 9.191536903381348, + "prediction_norm": 8.128047943115234, + "timestamp": "2025-07-14T12:33:57.422733" + }, + { + "epoch": 675, + "batch_idx": 128, + "loss": 0.24235907196998596, + "learning_rate": 0.0007443106207484776, + "timestep_mean": 571.78125, + "epsilon_norm": 7.655516147613525, + "prediction_norm": 6.530214309692383, + "timestamp": "2025-07-14T12:33:57.427813" + }, + { + "epoch": 675, + "batch_idx": 160, + "loss": 0.279499351978302, + "learning_rate": 0.0007443106207484776, + "timestep_mean": 465.125, + "epsilon_norm": 7.697009086608887, + "prediction_norm": 6.589016914367676, + "timestamp": "2025-07-14T12:33:57.432874" + }, + { + "epoch": 675, + "batch_idx": 192, + "loss": 0.2350928783416748, + "learning_rate": 0.0007443106207484776, + "timestep_mean": 364.0, + "epsilon_norm": 4.499508857727051, + "prediction_norm": 4.597968578338623, + "timestamp": "2025-07-14T12:33:57.438060" + }, + { + "epoch": 676, + "batch_idx": 0, + "loss": 0.3065366744995117, + "learning_rate": 0.0007436250628626662, + "timestep_mean": 483.21875, + "epsilon_norm": 7.840745449066162, + "prediction_norm": 6.51275110244751, + "timestamp": "2025-07-14T12:33:57.443208" + }, + { + "epoch": 676, + "batch_idx": 32, + "loss": 0.2410777509212494, + "learning_rate": 0.0007436250628626662, + "timestep_mean": 542.34375, + "epsilon_norm": 8.330218315124512, + "prediction_norm": 6.995594501495361, + "timestamp": "2025-07-14T12:33:57.448438" + }, + { + "epoch": 676, + "batch_idx": 64, + "loss": 0.18633554875850677, + "learning_rate": 0.0007436250628626662, + "timestep_mean": 497.34375, + "epsilon_norm": 6.956140995025635, + "prediction_norm": 5.475959777832031, + "timestamp": "2025-07-14T12:33:57.453780" + }, + { + "epoch": 676, + "batch_idx": 96, + "loss": 0.2706677317619324, + "learning_rate": 0.0007436250628626662, + "timestep_mean": 551.96875, + "epsilon_norm": 8.516294479370117, + "prediction_norm": 7.656140327453613, + "timestamp": "2025-07-14T12:33:57.458983" + }, + { + "epoch": 676, + "batch_idx": 128, + "loss": 0.24842479825019836, + "learning_rate": 0.0007436250628626662, + "timestep_mean": 443.6875, + "epsilon_norm": 7.572749614715576, + "prediction_norm": 6.147344589233398, + "timestamp": "2025-07-14T12:33:57.464137" + }, + { + "epoch": 676, + "batch_idx": 160, + "loss": 0.24661478400230408, + "learning_rate": 0.0007436250628626662, + "timestep_mean": 502.03125, + "epsilon_norm": 8.309821128845215, + "prediction_norm": 7.307368278503418, + "timestamp": "2025-07-14T12:33:57.469240" + }, + { + "epoch": 676, + "batch_idx": 192, + "loss": 0.3069468140602112, + "learning_rate": 0.0007436250628626662, + "timestep_mean": 460.75, + "epsilon_norm": 4.537806034088135, + "prediction_norm": 3.6070713996887207, + "timestamp": "2025-07-14T12:33:57.474360" + }, + { + "epoch": 677, + "batch_idx": 0, + "loss": 0.26142704486846924, + "learning_rate": 0.0007429389038562304, + "timestep_mean": 489.78125, + "epsilon_norm": 7.58730411529541, + "prediction_norm": 6.483573913574219, + "timestamp": "2025-07-14T12:33:57.479657" + }, + { + "epoch": 677, + "batch_idx": 32, + "loss": 0.16146501898765564, + "learning_rate": 0.0007429389038562304, + "timestep_mean": 510.25, + "epsilon_norm": 8.180035591125488, + "prediction_norm": 7.203035354614258, + "timestamp": "2025-07-14T12:33:57.484786" + }, + { + "epoch": 677, + "batch_idx": 64, + "loss": 0.21965111792087555, + "learning_rate": 0.0007429389038562304, + "timestep_mean": 485.75, + "epsilon_norm": 8.472527503967285, + "prediction_norm": 6.903227806091309, + "timestamp": "2025-07-14T12:33:57.489891" + }, + { + "epoch": 677, + "batch_idx": 96, + "loss": 0.2992126941680908, + "learning_rate": 0.0007429389038562304, + "timestep_mean": 531.78125, + "epsilon_norm": 8.02269458770752, + "prediction_norm": 6.538666248321533, + "timestamp": "2025-07-14T12:33:57.495120" + }, + { + "epoch": 677, + "batch_idx": 128, + "loss": 0.366496205329895, + "learning_rate": 0.0007429389038562304, + "timestep_mean": 488.75, + "epsilon_norm": 7.614270210266113, + "prediction_norm": 6.072378158569336, + "timestamp": "2025-07-14T12:33:57.500418" + }, + { + "epoch": 677, + "batch_idx": 160, + "loss": 0.15501709282398224, + "learning_rate": 0.0007429389038562304, + "timestep_mean": 561.375, + "epsilon_norm": 7.895906925201416, + "prediction_norm": 6.711522579193115, + "timestamp": "2025-07-14T12:33:57.505544" + }, + { + "epoch": 677, + "batch_idx": 192, + "loss": 0.48160049319267273, + "learning_rate": 0.0007429389038562304, + "timestep_mean": 398.75, + "epsilon_norm": 3.2856688499450684, + "prediction_norm": 2.214151620864868, + "timestamp": "2025-07-14T12:33:57.510704" + }, + { + "epoch": 678, + "batch_idx": 0, + "loss": 0.3264067769050598, + "learning_rate": 0.0007422521454221991, + "timestep_mean": 433.75, + "epsilon_norm": 7.83232307434082, + "prediction_norm": 6.231173038482666, + "timestamp": "2025-07-14T12:33:57.516024" + }, + { + "epoch": 678, + "batch_idx": 32, + "loss": 0.22622092068195343, + "learning_rate": 0.0007422521454221991, + "timestep_mean": 550.28125, + "epsilon_norm": 7.718677043914795, + "prediction_norm": 6.7667555809021, + "timestamp": "2025-07-14T12:33:57.521224" + }, + { + "epoch": 678, + "batch_idx": 64, + "loss": 0.1868782937526703, + "learning_rate": 0.0007422521454221991, + "timestep_mean": 505.15625, + "epsilon_norm": 9.145925521850586, + "prediction_norm": 7.84481954574585, + "timestamp": "2025-07-14T12:33:57.526363" + }, + { + "epoch": 678, + "batch_idx": 96, + "loss": 0.31041425466537476, + "learning_rate": 0.0007422521454221991, + "timestep_mean": 543.8125, + "epsilon_norm": 8.91334056854248, + "prediction_norm": 8.426624298095703, + "timestamp": "2025-07-14T12:33:57.531523" + }, + { + "epoch": 678, + "batch_idx": 128, + "loss": 0.38001859188079834, + "learning_rate": 0.0007422521454221991, + "timestep_mean": 587.96875, + "epsilon_norm": 8.817169189453125, + "prediction_norm": 7.577378749847412, + "timestamp": "2025-07-14T12:33:57.536610" + }, + { + "epoch": 678, + "batch_idx": 160, + "loss": 0.3217180371284485, + "learning_rate": 0.0007422521454221991, + "timestep_mean": 463.53125, + "epsilon_norm": 8.064714431762695, + "prediction_norm": 6.711030006408691, + "timestamp": "2025-07-14T12:33:57.541846" + }, + { + "epoch": 678, + "batch_idx": 192, + "loss": 0.0489603653550148, + "learning_rate": 0.0007422521454221991, + "timestep_mean": 599.625, + "epsilon_norm": 4.715402126312256, + "prediction_norm": 4.210780620574951, + "timestamp": "2025-07-14T12:33:57.547049" + }, + { + "epoch": 679, + "batch_idx": 0, + "loss": 0.2938203811645508, + "learning_rate": 0.0007415647892550805, + "timestep_mean": 443.59375, + "epsilon_norm": 7.972865581512451, + "prediction_norm": 6.195690631866455, + "timestamp": "2025-07-14T12:33:57.552209" + }, + { + "epoch": 679, + "batch_idx": 32, + "loss": 0.358812153339386, + "learning_rate": 0.0007415647892550805, + "timestep_mean": 522.78125, + "epsilon_norm": 7.600549697875977, + "prediction_norm": 6.607015609741211, + "timestamp": "2025-07-14T12:33:57.557475" + }, + { + "epoch": 679, + "batch_idx": 64, + "loss": 0.3278222382068634, + "learning_rate": 0.0007415647892550805, + "timestep_mean": 546.28125, + "epsilon_norm": 8.453417778015137, + "prediction_norm": 7.775610446929932, + "timestamp": "2025-07-14T12:33:57.562677" + }, + { + "epoch": 679, + "batch_idx": 96, + "loss": 0.3189823627471924, + "learning_rate": 0.0007415647892550805, + "timestep_mean": 480.5, + "epsilon_norm": 7.293793678283691, + "prediction_norm": 6.080776214599609, + "timestamp": "2025-07-14T12:33:57.567751" + }, + { + "epoch": 679, + "batch_idx": 128, + "loss": 0.3452475666999817, + "learning_rate": 0.0007415647892550805, + "timestep_mean": 340.40625, + "epsilon_norm": 6.7561869621276855, + "prediction_norm": 4.548829078674316, + "timestamp": "2025-07-14T12:33:57.573009" + }, + { + "epoch": 679, + "batch_idx": 160, + "loss": 0.17402872443199158, + "learning_rate": 0.0007415647892550805, + "timestep_mean": 514.9375, + "epsilon_norm": 6.657937049865723, + "prediction_norm": 6.5729265213012695, + "timestamp": "2025-07-14T12:33:57.578191" + }, + { + "epoch": 679, + "batch_idx": 192, + "loss": 0.13885284960269928, + "learning_rate": 0.0007415647892550805, + "timestep_mean": 468.0, + "epsilon_norm": 3.958225727081299, + "prediction_norm": 3.770986795425415, + "timestamp": "2025-07-14T12:33:57.583408" + }, + { + "epoch": 680, + "batch_idx": 0, + "loss": 0.46324971318244934, + "learning_rate": 0.0007408768370508577, + "timestep_mean": 477.6875, + "epsilon_norm": 8.257814407348633, + "prediction_norm": 7.005237579345703, + "timestamp": "2025-07-14T12:33:57.588636" + }, + { + "epoch": 680, + "batch_idx": 32, + "loss": 0.2784690260887146, + "learning_rate": 0.0007408768370508577, + "timestep_mean": 551.5625, + "epsilon_norm": 8.47753620147705, + "prediction_norm": 7.563153266906738, + "timestamp": "2025-07-14T12:33:57.593777" + }, + { + "epoch": 680, + "batch_idx": 64, + "loss": 0.16682168841362, + "learning_rate": 0.0007408768370508577, + "timestep_mean": 560.46875, + "epsilon_norm": 8.357035636901855, + "prediction_norm": 7.728221893310547, + "timestamp": "2025-07-14T12:33:57.598894" + }, + { + "epoch": 680, + "batch_idx": 96, + "loss": 0.2256009578704834, + "learning_rate": 0.0007408768370508577, + "timestep_mean": 501.0, + "epsilon_norm": 7.566349029541016, + "prediction_norm": 5.860668659210205, + "timestamp": "2025-07-14T12:33:57.604031" + }, + { + "epoch": 680, + "batch_idx": 128, + "loss": 0.14965900778770447, + "learning_rate": 0.0007408768370508577, + "timestep_mean": 595.75, + "epsilon_norm": 7.460659503936768, + "prediction_norm": 7.051390171051025, + "timestamp": "2025-07-14T12:33:57.609183" + }, + { + "epoch": 680, + "batch_idx": 160, + "loss": 0.1939733624458313, + "learning_rate": 0.0007408768370508577, + "timestep_mean": 423.1875, + "epsilon_norm": 6.561879634857178, + "prediction_norm": 5.528894901275635, + "timestamp": "2025-07-14T12:33:57.614320" + }, + { + "epoch": 680, + "batch_idx": 192, + "loss": 0.3163134753704071, + "learning_rate": 0.0007408768370508577, + "timestep_mean": 495.375, + "epsilon_norm": 3.1948835849761963, + "prediction_norm": 2.2967259883880615, + "timestamp": "2025-07-14T12:33:57.619404" + }, + { + "epoch": 681, + "batch_idx": 0, + "loss": 0.2720831036567688, + "learning_rate": 0.0007401882905069844, + "timestep_mean": 435.375, + "epsilon_norm": 7.438694000244141, + "prediction_norm": 6.380342960357666, + "timestamp": "2025-07-14T12:33:57.624693" + }, + { + "epoch": 681, + "batch_idx": 32, + "loss": 0.19560253620147705, + "learning_rate": 0.0007401882905069844, + "timestep_mean": 420.03125, + "epsilon_norm": 8.115968704223633, + "prediction_norm": 7.173490524291992, + "timestamp": "2025-07-14T12:33:57.629968" + }, + { + "epoch": 681, + "batch_idx": 64, + "loss": 0.2604696452617645, + "learning_rate": 0.0007401882905069844, + "timestep_mean": 501.3125, + "epsilon_norm": 8.376150131225586, + "prediction_norm": 7.175858974456787, + "timestamp": "2025-07-14T12:33:57.635112" + }, + { + "epoch": 681, + "batch_idx": 96, + "loss": 0.1988157331943512, + "learning_rate": 0.0007401882905069844, + "timestep_mean": 519.40625, + "epsilon_norm": 6.674993991851807, + "prediction_norm": 6.1745829582214355, + "timestamp": "2025-07-14T12:33:57.640311" + }, + { + "epoch": 681, + "batch_idx": 128, + "loss": 0.2458990216255188, + "learning_rate": 0.0007401882905069844, + "timestep_mean": 486.0625, + "epsilon_norm": 8.352887153625488, + "prediction_norm": 7.098373889923096, + "timestamp": "2025-07-14T12:33:57.645454" + }, + { + "epoch": 681, + "batch_idx": 160, + "loss": 0.22413799166679382, + "learning_rate": 0.0007401882905069844, + "timestep_mean": 511.625, + "epsilon_norm": 7.840031623840332, + "prediction_norm": 6.152707576751709, + "timestamp": "2025-07-14T12:33:57.650630" + }, + { + "epoch": 681, + "batch_idx": 192, + "loss": 0.23692366480827332, + "learning_rate": 0.0007401882905069844, + "timestep_mean": 567.625, + "epsilon_norm": 4.039456367492676, + "prediction_norm": 3.425895929336548, + "timestamp": "2025-07-14T12:33:57.655767" + }, + { + "epoch": 682, + "batch_idx": 0, + "loss": 0.27060365676879883, + "learning_rate": 0.0007394991513223806, + "timestep_mean": 526.28125, + "epsilon_norm": 7.6299920082092285, + "prediction_norm": 6.820623397827148, + "timestamp": "2025-07-14T12:33:57.660897" + }, + { + "epoch": 682, + "batch_idx": 32, + "loss": 0.31901097297668457, + "learning_rate": 0.0007394991513223806, + "timestep_mean": 400.75, + "epsilon_norm": 7.253231048583984, + "prediction_norm": 6.385590553283691, + "timestamp": "2025-07-14T12:33:57.666031" + }, + { + "epoch": 682, + "batch_idx": 64, + "loss": 0.274558961391449, + "learning_rate": 0.0007394991513223806, + "timestep_mean": 443.0625, + "epsilon_norm": 7.612577438354492, + "prediction_norm": 6.137753963470459, + "timestamp": "2025-07-14T12:33:57.671035" + }, + { + "epoch": 682, + "batch_idx": 96, + "loss": 0.25025057792663574, + "learning_rate": 0.0007394991513223806, + "timestep_mean": 504.84375, + "epsilon_norm": 7.687594413757324, + "prediction_norm": 6.398525714874268, + "timestamp": "2025-07-14T12:33:57.676213" + }, + { + "epoch": 682, + "batch_idx": 128, + "loss": 0.17370420694351196, + "learning_rate": 0.0007394991513223806, + "timestep_mean": 540.78125, + "epsilon_norm": 7.1544718742370605, + "prediction_norm": 6.488955497741699, + "timestamp": "2025-07-14T12:33:57.681368" + }, + { + "epoch": 682, + "batch_idx": 160, + "loss": 0.1769910305738449, + "learning_rate": 0.0007394991513223806, + "timestep_mean": 576.9375, + "epsilon_norm": 8.573237419128418, + "prediction_norm": 7.466385841369629, + "timestamp": "2025-07-14T12:33:57.686473" + }, + { + "epoch": 682, + "batch_idx": 192, + "loss": 0.2310233861207962, + "learning_rate": 0.0007394991513223806, + "timestep_mean": 496.625, + "epsilon_norm": 4.175018787384033, + "prediction_norm": 4.0806355476379395, + "timestamp": "2025-07-14T12:33:57.691398" + }, + { + "epoch": 683, + "batch_idx": 0, + "loss": 0.26341909170150757, + "learning_rate": 0.0007388094211974289, + "timestep_mean": 478.65625, + "epsilon_norm": 8.548891067504883, + "prediction_norm": 7.061498165130615, + "timestamp": "2025-07-14T12:33:57.696353" + }, + { + "epoch": 683, + "batch_idx": 32, + "loss": 0.1992138922214508, + "learning_rate": 0.0007388094211974289, + "timestep_mean": 510.40625, + "epsilon_norm": 7.903172969818115, + "prediction_norm": 6.98750114440918, + "timestamp": "2025-07-14T12:33:57.701153" + }, + { + "epoch": 683, + "batch_idx": 64, + "loss": 0.3516595959663391, + "learning_rate": 0.0007388094211974289, + "timestep_mean": 453.3125, + "epsilon_norm": 8.919113159179688, + "prediction_norm": 7.0502753257751465, + "timestamp": "2025-07-14T12:33:57.706089" + }, + { + "epoch": 683, + "batch_idx": 96, + "loss": 0.3604544997215271, + "learning_rate": 0.0007388094211974289, + "timestep_mean": 515.125, + "epsilon_norm": 8.722258567810059, + "prediction_norm": 7.099595069885254, + "timestamp": "2025-07-14T12:33:57.711234" + }, + { + "epoch": 683, + "batch_idx": 128, + "loss": 0.2734891176223755, + "learning_rate": 0.0007388094211974289, + "timestep_mean": 511.9375, + "epsilon_norm": 8.91490364074707, + "prediction_norm": 7.512182712554932, + "timestamp": "2025-07-14T12:33:57.716331" + }, + { + "epoch": 683, + "batch_idx": 160, + "loss": 0.2940511703491211, + "learning_rate": 0.0007388094211974289, + "timestep_mean": 485.96875, + "epsilon_norm": 7.780551433563232, + "prediction_norm": 6.582086086273193, + "timestamp": "2025-07-14T12:33:57.721613" + }, + { + "epoch": 683, + "batch_idx": 192, + "loss": 0.1061113029718399, + "learning_rate": 0.0007388094211974289, + "timestep_mean": 444.25, + "epsilon_norm": 3.1165807247161865, + "prediction_norm": 2.9553911685943604, + "timestamp": "2025-07-14T12:33:57.726729" + }, + { + "epoch": 684, + "batch_idx": 0, + "loss": 0.3010552227497101, + "learning_rate": 0.0007381191018339697, + "timestep_mean": 455.375, + "epsilon_norm": 7.747618675231934, + "prediction_norm": 6.137242317199707, + "timestamp": "2025-07-14T12:33:57.731877" + }, + { + "epoch": 684, + "batch_idx": 32, + "loss": 0.23038095235824585, + "learning_rate": 0.0007381191018339697, + "timestep_mean": 551.90625, + "epsilon_norm": 7.494445323944092, + "prediction_norm": 7.219111442565918, + "timestamp": "2025-07-14T12:33:57.737045" + }, + { + "epoch": 684, + "batch_idx": 64, + "loss": 0.19951188564300537, + "learning_rate": 0.0007381191018339697, + "timestep_mean": 545.8125, + "epsilon_norm": 7.37641716003418, + "prediction_norm": 7.245425701141357, + "timestamp": "2025-07-14T12:33:57.742402" + }, + { + "epoch": 684, + "batch_idx": 96, + "loss": 0.3831441402435303, + "learning_rate": 0.0007381191018339697, + "timestep_mean": 422.75, + "epsilon_norm": 8.15511417388916, + "prediction_norm": 6.000944137573242, + "timestamp": "2025-07-14T12:33:57.747569" + }, + { + "epoch": 684, + "batch_idx": 128, + "loss": 0.2730725407600403, + "learning_rate": 0.0007381191018339697, + "timestep_mean": 462.15625, + "epsilon_norm": 7.353637218475342, + "prediction_norm": 5.903276443481445, + "timestamp": "2025-07-14T12:33:57.752756" + }, + { + "epoch": 684, + "batch_idx": 160, + "loss": 0.5523374676704407, + "learning_rate": 0.0007381191018339697, + "timestep_mean": 458.03125, + "epsilon_norm": 9.243672370910645, + "prediction_norm": 6.531119346618652, + "timestamp": "2025-07-14T12:33:57.757982" + }, + { + "epoch": 684, + "batch_idx": 192, + "loss": 0.25899916887283325, + "learning_rate": 0.0007381191018339697, + "timestep_mean": 630.875, + "epsilon_norm": 4.3232421875, + "prediction_norm": 3.8125998973846436, + "timestamp": "2025-07-14T12:33:57.763205" + }, + { + "epoch": 685, + "batch_idx": 0, + "loss": 0.31042367219924927, + "learning_rate": 0.0007374281949352974, + "timestep_mean": 411.5625, + "epsilon_norm": 8.391976356506348, + "prediction_norm": 7.175376892089844, + "timestamp": "2025-07-14T12:33:57.768437" + }, + { + "epoch": 685, + "batch_idx": 32, + "loss": 0.29141002893447876, + "learning_rate": 0.0007374281949352974, + "timestep_mean": 485.6875, + "epsilon_norm": 6.994468688964844, + "prediction_norm": 5.590514659881592, + "timestamp": "2025-07-14T12:33:57.773594" + }, + { + "epoch": 685, + "batch_idx": 64, + "loss": 0.21170783042907715, + "learning_rate": 0.0007374281949352974, + "timestep_mean": 486.1875, + "epsilon_norm": 7.098293304443359, + "prediction_norm": 5.737707138061523, + "timestamp": "2025-07-14T12:33:57.778783" + }, + { + "epoch": 685, + "batch_idx": 96, + "loss": 0.19498544931411743, + "learning_rate": 0.0007374281949352974, + "timestep_mean": 484.8125, + "epsilon_norm": 7.401895046234131, + "prediction_norm": 6.720247268676758, + "timestamp": "2025-07-14T12:33:57.783949" + }, + { + "epoch": 685, + "batch_idx": 128, + "loss": 0.11844281107187271, + "learning_rate": 0.0007374281949352974, + "timestep_mean": 631.96875, + "epsilon_norm": 7.70032262802124, + "prediction_norm": 7.13504695892334, + "timestamp": "2025-07-14T12:33:57.789017" + }, + { + "epoch": 685, + "batch_idx": 160, + "loss": 0.30599308013916016, + "learning_rate": 0.0007374281949352974, + "timestep_mean": 540.34375, + "epsilon_norm": 8.112893104553223, + "prediction_norm": 6.84115743637085, + "timestamp": "2025-07-14T12:33:57.794193" + }, + { + "epoch": 685, + "batch_idx": 192, + "loss": 0.3235268294811249, + "learning_rate": 0.0007374281949352974, + "timestep_mean": 422.75, + "epsilon_norm": 3.9313571453094482, + "prediction_norm": 3.427877902984619, + "timestamp": "2025-07-14T12:33:57.799281" + }, + { + "epoch": 686, + "batch_idx": 0, + "loss": 0.462001770734787, + "learning_rate": 0.0007367367022061562, + "timestep_mean": 503.03125, + "epsilon_norm": 8.723786354064941, + "prediction_norm": 7.223417282104492, + "timestamp": "2025-07-14T12:33:57.804588" + }, + { + "epoch": 686, + "batch_idx": 32, + "loss": 0.3620974123477936, + "learning_rate": 0.0007367367022061562, + "timestep_mean": 519.84375, + "epsilon_norm": 8.195452690124512, + "prediction_norm": 7.027097225189209, + "timestamp": "2025-07-14T12:33:57.809724" + }, + { + "epoch": 686, + "batch_idx": 64, + "loss": 0.1438262164592743, + "learning_rate": 0.0007367367022061562, + "timestep_mean": 573.5625, + "epsilon_norm": 8.243537902832031, + "prediction_norm": 7.857112407684326, + "timestamp": "2025-07-14T12:33:57.814800" + }, + { + "epoch": 686, + "batch_idx": 96, + "loss": 0.19794940948486328, + "learning_rate": 0.0007367367022061562, + "timestep_mean": 469.375, + "epsilon_norm": 9.256714820861816, + "prediction_norm": 7.527924537658691, + "timestamp": "2025-07-14T12:33:57.819925" + }, + { + "epoch": 686, + "batch_idx": 128, + "loss": 0.20789998769760132, + "learning_rate": 0.0007367367022061562, + "timestep_mean": 516.65625, + "epsilon_norm": 9.124373435974121, + "prediction_norm": 7.945028305053711, + "timestamp": "2025-07-14T12:33:57.825169" + }, + { + "epoch": 686, + "batch_idx": 160, + "loss": 0.38128507137298584, + "learning_rate": 0.0007367367022061562, + "timestep_mean": 486.5625, + "epsilon_norm": 7.245733261108398, + "prediction_norm": 5.489073753356934, + "timestamp": "2025-07-14T12:33:57.830301" + }, + { + "epoch": 686, + "batch_idx": 192, + "loss": 0.4221653640270233, + "learning_rate": 0.0007367367022061562, + "timestep_mean": 472.0, + "epsilon_norm": 3.760784864425659, + "prediction_norm": 2.7183520793914795, + "timestamp": "2025-07-14T12:33:57.835407" + }, + { + "epoch": 687, + "batch_idx": 0, + "loss": 0.3177652359008789, + "learning_rate": 0.0007360446253527356, + "timestep_mean": 486.28125, + "epsilon_norm": 7.634947776794434, + "prediction_norm": 6.3392415046691895, + "timestamp": "2025-07-14T12:33:57.840670" + }, + { + "epoch": 687, + "batch_idx": 32, + "loss": 0.30459335446357727, + "learning_rate": 0.0007360446253527356, + "timestep_mean": 464.09375, + "epsilon_norm": 8.429039001464844, + "prediction_norm": 6.936007976531982, + "timestamp": "2025-07-14T12:33:57.845862" + }, + { + "epoch": 687, + "batch_idx": 64, + "loss": 0.357917845249176, + "learning_rate": 0.0007360446253527356, + "timestep_mean": 439.53125, + "epsilon_norm": 8.550825119018555, + "prediction_norm": 6.625646114349365, + "timestamp": "2025-07-14T12:33:57.850981" + }, + { + "epoch": 687, + "batch_idx": 96, + "loss": 0.26639044284820557, + "learning_rate": 0.0007360446253527356, + "timestep_mean": 529.65625, + "epsilon_norm": 8.51323413848877, + "prediction_norm": 7.573938369750977, + "timestamp": "2025-07-14T12:33:57.856144" + }, + { + "epoch": 687, + "batch_idx": 128, + "loss": 0.28034257888793945, + "learning_rate": 0.0007360446253527356, + "timestep_mean": 543.34375, + "epsilon_norm": 8.577093124389648, + "prediction_norm": 6.960946083068848, + "timestamp": "2025-07-14T12:33:57.861258" + }, + { + "epoch": 687, + "batch_idx": 160, + "loss": 0.2101946771144867, + "learning_rate": 0.0007360446253527356, + "timestep_mean": 483.03125, + "epsilon_norm": 7.888156890869141, + "prediction_norm": 6.897160053253174, + "timestamp": "2025-07-14T12:33:57.866108" + }, + { + "epoch": 687, + "batch_idx": 192, + "loss": 0.13975471258163452, + "learning_rate": 0.0007360446253527356, + "timestep_mean": 270.625, + "epsilon_norm": 3.4505975246429443, + "prediction_norm": 2.9538497924804688, + "timestamp": "2025-07-14T12:33:57.871085" + }, + { + "epoch": 688, + "batch_idx": 0, + "loss": 0.32241880893707275, + "learning_rate": 0.0007353519660826663, + "timestep_mean": 451.03125, + "epsilon_norm": 7.98237943649292, + "prediction_norm": 6.839458465576172, + "timestamp": "2025-07-14T12:33:57.875921" + }, + { + "epoch": 688, + "batch_idx": 32, + "loss": 0.23528200387954712, + "learning_rate": 0.0007353519660826663, + "timestep_mean": 532.3125, + "epsilon_norm": 7.566122531890869, + "prediction_norm": 6.867816925048828, + "timestamp": "2025-07-14T12:33:57.880841" + }, + { + "epoch": 688, + "batch_idx": 64, + "loss": 0.2674564719200134, + "learning_rate": 0.0007353519660826663, + "timestep_mean": 452.125, + "epsilon_norm": 8.35758113861084, + "prediction_norm": 7.9077677726745605, + "timestamp": "2025-07-14T12:33:57.885741" + }, + { + "epoch": 688, + "batch_idx": 96, + "loss": 0.37110215425491333, + "learning_rate": 0.0007353519660826663, + "timestep_mean": 394.25, + "epsilon_norm": 7.7580246925354, + "prediction_norm": 6.376158237457275, + "timestamp": "2025-07-14T12:33:57.890643" + }, + { + "epoch": 688, + "batch_idx": 128, + "loss": 0.19417645037174225, + "learning_rate": 0.0007353519660826663, + "timestep_mean": 545.34375, + "epsilon_norm": 6.72613525390625, + "prediction_norm": 5.869868755340576, + "timestamp": "2025-07-14T12:33:57.901005" + }, + { + "epoch": 688, + "batch_idx": 160, + "loss": 0.21538802981376648, + "learning_rate": 0.0007353519660826663, + "timestep_mean": 469.625, + "epsilon_norm": 7.301545143127441, + "prediction_norm": 6.98159122467041, + "timestamp": "2025-07-14T12:33:57.905718" + }, + { + "epoch": 688, + "batch_idx": 192, + "loss": 0.3653015196323395, + "learning_rate": 0.0007353519660826663, + "timestep_mean": 504.625, + "epsilon_norm": 4.490545272827148, + "prediction_norm": 3.5200839042663574, + "timestamp": "2025-07-14T12:33:57.910423" + }, + { + "epoch": 689, + "batch_idx": 0, + "loss": 0.2513998746871948, + "learning_rate": 0.0007346587261050165, + "timestep_mean": 537.03125, + "epsilon_norm": 10.060656547546387, + "prediction_norm": 8.654939651489258, + "timestamp": "2025-07-14T12:33:57.915102" + }, + { + "epoch": 689, + "batch_idx": 32, + "loss": 0.4500212073326111, + "learning_rate": 0.0007346587261050165, + "timestep_mean": 480.625, + "epsilon_norm": 8.931846618652344, + "prediction_norm": 6.832881927490234, + "timestamp": "2025-07-14T12:33:57.919758" + }, + { + "epoch": 689, + "batch_idx": 64, + "loss": 0.32884490489959717, + "learning_rate": 0.0007346587261050165, + "timestep_mean": 491.625, + "epsilon_norm": 7.447397708892822, + "prediction_norm": 6.176425933837891, + "timestamp": "2025-07-14T12:33:57.924472" + }, + { + "epoch": 689, + "batch_idx": 96, + "loss": 0.31227922439575195, + "learning_rate": 0.0007346587261050165, + "timestep_mean": 453.375, + "epsilon_norm": 8.959206581115723, + "prediction_norm": 7.27318000793457, + "timestamp": "2025-07-14T12:33:57.929267" + }, + { + "epoch": 689, + "batch_idx": 128, + "loss": 0.23657934367656708, + "learning_rate": 0.0007346587261050165, + "timestep_mean": 435.96875, + "epsilon_norm": 7.194814682006836, + "prediction_norm": 6.138340950012207, + "timestamp": "2025-07-14T12:33:57.933920" + }, + { + "epoch": 689, + "batch_idx": 160, + "loss": 0.6854512095451355, + "learning_rate": 0.0007346587261050165, + "timestep_mean": 453.25, + "epsilon_norm": 9.654060363769531, + "prediction_norm": 7.067469596862793, + "timestamp": "2025-07-14T12:33:57.938617" + }, + { + "epoch": 689, + "batch_idx": 192, + "loss": 0.2577691972255707, + "learning_rate": 0.0007346587261050165, + "timestep_mean": 436.375, + "epsilon_norm": 3.115957260131836, + "prediction_norm": 1.828224778175354, + "timestamp": "2025-07-14T12:33:57.943283" + }, + { + "epoch": 690, + "batch_idx": 0, + "loss": 0.3255695402622223, + "learning_rate": 0.0007339649071302867, + "timestep_mean": 436.03125, + "epsilon_norm": 7.47683572769165, + "prediction_norm": 6.378402233123779, + "timestamp": "2025-07-14T12:33:57.948061" + }, + { + "epoch": 690, + "batch_idx": 32, + "loss": 0.32673412561416626, + "learning_rate": 0.0007339649071302867, + "timestep_mean": 495.875, + "epsilon_norm": 7.930936336517334, + "prediction_norm": 6.765379428863525, + "timestamp": "2025-07-14T12:33:57.952790" + }, + { + "epoch": 690, + "batch_idx": 64, + "loss": 0.42996275424957275, + "learning_rate": 0.0007339649071302867, + "timestep_mean": 400.96875, + "epsilon_norm": 7.494848251342773, + "prediction_norm": 6.279111385345459, + "timestamp": "2025-07-14T12:33:57.957510" + }, + { + "epoch": 690, + "batch_idx": 96, + "loss": 0.49469488859176636, + "learning_rate": 0.0007339649071302867, + "timestep_mean": 437.34375, + "epsilon_norm": 7.5767741203308105, + "prediction_norm": 5.944107532501221, + "timestamp": "2025-07-14T12:33:57.962219" + }, + { + "epoch": 690, + "batch_idx": 128, + "loss": 0.2545081377029419, + "learning_rate": 0.0007339649071302867, + "timestep_mean": 540.96875, + "epsilon_norm": 8.64868450164795, + "prediction_norm": 7.763833045959473, + "timestamp": "2025-07-14T12:33:57.966985" + }, + { + "epoch": 690, + "batch_idx": 160, + "loss": 0.1666884422302246, + "learning_rate": 0.0007339649071302867, + "timestep_mean": 481.4375, + "epsilon_norm": 6.9814558029174805, + "prediction_norm": 6.218928337097168, + "timestamp": "2025-07-14T12:33:57.971699" + }, + { + "epoch": 690, + "batch_idx": 192, + "loss": 0.10351847112178802, + "learning_rate": 0.0007339649071302867, + "timestep_mean": 591.125, + "epsilon_norm": 5.358413219451904, + "prediction_norm": 5.179907321929932, + "timestamp": "2025-07-14T12:33:57.976439" + }, + { + "epoch": 691, + "batch_idx": 0, + "loss": 0.34797149896621704, + "learning_rate": 0.0007332705108704064, + "timestep_mean": 420.34375, + "epsilon_norm": 8.575292587280273, + "prediction_norm": 5.966057777404785, + "timestamp": "2025-07-14T12:33:57.981187" + }, + { + "epoch": 691, + "batch_idx": 32, + "loss": 0.2327662706375122, + "learning_rate": 0.0007332705108704064, + "timestep_mean": 485.5, + "epsilon_norm": 7.2327752113342285, + "prediction_norm": 5.894917011260986, + "timestamp": "2025-07-14T12:33:57.985939" + }, + { + "epoch": 691, + "batch_idx": 64, + "loss": 0.3268430233001709, + "learning_rate": 0.0007332705108704064, + "timestep_mean": 520.5, + "epsilon_norm": 8.101399421691895, + "prediction_norm": 6.610337257385254, + "timestamp": "2025-07-14T12:33:57.990648" + }, + { + "epoch": 691, + "batch_idx": 96, + "loss": 0.28084707260131836, + "learning_rate": 0.0007332705108704064, + "timestep_mean": 418.25, + "epsilon_norm": 8.308019638061523, + "prediction_norm": 7.808736801147461, + "timestamp": "2025-07-14T12:33:57.995398" + }, + { + "epoch": 691, + "batch_idx": 128, + "loss": 0.23914143443107605, + "learning_rate": 0.0007332705108704064, + "timestep_mean": 543.34375, + "epsilon_norm": 8.75780963897705, + "prediction_norm": 7.927838325500488, + "timestamp": "2025-07-14T12:33:58.000087" + }, + { + "epoch": 691, + "batch_idx": 160, + "loss": 0.3598794639110565, + "learning_rate": 0.0007332705108704064, + "timestep_mean": 522.1875, + "epsilon_norm": 8.401962280273438, + "prediction_norm": 6.313910484313965, + "timestamp": "2025-07-14T12:33:58.004867" + }, + { + "epoch": 691, + "batch_idx": 192, + "loss": 0.6519439220428467, + "learning_rate": 0.0007332705108704064, + "timestep_mean": 469.5, + "epsilon_norm": 4.251901149749756, + "prediction_norm": 2.76544189453125, + "timestamp": "2025-07-14T12:33:58.009621" + }, + { + "epoch": 692, + "batch_idx": 0, + "loss": 0.3151647746562958, + "learning_rate": 0.0007325755390387292, + "timestep_mean": 491.125, + "epsilon_norm": 8.085478782653809, + "prediction_norm": 6.570241451263428, + "timestamp": "2025-07-14T12:33:58.014469" + }, + { + "epoch": 692, + "batch_idx": 32, + "loss": 0.4289757013320923, + "learning_rate": 0.0007325755390387292, + "timestep_mean": 521.125, + "epsilon_norm": 9.202473640441895, + "prediction_norm": 7.638974666595459, + "timestamp": "2025-07-14T12:33:58.019288" + }, + { + "epoch": 692, + "batch_idx": 64, + "loss": 0.26159048080444336, + "learning_rate": 0.0007325755390387292, + "timestep_mean": 550.96875, + "epsilon_norm": 8.446860313415527, + "prediction_norm": 7.439999103546143, + "timestamp": "2025-07-14T12:33:58.024030" + }, + { + "epoch": 692, + "batch_idx": 96, + "loss": 0.2566365599632263, + "learning_rate": 0.0007325755390387292, + "timestep_mean": 461.125, + "epsilon_norm": 7.346886157989502, + "prediction_norm": 6.145574569702148, + "timestamp": "2025-07-14T12:33:58.028855" + }, + { + "epoch": 692, + "batch_idx": 128, + "loss": 0.2851472496986389, + "learning_rate": 0.0007325755390387292, + "timestep_mean": 474.78125, + "epsilon_norm": 7.165074825286865, + "prediction_norm": 5.540445327758789, + "timestamp": "2025-07-14T12:33:58.033720" + }, + { + "epoch": 692, + "batch_idx": 160, + "loss": 0.20635737478733063, + "learning_rate": 0.0007325755390387292, + "timestep_mean": 548.46875, + "epsilon_norm": 6.866789817810059, + "prediction_norm": 6.304154396057129, + "timestamp": "2025-07-14T12:33:58.038518" + }, + { + "epoch": 692, + "batch_idx": 192, + "loss": 0.24923977255821228, + "learning_rate": 0.0007325755390387292, + "timestep_mean": 345.75, + "epsilon_norm": 2.771589517593384, + "prediction_norm": 2.0346312522888184, + "timestamp": "2025-07-14T12:33:58.043321" + }, + { + "epoch": 693, + "batch_idx": 0, + "loss": 0.24099409580230713, + "learning_rate": 0.0007318799933500291, + "timestep_mean": 443.78125, + "epsilon_norm": 7.817798614501953, + "prediction_norm": 6.880293369293213, + "timestamp": "2025-07-14T12:33:58.048220" + }, + { + "epoch": 693, + "batch_idx": 32, + "loss": 0.24121218919754028, + "learning_rate": 0.0007318799933500291, + "timestep_mean": 453.90625, + "epsilon_norm": 7.783764362335205, + "prediction_norm": 7.185712814331055, + "timestamp": "2025-07-14T12:33:58.053080" + }, + { + "epoch": 693, + "batch_idx": 64, + "loss": 0.29028743505477905, + "learning_rate": 0.0007318799933500291, + "timestep_mean": 520.1875, + "epsilon_norm": 7.574498653411865, + "prediction_norm": 5.948590278625488, + "timestamp": "2025-07-14T12:33:58.057953" + }, + { + "epoch": 693, + "batch_idx": 96, + "loss": 0.46774983406066895, + "learning_rate": 0.0007318799933500291, + "timestep_mean": 455.5625, + "epsilon_norm": 7.806473255157471, + "prediction_norm": 5.481211185455322, + "timestamp": "2025-07-14T12:33:58.062942" + }, + { + "epoch": 693, + "batch_idx": 128, + "loss": 0.2685903310775757, + "learning_rate": 0.0007318799933500291, + "timestep_mean": 366.75, + "epsilon_norm": 8.046588897705078, + "prediction_norm": 7.6843743324279785, + "timestamp": "2025-07-14T12:33:58.067783" + }, + { + "epoch": 693, + "batch_idx": 160, + "loss": 0.29372283816337585, + "learning_rate": 0.0007318799933500291, + "timestep_mean": 438.6875, + "epsilon_norm": 7.716843128204346, + "prediction_norm": 6.426339626312256, + "timestamp": "2025-07-14T12:33:58.072618" + }, + { + "epoch": 693, + "batch_idx": 192, + "loss": 0.05594497546553612, + "learning_rate": 0.0007318799933500291, + "timestep_mean": 746.875, + "epsilon_norm": 4.249956130981445, + "prediction_norm": 4.461178302764893, + "timestamp": "2025-07-14T12:33:58.077473" + }, + { + "epoch": 694, + "batch_idx": 0, + "loss": 0.3340628147125244, + "learning_rate": 0.0007311838755204957, + "timestep_mean": 488.71875, + "epsilon_norm": 7.673023700714111, + "prediction_norm": 6.453580856323242, + "timestamp": "2025-07-14T12:33:58.082306" + }, + { + "epoch": 694, + "batch_idx": 32, + "loss": 0.1835033893585205, + "learning_rate": 0.0007311838755204957, + "timestep_mean": 542.1875, + "epsilon_norm": 8.101311683654785, + "prediction_norm": 6.587826728820801, + "timestamp": "2025-07-14T12:33:58.087420" + }, + { + "epoch": 694, + "batch_idx": 64, + "loss": 0.33461493253707886, + "learning_rate": 0.0007311838755204957, + "timestep_mean": 433.40625, + "epsilon_norm": 8.669220924377441, + "prediction_norm": 7.166617393493652, + "timestamp": "2025-07-14T12:33:58.092580" + }, + { + "epoch": 694, + "batch_idx": 96, + "loss": 0.3326309323310852, + "learning_rate": 0.0007311838755204957, + "timestep_mean": 433.96875, + "epsilon_norm": 7.4828410148620605, + "prediction_norm": 6.209640979766846, + "timestamp": "2025-07-14T12:33:58.097712" + }, + { + "epoch": 694, + "batch_idx": 128, + "loss": 0.24596035480499268, + "learning_rate": 0.0007311838755204957, + "timestep_mean": 575.75, + "epsilon_norm": 7.5071821212768555, + "prediction_norm": 6.196455478668213, + "timestamp": "2025-07-14T12:33:58.102903" + }, + { + "epoch": 694, + "batch_idx": 160, + "loss": 0.18950165808200836, + "learning_rate": 0.0007311838755204957, + "timestep_mean": 528.15625, + "epsilon_norm": 8.017122268676758, + "prediction_norm": 7.1842265129089355, + "timestamp": "2025-07-14T12:33:58.108229" + }, + { + "epoch": 694, + "batch_idx": 192, + "loss": 0.6919382810592651, + "learning_rate": 0.0007311838755204957, + "timestep_mean": 411.75, + "epsilon_norm": 4.89389181137085, + "prediction_norm": 3.2128183841705322, + "timestamp": "2025-07-14T12:33:58.113249" + }, + { + "epoch": 695, + "batch_idx": 0, + "loss": 0.1740177869796753, + "learning_rate": 0.0007304871872677311, + "timestep_mean": 508.59375, + "epsilon_norm": 7.1290740966796875, + "prediction_norm": 6.462034225463867, + "timestamp": "2025-07-14T12:33:58.118402" + }, + { + "epoch": 695, + "batch_idx": 32, + "loss": 0.28984183073043823, + "learning_rate": 0.0007304871872677311, + "timestep_mean": 597.65625, + "epsilon_norm": 8.481461524963379, + "prediction_norm": 7.303550720214844, + "timestamp": "2025-07-14T12:33:58.123509" + }, + { + "epoch": 695, + "batch_idx": 64, + "loss": 0.2670609951019287, + "learning_rate": 0.0007304871872677311, + "timestep_mean": 449.9375, + "epsilon_norm": 7.754383563995361, + "prediction_norm": 6.175677299499512, + "timestamp": "2025-07-14T12:33:58.128672" + }, + { + "epoch": 695, + "batch_idx": 96, + "loss": 0.33088573813438416, + "learning_rate": 0.0007304871872677311, + "timestep_mean": 524.25, + "epsilon_norm": 8.524518966674805, + "prediction_norm": 6.725390911102295, + "timestamp": "2025-07-14T12:33:58.133944" + }, + { + "epoch": 695, + "batch_idx": 128, + "loss": 0.41029155254364014, + "learning_rate": 0.0007304871872677311, + "timestep_mean": 438.9375, + "epsilon_norm": 7.804800510406494, + "prediction_norm": 6.278250694274902, + "timestamp": "2025-07-14T12:33:58.139070" + }, + { + "epoch": 695, + "batch_idx": 160, + "loss": 0.1777508705854416, + "learning_rate": 0.0007304871872677311, + "timestep_mean": 458.90625, + "epsilon_norm": 6.804531097412109, + "prediction_norm": 6.111474990844727, + "timestamp": "2025-07-14T12:33:58.144202" + }, + { + "epoch": 695, + "batch_idx": 192, + "loss": 0.3211989104747772, + "learning_rate": 0.0007304871872677311, + "timestep_mean": 489.0, + "epsilon_norm": 3.5725057125091553, + "prediction_norm": 2.962202787399292, + "timestamp": "2025-07-14T12:33:58.149325" + }, + { + "epoch": 696, + "batch_idx": 0, + "loss": 0.26349973678588867, + "learning_rate": 0.0007297899303107439, + "timestep_mean": 514.34375, + "epsilon_norm": 8.912883758544922, + "prediction_norm": 7.544497966766357, + "timestamp": "2025-07-14T12:33:58.154560" + }, + { + "epoch": 696, + "batch_idx": 32, + "loss": 0.17683041095733643, + "learning_rate": 0.0007297899303107439, + "timestep_mean": 549.125, + "epsilon_norm": 7.340088367462158, + "prediction_norm": 6.8321356773376465, + "timestamp": "2025-07-14T12:33:58.159641" + }, + { + "epoch": 696, + "batch_idx": 64, + "loss": 0.3180287480354309, + "learning_rate": 0.0007297899303107439, + "timestep_mean": 482.9375, + "epsilon_norm": 7.871426582336426, + "prediction_norm": 6.177069187164307, + "timestamp": "2025-07-14T12:33:58.164723" + }, + { + "epoch": 696, + "batch_idx": 96, + "loss": 0.16942816972732544, + "learning_rate": 0.0007297899303107439, + "timestep_mean": 521.6875, + "epsilon_norm": 8.038710594177246, + "prediction_norm": 7.342776298522949, + "timestamp": "2025-07-14T12:33:58.169881" + }, + { + "epoch": 696, + "batch_idx": 128, + "loss": 0.2547982335090637, + "learning_rate": 0.0007297899303107439, + "timestep_mean": 487.3125, + "epsilon_norm": 8.91712474822998, + "prediction_norm": 7.946012020111084, + "timestamp": "2025-07-14T12:33:58.175164" + }, + { + "epoch": 696, + "batch_idx": 160, + "loss": 0.14500126242637634, + "learning_rate": 0.0007297899303107439, + "timestep_mean": 580.5625, + "epsilon_norm": 7.095844745635986, + "prediction_norm": 7.389588832855225, + "timestamp": "2025-07-14T12:33:58.180260" + }, + { + "epoch": 696, + "batch_idx": 192, + "loss": 0.5978673696517944, + "learning_rate": 0.0007297899303107439, + "timestep_mean": 496.0, + "epsilon_norm": 4.689656734466553, + "prediction_norm": 3.389655113220215, + "timestamp": "2025-07-14T12:33:58.185108" + }, + { + "epoch": 697, + "batch_idx": 0, + "loss": 0.44238099455833435, + "learning_rate": 0.0007290921063699462, + "timestep_mean": 542.6875, + "epsilon_norm": 8.771265029907227, + "prediction_norm": 7.008030414581299, + "timestamp": "2025-07-14T12:33:58.190256" + }, + { + "epoch": 697, + "batch_idx": 32, + "loss": 0.26770880818367004, + "learning_rate": 0.0007290921063699462, + "timestep_mean": 530.9375, + "epsilon_norm": 7.816702365875244, + "prediction_norm": 6.098689079284668, + "timestamp": "2025-07-14T12:33:58.195118" + }, + { + "epoch": 697, + "batch_idx": 64, + "loss": 0.26533401012420654, + "learning_rate": 0.0007290921063699462, + "timestep_mean": 479.5625, + "epsilon_norm": 9.015960693359375, + "prediction_norm": 7.184396266937256, + "timestamp": "2025-07-14T12:33:58.200123" + }, + { + "epoch": 697, + "batch_idx": 96, + "loss": 0.19408275187015533, + "learning_rate": 0.0007290921063699462, + "timestep_mean": 497.0625, + "epsilon_norm": 8.222640037536621, + "prediction_norm": 7.890372276306152, + "timestamp": "2025-07-14T12:33:58.204951" + }, + { + "epoch": 697, + "batch_idx": 128, + "loss": 0.12523585557937622, + "learning_rate": 0.0007290921063699462, + "timestep_mean": 526.03125, + "epsilon_norm": 7.919952392578125, + "prediction_norm": 7.393045425415039, + "timestamp": "2025-07-14T12:33:58.209852" + }, + { + "epoch": 697, + "batch_idx": 160, + "loss": 0.19804377853870392, + "learning_rate": 0.0007290921063699462, + "timestep_mean": 594.875, + "epsilon_norm": 6.824826717376709, + "prediction_norm": 6.297140121459961, + "timestamp": "2025-07-14T12:33:58.214695" + }, + { + "epoch": 697, + "batch_idx": 192, + "loss": 0.15109485387802124, + "learning_rate": 0.0007290921063699462, + "timestep_mean": 383.25, + "epsilon_norm": 3.5353877544403076, + "prediction_norm": 3.5379421710968018, + "timestamp": "2025-07-14T12:33:58.219527" + }, + { + "epoch": 698, + "batch_idx": 0, + "loss": 0.6244339346885681, + "learning_rate": 0.0007283937171671497, + "timestep_mean": 432.0, + "epsilon_norm": 8.294034957885742, + "prediction_norm": 5.662026882171631, + "timestamp": "2025-07-14T12:33:58.224432" + }, + { + "epoch": 698, + "batch_idx": 32, + "loss": 0.28609776496887207, + "learning_rate": 0.0007283937171671497, + "timestep_mean": 456.03125, + "epsilon_norm": 6.638619899749756, + "prediction_norm": 5.60569429397583, + "timestamp": "2025-07-14T12:33:58.229402" + }, + { + "epoch": 698, + "batch_idx": 64, + "loss": 0.3494429588317871, + "learning_rate": 0.0007283937171671497, + "timestep_mean": 450.875, + "epsilon_norm": 7.585149765014648, + "prediction_norm": 6.235799789428711, + "timestamp": "2025-07-14T12:33:58.234318" + }, + { + "epoch": 698, + "batch_idx": 96, + "loss": 0.16967836022377014, + "learning_rate": 0.0007283937171671497, + "timestep_mean": 594.34375, + "epsilon_norm": 8.087845802307129, + "prediction_norm": 7.26338529586792, + "timestamp": "2025-07-14T12:33:58.239140" + }, + { + "epoch": 698, + "batch_idx": 128, + "loss": 0.1534317135810852, + "learning_rate": 0.0007283937171671497, + "timestep_mean": 611.71875, + "epsilon_norm": 7.079888343811035, + "prediction_norm": 6.093320846557617, + "timestamp": "2025-07-14T12:33:58.243975" + }, + { + "epoch": 698, + "batch_idx": 160, + "loss": 0.19867104291915894, + "learning_rate": 0.0007283937171671497, + "timestep_mean": 522.78125, + "epsilon_norm": 8.160553932189941, + "prediction_norm": 7.484668731689453, + "timestamp": "2025-07-14T12:33:58.248835" + }, + { + "epoch": 698, + "batch_idx": 192, + "loss": 0.24001917243003845, + "learning_rate": 0.0007283937171671497, + "timestep_mean": 453.375, + "epsilon_norm": 3.961695909500122, + "prediction_norm": 3.4241831302642822, + "timestamp": "2025-07-14T12:33:58.253638" + }, + { + "epoch": 699, + "batch_idx": 0, + "loss": 0.33075571060180664, + "learning_rate": 0.00072769476442556, + "timestep_mean": 461.34375, + "epsilon_norm": 7.706783294677734, + "prediction_norm": 6.296471118927002, + "timestamp": "2025-07-14T12:33:58.258595" + }, + { + "epoch": 699, + "batch_idx": 32, + "loss": 0.2929225265979767, + "learning_rate": 0.00072769476442556, + "timestep_mean": 453.875, + "epsilon_norm": 8.011741638183594, + "prediction_norm": 6.476785182952881, + "timestamp": "2025-07-14T12:33:58.263504" + }, + { + "epoch": 699, + "batch_idx": 64, + "loss": 0.40814733505249023, + "learning_rate": 0.00072769476442556, + "timestep_mean": 482.0, + "epsilon_norm": 7.701401233673096, + "prediction_norm": 5.531338214874268, + "timestamp": "2025-07-14T12:33:58.268400" + }, + { + "epoch": 699, + "batch_idx": 96, + "loss": 0.4276607632637024, + "learning_rate": 0.00072769476442556, + "timestep_mean": 498.625, + "epsilon_norm": 8.949551582336426, + "prediction_norm": 6.534580707550049, + "timestamp": "2025-07-14T12:33:58.273249" + }, + { + "epoch": 699, + "batch_idx": 128, + "loss": 0.21625494956970215, + "learning_rate": 0.00072769476442556, + "timestep_mean": 561.0, + "epsilon_norm": 8.30355167388916, + "prediction_norm": 6.709305286407471, + "timestamp": "2025-07-14T12:33:58.278134" + }, + { + "epoch": 699, + "batch_idx": 160, + "loss": 0.3572952449321747, + "learning_rate": 0.00072769476442556, + "timestep_mean": 481.625, + "epsilon_norm": 7.378661632537842, + "prediction_norm": 5.637676239013672, + "timestamp": "2025-07-14T12:33:58.283074" + }, + { + "epoch": 699, + "batch_idx": 192, + "loss": 0.22801992297172546, + "learning_rate": 0.00072769476442556, + "timestep_mean": 617.625, + "epsilon_norm": 3.3953888416290283, + "prediction_norm": 2.8494949340820312, + "timestamp": "2025-07-14T12:33:58.287902" + }, + { + "epoch": 700, + "batch_idx": 0, + "loss": 0.1571107655763626, + "learning_rate": 0.0007269952498697733, + "timestep_mean": 573.84375, + "epsilon_norm": 7.75475549697876, + "prediction_norm": 7.245110511779785, + "timestamp": "2025-07-14T12:33:58.292713" + }, + { + "epoch": 700, + "batch_idx": 32, + "loss": 0.1518867462873459, + "learning_rate": 0.0007269952498697733, + "timestep_mean": 553.90625, + "epsilon_norm": 6.607979774475098, + "prediction_norm": 6.237055778503418, + "timestamp": "2025-07-14T12:33:58.297581" + }, + { + "epoch": 700, + "batch_idx": 64, + "loss": 0.3122628331184387, + "learning_rate": 0.0007269952498697733, + "timestep_mean": 462.53125, + "epsilon_norm": 9.149871826171875, + "prediction_norm": 7.5569376945495605, + "timestamp": "2025-07-14T12:33:58.302472" + }, + { + "epoch": 700, + "batch_idx": 96, + "loss": 0.36333662271499634, + "learning_rate": 0.0007269952498697733, + "timestep_mean": 465.375, + "epsilon_norm": 8.044027328491211, + "prediction_norm": 6.527718544006348, + "timestamp": "2025-07-14T12:33:58.307292" + }, + { + "epoch": 700, + "batch_idx": 128, + "loss": 0.35195010900497437, + "learning_rate": 0.0007269952498697733, + "timestep_mean": 520.90625, + "epsilon_norm": 7.866118431091309, + "prediction_norm": 6.647599220275879, + "timestamp": "2025-07-14T12:33:58.312145" + }, + { + "epoch": 700, + "batch_idx": 160, + "loss": 0.3552209734916687, + "learning_rate": 0.0007269952498697733, + "timestep_mean": 475.46875, + "epsilon_norm": 9.253350257873535, + "prediction_norm": 8.175055503845215, + "timestamp": "2025-07-14T12:33:58.317016" + }, + { + "epoch": 700, + "batch_idx": 192, + "loss": 0.19447505474090576, + "learning_rate": 0.0007269952498697733, + "timestep_mean": 435.125, + "epsilon_norm": 3.5326602458953857, + "prediction_norm": 3.0426676273345947, + "timestamp": "2025-07-14T12:33:58.321828" + }, + { + "epoch": 701, + "batch_idx": 0, + "loss": 0.20343202352523804, + "learning_rate": 0.0007262951752257727, + "timestep_mean": 487.46875, + "epsilon_norm": 7.530087947845459, + "prediction_norm": 6.8821868896484375, + "timestamp": "2025-07-14T12:33:58.326754" + }, + { + "epoch": 701, + "batch_idx": 32, + "loss": 0.21742203831672668, + "learning_rate": 0.0007262951752257727, + "timestep_mean": 441.65625, + "epsilon_norm": 8.242959022521973, + "prediction_norm": 7.386083602905273, + "timestamp": "2025-07-14T12:33:58.331626" + }, + { + "epoch": 701, + "batch_idx": 64, + "loss": 0.3101736903190613, + "learning_rate": 0.0007262951752257727, + "timestep_mean": 494.625, + "epsilon_norm": 8.614511489868164, + "prediction_norm": 7.165955543518066, + "timestamp": "2025-07-14T12:33:58.336484" + }, + { + "epoch": 701, + "batch_idx": 96, + "loss": 0.3078107237815857, + "learning_rate": 0.0007262951752257727, + "timestep_mean": 448.1875, + "epsilon_norm": 6.842981815338135, + "prediction_norm": 5.498386859893799, + "timestamp": "2025-07-14T12:33:58.341383" + }, + { + "epoch": 701, + "batch_idx": 128, + "loss": 0.3264678120613098, + "learning_rate": 0.0007262951752257727, + "timestep_mean": 548.875, + "epsilon_norm": 7.273016452789307, + "prediction_norm": 6.258686065673828, + "timestamp": "2025-07-14T12:33:58.346320" + }, + { + "epoch": 701, + "batch_idx": 160, + "loss": 0.43403539061546326, + "learning_rate": 0.0007262951752257727, + "timestep_mean": 382.1875, + "epsilon_norm": 7.970625400543213, + "prediction_norm": 6.40268087387085, + "timestamp": "2025-07-14T12:33:58.351200" + }, + { + "epoch": 701, + "batch_idx": 192, + "loss": 0.34574419260025024, + "learning_rate": 0.0007262951752257727, + "timestep_mean": 492.625, + "epsilon_norm": 4.100465774536133, + "prediction_norm": 3.888040781021118, + "timestamp": "2025-07-14T12:33:58.356030" + }, + { + "epoch": 702, + "batch_idx": 0, + "loss": 0.27687758207321167, + "learning_rate": 0.0007255945422209225, + "timestep_mean": 556.0625, + "epsilon_norm": 7.623223304748535, + "prediction_norm": 6.470264911651611, + "timestamp": "2025-07-14T12:33:58.360882" + }, + { + "epoch": 702, + "batch_idx": 32, + "loss": 0.3001948893070221, + "learning_rate": 0.0007255945422209225, + "timestep_mean": 639.3125, + "epsilon_norm": 8.165058135986328, + "prediction_norm": 6.993256092071533, + "timestamp": "2025-07-14T12:33:58.365768" + }, + { + "epoch": 702, + "batch_idx": 64, + "loss": 0.26442351937294006, + "learning_rate": 0.0007255945422209225, + "timestep_mean": 499.875, + "epsilon_norm": 7.99967622756958, + "prediction_norm": 6.773791790008545, + "timestamp": "2025-07-14T12:33:58.370598" + }, + { + "epoch": 702, + "batch_idx": 96, + "loss": 0.2751343846321106, + "learning_rate": 0.0007255945422209225, + "timestep_mean": 572.0625, + "epsilon_norm": 8.601043701171875, + "prediction_norm": 7.368783473968506, + "timestamp": "2025-07-14T12:33:58.375488" + }, + { + "epoch": 702, + "batch_idx": 128, + "loss": 0.37063032388687134, + "learning_rate": 0.0007255945422209225, + "timestep_mean": 555.0625, + "epsilon_norm": 9.048720359802246, + "prediction_norm": 7.950344562530518, + "timestamp": "2025-07-14T12:33:58.380367" + }, + { + "epoch": 702, + "batch_idx": 160, + "loss": 0.2771691083908081, + "learning_rate": 0.0007255945422209225, + "timestep_mean": 492.25, + "epsilon_norm": 8.541585922241211, + "prediction_norm": 7.259130001068115, + "timestamp": "2025-07-14T12:33:58.385237" + }, + { + "epoch": 702, + "batch_idx": 192, + "loss": 0.6300097703933716, + "learning_rate": 0.0007255945422209225, + "timestep_mean": 523.625, + "epsilon_norm": 4.088455677032471, + "prediction_norm": 2.763932943344116, + "timestamp": "2025-07-14T12:33:58.390122" + }, + { + "epoch": 703, + "batch_idx": 0, + "loss": 0.2467808574438095, + "learning_rate": 0.0007248933525839651, + "timestep_mean": 481.375, + "epsilon_norm": 7.330109119415283, + "prediction_norm": 5.746142387390137, + "timestamp": "2025-07-14T12:33:58.394997" + }, + { + "epoch": 703, + "batch_idx": 32, + "loss": 0.27732348442077637, + "learning_rate": 0.0007248933525839651, + "timestep_mean": 531.65625, + "epsilon_norm": 7.177150726318359, + "prediction_norm": 5.417337894439697, + "timestamp": "2025-07-14T12:33:58.399946" + }, + { + "epoch": 703, + "batch_idx": 64, + "loss": 0.3486790657043457, + "learning_rate": 0.0007248933525839651, + "timestep_mean": 463.3125, + "epsilon_norm": 8.362993240356445, + "prediction_norm": 6.709488391876221, + "timestamp": "2025-07-14T12:33:58.404832" + }, + { + "epoch": 703, + "batch_idx": 96, + "loss": 0.18824827671051025, + "learning_rate": 0.0007248933525839651, + "timestep_mean": 516.9375, + "epsilon_norm": 6.535276412963867, + "prediction_norm": 5.523053169250488, + "timestamp": "2025-07-14T12:33:58.409673" + }, + { + "epoch": 703, + "batch_idx": 128, + "loss": 0.24982339143753052, + "learning_rate": 0.0007248933525839651, + "timestep_mean": 441.34375, + "epsilon_norm": 8.021463394165039, + "prediction_norm": 6.246750354766846, + "timestamp": "2025-07-14T12:33:58.414598" + }, + { + "epoch": 703, + "batch_idx": 160, + "loss": 0.3703494668006897, + "learning_rate": 0.0007248933525839651, + "timestep_mean": 503.0, + "epsilon_norm": 8.199952125549316, + "prediction_norm": 6.65310001373291, + "timestamp": "2025-07-14T12:33:58.419708" + }, + { + "epoch": 703, + "batch_idx": 192, + "loss": 0.09250333160161972, + "learning_rate": 0.0007248933525839651, + "timestep_mean": 510.75, + "epsilon_norm": 2.885538101196289, + "prediction_norm": 2.647599935531616, + "timestamp": "2025-07-14T12:33:58.424676" + }, + { + "epoch": 704, + "batch_idx": 0, + "loss": 0.3100575804710388, + "learning_rate": 0.0007241916080450161, + "timestep_mean": 432.90625, + "epsilon_norm": 7.452956676483154, + "prediction_norm": 6.478898525238037, + "timestamp": "2025-07-14T12:33:58.430158" + }, + { + "epoch": 704, + "batch_idx": 32, + "loss": 0.20120185613632202, + "learning_rate": 0.0007241916080450161, + "timestep_mean": 521.96875, + "epsilon_norm": 7.521719932556152, + "prediction_norm": 6.549854755401611, + "timestamp": "2025-07-14T12:33:58.435081" + }, + { + "epoch": 704, + "batch_idx": 64, + "loss": 0.30320173501968384, + "learning_rate": 0.0007241916080450161, + "timestep_mean": 561.625, + "epsilon_norm": 7.922633171081543, + "prediction_norm": 6.754322052001953, + "timestamp": "2025-07-14T12:33:58.440223" + }, + { + "epoch": 704, + "batch_idx": 96, + "loss": 0.17626206576824188, + "learning_rate": 0.0007241916080450161, + "timestep_mean": 496.5625, + "epsilon_norm": 6.240403175354004, + "prediction_norm": 5.306860446929932, + "timestamp": "2025-07-14T12:33:58.445140" + }, + { + "epoch": 704, + "batch_idx": 128, + "loss": 0.1421399861574173, + "learning_rate": 0.0007241916080450161, + "timestep_mean": 455.03125, + "epsilon_norm": 7.812759876251221, + "prediction_norm": 7.091733455657959, + "timestamp": "2025-07-14T12:33:58.450111" + }, + { + "epoch": 704, + "batch_idx": 160, + "loss": 0.17882953584194183, + "learning_rate": 0.0007241916080450161, + "timestep_mean": 510.5, + "epsilon_norm": 7.2285590171813965, + "prediction_norm": 6.290648937225342, + "timestamp": "2025-07-14T12:33:58.454992" + }, + { + "epoch": 704, + "batch_idx": 192, + "loss": 0.2620672881603241, + "learning_rate": 0.0007241916080450161, + "timestep_mean": 534.75, + "epsilon_norm": 2.8603177070617676, + "prediction_norm": 1.5395876169204712, + "timestamp": "2025-07-14T12:33:58.459891" + }, + { + "epoch": 705, + "batch_idx": 0, + "loss": 0.3937848210334778, + "learning_rate": 0.0007234893103355605, + "timestep_mean": 511.9375, + "epsilon_norm": 7.367333889007568, + "prediction_norm": 5.526620388031006, + "timestamp": "2025-07-14T12:33:58.464801" + }, + { + "epoch": 705, + "batch_idx": 32, + "loss": 0.29583168029785156, + "learning_rate": 0.0007234893103355605, + "timestep_mean": 568.28125, + "epsilon_norm": 8.574728012084961, + "prediction_norm": 7.035070896148682, + "timestamp": "2025-07-14T12:33:58.469895" + }, + { + "epoch": 705, + "batch_idx": 64, + "loss": 0.24631859362125397, + "learning_rate": 0.0007234893103355605, + "timestep_mean": 520.1875, + "epsilon_norm": 6.951186180114746, + "prediction_norm": 5.952493667602539, + "timestamp": "2025-07-14T12:33:58.474896" + }, + { + "epoch": 705, + "batch_idx": 96, + "loss": 0.21452337503433228, + "learning_rate": 0.0007234893103355605, + "timestep_mean": 495.03125, + "epsilon_norm": 8.073051452636719, + "prediction_norm": 6.14164924621582, + "timestamp": "2025-07-14T12:33:58.479774" + }, + { + "epoch": 705, + "batch_idx": 128, + "loss": 0.2780962586402893, + "learning_rate": 0.0007234893103355605, + "timestep_mean": 480.375, + "epsilon_norm": 7.338830471038818, + "prediction_norm": 6.153400897979736, + "timestamp": "2025-07-14T12:33:58.484624" + }, + { + "epoch": 705, + "batch_idx": 160, + "loss": 0.22252224385738373, + "learning_rate": 0.0007234893103355605, + "timestep_mean": 535.53125, + "epsilon_norm": 7.6748046875, + "prediction_norm": 6.6717705726623535, + "timestamp": "2025-07-14T12:33:58.489489" + }, + { + "epoch": 705, + "batch_idx": 192, + "loss": 0.258340060710907, + "learning_rate": 0.0007234893103355605, + "timestep_mean": 474.625, + "epsilon_norm": 2.6900336742401123, + "prediction_norm": 2.196096897125244, + "timestamp": "2025-07-14T12:33:58.494340" + }, + { + "epoch": 706, + "batch_idx": 0, + "loss": 0.19414769113063812, + "learning_rate": 0.0007227864611884481, + "timestep_mean": 543.21875, + "epsilon_norm": 7.605129241943359, + "prediction_norm": 6.888883113861084, + "timestamp": "2025-07-14T12:33:58.507252" + }, + { + "epoch": 706, + "batch_idx": 32, + "loss": 0.2674003839492798, + "learning_rate": 0.0007227864611884481, + "timestep_mean": 611.28125, + "epsilon_norm": 7.9747209548950195, + "prediction_norm": 7.275387287139893, + "timestamp": "2025-07-14T12:33:58.512177" + }, + { + "epoch": 706, + "batch_idx": 64, + "loss": 0.3391718566417694, + "learning_rate": 0.0007227864611884481, + "timestep_mean": 564.40625, + "epsilon_norm": 7.735576152801514, + "prediction_norm": 6.9073486328125, + "timestamp": "2025-07-14T12:33:58.517113" + }, + { + "epoch": 706, + "batch_idx": 96, + "loss": 0.3181611895561218, + "learning_rate": 0.0007227864611884481, + "timestep_mean": 392.6875, + "epsilon_norm": 8.969284057617188, + "prediction_norm": 7.7428812980651855, + "timestamp": "2025-07-14T12:33:58.521961" + }, + { + "epoch": 706, + "batch_idx": 128, + "loss": 0.37669888138771057, + "learning_rate": 0.0007227864611884481, + "timestep_mean": 508.6875, + "epsilon_norm": 7.310427665710449, + "prediction_norm": 6.789506435394287, + "timestamp": "2025-07-14T12:33:58.527027" + }, + { + "epoch": 706, + "batch_idx": 160, + "loss": 0.14958402514457703, + "learning_rate": 0.0007227864611884481, + "timestep_mean": 645.71875, + "epsilon_norm": 8.094779014587402, + "prediction_norm": 7.374687194824219, + "timestamp": "2025-07-14T12:33:58.531855" + }, + { + "epoch": 706, + "batch_idx": 192, + "loss": 0.25468945503234863, + "learning_rate": 0.0007227864611884481, + "timestep_mean": 617.875, + "epsilon_norm": 4.219775199890137, + "prediction_norm": 3.5934693813323975, + "timestamp": "2025-07-14T12:33:58.536800" + }, + { + "epoch": 707, + "batch_idx": 0, + "loss": 0.2777567505836487, + "learning_rate": 0.0007220830623378893, + "timestep_mean": 487.96875, + "epsilon_norm": 6.999749660491943, + "prediction_norm": 6.826963424682617, + "timestamp": "2025-07-14T12:33:58.541687" + }, + { + "epoch": 707, + "batch_idx": 32, + "loss": 0.32483047246932983, + "learning_rate": 0.0007220830623378893, + "timestep_mean": 512.59375, + "epsilon_norm": 8.705292701721191, + "prediction_norm": 7.952414035797119, + "timestamp": "2025-07-14T12:33:58.546429" + }, + { + "epoch": 707, + "batch_idx": 64, + "loss": 0.14529821276664734, + "learning_rate": 0.0007220830623378893, + "timestep_mean": 562.5, + "epsilon_norm": 6.914387226104736, + "prediction_norm": 6.9184417724609375, + "timestamp": "2025-07-14T12:33:58.551471" + }, + { + "epoch": 707, + "batch_idx": 96, + "loss": 0.33334076404571533, + "learning_rate": 0.0007220830623378893, + "timestep_mean": 460.34375, + "epsilon_norm": 7.757781982421875, + "prediction_norm": 7.365514755249023, + "timestamp": "2025-07-14T12:33:58.556282" + }, + { + "epoch": 707, + "batch_idx": 128, + "loss": 0.2012416124343872, + "learning_rate": 0.0007220830623378893, + "timestep_mean": 519.625, + "epsilon_norm": 7.31065034866333, + "prediction_norm": 6.934901237487793, + "timestamp": "2025-07-14T12:33:58.561209" + }, + { + "epoch": 707, + "batch_idx": 160, + "loss": 0.20866122841835022, + "learning_rate": 0.0007220830623378893, + "timestep_mean": 534.03125, + "epsilon_norm": 7.624945163726807, + "prediction_norm": 6.562987804412842, + "timestamp": "2025-07-14T12:33:58.565964" + }, + { + "epoch": 707, + "batch_idx": 192, + "loss": 0.8378815650939941, + "learning_rate": 0.0007220830623378893, + "timestep_mean": 358.625, + "epsilon_norm": 4.920280456542969, + "prediction_norm": 3.400996446609497, + "timestamp": "2025-07-14T12:33:58.571020" + }, + { + "epoch": 708, + "batch_idx": 0, + "loss": 0.21417683362960815, + "learning_rate": 0.0007213791155194507, + "timestep_mean": 542.59375, + "epsilon_norm": 8.582295417785645, + "prediction_norm": 7.660714149475098, + "timestamp": "2025-07-14T12:33:58.575782" + }, + { + "epoch": 708, + "batch_idx": 32, + "loss": 0.29568248987197876, + "learning_rate": 0.0007213791155194507, + "timestep_mean": 449.34375, + "epsilon_norm": 7.720324516296387, + "prediction_norm": 6.026623249053955, + "timestamp": "2025-07-14T12:33:58.580521" + }, + { + "epoch": 708, + "batch_idx": 64, + "loss": 0.3322007358074188, + "learning_rate": 0.0007213791155194507, + "timestep_mean": 482.0625, + "epsilon_norm": 8.325562477111816, + "prediction_norm": 6.012332439422607, + "timestamp": "2025-07-14T12:33:58.585335" + }, + { + "epoch": 708, + "batch_idx": 96, + "loss": 0.4788714349269867, + "learning_rate": 0.0007213791155194507, + "timestep_mean": 489.15625, + "epsilon_norm": 8.44093132019043, + "prediction_norm": 5.755306720733643, + "timestamp": "2025-07-14T12:33:58.590082" + }, + { + "epoch": 708, + "batch_idx": 128, + "loss": 0.34946393966674805, + "learning_rate": 0.0007213791155194507, + "timestep_mean": 483.3125, + "epsilon_norm": 8.826422691345215, + "prediction_norm": 7.3295440673828125, + "timestamp": "2025-07-14T12:33:58.594854" + }, + { + "epoch": 708, + "batch_idx": 160, + "loss": 0.24202527105808258, + "learning_rate": 0.0007213791155194507, + "timestep_mean": 544.71875, + "epsilon_norm": 7.425210952758789, + "prediction_norm": 5.912367343902588, + "timestamp": "2025-07-14T12:33:58.599620" + }, + { + "epoch": 708, + "batch_idx": 192, + "loss": 0.41631028056144714, + "learning_rate": 0.0007213791155194507, + "timestep_mean": 330.875, + "epsilon_norm": 3.9482357501983643, + "prediction_norm": 3.291987657546997, + "timestamp": "2025-07-14T12:33:58.604497" + }, + { + "epoch": 709, + "batch_idx": 0, + "loss": 0.2139761745929718, + "learning_rate": 0.0007206746224700513, + "timestep_mean": 566.0, + "epsilon_norm": 7.819302558898926, + "prediction_norm": 6.516278266906738, + "timestamp": "2025-07-14T12:33:58.609311" + }, + { + "epoch": 709, + "batch_idx": 32, + "loss": 0.16577771306037903, + "learning_rate": 0.0007206746224700513, + "timestep_mean": 549.1875, + "epsilon_norm": 6.723856449127197, + "prediction_norm": 5.940332889556885, + "timestamp": "2025-07-14T12:33:58.614238" + }, + { + "epoch": 709, + "batch_idx": 64, + "loss": 0.564293384552002, + "learning_rate": 0.0007206746224700513, + "timestep_mean": 489.875, + "epsilon_norm": 8.685395240783691, + "prediction_norm": 6.395021438598633, + "timestamp": "2025-07-14T12:33:58.619024" + }, + { + "epoch": 709, + "batch_idx": 96, + "loss": 0.29448264837265015, + "learning_rate": 0.0007206746224700513, + "timestep_mean": 472.8125, + "epsilon_norm": 8.585908889770508, + "prediction_norm": 6.748438835144043, + "timestamp": "2025-07-14T12:33:58.623790" + }, + { + "epoch": 709, + "batch_idx": 128, + "loss": 0.5701632499694824, + "learning_rate": 0.0007206746224700513, + "timestep_mean": 521.4375, + "epsilon_norm": 8.558859825134277, + "prediction_norm": 6.718552589416504, + "timestamp": "2025-07-14T12:33:58.628726" + }, + { + "epoch": 709, + "batch_idx": 160, + "loss": 0.25325000286102295, + "learning_rate": 0.0007206746224700513, + "timestep_mean": 615.59375, + "epsilon_norm": 8.191967010498047, + "prediction_norm": 7.210397720336914, + "timestamp": "2025-07-14T12:33:58.633659" + }, + { + "epoch": 709, + "batch_idx": 192, + "loss": 0.11689931154251099, + "learning_rate": 0.0007206746224700513, + "timestep_mean": 479.125, + "epsilon_norm": 3.6602909564971924, + "prediction_norm": 3.1018388271331787, + "timestamp": "2025-07-14T12:33:58.638833" + }, + { + "epoch": 710, + "batch_idx": 0, + "loss": 0.4122236371040344, + "learning_rate": 0.0007199695849279576, + "timestep_mean": 426.125, + "epsilon_norm": 7.65323543548584, + "prediction_norm": 5.347025394439697, + "timestamp": "2025-07-14T12:33:58.643786" + }, + { + "epoch": 710, + "batch_idx": 32, + "loss": 0.29670917987823486, + "learning_rate": 0.0007199695849279576, + "timestep_mean": 551.65625, + "epsilon_norm": 7.609105587005615, + "prediction_norm": 5.989418029785156, + "timestamp": "2025-07-14T12:33:58.649095" + }, + { + "epoch": 710, + "batch_idx": 64, + "loss": 0.15146026015281677, + "learning_rate": 0.0007199695849279576, + "timestep_mean": 586.0, + "epsilon_norm": 8.549932479858398, + "prediction_norm": 7.027929782867432, + "timestamp": "2025-07-14T12:33:58.654207" + }, + { + "epoch": 710, + "batch_idx": 96, + "loss": 0.45876115560531616, + "learning_rate": 0.0007199695849279576, + "timestep_mean": 477.03125, + "epsilon_norm": 8.528135299682617, + "prediction_norm": 6.644417762756348, + "timestamp": "2025-07-14T12:33:58.659190" + }, + { + "epoch": 710, + "batch_idx": 128, + "loss": 0.23712441325187683, + "learning_rate": 0.0007199695849279576, + "timestep_mean": 566.875, + "epsilon_norm": 8.399924278259277, + "prediction_norm": 7.3332109451293945, + "timestamp": "2025-07-14T12:33:58.664327" + }, + { + "epoch": 710, + "batch_idx": 160, + "loss": 0.2865622937679291, + "learning_rate": 0.0007199695849279576, + "timestep_mean": 488.09375, + "epsilon_norm": 8.794514656066895, + "prediction_norm": 7.06041145324707, + "timestamp": "2025-07-14T12:33:58.669436" + }, + { + "epoch": 710, + "batch_idx": 192, + "loss": 0.09495183080434799, + "learning_rate": 0.0007199695849279576, + "timestep_mean": 638.875, + "epsilon_norm": 3.492941379547119, + "prediction_norm": 3.431661367416382, + "timestamp": "2025-07-14T12:33:58.674468" + }, + { + "epoch": 711, + "batch_idx": 0, + "loss": 0.2515530288219452, + "learning_rate": 0.0007192640046327797, + "timestep_mean": 482.4375, + "epsilon_norm": 8.199182510375977, + "prediction_norm": 6.879876613616943, + "timestamp": "2025-07-14T12:33:58.679775" + }, + { + "epoch": 711, + "batch_idx": 32, + "loss": 0.3064877986907959, + "learning_rate": 0.0007192640046327797, + "timestep_mean": 503.8125, + "epsilon_norm": 8.320209503173828, + "prediction_norm": 7.308848857879639, + "timestamp": "2025-07-14T12:33:58.684834" + }, + { + "epoch": 711, + "batch_idx": 64, + "loss": 0.30041229724884033, + "learning_rate": 0.0007192640046327797, + "timestep_mean": 548.6875, + "epsilon_norm": 7.5917768478393555, + "prediction_norm": 6.367720127105713, + "timestamp": "2025-07-14T12:33:58.689870" + }, + { + "epoch": 711, + "batch_idx": 96, + "loss": 0.2595120072364807, + "learning_rate": 0.0007192640046327797, + "timestep_mean": 546.03125, + "epsilon_norm": 8.455231666564941, + "prediction_norm": 7.383439064025879, + "timestamp": "2025-07-14T12:33:58.695175" + }, + { + "epoch": 711, + "batch_idx": 128, + "loss": 0.3518888056278229, + "learning_rate": 0.0007192640046327797, + "timestep_mean": 497.90625, + "epsilon_norm": 8.41879653930664, + "prediction_norm": 6.338743686676025, + "timestamp": "2025-07-14T12:33:58.700435" + }, + { + "epoch": 711, + "batch_idx": 160, + "loss": 0.2700846791267395, + "learning_rate": 0.0007192640046327797, + "timestep_mean": 524.15625, + "epsilon_norm": 8.303581237792969, + "prediction_norm": 7.169771671295166, + "timestamp": "2025-07-14T12:33:58.705645" + }, + { + "epoch": 711, + "batch_idx": 192, + "loss": 0.27949246764183044, + "learning_rate": 0.0007192640046327797, + "timestep_mean": 528.75, + "epsilon_norm": 3.7563438415527344, + "prediction_norm": 3.069169044494629, + "timestamp": "2025-07-14T12:33:58.710783" + }, + { + "epoch": 712, + "batch_idx": 0, + "loss": 0.45488476753234863, + "learning_rate": 0.0007185578833254665, + "timestep_mean": 421.65625, + "epsilon_norm": 8.180270195007324, + "prediction_norm": 5.933549404144287, + "timestamp": "2025-07-14T12:33:58.715975" + }, + { + "epoch": 712, + "batch_idx": 32, + "loss": 0.16232958436012268, + "learning_rate": 0.0007185578833254665, + "timestep_mean": 526.90625, + "epsilon_norm": 7.891732215881348, + "prediction_norm": 7.309345245361328, + "timestamp": "2025-07-14T12:33:58.721291" + }, + { + "epoch": 712, + "batch_idx": 64, + "loss": 0.2026020884513855, + "learning_rate": 0.0007185578833254665, + "timestep_mean": 570.75, + "epsilon_norm": 8.248090744018555, + "prediction_norm": 7.190162658691406, + "timestamp": "2025-07-14T12:33:58.726445" + }, + { + "epoch": 712, + "batch_idx": 96, + "loss": 0.3787666857242584, + "learning_rate": 0.0007185578833254665, + "timestep_mean": 495.1875, + "epsilon_norm": 9.111288070678711, + "prediction_norm": 7.447572231292725, + "timestamp": "2025-07-14T12:33:58.731730" + }, + { + "epoch": 712, + "batch_idx": 128, + "loss": 0.41538718342781067, + "learning_rate": 0.0007185578833254665, + "timestep_mean": 458.09375, + "epsilon_norm": 7.646220684051514, + "prediction_norm": 6.145707130432129, + "timestamp": "2025-07-14T12:33:58.736847" + }, + { + "epoch": 712, + "batch_idx": 160, + "loss": 0.3183387815952301, + "learning_rate": 0.0007185578833254665, + "timestep_mean": 424.90625, + "epsilon_norm": 7.47648811340332, + "prediction_norm": 6.197359561920166, + "timestamp": "2025-07-14T12:33:58.742105" + }, + { + "epoch": 712, + "batch_idx": 192, + "loss": 0.15400080382823944, + "learning_rate": 0.0007185578833254665, + "timestep_mean": 447.25, + "epsilon_norm": 2.313457727432251, + "prediction_norm": 2.0722877979278564, + "timestamp": "2025-07-14T12:33:58.747168" + }, + { + "epoch": 713, + "batch_idx": 0, + "loss": 0.3597206771373749, + "learning_rate": 0.0007178512227483025, + "timestep_mean": 521.4375, + "epsilon_norm": 9.478570938110352, + "prediction_norm": 8.363513946533203, + "timestamp": "2025-07-14T12:33:58.752420" + }, + { + "epoch": 713, + "batch_idx": 32, + "loss": 0.22771702706813812, + "learning_rate": 0.0007178512227483025, + "timestep_mean": 564.4375, + "epsilon_norm": 8.24101734161377, + "prediction_norm": 7.617284297943115, + "timestamp": "2025-07-14T12:33:58.757546" + }, + { + "epoch": 713, + "batch_idx": 64, + "loss": 0.23742279410362244, + "learning_rate": 0.0007178512227483025, + "timestep_mean": 464.0, + "epsilon_norm": 7.729972839355469, + "prediction_norm": 6.683274745941162, + "timestamp": "2025-07-14T12:33:58.762745" + }, + { + "epoch": 713, + "batch_idx": 96, + "loss": 0.33752596378326416, + "learning_rate": 0.0007178512227483025, + "timestep_mean": 514.59375, + "epsilon_norm": 7.599262237548828, + "prediction_norm": 6.239521026611328, + "timestamp": "2025-07-14T12:33:58.767883" + }, + { + "epoch": 713, + "batch_idx": 128, + "loss": 0.19464629888534546, + "learning_rate": 0.0007178512227483025, + "timestep_mean": 604.0625, + "epsilon_norm": 8.322944641113281, + "prediction_norm": 7.353000640869141, + "timestamp": "2025-07-14T12:33:58.773089" + }, + { + "epoch": 713, + "batch_idx": 160, + "loss": 0.11616280674934387, + "learning_rate": 0.0007178512227483025, + "timestep_mean": 571.5625, + "epsilon_norm": 9.22998332977295, + "prediction_norm": 8.219167709350586, + "timestamp": "2025-07-14T12:33:58.778156" + }, + { + "epoch": 713, + "batch_idx": 192, + "loss": 0.3299587070941925, + "learning_rate": 0.0007178512227483025, + "timestep_mean": 569.375, + "epsilon_norm": 4.640188217163086, + "prediction_norm": 3.4618802070617676, + "timestamp": "2025-07-14T12:33:58.783507" + }, + { + "epoch": 714, + "batch_idx": 0, + "loss": 0.32412388920783997, + "learning_rate": 0.0007171440246449023, + "timestep_mean": 465.4375, + "epsilon_norm": 8.533116340637207, + "prediction_norm": 6.564481735229492, + "timestamp": "2025-07-14T12:33:58.788663" + }, + { + "epoch": 714, + "batch_idx": 32, + "loss": 0.2415444403886795, + "learning_rate": 0.0007171440246449023, + "timestep_mean": 428.375, + "epsilon_norm": 7.247196197509766, + "prediction_norm": 6.334211349487305, + "timestamp": "2025-07-14T12:33:58.793609" + }, + { + "epoch": 714, + "batch_idx": 64, + "loss": 0.2653777301311493, + "learning_rate": 0.0007171440246449023, + "timestep_mean": 509.4375, + "epsilon_norm": 8.020550727844238, + "prediction_norm": 6.689027786254883, + "timestamp": "2025-07-14T12:33:58.798654" + }, + { + "epoch": 714, + "batch_idx": 96, + "loss": 0.50739586353302, + "learning_rate": 0.0007171440246449023, + "timestep_mean": 505.5, + "epsilon_norm": 9.604691505432129, + "prediction_norm": 7.071983814239502, + "timestamp": "2025-07-14T12:33:58.803842" + }, + { + "epoch": 714, + "batch_idx": 128, + "loss": 0.3048100769519806, + "learning_rate": 0.0007171440246449023, + "timestep_mean": 456.3125, + "epsilon_norm": 8.395647048950195, + "prediction_norm": 7.116523742675781, + "timestamp": "2025-07-14T12:33:58.809002" + }, + { + "epoch": 714, + "batch_idx": 160, + "loss": 0.20019911229610443, + "learning_rate": 0.0007171440246449023, + "timestep_mean": 537.875, + "epsilon_norm": 7.690849781036377, + "prediction_norm": 6.523160457611084, + "timestamp": "2025-07-14T12:33:58.814129" + }, + { + "epoch": 714, + "batch_idx": 192, + "loss": 0.28626152873039246, + "learning_rate": 0.0007171440246449023, + "timestep_mean": 528.0, + "epsilon_norm": 4.278429985046387, + "prediction_norm": 3.7104334831237793, + "timestamp": "2025-07-14T12:33:58.819244" + }, + { + "epoch": 715, + "batch_idx": 0, + "loss": 0.40761101245880127, + "learning_rate": 0.000716436290760207, + "timestep_mean": 524.6875, + "epsilon_norm": 7.746930122375488, + "prediction_norm": 5.924557209014893, + "timestamp": "2025-07-14T12:33:58.824361" + }, + { + "epoch": 715, + "batch_idx": 32, + "loss": 0.5251151323318481, + "learning_rate": 0.000716436290760207, + "timestep_mean": 584.34375, + "epsilon_norm": 8.88046932220459, + "prediction_norm": 7.621762275695801, + "timestamp": "2025-07-14T12:33:58.829570" + }, + { + "epoch": 715, + "batch_idx": 64, + "loss": 0.34961962699890137, + "learning_rate": 0.000716436290760207, + "timestep_mean": 447.46875, + "epsilon_norm": 7.915564060211182, + "prediction_norm": 6.710988998413086, + "timestamp": "2025-07-14T12:33:58.834659" + }, + { + "epoch": 715, + "batch_idx": 96, + "loss": 0.38164639472961426, + "learning_rate": 0.000716436290760207, + "timestep_mean": 492.0625, + "epsilon_norm": 7.227053642272949, + "prediction_norm": 5.946262836456299, + "timestamp": "2025-07-14T12:33:58.839804" + }, + { + "epoch": 715, + "batch_idx": 128, + "loss": 0.3461979031562805, + "learning_rate": 0.000716436290760207, + "timestep_mean": 413.15625, + "epsilon_norm": 7.845835208892822, + "prediction_norm": 6.574276447296143, + "timestamp": "2025-07-14T12:33:58.845104" + }, + { + "epoch": 715, + "batch_idx": 160, + "loss": 0.37925565242767334, + "learning_rate": 0.000716436290760207, + "timestep_mean": 531.90625, + "epsilon_norm": 9.260435104370117, + "prediction_norm": 8.746917724609375, + "timestamp": "2025-07-14T12:33:58.850424" + }, + { + "epoch": 715, + "batch_idx": 192, + "loss": 0.10470091551542282, + "learning_rate": 0.000716436290760207, + "timestep_mean": 360.375, + "epsilon_norm": 3.117973566055298, + "prediction_norm": 2.393033504486084, + "timestamp": "2025-07-14T12:33:58.855633" + }, + { + "epoch": 716, + "batch_idx": 0, + "loss": 0.30683767795562744, + "learning_rate": 0.0007157280228404796, + "timestep_mean": 494.84375, + "epsilon_norm": 7.078813076019287, + "prediction_norm": 5.6129069328308105, + "timestamp": "2025-07-14T12:33:58.860757" + }, + { + "epoch": 716, + "batch_idx": 32, + "loss": 0.3098263442516327, + "learning_rate": 0.0007157280228404796, + "timestep_mean": 500.6875, + "epsilon_norm": 7.535358905792236, + "prediction_norm": 6.8320441246032715, + "timestamp": "2025-07-14T12:33:58.865719" + }, + { + "epoch": 716, + "batch_idx": 64, + "loss": 0.32781749963760376, + "learning_rate": 0.0007157280228404796, + "timestep_mean": 496.71875, + "epsilon_norm": 8.374560356140137, + "prediction_norm": 7.794520854949951, + "timestamp": "2025-07-14T12:33:58.870872" + }, + { + "epoch": 716, + "batch_idx": 96, + "loss": 0.18555936217308044, + "learning_rate": 0.0007157280228404796, + "timestep_mean": 528.84375, + "epsilon_norm": 8.290787696838379, + "prediction_norm": 7.855147361755371, + "timestamp": "2025-07-14T12:33:58.875926" + }, + { + "epoch": 716, + "batch_idx": 128, + "loss": 0.38603460788726807, + "learning_rate": 0.0007157280228404796, + "timestep_mean": 452.84375, + "epsilon_norm": 7.2517008781433105, + "prediction_norm": 5.258768081665039, + "timestamp": "2025-07-14T12:33:58.880898" + }, + { + "epoch": 716, + "batch_idx": 160, + "loss": 0.4130040407180786, + "learning_rate": 0.0007157280228404796, + "timestep_mean": 487.71875, + "epsilon_norm": 8.30051326751709, + "prediction_norm": 6.474512100219727, + "timestamp": "2025-07-14T12:33:58.886012" + }, + { + "epoch": 716, + "batch_idx": 192, + "loss": 0.11513134837150574, + "learning_rate": 0.0007157280228404796, + "timestep_mean": 578.75, + "epsilon_norm": 4.053394317626953, + "prediction_norm": 4.214474201202393, + "timestamp": "2025-07-14T12:33:58.891268" + }, + { + "epoch": 717, + "batch_idx": 0, + "loss": 0.5013995170593262, + "learning_rate": 0.0007150192226333008, + "timestep_mean": 509.28125, + "epsilon_norm": 8.307562828063965, + "prediction_norm": 5.760359287261963, + "timestamp": "2025-07-14T12:33:58.896333" + }, + { + "epoch": 717, + "batch_idx": 32, + "loss": 0.3713052272796631, + "learning_rate": 0.0007150192226333008, + "timestep_mean": 542.625, + "epsilon_norm": 8.817614555358887, + "prediction_norm": 7.890945911407471, + "timestamp": "2025-07-14T12:33:58.901449" + }, + { + "epoch": 717, + "batch_idx": 64, + "loss": 0.23426376283168793, + "learning_rate": 0.0007150192226333008, + "timestep_mean": 513.09375, + "epsilon_norm": 8.436675071716309, + "prediction_norm": 7.130530834197998, + "timestamp": "2025-07-14T12:33:58.906660" + }, + { + "epoch": 717, + "batch_idx": 96, + "loss": 0.3019406497478485, + "learning_rate": 0.0007150192226333008, + "timestep_mean": 476.375, + "epsilon_norm": 7.959503650665283, + "prediction_norm": 6.0099897384643555, + "timestamp": "2025-07-14T12:33:58.911678" + }, + { + "epoch": 717, + "batch_idx": 128, + "loss": 0.32571524381637573, + "learning_rate": 0.0007150192226333008, + "timestep_mean": 504.5, + "epsilon_norm": 8.344780921936035, + "prediction_norm": 6.792454242706299, + "timestamp": "2025-07-14T12:33:58.916804" + }, + { + "epoch": 717, + "batch_idx": 160, + "loss": 0.4382486045360565, + "learning_rate": 0.0007150192226333008, + "timestep_mean": 458.96875, + "epsilon_norm": 8.345723152160645, + "prediction_norm": 6.117888450622559, + "timestamp": "2025-07-14T12:33:58.921924" + }, + { + "epoch": 717, + "batch_idx": 192, + "loss": 0.06460248678922653, + "learning_rate": 0.0007150192226333008, + "timestep_mean": 744.375, + "epsilon_norm": 3.914433717727661, + "prediction_norm": 3.489776372909546, + "timestamp": "2025-07-14T12:33:58.926932" + }, + { + "epoch": 718, + "batch_idx": 0, + "loss": 0.27485302090644836, + "learning_rate": 0.0007143098918875643, + "timestep_mean": 504.9375, + "epsilon_norm": 7.690449237823486, + "prediction_norm": 6.016412734985352, + "timestamp": "2025-07-14T12:33:58.932030" + }, + { + "epoch": 718, + "batch_idx": 32, + "loss": 0.20692035555839539, + "learning_rate": 0.0007143098918875643, + "timestep_mean": 452.84375, + "epsilon_norm": 7.444101333618164, + "prediction_norm": 5.8371686935424805, + "timestamp": "2025-07-14T12:33:58.937156" + }, + { + "epoch": 718, + "batch_idx": 64, + "loss": 0.3134737014770508, + "learning_rate": 0.0007143098918875643, + "timestep_mean": 526.46875, + "epsilon_norm": 8.70478343963623, + "prediction_norm": 6.752562522888184, + "timestamp": "2025-07-14T12:33:58.942476" + }, + { + "epoch": 718, + "batch_idx": 96, + "loss": 0.22390583157539368, + "learning_rate": 0.0007143098918875643, + "timestep_mean": 494.6875, + "epsilon_norm": 7.6447062492370605, + "prediction_norm": 6.413750648498535, + "timestamp": "2025-07-14T12:33:58.947617" + }, + { + "epoch": 718, + "batch_idx": 128, + "loss": 0.31097936630249023, + "learning_rate": 0.0007143098918875643, + "timestep_mean": 555.15625, + "epsilon_norm": 8.234563827514648, + "prediction_norm": 6.392703056335449, + "timestamp": "2025-07-14T12:33:58.952695" + }, + { + "epoch": 718, + "batch_idx": 160, + "loss": 0.22951224446296692, + "learning_rate": 0.0007143098918875643, + "timestep_mean": 465.125, + "epsilon_norm": 7.502571105957031, + "prediction_norm": 5.886164665222168, + "timestamp": "2025-07-14T12:33:58.957730" + }, + { + "epoch": 718, + "batch_idx": 192, + "loss": 0.209749236702919, + "learning_rate": 0.0007143098918875643, + "timestep_mean": 511.75, + "epsilon_norm": 3.129166603088379, + "prediction_norm": 2.3325822353363037, + "timestamp": "2025-07-14T12:33:58.963067" + }, + { + "epoch": 719, + "batch_idx": 0, + "loss": 0.2797974944114685, + "learning_rate": 0.0007136000323534736, + "timestep_mean": 464.75, + "epsilon_norm": 8.027216911315918, + "prediction_norm": 6.185622215270996, + "timestamp": "2025-07-14T12:33:58.968012" + }, + { + "epoch": 719, + "batch_idx": 32, + "loss": 0.14931824803352356, + "learning_rate": 0.0007136000323534736, + "timestep_mean": 561.53125, + "epsilon_norm": 7.370213031768799, + "prediction_norm": 6.672801971435547, + "timestamp": "2025-07-14T12:33:58.973204" + }, + { + "epoch": 719, + "batch_idx": 64, + "loss": 0.20686620473861694, + "learning_rate": 0.0007136000323534736, + "timestep_mean": 474.09375, + "epsilon_norm": 6.963998794555664, + "prediction_norm": 5.791626453399658, + "timestamp": "2025-07-14T12:33:58.978331" + }, + { + "epoch": 719, + "batch_idx": 96, + "loss": 0.2297494113445282, + "learning_rate": 0.0007136000323534736, + "timestep_mean": 503.90625, + "epsilon_norm": 8.039173126220703, + "prediction_norm": 7.305006504058838, + "timestamp": "2025-07-14T12:33:58.983390" + }, + { + "epoch": 719, + "batch_idx": 128, + "loss": 0.30911514163017273, + "learning_rate": 0.0007136000323534736, + "timestep_mean": 457.71875, + "epsilon_norm": 6.294522285461426, + "prediction_norm": 5.288009166717529, + "timestamp": "2025-07-14T12:33:58.988511" + }, + { + "epoch": 719, + "batch_idx": 160, + "loss": 0.5005289316177368, + "learning_rate": 0.0007136000323534736, + "timestep_mean": 436.34375, + "epsilon_norm": 8.607104301452637, + "prediction_norm": 6.7148284912109375, + "timestamp": "2025-07-14T12:33:58.993619" + }, + { + "epoch": 719, + "batch_idx": 192, + "loss": 0.13747817277908325, + "learning_rate": 0.0007136000323534736, + "timestep_mean": 653.375, + "epsilon_norm": 4.578871250152588, + "prediction_norm": 4.723270416259766, + "timestamp": "2025-07-14T12:33:58.998646" + }, + { + "epoch": 720, + "batch_idx": 0, + "loss": 0.0966024249792099, + "learning_rate": 0.0007128896457825365, + "timestep_mean": 580.0625, + "epsilon_norm": 6.845454216003418, + "prediction_norm": 7.044750213623047, + "timestamp": "2025-07-14T12:33:59.003851" + }, + { + "epoch": 720, + "batch_idx": 32, + "loss": 0.17339786887168884, + "learning_rate": 0.0007128896457825365, + "timestep_mean": 570.90625, + "epsilon_norm": 8.296174049377441, + "prediction_norm": 7.599496364593506, + "timestamp": "2025-07-14T12:33:59.009193" + }, + { + "epoch": 720, + "batch_idx": 64, + "loss": 0.17542944848537445, + "learning_rate": 0.0007128896457825365, + "timestep_mean": 451.0, + "epsilon_norm": 7.165689468383789, + "prediction_norm": 6.569559574127197, + "timestamp": "2025-07-14T12:33:59.014146" + }, + { + "epoch": 720, + "batch_idx": 96, + "loss": 0.19059397280216217, + "learning_rate": 0.0007128896457825365, + "timestep_mean": 589.375, + "epsilon_norm": 8.444119453430176, + "prediction_norm": 8.31130313873291, + "timestamp": "2025-07-14T12:33:59.019232" + }, + { + "epoch": 720, + "batch_idx": 128, + "loss": 0.2940574288368225, + "learning_rate": 0.0007128896457825365, + "timestep_mean": 488.21875, + "epsilon_norm": 8.415812492370605, + "prediction_norm": 7.073695182800293, + "timestamp": "2025-07-14T12:33:59.024309" + }, + { + "epoch": 720, + "batch_idx": 160, + "loss": 0.16743265092372894, + "learning_rate": 0.0007128896457825365, + "timestep_mean": 464.84375, + "epsilon_norm": 6.872969627380371, + "prediction_norm": 5.89417028427124, + "timestamp": "2025-07-14T12:33:59.029478" + }, + { + "epoch": 720, + "batch_idx": 192, + "loss": 0.25828099250793457, + "learning_rate": 0.0007128896457825365, + "timestep_mean": 445.5, + "epsilon_norm": 3.107813835144043, + "prediction_norm": 2.3176026344299316, + "timestamp": "2025-07-14T12:33:59.034561" + }, + { + "epoch": 721, + "batch_idx": 0, + "loss": 0.19119566679000854, + "learning_rate": 0.0007121787339275611, + "timestep_mean": 481.9375, + "epsilon_norm": 6.795310974121094, + "prediction_norm": 6.192459583282471, + "timestamp": "2025-07-14T12:33:59.039661" + }, + { + "epoch": 721, + "batch_idx": 32, + "loss": 0.5446075201034546, + "learning_rate": 0.0007121787339275611, + "timestep_mean": 523.875, + "epsilon_norm": 8.138826370239258, + "prediction_norm": 5.0802998542785645, + "timestamp": "2025-07-14T12:33:59.044723" + }, + { + "epoch": 721, + "batch_idx": 64, + "loss": 0.3017546534538269, + "learning_rate": 0.0007121787339275611, + "timestep_mean": 427.4375, + "epsilon_norm": 6.798635482788086, + "prediction_norm": 5.2412495613098145, + "timestamp": "2025-07-14T12:33:59.049978" + }, + { + "epoch": 721, + "batch_idx": 96, + "loss": 0.4737449884414673, + "learning_rate": 0.0007121787339275611, + "timestep_mean": 445.4375, + "epsilon_norm": 7.599409103393555, + "prediction_norm": 5.6032938957214355, + "timestamp": "2025-07-14T12:33:59.055117" + }, + { + "epoch": 721, + "batch_idx": 128, + "loss": 0.36482053995132446, + "learning_rate": 0.0007121787339275611, + "timestep_mean": 439.15625, + "epsilon_norm": 8.022509574890137, + "prediction_norm": 5.6067986488342285, + "timestamp": "2025-07-14T12:33:59.060120" + }, + { + "epoch": 721, + "batch_idx": 160, + "loss": 0.29507842659950256, + "learning_rate": 0.0007121787339275611, + "timestep_mean": 498.5, + "epsilon_norm": 6.712803840637207, + "prediction_norm": 4.6976799964904785, + "timestamp": "2025-07-14T12:33:59.065271" + }, + { + "epoch": 721, + "batch_idx": 192, + "loss": 0.07277534157037735, + "learning_rate": 0.0007121787339275611, + "timestep_mean": 715.5, + "epsilon_norm": 3.253708600997925, + "prediction_norm": 3.3430120944976807, + "timestamp": "2025-07-14T12:33:59.070302" + }, + { + "epoch": 722, + "batch_idx": 0, + "loss": 0.3603670597076416, + "learning_rate": 0.000711467298542652, + "timestep_mean": 476.46875, + "epsilon_norm": 8.503808975219727, + "prediction_norm": 6.737642765045166, + "timestamp": "2025-07-14T12:33:59.075533" + }, + { + "epoch": 722, + "batch_idx": 32, + "loss": 0.36288177967071533, + "learning_rate": 0.000711467298542652, + "timestep_mean": 401.5, + "epsilon_norm": 7.757282733917236, + "prediction_norm": 5.555115222930908, + "timestamp": "2025-07-14T12:33:59.080673" + }, + { + "epoch": 722, + "batch_idx": 64, + "loss": 0.13777925074100494, + "learning_rate": 0.000711467298542652, + "timestep_mean": 589.59375, + "epsilon_norm": 7.187222003936768, + "prediction_norm": 7.0816121101379395, + "timestamp": "2025-07-14T12:33:59.085812" + }, + { + "epoch": 722, + "batch_idx": 96, + "loss": 0.49960893392562866, + "learning_rate": 0.000711467298542652, + "timestep_mean": 398.4375, + "epsilon_norm": 7.818810939788818, + "prediction_norm": 5.449707508087158, + "timestamp": "2025-07-14T12:33:59.090950" + }, + { + "epoch": 722, + "batch_idx": 128, + "loss": 0.49949538707733154, + "learning_rate": 0.000711467298542652, + "timestep_mean": 396.9375, + "epsilon_norm": 9.205594062805176, + "prediction_norm": 7.416499614715576, + "timestamp": "2025-07-14T12:33:59.095923" + }, + { + "epoch": 722, + "batch_idx": 160, + "loss": 0.1853509545326233, + "learning_rate": 0.000711467298542652, + "timestep_mean": 503.875, + "epsilon_norm": 8.056251525878906, + "prediction_norm": 7.052068710327148, + "timestamp": "2025-07-14T12:33:59.100810" + }, + { + "epoch": 722, + "batch_idx": 192, + "loss": 0.27789318561553955, + "learning_rate": 0.000711467298542652, + "timestep_mean": 689.25, + "epsilon_norm": 4.235372066497803, + "prediction_norm": 3.619319438934326, + "timestamp": "2025-07-14T12:33:59.110980" + }, + { + "epoch": 723, + "batch_idx": 0, + "loss": 0.16707202792167664, + "learning_rate": 0.0007107553413832048, + "timestep_mean": 540.90625, + "epsilon_norm": 7.028529167175293, + "prediction_norm": 6.287486553192139, + "timestamp": "2025-07-14T12:33:59.116315" + }, + { + "epoch": 723, + "batch_idx": 32, + "loss": 0.13408634066581726, + "learning_rate": 0.0007107553413832048, + "timestep_mean": 545.6875, + "epsilon_norm": 8.1674222946167, + "prediction_norm": 7.91895866394043, + "timestamp": "2025-07-14T12:33:59.121434" + }, + { + "epoch": 723, + "batch_idx": 64, + "loss": 0.6294342279434204, + "learning_rate": 0.0007107553413832048, + "timestep_mean": 489.59375, + "epsilon_norm": 8.755121231079102, + "prediction_norm": 6.182326316833496, + "timestamp": "2025-07-14T12:33:59.126567" + }, + { + "epoch": 723, + "batch_idx": 96, + "loss": 0.29044219851493835, + "learning_rate": 0.0007107553413832048, + "timestep_mean": 441.90625, + "epsilon_norm": 6.867800712585449, + "prediction_norm": 5.3989152908325195, + "timestamp": "2025-07-14T12:33:59.131796" + }, + { + "epoch": 723, + "batch_idx": 128, + "loss": 0.22007282078266144, + "learning_rate": 0.0007107553413832048, + "timestep_mean": 496.0625, + "epsilon_norm": 7.149811267852783, + "prediction_norm": 6.4641499519348145, + "timestamp": "2025-07-14T12:33:59.137086" + }, + { + "epoch": 723, + "batch_idx": 160, + "loss": 0.39890754222869873, + "learning_rate": 0.0007107553413832048, + "timestep_mean": 540.6875, + "epsilon_norm": 7.672801494598389, + "prediction_norm": 5.91523551940918, + "timestamp": "2025-07-14T12:33:59.142269" + }, + { + "epoch": 723, + "batch_idx": 192, + "loss": 0.07600704580545425, + "learning_rate": 0.0007107553413832048, + "timestep_mean": 571.375, + "epsilon_norm": 4.072873592376709, + "prediction_norm": 3.7552998065948486, + "timestamp": "2025-07-14T12:33:59.147577" + }, + { + "epoch": 724, + "batch_idx": 0, + "loss": 0.12617811560630798, + "learning_rate": 0.0007100428642059033, + "timestep_mean": 609.84375, + "epsilon_norm": 7.328172206878662, + "prediction_norm": 6.819637298583984, + "timestamp": "2025-07-14T12:33:59.152732" + }, + { + "epoch": 724, + "batch_idx": 32, + "loss": 0.25512510538101196, + "learning_rate": 0.0007100428642059033, + "timestep_mean": 543.78125, + "epsilon_norm": 8.108868598937988, + "prediction_norm": 6.513264179229736, + "timestamp": "2025-07-14T12:33:59.157856" + }, + { + "epoch": 724, + "batch_idx": 64, + "loss": 0.2474842071533203, + "learning_rate": 0.0007100428642059033, + "timestep_mean": 579.78125, + "epsilon_norm": 8.99514102935791, + "prediction_norm": 7.719152450561523, + "timestamp": "2025-07-14T12:33:59.163103" + }, + { + "epoch": 724, + "batch_idx": 96, + "loss": 0.2894447445869446, + "learning_rate": 0.0007100428642059033, + "timestep_mean": 453.78125, + "epsilon_norm": 7.600831508636475, + "prediction_norm": 6.641906261444092, + "timestamp": "2025-07-14T12:33:59.168339" + }, + { + "epoch": 724, + "batch_idx": 128, + "loss": 0.3164448142051697, + "learning_rate": 0.0007100428642059033, + "timestep_mean": 515.28125, + "epsilon_norm": 8.566035270690918, + "prediction_norm": 7.096412181854248, + "timestamp": "2025-07-14T12:33:59.173460" + }, + { + "epoch": 724, + "batch_idx": 160, + "loss": 0.4264855682849884, + "learning_rate": 0.0007100428642059033, + "timestep_mean": 430.5625, + "epsilon_norm": 7.974578857421875, + "prediction_norm": 5.792981147766113, + "timestamp": "2025-07-14T12:33:59.178654" + }, + { + "epoch": 724, + "batch_idx": 192, + "loss": 0.9526410698890686, + "learning_rate": 0.0007100428642059033, + "timestep_mean": 206.375, + "epsilon_norm": 3.9108850955963135, + "prediction_norm": 2.2679898738861084, + "timestamp": "2025-07-14T12:33:59.183981" + }, + { + "epoch": 725, + "batch_idx": 0, + "loss": 0.3273511230945587, + "learning_rate": 0.0007093298687687143, + "timestep_mean": 428.46875, + "epsilon_norm": 7.480594158172607, + "prediction_norm": 5.799675464630127, + "timestamp": "2025-07-14T12:33:59.189111" + }, + { + "epoch": 725, + "batch_idx": 32, + "loss": 0.3084166347980499, + "learning_rate": 0.0007093298687687143, + "timestep_mean": 469.84375, + "epsilon_norm": 7.066646575927734, + "prediction_norm": 5.279489994049072, + "timestamp": "2025-07-14T12:33:59.194050" + }, + { + "epoch": 725, + "batch_idx": 64, + "loss": 0.587490439414978, + "learning_rate": 0.0007093298687687143, + "timestep_mean": 418.3125, + "epsilon_norm": 8.5175199508667, + "prediction_norm": 5.505988597869873, + "timestamp": "2025-07-14T12:33:59.198834" + }, + { + "epoch": 725, + "batch_idx": 96, + "loss": 0.3382597863674164, + "learning_rate": 0.0007093298687687143, + "timestep_mean": 521.5, + "epsilon_norm": 8.86902904510498, + "prediction_norm": 7.485049247741699, + "timestamp": "2025-07-14T12:33:59.203682" + }, + { + "epoch": 725, + "batch_idx": 128, + "loss": 0.2662004828453064, + "learning_rate": 0.0007093298687687143, + "timestep_mean": 367.625, + "epsilon_norm": 7.4496331214904785, + "prediction_norm": 6.623532295227051, + "timestamp": "2025-07-14T12:33:59.208649" + }, + { + "epoch": 725, + "batch_idx": 160, + "loss": 0.23127105832099915, + "learning_rate": 0.0007093298687687143, + "timestep_mean": 569.65625, + "epsilon_norm": 7.256282329559326, + "prediction_norm": 6.1784749031066895, + "timestamp": "2025-07-14T12:33:59.213546" + }, + { + "epoch": 725, + "batch_idx": 192, + "loss": 0.20475320518016815, + "learning_rate": 0.0007093298687687143, + "timestep_mean": 500.625, + "epsilon_norm": 3.076662063598633, + "prediction_norm": 2.371441125869751, + "timestamp": "2025-07-14T12:33:59.218390" + }, + { + "epoch": 726, + "batch_idx": 0, + "loss": 0.41668564081192017, + "learning_rate": 0.0007086163568308829, + "timestep_mean": 520.46875, + "epsilon_norm": 7.668398857116699, + "prediction_norm": 5.910931587219238, + "timestamp": "2025-07-14T12:33:59.223267" + }, + { + "epoch": 726, + "batch_idx": 32, + "loss": 0.43063127994537354, + "learning_rate": 0.0007086163568308829, + "timestep_mean": 559.0625, + "epsilon_norm": 7.939570903778076, + "prediction_norm": 6.061634540557861, + "timestamp": "2025-07-14T12:33:59.228121" + }, + { + "epoch": 726, + "batch_idx": 64, + "loss": 0.37108081579208374, + "learning_rate": 0.0007086163568308829, + "timestep_mean": 480.96875, + "epsilon_norm": 7.172943592071533, + "prediction_norm": 5.296690940856934, + "timestamp": "2025-07-14T12:33:59.232984" + }, + { + "epoch": 726, + "batch_idx": 96, + "loss": 0.18285106122493744, + "learning_rate": 0.0007086163568308829, + "timestep_mean": 532.0, + "epsilon_norm": 6.647216796875, + "prediction_norm": 5.628781318664551, + "timestamp": "2025-07-14T12:33:59.238058" + }, + { + "epoch": 726, + "batch_idx": 128, + "loss": 0.27159708738327026, + "learning_rate": 0.0007086163568308829, + "timestep_mean": 528.5, + "epsilon_norm": 6.936359405517578, + "prediction_norm": 5.2743635177612305, + "timestamp": "2025-07-14T12:33:59.242863" + }, + { + "epoch": 726, + "batch_idx": 160, + "loss": 0.18705153465270996, + "learning_rate": 0.0007086163568308829, + "timestep_mean": 580.28125, + "epsilon_norm": 7.6471991539001465, + "prediction_norm": 6.584229946136475, + "timestamp": "2025-07-14T12:33:59.247694" + }, + { + "epoch": 726, + "batch_idx": 192, + "loss": 0.25832653045654297, + "learning_rate": 0.0007086163568308829, + "timestep_mean": 489.125, + "epsilon_norm": 3.7164595127105713, + "prediction_norm": 3.399958372116089, + "timestamp": "2025-07-14T12:33:59.252520" + }, + { + "epoch": 727, + "batch_idx": 0, + "loss": 0.20896467566490173, + "learning_rate": 0.000707902330152929, + "timestep_mean": 485.65625, + "epsilon_norm": 7.788443088531494, + "prediction_norm": 6.018687725067139, + "timestamp": "2025-07-14T12:33:59.257412" + }, + { + "epoch": 727, + "batch_idx": 32, + "loss": 0.16922509670257568, + "learning_rate": 0.000707902330152929, + "timestep_mean": 507.5, + "epsilon_norm": 6.05771541595459, + "prediction_norm": 5.431266784667969, + "timestamp": "2025-07-14T12:33:59.262377" + }, + { + "epoch": 727, + "batch_idx": 64, + "loss": 0.20427632331848145, + "learning_rate": 0.000707902330152929, + "timestep_mean": 572.375, + "epsilon_norm": 7.542120456695557, + "prediction_norm": 7.526307106018066, + "timestamp": "2025-07-14T12:33:59.267326" + }, + { + "epoch": 727, + "batch_idx": 96, + "loss": 0.27944621443748474, + "learning_rate": 0.000707902330152929, + "timestep_mean": 473.96875, + "epsilon_norm": 7.740318775177002, + "prediction_norm": 6.943536758422852, + "timestamp": "2025-07-14T12:33:59.272176" + }, + { + "epoch": 727, + "batch_idx": 128, + "loss": 0.2391941100358963, + "learning_rate": 0.000707902330152929, + "timestep_mean": 505.125, + "epsilon_norm": 7.317426681518555, + "prediction_norm": 7.3284220695495605, + "timestamp": "2025-07-14T12:33:59.277066" + }, + { + "epoch": 727, + "batch_idx": 160, + "loss": 0.28688305616378784, + "learning_rate": 0.000707902330152929, + "timestep_mean": 509.9375, + "epsilon_norm": 8.46591854095459, + "prediction_norm": 7.460269927978516, + "timestamp": "2025-07-14T12:33:59.281981" + }, + { + "epoch": 727, + "batch_idx": 192, + "loss": 0.22551949322223663, + "learning_rate": 0.000707902330152929, + "timestep_mean": 425.0, + "epsilon_norm": 3.740173816680908, + "prediction_norm": 3.54126238822937, + "timestamp": "2025-07-14T12:33:59.286838" + }, + { + "epoch": 728, + "batch_idx": 0, + "loss": 0.3381269872188568, + "learning_rate": 0.0007071877904966425, + "timestep_mean": 448.40625, + "epsilon_norm": 7.566246032714844, + "prediction_norm": 5.356151580810547, + "timestamp": "2025-07-14T12:33:59.291782" + }, + { + "epoch": 728, + "batch_idx": 32, + "loss": 0.276786208152771, + "learning_rate": 0.0007071877904966425, + "timestep_mean": 430.75, + "epsilon_norm": 8.964849472045898, + "prediction_norm": 7.370620250701904, + "timestamp": "2025-07-14T12:33:59.296622" + }, + { + "epoch": 728, + "batch_idx": 64, + "loss": 0.16995248198509216, + "learning_rate": 0.0007071877904966425, + "timestep_mean": 461.84375, + "epsilon_norm": 7.435530662536621, + "prediction_norm": 6.773738861083984, + "timestamp": "2025-07-14T12:33:59.301468" + }, + { + "epoch": 728, + "batch_idx": 96, + "loss": 0.4308488368988037, + "learning_rate": 0.0007071877904966425, + "timestep_mean": 450.40625, + "epsilon_norm": 8.993744850158691, + "prediction_norm": 6.918970108032227, + "timestamp": "2025-07-14T12:33:59.306315" + }, + { + "epoch": 728, + "batch_idx": 128, + "loss": 0.2695837616920471, + "learning_rate": 0.0007071877904966425, + "timestep_mean": 570.9375, + "epsilon_norm": 8.385825157165527, + "prediction_norm": 6.460786819458008, + "timestamp": "2025-07-14T12:33:59.311234" + }, + { + "epoch": 728, + "batch_idx": 160, + "loss": 0.31163063645362854, + "learning_rate": 0.0007071877904966425, + "timestep_mean": 470.84375, + "epsilon_norm": 7.69844388961792, + "prediction_norm": 5.651548862457275, + "timestamp": "2025-07-14T12:33:59.316156" + }, + { + "epoch": 728, + "batch_idx": 192, + "loss": 0.6210423707962036, + "learning_rate": 0.0007071877904966425, + "timestep_mean": 336.0, + "epsilon_norm": 5.36527681350708, + "prediction_norm": 3.740997791290283, + "timestamp": "2025-07-14T12:33:59.321174" + }, + { + "epoch": 729, + "batch_idx": 0, + "loss": 0.19434717297554016, + "learning_rate": 0.0007064727396250787, + "timestep_mean": 475.03125, + "epsilon_norm": 7.849376678466797, + "prediction_norm": 6.649007320404053, + "timestamp": "2025-07-14T12:33:59.325988" + }, + { + "epoch": 729, + "batch_idx": 32, + "loss": 0.4234180748462677, + "learning_rate": 0.0007064727396250787, + "timestep_mean": 406.9375, + "epsilon_norm": 8.812946319580078, + "prediction_norm": 6.7743120193481445, + "timestamp": "2025-07-14T12:33:59.330800" + }, + { + "epoch": 729, + "batch_idx": 64, + "loss": 0.4193167984485626, + "learning_rate": 0.0007064727396250787, + "timestep_mean": 595.6875, + "epsilon_norm": 8.765959739685059, + "prediction_norm": 6.782097816467285, + "timestamp": "2025-07-14T12:33:59.335647" + }, + { + "epoch": 729, + "batch_idx": 96, + "loss": 0.20012930035591125, + "learning_rate": 0.0007064727396250787, + "timestep_mean": 542.28125, + "epsilon_norm": 7.9568586349487305, + "prediction_norm": 6.766480445861816, + "timestamp": "2025-07-14T12:33:59.340479" + }, + { + "epoch": 729, + "batch_idx": 128, + "loss": 0.5683116912841797, + "learning_rate": 0.0007064727396250787, + "timestep_mean": 445.5, + "epsilon_norm": 7.600695610046387, + "prediction_norm": 5.952857971191406, + "timestamp": "2025-07-14T12:33:59.345338" + }, + { + "epoch": 729, + "batch_idx": 160, + "loss": 0.24800889194011688, + "learning_rate": 0.0007064727396250787, + "timestep_mean": 507.1875, + "epsilon_norm": 8.247426986694336, + "prediction_norm": 7.727251052856445, + "timestamp": "2025-07-14T12:33:59.350273" + }, + { + "epoch": 729, + "batch_idx": 192, + "loss": 0.14222902059555054, + "learning_rate": 0.0007064727396250787, + "timestep_mean": 527.0, + "epsilon_norm": 3.835926055908203, + "prediction_norm": 3.4810173511505127, + "timestamp": "2025-07-14T12:33:59.355075" + }, + { + "epoch": 730, + "batch_idx": 0, + "loss": 0.24323627352714539, + "learning_rate": 0.0007057571793025547, + "timestep_mean": 565.71875, + "epsilon_norm": 8.066305160522461, + "prediction_norm": 7.4092864990234375, + "timestamp": "2025-07-14T12:33:59.360017" + }, + { + "epoch": 730, + "batch_idx": 32, + "loss": 0.3353845179080963, + "learning_rate": 0.0007057571793025547, + "timestep_mean": 478.875, + "epsilon_norm": 8.131171226501465, + "prediction_norm": 6.830340385437012, + "timestamp": "2025-07-14T12:33:59.364922" + }, + { + "epoch": 730, + "batch_idx": 64, + "loss": 0.1880088746547699, + "learning_rate": 0.0007057571793025547, + "timestep_mean": 553.0625, + "epsilon_norm": 8.063501358032227, + "prediction_norm": 7.1342549324035645, + "timestamp": "2025-07-14T12:33:59.369921" + }, + { + "epoch": 730, + "batch_idx": 96, + "loss": 0.2910200357437134, + "learning_rate": 0.0007057571793025547, + "timestep_mean": 430.6875, + "epsilon_norm": 7.3136677742004395, + "prediction_norm": 6.284046173095703, + "timestamp": "2025-07-14T12:33:59.374880" + }, + { + "epoch": 730, + "batch_idx": 128, + "loss": 0.4076913595199585, + "learning_rate": 0.0007057571793025547, + "timestep_mean": 534.125, + "epsilon_norm": 7.739346027374268, + "prediction_norm": 6.527527809143066, + "timestamp": "2025-07-14T12:33:59.379796" + }, + { + "epoch": 730, + "batch_idx": 160, + "loss": 0.40585243701934814, + "learning_rate": 0.0007057571793025547, + "timestep_mean": 459.15625, + "epsilon_norm": 7.67803430557251, + "prediction_norm": 5.636929988861084, + "timestamp": "2025-07-14T12:33:59.384599" + }, + { + "epoch": 730, + "batch_idx": 192, + "loss": 0.06344452500343323, + "learning_rate": 0.0007057571793025547, + "timestep_mean": 594.625, + "epsilon_norm": 3.6029715538024902, + "prediction_norm": 3.360807180404663, + "timestamp": "2025-07-14T12:33:59.389395" + }, + { + "epoch": 731, + "batch_idx": 0, + "loss": 0.40397128462791443, + "learning_rate": 0.0007050411112946446, + "timestep_mean": 460.96875, + "epsilon_norm": 8.86995792388916, + "prediction_norm": 7.207489013671875, + "timestamp": "2025-07-14T12:33:59.394268" + }, + { + "epoch": 731, + "batch_idx": 32, + "loss": 0.4658081531524658, + "learning_rate": 0.0007050411112946446, + "timestep_mean": 488.0, + "epsilon_norm": 8.001577377319336, + "prediction_norm": 7.031224727630615, + "timestamp": "2025-07-14T12:33:59.399141" + }, + { + "epoch": 731, + "batch_idx": 64, + "loss": 0.20156043767929077, + "learning_rate": 0.0007050411112946446, + "timestep_mean": 509.84375, + "epsilon_norm": 7.454356670379639, + "prediction_norm": 7.1705803871154785, + "timestamp": "2025-07-14T12:33:59.404096" + }, + { + "epoch": 731, + "batch_idx": 96, + "loss": 0.31344491243362427, + "learning_rate": 0.0007050411112946446, + "timestep_mean": 461.71875, + "epsilon_norm": 6.896486759185791, + "prediction_norm": 6.091495513916016, + "timestamp": "2025-07-14T12:33:59.409032" + }, + { + "epoch": 731, + "batch_idx": 128, + "loss": 0.1666417419910431, + "learning_rate": 0.0007050411112946446, + "timestep_mean": 525.875, + "epsilon_norm": 7.448153972625732, + "prediction_norm": 6.722683429718018, + "timestamp": "2025-07-14T12:33:59.413865" + }, + { + "epoch": 731, + "batch_idx": 160, + "loss": 0.21675068140029907, + "learning_rate": 0.0007050411112946446, + "timestep_mean": 538.28125, + "epsilon_norm": 7.574352741241455, + "prediction_norm": 6.98933219909668, + "timestamp": "2025-07-14T12:33:59.418897" + }, + { + "epoch": 731, + "batch_idx": 192, + "loss": 0.05955533683300018, + "learning_rate": 0.0007050411112946446, + "timestep_mean": 635.625, + "epsilon_norm": 3.415618658065796, + "prediction_norm": 3.1581332683563232, + "timestamp": "2025-07-14T12:33:59.424041" + }, + { + "epoch": 732, + "batch_idx": 0, + "loss": 0.24480277299880981, + "learning_rate": 0.000704324537368175, + "timestep_mean": 490.6875, + "epsilon_norm": 7.155170917510986, + "prediction_norm": 6.3258514404296875, + "timestamp": "2025-07-14T12:33:59.429333" + }, + { + "epoch": 732, + "batch_idx": 32, + "loss": 0.15280061960220337, + "learning_rate": 0.000704324537368175, + "timestep_mean": 500.75, + "epsilon_norm": 7.479772567749023, + "prediction_norm": 6.749338626861572, + "timestamp": "2025-07-14T12:33:59.434611" + }, + { + "epoch": 732, + "batch_idx": 64, + "loss": 0.2971615195274353, + "learning_rate": 0.000704324537368175, + "timestep_mean": 457.5625, + "epsilon_norm": 7.697431564331055, + "prediction_norm": 5.899953842163086, + "timestamp": "2025-07-14T12:33:59.439772" + }, + { + "epoch": 732, + "batch_idx": 96, + "loss": 0.15991650521755219, + "learning_rate": 0.000704324537368175, + "timestep_mean": 459.0625, + "epsilon_norm": 7.404354095458984, + "prediction_norm": 6.242382526397705, + "timestamp": "2025-07-14T12:33:59.444971" + }, + { + "epoch": 732, + "batch_idx": 128, + "loss": 0.38825270533561707, + "learning_rate": 0.000704324537368175, + "timestep_mean": 459.71875, + "epsilon_norm": 7.821486473083496, + "prediction_norm": 6.1534600257873535, + "timestamp": "2025-07-14T12:33:59.450321" + }, + { + "epoch": 732, + "batch_idx": 160, + "loss": 0.19818148016929626, + "learning_rate": 0.000704324537368175, + "timestep_mean": 479.03125, + "epsilon_norm": 6.6924028396606445, + "prediction_norm": 5.697198390960693, + "timestamp": "2025-07-14T12:33:59.455484" + }, + { + "epoch": 732, + "batch_idx": 192, + "loss": 0.5370355844497681, + "learning_rate": 0.000704324537368175, + "timestep_mean": 404.625, + "epsilon_norm": 4.347012996673584, + "prediction_norm": 3.188265085220337, + "timestamp": "2025-07-14T12:33:59.460677" + }, + { + "epoch": 733, + "batch_idx": 0, + "loss": 0.26547732949256897, + "learning_rate": 0.0007036074592912207, + "timestep_mean": 452.125, + "epsilon_norm": 7.142210960388184, + "prediction_norm": 6.046498775482178, + "timestamp": "2025-07-14T12:33:59.465816" + }, + { + "epoch": 733, + "batch_idx": 32, + "loss": 0.2671314477920532, + "learning_rate": 0.0007036074592912207, + "timestep_mean": 482.75, + "epsilon_norm": 7.40390157699585, + "prediction_norm": 6.401738166809082, + "timestamp": "2025-07-14T12:33:59.470974" + }, + { + "epoch": 733, + "batch_idx": 64, + "loss": 0.2348472774028778, + "learning_rate": 0.0007036074592912207, + "timestep_mean": 556.21875, + "epsilon_norm": 7.533138751983643, + "prediction_norm": 6.800741195678711, + "timestamp": "2025-07-14T12:33:59.476106" + }, + { + "epoch": 733, + "batch_idx": 96, + "loss": 0.23881447315216064, + "learning_rate": 0.0007036074592912207, + "timestep_mean": 489.53125, + "epsilon_norm": 8.075435638427734, + "prediction_norm": 6.800831317901611, + "timestamp": "2025-07-14T12:33:59.481328" + }, + { + "epoch": 733, + "batch_idx": 128, + "loss": 0.2986215353012085, + "learning_rate": 0.0007036074592912207, + "timestep_mean": 485.46875, + "epsilon_norm": 8.226881980895996, + "prediction_norm": 7.315464973449707, + "timestamp": "2025-07-14T12:33:59.486544" + }, + { + "epoch": 733, + "batch_idx": 160, + "loss": 0.2616995573043823, + "learning_rate": 0.0007036074592912207, + "timestep_mean": 484.65625, + "epsilon_norm": 8.518718719482422, + "prediction_norm": 7.991205215454102, + "timestamp": "2025-07-14T12:33:59.491867" + }, + { + "epoch": 733, + "batch_idx": 192, + "loss": 0.12465405464172363, + "learning_rate": 0.0007036074592912207, + "timestep_mean": 534.0, + "epsilon_norm": 3.5619094371795654, + "prediction_norm": 3.5849883556365967, + "timestamp": "2025-07-14T12:33:59.497014" + }, + { + "epoch": 734, + "batch_idx": 0, + "loss": 0.18261851370334625, + "learning_rate": 0.0007028898788331004, + "timestep_mean": 541.5, + "epsilon_norm": 8.456212997436523, + "prediction_norm": 6.991888999938965, + "timestamp": "2025-07-14T12:33:59.502037" + }, + { + "epoch": 734, + "batch_idx": 32, + "loss": 0.3805871903896332, + "learning_rate": 0.0007028898788331004, + "timestep_mean": 453.375, + "epsilon_norm": 8.479592323303223, + "prediction_norm": 7.142617702484131, + "timestamp": "2025-07-14T12:33:59.507277" + }, + { + "epoch": 734, + "batch_idx": 64, + "loss": 0.33176007866859436, + "learning_rate": 0.0007028898788331004, + "timestep_mean": 447.90625, + "epsilon_norm": 8.601987838745117, + "prediction_norm": 6.959305286407471, + "timestamp": "2025-07-14T12:33:59.512491" + }, + { + "epoch": 734, + "batch_idx": 96, + "loss": 0.17278967797756195, + "learning_rate": 0.0007028898788331004, + "timestep_mean": 543.59375, + "epsilon_norm": 8.67889404296875, + "prediction_norm": 7.687067985534668, + "timestamp": "2025-07-14T12:33:59.517723" + }, + { + "epoch": 734, + "batch_idx": 128, + "loss": 0.14070113003253937, + "learning_rate": 0.0007028898788331004, + "timestep_mean": 576.125, + "epsilon_norm": 7.375453948974609, + "prediction_norm": 6.695241928100586, + "timestamp": "2025-07-14T12:33:59.522810" + }, + { + "epoch": 734, + "batch_idx": 160, + "loss": 0.614294171333313, + "learning_rate": 0.0007028898788331004, + "timestep_mean": 419.71875, + "epsilon_norm": 7.758327484130859, + "prediction_norm": 5.23914098739624, + "timestamp": "2025-07-14T12:33:59.527971" + }, + { + "epoch": 734, + "batch_idx": 192, + "loss": 0.1758173555135727, + "learning_rate": 0.0007028898788331004, + "timestep_mean": 661.25, + "epsilon_norm": 4.654642105102539, + "prediction_norm": 3.855825662612915, + "timestamp": "2025-07-14T12:33:59.533406" + }, + { + "epoch": 735, + "batch_idx": 0, + "loss": 0.22339937090873718, + "learning_rate": 0.000702171797764373, + "timestep_mean": 513.40625, + "epsilon_norm": 7.934299945831299, + "prediction_norm": 6.460108280181885, + "timestamp": "2025-07-14T12:33:59.538713" + }, + { + "epoch": 735, + "batch_idx": 32, + "loss": 0.329458087682724, + "learning_rate": 0.000702171797764373, + "timestep_mean": 537.59375, + "epsilon_norm": 9.132698059082031, + "prediction_norm": 7.1406025886535645, + "timestamp": "2025-07-14T12:33:59.543846" + }, + { + "epoch": 735, + "batch_idx": 64, + "loss": 0.2849527895450592, + "learning_rate": 0.000702171797764373, + "timestep_mean": 522.15625, + "epsilon_norm": 7.7070207595825195, + "prediction_norm": 6.135343074798584, + "timestamp": "2025-07-14T12:33:59.548938" + }, + { + "epoch": 735, + "batch_idx": 96, + "loss": 0.35185831785202026, + "learning_rate": 0.000702171797764373, + "timestep_mean": 561.53125, + "epsilon_norm": 8.2840576171875, + "prediction_norm": 6.383473873138428, + "timestamp": "2025-07-14T12:33:59.554110" + }, + { + "epoch": 735, + "batch_idx": 128, + "loss": 0.17825651168823242, + "learning_rate": 0.000702171797764373, + "timestep_mean": 493.375, + "epsilon_norm": 7.572638034820557, + "prediction_norm": 7.047796726226807, + "timestamp": "2025-07-14T12:33:59.559247" + }, + { + "epoch": 735, + "batch_idx": 160, + "loss": 0.35658693313598633, + "learning_rate": 0.000702171797764373, + "timestep_mean": 500.0625, + "epsilon_norm": 8.000983238220215, + "prediction_norm": 6.280588150024414, + "timestamp": "2025-07-14T12:33:59.564388" + }, + { + "epoch": 735, + "batch_idx": 192, + "loss": 0.10469207167625427, + "learning_rate": 0.000702171797764373, + "timestep_mean": 559.375, + "epsilon_norm": 4.011107921600342, + "prediction_norm": 4.115179538726807, + "timestamp": "2025-07-14T12:33:59.569568" + }, + { + "epoch": 736, + "batch_idx": 0, + "loss": 0.37250667810440063, + "learning_rate": 0.0007014532178568319, + "timestep_mean": 463.0, + "epsilon_norm": 9.337756156921387, + "prediction_norm": 7.344729423522949, + "timestamp": "2025-07-14T12:33:59.574872" + }, + { + "epoch": 736, + "batch_idx": 32, + "loss": 0.21820634603500366, + "learning_rate": 0.0007014532178568319, + "timestep_mean": 591.40625, + "epsilon_norm": 7.861833572387695, + "prediction_norm": 7.145846843719482, + "timestamp": "2025-07-14T12:33:59.579776" + }, + { + "epoch": 736, + "batch_idx": 64, + "loss": 0.23331904411315918, + "learning_rate": 0.0007014532178568319, + "timestep_mean": 506.71875, + "epsilon_norm": 7.961989879608154, + "prediction_norm": 6.906602382659912, + "timestamp": "2025-07-14T12:33:59.584558" + }, + { + "epoch": 736, + "batch_idx": 96, + "loss": 0.284293532371521, + "learning_rate": 0.0007014532178568319, + "timestep_mean": 542.71875, + "epsilon_norm": 7.408029556274414, + "prediction_norm": 5.8773298263549805, + "timestamp": "2025-07-14T12:33:59.589412" + }, + { + "epoch": 736, + "batch_idx": 128, + "loss": 0.4195294976234436, + "learning_rate": 0.0007014532178568319, + "timestep_mean": 469.78125, + "epsilon_norm": 8.971753120422363, + "prediction_norm": 7.231907844543457, + "timestamp": "2025-07-14T12:33:59.594245" + }, + { + "epoch": 736, + "batch_idx": 160, + "loss": 0.24278944730758667, + "learning_rate": 0.0007014532178568319, + "timestep_mean": 516.9375, + "epsilon_norm": 8.152462005615234, + "prediction_norm": 7.5087175369262695, + "timestamp": "2025-07-14T12:33:59.599067" + }, + { + "epoch": 736, + "batch_idx": 192, + "loss": 0.5085647106170654, + "learning_rate": 0.0007014532178568319, + "timestep_mean": 689.25, + "epsilon_norm": 4.297138214111328, + "prediction_norm": 3.5168943405151367, + "timestamp": "2025-07-14T12:33:59.603924" + }, + { + "epoch": 737, + "batch_idx": 0, + "loss": 0.32048749923706055, + "learning_rate": 0.0007007341408835014, + "timestep_mean": 532.5, + "epsilon_norm": 7.001840591430664, + "prediction_norm": 6.3002471923828125, + "timestamp": "2025-07-14T12:33:59.608830" + }, + { + "epoch": 737, + "batch_idx": 32, + "loss": 0.12210620939731598, + "learning_rate": 0.0007007341408835014, + "timestep_mean": 534.75, + "epsilon_norm": 7.3000168800354, + "prediction_norm": 6.379007339477539, + "timestamp": "2025-07-14T12:33:59.613653" + }, + { + "epoch": 737, + "batch_idx": 64, + "loss": 0.364745169878006, + "learning_rate": 0.0007007341408835014, + "timestep_mean": 451.8125, + "epsilon_norm": 8.372113227844238, + "prediction_norm": 6.6112494468688965, + "timestamp": "2025-07-14T12:33:59.618537" + }, + { + "epoch": 737, + "batch_idx": 96, + "loss": 0.3710223436355591, + "learning_rate": 0.0007007341408835014, + "timestep_mean": 439.0625, + "epsilon_norm": 7.829428672790527, + "prediction_norm": 6.245638847351074, + "timestamp": "2025-07-14T12:33:59.623536" + }, + { + "epoch": 737, + "batch_idx": 128, + "loss": 0.6425491571426392, + "learning_rate": 0.0007007341408835014, + "timestep_mean": 483.3125, + "epsilon_norm": 8.375768661499023, + "prediction_norm": 6.131192684173584, + "timestamp": "2025-07-14T12:33:59.628381" + }, + { + "epoch": 737, + "batch_idx": 160, + "loss": 0.2232755720615387, + "learning_rate": 0.0007007341408835014, + "timestep_mean": 531.0, + "epsilon_norm": 8.159982681274414, + "prediction_norm": 7.680403709411621, + "timestamp": "2025-07-14T12:33:59.633342" + }, + { + "epoch": 737, + "batch_idx": 192, + "loss": 0.2913503646850586, + "learning_rate": 0.0007007341408835014, + "timestep_mean": 429.875, + "epsilon_norm": 3.4303882122039795, + "prediction_norm": 3.0308260917663574, + "timestamp": "2025-07-14T12:33:59.638279" + }, + { + "epoch": 738, + "batch_idx": 0, + "loss": 0.15502770245075226, + "learning_rate": 0.0007000145686186328, + "timestep_mean": 594.0, + "epsilon_norm": 8.44895076751709, + "prediction_norm": 7.82278299331665, + "timestamp": "2025-07-14T12:33:59.643184" + }, + { + "epoch": 738, + "batch_idx": 32, + "loss": 0.352760910987854, + "learning_rate": 0.0007000145686186328, + "timestep_mean": 534.59375, + "epsilon_norm": 7.037411212921143, + "prediction_norm": 5.712863445281982, + "timestamp": "2025-07-14T12:33:59.647987" + }, + { + "epoch": 738, + "batch_idx": 64, + "loss": 0.3019944727420807, + "learning_rate": 0.0007000145686186328, + "timestep_mean": 485.21875, + "epsilon_norm": 7.745538711547852, + "prediction_norm": 6.0213942527771, + "timestamp": "2025-07-14T12:33:59.652826" + }, + { + "epoch": 738, + "batch_idx": 96, + "loss": 0.1888134628534317, + "learning_rate": 0.0007000145686186328, + "timestep_mean": 522.0625, + "epsilon_norm": 7.581334590911865, + "prediction_norm": 6.430419445037842, + "timestamp": "2025-07-14T12:33:59.657637" + }, + { + "epoch": 738, + "batch_idx": 128, + "loss": 0.18619300425052643, + "learning_rate": 0.0007000145686186328, + "timestep_mean": 550.78125, + "epsilon_norm": 7.625493049621582, + "prediction_norm": 6.875778675079346, + "timestamp": "2025-07-14T12:33:59.662570" + }, + { + "epoch": 738, + "batch_idx": 160, + "loss": 0.16013380885124207, + "learning_rate": 0.0007000145686186328, + "timestep_mean": 533.40625, + "epsilon_norm": 7.7273077964782715, + "prediction_norm": 6.792153358459473, + "timestamp": "2025-07-14T12:33:59.667409" + }, + { + "epoch": 738, + "batch_idx": 192, + "loss": 0.035013917833566666, + "learning_rate": 0.0007000145686186328, + "timestep_mean": 567.375, + "epsilon_norm": 1.7986150979995728, + "prediction_norm": 1.6844356060028076, + "timestamp": "2025-07-14T12:33:59.672351" + }, + { + "epoch": 739, + "batch_idx": 0, + "loss": 0.21365238726139069, + "learning_rate": 0.0006992945028376991, + "timestep_mean": 492.78125, + "epsilon_norm": 8.273883819580078, + "prediction_norm": 7.835653305053711, + "timestamp": "2025-07-14T12:33:59.677240" + }, + { + "epoch": 739, + "batch_idx": 32, + "loss": 0.439361035823822, + "learning_rate": 0.0006992945028376991, + "timestep_mean": 484.21875, + "epsilon_norm": 7.421995162963867, + "prediction_norm": 6.191606044769287, + "timestamp": "2025-07-14T12:33:59.682106" + }, + { + "epoch": 739, + "batch_idx": 64, + "loss": 0.34706854820251465, + "learning_rate": 0.0006992945028376991, + "timestep_mean": 560.75, + "epsilon_norm": 8.143729209899902, + "prediction_norm": 6.616661548614502, + "timestamp": "2025-07-14T12:33:59.687050" + }, + { + "epoch": 739, + "batch_idx": 96, + "loss": 0.4113733768463135, + "learning_rate": 0.0006992945028376991, + "timestep_mean": 385.71875, + "epsilon_norm": 6.919094085693359, + "prediction_norm": 5.127596378326416, + "timestamp": "2025-07-14T12:33:59.692004" + }, + { + "epoch": 739, + "batch_idx": 128, + "loss": 0.25121912360191345, + "learning_rate": 0.0006992945028376991, + "timestep_mean": 577.09375, + "epsilon_norm": 7.788191795349121, + "prediction_norm": 6.454682350158691, + "timestamp": "2025-07-14T12:33:59.696917" + }, + { + "epoch": 739, + "batch_idx": 160, + "loss": 0.2632474899291992, + "learning_rate": 0.0006992945028376991, + "timestep_mean": 489.59375, + "epsilon_norm": 7.829163551330566, + "prediction_norm": 6.890789031982422, + "timestamp": "2025-07-14T12:33:59.706512" + }, + { + "epoch": 739, + "batch_idx": 192, + "loss": 0.32616108655929565, + "learning_rate": 0.0006992945028376991, + "timestep_mean": 449.625, + "epsilon_norm": 2.7894551753997803, + "prediction_norm": 2.4633004665374756, + "timestamp": "2025-07-14T12:33:59.711476" + }, + { + "epoch": 740, + "batch_idx": 0, + "loss": 0.2392062097787857, + "learning_rate": 0.0006985739453173908, + "timestep_mean": 570.78125, + "epsilon_norm": 6.994523048400879, + "prediction_norm": 5.999776363372803, + "timestamp": "2025-07-14T12:33:59.716365" + }, + { + "epoch": 740, + "batch_idx": 32, + "loss": 0.14194530248641968, + "learning_rate": 0.0006985739453173908, + "timestep_mean": 553.84375, + "epsilon_norm": 7.965203762054443, + "prediction_norm": 7.0148515701293945, + "timestamp": "2025-07-14T12:33:59.721298" + }, + { + "epoch": 740, + "batch_idx": 64, + "loss": 0.26723235845565796, + "learning_rate": 0.0006985739453173908, + "timestep_mean": 501.375, + "epsilon_norm": 8.86974811553955, + "prediction_norm": 8.231979370117188, + "timestamp": "2025-07-14T12:33:59.726126" + }, + { + "epoch": 740, + "batch_idx": 96, + "loss": 0.22099685668945312, + "learning_rate": 0.0006985739453173908, + "timestep_mean": 478.9375, + "epsilon_norm": 6.920773029327393, + "prediction_norm": 5.404926300048828, + "timestamp": "2025-07-14T12:33:59.730978" + }, + { + "epoch": 740, + "batch_idx": 128, + "loss": 0.7698825597763062, + "learning_rate": 0.0006985739453173908, + "timestep_mean": 451.5, + "epsilon_norm": 8.738604545593262, + "prediction_norm": 6.179070949554443, + "timestamp": "2025-07-14T12:33:59.735907" + }, + { + "epoch": 740, + "batch_idx": 160, + "loss": 0.32915985584259033, + "learning_rate": 0.0006985739453173908, + "timestep_mean": 456.0, + "epsilon_norm": 9.099261283874512, + "prediction_norm": 7.568121910095215, + "timestamp": "2025-07-14T12:33:59.740844" + }, + { + "epoch": 740, + "batch_idx": 192, + "loss": 0.15298712253570557, + "learning_rate": 0.0006985739453173908, + "timestep_mean": 523.625, + "epsilon_norm": 5.100596904754639, + "prediction_norm": 4.953334808349609, + "timestamp": "2025-07-14T12:33:59.745711" + }, + { + "epoch": 741, + "batch_idx": 0, + "loss": 0.16359767317771912, + "learning_rate": 0.0006978528978356122, + "timestep_mean": 519.625, + "epsilon_norm": 7.7408576011657715, + "prediction_norm": 6.801822662353516, + "timestamp": "2025-07-14T12:33:59.750679" + }, + { + "epoch": 741, + "batch_idx": 32, + "loss": 0.40230557322502136, + "learning_rate": 0.0006978528978356122, + "timestep_mean": 490.34375, + "epsilon_norm": 7.2301106452941895, + "prediction_norm": 5.338983535766602, + "timestamp": "2025-07-14T12:33:59.755596" + }, + { + "epoch": 741, + "batch_idx": 64, + "loss": 0.1800755262374878, + "learning_rate": 0.0006978528978356122, + "timestep_mean": 472.0, + "epsilon_norm": 8.088545799255371, + "prediction_norm": 6.732752799987793, + "timestamp": "2025-07-14T12:33:59.760403" + }, + { + "epoch": 741, + "batch_idx": 96, + "loss": 0.27905717492103577, + "learning_rate": 0.0006978528978356122, + "timestep_mean": 450.15625, + "epsilon_norm": 8.33420467376709, + "prediction_norm": 7.034770488739014, + "timestamp": "2025-07-14T12:33:59.765299" + }, + { + "epoch": 741, + "batch_idx": 128, + "loss": 0.3187044858932495, + "learning_rate": 0.0006978528978356122, + "timestep_mean": 473.84375, + "epsilon_norm": 8.647778511047363, + "prediction_norm": 6.811402797698975, + "timestamp": "2025-07-14T12:33:59.770156" + }, + { + "epoch": 741, + "batch_idx": 160, + "loss": 0.2811838388442993, + "learning_rate": 0.0006978528978356122, + "timestep_mean": 500.15625, + "epsilon_norm": 8.552783012390137, + "prediction_norm": 6.9990339279174805, + "timestamp": "2025-07-14T12:33:59.775102" + }, + { + "epoch": 741, + "batch_idx": 192, + "loss": 0.05261215567588806, + "learning_rate": 0.0006978528978356122, + "timestep_mean": 577.375, + "epsilon_norm": 4.329008102416992, + "prediction_norm": 3.969064235687256, + "timestamp": "2025-07-14T12:33:59.780012" + }, + { + "epoch": 742, + "batch_idx": 0, + "loss": 0.30522626638412476, + "learning_rate": 0.0006971313621714759, + "timestep_mean": 419.9375, + "epsilon_norm": 7.5155792236328125, + "prediction_norm": 5.825839996337891, + "timestamp": "2025-07-14T12:33:59.784941" + }, + { + "epoch": 742, + "batch_idx": 32, + "loss": 0.3197675049304962, + "learning_rate": 0.0006971313621714759, + "timestep_mean": 475.9375, + "epsilon_norm": 7.364101886749268, + "prediction_norm": 5.75106143951416, + "timestamp": "2025-07-14T12:33:59.789863" + }, + { + "epoch": 742, + "batch_idx": 64, + "loss": 0.4482550024986267, + "learning_rate": 0.0006971313621714759, + "timestep_mean": 438.65625, + "epsilon_norm": 9.13268756866455, + "prediction_norm": 6.821033477783203, + "timestamp": "2025-07-14T12:33:59.794751" + }, + { + "epoch": 742, + "batch_idx": 96, + "loss": 0.2822769284248352, + "learning_rate": 0.0006971313621714759, + "timestep_mean": 486.0, + "epsilon_norm": 6.701696872711182, + "prediction_norm": 5.431859493255615, + "timestamp": "2025-07-14T12:33:59.799610" + }, + { + "epoch": 742, + "batch_idx": 128, + "loss": 0.3357696533203125, + "learning_rate": 0.0006971313621714759, + "timestep_mean": 512.53125, + "epsilon_norm": 8.217985153198242, + "prediction_norm": 6.2851243019104, + "timestamp": "2025-07-14T12:33:59.804584" + }, + { + "epoch": 742, + "batch_idx": 160, + "loss": 0.2394225150346756, + "learning_rate": 0.0006971313621714759, + "timestep_mean": 470.5, + "epsilon_norm": 6.708562850952148, + "prediction_norm": 5.3452606201171875, + "timestamp": "2025-07-14T12:33:59.809392" + }, + { + "epoch": 742, + "batch_idx": 192, + "loss": 0.027451813220977783, + "learning_rate": 0.0006971313621714759, + "timestep_mean": 722.25, + "epsilon_norm": 3.3378586769104004, + "prediction_norm": 3.3459360599517822, + "timestamp": "2025-07-14T12:33:59.814228" + }, + { + "epoch": 743, + "batch_idx": 0, + "loss": 0.25030517578125, + "learning_rate": 0.0006964093401053, + "timestep_mean": 477.84375, + "epsilon_norm": 7.231486797332764, + "prediction_norm": 6.234717845916748, + "timestamp": "2025-07-14T12:33:59.819147" + }, + { + "epoch": 743, + "batch_idx": 32, + "loss": 0.15785565972328186, + "learning_rate": 0.0006964093401053, + "timestep_mean": 586.15625, + "epsilon_norm": 7.3414154052734375, + "prediction_norm": 6.842960834503174, + "timestamp": "2025-07-14T12:33:59.824034" + }, + { + "epoch": 743, + "batch_idx": 64, + "loss": 0.1540481150150299, + "learning_rate": 0.0006964093401053, + "timestep_mean": 575.1875, + "epsilon_norm": 8.626209259033203, + "prediction_norm": 8.023711204528809, + "timestamp": "2025-07-14T12:33:59.828967" + }, + { + "epoch": 743, + "batch_idx": 96, + "loss": 0.2076120674610138, + "learning_rate": 0.0006964093401053, + "timestep_mean": 496.4375, + "epsilon_norm": 8.686685562133789, + "prediction_norm": 8.111474990844727, + "timestamp": "2025-07-14T12:33:59.833859" + }, + { + "epoch": 743, + "batch_idx": 128, + "loss": 0.2139953076839447, + "learning_rate": 0.0006964093401053, + "timestep_mean": 564.84375, + "epsilon_norm": 7.967579364776611, + "prediction_norm": 6.875943183898926, + "timestamp": "2025-07-14T12:33:59.838797" + }, + { + "epoch": 743, + "batch_idx": 160, + "loss": 0.32617172598838806, + "learning_rate": 0.0006964093401053, + "timestep_mean": 511.0625, + "epsilon_norm": 7.4861578941345215, + "prediction_norm": 6.115450382232666, + "timestamp": "2025-07-14T12:33:59.843674" + }, + { + "epoch": 743, + "batch_idx": 192, + "loss": 0.8610376119613647, + "learning_rate": 0.0006964093401053, + "timestep_mean": 341.375, + "epsilon_norm": 4.866621971130371, + "prediction_norm": 2.673710823059082, + "timestamp": "2025-07-14T12:33:59.848516" + }, + { + "epoch": 744, + "batch_idx": 0, + "loss": 0.29642003774642944, + "learning_rate": 0.0006956868334186018, + "timestep_mean": 524.4375, + "epsilon_norm": 7.529481887817383, + "prediction_norm": 6.570550441741943, + "timestamp": "2025-07-14T12:33:59.853383" + }, + { + "epoch": 744, + "batch_idx": 32, + "loss": 0.36164242029190063, + "learning_rate": 0.0006956868334186018, + "timestep_mean": 434.4375, + "epsilon_norm": 9.20988655090332, + "prediction_norm": 8.161225318908691, + "timestamp": "2025-07-14T12:33:59.858384" + }, + { + "epoch": 744, + "batch_idx": 64, + "loss": 0.3315008580684662, + "learning_rate": 0.0006956868334186018, + "timestep_mean": 520.5, + "epsilon_norm": 8.02260684967041, + "prediction_norm": 7.190608024597168, + "timestamp": "2025-07-14T12:33:59.863230" + }, + { + "epoch": 744, + "batch_idx": 96, + "loss": 0.22610481083393097, + "learning_rate": 0.0006956868334186018, + "timestep_mean": 475.1875, + "epsilon_norm": 6.478628158569336, + "prediction_norm": 5.5446624755859375, + "timestamp": "2025-07-14T12:33:59.868090" + }, + { + "epoch": 744, + "batch_idx": 128, + "loss": 0.2496538907289505, + "learning_rate": 0.0006956868334186018, + "timestep_mean": 474.0625, + "epsilon_norm": 7.8051676750183105, + "prediction_norm": 7.094040393829346, + "timestamp": "2025-07-14T12:33:59.872965" + }, + { + "epoch": 744, + "batch_idx": 160, + "loss": 0.1970292180776596, + "learning_rate": 0.0006956868334186018, + "timestep_mean": 539.90625, + "epsilon_norm": 8.3163480758667, + "prediction_norm": 7.696073055267334, + "timestamp": "2025-07-14T12:33:59.877876" + }, + { + "epoch": 744, + "batch_idx": 192, + "loss": 0.23295491933822632, + "learning_rate": 0.0006956868334186018, + "timestep_mean": 466.125, + "epsilon_norm": 3.438551664352417, + "prediction_norm": 2.425489664077759, + "timestamp": "2025-07-14T12:33:59.882728" + }, + { + "epoch": 745, + "batch_idx": 0, + "loss": 0.5718801021575928, + "learning_rate": 0.0006949638438940946, + "timestep_mean": 403.84375, + "epsilon_norm": 8.822307586669922, + "prediction_norm": 6.622082233428955, + "timestamp": "2025-07-14T12:33:59.887708" + }, + { + "epoch": 745, + "batch_idx": 32, + "loss": 0.2233290821313858, + "learning_rate": 0.0006949638438940946, + "timestep_mean": 479.3125, + "epsilon_norm": 8.158475875854492, + "prediction_norm": 6.759502410888672, + "timestamp": "2025-07-14T12:33:59.892587" + }, + { + "epoch": 745, + "batch_idx": 64, + "loss": 0.31390875577926636, + "learning_rate": 0.0006949638438940946, + "timestep_mean": 485.15625, + "epsilon_norm": 8.350996971130371, + "prediction_norm": 6.973779201507568, + "timestamp": "2025-07-14T12:33:59.897538" + }, + { + "epoch": 745, + "batch_idx": 96, + "loss": 0.1911117285490036, + "learning_rate": 0.0006949638438940946, + "timestep_mean": 534.5, + "epsilon_norm": 7.867158889770508, + "prediction_norm": 6.519618511199951, + "timestamp": "2025-07-14T12:33:59.902419" + }, + { + "epoch": 745, + "batch_idx": 128, + "loss": 0.37109410762786865, + "learning_rate": 0.0006949638438940946, + "timestep_mean": 496.6875, + "epsilon_norm": 9.336570739746094, + "prediction_norm": 8.010372161865234, + "timestamp": "2025-07-14T12:33:59.907325" + }, + { + "epoch": 745, + "batch_idx": 160, + "loss": 0.32839155197143555, + "learning_rate": 0.0006949638438940946, + "timestep_mean": 475.84375, + "epsilon_norm": 7.796741962432861, + "prediction_norm": 6.408232688903809, + "timestamp": "2025-07-14T12:33:59.912228" + }, + { + "epoch": 745, + "batch_idx": 192, + "loss": 0.18719199299812317, + "learning_rate": 0.0006949638438940946, + "timestep_mean": 362.625, + "epsilon_norm": 3.354463577270508, + "prediction_norm": 2.5140395164489746, + "timestamp": "2025-07-14T12:33:59.917189" + }, + { + "epoch": 746, + "batch_idx": 0, + "loss": 0.20624038577079773, + "learning_rate": 0.0006942403733156835, + "timestep_mean": 596.71875, + "epsilon_norm": 7.684670925140381, + "prediction_norm": 6.5155768394470215, + "timestamp": "2025-07-14T12:33:59.922114" + }, + { + "epoch": 746, + "batch_idx": 32, + "loss": 0.3530765175819397, + "learning_rate": 0.0006942403733156835, + "timestep_mean": 426.375, + "epsilon_norm": 7.705456733703613, + "prediction_norm": 6.415536880493164, + "timestamp": "2025-07-14T12:33:59.926916" + }, + { + "epoch": 746, + "batch_idx": 64, + "loss": 0.29050081968307495, + "learning_rate": 0.0006942403733156835, + "timestep_mean": 466.40625, + "epsilon_norm": 7.309947490692139, + "prediction_norm": 5.9264936447143555, + "timestamp": "2025-07-14T12:33:59.931836" + }, + { + "epoch": 746, + "batch_idx": 96, + "loss": 0.5090221166610718, + "learning_rate": 0.0006942403733156835, + "timestep_mean": 458.65625, + "epsilon_norm": 8.005852699279785, + "prediction_norm": 6.475186347961426, + "timestamp": "2025-07-14T12:33:59.936783" + }, + { + "epoch": 746, + "batch_idx": 128, + "loss": 0.3087034225463867, + "learning_rate": 0.0006942403733156835, + "timestep_mean": 507.8125, + "epsilon_norm": 7.513553142547607, + "prediction_norm": 6.442535877227783, + "timestamp": "2025-07-14T12:33:59.941814" + }, + { + "epoch": 746, + "batch_idx": 160, + "loss": 0.24057403206825256, + "learning_rate": 0.0006942403733156835, + "timestep_mean": 477.4375, + "epsilon_norm": 8.624598503112793, + "prediction_norm": 7.43643856048584, + "timestamp": "2025-07-14T12:33:59.946719" + }, + { + "epoch": 746, + "batch_idx": 192, + "loss": 0.15028680860996246, + "learning_rate": 0.0006942403733156835, + "timestep_mean": 509.5, + "epsilon_norm": 3.824725866317749, + "prediction_norm": 3.2947306632995605, + "timestamp": "2025-07-14T12:33:59.951603" + }, + { + "epoch": 747, + "batch_idx": 0, + "loss": 0.42586323618888855, + "learning_rate": 0.0006935164234684602, + "timestep_mean": 481.71875, + "epsilon_norm": 7.8832197189331055, + "prediction_norm": 6.42658805847168, + "timestamp": "2025-07-14T12:33:59.956529" + }, + { + "epoch": 747, + "batch_idx": 32, + "loss": 0.2081858217716217, + "learning_rate": 0.0006935164234684602, + "timestep_mean": 426.875, + "epsilon_norm": 7.322075366973877, + "prediction_norm": 6.127760410308838, + "timestamp": "2025-07-14T12:33:59.961428" + }, + { + "epoch": 747, + "batch_idx": 64, + "loss": 0.24498175084590912, + "learning_rate": 0.0006935164234684602, + "timestep_mean": 532.84375, + "epsilon_norm": 7.7332963943481445, + "prediction_norm": 6.4066057205200195, + "timestamp": "2025-07-14T12:33:59.966297" + }, + { + "epoch": 747, + "batch_idx": 96, + "loss": 0.260880708694458, + "learning_rate": 0.0006935164234684602, + "timestep_mean": 554.0625, + "epsilon_norm": 9.091285705566406, + "prediction_norm": 8.053641319274902, + "timestamp": "2025-07-14T12:33:59.971297" + }, + { + "epoch": 747, + "batch_idx": 128, + "loss": 0.3413112759590149, + "learning_rate": 0.0006935164234684602, + "timestep_mean": 513.21875, + "epsilon_norm": 8.737039566040039, + "prediction_norm": 7.037387847900391, + "timestamp": "2025-07-14T12:33:59.976137" + }, + { + "epoch": 747, + "batch_idx": 160, + "loss": 0.31157809495925903, + "learning_rate": 0.0006935164234684602, + "timestep_mean": 464.78125, + "epsilon_norm": 8.385238647460938, + "prediction_norm": 7.1304192543029785, + "timestamp": "2025-07-14T12:33:59.981138" + }, + { + "epoch": 747, + "batch_idx": 192, + "loss": 0.12381885945796967, + "learning_rate": 0.0006935164234684602, + "timestep_mean": 504.75, + "epsilon_norm": 4.225733280181885, + "prediction_norm": 4.046024322509766, + "timestamp": "2025-07-14T12:33:59.986299" + }, + { + "epoch": 748, + "batch_idx": 0, + "loss": 0.4040175676345825, + "learning_rate": 0.0006927919961386987, + "timestep_mean": 485.3125, + "epsilon_norm": 8.629755973815918, + "prediction_norm": 6.575131893157959, + "timestamp": "2025-07-14T12:33:59.991634" + }, + { + "epoch": 748, + "batch_idx": 32, + "loss": 0.26848384737968445, + "learning_rate": 0.0006927919961386987, + "timestep_mean": 568.03125, + "epsilon_norm": 9.622514724731445, + "prediction_norm": 8.858237266540527, + "timestamp": "2025-07-14T12:33:59.996738" + }, + { + "epoch": 748, + "batch_idx": 64, + "loss": 0.31647026538848877, + "learning_rate": 0.0006927919961386987, + "timestep_mean": 465.03125, + "epsilon_norm": 8.05984115600586, + "prediction_norm": 6.402967929840088, + "timestamp": "2025-07-14T12:34:00.001776" + }, + { + "epoch": 748, + "batch_idx": 96, + "loss": 0.3641531467437744, + "learning_rate": 0.0006927919961386987, + "timestep_mean": 564.46875, + "epsilon_norm": 8.145549774169922, + "prediction_norm": 6.77419900894165, + "timestamp": "2025-07-14T12:34:00.007275" + }, + { + "epoch": 748, + "batch_idx": 128, + "loss": 0.4064788818359375, + "learning_rate": 0.0006927919961386987, + "timestep_mean": 460.40625, + "epsilon_norm": 8.245457649230957, + "prediction_norm": 6.956646919250488, + "timestamp": "2025-07-14T12:34:00.012291" + }, + { + "epoch": 748, + "batch_idx": 160, + "loss": 0.3821560740470886, + "learning_rate": 0.0006927919961386987, + "timestep_mean": 413.78125, + "epsilon_norm": 9.225370407104492, + "prediction_norm": 7.8162641525268555, + "timestamp": "2025-07-14T12:34:00.017446" + }, + { + "epoch": 748, + "batch_idx": 192, + "loss": 0.20819348096847534, + "learning_rate": 0.0006927919961386987, + "timestep_mean": 458.25, + "epsilon_norm": 3.6982526779174805, + "prediction_norm": 2.84865665435791, + "timestamp": "2025-07-14T12:34:00.022557" + }, + { + "epoch": 749, + "batch_idx": 0, + "loss": 0.15104684233665466, + "learning_rate": 0.0006920670931138517, + "timestep_mean": 525.8125, + "epsilon_norm": 7.133618354797363, + "prediction_norm": 7.2475152015686035, + "timestamp": "2025-07-14T12:34:00.027751" + }, + { + "epoch": 749, + "batch_idx": 32, + "loss": 0.349892258644104, + "learning_rate": 0.0006920670931138517, + "timestep_mean": 502.09375, + "epsilon_norm": 8.498212814331055, + "prediction_norm": 7.284247398376465, + "timestamp": "2025-07-14T12:34:00.032896" + }, + { + "epoch": 749, + "batch_idx": 64, + "loss": 0.2480369359254837, + "learning_rate": 0.0006920670931138517, + "timestep_mean": 536.0, + "epsilon_norm": 8.922290802001953, + "prediction_norm": 8.133062362670898, + "timestamp": "2025-07-14T12:34:00.038102" + }, + { + "epoch": 749, + "batch_idx": 96, + "loss": 0.16496844589710236, + "learning_rate": 0.0006920670931138517, + "timestep_mean": 537.4375, + "epsilon_norm": 6.876428127288818, + "prediction_norm": 6.201807022094727, + "timestamp": "2025-07-14T12:34:00.043306" + }, + { + "epoch": 749, + "batch_idx": 128, + "loss": 0.6331501603126526, + "learning_rate": 0.0006920670931138517, + "timestep_mean": 383.90625, + "epsilon_norm": 7.9285807609558105, + "prediction_norm": 5.531793594360352, + "timestamp": "2025-07-14T12:34:00.048464" + }, + { + "epoch": 749, + "batch_idx": 160, + "loss": 0.21305543184280396, + "learning_rate": 0.0006920670931138517, + "timestep_mean": 535.0, + "epsilon_norm": 6.97083044052124, + "prediction_norm": 6.080755233764648, + "timestamp": "2025-07-14T12:34:00.053703" + }, + { + "epoch": 749, + "batch_idx": 192, + "loss": 0.25777360796928406, + "learning_rate": 0.0006920670931138517, + "timestep_mean": 443.625, + "epsilon_norm": 4.134942531585693, + "prediction_norm": 3.0583553314208984, + "timestamp": "2025-07-14T12:34:00.058959" + }, + { + "epoch": 750, + "batch_idx": 0, + "loss": 0.2827247977256775, + "learning_rate": 0.0006913417161825454, + "timestep_mean": 417.125, + "epsilon_norm": 8.610978126525879, + "prediction_norm": 7.589603424072266, + "timestamp": "2025-07-14T12:34:00.064031" + }, + { + "epoch": 750, + "batch_idx": 32, + "loss": 0.250152051448822, + "learning_rate": 0.0006913417161825454, + "timestep_mean": 490.75, + "epsilon_norm": 8.710386276245117, + "prediction_norm": 7.852663516998291, + "timestamp": "2025-07-14T12:34:00.069251" + }, + { + "epoch": 750, + "batch_idx": 64, + "loss": 0.1749686300754547, + "learning_rate": 0.0006913417161825454, + "timestep_mean": 480.8125, + "epsilon_norm": 8.05138874053955, + "prediction_norm": 6.9740891456604, + "timestamp": "2025-07-14T12:34:00.074410" + }, + { + "epoch": 750, + "batch_idx": 96, + "loss": 0.1577179729938507, + "learning_rate": 0.0006913417161825454, + "timestep_mean": 526.75, + "epsilon_norm": 7.104442596435547, + "prediction_norm": 6.476675510406494, + "timestamp": "2025-07-14T12:34:00.079755" + }, + { + "epoch": 750, + "batch_idx": 128, + "loss": 0.11558595299720764, + "learning_rate": 0.0006913417161825454, + "timestep_mean": 555.0, + "epsilon_norm": 7.382700443267822, + "prediction_norm": 6.776037693023682, + "timestamp": "2025-07-14T12:34:00.084971" + }, + { + "epoch": 750, + "batch_idx": 160, + "loss": 0.5650748014450073, + "learning_rate": 0.0006913417161825454, + "timestep_mean": 402.78125, + "epsilon_norm": 8.684063911437988, + "prediction_norm": 5.791816711425781, + "timestamp": "2025-07-14T12:34:00.090150" + }, + { + "epoch": 750, + "batch_idx": 192, + "loss": 0.15836849808692932, + "learning_rate": 0.0006913417161825454, + "timestep_mean": 444.25, + "epsilon_norm": 3.25347638130188, + "prediction_norm": 3.1828861236572266, + "timestamp": "2025-07-14T12:34:00.095230" + }, + { + "epoch": 751, + "batch_idx": 0, + "loss": 0.19920974969863892, + "learning_rate": 0.0006906158671345751, + "timestep_mean": 450.96875, + "epsilon_norm": 7.438549518585205, + "prediction_norm": 6.508028984069824, + "timestamp": "2025-07-14T12:34:00.100436" + }, + { + "epoch": 751, + "batch_idx": 32, + "loss": 0.283825546503067, + "learning_rate": 0.0006906158671345751, + "timestep_mean": 490.78125, + "epsilon_norm": 8.046797752380371, + "prediction_norm": 7.112633228302002, + "timestamp": "2025-07-14T12:34:00.105620" + }, + { + "epoch": 751, + "batch_idx": 64, + "loss": 0.20273268222808838, + "learning_rate": 0.0006906158671345751, + "timestep_mean": 479.0, + "epsilon_norm": 7.371939182281494, + "prediction_norm": 6.364645481109619, + "timestamp": "2025-07-14T12:34:00.110780" + }, + { + "epoch": 751, + "batch_idx": 96, + "loss": 0.3229551315307617, + "learning_rate": 0.0006906158671345751, + "timestep_mean": 540.6875, + "epsilon_norm": 8.630426406860352, + "prediction_norm": 7.157614707946777, + "timestamp": "2025-07-14T12:34:00.115973" + }, + { + "epoch": 751, + "batch_idx": 128, + "loss": 0.633960485458374, + "learning_rate": 0.0006906158671345751, + "timestep_mean": 404.59375, + "epsilon_norm": 9.52485179901123, + "prediction_norm": 6.650822162628174, + "timestamp": "2025-07-14T12:34:00.121308" + }, + { + "epoch": 751, + "batch_idx": 160, + "loss": 0.36875563859939575, + "learning_rate": 0.0006906158671345751, + "timestep_mean": 467.75, + "epsilon_norm": 8.474211692810059, + "prediction_norm": 7.01563024520874, + "timestamp": "2025-07-14T12:34:00.126421" + }, + { + "epoch": 751, + "batch_idx": 192, + "loss": 0.6733106374740601, + "learning_rate": 0.0006906158671345751, + "timestep_mean": 385.125, + "epsilon_norm": 4.169654369354248, + "prediction_norm": 2.3716368675231934, + "timestamp": "2025-07-14T12:34:00.131615" + }, + { + "epoch": 752, + "batch_idx": 0, + "loss": 0.24636498093605042, + "learning_rate": 0.0006898895477609012, + "timestep_mean": 518.3125, + "epsilon_norm": 8.028030395507812, + "prediction_norm": 6.977594375610352, + "timestamp": "2025-07-14T12:34:00.136796" + }, + { + "epoch": 752, + "batch_idx": 32, + "loss": 0.3023231029510498, + "learning_rate": 0.0006898895477609012, + "timestep_mean": 524.1875, + "epsilon_norm": 7.545277118682861, + "prediction_norm": 6.575173854827881, + "timestamp": "2025-07-14T12:34:00.142064" + }, + { + "epoch": 752, + "batch_idx": 64, + "loss": 0.16390013694763184, + "learning_rate": 0.0006898895477609012, + "timestep_mean": 495.28125, + "epsilon_norm": 8.85409927368164, + "prediction_norm": 7.957536220550537, + "timestamp": "2025-07-14T12:34:00.147320" + }, + { + "epoch": 752, + "batch_idx": 96, + "loss": 0.28985968232154846, + "learning_rate": 0.0006898895477609012, + "timestep_mean": 425.3125, + "epsilon_norm": 7.720755577087402, + "prediction_norm": 6.247060298919678, + "timestamp": "2025-07-14T12:34:00.152582" + }, + { + "epoch": 752, + "batch_idx": 128, + "loss": 0.2117139995098114, + "learning_rate": 0.0006898895477609012, + "timestep_mean": 530.03125, + "epsilon_norm": 7.682403564453125, + "prediction_norm": 6.7003302574157715, + "timestamp": "2025-07-14T12:34:00.157788" + }, + { + "epoch": 752, + "batch_idx": 160, + "loss": 0.31747502088546753, + "learning_rate": 0.0006898895477609012, + "timestep_mean": 483.46875, + "epsilon_norm": 8.243123054504395, + "prediction_norm": 7.291342258453369, + "timestamp": "2025-07-14T12:34:00.163208" + }, + { + "epoch": 752, + "batch_idx": 192, + "loss": 1.0477900505065918, + "learning_rate": 0.0006898895477609012, + "timestep_mean": 449.875, + "epsilon_norm": 5.578405857086182, + "prediction_norm": 3.852064847946167, + "timestamp": "2025-07-14T12:34:00.168432" + }, + { + "epoch": 753, + "batch_idx": 0, + "loss": 0.3708476126194, + "learning_rate": 0.0006891627598536445, + "timestep_mean": 565.53125, + "epsilon_norm": 8.674689292907715, + "prediction_norm": 7.150520324707031, + "timestamp": "2025-07-14T12:34:00.173555" + }, + { + "epoch": 753, + "batch_idx": 32, + "loss": 0.2004997730255127, + "learning_rate": 0.0006891627598536445, + "timestep_mean": 552.21875, + "epsilon_norm": 8.057435035705566, + "prediction_norm": 6.94464635848999, + "timestamp": "2025-07-14T12:34:00.178804" + }, + { + "epoch": 753, + "batch_idx": 64, + "loss": 0.287986159324646, + "learning_rate": 0.0006891627598536445, + "timestep_mean": 551.21875, + "epsilon_norm": 8.664434432983398, + "prediction_norm": 7.493192195892334, + "timestamp": "2025-07-14T12:34:00.184182" + }, + { + "epoch": 753, + "batch_idx": 96, + "loss": 0.2248123288154602, + "learning_rate": 0.0006891627598536445, + "timestep_mean": 546.40625, + "epsilon_norm": 8.115249633789062, + "prediction_norm": 6.498839855194092, + "timestamp": "2025-07-14T12:34:00.189367" + }, + { + "epoch": 753, + "batch_idx": 128, + "loss": 0.3362908959388733, + "learning_rate": 0.0006891627598536445, + "timestep_mean": 558.34375, + "epsilon_norm": 8.256958961486816, + "prediction_norm": 6.773054599761963, + "timestamp": "2025-07-14T12:34:00.194544" + }, + { + "epoch": 753, + "batch_idx": 160, + "loss": 0.24700410664081573, + "learning_rate": 0.0006891627598536445, + "timestep_mean": 526.0, + "epsilon_norm": 8.154114723205566, + "prediction_norm": 7.038292407989502, + "timestamp": "2025-07-14T12:34:00.199731" + }, + { + "epoch": 753, + "batch_idx": 192, + "loss": 0.13311398029327393, + "learning_rate": 0.0006891627598536445, + "timestep_mean": 692.0, + "epsilon_norm": 3.919980764389038, + "prediction_norm": 3.3381505012512207, + "timestamp": "2025-07-14T12:34:00.204891" + }, + { + "epoch": 754, + "batch_idx": 0, + "loss": 0.39801791310310364, + "learning_rate": 0.0006884355052060819, + "timestep_mean": 560.40625, + "epsilon_norm": 8.48791790008545, + "prediction_norm": 6.9296112060546875, + "timestamp": "2025-07-14T12:34:00.210063" + }, + { + "epoch": 754, + "batch_idx": 32, + "loss": 0.32326245307922363, + "learning_rate": 0.0006884355052060819, + "timestep_mean": 455.3125, + "epsilon_norm": 6.9077935218811035, + "prediction_norm": 5.4554033279418945, + "timestamp": "2025-07-14T12:34:00.215293" + }, + { + "epoch": 754, + "batch_idx": 64, + "loss": 0.2631897032260895, + "learning_rate": 0.0006884355052060819, + "timestep_mean": 547.75, + "epsilon_norm": 8.799450874328613, + "prediction_norm": 7.831597805023193, + "timestamp": "2025-07-14T12:34:00.220507" + }, + { + "epoch": 754, + "batch_idx": 96, + "loss": 0.20646198093891144, + "learning_rate": 0.0006884355052060819, + "timestep_mean": 545.875, + "epsilon_norm": 8.645868301391602, + "prediction_norm": 7.226813316345215, + "timestamp": "2025-07-14T12:34:00.225854" + }, + { + "epoch": 754, + "batch_idx": 128, + "loss": 0.34312841296195984, + "learning_rate": 0.0006884355052060819, + "timestep_mean": 497.03125, + "epsilon_norm": 6.904964447021484, + "prediction_norm": 6.054078578948975, + "timestamp": "2025-07-14T12:34:00.231084" + }, + { + "epoch": 754, + "batch_idx": 160, + "loss": 0.22655650973320007, + "learning_rate": 0.0006884355052060819, + "timestep_mean": 558.75, + "epsilon_norm": 7.977053642272949, + "prediction_norm": 6.765519142150879, + "timestamp": "2025-07-14T12:34:00.236196" + }, + { + "epoch": 754, + "batch_idx": 192, + "loss": 0.47118908166885376, + "learning_rate": 0.0006884355052060819, + "timestep_mean": 526.875, + "epsilon_norm": 4.62803840637207, + "prediction_norm": 3.59529972076416, + "timestamp": "2025-07-14T12:34:00.241407" + }, + { + "epoch": 755, + "batch_idx": 0, + "loss": 0.2632891535758972, + "learning_rate": 0.0006877077856126421, + "timestep_mean": 510.5, + "epsilon_norm": 9.099077224731445, + "prediction_norm": 8.167033195495605, + "timestamp": "2025-07-14T12:34:00.246584" + }, + { + "epoch": 755, + "batch_idx": 32, + "loss": 0.23091387748718262, + "learning_rate": 0.0006877077856126421, + "timestep_mean": 479.28125, + "epsilon_norm": 7.541460037231445, + "prediction_norm": 6.833068370819092, + "timestamp": "2025-07-14T12:34:00.251784" + }, + { + "epoch": 755, + "batch_idx": 64, + "loss": 0.2356388419866562, + "learning_rate": 0.0006877077856126421, + "timestep_mean": 558.375, + "epsilon_norm": 9.831572532653809, + "prediction_norm": 9.141583442687988, + "timestamp": "2025-07-14T12:34:00.256934" + }, + { + "epoch": 755, + "batch_idx": 96, + "loss": 0.4920646846294403, + "learning_rate": 0.0006877077856126421, + "timestep_mean": 467.96875, + "epsilon_norm": 8.878438949584961, + "prediction_norm": 6.959094047546387, + "timestamp": "2025-07-14T12:34:00.262102" + }, + { + "epoch": 755, + "batch_idx": 128, + "loss": 0.28422439098358154, + "learning_rate": 0.0006877077856126421, + "timestep_mean": 545.625, + "epsilon_norm": 7.931662082672119, + "prediction_norm": 7.431674480438232, + "timestamp": "2025-07-14T12:34:00.267182" + }, + { + "epoch": 755, + "batch_idx": 160, + "loss": 0.3622138500213623, + "learning_rate": 0.0006877077856126421, + "timestep_mean": 577.0, + "epsilon_norm": 9.26666259765625, + "prediction_norm": 8.507786750793457, + "timestamp": "2025-07-14T12:34:00.272312" + }, + { + "epoch": 755, + "batch_idx": 192, + "loss": 0.2089216560125351, + "learning_rate": 0.0006877077856126421, + "timestep_mean": 646.75, + "epsilon_norm": 3.013202667236328, + "prediction_norm": 2.6348726749420166, + "timestamp": "2025-07-14T12:34:00.277457" + }, + { + "epoch": 756, + "batch_idx": 0, + "loss": 0.2704434096813202, + "learning_rate": 0.0006869796028689006, + "timestep_mean": 569.75, + "epsilon_norm": 8.698359489440918, + "prediction_norm": 7.551875114440918, + "timestamp": "2025-07-14T12:34:00.282654" + }, + { + "epoch": 756, + "batch_idx": 32, + "loss": 0.26554983854293823, + "learning_rate": 0.0006869796028689006, + "timestep_mean": 394.46875, + "epsilon_norm": 6.471426963806152, + "prediction_norm": 5.165889263153076, + "timestamp": "2025-07-14T12:34:00.287967" + }, + { + "epoch": 756, + "batch_idx": 64, + "loss": 0.19751930236816406, + "learning_rate": 0.0006869796028689006, + "timestep_mean": 468.53125, + "epsilon_norm": 7.843505382537842, + "prediction_norm": 6.882437229156494, + "timestamp": "2025-07-14T12:34:00.293123" + }, + { + "epoch": 756, + "batch_idx": 96, + "loss": 0.19683781266212463, + "learning_rate": 0.0006869796028689006, + "timestep_mean": 417.0, + "epsilon_norm": 6.979611396789551, + "prediction_norm": 6.225618839263916, + "timestamp": "2025-07-14T12:34:00.298084" + }, + { + "epoch": 756, + "batch_idx": 128, + "loss": 0.28842589259147644, + "learning_rate": 0.0006869796028689006, + "timestep_mean": 526.40625, + "epsilon_norm": 8.652109146118164, + "prediction_norm": 7.2948503494262695, + "timestamp": "2025-07-14T12:34:00.307292" + }, + { + "epoch": 756, + "batch_idx": 160, + "loss": 0.28081411123275757, + "learning_rate": 0.0006869796028689006, + "timestep_mean": 546.09375, + "epsilon_norm": 6.560567855834961, + "prediction_norm": 5.888656139373779, + "timestamp": "2025-07-14T12:34:00.312254" + }, + { + "epoch": 756, + "batch_idx": 192, + "loss": 0.4252753257751465, + "learning_rate": 0.0006869796028689006, + "timestep_mean": 435.375, + "epsilon_norm": 3.993616819381714, + "prediction_norm": 3.6327881813049316, + "timestamp": "2025-07-14T12:34:00.317892" + }, + { + "epoch": 757, + "batch_idx": 0, + "loss": 0.28265976905822754, + "learning_rate": 0.0006862509587715765, + "timestep_mean": 479.53125, + "epsilon_norm": 6.973104953765869, + "prediction_norm": 5.718372344970703, + "timestamp": "2025-07-14T12:34:00.323334" + }, + { + "epoch": 757, + "batch_idx": 32, + "loss": 0.4053038954734802, + "learning_rate": 0.0006862509587715765, + "timestep_mean": 534.46875, + "epsilon_norm": 8.366137504577637, + "prediction_norm": 7.166070938110352, + "timestamp": "2025-07-14T12:34:00.328484" + }, + { + "epoch": 757, + "batch_idx": 64, + "loss": 0.304686963558197, + "learning_rate": 0.0006862509587715765, + "timestep_mean": 507.625, + "epsilon_norm": 7.426486492156982, + "prediction_norm": 5.260166645050049, + "timestamp": "2025-07-14T12:34:00.333971" + }, + { + "epoch": 757, + "batch_idx": 96, + "loss": 0.34362220764160156, + "learning_rate": 0.0006862509587715765, + "timestep_mean": 492.15625, + "epsilon_norm": 7.685445308685303, + "prediction_norm": 6.419299602508545, + "timestamp": "2025-07-14T12:34:00.339137" + }, + { + "epoch": 757, + "batch_idx": 128, + "loss": 0.19199903309345245, + "learning_rate": 0.0006862509587715765, + "timestep_mean": 540.84375, + "epsilon_norm": 7.256570339202881, + "prediction_norm": 5.560619831085205, + "timestamp": "2025-07-14T12:34:00.344339" + }, + { + "epoch": 757, + "batch_idx": 160, + "loss": 0.2393396496772766, + "learning_rate": 0.0006862509587715765, + "timestep_mean": 456.15625, + "epsilon_norm": 7.887454032897949, + "prediction_norm": 6.7814764976501465, + "timestamp": "2025-07-14T12:34:00.349479" + }, + { + "epoch": 757, + "batch_idx": 192, + "loss": 0.48631593585014343, + "learning_rate": 0.0006862509587715765, + "timestep_mean": 535.75, + "epsilon_norm": 4.642507076263428, + "prediction_norm": 3.378000497817993, + "timestamp": "2025-07-14T12:34:00.354756" + }, + { + "epoch": 758, + "batch_idx": 0, + "loss": 0.49090567231178284, + "learning_rate": 0.0006855218551185261, + "timestep_mean": 476.28125, + "epsilon_norm": 8.08925724029541, + "prediction_norm": 5.864712238311768, + "timestamp": "2025-07-14T12:34:00.360003" + }, + { + "epoch": 758, + "batch_idx": 32, + "loss": 0.2814182937145233, + "learning_rate": 0.0006855218551185261, + "timestep_mean": 487.875, + "epsilon_norm": 8.300003051757812, + "prediction_norm": 7.337600231170654, + "timestamp": "2025-07-14T12:34:00.365238" + }, + { + "epoch": 758, + "batch_idx": 64, + "loss": 0.41070279479026794, + "learning_rate": 0.0006855218551185261, + "timestep_mean": 416.46875, + "epsilon_norm": 8.515212059020996, + "prediction_norm": 6.218814849853516, + "timestamp": "2025-07-14T12:34:00.370512" + }, + { + "epoch": 758, + "batch_idx": 96, + "loss": 0.29895079135894775, + "learning_rate": 0.0006855218551185261, + "timestep_mean": 545.03125, + "epsilon_norm": 8.237577438354492, + "prediction_norm": 7.213611602783203, + "timestamp": "2025-07-14T12:34:00.375807" + }, + { + "epoch": 758, + "batch_idx": 128, + "loss": 0.27830424904823303, + "learning_rate": 0.0006855218551185261, + "timestep_mean": 452.4375, + "epsilon_norm": 8.185298919677734, + "prediction_norm": 6.839956760406494, + "timestamp": "2025-07-14T12:34:00.381017" + }, + { + "epoch": 758, + "batch_idx": 160, + "loss": 0.33104416728019714, + "learning_rate": 0.0006855218551185261, + "timestep_mean": 418.34375, + "epsilon_norm": 7.445013999938965, + "prediction_norm": 5.844623565673828, + "timestamp": "2025-07-14T12:34:00.386206" + }, + { + "epoch": 758, + "batch_idx": 192, + "loss": 0.28518903255462646, + "learning_rate": 0.0006855218551185261, + "timestep_mean": 461.625, + "epsilon_norm": 4.141830921173096, + "prediction_norm": 3.4939045906066895, + "timestamp": "2025-07-14T12:34:00.391420" + }, + { + "epoch": 759, + "batch_idx": 0, + "loss": 0.1883586198091507, + "learning_rate": 0.0006847922937087404, + "timestep_mean": 648.5, + "epsilon_norm": 7.47743034362793, + "prediction_norm": 6.471220016479492, + "timestamp": "2025-07-14T12:34:00.396707" + }, + { + "epoch": 759, + "batch_idx": 32, + "loss": 0.2236834019422531, + "learning_rate": 0.0006847922937087404, + "timestep_mean": 461.125, + "epsilon_norm": 8.054644584655762, + "prediction_norm": 7.169726848602295, + "timestamp": "2025-07-14T12:34:00.402210" + }, + { + "epoch": 759, + "batch_idx": 64, + "loss": 0.23203587532043457, + "learning_rate": 0.0006847922937087404, + "timestep_mean": 458.40625, + "epsilon_norm": 9.20173168182373, + "prediction_norm": 8.103805541992188, + "timestamp": "2025-07-14T12:34:00.407498" + }, + { + "epoch": 759, + "batch_idx": 96, + "loss": 0.2731964588165283, + "learning_rate": 0.0006847922937087404, + "timestep_mean": 518.625, + "epsilon_norm": 8.234203338623047, + "prediction_norm": 6.805638313293457, + "timestamp": "2025-07-14T12:34:00.412371" + }, + { + "epoch": 759, + "batch_idx": 128, + "loss": 0.13827145099639893, + "learning_rate": 0.0006847922937087404, + "timestep_mean": 537.59375, + "epsilon_norm": 8.673457145690918, + "prediction_norm": 7.867798805236816, + "timestamp": "2025-07-14T12:34:00.417785" + }, + { + "epoch": 759, + "batch_idx": 160, + "loss": 0.17382359504699707, + "learning_rate": 0.0006847922937087404, + "timestep_mean": 555.3125, + "epsilon_norm": 8.49698543548584, + "prediction_norm": 7.276407241821289, + "timestamp": "2025-07-14T12:34:00.423306" + }, + { + "epoch": 759, + "batch_idx": 192, + "loss": 0.15508702397346497, + "learning_rate": 0.0006847922937087404, + "timestep_mean": 575.375, + "epsilon_norm": 3.4725182056427, + "prediction_norm": 2.879624605178833, + "timestamp": "2025-07-14T12:34:00.428719" + }, + { + "epoch": 760, + "batch_idx": 0, + "loss": 0.13515378534793854, + "learning_rate": 0.0006840622763423396, + "timestep_mean": 511.28125, + "epsilon_norm": 7.664071083068848, + "prediction_norm": 6.591329574584961, + "timestamp": "2025-07-14T12:34:00.434161" + }, + { + "epoch": 760, + "batch_idx": 32, + "loss": 0.27699214220046997, + "learning_rate": 0.0006840622763423396, + "timestep_mean": 473.8125, + "epsilon_norm": 7.7711501121521, + "prediction_norm": 6.672968864440918, + "timestamp": "2025-07-14T12:34:00.439383" + }, + { + "epoch": 760, + "batch_idx": 64, + "loss": 0.2574191093444824, + "learning_rate": 0.0006840622763423396, + "timestep_mean": 500.375, + "epsilon_norm": 7.248721599578857, + "prediction_norm": 6.06232213973999, + "timestamp": "2025-07-14T12:34:00.444572" + }, + { + "epoch": 760, + "batch_idx": 96, + "loss": 0.18875333666801453, + "learning_rate": 0.0006840622763423396, + "timestep_mean": 580.0625, + "epsilon_norm": 8.121109962463379, + "prediction_norm": 7.28546142578125, + "timestamp": "2025-07-14T12:34:00.449984" + }, + { + "epoch": 760, + "batch_idx": 128, + "loss": 0.42775142192840576, + "learning_rate": 0.0006840622763423396, + "timestep_mean": 441.59375, + "epsilon_norm": 7.10413122177124, + "prediction_norm": 5.262937068939209, + "timestamp": "2025-07-14T12:34:00.455260" + }, + { + "epoch": 760, + "batch_idx": 160, + "loss": 0.4818965196609497, + "learning_rate": 0.0006840622763423396, + "timestep_mean": 439.8125, + "epsilon_norm": 8.606507301330566, + "prediction_norm": 6.58779239654541, + "timestamp": "2025-07-14T12:34:00.460503" + }, + { + "epoch": 760, + "batch_idx": 192, + "loss": 0.2661372721195221, + "learning_rate": 0.0006840622763423396, + "timestep_mean": 396.5, + "epsilon_norm": 3.4976372718811035, + "prediction_norm": 2.734276533126831, + "timestamp": "2025-07-14T12:34:00.465671" + }, + { + "epoch": 761, + "batch_idx": 0, + "loss": 0.29071080684661865, + "learning_rate": 0.000683331804820569, + "timestep_mean": 550.125, + "epsilon_norm": 7.505110740661621, + "prediction_norm": 6.513011455535889, + "timestamp": "2025-07-14T12:34:00.470869" + }, + { + "epoch": 761, + "batch_idx": 32, + "loss": 0.26245033740997314, + "learning_rate": 0.000683331804820569, + "timestep_mean": 468.28125, + "epsilon_norm": 6.721161365509033, + "prediction_norm": 5.795951843261719, + "timestamp": "2025-07-14T12:34:00.476106" + }, + { + "epoch": 761, + "batch_idx": 64, + "loss": 0.33668404817581177, + "learning_rate": 0.000683331804820569, + "timestep_mean": 417.40625, + "epsilon_norm": 6.314907550811768, + "prediction_norm": 4.920339107513428, + "timestamp": "2025-07-14T12:34:00.481299" + }, + { + "epoch": 761, + "batch_idx": 96, + "loss": 0.5050286054611206, + "learning_rate": 0.000683331804820569, + "timestep_mean": 495.125, + "epsilon_norm": 9.526799201965332, + "prediction_norm": 7.546884536743164, + "timestamp": "2025-07-14T12:34:00.486434" + }, + { + "epoch": 761, + "batch_idx": 128, + "loss": 0.18266957998275757, + "learning_rate": 0.000683331804820569, + "timestep_mean": 536.40625, + "epsilon_norm": 7.967593669891357, + "prediction_norm": 7.171773433685303, + "timestamp": "2025-07-14T12:34:00.491803" + }, + { + "epoch": 761, + "batch_idx": 160, + "loss": 0.21825197339057922, + "learning_rate": 0.000683331804820569, + "timestep_mean": 460.96875, + "epsilon_norm": 7.064614295959473, + "prediction_norm": 6.234253883361816, + "timestamp": "2025-07-14T12:34:00.497060" + }, + { + "epoch": 761, + "batch_idx": 192, + "loss": 0.026347851380705833, + "learning_rate": 0.000683331804820569, + "timestep_mean": 768.5, + "epsilon_norm": 3.631228446960449, + "prediction_norm": 4.0321044921875, + "timestamp": "2025-07-14T12:34:00.502227" + }, + { + "epoch": 762, + "batch_idx": 0, + "loss": 0.2590547204017639, + "learning_rate": 0.0006826008809457945, + "timestep_mean": 520.46875, + "epsilon_norm": 7.973249435424805, + "prediction_norm": 6.612236022949219, + "timestamp": "2025-07-14T12:34:00.507508" + }, + { + "epoch": 762, + "batch_idx": 32, + "loss": 0.26768720149993896, + "learning_rate": 0.0006826008809457945, + "timestep_mean": 474.3125, + "epsilon_norm": 7.312922477722168, + "prediction_norm": 7.0054707527160645, + "timestamp": "2025-07-14T12:34:00.512732" + }, + { + "epoch": 762, + "batch_idx": 64, + "loss": 0.2967383563518524, + "learning_rate": 0.0006826008809457945, + "timestep_mean": 441.875, + "epsilon_norm": 7.673308372497559, + "prediction_norm": 6.686188697814941, + "timestamp": "2025-07-14T12:34:00.517955" + }, + { + "epoch": 762, + "batch_idx": 96, + "loss": 0.25042062997817993, + "learning_rate": 0.0006826008809457945, + "timestep_mean": 568.03125, + "epsilon_norm": 8.929605484008789, + "prediction_norm": 7.295935153961182, + "timestamp": "2025-07-14T12:34:00.523156" + }, + { + "epoch": 762, + "batch_idx": 128, + "loss": 0.4716404974460602, + "learning_rate": 0.0006826008809457945, + "timestep_mean": 479.71875, + "epsilon_norm": 8.40628433227539, + "prediction_norm": 6.449341773986816, + "timestamp": "2025-07-14T12:34:00.528245" + }, + { + "epoch": 762, + "batch_idx": 160, + "loss": 0.4988769590854645, + "learning_rate": 0.0006826008809457945, + "timestep_mean": 505.15625, + "epsilon_norm": 7.757968425750732, + "prediction_norm": 5.885504722595215, + "timestamp": "2025-07-14T12:34:00.533549" + }, + { + "epoch": 762, + "batch_idx": 192, + "loss": 0.23479962348937988, + "learning_rate": 0.0006826008809457945, + "timestep_mean": 565.25, + "epsilon_norm": 3.4280142784118652, + "prediction_norm": 3.0622718334198, + "timestamp": "2025-07-14T12:34:00.538711" + }, + { + "epoch": 763, + "batch_idx": 0, + "loss": 0.28917378187179565, + "learning_rate": 0.000681869506521498, + "timestep_mean": 481.65625, + "epsilon_norm": 7.522876262664795, + "prediction_norm": 6.287927627563477, + "timestamp": "2025-07-14T12:34:00.543872" + }, + { + "epoch": 763, + "batch_idx": 32, + "loss": 0.2341376543045044, + "learning_rate": 0.000681869506521498, + "timestep_mean": 467.875, + "epsilon_norm": 7.582867622375488, + "prediction_norm": 6.388352870941162, + "timestamp": "2025-07-14T12:34:00.549145" + }, + { + "epoch": 763, + "batch_idx": 64, + "loss": 0.35872843861579895, + "learning_rate": 0.000681869506521498, + "timestep_mean": 497.09375, + "epsilon_norm": 8.299418449401855, + "prediction_norm": 6.364987850189209, + "timestamp": "2025-07-14T12:34:00.554283" + }, + { + "epoch": 763, + "batch_idx": 96, + "loss": 0.5255984663963318, + "learning_rate": 0.000681869506521498, + "timestep_mean": 496.875, + "epsilon_norm": 7.71177339553833, + "prediction_norm": 5.239797592163086, + "timestamp": "2025-07-14T12:34:00.559367" + }, + { + "epoch": 763, + "batch_idx": 128, + "loss": 0.6334778070449829, + "learning_rate": 0.000681869506521498, + "timestep_mean": 413.71875, + "epsilon_norm": 8.398163795471191, + "prediction_norm": 5.263477325439453, + "timestamp": "2025-07-14T12:34:00.564638" + }, + { + "epoch": 763, + "batch_idx": 160, + "loss": 0.33364081382751465, + "learning_rate": 0.000681869506521498, + "timestep_mean": 471.8125, + "epsilon_norm": 8.453032493591309, + "prediction_norm": 6.6137847900390625, + "timestamp": "2025-07-14T12:34:00.569792" + }, + { + "epoch": 763, + "batch_idx": 192, + "loss": 0.30506038665771484, + "learning_rate": 0.000681869506521498, + "timestep_mean": 460.375, + "epsilon_norm": 3.6052234172821045, + "prediction_norm": 2.461052417755127, + "timestamp": "2025-07-14T12:34:00.575115" + }, + { + "epoch": 764, + "batch_idx": 0, + "loss": 0.23086753487586975, + "learning_rate": 0.0006811376833522734, + "timestep_mean": 464.3125, + "epsilon_norm": 7.412353038787842, + "prediction_norm": 6.358001232147217, + "timestamp": "2025-07-14T12:34:00.580401" + }, + { + "epoch": 764, + "batch_idx": 32, + "loss": 0.2801600694656372, + "learning_rate": 0.0006811376833522734, + "timestep_mean": 579.84375, + "epsilon_norm": 8.701725959777832, + "prediction_norm": 7.480426788330078, + "timestamp": "2025-07-14T12:34:00.585550" + }, + { + "epoch": 764, + "batch_idx": 64, + "loss": 0.2694008946418762, + "learning_rate": 0.0006811376833522734, + "timestep_mean": 410.4375, + "epsilon_norm": 7.087764739990234, + "prediction_norm": 5.920346736907959, + "timestamp": "2025-07-14T12:34:00.590728" + }, + { + "epoch": 764, + "batch_idx": 96, + "loss": 0.23097796738147736, + "learning_rate": 0.0006811376833522734, + "timestep_mean": 526.75, + "epsilon_norm": 8.339038848876953, + "prediction_norm": 7.546273708343506, + "timestamp": "2025-07-14T12:34:00.595961" + }, + { + "epoch": 764, + "batch_idx": 128, + "loss": 0.38106459379196167, + "learning_rate": 0.0006811376833522734, + "timestep_mean": 504.625, + "epsilon_norm": 9.25262451171875, + "prediction_norm": 7.819614410400391, + "timestamp": "2025-07-14T12:34:00.601096" + }, + { + "epoch": 764, + "batch_idx": 160, + "loss": 0.21347549557685852, + "learning_rate": 0.0006811376833522734, + "timestep_mean": 574.71875, + "epsilon_norm": 7.443282127380371, + "prediction_norm": 6.676885604858398, + "timestamp": "2025-07-14T12:34:00.606279" + }, + { + "epoch": 764, + "batch_idx": 192, + "loss": 0.7318053245544434, + "learning_rate": 0.0006811376833522734, + "timestep_mean": 653.75, + "epsilon_norm": 4.491795063018799, + "prediction_norm": 3.107403039932251, + "timestamp": "2025-07-14T12:34:00.611422" + }, + { + "epoch": 765, + "batch_idx": 0, + "loss": 0.2833103537559509, + "learning_rate": 0.0006804054132438215, + "timestep_mean": 548.1875, + "epsilon_norm": 8.322599411010742, + "prediction_norm": 7.616994380950928, + "timestamp": "2025-07-14T12:34:00.616810" + }, + { + "epoch": 765, + "batch_idx": 32, + "loss": 0.20071721076965332, + "learning_rate": 0.0006804054132438215, + "timestep_mean": 485.90625, + "epsilon_norm": 7.384419918060303, + "prediction_norm": 7.155956745147705, + "timestamp": "2025-07-14T12:34:00.622009" + }, + { + "epoch": 765, + "batch_idx": 64, + "loss": 0.45141446590423584, + "learning_rate": 0.0006804054132438215, + "timestep_mean": 481.34375, + "epsilon_norm": 8.56185245513916, + "prediction_norm": 7.490810394287109, + "timestamp": "2025-07-14T12:34:00.627196" + }, + { + "epoch": 765, + "batch_idx": 96, + "loss": 0.30181291699409485, + "learning_rate": 0.0006804054132438215, + "timestep_mean": 635.21875, + "epsilon_norm": 7.782972812652588, + "prediction_norm": 7.050706386566162, + "timestamp": "2025-07-14T12:34:00.632379" + }, + { + "epoch": 765, + "batch_idx": 128, + "loss": 0.2852363586425781, + "learning_rate": 0.0006804054132438215, + "timestep_mean": 494.5, + "epsilon_norm": 7.255921363830566, + "prediction_norm": 5.474769115447998, + "timestamp": "2025-07-14T12:34:00.637531" + }, + { + "epoch": 765, + "batch_idx": 160, + "loss": 0.4625736474990845, + "learning_rate": 0.0006804054132438215, + "timestep_mean": 515.59375, + "epsilon_norm": 7.7600603103637695, + "prediction_norm": 5.645328998565674, + "timestamp": "2025-07-14T12:34:00.642729" + }, + { + "epoch": 765, + "batch_idx": 192, + "loss": 0.28811174631118774, + "learning_rate": 0.0006804054132438215, + "timestep_mean": 322.75, + "epsilon_norm": 4.371129989624023, + "prediction_norm": 2.6248631477355957, + "timestamp": "2025-07-14T12:34:00.647947" + }, + { + "epoch": 766, + "batch_idx": 0, + "loss": 0.13996900618076324, + "learning_rate": 0.0006796726980029459, + "timestep_mean": 546.1875, + "epsilon_norm": 7.327193260192871, + "prediction_norm": 6.221517562866211, + "timestamp": "2025-07-14T12:34:00.652998" + }, + { + "epoch": 766, + "batch_idx": 32, + "loss": 0.22782443463802338, + "learning_rate": 0.0006796726980029459, + "timestep_mean": 458.125, + "epsilon_norm": 7.54335880279541, + "prediction_norm": 6.678886890411377, + "timestamp": "2025-07-14T12:34:00.657916" + }, + { + "epoch": 766, + "batch_idx": 64, + "loss": 0.6274237632751465, + "learning_rate": 0.0006796726980029459, + "timestep_mean": 382.1875, + "epsilon_norm": 9.423897743225098, + "prediction_norm": 6.820736408233643, + "timestamp": "2025-07-14T12:34:00.662759" + }, + { + "epoch": 766, + "batch_idx": 96, + "loss": 0.3071362376213074, + "learning_rate": 0.0006796726980029459, + "timestep_mean": 458.65625, + "epsilon_norm": 7.162008285522461, + "prediction_norm": 6.214064598083496, + "timestamp": "2025-07-14T12:34:00.667654" + }, + { + "epoch": 766, + "batch_idx": 128, + "loss": 0.16040751338005066, + "learning_rate": 0.0006796726980029459, + "timestep_mean": 477.875, + "epsilon_norm": 8.023370742797852, + "prediction_norm": 7.522610187530518, + "timestamp": "2025-07-14T12:34:00.672527" + }, + { + "epoch": 766, + "batch_idx": 160, + "loss": 0.4517066776752472, + "learning_rate": 0.0006796726980029459, + "timestep_mean": 452.9375, + "epsilon_norm": 8.035139083862305, + "prediction_norm": 5.948617458343506, + "timestamp": "2025-07-14T12:34:00.677436" + }, + { + "epoch": 766, + "batch_idx": 192, + "loss": 0.17081135511398315, + "learning_rate": 0.0006796726980029459, + "timestep_mean": 622.625, + "epsilon_norm": 4.685177803039551, + "prediction_norm": 4.2453484535217285, + "timestamp": "2025-07-14T12:34:00.682267" + }, + { + "epoch": 767, + "batch_idx": 0, + "loss": 0.3550143241882324, + "learning_rate": 0.0006789395394375486, + "timestep_mean": 457.875, + "epsilon_norm": 8.616722106933594, + "prediction_norm": 7.179376602172852, + "timestamp": "2025-07-14T12:34:00.687165" + }, + { + "epoch": 767, + "batch_idx": 32, + "loss": 0.3091662526130676, + "learning_rate": 0.0006789395394375486, + "timestep_mean": 454.0, + "epsilon_norm": 7.9546942710876465, + "prediction_norm": 6.513420581817627, + "timestamp": "2025-07-14T12:34:00.692142" + }, + { + "epoch": 767, + "batch_idx": 64, + "loss": 0.3058120608329773, + "learning_rate": 0.0006789395394375486, + "timestep_mean": 561.78125, + "epsilon_norm": 8.192017555236816, + "prediction_norm": 7.933198928833008, + "timestamp": "2025-07-14T12:34:00.696985" + }, + { + "epoch": 767, + "batch_idx": 96, + "loss": 0.35120052099227905, + "learning_rate": 0.0006789395394375486, + "timestep_mean": 505.34375, + "epsilon_norm": 7.470240592956543, + "prediction_norm": 6.2296223640441895, + "timestamp": "2025-07-14T12:34:00.701851" + }, + { + "epoch": 767, + "batch_idx": 128, + "loss": 0.302950918674469, + "learning_rate": 0.0006789395394375486, + "timestep_mean": 518.5625, + "epsilon_norm": 9.153650283813477, + "prediction_norm": 7.419779300689697, + "timestamp": "2025-07-14T12:34:00.706685" + }, + { + "epoch": 767, + "batch_idx": 160, + "loss": 0.33410096168518066, + "learning_rate": 0.0006789395394375486, + "timestep_mean": 526.46875, + "epsilon_norm": 7.679688930511475, + "prediction_norm": 5.817961692810059, + "timestamp": "2025-07-14T12:34:00.711583" + }, + { + "epoch": 767, + "batch_idx": 192, + "loss": 0.1621684730052948, + "learning_rate": 0.0006789395394375486, + "timestep_mean": 534.75, + "epsilon_norm": 3.9229578971862793, + "prediction_norm": 3.669187545776367, + "timestamp": "2025-07-14T12:34:00.716378" + }, + { + "epoch": 768, + "batch_idx": 0, + "loss": 0.518855631351471, + "learning_rate": 0.0006782059393566258, + "timestep_mean": 453.84375, + "epsilon_norm": 8.131281852722168, + "prediction_norm": 5.748144149780273, + "timestamp": "2025-07-14T12:34:00.721291" + }, + { + "epoch": 768, + "batch_idx": 32, + "loss": 0.4466109871864319, + "learning_rate": 0.0006782059393566258, + "timestep_mean": 507.9375, + "epsilon_norm": 8.425948143005371, + "prediction_norm": 6.822482109069824, + "timestamp": "2025-07-14T12:34:00.726032" + }, + { + "epoch": 768, + "batch_idx": 64, + "loss": 0.19094523787498474, + "learning_rate": 0.0006782059393566258, + "timestep_mean": 509.34375, + "epsilon_norm": 8.026504516601562, + "prediction_norm": 6.531182765960693, + "timestamp": "2025-07-14T12:34:00.730916" + }, + { + "epoch": 768, + "batch_idx": 96, + "loss": 0.30961617827415466, + "learning_rate": 0.0006782059393566258, + "timestep_mean": 513.75, + "epsilon_norm": 7.125604629516602, + "prediction_norm": 6.238638401031494, + "timestamp": "2025-07-14T12:34:00.735780" + }, + { + "epoch": 768, + "batch_idx": 128, + "loss": 0.3846457004547119, + "learning_rate": 0.0006782059393566258, + "timestep_mean": 543.4375, + "epsilon_norm": 8.012465476989746, + "prediction_norm": 5.4766526222229, + "timestamp": "2025-07-14T12:34:00.740608" + }, + { + "epoch": 768, + "batch_idx": 160, + "loss": 0.3283265233039856, + "learning_rate": 0.0006782059393566258, + "timestep_mean": 510.21875, + "epsilon_norm": 7.179832935333252, + "prediction_norm": 5.887435436248779, + "timestamp": "2025-07-14T12:34:00.745441" + }, + { + "epoch": 768, + "batch_idx": 192, + "loss": 0.4014700949192047, + "learning_rate": 0.0006782059393566258, + "timestep_mean": 326.5, + "epsilon_norm": 3.168858528137207, + "prediction_norm": 2.6439208984375, + "timestamp": "2025-07-14T12:34:00.750321" + }, + { + "epoch": 769, + "batch_idx": 0, + "loss": 0.3058556318283081, + "learning_rate": 0.0006774718995702626, + "timestep_mean": 485.40625, + "epsilon_norm": 7.521402835845947, + "prediction_norm": 6.3321709632873535, + "timestamp": "2025-07-14T12:34:00.755152" + }, + { + "epoch": 769, + "batch_idx": 32, + "loss": 0.41804301738739014, + "learning_rate": 0.0006774718995702626, + "timestep_mean": 475.6875, + "epsilon_norm": 7.558708667755127, + "prediction_norm": 5.569374084472656, + "timestamp": "2025-07-14T12:34:00.759995" + }, + { + "epoch": 769, + "batch_idx": 64, + "loss": 0.26908254623413086, + "learning_rate": 0.0006774718995702626, + "timestep_mean": 411.3125, + "epsilon_norm": 7.818443775177002, + "prediction_norm": 6.186042308807373, + "timestamp": "2025-07-14T12:34:00.764852" + }, + { + "epoch": 769, + "batch_idx": 96, + "loss": 0.6137735843658447, + "learning_rate": 0.0006774718995702626, + "timestep_mean": 499.5, + "epsilon_norm": 9.552529335021973, + "prediction_norm": 6.639481067657471, + "timestamp": "2025-07-14T12:34:00.769683" + }, + { + "epoch": 769, + "batch_idx": 128, + "loss": 0.1774873584508896, + "learning_rate": 0.0006774718995702626, + "timestep_mean": 560.375, + "epsilon_norm": 7.211103439331055, + "prediction_norm": 7.056578159332275, + "timestamp": "2025-07-14T12:34:00.774537" + }, + { + "epoch": 769, + "batch_idx": 160, + "loss": 0.2898373007774353, + "learning_rate": 0.0006774718995702626, + "timestep_mean": 540.25, + "epsilon_norm": 7.837486267089844, + "prediction_norm": 6.376238822937012, + "timestamp": "2025-07-14T12:34:00.779508" + }, + { + "epoch": 769, + "batch_idx": 192, + "loss": 0.884296178817749, + "learning_rate": 0.0006774718995702626, + "timestep_mean": 406.625, + "epsilon_norm": 5.119576454162598, + "prediction_norm": 3.2234954833984375, + "timestamp": "2025-07-14T12:34:00.784399" + }, + { + "epoch": 770, + "batch_idx": 0, + "loss": 0.40686047077178955, + "learning_rate": 0.0006767374218896291, + "timestep_mean": 488.84375, + "epsilon_norm": 7.920162200927734, + "prediction_norm": 6.179548740386963, + "timestamp": "2025-07-14T12:34:00.789309" + }, + { + "epoch": 770, + "batch_idx": 32, + "loss": 0.2432096302509308, + "learning_rate": 0.0006767374218896291, + "timestep_mean": 532.34375, + "epsilon_norm": 7.887821197509766, + "prediction_norm": 6.815384387969971, + "timestamp": "2025-07-14T12:34:00.794194" + }, + { + "epoch": 770, + "batch_idx": 64, + "loss": 0.21205158531665802, + "learning_rate": 0.0006767374218896291, + "timestep_mean": 445.375, + "epsilon_norm": 7.801424026489258, + "prediction_norm": 7.071230411529541, + "timestamp": "2025-07-14T12:34:00.799057" + }, + { + "epoch": 770, + "batch_idx": 96, + "loss": 0.28500375151634216, + "learning_rate": 0.0006767374218896291, + "timestep_mean": 470.28125, + "epsilon_norm": 7.903038501739502, + "prediction_norm": 6.733908176422119, + "timestamp": "2025-07-14T12:34:00.803913" + }, + { + "epoch": 770, + "batch_idx": 128, + "loss": 0.29353421926498413, + "learning_rate": 0.0006767374218896291, + "timestep_mean": 494.65625, + "epsilon_norm": 9.205822944641113, + "prediction_norm": 7.508460521697998, + "timestamp": "2025-07-14T12:34:00.808852" + }, + { + "epoch": 770, + "batch_idx": 160, + "loss": 0.45114684104919434, + "learning_rate": 0.0006767374218896291, + "timestep_mean": 532.09375, + "epsilon_norm": 8.027658462524414, + "prediction_norm": 6.1127400398254395, + "timestamp": "2025-07-14T12:34:00.813676" + }, + { + "epoch": 770, + "batch_idx": 192, + "loss": 0.6299835443496704, + "learning_rate": 0.0006767374218896291, + "timestep_mean": 437.375, + "epsilon_norm": 4.789022922515869, + "prediction_norm": 3.953490972518921, + "timestamp": "2025-07-14T12:34:00.818532" + }, + { + "epoch": 771, + "batch_idx": 0, + "loss": 0.3026584982872009, + "learning_rate": 0.0006760025081269761, + "timestep_mean": 432.34375, + "epsilon_norm": 7.251044273376465, + "prediction_norm": 5.832332611083984, + "timestamp": "2025-07-14T12:34:00.823387" + }, + { + "epoch": 771, + "batch_idx": 32, + "loss": 0.1849319040775299, + "learning_rate": 0.0006760025081269761, + "timestep_mean": 550.0625, + "epsilon_norm": 8.398734092712402, + "prediction_norm": 7.768378734588623, + "timestamp": "2025-07-14T12:34:00.828249" + }, + { + "epoch": 771, + "batch_idx": 64, + "loss": 0.35215291380882263, + "learning_rate": 0.0006760025081269761, + "timestep_mean": 413.21875, + "epsilon_norm": 8.6207275390625, + "prediction_norm": 6.655646324157715, + "timestamp": "2025-07-14T12:34:00.833250" + }, + { + "epoch": 771, + "batch_idx": 96, + "loss": 0.20466631650924683, + "learning_rate": 0.0006760025081269761, + "timestep_mean": 602.09375, + "epsilon_norm": 7.649155139923096, + "prediction_norm": 6.293452262878418, + "timestamp": "2025-07-14T12:34:00.838084" + }, + { + "epoch": 771, + "batch_idx": 128, + "loss": 0.6074598431587219, + "learning_rate": 0.0006760025081269761, + "timestep_mean": 494.53125, + "epsilon_norm": 8.915994644165039, + "prediction_norm": 6.924543380737305, + "timestamp": "2025-07-14T12:34:00.842867" + }, + { + "epoch": 771, + "batch_idx": 160, + "loss": 0.38256388902664185, + "learning_rate": 0.0006760025081269761, + "timestep_mean": 500.15625, + "epsilon_norm": 7.917591571807861, + "prediction_norm": 6.85955810546875, + "timestamp": "2025-07-14T12:34:00.847751" + }, + { + "epoch": 771, + "batch_idx": 192, + "loss": 1.1697678565979004, + "learning_rate": 0.0006760025081269761, + "timestep_mean": 411.625, + "epsilon_norm": 4.7204270362854, + "prediction_norm": 3.4156494140625, + "timestamp": "2025-07-14T12:34:00.852524" + }, + { + "epoch": 772, + "batch_idx": 0, + "loss": 0.16430440545082092, + "learning_rate": 0.00067526716009563, + "timestep_mean": 578.5, + "epsilon_norm": 8.150582313537598, + "prediction_norm": 7.646988391876221, + "timestamp": "2025-07-14T12:34:00.857362" + }, + { + "epoch": 772, + "batch_idx": 32, + "loss": 0.18577840924263, + "learning_rate": 0.00067526716009563, + "timestep_mean": 536.59375, + "epsilon_norm": 6.998836517333984, + "prediction_norm": 6.242587089538574, + "timestamp": "2025-07-14T12:34:00.862277" + }, + { + "epoch": 772, + "batch_idx": 64, + "loss": 0.21979978680610657, + "learning_rate": 0.00067526716009563, + "timestep_mean": 633.75, + "epsilon_norm": 9.284226417541504, + "prediction_norm": 7.926877975463867, + "timestamp": "2025-07-14T12:34:00.867170" + }, + { + "epoch": 772, + "batch_idx": 96, + "loss": 0.4141610860824585, + "learning_rate": 0.00067526716009563, + "timestep_mean": 454.15625, + "epsilon_norm": 7.902661323547363, + "prediction_norm": 5.653197288513184, + "timestamp": "2025-07-14T12:34:00.872003" + }, + { + "epoch": 772, + "batch_idx": 128, + "loss": 0.11098356544971466, + "learning_rate": 0.00067526716009563, + "timestep_mean": 609.78125, + "epsilon_norm": 7.448870658874512, + "prediction_norm": 7.1334614753723145, + "timestamp": "2025-07-14T12:34:00.876856" + }, + { + "epoch": 772, + "batch_idx": 160, + "loss": 0.2272820621728897, + "learning_rate": 0.00067526716009563, + "timestep_mean": 476.65625, + "epsilon_norm": 8.110603332519531, + "prediction_norm": 6.275060176849365, + "timestamp": "2025-07-14T12:34:00.881949" + }, + { + "epoch": 772, + "batch_idx": 192, + "loss": 0.21184414625167847, + "learning_rate": 0.00067526716009563, + "timestep_mean": 497.375, + "epsilon_norm": 4.019181728363037, + "prediction_norm": 2.9533843994140625, + "timestamp": "2025-07-14T12:34:00.887088" + }, + { + "epoch": 773, + "batch_idx": 0, + "loss": 0.2945951819419861, + "learning_rate": 0.0006745313796099893, + "timestep_mean": 525.53125, + "epsilon_norm": 7.685843467712402, + "prediction_norm": 6.406893253326416, + "timestamp": "2025-07-14T12:34:00.892276" + }, + { + "epoch": 773, + "batch_idx": 32, + "loss": 0.19051921367645264, + "learning_rate": 0.0006745313796099893, + "timestep_mean": 573.5, + "epsilon_norm": 8.396506309509277, + "prediction_norm": 7.70584774017334, + "timestamp": "2025-07-14T12:34:00.897509" + }, + { + "epoch": 773, + "batch_idx": 64, + "loss": 0.23583467304706573, + "learning_rate": 0.0006745313796099893, + "timestep_mean": 463.375, + "epsilon_norm": 8.147857666015625, + "prediction_norm": 7.375539302825928, + "timestamp": "2025-07-14T12:34:00.902497" + }, + { + "epoch": 773, + "batch_idx": 96, + "loss": 0.13829465210437775, + "learning_rate": 0.0006745313796099893, + "timestep_mean": 529.40625, + "epsilon_norm": 7.207621097564697, + "prediction_norm": 6.977088451385498, + "timestamp": "2025-07-14T12:34:00.911535" + }, + { + "epoch": 773, + "batch_idx": 128, + "loss": 0.3220707178115845, + "learning_rate": 0.0006745313796099893, + "timestep_mean": 487.9375, + "epsilon_norm": 8.21557903289795, + "prediction_norm": 6.807068347930908, + "timestamp": "2025-07-14T12:34:00.916772" + }, + { + "epoch": 773, + "batch_idx": 160, + "loss": 0.27091410756111145, + "learning_rate": 0.0006745313796099893, + "timestep_mean": 530.25, + "epsilon_norm": 7.702857971191406, + "prediction_norm": 7.3246989250183105, + "timestamp": "2025-07-14T12:34:00.921915" + }, + { + "epoch": 773, + "batch_idx": 192, + "loss": 0.25970107316970825, + "learning_rate": 0.0006745313796099893, + "timestep_mean": 587.375, + "epsilon_norm": 4.872201442718506, + "prediction_norm": 4.7933735847473145, + "timestamp": "2025-07-14T12:34:00.927067" + }, + { + "epoch": 774, + "batch_idx": 0, + "loss": 0.3950503468513489, + "learning_rate": 0.000673795168485519, + "timestep_mean": 506.84375, + "epsilon_norm": 7.856884479522705, + "prediction_norm": 7.405538558959961, + "timestamp": "2025-07-14T12:34:00.932283" + }, + { + "epoch": 774, + "batch_idx": 32, + "loss": 0.3401866853237152, + "learning_rate": 0.000673795168485519, + "timestep_mean": 504.25, + "epsilon_norm": 8.080753326416016, + "prediction_norm": 6.982304573059082, + "timestamp": "2025-07-14T12:34:00.937411" + }, + { + "epoch": 774, + "batch_idx": 64, + "loss": 0.3096863627433777, + "learning_rate": 0.000673795168485519, + "timestep_mean": 439.65625, + "epsilon_norm": 7.527021408081055, + "prediction_norm": 6.153636455535889, + "timestamp": "2025-07-14T12:34:00.942417" + }, + { + "epoch": 774, + "batch_idx": 96, + "loss": 0.3976234197616577, + "learning_rate": 0.000673795168485519, + "timestep_mean": 561.15625, + "epsilon_norm": 8.382200241088867, + "prediction_norm": 7.1644182205200195, + "timestamp": "2025-07-14T12:34:00.947577" + }, + { + "epoch": 774, + "batch_idx": 128, + "loss": 0.1841634213924408, + "learning_rate": 0.000673795168485519, + "timestep_mean": 622.09375, + "epsilon_norm": 8.802535057067871, + "prediction_norm": 7.956564903259277, + "timestamp": "2025-07-14T12:34:00.952705" + }, + { + "epoch": 774, + "batch_idx": 160, + "loss": 0.24820396304130554, + "learning_rate": 0.000673795168485519, + "timestep_mean": 420.0625, + "epsilon_norm": 7.996700286865234, + "prediction_norm": 6.737068176269531, + "timestamp": "2025-07-14T12:34:00.957889" + }, + { + "epoch": 774, + "batch_idx": 192, + "loss": 0.1940264105796814, + "learning_rate": 0.000673795168485519, + "timestep_mean": 503.0, + "epsilon_norm": 4.547476291656494, + "prediction_norm": 4.387920379638672, + "timestamp": "2025-07-14T12:34:00.963077" + }, + { + "epoch": 775, + "batch_idx": 0, + "loss": 0.3713032603263855, + "learning_rate": 0.000673058528538747, + "timestep_mean": 526.5, + "epsilon_norm": 9.312052726745605, + "prediction_norm": 7.620825290679932, + "timestamp": "2025-07-14T12:34:00.968211" + }, + { + "epoch": 775, + "batch_idx": 32, + "loss": 0.19981172680854797, + "learning_rate": 0.000673058528538747, + "timestep_mean": 510.21875, + "epsilon_norm": 7.35378360748291, + "prediction_norm": 6.103830337524414, + "timestamp": "2025-07-14T12:34:00.973400" + }, + { + "epoch": 775, + "batch_idx": 64, + "loss": 0.23423124849796295, + "learning_rate": 0.000673058528538747, + "timestep_mean": 459.09375, + "epsilon_norm": 7.300588607788086, + "prediction_norm": 5.926000118255615, + "timestamp": "2025-07-14T12:34:00.978449" + }, + { + "epoch": 775, + "batch_idx": 96, + "loss": 0.5185193419456482, + "learning_rate": 0.000673058528538747, + "timestep_mean": 473.59375, + "epsilon_norm": 8.657238960266113, + "prediction_norm": 6.002519130706787, + "timestamp": "2025-07-14T12:34:00.983466" + }, + { + "epoch": 775, + "batch_idx": 128, + "loss": 0.3267725110054016, + "learning_rate": 0.000673058528538747, + "timestep_mean": 500.5625, + "epsilon_norm": 8.932024002075195, + "prediction_norm": 7.1734466552734375, + "timestamp": "2025-07-14T12:34:00.988301" + }, + { + "epoch": 775, + "batch_idx": 160, + "loss": 0.44791269302368164, + "learning_rate": 0.000673058528538747, + "timestep_mean": 453.6875, + "epsilon_norm": 7.786929130554199, + "prediction_norm": 6.462318420410156, + "timestamp": "2025-07-14T12:34:00.993170" + }, + { + "epoch": 775, + "batch_idx": 192, + "loss": 0.309305876493454, + "learning_rate": 0.000673058528538747, + "timestep_mean": 409.5, + "epsilon_norm": 3.569234848022461, + "prediction_norm": 2.740623712539673, + "timestamp": "2025-07-14T12:34:00.998030" + }, + { + "epoch": 776, + "batch_idx": 0, + "loss": 0.3347020149230957, + "learning_rate": 0.000672321461587259, + "timestep_mean": 472.09375, + "epsilon_norm": 8.874320030212402, + "prediction_norm": 7.223389625549316, + "timestamp": "2025-07-14T12:34:01.002956" + }, + { + "epoch": 776, + "batch_idx": 32, + "loss": 0.42806291580200195, + "learning_rate": 0.000672321461587259, + "timestep_mean": 463.09375, + "epsilon_norm": 7.614438533782959, + "prediction_norm": 5.729492664337158, + "timestamp": "2025-07-14T12:34:01.007797" + }, + { + "epoch": 776, + "batch_idx": 64, + "loss": 0.3429839015007019, + "learning_rate": 0.000672321461587259, + "timestep_mean": 358.40625, + "epsilon_norm": 7.36329984664917, + "prediction_norm": 5.942210674285889, + "timestamp": "2025-07-14T12:34:01.012724" + }, + { + "epoch": 776, + "batch_idx": 96, + "loss": 0.36237210035324097, + "learning_rate": 0.000672321461587259, + "timestep_mean": 485.34375, + "epsilon_norm": 8.414745330810547, + "prediction_norm": 6.50822114944458, + "timestamp": "2025-07-14T12:34:01.017568" + }, + { + "epoch": 776, + "batch_idx": 128, + "loss": 0.4932650625705719, + "learning_rate": 0.000672321461587259, + "timestep_mean": 518.0625, + "epsilon_norm": 8.524234771728516, + "prediction_norm": 6.568222999572754, + "timestamp": "2025-07-14T12:34:01.022405" + }, + { + "epoch": 776, + "batch_idx": 160, + "loss": 0.1579011082649231, + "learning_rate": 0.000672321461587259, + "timestep_mean": 543.59375, + "epsilon_norm": 6.9854021072387695, + "prediction_norm": 6.146418571472168, + "timestamp": "2025-07-14T12:34:01.027281" + }, + { + "epoch": 776, + "batch_idx": 192, + "loss": 0.029805805534124374, + "learning_rate": 0.000672321461587259, + "timestep_mean": 765.625, + "epsilon_norm": 4.887668132781982, + "prediction_norm": 4.781601428985596, + "timestamp": "2025-07-14T12:34:01.032082" + }, + { + "epoch": 777, + "batch_idx": 0, + "loss": 0.3146163821220398, + "learning_rate": 0.0006715839694496947, + "timestep_mean": 428.59375, + "epsilon_norm": 7.947925567626953, + "prediction_norm": 5.905974388122559, + "timestamp": "2025-07-14T12:34:01.036906" + }, + { + "epoch": 777, + "batch_idx": 32, + "loss": 0.38530126214027405, + "learning_rate": 0.0006715839694496947, + "timestep_mean": 454.125, + "epsilon_norm": 8.349003791809082, + "prediction_norm": 6.78541898727417, + "timestamp": "2025-07-14T12:34:01.041756" + }, + { + "epoch": 777, + "batch_idx": 64, + "loss": 0.3112379014492035, + "learning_rate": 0.0006715839694496947, + "timestep_mean": 498.40625, + "epsilon_norm": 8.128177642822266, + "prediction_norm": 7.164653301239014, + "timestamp": "2025-07-14T12:34:01.046662" + }, + { + "epoch": 777, + "batch_idx": 96, + "loss": 0.18577265739440918, + "learning_rate": 0.0006715839694496947, + "timestep_mean": 519.6875, + "epsilon_norm": 7.524924278259277, + "prediction_norm": 6.2064361572265625, + "timestamp": "2025-07-14T12:34:01.051508" + }, + { + "epoch": 777, + "batch_idx": 128, + "loss": 0.3688119351863861, + "learning_rate": 0.0006715839694496947, + "timestep_mean": 484.09375, + "epsilon_norm": 10.700857162475586, + "prediction_norm": 9.129083633422852, + "timestamp": "2025-07-14T12:34:01.056428" + }, + { + "epoch": 777, + "batch_idx": 160, + "loss": 0.3955153524875641, + "learning_rate": 0.0006715839694496947, + "timestep_mean": 466.625, + "epsilon_norm": 9.263489723205566, + "prediction_norm": 7.756608486175537, + "timestamp": "2025-07-14T12:34:01.061276" + }, + { + "epoch": 777, + "batch_idx": 192, + "loss": 0.12346654385328293, + "learning_rate": 0.0006715839694496947, + "timestep_mean": 416.375, + "epsilon_norm": 3.6531717777252197, + "prediction_norm": 2.940910577774048, + "timestamp": "2025-07-14T12:34:01.066046" + }, + { + "epoch": 778, + "batch_idx": 0, + "loss": 0.2505086660385132, + "learning_rate": 0.0006708460539457421, + "timestep_mean": 408.15625, + "epsilon_norm": 7.61446475982666, + "prediction_norm": 6.604176998138428, + "timestamp": "2025-07-14T12:34:01.070940" + }, + { + "epoch": 778, + "batch_idx": 32, + "loss": 0.6747812032699585, + "learning_rate": 0.0006708460539457421, + "timestep_mean": 430.90625, + "epsilon_norm": 7.939788818359375, + "prediction_norm": 5.535750865936279, + "timestamp": "2025-07-14T12:34:01.075790" + }, + { + "epoch": 778, + "batch_idx": 64, + "loss": 0.3711979389190674, + "learning_rate": 0.0006708460539457421, + "timestep_mean": 486.15625, + "epsilon_norm": 7.682202339172363, + "prediction_norm": 6.562282085418701, + "timestamp": "2025-07-14T12:34:01.080693" + }, + { + "epoch": 778, + "batch_idx": 96, + "loss": 0.4299139976501465, + "learning_rate": 0.0006708460539457421, + "timestep_mean": 410.96875, + "epsilon_norm": 7.1814188957214355, + "prediction_norm": 5.700707912445068, + "timestamp": "2025-07-14T12:34:01.085546" + }, + { + "epoch": 778, + "batch_idx": 128, + "loss": 0.30921268463134766, + "learning_rate": 0.0006708460539457421, + "timestep_mean": 524.03125, + "epsilon_norm": 7.706587314605713, + "prediction_norm": 6.812013149261475, + "timestamp": "2025-07-14T12:34:01.090421" + }, + { + "epoch": 778, + "batch_idx": 160, + "loss": 0.21465584635734558, + "learning_rate": 0.0006708460539457421, + "timestep_mean": 507.90625, + "epsilon_norm": 6.551901340484619, + "prediction_norm": 6.012977600097656, + "timestamp": "2025-07-14T12:34:01.095311" + }, + { + "epoch": 778, + "batch_idx": 192, + "loss": 0.4209069609642029, + "learning_rate": 0.0006708460539457421, + "timestep_mean": 375.375, + "epsilon_norm": 4.456404685974121, + "prediction_norm": 3.1460812091827393, + "timestamp": "2025-07-14T12:34:01.100244" + }, + { + "epoch": 779, + "batch_idx": 0, + "loss": 0.308218777179718, + "learning_rate": 0.0006701077168961349, + "timestep_mean": 440.59375, + "epsilon_norm": 7.6139984130859375, + "prediction_norm": 6.564878940582275, + "timestamp": "2025-07-14T12:34:01.105098" + }, + { + "epoch": 779, + "batch_idx": 32, + "loss": 0.245905339717865, + "learning_rate": 0.0006701077168961349, + "timestep_mean": 570.46875, + "epsilon_norm": 7.953955173492432, + "prediction_norm": 7.666914939880371, + "timestamp": "2025-07-14T12:34:01.109977" + }, + { + "epoch": 779, + "batch_idx": 64, + "loss": 0.2744686007499695, + "learning_rate": 0.0006701077168961349, + "timestep_mean": 414.34375, + "epsilon_norm": 7.257026195526123, + "prediction_norm": 6.0907368659973145, + "timestamp": "2025-07-14T12:34:01.114831" + }, + { + "epoch": 779, + "batch_idx": 96, + "loss": 0.1426929235458374, + "learning_rate": 0.0006701077168961349, + "timestep_mean": 557.5, + "epsilon_norm": 7.587140083312988, + "prediction_norm": 6.866144180297852, + "timestamp": "2025-07-14T12:34:01.119664" + }, + { + "epoch": 779, + "batch_idx": 128, + "loss": 0.28450343012809753, + "learning_rate": 0.0006701077168961349, + "timestep_mean": 390.5625, + "epsilon_norm": 7.528977394104004, + "prediction_norm": 6.110707759857178, + "timestamp": "2025-07-14T12:34:01.124531" + }, + { + "epoch": 779, + "batch_idx": 160, + "loss": 0.27263331413269043, + "learning_rate": 0.0006701077168961349, + "timestep_mean": 515.84375, + "epsilon_norm": 6.683640003204346, + "prediction_norm": 5.123011589050293, + "timestamp": "2025-07-14T12:34:01.129457" + }, + { + "epoch": 779, + "batch_idx": 192, + "loss": 0.4788534343242645, + "learning_rate": 0.0006701077168961349, + "timestep_mean": 455.0, + "epsilon_norm": 5.118138790130615, + "prediction_norm": 3.6123952865600586, + "timestamp": "2025-07-14T12:34:01.134265" + }, + { + "epoch": 780, + "batch_idx": 0, + "loss": 0.2868403196334839, + "learning_rate": 0.0006693689601226463, + "timestep_mean": 473.3125, + "epsilon_norm": 7.022474765777588, + "prediction_norm": 5.6537322998046875, + "timestamp": "2025-07-14T12:34:01.139099" + }, + { + "epoch": 780, + "batch_idx": 32, + "loss": 0.1613360047340393, + "learning_rate": 0.0006693689601226463, + "timestep_mean": 520.625, + "epsilon_norm": 7.05734920501709, + "prediction_norm": 6.179283618927002, + "timestamp": "2025-07-14T12:34:01.143957" + }, + { + "epoch": 780, + "batch_idx": 64, + "loss": 0.20420093834400177, + "learning_rate": 0.0006693689601226463, + "timestep_mean": 593.65625, + "epsilon_norm": 7.485966205596924, + "prediction_norm": 6.241004467010498, + "timestamp": "2025-07-14T12:34:01.148788" + }, + { + "epoch": 780, + "batch_idx": 96, + "loss": 0.3140197992324829, + "learning_rate": 0.0006693689601226463, + "timestep_mean": 485.15625, + "epsilon_norm": 7.1186323165893555, + "prediction_norm": 5.647608757019043, + "timestamp": "2025-07-14T12:34:01.153607" + }, + { + "epoch": 780, + "batch_idx": 128, + "loss": 0.1862148642539978, + "learning_rate": 0.0006693689601226463, + "timestep_mean": 528.5, + "epsilon_norm": 7.072301387786865, + "prediction_norm": 6.850555896759033, + "timestamp": "2025-07-14T12:34:01.158459" + }, + { + "epoch": 780, + "batch_idx": 160, + "loss": 0.19752775132656097, + "learning_rate": 0.0006693689601226463, + "timestep_mean": 456.34375, + "epsilon_norm": 7.769069194793701, + "prediction_norm": 6.616793155670166, + "timestamp": "2025-07-14T12:34:01.163322" + }, + { + "epoch": 780, + "batch_idx": 192, + "loss": 0.24449506402015686, + "learning_rate": 0.0006693689601226463, + "timestep_mean": 551.875, + "epsilon_norm": 3.805224895477295, + "prediction_norm": 3.1600828170776367, + "timestamp": "2025-07-14T12:34:01.168194" + }, + { + "epoch": 781, + "batch_idx": 0, + "loss": 0.2641853988170624, + "learning_rate": 0.0006686297854480847, + "timestep_mean": 629.78125, + "epsilon_norm": 8.805180549621582, + "prediction_norm": 7.350062847137451, + "timestamp": "2025-07-14T12:34:01.173050" + }, + { + "epoch": 781, + "batch_idx": 32, + "loss": 0.3475249707698822, + "learning_rate": 0.0006686297854480847, + "timestep_mean": 468.5625, + "epsilon_norm": 7.717282772064209, + "prediction_norm": 6.466390609741211, + "timestamp": "2025-07-14T12:34:01.177922" + }, + { + "epoch": 781, + "batch_idx": 64, + "loss": 0.31649988889694214, + "learning_rate": 0.0006686297854480847, + "timestep_mean": 465.1875, + "epsilon_norm": 7.205334186553955, + "prediction_norm": 5.568127155303955, + "timestamp": "2025-07-14T12:34:01.182809" + }, + { + "epoch": 781, + "batch_idx": 96, + "loss": 0.372577041387558, + "learning_rate": 0.0006686297854480847, + "timestep_mean": 508.46875, + "epsilon_norm": 8.384940147399902, + "prediction_norm": 6.163424015045166, + "timestamp": "2025-07-14T12:34:01.187804" + }, + { + "epoch": 781, + "batch_idx": 128, + "loss": 0.3372517228126526, + "learning_rate": 0.0006686297854480847, + "timestep_mean": 545.75, + "epsilon_norm": 8.55443286895752, + "prediction_norm": 7.058516502380371, + "timestamp": "2025-07-14T12:34:01.192715" + }, + { + "epoch": 781, + "batch_idx": 160, + "loss": 0.24579624831676483, + "learning_rate": 0.0006686297854480847, + "timestep_mean": 550.28125, + "epsilon_norm": 7.874287128448486, + "prediction_norm": 6.728898525238037, + "timestamp": "2025-07-14T12:34:01.197587" + }, + { + "epoch": 781, + "batch_idx": 192, + "loss": 0.2933318316936493, + "learning_rate": 0.0006686297854480847, + "timestep_mean": 600.25, + "epsilon_norm": 5.07674503326416, + "prediction_norm": 5.098637580871582, + "timestamp": "2025-07-14T12:34:01.202434" + }, + { + "epoch": 782, + "batch_idx": 0, + "loss": 0.3162297308444977, + "learning_rate": 0.0006678901946962908, + "timestep_mean": 482.71875, + "epsilon_norm": 7.228177070617676, + "prediction_norm": 6.318871021270752, + "timestamp": "2025-07-14T12:34:01.207319" + }, + { + "epoch": 782, + "batch_idx": 32, + "loss": 0.27609360218048096, + "learning_rate": 0.0006678901946962908, + "timestep_mean": 496.9375, + "epsilon_norm": 6.721283435821533, + "prediction_norm": 5.21114444732666, + "timestamp": "2025-07-14T12:34:01.212214" + }, + { + "epoch": 782, + "batch_idx": 64, + "loss": 0.3986307978630066, + "learning_rate": 0.0006678901946962908, + "timestep_mean": 447.53125, + "epsilon_norm": 7.991375923156738, + "prediction_norm": 6.52043342590332, + "timestamp": "2025-07-14T12:34:01.217190" + }, + { + "epoch": 782, + "batch_idx": 96, + "loss": 0.2709435522556305, + "learning_rate": 0.0006678901946962908, + "timestep_mean": 536.125, + "epsilon_norm": 8.280716896057129, + "prediction_norm": 7.09640645980835, + "timestamp": "2025-07-14T12:34:01.222071" + }, + { + "epoch": 782, + "batch_idx": 128, + "loss": 0.20954766869544983, + "learning_rate": 0.0006678901946962908, + "timestep_mean": 550.25, + "epsilon_norm": 7.145319938659668, + "prediction_norm": 6.3276543617248535, + "timestamp": "2025-07-14T12:34:01.226964" + }, + { + "epoch": 782, + "batch_idx": 160, + "loss": 0.2003423124551773, + "learning_rate": 0.0006678901946962908, + "timestep_mean": 547.34375, + "epsilon_norm": 7.5230793952941895, + "prediction_norm": 6.307770729064941, + "timestamp": "2025-07-14T12:34:01.231881" + }, + { + "epoch": 782, + "batch_idx": 192, + "loss": 0.1612679362297058, + "learning_rate": 0.0006678901946962908, + "timestep_mean": 722.125, + "epsilon_norm": 4.3564252853393555, + "prediction_norm": 3.6592156887054443, + "timestamp": "2025-07-14T12:34:01.236751" + }, + { + "epoch": 783, + "batch_idx": 0, + "loss": 0.33835017681121826, + "learning_rate": 0.0006671501896921309, + "timestep_mean": 432.78125, + "epsilon_norm": 7.652511119842529, + "prediction_norm": 5.809495449066162, + "timestamp": "2025-07-14T12:34:01.241731" + }, + { + "epoch": 783, + "batch_idx": 32, + "loss": 0.22451232373714447, + "learning_rate": 0.0006671501896921309, + "timestep_mean": 568.40625, + "epsilon_norm": 8.218171119689941, + "prediction_norm": 7.723814010620117, + "timestamp": "2025-07-14T12:34:01.246604" + }, + { + "epoch": 783, + "batch_idx": 64, + "loss": 0.2568361163139343, + "learning_rate": 0.0006671501896921309, + "timestep_mean": 542.9375, + "epsilon_norm": 8.15749454498291, + "prediction_norm": 7.237539291381836, + "timestamp": "2025-07-14T12:34:01.251487" + }, + { + "epoch": 783, + "batch_idx": 96, + "loss": 0.20953641831874847, + "learning_rate": 0.0006671501896921309, + "timestep_mean": 617.9375, + "epsilon_norm": 7.938832759857178, + "prediction_norm": 7.232602596282959, + "timestamp": "2025-07-14T12:34:01.256338" + }, + { + "epoch": 783, + "batch_idx": 128, + "loss": 0.2985398769378662, + "learning_rate": 0.0006671501896921309, + "timestep_mean": 504.90625, + "epsilon_norm": 6.646096706390381, + "prediction_norm": 5.987393379211426, + "timestamp": "2025-07-14T12:34:01.261245" + }, + { + "epoch": 783, + "batch_idx": 160, + "loss": 0.30471155047416687, + "learning_rate": 0.0006671501896921309, + "timestep_mean": 504.15625, + "epsilon_norm": 7.776108741760254, + "prediction_norm": 6.763390064239502, + "timestamp": "2025-07-14T12:34:01.266184" + }, + { + "epoch": 783, + "batch_idx": 192, + "loss": 0.17830301821231842, + "learning_rate": 0.0006671501896921309, + "timestep_mean": 603.625, + "epsilon_norm": 5.091731071472168, + "prediction_norm": 4.227892875671387, + "timestamp": "2025-07-14T12:34:01.271217" + }, + { + "epoch": 784, + "batch_idx": 0, + "loss": 0.2102794498205185, + "learning_rate": 0.0006664097722614938, + "timestep_mean": 572.6875, + "epsilon_norm": 7.673713207244873, + "prediction_norm": 6.788773059844971, + "timestamp": "2025-07-14T12:34:01.276074" + }, + { + "epoch": 784, + "batch_idx": 32, + "loss": 0.3161223232746124, + "learning_rate": 0.0006664097722614938, + "timestep_mean": 401.875, + "epsilon_norm": 7.440103054046631, + "prediction_norm": 5.597384452819824, + "timestamp": "2025-07-14T12:34:01.280969" + }, + { + "epoch": 784, + "batch_idx": 64, + "loss": 0.5572435259819031, + "learning_rate": 0.0006664097722614938, + "timestep_mean": 410.75, + "epsilon_norm": 9.441514015197754, + "prediction_norm": 7.013061046600342, + "timestamp": "2025-07-14T12:34:01.285827" + }, + { + "epoch": 784, + "batch_idx": 96, + "loss": 0.2286054491996765, + "learning_rate": 0.0006664097722614938, + "timestep_mean": 438.3125, + "epsilon_norm": 6.868591785430908, + "prediction_norm": 6.077041149139404, + "timestamp": "2025-07-14T12:34:01.290754" + }, + { + "epoch": 784, + "batch_idx": 128, + "loss": 0.2787936329841614, + "learning_rate": 0.0006664097722614938, + "timestep_mean": 515.3125, + "epsilon_norm": 8.818778991699219, + "prediction_norm": 7.346440315246582, + "timestamp": "2025-07-14T12:34:01.295671" + }, + { + "epoch": 784, + "batch_idx": 160, + "loss": 0.2557951807975769, + "learning_rate": 0.0006664097722614938, + "timestep_mean": 503.6875, + "epsilon_norm": 7.355800628662109, + "prediction_norm": 5.697983741760254, + "timestamp": "2025-07-14T12:34:01.300686" + }, + { + "epoch": 784, + "batch_idx": 192, + "loss": 0.08854995667934418, + "learning_rate": 0.0006664097722614938, + "timestep_mean": 703.625, + "epsilon_norm": 3.950916290283203, + "prediction_norm": 3.510270833969116, + "timestamp": "2025-07-14T12:34:01.305618" + }, + { + "epoch": 785, + "batch_idx": 0, + "loss": 0.24475355446338654, + "learning_rate": 0.0006656689442312858, + "timestep_mean": 577.84375, + "epsilon_norm": 9.662976264953613, + "prediction_norm": 9.093342781066895, + "timestamp": "2025-07-14T12:34:01.310508" + }, + { + "epoch": 785, + "batch_idx": 32, + "loss": 0.3537406921386719, + "learning_rate": 0.0006656689442312858, + "timestep_mean": 492.40625, + "epsilon_norm": 9.426508903503418, + "prediction_norm": 8.006451606750488, + "timestamp": "2025-07-14T12:34:01.315381" + }, + { + "epoch": 785, + "batch_idx": 64, + "loss": 0.3220076560974121, + "learning_rate": 0.0006656689442312858, + "timestep_mean": 452.21875, + "epsilon_norm": 7.440953254699707, + "prediction_norm": 6.173100471496582, + "timestamp": "2025-07-14T12:34:01.320232" + }, + { + "epoch": 785, + "batch_idx": 96, + "loss": 0.2283553034067154, + "learning_rate": 0.0006656689442312858, + "timestep_mean": 454.875, + "epsilon_norm": 7.616853713989258, + "prediction_norm": 6.5695624351501465, + "timestamp": "2025-07-14T12:34:01.325141" + }, + { + "epoch": 785, + "batch_idx": 128, + "loss": 0.26481711864471436, + "learning_rate": 0.0006656689442312858, + "timestep_mean": 484.40625, + "epsilon_norm": 7.99247407913208, + "prediction_norm": 6.715317726135254, + "timestamp": "2025-07-14T12:34:01.330006" + }, + { + "epoch": 785, + "batch_idx": 160, + "loss": 0.18625086545944214, + "learning_rate": 0.0006656689442312858, + "timestep_mean": 475.78125, + "epsilon_norm": 7.6403093338012695, + "prediction_norm": 6.474528789520264, + "timestamp": "2025-07-14T12:34:01.334941" + }, + { + "epoch": 785, + "batch_idx": 192, + "loss": 0.1527421921491623, + "learning_rate": 0.0006656689442312858, + "timestep_mean": 511.25, + "epsilon_norm": 3.866124391555786, + "prediction_norm": 3.353952646255493, + "timestamp": "2025-07-14T12:34:01.339780" + }, + { + "epoch": 786, + "batch_idx": 0, + "loss": 0.13706254959106445, + "learning_rate": 0.0006649277074294268, + "timestep_mean": 542.3125, + "epsilon_norm": 7.761649131774902, + "prediction_norm": 6.9619574546813965, + "timestamp": "2025-07-14T12:34:01.344688" + }, + { + "epoch": 786, + "batch_idx": 32, + "loss": 0.4732425808906555, + "learning_rate": 0.0006649277074294268, + "timestep_mean": 488.46875, + "epsilon_norm": 10.353922843933105, + "prediction_norm": 8.150346755981445, + "timestamp": "2025-07-14T12:34:01.349580" + }, + { + "epoch": 786, + "batch_idx": 64, + "loss": 0.32700079679489136, + "learning_rate": 0.0006649277074294268, + "timestep_mean": 498.0625, + "epsilon_norm": 8.040029525756836, + "prediction_norm": 6.024259567260742, + "timestamp": "2025-07-14T12:34:01.354475" + }, + { + "epoch": 786, + "batch_idx": 96, + "loss": 0.2935327887535095, + "learning_rate": 0.0006649277074294268, + "timestep_mean": 476.59375, + "epsilon_norm": 7.471320629119873, + "prediction_norm": 5.888762474060059, + "timestamp": "2025-07-14T12:34:01.359293" + }, + { + "epoch": 786, + "batch_idx": 128, + "loss": 0.314216285943985, + "learning_rate": 0.0006649277074294268, + "timestep_mean": 552.71875, + "epsilon_norm": 8.068561553955078, + "prediction_norm": 6.877972602844238, + "timestamp": "2025-07-14T12:34:01.364158" + }, + { + "epoch": 786, + "batch_idx": 160, + "loss": 0.23365351557731628, + "learning_rate": 0.0006649277074294268, + "timestep_mean": 482.59375, + "epsilon_norm": 8.538723945617676, + "prediction_norm": 7.931885242462158, + "timestamp": "2025-07-14T12:34:01.369046" + }, + { + "epoch": 786, + "batch_idx": 192, + "loss": 0.0354723259806633, + "learning_rate": 0.0006649277074294268, + "timestep_mean": 763.875, + "epsilon_norm": 4.510036945343018, + "prediction_norm": 4.447174549102783, + "timestamp": "2025-07-14T12:34:01.373985" + }, + { + "epoch": 787, + "batch_idx": 0, + "loss": 0.6192619800567627, + "learning_rate": 0.0006641860636848447, + "timestep_mean": 466.6875, + "epsilon_norm": 9.89846420288086, + "prediction_norm": 7.582927703857422, + "timestamp": "2025-07-14T12:34:01.378907" + }, + { + "epoch": 787, + "batch_idx": 32, + "loss": 0.18551799654960632, + "learning_rate": 0.0006641860636848447, + "timestep_mean": 500.3125, + "epsilon_norm": 7.599833965301514, + "prediction_norm": 6.944958209991455, + "timestamp": "2025-07-14T12:34:01.383848" + }, + { + "epoch": 787, + "batch_idx": 64, + "loss": 0.14550206065177917, + "learning_rate": 0.0006641860636848447, + "timestep_mean": 560.5, + "epsilon_norm": 8.388447761535645, + "prediction_norm": 7.609072685241699, + "timestamp": "2025-07-14T12:34:01.388916" + }, + { + "epoch": 787, + "batch_idx": 96, + "loss": 0.36899441480636597, + "learning_rate": 0.0006641860636848447, + "timestep_mean": 434.6875, + "epsilon_norm": 8.155628204345703, + "prediction_norm": 6.375521183013916, + "timestamp": "2025-07-14T12:34:01.394111" + }, + { + "epoch": 787, + "batch_idx": 128, + "loss": 0.21950288116931915, + "learning_rate": 0.0006641860636848447, + "timestep_mean": 552.90625, + "epsilon_norm": 7.722672939300537, + "prediction_norm": 6.93550443649292, + "timestamp": "2025-07-14T12:34:01.399299" + }, + { + "epoch": 787, + "batch_idx": 160, + "loss": 0.22738036513328552, + "learning_rate": 0.0006641860636848447, + "timestep_mean": 452.9375, + "epsilon_norm": 7.116744041442871, + "prediction_norm": 5.260550498962402, + "timestamp": "2025-07-14T12:34:01.404611" + }, + { + "epoch": 787, + "batch_idx": 192, + "loss": 0.774534285068512, + "learning_rate": 0.0006641860636848447, + "timestep_mean": 444.5, + "epsilon_norm": 4.481581687927246, + "prediction_norm": 3.464892625808716, + "timestamp": "2025-07-14T12:34:01.409502" + }, + { + "epoch": 788, + "batch_idx": 0, + "loss": 0.46226605772972107, + "learning_rate": 0.0006634440148274718, + "timestep_mean": 438.84375, + "epsilon_norm": 9.51671314239502, + "prediction_norm": 7.479925155639648, + "timestamp": "2025-07-14T12:34:01.414425" + }, + { + "epoch": 788, + "batch_idx": 32, + "loss": 0.2632765769958496, + "learning_rate": 0.0006634440148274718, + "timestep_mean": 477.4375, + "epsilon_norm": 8.188541412353516, + "prediction_norm": 7.058535099029541, + "timestamp": "2025-07-14T12:34:01.419653" + }, + { + "epoch": 788, + "batch_idx": 64, + "loss": 0.2935752272605896, + "learning_rate": 0.0006634440148274718, + "timestep_mean": 455.25, + "epsilon_norm": 7.436379909515381, + "prediction_norm": 5.815278053283691, + "timestamp": "2025-07-14T12:34:01.424950" + }, + { + "epoch": 788, + "batch_idx": 96, + "loss": 0.3650803565979004, + "learning_rate": 0.0006634440148274718, + "timestep_mean": 502.34375, + "epsilon_norm": 8.717979431152344, + "prediction_norm": 7.658267974853516, + "timestamp": "2025-07-14T12:34:01.430220" + }, + { + "epoch": 788, + "batch_idx": 128, + "loss": 0.17716966569423676, + "learning_rate": 0.0006634440148274718, + "timestep_mean": 553.25, + "epsilon_norm": 7.040099143981934, + "prediction_norm": 6.997079372406006, + "timestamp": "2025-07-14T12:34:01.435432" + }, + { + "epoch": 788, + "batch_idx": 160, + "loss": 0.35340601205825806, + "learning_rate": 0.0006634440148274718, + "timestep_mean": 417.65625, + "epsilon_norm": 7.105958938598633, + "prediction_norm": 5.379652500152588, + "timestamp": "2025-07-14T12:34:01.440627" + }, + { + "epoch": 788, + "batch_idx": 192, + "loss": 0.22308452427387238, + "learning_rate": 0.0006634440148274718, + "timestep_mean": 594.25, + "epsilon_norm": 3.3166990280151367, + "prediction_norm": 2.577749252319336, + "timestamp": "2025-07-14T12:34:01.445960" + }, + { + "epoch": 789, + "batch_idx": 0, + "loss": 0.233993798494339, + "learning_rate": 0.0006627015626882396, + "timestep_mean": 576.25, + "epsilon_norm": 8.261990547180176, + "prediction_norm": 7.552079200744629, + "timestamp": "2025-07-14T12:34:01.451216" + }, + { + "epoch": 789, + "batch_idx": 32, + "loss": 0.26625776290893555, + "learning_rate": 0.0006627015626882396, + "timestep_mean": 480.125, + "epsilon_norm": 7.998293399810791, + "prediction_norm": 6.973394393920898, + "timestamp": "2025-07-14T12:34:01.456412" + }, + { + "epoch": 789, + "batch_idx": 64, + "loss": 0.2554161548614502, + "learning_rate": 0.0006627015626882396, + "timestep_mean": 508.03125, + "epsilon_norm": 7.420166015625, + "prediction_norm": 6.727182865142822, + "timestamp": "2025-07-14T12:34:01.461605" + }, + { + "epoch": 789, + "batch_idx": 96, + "loss": 0.36802154779434204, + "learning_rate": 0.0006627015626882396, + "timestep_mean": 498.65625, + "epsilon_norm": 9.071508407592773, + "prediction_norm": 8.078621864318848, + "timestamp": "2025-07-14T12:34:01.466800" + }, + { + "epoch": 789, + "batch_idx": 128, + "loss": 0.3206806480884552, + "learning_rate": 0.0006627015626882396, + "timestep_mean": 502.875, + "epsilon_norm": 8.850257873535156, + "prediction_norm": 7.4681501388549805, + "timestamp": "2025-07-14T12:34:01.471884" + }, + { + "epoch": 789, + "batch_idx": 160, + "loss": 0.33016663789749146, + "learning_rate": 0.0006627015626882396, + "timestep_mean": 496.5625, + "epsilon_norm": 7.9850897789001465, + "prediction_norm": 7.592645168304443, + "timestamp": "2025-07-14T12:34:01.477081" + }, + { + "epoch": 789, + "batch_idx": 192, + "loss": 0.12588265538215637, + "learning_rate": 0.0006627015626882396, + "timestep_mean": 475.875, + "epsilon_norm": 3.7129459381103516, + "prediction_norm": 3.8340368270874023, + "timestamp": "2025-07-14T12:34:01.482364" + }, + { + "epoch": 790, + "batch_idx": 0, + "loss": 0.2995215654373169, + "learning_rate": 0.0006619587090990752, + "timestep_mean": 451.40625, + "epsilon_norm": 7.302713871002197, + "prediction_norm": 6.271256446838379, + "timestamp": "2025-07-14T12:34:01.487492" + }, + { + "epoch": 790, + "batch_idx": 32, + "loss": 0.29362037777900696, + "learning_rate": 0.0006619587090990752, + "timestep_mean": 441.78125, + "epsilon_norm": 7.627053260803223, + "prediction_norm": 6.540469646453857, + "timestamp": "2025-07-14T12:34:01.492724" + }, + { + "epoch": 790, + "batch_idx": 64, + "loss": 0.25242623686790466, + "learning_rate": 0.0006619587090990752, + "timestep_mean": 517.53125, + "epsilon_norm": 7.808633327484131, + "prediction_norm": 6.403500080108643, + "timestamp": "2025-07-14T12:34:01.497844" + }, + { + "epoch": 790, + "batch_idx": 96, + "loss": 0.3332621455192566, + "learning_rate": 0.0006619587090990752, + "timestep_mean": 494.78125, + "epsilon_norm": 8.210613250732422, + "prediction_norm": 7.0567474365234375, + "timestamp": "2025-07-14T12:34:01.503667" + }, + { + "epoch": 790, + "batch_idx": 128, + "loss": 0.4246533513069153, + "learning_rate": 0.0006619587090990752, + "timestep_mean": 486.3125, + "epsilon_norm": 8.960712432861328, + "prediction_norm": 7.506664276123047, + "timestamp": "2025-07-14T12:34:01.510814" + }, + { + "epoch": 790, + "batch_idx": 160, + "loss": 0.19869637489318848, + "learning_rate": 0.0006619587090990752, + "timestep_mean": 475.25, + "epsilon_norm": 7.7992143630981445, + "prediction_norm": 6.8936991691589355, + "timestamp": "2025-07-14T12:34:01.515757" + }, + { + "epoch": 790, + "batch_idx": 192, + "loss": 0.324676513671875, + "learning_rate": 0.0006619587090990752, + "timestep_mean": 454.0, + "epsilon_norm": 3.8521058559417725, + "prediction_norm": 3.6775028705596924, + "timestamp": "2025-07-14T12:34:01.520781" + }, + { + "epoch": 791, + "batch_idx": 0, + "loss": 0.10214442014694214, + "learning_rate": 0.000661215455892896, + "timestep_mean": 588.28125, + "epsilon_norm": 8.385165214538574, + "prediction_norm": 7.990106105804443, + "timestamp": "2025-07-14T12:34:01.525664" + }, + { + "epoch": 791, + "batch_idx": 32, + "loss": 0.3496518135070801, + "learning_rate": 0.000661215455892896, + "timestep_mean": 477.8125, + "epsilon_norm": 7.091405391693115, + "prediction_norm": 4.9052252769470215, + "timestamp": "2025-07-14T12:34:01.530688" + }, + { + "epoch": 791, + "batch_idx": 64, + "loss": 0.3561248779296875, + "learning_rate": 0.000661215455892896, + "timestep_mean": 514.59375, + "epsilon_norm": 8.81529426574707, + "prediction_norm": 7.42904806137085, + "timestamp": "2025-07-14T12:34:01.535740" + }, + { + "epoch": 791, + "batch_idx": 96, + "loss": 0.11696535348892212, + "learning_rate": 0.000661215455892896, + "timestep_mean": 541.71875, + "epsilon_norm": 7.104636192321777, + "prediction_norm": 6.864995002746582, + "timestamp": "2025-07-14T12:34:01.540706" + }, + { + "epoch": 791, + "batch_idx": 128, + "loss": 0.27079638838768005, + "learning_rate": 0.000661215455892896, + "timestep_mean": 485.21875, + "epsilon_norm": 8.126850128173828, + "prediction_norm": 6.646753311157227, + "timestamp": "2025-07-14T12:34:01.545606" + }, + { + "epoch": 791, + "batch_idx": 160, + "loss": 0.477010041475296, + "learning_rate": 0.000661215455892896, + "timestep_mean": 493.65625, + "epsilon_norm": 9.343406677246094, + "prediction_norm": 6.989210605621338, + "timestamp": "2025-07-14T12:34:01.550757" + }, + { + "epoch": 791, + "batch_idx": 192, + "loss": 0.11882926523685455, + "learning_rate": 0.000661215455892896, + "timestep_mean": 670.375, + "epsilon_norm": 6.014462947845459, + "prediction_norm": 5.377333641052246, + "timestamp": "2025-07-14T12:34:01.555698" + }, + { + "epoch": 792, + "batch_idx": 0, + "loss": 0.34948647022247314, + "learning_rate": 0.0006604718049036051, + "timestep_mean": 448.625, + "epsilon_norm": 7.0796003341674805, + "prediction_norm": 5.000588893890381, + "timestamp": "2025-07-14T12:34:01.560711" + }, + { + "epoch": 792, + "batch_idx": 32, + "loss": 0.16437256336212158, + "learning_rate": 0.0006604718049036051, + "timestep_mean": 552.125, + "epsilon_norm": 7.547889232635498, + "prediction_norm": 6.521944046020508, + "timestamp": "2025-07-14T12:34:01.565630" + }, + { + "epoch": 792, + "batch_idx": 64, + "loss": 0.2707712650299072, + "learning_rate": 0.0006604718049036051, + "timestep_mean": 442.28125, + "epsilon_norm": 7.7016401290893555, + "prediction_norm": 6.48767614364624, + "timestamp": "2025-07-14T12:34:01.570652" + }, + { + "epoch": 792, + "batch_idx": 96, + "loss": 0.2615663409233093, + "learning_rate": 0.0006604718049036051, + "timestep_mean": 479.21875, + "epsilon_norm": 8.336822509765625, + "prediction_norm": 6.761175632476807, + "timestamp": "2025-07-14T12:34:01.575709" + }, + { + "epoch": 792, + "batch_idx": 128, + "loss": 0.28606706857681274, + "learning_rate": 0.0006604718049036051, + "timestep_mean": 432.875, + "epsilon_norm": 7.424535274505615, + "prediction_norm": 5.731436729431152, + "timestamp": "2025-07-14T12:34:01.580730" + }, + { + "epoch": 792, + "batch_idx": 160, + "loss": 0.3210112452507019, + "learning_rate": 0.0006604718049036051, + "timestep_mean": 395.75, + "epsilon_norm": 7.5163373947143555, + "prediction_norm": 5.746405124664307, + "timestamp": "2025-07-14T12:34:01.585722" + }, + { + "epoch": 792, + "batch_idx": 192, + "loss": 0.17744001746177673, + "learning_rate": 0.0006604718049036051, + "timestep_mean": 625.375, + "epsilon_norm": 2.5321767330169678, + "prediction_norm": 2.006746292114258, + "timestamp": "2025-07-14T12:34:01.590708" + }, + { + "epoch": 793, + "batch_idx": 0, + "loss": 0.27590253949165344, + "learning_rate": 0.0006597277579660879, + "timestep_mean": 451.53125, + "epsilon_norm": 7.973306655883789, + "prediction_norm": 6.804870128631592, + "timestamp": "2025-07-14T12:34:01.595773" + }, + { + "epoch": 793, + "batch_idx": 32, + "loss": 0.2726467251777649, + "learning_rate": 0.0006597277579660879, + "timestep_mean": 512.96875, + "epsilon_norm": 8.418917655944824, + "prediction_norm": 6.874958038330078, + "timestamp": "2025-07-14T12:34:01.600797" + }, + { + "epoch": 793, + "batch_idx": 64, + "loss": 0.184658944606781, + "learning_rate": 0.0006597277579660879, + "timestep_mean": 597.3125, + "epsilon_norm": 9.194835662841797, + "prediction_norm": 8.177836418151855, + "timestamp": "2025-07-14T12:34:01.605925" + }, + { + "epoch": 793, + "batch_idx": 96, + "loss": 0.35165107250213623, + "learning_rate": 0.0006597277579660879, + "timestep_mean": 480.53125, + "epsilon_norm": 7.945113182067871, + "prediction_norm": 6.14178466796875, + "timestamp": "2025-07-14T12:34:01.610951" + }, + { + "epoch": 793, + "batch_idx": 128, + "loss": 0.19472704827785492, + "learning_rate": 0.0006597277579660879, + "timestep_mean": 582.09375, + "epsilon_norm": 7.898184776306152, + "prediction_norm": 6.630216121673584, + "timestamp": "2025-07-14T12:34:01.615958" + }, + { + "epoch": 793, + "batch_idx": 160, + "loss": 0.2169855535030365, + "learning_rate": 0.0006597277579660879, + "timestep_mean": 535.125, + "epsilon_norm": 7.96765661239624, + "prediction_norm": 7.208416938781738, + "timestamp": "2025-07-14T12:34:01.621132" + }, + { + "epoch": 793, + "batch_idx": 192, + "loss": 0.21053948998451233, + "learning_rate": 0.0006597277579660879, + "timestep_mean": 519.25, + "epsilon_norm": 5.263453483581543, + "prediction_norm": 4.983222961425781, + "timestamp": "2025-07-14T12:34:01.626228" + }, + { + "epoch": 794, + "batch_idx": 0, + "loss": 0.12543250620365143, + "learning_rate": 0.0006589833169162061, + "timestep_mean": 581.375, + "epsilon_norm": 8.151534080505371, + "prediction_norm": 7.360270023345947, + "timestamp": "2025-07-14T12:34:01.631274" + }, + { + "epoch": 794, + "batch_idx": 32, + "loss": 0.4141051173210144, + "learning_rate": 0.0006589833169162061, + "timestep_mean": 517.9375, + "epsilon_norm": 8.295108795166016, + "prediction_norm": 6.5042524337768555, + "timestamp": "2025-07-14T12:34:01.636518" + }, + { + "epoch": 794, + "batch_idx": 64, + "loss": 0.44204181432724, + "learning_rate": 0.0006589833169162061, + "timestep_mean": 479.71875, + "epsilon_norm": 8.820441246032715, + "prediction_norm": 7.1058268547058105, + "timestamp": "2025-07-14T12:34:01.641666" + }, + { + "epoch": 794, + "batch_idx": 96, + "loss": 0.33336925506591797, + "learning_rate": 0.0006589833169162061, + "timestep_mean": 510.53125, + "epsilon_norm": 7.696302890777588, + "prediction_norm": 6.80722188949585, + "timestamp": "2025-07-14T12:34:01.646841" + }, + { + "epoch": 794, + "batch_idx": 128, + "loss": 0.21787463128566742, + "learning_rate": 0.0006589833169162061, + "timestep_mean": 567.28125, + "epsilon_norm": 8.812420845031738, + "prediction_norm": 8.625842094421387, + "timestamp": "2025-07-14T12:34:01.652070" + }, + { + "epoch": 794, + "batch_idx": 160, + "loss": 0.3306763172149658, + "learning_rate": 0.0006589833169162061, + "timestep_mean": 479.0, + "epsilon_norm": 8.099503517150879, + "prediction_norm": 7.19922399520874, + "timestamp": "2025-07-14T12:34:01.657305" + }, + { + "epoch": 794, + "batch_idx": 192, + "loss": 0.12981674075126648, + "learning_rate": 0.0006589833169162061, + "timestep_mean": 670.25, + "epsilon_norm": 3.809814691543579, + "prediction_norm": 3.7491931915283203, + "timestamp": "2025-07-14T12:34:01.662452" + }, + { + "epoch": 795, + "batch_idx": 0, + "loss": 0.2653172016143799, + "learning_rate": 0.0006582384835907936, + "timestep_mean": 449.59375, + "epsilon_norm": 8.081375122070312, + "prediction_norm": 7.104587554931641, + "timestamp": "2025-07-14T12:34:01.667519" + }, + { + "epoch": 795, + "batch_idx": 32, + "loss": 0.23710200190544128, + "learning_rate": 0.0006582384835907936, + "timestep_mean": 462.21875, + "epsilon_norm": 6.960428237915039, + "prediction_norm": 5.939416408538818, + "timestamp": "2025-07-14T12:34:01.672678" + }, + { + "epoch": 795, + "batch_idx": 64, + "loss": 0.43145307898521423, + "learning_rate": 0.0006582384835907936, + "timestep_mean": 385.90625, + "epsilon_norm": 8.193671226501465, + "prediction_norm": 5.9779791831970215, + "timestamp": "2025-07-14T12:34:01.677884" + }, + { + "epoch": 795, + "batch_idx": 96, + "loss": 0.36919182538986206, + "learning_rate": 0.0006582384835907936, + "timestep_mean": 454.8125, + "epsilon_norm": 7.799267292022705, + "prediction_norm": 5.824078559875488, + "timestamp": "2025-07-14T12:34:01.683248" + }, + { + "epoch": 795, + "batch_idx": 128, + "loss": 0.21455547213554382, + "learning_rate": 0.0006582384835907936, + "timestep_mean": 498.15625, + "epsilon_norm": 6.792245864868164, + "prediction_norm": 6.488816738128662, + "timestamp": "2025-07-14T12:34:01.688369" + }, + { + "epoch": 795, + "batch_idx": 160, + "loss": 0.31686702370643616, + "learning_rate": 0.0006582384835907936, + "timestep_mean": 479.78125, + "epsilon_norm": 7.935456275939941, + "prediction_norm": 7.175462245941162, + "timestamp": "2025-07-14T12:34:01.693536" + }, + { + "epoch": 795, + "batch_idx": 192, + "loss": 0.2798501253128052, + "learning_rate": 0.0006582384835907936, + "timestep_mean": 407.5, + "epsilon_norm": 4.198564052581787, + "prediction_norm": 3.708284854888916, + "timestamp": "2025-07-14T12:34:01.698776" + }, + { + "epoch": 796, + "batch_idx": 0, + "loss": 0.1837121695280075, + "learning_rate": 0.0006574932598276529, + "timestep_mean": 540.78125, + "epsilon_norm": 9.053457260131836, + "prediction_norm": 8.482770919799805, + "timestamp": "2025-07-14T12:34:01.703945" + }, + { + "epoch": 796, + "batch_idx": 32, + "loss": 0.2933546006679535, + "learning_rate": 0.0006574932598276529, + "timestep_mean": 536.78125, + "epsilon_norm": 7.747808456420898, + "prediction_norm": 5.619182109832764, + "timestamp": "2025-07-14T12:34:01.709145" + }, + { + "epoch": 796, + "batch_idx": 64, + "loss": 0.5320430994033813, + "learning_rate": 0.0006574932598276529, + "timestep_mean": 424.90625, + "epsilon_norm": 7.891677379608154, + "prediction_norm": 6.294033050537109, + "timestamp": "2025-07-14T12:34:01.714376" + }, + { + "epoch": 796, + "batch_idx": 96, + "loss": 0.26935526728630066, + "learning_rate": 0.0006574932598276529, + "timestep_mean": 552.90625, + "epsilon_norm": 7.910986423492432, + "prediction_norm": 7.298193454742432, + "timestamp": "2025-07-14T12:34:01.719705" + }, + { + "epoch": 796, + "batch_idx": 128, + "loss": 0.40200769901275635, + "learning_rate": 0.0006574932598276529, + "timestep_mean": 504.6875, + "epsilon_norm": 8.407843589782715, + "prediction_norm": 7.241059303283691, + "timestamp": "2025-07-14T12:34:01.724950" + }, + { + "epoch": 796, + "batch_idx": 160, + "loss": 0.17389991879463196, + "learning_rate": 0.0006574932598276529, + "timestep_mean": 545.28125, + "epsilon_norm": 7.513613224029541, + "prediction_norm": 6.578157901763916, + "timestamp": "2025-07-14T12:34:01.730183" + }, + { + "epoch": 796, + "batch_idx": 192, + "loss": 0.5411033034324646, + "learning_rate": 0.0006574932598276529, + "timestep_mean": 382.875, + "epsilon_norm": 4.434426784515381, + "prediction_norm": 2.7686233520507812, + "timestamp": "2025-07-14T12:34:01.735286" + }, + { + "epoch": 797, + "batch_idx": 0, + "loss": 0.3668200969696045, + "learning_rate": 0.0006567476474655496, + "timestep_mean": 523.8125, + "epsilon_norm": 7.9454026222229, + "prediction_norm": 6.020479679107666, + "timestamp": "2025-07-14T12:34:01.740457" + }, + { + "epoch": 797, + "batch_idx": 32, + "loss": 0.39265841245651245, + "learning_rate": 0.0006567476474655496, + "timestep_mean": 517.5, + "epsilon_norm": 7.864656925201416, + "prediction_norm": 6.695263862609863, + "timestamp": "2025-07-14T12:34:01.745701" + }, + { + "epoch": 797, + "batch_idx": 64, + "loss": 0.2870244085788727, + "learning_rate": 0.0006567476474655496, + "timestep_mean": 536.625, + "epsilon_norm": 8.089778900146484, + "prediction_norm": 6.9312520027160645, + "timestamp": "2025-07-14T12:34:01.750866" + }, + { + "epoch": 797, + "batch_idx": 96, + "loss": 0.6045885682106018, + "learning_rate": 0.0006567476474655496, + "timestep_mean": 376.9375, + "epsilon_norm": 8.527566909790039, + "prediction_norm": 5.152925968170166, + "timestamp": "2025-07-14T12:34:01.755952" + }, + { + "epoch": 797, + "batch_idx": 128, + "loss": 0.2831956744194031, + "learning_rate": 0.0006567476474655496, + "timestep_mean": 492.03125, + "epsilon_norm": 7.743203163146973, + "prediction_norm": 6.158047676086426, + "timestamp": "2025-07-14T12:34:01.761159" + }, + { + "epoch": 797, + "batch_idx": 160, + "loss": 0.3076806366443634, + "learning_rate": 0.0006567476474655496, + "timestep_mean": 552.09375, + "epsilon_norm": 8.731287956237793, + "prediction_norm": 6.622101783752441, + "timestamp": "2025-07-14T12:34:01.766388" + }, + { + "epoch": 797, + "batch_idx": 192, + "loss": 0.4197004437446594, + "learning_rate": 0.0006567476474655496, + "timestep_mean": 432.5, + "epsilon_norm": 3.534738540649414, + "prediction_norm": 2.837307929992676, + "timestamp": "2025-07-14T12:34:01.771575" + }, + { + "epoch": 798, + "batch_idx": 0, + "loss": 0.4617311656475067, + "learning_rate": 0.000656001648344208, + "timestep_mean": 423.0625, + "epsilon_norm": 9.092823028564453, + "prediction_norm": 6.254375457763672, + "timestamp": "2025-07-14T12:34:01.776817" + }, + { + "epoch": 798, + "batch_idx": 32, + "loss": 0.5978293418884277, + "learning_rate": 0.000656001648344208, + "timestep_mean": 401.15625, + "epsilon_norm": 8.052434921264648, + "prediction_norm": 4.8145270347595215, + "timestamp": "2025-07-14T12:34:01.782009" + }, + { + "epoch": 798, + "batch_idx": 64, + "loss": 0.21523645520210266, + "learning_rate": 0.000656001648344208, + "timestep_mean": 487.75, + "epsilon_norm": 8.356019973754883, + "prediction_norm": 7.029616355895996, + "timestamp": "2025-07-14T12:34:01.787203" + }, + { + "epoch": 798, + "batch_idx": 96, + "loss": 0.2034142166376114, + "learning_rate": 0.000656001648344208, + "timestep_mean": 475.25, + "epsilon_norm": 7.022299766540527, + "prediction_norm": 5.42695951461792, + "timestamp": "2025-07-14T12:34:01.792545" + }, + { + "epoch": 798, + "batch_idx": 128, + "loss": 0.3017444908618927, + "learning_rate": 0.000656001648344208, + "timestep_mean": 503.0, + "epsilon_norm": 8.25990104675293, + "prediction_norm": 6.644515037536621, + "timestamp": "2025-07-14T12:34:01.797729" + }, + { + "epoch": 798, + "batch_idx": 160, + "loss": 0.3904212713241577, + "learning_rate": 0.000656001648344208, + "timestep_mean": 575.5, + "epsilon_norm": 8.858582496643066, + "prediction_norm": 6.541060447692871, + "timestamp": "2025-07-14T12:34:01.803059" + }, + { + "epoch": 798, + "batch_idx": 192, + "loss": 0.2971939146518707, + "learning_rate": 0.000656001648344208, + "timestep_mean": 409.75, + "epsilon_norm": 3.3150148391723633, + "prediction_norm": 1.9904652833938599, + "timestamp": "2025-07-14T12:34:01.808078" + }, + { + "epoch": 799, + "batch_idx": 0, + "loss": 0.20292583107948303, + "learning_rate": 0.0006552552643043067, + "timestep_mean": 524.5625, + "epsilon_norm": 8.471861839294434, + "prediction_norm": 7.847574710845947, + "timestamp": "2025-07-14T12:34:01.813384" + }, + { + "epoch": 799, + "batch_idx": 32, + "loss": 0.26462382078170776, + "learning_rate": 0.0006552552643043067, + "timestep_mean": 500.21875, + "epsilon_norm": 7.062175273895264, + "prediction_norm": 6.235843181610107, + "timestamp": "2025-07-14T12:34:01.818596" + }, + { + "epoch": 799, + "batch_idx": 64, + "loss": 0.3879489302635193, + "learning_rate": 0.0006552552643043067, + "timestep_mean": 463.59375, + "epsilon_norm": 8.965867042541504, + "prediction_norm": 7.318151950836182, + "timestamp": "2025-07-14T12:34:01.823701" + }, + { + "epoch": 799, + "batch_idx": 96, + "loss": 0.6041929721832275, + "learning_rate": 0.0006552552643043067, + "timestep_mean": 461.625, + "epsilon_norm": 9.395976066589355, + "prediction_norm": 6.800534248352051, + "timestamp": "2025-07-14T12:34:01.828635" + }, + { + "epoch": 799, + "batch_idx": 128, + "loss": 0.3172004222869873, + "learning_rate": 0.0006552552643043067, + "timestep_mean": 521.8125, + "epsilon_norm": 7.425589084625244, + "prediction_norm": 5.63462495803833, + "timestamp": "2025-07-14T12:34:01.833806" + }, + { + "epoch": 799, + "batch_idx": 160, + "loss": 0.4520505368709564, + "learning_rate": 0.0006552552643043067, + "timestep_mean": 542.75, + "epsilon_norm": 8.379383087158203, + "prediction_norm": 6.769801616668701, + "timestamp": "2025-07-14T12:34:01.839013" + }, + { + "epoch": 799, + "batch_idx": 192, + "loss": 0.20439909398555756, + "learning_rate": 0.0006552552643043067, + "timestep_mean": 463.75, + "epsilon_norm": 3.3039674758911133, + "prediction_norm": 3.1879794597625732, + "timestamp": "2025-07-14T12:34:01.844289" + }, + { + "epoch": 800, + "batch_idx": 0, + "loss": 0.21141596138477325, + "learning_rate": 0.0006545084971874742, + "timestep_mean": 566.53125, + "epsilon_norm": 7.909607887268066, + "prediction_norm": 6.805902004241943, + "timestamp": "2025-07-14T12:34:01.849433" + }, + { + "epoch": 800, + "batch_idx": 32, + "loss": 0.2505382001399994, + "learning_rate": 0.0006545084971874742, + "timestep_mean": 402.9375, + "epsilon_norm": 7.444465637207031, + "prediction_norm": 6.427174091339111, + "timestamp": "2025-07-14T12:34:01.854733" + }, + { + "epoch": 800, + "batch_idx": 64, + "loss": 0.19981469213962555, + "learning_rate": 0.0006545084971874742, + "timestep_mean": 505.0625, + "epsilon_norm": 7.503239154815674, + "prediction_norm": 6.451706409454346, + "timestamp": "2025-07-14T12:34:01.859919" + }, + { + "epoch": 800, + "batch_idx": 96, + "loss": 0.1857375055551529, + "learning_rate": 0.0006545084971874742, + "timestep_mean": 475.46875, + "epsilon_norm": 7.240138053894043, + "prediction_norm": 6.484846115112305, + "timestamp": "2025-07-14T12:34:01.865157" + }, + { + "epoch": 800, + "batch_idx": 128, + "loss": 0.31799858808517456, + "learning_rate": 0.0006545084971874742, + "timestep_mean": 483.25, + "epsilon_norm": 9.254694938659668, + "prediction_norm": 7.787622928619385, + "timestamp": "2025-07-14T12:34:01.870384" + }, + { + "epoch": 800, + "batch_idx": 160, + "loss": 0.5012243986129761, + "learning_rate": 0.0006545084971874742, + "timestep_mean": 537.09375, + "epsilon_norm": 8.734164237976074, + "prediction_norm": 7.344667911529541, + "timestamp": "2025-07-14T12:34:01.875646" + }, + { + "epoch": 800, + "batch_idx": 192, + "loss": 0.2821844220161438, + "learning_rate": 0.0006545084971874742, + "timestep_mean": 504.5, + "epsilon_norm": 4.019606113433838, + "prediction_norm": 4.036633014678955, + "timestamp": "2025-07-14T12:34:01.880790" + }, + { + "epoch": 801, + "batch_idx": 0, + "loss": 0.3039488196372986, + "learning_rate": 0.0006537613488362843, + "timestep_mean": 441.59375, + "epsilon_norm": 7.577295303344727, + "prediction_norm": 5.838149070739746, + "timestamp": "2025-07-14T12:34:01.886051" + }, + { + "epoch": 801, + "batch_idx": 32, + "loss": 0.19586369395256042, + "learning_rate": 0.0006537613488362843, + "timestep_mean": 556.09375, + "epsilon_norm": 8.117363929748535, + "prediction_norm": 7.9423041343688965, + "timestamp": "2025-07-14T12:34:01.891278" + }, + { + "epoch": 801, + "batch_idx": 64, + "loss": 0.3229852318763733, + "learning_rate": 0.0006537613488362843, + "timestep_mean": 495.75, + "epsilon_norm": 8.279662132263184, + "prediction_norm": 8.04849624633789, + "timestamp": "2025-07-14T12:34:01.896740" + }, + { + "epoch": 801, + "batch_idx": 96, + "loss": 0.1879810094833374, + "learning_rate": 0.0006537613488362843, + "timestep_mean": 469.53125, + "epsilon_norm": 7.6518473625183105, + "prediction_norm": 6.791036128997803, + "timestamp": "2025-07-14T12:34:01.901951" + }, + { + "epoch": 801, + "batch_idx": 128, + "loss": 0.36609989404678345, + "learning_rate": 0.0006537613488362843, + "timestep_mean": 502.3125, + "epsilon_norm": 8.148956298828125, + "prediction_norm": 7.464693069458008, + "timestamp": "2025-07-14T12:34:01.907138" + }, + { + "epoch": 801, + "batch_idx": 160, + "loss": 0.27841299772262573, + "learning_rate": 0.0006537613488362843, + "timestep_mean": 569.59375, + "epsilon_norm": 7.6288676261901855, + "prediction_norm": 7.153961181640625, + "timestamp": "2025-07-14T12:34:01.912304" + }, + { + "epoch": 801, + "batch_idx": 192, + "loss": 0.2083490788936615, + "learning_rate": 0.0006537613488362843, + "timestep_mean": 597.0, + "epsilon_norm": 3.7347941398620605, + "prediction_norm": 3.6505656242370605, + "timestamp": "2025-07-14T12:34:01.917510" + }, + { + "epoch": 802, + "batch_idx": 0, + "loss": 0.264371782541275, + "learning_rate": 0.000653013821094251, + "timestep_mean": 483.21875, + "epsilon_norm": 8.49468994140625, + "prediction_norm": 7.379434108734131, + "timestamp": "2025-07-14T12:34:01.922774" + }, + { + "epoch": 802, + "batch_idx": 32, + "loss": 0.48243290185928345, + "learning_rate": 0.000653013821094251, + "timestep_mean": 428.5625, + "epsilon_norm": 8.087361335754395, + "prediction_norm": 6.545325756072998, + "timestamp": "2025-07-14T12:34:01.928035" + }, + { + "epoch": 802, + "batch_idx": 64, + "loss": 0.19299568235874176, + "learning_rate": 0.000653013821094251, + "timestep_mean": 503.84375, + "epsilon_norm": 7.920388221740723, + "prediction_norm": 7.324620723724365, + "timestamp": "2025-07-14T12:34:01.933472" + }, + { + "epoch": 802, + "batch_idx": 96, + "loss": 0.253645122051239, + "learning_rate": 0.000653013821094251, + "timestep_mean": 534.6875, + "epsilon_norm": 8.098917007446289, + "prediction_norm": 6.986657619476318, + "timestamp": "2025-07-14T12:34:01.938673" + }, + { + "epoch": 802, + "batch_idx": 128, + "loss": 0.316034197807312, + "learning_rate": 0.000653013821094251, + "timestep_mean": 459.1875, + "epsilon_norm": 7.891958713531494, + "prediction_norm": 6.70518684387207, + "timestamp": "2025-07-14T12:34:01.943851" + }, + { + "epoch": 802, + "batch_idx": 160, + "loss": 0.2808154821395874, + "learning_rate": 0.000653013821094251, + "timestep_mean": 484.65625, + "epsilon_norm": 8.082984924316406, + "prediction_norm": 6.982532024383545, + "timestamp": "2025-07-14T12:34:01.949097" + }, + { + "epoch": 802, + "batch_idx": 192, + "loss": 0.9158711433410645, + "learning_rate": 0.000653013821094251, + "timestep_mean": 374.625, + "epsilon_norm": 4.045973300933838, + "prediction_norm": 3.166607141494751, + "timestamp": "2025-07-14T12:34:01.954223" + }, + { + "epoch": 803, + "batch_idx": 0, + "loss": 0.34871596097946167, + "learning_rate": 0.0006522659158058247, + "timestep_mean": 463.625, + "epsilon_norm": 8.529452323913574, + "prediction_norm": 6.034793376922607, + "timestamp": "2025-07-14T12:34:01.959434" + }, + { + "epoch": 803, + "batch_idx": 32, + "loss": 0.24238087236881256, + "learning_rate": 0.0006522659158058247, + "timestep_mean": 504.8125, + "epsilon_norm": 8.320111274719238, + "prediction_norm": 6.916386604309082, + "timestamp": "2025-07-14T12:34:01.964676" + }, + { + "epoch": 803, + "batch_idx": 64, + "loss": 0.27846387028694153, + "learning_rate": 0.0006522659158058247, + "timestep_mean": 505.34375, + "epsilon_norm": 7.705268383026123, + "prediction_norm": 6.400585174560547, + "timestamp": "2025-07-14T12:34:01.969853" + }, + { + "epoch": 803, + "batch_idx": 96, + "loss": 0.20191690325737, + "learning_rate": 0.0006522659158058247, + "timestep_mean": 514.625, + "epsilon_norm": 8.357216835021973, + "prediction_norm": 7.308615207672119, + "timestamp": "2025-07-14T12:34:01.975203" + }, + { + "epoch": 803, + "batch_idx": 128, + "loss": 0.24871429800987244, + "learning_rate": 0.0006522659158058247, + "timestep_mean": 496.875, + "epsilon_norm": 6.83428430557251, + "prediction_norm": 5.500020980834961, + "timestamp": "2025-07-14T12:34:01.980392" + }, + { + "epoch": 803, + "batch_idx": 160, + "loss": 0.29260513186454773, + "learning_rate": 0.0006522659158058247, + "timestep_mean": 470.25, + "epsilon_norm": 7.929239273071289, + "prediction_norm": 6.372204780578613, + "timestamp": "2025-07-14T12:34:01.985581" + }, + { + "epoch": 803, + "batch_idx": 192, + "loss": 0.09479504823684692, + "learning_rate": 0.0006522659158058247, + "timestep_mean": 541.125, + "epsilon_norm": 4.623711109161377, + "prediction_norm": 4.017772674560547, + "timestamp": "2025-07-14T12:34:01.990756" + }, + { + "epoch": 804, + "batch_idx": 0, + "loss": 0.5184312462806702, + "learning_rate": 0.0006515176348163874, + "timestep_mean": 498.15625, + "epsilon_norm": 7.61539363861084, + "prediction_norm": 5.254964351654053, + "timestamp": "2025-07-14T12:34:01.995982" + }, + { + "epoch": 804, + "batch_idx": 32, + "loss": 0.20042824745178223, + "learning_rate": 0.0006515176348163874, + "timestep_mean": 552.5625, + "epsilon_norm": 6.97430419921875, + "prediction_norm": 5.806369304656982, + "timestamp": "2025-07-14T12:34:02.001146" + }, + { + "epoch": 804, + "batch_idx": 64, + "loss": 0.20348519086837769, + "learning_rate": 0.0006515176348163874, + "timestep_mean": 503.125, + "epsilon_norm": 6.30039119720459, + "prediction_norm": 5.153372764587402, + "timestamp": "2025-07-14T12:34:02.006377" + }, + { + "epoch": 804, + "batch_idx": 96, + "loss": 0.2896466851234436, + "learning_rate": 0.0006515176348163874, + "timestep_mean": 515.5625, + "epsilon_norm": 7.857169151306152, + "prediction_norm": 6.091118335723877, + "timestamp": "2025-07-14T12:34:02.011694" + }, + { + "epoch": 804, + "batch_idx": 128, + "loss": 0.23317669332027435, + "learning_rate": 0.0006515176348163874, + "timestep_mean": 592.46875, + "epsilon_norm": 8.15446949005127, + "prediction_norm": 6.6567487716674805, + "timestamp": "2025-07-14T12:34:02.017036" + }, + { + "epoch": 804, + "batch_idx": 160, + "loss": 0.2592674493789673, + "learning_rate": 0.0006515176348163874, + "timestep_mean": 487.96875, + "epsilon_norm": 7.86294412612915, + "prediction_norm": 6.179494857788086, + "timestamp": "2025-07-14T12:34:02.022143" + }, + { + "epoch": 804, + "batch_idx": 192, + "loss": 0.7348623275756836, + "learning_rate": 0.0006515176348163874, + "timestep_mean": 531.375, + "epsilon_norm": 3.911478281021118, + "prediction_norm": 2.699941873550415, + "timestamp": "2025-07-14T12:34:02.027272" + }, + { + "epoch": 805, + "batch_idx": 0, + "loss": 0.6148914098739624, + "learning_rate": 0.0006507689799722483, + "timestep_mean": 472.46875, + "epsilon_norm": 8.5003662109375, + "prediction_norm": 6.162399768829346, + "timestamp": "2025-07-14T12:34:02.032577" + }, + { + "epoch": 805, + "batch_idx": 32, + "loss": 0.3163471817970276, + "learning_rate": 0.0006507689799722483, + "timestep_mean": 561.46875, + "epsilon_norm": 9.322014808654785, + "prediction_norm": 7.3235650062561035, + "timestamp": "2025-07-14T12:34:02.037945" + }, + { + "epoch": 805, + "batch_idx": 64, + "loss": 0.14311820268630981, + "learning_rate": 0.0006507689799722483, + "timestep_mean": 551.40625, + "epsilon_norm": 7.459771633148193, + "prediction_norm": 6.5079169273376465, + "timestamp": "2025-07-14T12:34:02.043158" + }, + { + "epoch": 805, + "batch_idx": 96, + "loss": 0.2830383777618408, + "learning_rate": 0.0006507689799722483, + "timestep_mean": 540.0625, + "epsilon_norm": 6.9063825607299805, + "prediction_norm": 5.445450782775879, + "timestamp": "2025-07-14T12:34:02.048344" + }, + { + "epoch": 805, + "batch_idx": 128, + "loss": 0.2597595453262329, + "learning_rate": 0.0006507689799722483, + "timestep_mean": 529.71875, + "epsilon_norm": 8.195950508117676, + "prediction_norm": 6.799923419952393, + "timestamp": "2025-07-14T12:34:02.053570" + }, + { + "epoch": 805, + "batch_idx": 160, + "loss": 0.29470014572143555, + "learning_rate": 0.0006507689799722483, + "timestep_mean": 513.53125, + "epsilon_norm": 8.043654441833496, + "prediction_norm": 6.505262851715088, + "timestamp": "2025-07-14T12:34:02.058893" + }, + { + "epoch": 805, + "batch_idx": 192, + "loss": 0.3806828558444977, + "learning_rate": 0.0006507689799722483, + "timestep_mean": 487.75, + "epsilon_norm": 3.688227415084839, + "prediction_norm": 2.652770519256592, + "timestamp": "2025-07-14T12:34:02.063847" + }, + { + "epoch": 806, + "batch_idx": 0, + "loss": 0.2914409935474396, + "learning_rate": 0.0006500199531206387, + "timestep_mean": 470.65625, + "epsilon_norm": 7.920267581939697, + "prediction_norm": 7.009460926055908, + "timestamp": "2025-07-14T12:34:02.068730" + }, + { + "epoch": 806, + "batch_idx": 32, + "loss": 0.5138649940490723, + "learning_rate": 0.0006500199531206387, + "timestep_mean": 457.1875, + "epsilon_norm": 7.986525535583496, + "prediction_norm": 5.720874786376953, + "timestamp": "2025-07-14T12:34:02.073541" + }, + { + "epoch": 806, + "batch_idx": 64, + "loss": 0.27848345041275024, + "learning_rate": 0.0006500199531206387, + "timestep_mean": 467.4375, + "epsilon_norm": 8.045854568481445, + "prediction_norm": 7.567841529846191, + "timestamp": "2025-07-14T12:34:02.078350" + }, + { + "epoch": 806, + "batch_idx": 96, + "loss": 0.4912572503089905, + "learning_rate": 0.0006500199531206387, + "timestep_mean": 403.40625, + "epsilon_norm": 8.521934509277344, + "prediction_norm": 6.219618320465088, + "timestamp": "2025-07-14T12:34:02.083249" + }, + { + "epoch": 806, + "batch_idx": 128, + "loss": 0.28925079107284546, + "learning_rate": 0.0006500199531206387, + "timestep_mean": 535.0625, + "epsilon_norm": 8.834184646606445, + "prediction_norm": 7.630832195281982, + "timestamp": "2025-07-14T12:34:02.088140" + }, + { + "epoch": 806, + "batch_idx": 160, + "loss": 0.17330992221832275, + "learning_rate": 0.0006500199531206387, + "timestep_mean": 575.125, + "epsilon_norm": 8.460824966430664, + "prediction_norm": 8.569632530212402, + "timestamp": "2025-07-14T12:34:02.092962" + }, + { + "epoch": 806, + "batch_idx": 192, + "loss": 0.19926488399505615, + "learning_rate": 0.0006500199531206387, + "timestep_mean": 488.625, + "epsilon_norm": 3.4770870208740234, + "prediction_norm": 2.926938772201538, + "timestamp": "2025-07-14T12:34:02.097795" + }, + { + "epoch": 807, + "batch_idx": 0, + "loss": 0.1980466991662979, + "learning_rate": 0.0006492705561097076, + "timestep_mean": 497.9375, + "epsilon_norm": 8.129674911499023, + "prediction_norm": 7.785244464874268, + "timestamp": "2025-07-14T12:34:02.103785" + }, + { + "epoch": 807, + "batch_idx": 32, + "loss": 0.62508624792099, + "learning_rate": 0.0006492705561097076, + "timestep_mean": 418.21875, + "epsilon_norm": 9.560147285461426, + "prediction_norm": 7.460549354553223, + "timestamp": "2025-07-14T12:34:02.111806" + }, + { + "epoch": 807, + "batch_idx": 64, + "loss": 0.26681432127952576, + "learning_rate": 0.0006492705561097076, + "timestep_mean": 499.96875, + "epsilon_norm": 7.8274359703063965, + "prediction_norm": 7.737584114074707, + "timestamp": "2025-07-14T12:34:02.116643" + }, + { + "epoch": 807, + "batch_idx": 96, + "loss": 0.2194390445947647, + "learning_rate": 0.0006492705561097076, + "timestep_mean": 484.15625, + "epsilon_norm": 8.134075164794922, + "prediction_norm": 7.496742248535156, + "timestamp": "2025-07-14T12:34:02.121332" + }, + { + "epoch": 807, + "batch_idx": 128, + "loss": 0.21653953194618225, + "learning_rate": 0.0006492705561097076, + "timestep_mean": 488.21875, + "epsilon_norm": 7.1511311531066895, + "prediction_norm": 6.216290473937988, + "timestamp": "2025-07-14T12:34:02.125996" + }, + { + "epoch": 807, + "batch_idx": 160, + "loss": 0.4121299386024475, + "learning_rate": 0.0006492705561097076, + "timestep_mean": 532.9375, + "epsilon_norm": 8.203878402709961, + "prediction_norm": 6.673356056213379, + "timestamp": "2025-07-14T12:34:02.130725" + }, + { + "epoch": 807, + "batch_idx": 192, + "loss": 1.1171455383300781, + "learning_rate": 0.0006492705561097076, + "timestep_mean": 331.875, + "epsilon_norm": 5.5659027099609375, + "prediction_norm": 2.636416435241699, + "timestamp": "2025-07-14T12:34:02.135375" + }, + { + "epoch": 808, + "batch_idx": 0, + "loss": 0.4166867136955261, + "learning_rate": 0.0006485207907885179, + "timestep_mean": 448.625, + "epsilon_norm": 8.076786994934082, + "prediction_norm": 6.189014434814453, + "timestamp": "2025-07-14T12:34:02.140095" + }, + { + "epoch": 808, + "batch_idx": 32, + "loss": 0.1450384259223938, + "learning_rate": 0.0006485207907885179, + "timestep_mean": 496.5, + "epsilon_norm": 8.023625373840332, + "prediction_norm": 7.079674243927002, + "timestamp": "2025-07-14T12:34:02.144748" + }, + { + "epoch": 808, + "batch_idx": 64, + "loss": 0.22281666100025177, + "learning_rate": 0.0006485207907885179, + "timestep_mean": 444.40625, + "epsilon_norm": 7.8275580406188965, + "prediction_norm": 6.77864408493042, + "timestamp": "2025-07-14T12:34:02.149402" + }, + { + "epoch": 808, + "batch_idx": 96, + "loss": 0.23483321070671082, + "learning_rate": 0.0006485207907885179, + "timestep_mean": 551.4375, + "epsilon_norm": 6.8005595207214355, + "prediction_norm": 5.62003231048584, + "timestamp": "2025-07-14T12:34:02.154232" + }, + { + "epoch": 808, + "batch_idx": 128, + "loss": 0.21918576955795288, + "learning_rate": 0.0006485207907885179, + "timestep_mean": 492.78125, + "epsilon_norm": 6.992062091827393, + "prediction_norm": 5.676955699920654, + "timestamp": "2025-07-14T12:34:02.158899" + }, + { + "epoch": 808, + "batch_idx": 160, + "loss": 0.23040050268173218, + "learning_rate": 0.0006485207907885179, + "timestep_mean": 518.5, + "epsilon_norm": 6.895893096923828, + "prediction_norm": 5.945461273193359, + "timestamp": "2025-07-14T12:34:02.163553" + }, + { + "epoch": 808, + "batch_idx": 192, + "loss": 0.16008810698986053, + "learning_rate": 0.0006485207907885179, + "timestep_mean": 669.375, + "epsilon_norm": 3.2616593837738037, + "prediction_norm": 2.8207476139068604, + "timestamp": "2025-07-14T12:34:02.168195" + }, + { + "epoch": 809, + "batch_idx": 0, + "loss": 0.3543316721916199, + "learning_rate": 0.000647770659007041, + "timestep_mean": 449.9375, + "epsilon_norm": 7.568753242492676, + "prediction_norm": 5.339426040649414, + "timestamp": "2025-07-14T12:34:02.172901" + }, + { + "epoch": 809, + "batch_idx": 32, + "loss": 0.40054404735565186, + "learning_rate": 0.000647770659007041, + "timestep_mean": 393.03125, + "epsilon_norm": 6.992609977722168, + "prediction_norm": 5.2926225662231445, + "timestamp": "2025-07-14T12:34:02.177642" + }, + { + "epoch": 809, + "batch_idx": 64, + "loss": 0.3537752032279968, + "learning_rate": 0.000647770659007041, + "timestep_mean": 503.625, + "epsilon_norm": 7.932925224304199, + "prediction_norm": 6.430522918701172, + "timestamp": "2025-07-14T12:34:02.182316" + }, + { + "epoch": 809, + "batch_idx": 96, + "loss": 0.11531755328178406, + "learning_rate": 0.000647770659007041, + "timestep_mean": 601.90625, + "epsilon_norm": 7.502579689025879, + "prediction_norm": 7.321255207061768, + "timestamp": "2025-07-14T12:34:02.187053" + }, + { + "epoch": 809, + "batch_idx": 128, + "loss": 0.18880745768547058, + "learning_rate": 0.000647770659007041, + "timestep_mean": 531.75, + "epsilon_norm": 6.324785232543945, + "prediction_norm": 5.197040557861328, + "timestamp": "2025-07-14T12:34:02.191778" + }, + { + "epoch": 809, + "batch_idx": 160, + "loss": 0.41208210587501526, + "learning_rate": 0.000647770659007041, + "timestep_mean": 428.21875, + "epsilon_norm": 7.681751728057861, + "prediction_norm": 6.036311626434326, + "timestamp": "2025-07-14T12:34:02.196476" + }, + { + "epoch": 809, + "batch_idx": 192, + "loss": 0.3014373183250427, + "learning_rate": 0.000647770659007041, + "timestep_mean": 479.625, + "epsilon_norm": 5.298951625823975, + "prediction_norm": 4.8196845054626465, + "timestamp": "2025-07-14T12:34:02.201147" + }, + { + "epoch": 810, + "batch_idx": 0, + "loss": 0.15581881999969482, + "learning_rate": 0.0006470201626161524, + "timestep_mean": 600.15625, + "epsilon_norm": 7.696084499359131, + "prediction_norm": 6.754247188568115, + "timestamp": "2025-07-14T12:34:02.205934" + }, + { + "epoch": 810, + "batch_idx": 32, + "loss": 0.16043147444725037, + "learning_rate": 0.0006470201626161524, + "timestep_mean": 551.34375, + "epsilon_norm": 6.827479362487793, + "prediction_norm": 6.081067085266113, + "timestamp": "2025-07-14T12:34:02.210673" + }, + { + "epoch": 810, + "batch_idx": 64, + "loss": 0.3063507676124573, + "learning_rate": 0.0006470201626161524, + "timestep_mean": 429.25, + "epsilon_norm": 8.183406829833984, + "prediction_norm": 6.80269718170166, + "timestamp": "2025-07-14T12:34:02.215414" + }, + { + "epoch": 810, + "batch_idx": 96, + "loss": 0.4350782632827759, + "learning_rate": 0.0006470201626161524, + "timestep_mean": 508.03125, + "epsilon_norm": 9.455588340759277, + "prediction_norm": 7.511597633361816, + "timestamp": "2025-07-14T12:34:02.220140" + }, + { + "epoch": 810, + "batch_idx": 128, + "loss": 0.24228443205356598, + "learning_rate": 0.0006470201626161524, + "timestep_mean": 435.0625, + "epsilon_norm": 8.25490951538086, + "prediction_norm": 8.024225234985352, + "timestamp": "2025-07-14T12:34:02.224937" + }, + { + "epoch": 810, + "batch_idx": 160, + "loss": 0.33246099948883057, + "learning_rate": 0.0006470201626161524, + "timestep_mean": 472.75, + "epsilon_norm": 7.230940818786621, + "prediction_norm": 5.744312763214111, + "timestamp": "2025-07-14T12:34:02.229743" + }, + { + "epoch": 810, + "batch_idx": 192, + "loss": 0.08441894501447678, + "learning_rate": 0.0006470201626161524, + "timestep_mean": 579.0, + "epsilon_norm": 4.698655605316162, + "prediction_norm": 4.689125061035156, + "timestamp": "2025-07-14T12:34:02.234520" + }, + { + "epoch": 811, + "batch_idx": 0, + "loss": 0.3104667067527771, + "learning_rate": 0.0006462693034676274, + "timestep_mean": 532.0, + "epsilon_norm": 7.968264579772949, + "prediction_norm": 6.311712741851807, + "timestamp": "2025-07-14T12:34:02.239299" + }, + { + "epoch": 811, + "batch_idx": 32, + "loss": 0.18210026621818542, + "learning_rate": 0.0006462693034676274, + "timestep_mean": 558.59375, + "epsilon_norm": 7.892883777618408, + "prediction_norm": 7.263368129730225, + "timestamp": "2025-07-14T12:34:02.244166" + }, + { + "epoch": 811, + "batch_idx": 64, + "loss": 0.35653263330459595, + "learning_rate": 0.0006462693034676274, + "timestep_mean": 508.875, + "epsilon_norm": 8.980022430419922, + "prediction_norm": 7.373626708984375, + "timestamp": "2025-07-14T12:34:02.248958" + }, + { + "epoch": 811, + "batch_idx": 96, + "loss": 0.5353724956512451, + "learning_rate": 0.0006462693034676274, + "timestep_mean": 458.71875, + "epsilon_norm": 9.125024795532227, + "prediction_norm": 6.741667747497559, + "timestamp": "2025-07-14T12:34:02.253803" + }, + { + "epoch": 811, + "batch_idx": 128, + "loss": 0.1835031807422638, + "learning_rate": 0.0006462693034676274, + "timestep_mean": 430.0625, + "epsilon_norm": 7.1335883140563965, + "prediction_norm": 6.504061698913574, + "timestamp": "2025-07-14T12:34:02.258691" + }, + { + "epoch": 811, + "batch_idx": 160, + "loss": 0.19237935543060303, + "learning_rate": 0.0006462693034676274, + "timestep_mean": 411.8125, + "epsilon_norm": 7.138692855834961, + "prediction_norm": 6.23099422454834, + "timestamp": "2025-07-14T12:34:02.263526" + }, + { + "epoch": 811, + "batch_idx": 192, + "loss": 0.22783717513084412, + "learning_rate": 0.0006462693034676274, + "timestep_mean": 424.125, + "epsilon_norm": 3.244101047515869, + "prediction_norm": 2.6274774074554443, + "timestamp": "2025-07-14T12:34:02.268404" + }, + { + "epoch": 812, + "batch_idx": 0, + "loss": 0.151508629322052, + "learning_rate": 0.0006455180834141364, + "timestep_mean": 612.4375, + "epsilon_norm": 7.488368511199951, + "prediction_norm": 6.860332012176514, + "timestamp": "2025-07-14T12:34:02.273234" + }, + { + "epoch": 812, + "batch_idx": 32, + "loss": 0.33326607942581177, + "learning_rate": 0.0006455180834141364, + "timestep_mean": 470.84375, + "epsilon_norm": 9.3839750289917, + "prediction_norm": 8.363147735595703, + "timestamp": "2025-07-14T12:34:02.278091" + }, + { + "epoch": 812, + "batch_idx": 64, + "loss": 0.318783164024353, + "learning_rate": 0.0006455180834141364, + "timestep_mean": 555.75, + "epsilon_norm": 8.161530494689941, + "prediction_norm": 6.732138156890869, + "timestamp": "2025-07-14T12:34:02.282989" + }, + { + "epoch": 812, + "batch_idx": 96, + "loss": 0.25124427676200867, + "learning_rate": 0.0006455180834141364, + "timestep_mean": 448.65625, + "epsilon_norm": 6.623193740844727, + "prediction_norm": 6.535636901855469, + "timestamp": "2025-07-14T12:34:02.288126" + }, + { + "epoch": 812, + "batch_idx": 128, + "loss": 0.1620347648859024, + "learning_rate": 0.0006455180834141364, + "timestep_mean": 534.125, + "epsilon_norm": 8.4708251953125, + "prediction_norm": 7.752806186676025, + "timestamp": "2025-07-14T12:34:02.293332" + }, + { + "epoch": 812, + "batch_idx": 160, + "loss": 0.22174830734729767, + "learning_rate": 0.0006455180834141364, + "timestep_mean": 481.1875, + "epsilon_norm": 7.686550617218018, + "prediction_norm": 6.721316337585449, + "timestamp": "2025-07-14T12:34:02.298490" + }, + { + "epoch": 812, + "batch_idx": 192, + "loss": 0.20101912319660187, + "learning_rate": 0.0006455180834141364, + "timestep_mean": 637.625, + "epsilon_norm": 4.807067394256592, + "prediction_norm": 4.309231281280518, + "timestamp": "2025-07-14T12:34:02.304928" + }, + { + "epoch": 813, + "batch_idx": 0, + "loss": 0.15336382389068604, + "learning_rate": 0.00064476650430924, + "timestep_mean": 492.6875, + "epsilon_norm": 7.4829936027526855, + "prediction_norm": 7.2814860343933105, + "timestamp": "2025-07-14T12:34:02.310110" + }, + { + "epoch": 813, + "batch_idx": 32, + "loss": 0.2768949568271637, + "learning_rate": 0.00064476650430924, + "timestep_mean": 479.4375, + "epsilon_norm": 8.207890510559082, + "prediction_norm": 7.117623805999756, + "timestamp": "2025-07-14T12:34:02.315191" + }, + { + "epoch": 813, + "batch_idx": 64, + "loss": 0.32839539647102356, + "learning_rate": 0.00064476650430924, + "timestep_mean": 486.9375, + "epsilon_norm": 7.539921760559082, + "prediction_norm": 6.175673961639404, + "timestamp": "2025-07-14T12:34:02.320330" + }, + { + "epoch": 813, + "batch_idx": 96, + "loss": 0.17830930650234222, + "learning_rate": 0.00064476650430924, + "timestep_mean": 445.65625, + "epsilon_norm": 8.39754867553711, + "prediction_norm": 7.952093124389648, + "timestamp": "2025-07-14T12:34:02.325617" + }, + { + "epoch": 813, + "batch_idx": 128, + "loss": 0.183661550283432, + "learning_rate": 0.00064476650430924, + "timestep_mean": 508.1875, + "epsilon_norm": 6.857404708862305, + "prediction_norm": 5.237751483917236, + "timestamp": "2025-07-14T12:34:02.330679" + }, + { + "epoch": 813, + "batch_idx": 160, + "loss": 0.46664929389953613, + "learning_rate": 0.00064476650430924, + "timestep_mean": 438.6875, + "epsilon_norm": 8.748891830444336, + "prediction_norm": 6.0976948738098145, + "timestamp": "2025-07-14T12:34:02.335679" + }, + { + "epoch": 813, + "batch_idx": 192, + "loss": 0.32512369751930237, + "learning_rate": 0.00064476650430924, + "timestep_mean": 619.125, + "epsilon_norm": 5.348898887634277, + "prediction_norm": 4.748053550720215, + "timestamp": "2025-07-14T12:34:02.340789" + }, + { + "epoch": 814, + "batch_idx": 0, + "loss": 0.26724275946617126, + "learning_rate": 0.000644014568007385, + "timestep_mean": 552.34375, + "epsilon_norm": 8.008853912353516, + "prediction_norm": 6.996530055999756, + "timestamp": "2025-07-14T12:34:02.345980" + }, + { + "epoch": 814, + "batch_idx": 32, + "loss": 0.3598681092262268, + "learning_rate": 0.000644014568007385, + "timestep_mean": 522.53125, + "epsilon_norm": 8.139256477355957, + "prediction_norm": 6.011812210083008, + "timestamp": "2025-07-14T12:34:02.351270" + }, + { + "epoch": 814, + "batch_idx": 64, + "loss": 0.4615197777748108, + "learning_rate": 0.000644014568007385, + "timestep_mean": 490.71875, + "epsilon_norm": 8.755722045898438, + "prediction_norm": 6.217837810516357, + "timestamp": "2025-07-14T12:34:02.356439" + }, + { + "epoch": 814, + "batch_idx": 96, + "loss": 0.2366911768913269, + "learning_rate": 0.000644014568007385, + "timestep_mean": 458.03125, + "epsilon_norm": 8.483570098876953, + "prediction_norm": 7.40541934967041, + "timestamp": "2025-07-14T12:34:02.361531" + }, + { + "epoch": 814, + "batch_idx": 128, + "loss": 0.2488025575876236, + "learning_rate": 0.000644014568007385, + "timestep_mean": 416.21875, + "epsilon_norm": 8.094294548034668, + "prediction_norm": 6.712893486022949, + "timestamp": "2025-07-14T12:34:02.366687" + }, + { + "epoch": 814, + "batch_idx": 160, + "loss": 0.1950247883796692, + "learning_rate": 0.000644014568007385, + "timestep_mean": 537.65625, + "epsilon_norm": 9.69729232788086, + "prediction_norm": 8.669432640075684, + "timestamp": "2025-07-14T12:34:02.371791" + }, + { + "epoch": 814, + "batch_idx": 192, + "loss": 0.2531575560569763, + "learning_rate": 0.000644014568007385, + "timestep_mean": 646.125, + "epsilon_norm": 3.491222620010376, + "prediction_norm": 3.5081284046173096, + "timestamp": "2025-07-14T12:34:02.376757" + }, + { + "epoch": 815, + "batch_idx": 0, + "loss": 0.26010650396347046, + "learning_rate": 0.0006432622763638996, + "timestep_mean": 543.0625, + "epsilon_norm": 7.592711448669434, + "prediction_norm": 6.79888916015625, + "timestamp": "2025-07-14T12:34:02.381591" + }, + { + "epoch": 815, + "batch_idx": 32, + "loss": 0.29123908281326294, + "learning_rate": 0.0006432622763638996, + "timestep_mean": 497.09375, + "epsilon_norm": 7.895913600921631, + "prediction_norm": 7.308589458465576, + "timestamp": "2025-07-14T12:34:02.386385" + }, + { + "epoch": 815, + "batch_idx": 64, + "loss": 0.27073630690574646, + "learning_rate": 0.0006432622763638996, + "timestep_mean": 453.75, + "epsilon_norm": 7.587109088897705, + "prediction_norm": 6.294862747192383, + "timestamp": "2025-07-14T12:34:02.391279" + }, + { + "epoch": 815, + "batch_idx": 96, + "loss": 0.31636562943458557, + "learning_rate": 0.0006432622763638996, + "timestep_mean": 505.75, + "epsilon_norm": 9.413114547729492, + "prediction_norm": 8.007403373718262, + "timestamp": "2025-07-14T12:34:02.396302" + }, + { + "epoch": 815, + "batch_idx": 128, + "loss": 0.13350394368171692, + "learning_rate": 0.0006432622763638996, + "timestep_mean": 562.28125, + "epsilon_norm": 7.30978536605835, + "prediction_norm": 7.492107391357422, + "timestamp": "2025-07-14T12:34:02.401146" + }, + { + "epoch": 815, + "batch_idx": 160, + "loss": 0.3181757926940918, + "learning_rate": 0.0006432622763638996, + "timestep_mean": 504.75, + "epsilon_norm": 7.355043411254883, + "prediction_norm": 6.58603048324585, + "timestamp": "2025-07-14T12:34:02.406124" + }, + { + "epoch": 815, + "batch_idx": 192, + "loss": 0.1962514966726303, + "learning_rate": 0.0006432622763638996, + "timestep_mean": 542.125, + "epsilon_norm": 4.4612321853637695, + "prediction_norm": 3.8171985149383545, + "timestamp": "2025-07-14T12:34:02.410992" + }, + { + "epoch": 816, + "batch_idx": 0, + "loss": 0.33695918321609497, + "learning_rate": 0.0006425096312349885, + "timestep_mean": 546.59375, + "epsilon_norm": 10.18409538269043, + "prediction_norm": 8.381742477416992, + "timestamp": "2025-07-14T12:34:02.415988" + }, + { + "epoch": 816, + "batch_idx": 32, + "loss": 0.5668501853942871, + "learning_rate": 0.0006425096312349885, + "timestep_mean": 532.3125, + "epsilon_norm": 8.532628059387207, + "prediction_norm": 5.986341953277588, + "timestamp": "2025-07-14T12:34:02.421151" + }, + { + "epoch": 816, + "batch_idx": 64, + "loss": 0.13129106163978577, + "learning_rate": 0.0006425096312349885, + "timestep_mean": 559.5625, + "epsilon_norm": 7.220187664031982, + "prediction_norm": 6.789241313934326, + "timestamp": "2025-07-14T12:34:02.426085" + }, + { + "epoch": 816, + "batch_idx": 96, + "loss": 0.2088651955127716, + "learning_rate": 0.0006425096312349885, + "timestep_mean": 541.78125, + "epsilon_norm": 9.26222038269043, + "prediction_norm": 7.9471821784973145, + "timestamp": "2025-07-14T12:34:02.431011" + }, + { + "epoch": 816, + "batch_idx": 128, + "loss": 0.2834419906139374, + "learning_rate": 0.0006425096312349885, + "timestep_mean": 518.28125, + "epsilon_norm": 6.964008808135986, + "prediction_norm": 4.977497577667236, + "timestamp": "2025-07-14T12:34:02.435946" + }, + { + "epoch": 816, + "batch_idx": 160, + "loss": 0.12897494435310364, + "learning_rate": 0.0006425096312349885, + "timestep_mean": 588.4375, + "epsilon_norm": 8.034679412841797, + "prediction_norm": 7.287677764892578, + "timestamp": "2025-07-14T12:34:02.440856" + }, + { + "epoch": 816, + "batch_idx": 192, + "loss": 0.6466503143310547, + "learning_rate": 0.0006425096312349885, + "timestep_mean": 437.625, + "epsilon_norm": 4.162496566772461, + "prediction_norm": 2.791588544845581, + "timestamp": "2025-07-14T12:34:02.445829" + }, + { + "epoch": 817, + "batch_idx": 0, + "loss": 0.311972975730896, + "learning_rate": 0.000641756634477729, + "timestep_mean": 492.375, + "epsilon_norm": 7.575748443603516, + "prediction_norm": 5.845742702484131, + "timestamp": "2025-07-14T12:34:02.450715" + }, + { + "epoch": 817, + "batch_idx": 32, + "loss": 0.19542455673217773, + "learning_rate": 0.000641756634477729, + "timestep_mean": 512.59375, + "epsilon_norm": 7.43574857711792, + "prediction_norm": 6.698965072631836, + "timestamp": "2025-07-14T12:34:02.455549" + }, + { + "epoch": 817, + "batch_idx": 64, + "loss": 0.5876585245132446, + "learning_rate": 0.000641756634477729, + "timestep_mean": 406.09375, + "epsilon_norm": 8.678873062133789, + "prediction_norm": 5.308974266052246, + "timestamp": "2025-07-14T12:34:02.460438" + }, + { + "epoch": 817, + "batch_idx": 96, + "loss": 0.2411951720714569, + "learning_rate": 0.000641756634477729, + "timestep_mean": 455.5, + "epsilon_norm": 7.338451385498047, + "prediction_norm": 6.120917320251465, + "timestamp": "2025-07-14T12:34:02.465328" + }, + { + "epoch": 817, + "batch_idx": 128, + "loss": 0.3699111342430115, + "learning_rate": 0.000641756634477729, + "timestep_mean": 447.09375, + "epsilon_norm": 8.064077377319336, + "prediction_norm": 6.32972526550293, + "timestamp": "2025-07-14T12:34:02.470206" + }, + { + "epoch": 817, + "batch_idx": 160, + "loss": 0.29707610607147217, + "learning_rate": 0.000641756634477729, + "timestep_mean": 449.0, + "epsilon_norm": 8.162906646728516, + "prediction_norm": 6.969390869140625, + "timestamp": "2025-07-14T12:34:02.475116" + }, + { + "epoch": 817, + "batch_idx": 192, + "loss": 0.10941049456596375, + "learning_rate": 0.000641756634477729, + "timestep_mean": 460.25, + "epsilon_norm": 2.3230865001678467, + "prediction_norm": 1.9388740062713623, + "timestamp": "2025-07-14T12:34:02.480039" + }, + { + "epoch": 818, + "batch_idx": 0, + "loss": 0.1587219387292862, + "learning_rate": 0.0006410032879500652, + "timestep_mean": 497.0, + "epsilon_norm": 7.766716480255127, + "prediction_norm": 7.7886176109313965, + "timestamp": "2025-07-14T12:34:02.484890" + }, + { + "epoch": 818, + "batch_idx": 32, + "loss": 0.35897427797317505, + "learning_rate": 0.0006410032879500652, + "timestep_mean": 405.15625, + "epsilon_norm": 7.953383445739746, + "prediction_norm": 6.112918376922607, + "timestamp": "2025-07-14T12:34:02.489801" + }, + { + "epoch": 818, + "batch_idx": 64, + "loss": 0.2246755063533783, + "learning_rate": 0.0006410032879500652, + "timestep_mean": 518.96875, + "epsilon_norm": 9.302214622497559, + "prediction_norm": 9.252885818481445, + "timestamp": "2025-07-14T12:34:02.494698" + }, + { + "epoch": 818, + "batch_idx": 96, + "loss": 0.3506840467453003, + "learning_rate": 0.0006410032879500652, + "timestep_mean": 454.8125, + "epsilon_norm": 8.253729820251465, + "prediction_norm": 6.959712028503418, + "timestamp": "2025-07-14T12:34:02.499636" + }, + { + "epoch": 818, + "batch_idx": 128, + "loss": 0.15138250589370728, + "learning_rate": 0.0006410032879500652, + "timestep_mean": 443.25, + "epsilon_norm": 7.2521491050720215, + "prediction_norm": 7.054692268371582, + "timestamp": "2025-07-14T12:34:02.504599" + }, + { + "epoch": 818, + "batch_idx": 160, + "loss": 0.2232079803943634, + "learning_rate": 0.0006410032879500652, + "timestep_mean": 545.96875, + "epsilon_norm": 7.897329330444336, + "prediction_norm": 7.6661505699157715, + "timestamp": "2025-07-14T12:34:02.509432" + }, + { + "epoch": 818, + "batch_idx": 192, + "loss": 1.1934984922409058, + "learning_rate": 0.0006410032879500652, + "timestep_mean": 368.75, + "epsilon_norm": 4.948817253112793, + "prediction_norm": 2.558048963546753, + "timestamp": "2025-07-14T12:34:02.514298" + }, + { + "epoch": 819, + "batch_idx": 0, + "loss": 0.2708583474159241, + "learning_rate": 0.0006402495935108052, + "timestep_mean": 490.59375, + "epsilon_norm": 8.519153594970703, + "prediction_norm": 7.467766284942627, + "timestamp": "2025-07-14T12:34:02.519202" + }, + { + "epoch": 819, + "batch_idx": 32, + "loss": 0.2864284813404083, + "learning_rate": 0.0006402495935108052, + "timestep_mean": 517.46875, + "epsilon_norm": 6.725096225738525, + "prediction_norm": 5.260704517364502, + "timestamp": "2025-07-14T12:34:02.524115" + }, + { + "epoch": 819, + "batch_idx": 64, + "loss": 0.48208358883857727, + "learning_rate": 0.0006402495935108052, + "timestep_mean": 547.09375, + "epsilon_norm": 8.891767501831055, + "prediction_norm": 6.812483310699463, + "timestamp": "2025-07-14T12:34:02.529020" + }, + { + "epoch": 819, + "batch_idx": 96, + "loss": 0.15951675176620483, + "learning_rate": 0.0006402495935108052, + "timestep_mean": 574.0625, + "epsilon_norm": 7.995936393737793, + "prediction_norm": 7.290929317474365, + "timestamp": "2025-07-14T12:34:02.534003" + }, + { + "epoch": 819, + "batch_idx": 128, + "loss": 0.3488968014717102, + "learning_rate": 0.0006402495935108052, + "timestep_mean": 402.71875, + "epsilon_norm": 7.3036603927612305, + "prediction_norm": 6.004515171051025, + "timestamp": "2025-07-14T12:34:02.538860" + }, + { + "epoch": 819, + "batch_idx": 160, + "loss": 0.21593411266803741, + "learning_rate": 0.0006402495935108052, + "timestep_mean": 545.96875, + "epsilon_norm": 7.815529823303223, + "prediction_norm": 7.157112121582031, + "timestamp": "2025-07-14T12:34:02.543695" + }, + { + "epoch": 819, + "batch_idx": 192, + "loss": 0.013356588780879974, + "learning_rate": 0.0006402495935108052, + "timestep_mean": 711.0, + "epsilon_norm": 3.7887909412384033, + "prediction_norm": 3.766507387161255, + "timestamp": "2025-07-14T12:34:02.548539" + }, + { + "epoch": 820, + "batch_idx": 0, + "loss": 0.19320419430732727, + "learning_rate": 0.0006394955530196151, + "timestep_mean": 522.75, + "epsilon_norm": 7.5504913330078125, + "prediction_norm": 6.675360202789307, + "timestamp": "2025-07-14T12:34:02.553453" + }, + { + "epoch": 820, + "batch_idx": 32, + "loss": 0.24963238835334778, + "learning_rate": 0.0006394955530196151, + "timestep_mean": 449.09375, + "epsilon_norm": 6.688511848449707, + "prediction_norm": 5.961224555969238, + "timestamp": "2025-07-14T12:34:02.558415" + }, + { + "epoch": 820, + "batch_idx": 64, + "loss": 0.22993320226669312, + "learning_rate": 0.0006394955530196151, + "timestep_mean": 470.84375, + "epsilon_norm": 7.746649742126465, + "prediction_norm": 6.968139171600342, + "timestamp": "2025-07-14T12:34:02.563334" + }, + { + "epoch": 820, + "batch_idx": 96, + "loss": 0.16654053330421448, + "learning_rate": 0.0006394955530196151, + "timestep_mean": 452.53125, + "epsilon_norm": 7.524998188018799, + "prediction_norm": 6.586517333984375, + "timestamp": "2025-07-14T12:34:02.568217" + }, + { + "epoch": 820, + "batch_idx": 128, + "loss": 0.3652299642562866, + "learning_rate": 0.0006394955530196151, + "timestep_mean": 480.34375, + "epsilon_norm": 8.773778915405273, + "prediction_norm": 7.417643070220947, + "timestamp": "2025-07-14T12:34:02.573105" + }, + { + "epoch": 820, + "batch_idx": 160, + "loss": 0.29314935207366943, + "learning_rate": 0.0006394955530196151, + "timestep_mean": 544.9375, + "epsilon_norm": 8.18967056274414, + "prediction_norm": 6.396864414215088, + "timestamp": "2025-07-14T12:34:02.578000" + }, + { + "epoch": 820, + "batch_idx": 192, + "loss": 0.4122251868247986, + "learning_rate": 0.0006394955530196151, + "timestep_mean": 502.25, + "epsilon_norm": 4.6176276206970215, + "prediction_norm": 3.638521671295166, + "timestamp": "2025-07-14T12:34:02.582817" + }, + { + "epoch": 821, + "batch_idx": 0, + "loss": 0.40188461542129517, + "learning_rate": 0.0006387411683370148, + "timestep_mean": 529.75, + "epsilon_norm": 7.8805646896362305, + "prediction_norm": 5.337419509887695, + "timestamp": "2025-07-14T12:34:02.587777" + }, + { + "epoch": 821, + "batch_idx": 32, + "loss": 0.3610841631889343, + "learning_rate": 0.0006387411683370148, + "timestep_mean": 491.1875, + "epsilon_norm": 7.307289123535156, + "prediction_norm": 5.602691650390625, + "timestamp": "2025-07-14T12:34:02.592631" + }, + { + "epoch": 821, + "batch_idx": 64, + "loss": 0.3306385278701782, + "learning_rate": 0.0006387411683370148, + "timestep_mean": 524.34375, + "epsilon_norm": 8.379877090454102, + "prediction_norm": 6.911374568939209, + "timestamp": "2025-07-14T12:34:02.597586" + }, + { + "epoch": 821, + "batch_idx": 96, + "loss": 0.17059390246868134, + "learning_rate": 0.0006387411683370148, + "timestep_mean": 490.4375, + "epsilon_norm": 7.659287929534912, + "prediction_norm": 6.698213577270508, + "timestamp": "2025-07-14T12:34:02.602480" + }, + { + "epoch": 821, + "batch_idx": 128, + "loss": 0.29491540789604187, + "learning_rate": 0.0006387411683370148, + "timestep_mean": 481.84375, + "epsilon_norm": 8.012574195861816, + "prediction_norm": 6.724267482757568, + "timestamp": "2025-07-14T12:34:02.607365" + }, + { + "epoch": 821, + "batch_idx": 160, + "loss": 0.2916371822357178, + "learning_rate": 0.0006387411683370148, + "timestep_mean": 462.21875, + "epsilon_norm": 7.7078537940979, + "prediction_norm": 6.078029632568359, + "timestamp": "2025-07-14T12:34:02.612283" + }, + { + "epoch": 821, + "batch_idx": 192, + "loss": 0.5327258706092834, + "learning_rate": 0.0006387411683370148, + "timestep_mean": 475.5, + "epsilon_norm": 4.41227388381958, + "prediction_norm": 2.93615984916687, + "timestamp": "2025-07-14T12:34:02.617177" + }, + { + "epoch": 822, + "batch_idx": 0, + "loss": 0.1785198450088501, + "learning_rate": 0.0006379864413243733, + "timestep_mean": 562.75, + "epsilon_norm": 7.677400588989258, + "prediction_norm": 6.943445205688477, + "timestamp": "2025-07-14T12:34:02.622137" + }, + { + "epoch": 822, + "batch_idx": 32, + "loss": 0.22177261114120483, + "learning_rate": 0.0006379864413243733, + "timestep_mean": 553.84375, + "epsilon_norm": 8.04407024383545, + "prediction_norm": 6.933412551879883, + "timestamp": "2025-07-14T12:34:02.627021" + }, + { + "epoch": 822, + "batch_idx": 64, + "loss": 0.3485771715641022, + "learning_rate": 0.0006379864413243733, + "timestep_mean": 506.0625, + "epsilon_norm": 7.951786994934082, + "prediction_norm": 6.433498859405518, + "timestamp": "2025-07-14T12:34:02.631986" + }, + { + "epoch": 822, + "batch_idx": 96, + "loss": 0.22222068905830383, + "learning_rate": 0.0006379864413243733, + "timestep_mean": 375.9375, + "epsilon_norm": 8.99329662322998, + "prediction_norm": 7.87267541885376, + "timestamp": "2025-07-14T12:34:02.637005" + }, + { + "epoch": 822, + "batch_idx": 128, + "loss": 0.27526870369911194, + "learning_rate": 0.0006379864413243733, + "timestep_mean": 431.5625, + "epsilon_norm": 7.896076202392578, + "prediction_norm": 6.315722942352295, + "timestamp": "2025-07-14T12:34:02.642004" + }, + { + "epoch": 822, + "batch_idx": 160, + "loss": 0.38050350546836853, + "learning_rate": 0.0006379864413243733, + "timestep_mean": 501.90625, + "epsilon_norm": 8.676177978515625, + "prediction_norm": 7.009548187255859, + "timestamp": "2025-07-14T12:34:02.646862" + }, + { + "epoch": 822, + "batch_idx": 192, + "loss": 0.20846056938171387, + "learning_rate": 0.0006379864413243733, + "timestep_mean": 620.5, + "epsilon_norm": 4.594844818115234, + "prediction_norm": 3.74619722366333, + "timestamp": "2025-07-14T12:34:02.651792" + }, + { + "epoch": 823, + "batch_idx": 0, + "loss": 0.5443356037139893, + "learning_rate": 0.0006372313738439048, + "timestep_mean": 338.625, + "epsilon_norm": 8.379352569580078, + "prediction_norm": 5.9245381355285645, + "timestamp": "2025-07-14T12:34:02.656724" + }, + { + "epoch": 823, + "batch_idx": 32, + "loss": 0.39905846118927, + "learning_rate": 0.0006372313738439048, + "timestep_mean": 483.53125, + "epsilon_norm": 8.958727836608887, + "prediction_norm": 7.633352756500244, + "timestamp": "2025-07-14T12:34:02.661577" + }, + { + "epoch": 823, + "batch_idx": 64, + "loss": 0.4771541357040405, + "learning_rate": 0.0006372313738439048, + "timestep_mean": 481.1875, + "epsilon_norm": 8.367022514343262, + "prediction_norm": 6.289551258087158, + "timestamp": "2025-07-14T12:34:02.666416" + }, + { + "epoch": 823, + "batch_idx": 96, + "loss": 0.29061007499694824, + "learning_rate": 0.0006372313738439048, + "timestep_mean": 423.875, + "epsilon_norm": 7.987207412719727, + "prediction_norm": 6.854248046875, + "timestamp": "2025-07-14T12:34:02.671274" + }, + { + "epoch": 823, + "batch_idx": 128, + "loss": 0.2376582771539688, + "learning_rate": 0.0006372313738439048, + "timestep_mean": 447.75, + "epsilon_norm": 7.081725120544434, + "prediction_norm": 6.504429340362549, + "timestamp": "2025-07-14T12:34:02.676120" + }, + { + "epoch": 823, + "batch_idx": 160, + "loss": 0.3551504611968994, + "learning_rate": 0.0006372313738439048, + "timestep_mean": 484.75, + "epsilon_norm": 8.095494270324707, + "prediction_norm": 6.641974925994873, + "timestamp": "2025-07-14T12:34:02.681035" + }, + { + "epoch": 823, + "batch_idx": 192, + "loss": 0.7836132645606995, + "learning_rate": 0.0006372313738439048, + "timestep_mean": 366.75, + "epsilon_norm": 4.072246074676514, + "prediction_norm": 2.454413890838623, + "timestamp": "2025-07-14T12:34:02.685904" + }, + { + "epoch": 824, + "batch_idx": 0, + "loss": 0.16562160849571228, + "learning_rate": 0.0006364759677586631, + "timestep_mean": 534.96875, + "epsilon_norm": 6.423922061920166, + "prediction_norm": 6.091685771942139, + "timestamp": "2025-07-14T12:34:02.690792" + }, + { + "epoch": 824, + "batch_idx": 32, + "loss": 0.3069342374801636, + "learning_rate": 0.0006364759677586631, + "timestep_mean": 440.21875, + "epsilon_norm": 8.312809944152832, + "prediction_norm": 7.5287394523620605, + "timestamp": "2025-07-14T12:34:02.695714" + }, + { + "epoch": 824, + "batch_idx": 64, + "loss": 0.16363544762134552, + "learning_rate": 0.0006364759677586631, + "timestep_mean": 493.21875, + "epsilon_norm": 8.002480506896973, + "prediction_norm": 7.247742176055908, + "timestamp": "2025-07-14T12:34:02.700688" + }, + { + "epoch": 824, + "batch_idx": 96, + "loss": 0.3660391867160797, + "learning_rate": 0.0006364759677586631, + "timestep_mean": 482.28125, + "epsilon_norm": 7.8850908279418945, + "prediction_norm": 6.942089080810547, + "timestamp": "2025-07-14T12:34:02.709723" + }, + { + "epoch": 824, + "batch_idx": 128, + "loss": 0.2445056438446045, + "learning_rate": 0.0006364759677586631, + "timestep_mean": 560.25, + "epsilon_norm": 7.208876132965088, + "prediction_norm": 6.510278224945068, + "timestamp": "2025-07-14T12:34:02.714450" + }, + { + "epoch": 824, + "batch_idx": 160, + "loss": 0.21278561651706696, + "learning_rate": 0.0006364759677586631, + "timestep_mean": 520.90625, + "epsilon_norm": 7.71278715133667, + "prediction_norm": 6.683032512664795, + "timestamp": "2025-07-14T12:34:02.719148" + }, + { + "epoch": 824, + "batch_idx": 192, + "loss": 0.2789517641067505, + "learning_rate": 0.0006364759677586631, + "timestep_mean": 467.75, + "epsilon_norm": 3.6787636280059814, + "prediction_norm": 3.683598756790161, + "timestamp": "2025-07-14T12:34:02.723822" + }, + { + "epoch": 825, + "batch_idx": 0, + "loss": 0.2773803472518921, + "learning_rate": 0.0006357202249325375, + "timestep_mean": 470.59375, + "epsilon_norm": 8.05951976776123, + "prediction_norm": 7.067568778991699, + "timestamp": "2025-07-14T12:34:02.728530" + }, + { + "epoch": 825, + "batch_idx": 32, + "loss": 0.1976465880870819, + "learning_rate": 0.0006357202249325375, + "timestep_mean": 567.71875, + "epsilon_norm": 8.894318580627441, + "prediction_norm": 7.989524841308594, + "timestamp": "2025-07-14T12:34:02.733334" + }, + { + "epoch": 825, + "batch_idx": 64, + "loss": 0.3212294280529022, + "learning_rate": 0.0006357202249325375, + "timestep_mean": 446.9375, + "epsilon_norm": 8.356119155883789, + "prediction_norm": 7.446075439453125, + "timestamp": "2025-07-14T12:34:02.738033" + }, + { + "epoch": 825, + "batch_idx": 96, + "loss": 0.4167447090148926, + "learning_rate": 0.0006357202249325375, + "timestep_mean": 454.71875, + "epsilon_norm": 8.865126609802246, + "prediction_norm": 7.639034748077393, + "timestamp": "2025-07-14T12:34:02.742719" + }, + { + "epoch": 825, + "batch_idx": 128, + "loss": 0.23025420308113098, + "learning_rate": 0.0006357202249325375, + "timestep_mean": 443.625, + "epsilon_norm": 7.223183631896973, + "prediction_norm": 6.213339805603027, + "timestamp": "2025-07-14T12:34:02.747459" + }, + { + "epoch": 825, + "batch_idx": 160, + "loss": 0.22061477601528168, + "learning_rate": 0.0006357202249325375, + "timestep_mean": 561.6875, + "epsilon_norm": 6.576729774475098, + "prediction_norm": 6.171441078186035, + "timestamp": "2025-07-14T12:34:02.752155" + }, + { + "epoch": 825, + "batch_idx": 192, + "loss": 0.35068878531455994, + "learning_rate": 0.0006357202249325375, + "timestep_mean": 496.625, + "epsilon_norm": 3.7774062156677246, + "prediction_norm": 2.8433127403259277, + "timestamp": "2025-07-14T12:34:02.756830" + }, + { + "epoch": 826, + "batch_idx": 0, + "loss": 0.21346689760684967, + "learning_rate": 0.0006349641472302485, + "timestep_mean": 578.75, + "epsilon_norm": 7.012495040893555, + "prediction_norm": 6.396857261657715, + "timestamp": "2025-07-14T12:34:02.761612" + }, + { + "epoch": 826, + "batch_idx": 32, + "loss": 0.3197977542877197, + "learning_rate": 0.0006349641472302485, + "timestep_mean": 481.65625, + "epsilon_norm": 7.625764846801758, + "prediction_norm": 5.9224748611450195, + "timestamp": "2025-07-14T12:34:02.766315" + }, + { + "epoch": 826, + "batch_idx": 64, + "loss": 0.3588228225708008, + "learning_rate": 0.0006349641472302485, + "timestep_mean": 454.125, + "epsilon_norm": 7.222875118255615, + "prediction_norm": 5.3250861167907715, + "timestamp": "2025-07-14T12:34:02.771237" + }, + { + "epoch": 826, + "batch_idx": 96, + "loss": 0.3875557780265808, + "learning_rate": 0.0006349641472302485, + "timestep_mean": 407.625, + "epsilon_norm": 7.927419185638428, + "prediction_norm": 5.702438831329346, + "timestamp": "2025-07-14T12:34:02.775955" + }, + { + "epoch": 826, + "batch_idx": 128, + "loss": 0.26835083961486816, + "learning_rate": 0.0006349641472302485, + "timestep_mean": 486.9375, + "epsilon_norm": 7.572254180908203, + "prediction_norm": 5.961175441741943, + "timestamp": "2025-07-14T12:34:02.780687" + }, + { + "epoch": 826, + "batch_idx": 160, + "loss": 0.20575745403766632, + "learning_rate": 0.0006349641472302485, + "timestep_mean": 518.625, + "epsilon_norm": 6.687437057495117, + "prediction_norm": 5.373758792877197, + "timestamp": "2025-07-14T12:34:02.785425" + }, + { + "epoch": 826, + "batch_idx": 192, + "loss": 0.3732065260410309, + "learning_rate": 0.0006349641472302485, + "timestep_mean": 617.25, + "epsilon_norm": 3.9662551879882812, + "prediction_norm": 2.0848896503448486, + "timestamp": "2025-07-14T12:34:02.790093" + }, + { + "epoch": 827, + "batch_idx": 0, + "loss": 0.28168562054634094, + "learning_rate": 0.0006342077365173428, + "timestep_mean": 509.25, + "epsilon_norm": 7.403321743011475, + "prediction_norm": 5.564582824707031, + "timestamp": "2025-07-14T12:34:02.794865" + }, + { + "epoch": 827, + "batch_idx": 32, + "loss": 0.21758896112442017, + "learning_rate": 0.0006342077365173428, + "timestep_mean": 512.0625, + "epsilon_norm": 7.473426342010498, + "prediction_norm": 6.598607063293457, + "timestamp": "2025-07-14T12:34:02.799892" + }, + { + "epoch": 827, + "batch_idx": 64, + "loss": 0.21875162422657013, + "learning_rate": 0.0006342077365173428, + "timestep_mean": 521.90625, + "epsilon_norm": 8.519909858703613, + "prediction_norm": 7.1257100105285645, + "timestamp": "2025-07-14T12:34:02.804906" + }, + { + "epoch": 827, + "batch_idx": 96, + "loss": 0.3635767102241516, + "learning_rate": 0.0006342077365173428, + "timestep_mean": 483.96875, + "epsilon_norm": 7.467823505401611, + "prediction_norm": 6.05072021484375, + "timestamp": "2025-07-14T12:34:02.809804" + }, + { + "epoch": 827, + "batch_idx": 128, + "loss": 0.15618523955345154, + "learning_rate": 0.0006342077365173428, + "timestep_mean": 527.15625, + "epsilon_norm": 7.874871253967285, + "prediction_norm": 6.8318915367126465, + "timestamp": "2025-07-14T12:34:02.814876" + }, + { + "epoch": 827, + "batch_idx": 160, + "loss": 0.16727614402770996, + "learning_rate": 0.0006342077365173428, + "timestep_mean": 518.71875, + "epsilon_norm": 7.513646602630615, + "prediction_norm": 6.558372497558594, + "timestamp": "2025-07-14T12:34:02.819869" + }, + { + "epoch": 827, + "batch_idx": 192, + "loss": 0.26387813687324524, + "learning_rate": 0.0006342077365173428, + "timestep_mean": 401.75, + "epsilon_norm": 3.1885995864868164, + "prediction_norm": 2.212268114089966, + "timestamp": "2025-07-14T12:34:02.825025" + }, + { + "epoch": 828, + "batch_idx": 0, + "loss": 0.3363601565361023, + "learning_rate": 0.0006334509946601883, + "timestep_mean": 413.34375, + "epsilon_norm": 7.556926250457764, + "prediction_norm": 5.725842475891113, + "timestamp": "2025-07-14T12:34:02.829993" + }, + { + "epoch": 828, + "batch_idx": 32, + "loss": 0.34826430678367615, + "learning_rate": 0.0006334509946601883, + "timestep_mean": 484.0625, + "epsilon_norm": 7.8097310066223145, + "prediction_norm": 6.096954822540283, + "timestamp": "2025-07-14T12:34:02.835054" + }, + { + "epoch": 828, + "batch_idx": 64, + "loss": 0.2714642882347107, + "learning_rate": 0.0006334509946601883, + "timestep_mean": 498.8125, + "epsilon_norm": 6.846990585327148, + "prediction_norm": 6.0207624435424805, + "timestamp": "2025-07-14T12:34:02.839976" + }, + { + "epoch": 828, + "batch_idx": 96, + "loss": 0.38672658801078796, + "learning_rate": 0.0006334509946601883, + "timestep_mean": 509.15625, + "epsilon_norm": 6.8332295417785645, + "prediction_norm": 5.311321258544922, + "timestamp": "2025-07-14T12:34:02.844988" + }, + { + "epoch": 828, + "batch_idx": 128, + "loss": 0.20780298113822937, + "learning_rate": 0.0006334509946601883, + "timestep_mean": 560.4375, + "epsilon_norm": 8.527536392211914, + "prediction_norm": 6.96732234954834, + "timestamp": "2025-07-14T12:34:02.850176" + }, + { + "epoch": 828, + "batch_idx": 160, + "loss": 0.26318278908729553, + "learning_rate": 0.0006334509946601883, + "timestep_mean": 470.46875, + "epsilon_norm": 9.469664573669434, + "prediction_norm": 8.26744556427002, + "timestamp": "2025-07-14T12:34:02.855332" + }, + { + "epoch": 828, + "batch_idx": 192, + "loss": 0.18876001238822937, + "learning_rate": 0.0006334509946601883, + "timestep_mean": 451.25, + "epsilon_norm": 3.5207481384277344, + "prediction_norm": 2.84879207611084, + "timestamp": "2025-07-14T12:34:02.860532" + }, + { + "epoch": 829, + "batch_idx": 0, + "loss": 0.3018895387649536, + "learning_rate": 0.0006326939235259704, + "timestep_mean": 523.71875, + "epsilon_norm": 9.193563461303711, + "prediction_norm": 7.21894645690918, + "timestamp": "2025-07-14T12:34:02.865775" + }, + { + "epoch": 829, + "batch_idx": 32, + "loss": 0.36592787504196167, + "learning_rate": 0.0006326939235259704, + "timestep_mean": 489.0625, + "epsilon_norm": 7.891282081604004, + "prediction_norm": 6.498189449310303, + "timestamp": "2025-07-14T12:34:02.870914" + }, + { + "epoch": 829, + "batch_idx": 64, + "loss": 0.18634559214115143, + "learning_rate": 0.0006326939235259704, + "timestep_mean": 415.78125, + "epsilon_norm": 7.331772804260254, + "prediction_norm": 6.041213512420654, + "timestamp": "2025-07-14T12:34:02.875895" + }, + { + "epoch": 829, + "batch_idx": 96, + "loss": 0.516633152961731, + "learning_rate": 0.0006326939235259704, + "timestep_mean": 453.78125, + "epsilon_norm": 8.000077247619629, + "prediction_norm": 5.957062721252441, + "timestamp": "2025-07-14T12:34:02.881016" + }, + { + "epoch": 829, + "batch_idx": 128, + "loss": 0.29918980598449707, + "learning_rate": 0.0006326939235259704, + "timestep_mean": 421.46875, + "epsilon_norm": 8.438643455505371, + "prediction_norm": 7.1167216300964355, + "timestamp": "2025-07-14T12:34:02.886099" + }, + { + "epoch": 829, + "batch_idx": 160, + "loss": 0.30085816979408264, + "learning_rate": 0.0006326939235259704, + "timestep_mean": 518.34375, + "epsilon_norm": 7.736724376678467, + "prediction_norm": 6.9163818359375, + "timestamp": "2025-07-14T12:34:02.891146" + }, + { + "epoch": 829, + "batch_idx": 192, + "loss": 0.266649454832077, + "learning_rate": 0.0006326939235259704, + "timestep_mean": 355.375, + "epsilon_norm": 3.9602630138397217, + "prediction_norm": 3.679025888442993, + "timestamp": "2025-07-14T12:34:02.896638" + }, + { + "epoch": 830, + "batch_idx": 0, + "loss": 0.21110491454601288, + "learning_rate": 0.0006319365249826869, + "timestep_mean": 583.75, + "epsilon_norm": 7.817829608917236, + "prediction_norm": 6.436022758483887, + "timestamp": "2025-07-14T12:34:02.901766" + }, + { + "epoch": 830, + "batch_idx": 32, + "loss": 0.46539437770843506, + "learning_rate": 0.0006319365249826869, + "timestep_mean": 486.96875, + "epsilon_norm": 8.503002166748047, + "prediction_norm": 7.489010334014893, + "timestamp": "2025-07-14T12:34:02.907067" + }, + { + "epoch": 830, + "batch_idx": 64, + "loss": 0.2471422553062439, + "learning_rate": 0.0006319365249826869, + "timestep_mean": 482.8125, + "epsilon_norm": 8.035091400146484, + "prediction_norm": 7.687289714813232, + "timestamp": "2025-07-14T12:34:02.912231" + }, + { + "epoch": 830, + "batch_idx": 96, + "loss": 0.2622174322605133, + "learning_rate": 0.0006319365249826869, + "timestep_mean": 512.21875, + "epsilon_norm": 8.182238578796387, + "prediction_norm": 7.8315582275390625, + "timestamp": "2025-07-14T12:34:02.917498" + }, + { + "epoch": 830, + "batch_idx": 128, + "loss": 0.27639007568359375, + "learning_rate": 0.0006319365249826869, + "timestep_mean": 463.75, + "epsilon_norm": 7.288690567016602, + "prediction_norm": 6.790013790130615, + "timestamp": "2025-07-14T12:34:02.922645" + }, + { + "epoch": 830, + "batch_idx": 160, + "loss": 0.4694899618625641, + "learning_rate": 0.0006319365249826869, + "timestep_mean": 455.625, + "epsilon_norm": 8.184807777404785, + "prediction_norm": 6.811655521392822, + "timestamp": "2025-07-14T12:34:02.927829" + }, + { + "epoch": 830, + "batch_idx": 192, + "loss": 0.19473539292812347, + "learning_rate": 0.0006319365249826869, + "timestep_mean": 426.0, + "epsilon_norm": 3.6356117725372314, + "prediction_norm": 3.5314033031463623, + "timestamp": "2025-07-14T12:34:02.932885" + }, + { + "epoch": 831, + "batch_idx": 0, + "loss": 0.24676768481731415, + "learning_rate": 0.0006311788008991436, + "timestep_mean": 522.6875, + "epsilon_norm": 8.098118782043457, + "prediction_norm": 6.566852569580078, + "timestamp": "2025-07-14T12:34:02.938104" + }, + { + "epoch": 831, + "batch_idx": 32, + "loss": 0.2693306803703308, + "learning_rate": 0.0006311788008991436, + "timestep_mean": 480.84375, + "epsilon_norm": 6.508223533630371, + "prediction_norm": 5.525000095367432, + "timestamp": "2025-07-14T12:34:02.943286" + }, + { + "epoch": 831, + "batch_idx": 64, + "loss": 0.33268624544143677, + "learning_rate": 0.0006311788008991436, + "timestep_mean": 471.34375, + "epsilon_norm": 8.618088722229004, + "prediction_norm": 6.782747268676758, + "timestamp": "2025-07-14T12:34:02.948490" + }, + { + "epoch": 831, + "batch_idx": 96, + "loss": 0.23396499454975128, + "learning_rate": 0.0006311788008991436, + "timestep_mean": 502.09375, + "epsilon_norm": 7.28792667388916, + "prediction_norm": 5.913156986236572, + "timestamp": "2025-07-14T12:34:02.953628" + }, + { + "epoch": 831, + "batch_idx": 128, + "loss": 0.3762015104293823, + "learning_rate": 0.0006311788008991436, + "timestep_mean": 454.6875, + "epsilon_norm": 7.478992462158203, + "prediction_norm": 6.403337001800537, + "timestamp": "2025-07-14T12:34:02.958679" + }, + { + "epoch": 831, + "batch_idx": 160, + "loss": 0.3075878620147705, + "learning_rate": 0.0006311788008991436, + "timestep_mean": 401.0625, + "epsilon_norm": 6.003478527069092, + "prediction_norm": 4.719420909881592, + "timestamp": "2025-07-14T12:34:02.963507" + }, + { + "epoch": 831, + "batch_idx": 192, + "loss": 0.38059714436531067, + "learning_rate": 0.0006311788008991436, + "timestep_mean": 413.125, + "epsilon_norm": 4.352624893188477, + "prediction_norm": 3.705693483352661, + "timestamp": "2025-07-14T12:34:02.972516" + }, + { + "epoch": 832, + "batch_idx": 0, + "loss": 0.26105570793151855, + "learning_rate": 0.0006304207531449488, + "timestep_mean": 485.6875, + "epsilon_norm": 9.095332145690918, + "prediction_norm": 7.569969654083252, + "timestamp": "2025-07-14T12:34:02.978955" + }, + { + "epoch": 832, + "batch_idx": 32, + "loss": 0.4718647003173828, + "learning_rate": 0.0006304207531449488, + "timestep_mean": 429.84375, + "epsilon_norm": 10.012648582458496, + "prediction_norm": 7.377501487731934, + "timestamp": "2025-07-14T12:34:02.985448" + }, + { + "epoch": 832, + "batch_idx": 64, + "loss": 0.26371026039123535, + "learning_rate": 0.0006304207531449488, + "timestep_mean": 551.65625, + "epsilon_norm": 7.430582046508789, + "prediction_norm": 5.558877944946289, + "timestamp": "2025-07-14T12:34:02.991928" + }, + { + "epoch": 832, + "batch_idx": 96, + "loss": 0.306122750043869, + "learning_rate": 0.0006304207531449488, + "timestep_mean": 477.125, + "epsilon_norm": 8.710041046142578, + "prediction_norm": 6.581117630004883, + "timestamp": "2025-07-14T12:34:03.000421" + }, + { + "epoch": 832, + "batch_idx": 128, + "loss": 0.3238368630409241, + "learning_rate": 0.0006304207531449488, + "timestep_mean": 537.5625, + "epsilon_norm": 8.475375175476074, + "prediction_norm": 7.121154308319092, + "timestamp": "2025-07-14T12:34:03.007061" + }, + { + "epoch": 832, + "batch_idx": 160, + "loss": 0.24132102727890015, + "learning_rate": 0.0006304207531449488, + "timestep_mean": 494.28125, + "epsilon_norm": 8.253922462463379, + "prediction_norm": 6.7092390060424805, + "timestamp": "2025-07-14T12:34:03.013500" + }, + { + "epoch": 832, + "batch_idx": 192, + "loss": 0.2335985004901886, + "learning_rate": 0.0006304207531449488, + "timestep_mean": 536.625, + "epsilon_norm": 3.7365546226501465, + "prediction_norm": 3.0107102394104004, + "timestamp": "2025-07-14T12:34:03.019607" + }, + { + "epoch": 833, + "batch_idx": 0, + "loss": 0.3341246247291565, + "learning_rate": 0.0006296623835905106, + "timestep_mean": 519.25, + "epsilon_norm": 7.4748358726501465, + "prediction_norm": 6.46685266494751, + "timestamp": "2025-07-14T12:34:03.025201" + }, + { + "epoch": 833, + "batch_idx": 32, + "loss": 0.39997774362564087, + "learning_rate": 0.0006296623835905106, + "timestep_mean": 456.96875, + "epsilon_norm": 8.307595252990723, + "prediction_norm": 7.048362731933594, + "timestamp": "2025-07-14T12:34:03.030558" + }, + { + "epoch": 833, + "batch_idx": 64, + "loss": 0.26469364762306213, + "learning_rate": 0.0006296623835905106, + "timestep_mean": 436.40625, + "epsilon_norm": 7.607583522796631, + "prediction_norm": 7.237154006958008, + "timestamp": "2025-07-14T12:34:03.036033" + }, + { + "epoch": 833, + "batch_idx": 96, + "loss": 0.3039470911026001, + "learning_rate": 0.0006296623835905106, + "timestep_mean": 425.125, + "epsilon_norm": 7.857478618621826, + "prediction_norm": 6.926450252532959, + "timestamp": "2025-07-14T12:34:03.041340" + }, + { + "epoch": 833, + "batch_idx": 128, + "loss": 0.2866399884223938, + "learning_rate": 0.0006296623835905106, + "timestep_mean": 427.59375, + "epsilon_norm": 8.472729682922363, + "prediction_norm": 8.176007270812988, + "timestamp": "2025-07-14T12:34:03.046895" + }, + { + "epoch": 833, + "batch_idx": 160, + "loss": 0.42962646484375, + "learning_rate": 0.0006296623835905106, + "timestep_mean": 459.25, + "epsilon_norm": 8.734947204589844, + "prediction_norm": 7.096916198730469, + "timestamp": "2025-07-14T12:34:03.052131" + }, + { + "epoch": 833, + "batch_idx": 192, + "loss": 0.4439502954483032, + "learning_rate": 0.0006296623835905106, + "timestep_mean": 343.125, + "epsilon_norm": 4.129273414611816, + "prediction_norm": 4.348424434661865, + "timestamp": "2025-07-14T12:34:03.057435" + }, + { + "epoch": 834, + "batch_idx": 0, + "loss": 0.2682040333747864, + "learning_rate": 0.0006289036941070304, + "timestep_mean": 555.46875, + "epsilon_norm": 8.45838737487793, + "prediction_norm": 7.385776996612549, + "timestamp": "2025-07-14T12:34:03.062772" + }, + { + "epoch": 834, + "batch_idx": 32, + "loss": 0.22597694396972656, + "learning_rate": 0.0006289036941070304, + "timestep_mean": 480.71875, + "epsilon_norm": 8.416276931762695, + "prediction_norm": 7.436191082000732, + "timestamp": "2025-07-14T12:34:03.068176" + }, + { + "epoch": 834, + "batch_idx": 64, + "loss": 0.29661116003990173, + "learning_rate": 0.0006289036941070304, + "timestep_mean": 483.96875, + "epsilon_norm": 7.633673667907715, + "prediction_norm": 6.016092777252197, + "timestamp": "2025-07-14T12:34:03.073719" + }, + { + "epoch": 834, + "batch_idx": 96, + "loss": 0.4023192524909973, + "learning_rate": 0.0006289036941070304, + "timestep_mean": 488.8125, + "epsilon_norm": 8.133363723754883, + "prediction_norm": 6.79403018951416, + "timestamp": "2025-07-14T12:34:03.079189" + }, + { + "epoch": 834, + "batch_idx": 128, + "loss": 0.36192604899406433, + "learning_rate": 0.0006289036941070304, + "timestep_mean": 336.3125, + "epsilon_norm": 8.213638305664062, + "prediction_norm": 6.599580764770508, + "timestamp": "2025-07-14T12:34:03.084359" + }, + { + "epoch": 834, + "batch_idx": 160, + "loss": 0.259538859128952, + "learning_rate": 0.0006289036941070304, + "timestep_mean": 454.9375, + "epsilon_norm": 7.30271577835083, + "prediction_norm": 6.9497575759887695, + "timestamp": "2025-07-14T12:34:03.089519" + }, + { + "epoch": 834, + "batch_idx": 192, + "loss": 0.1875978410243988, + "learning_rate": 0.0006289036941070304, + "timestep_mean": 640.875, + "epsilon_norm": 2.5706303119659424, + "prediction_norm": 2.0896897315979004, + "timestamp": "2025-07-14T12:34:03.094772" + }, + { + "epoch": 835, + "batch_idx": 0, + "loss": 0.23309651017189026, + "learning_rate": 0.0006281446865664988, + "timestep_mean": 513.125, + "epsilon_norm": 7.422321796417236, + "prediction_norm": 6.5399017333984375, + "timestamp": "2025-07-14T12:34:03.100359" + }, + { + "epoch": 835, + "batch_idx": 32, + "loss": 0.34927934408187866, + "learning_rate": 0.0006281446865664988, + "timestep_mean": 500.0625, + "epsilon_norm": 7.82409143447876, + "prediction_norm": 6.284338474273682, + "timestamp": "2025-07-14T12:34:03.105710" + }, + { + "epoch": 835, + "batch_idx": 64, + "loss": 0.19888240098953247, + "learning_rate": 0.0006281446865664988, + "timestep_mean": 498.25, + "epsilon_norm": 7.372838973999023, + "prediction_norm": 6.205239772796631, + "timestamp": "2025-07-14T12:34:03.111048" + }, + { + "epoch": 835, + "batch_idx": 96, + "loss": 0.18395668268203735, + "learning_rate": 0.0006281446865664988, + "timestep_mean": 556.1875, + "epsilon_norm": 8.054399490356445, + "prediction_norm": 6.845965385437012, + "timestamp": "2025-07-14T12:34:03.116313" + }, + { + "epoch": 835, + "batch_idx": 128, + "loss": 0.37367451190948486, + "learning_rate": 0.0006281446865664988, + "timestep_mean": 442.6875, + "epsilon_norm": 7.563314914703369, + "prediction_norm": 5.365499973297119, + "timestamp": "2025-07-14T12:34:03.121606" + }, + { + "epoch": 835, + "batch_idx": 160, + "loss": 0.24431458115577698, + "learning_rate": 0.0006281446865664988, + "timestep_mean": 472.90625, + "epsilon_norm": 6.641883373260498, + "prediction_norm": 5.505634307861328, + "timestamp": "2025-07-14T12:34:03.126961" + }, + { + "epoch": 835, + "batch_idx": 192, + "loss": 0.2106955349445343, + "learning_rate": 0.0006281446865664988, + "timestep_mean": 391.75, + "epsilon_norm": 4.03250789642334, + "prediction_norm": 3.3527588844299316, + "timestamp": "2025-07-14T12:34:03.132269" + }, + { + "epoch": 836, + "batch_idx": 0, + "loss": 0.19271275401115417, + "learning_rate": 0.0006273853628416916, + "timestep_mean": 536.5, + "epsilon_norm": 6.807317733764648, + "prediction_norm": 5.962086200714111, + "timestamp": "2025-07-14T12:34:03.137557" + }, + { + "epoch": 836, + "batch_idx": 32, + "loss": 0.3371095657348633, + "learning_rate": 0.0006273853628416916, + "timestep_mean": 504.90625, + "epsilon_norm": 8.594247817993164, + "prediction_norm": 6.566903591156006, + "timestamp": "2025-07-14T12:34:03.143250" + }, + { + "epoch": 836, + "batch_idx": 64, + "loss": 0.23031893372535706, + "learning_rate": 0.0006273853628416916, + "timestep_mean": 425.5, + "epsilon_norm": 6.530264854431152, + "prediction_norm": 5.4393839836120605, + "timestamp": "2025-07-14T12:34:03.148892" + }, + { + "epoch": 836, + "batch_idx": 96, + "loss": 0.35194557905197144, + "learning_rate": 0.0006273853628416916, + "timestep_mean": 543.75, + "epsilon_norm": 9.234796524047852, + "prediction_norm": 7.785411357879639, + "timestamp": "2025-07-14T12:34:03.154086" + }, + { + "epoch": 836, + "batch_idx": 128, + "loss": 0.14435160160064697, + "learning_rate": 0.0006273853628416916, + "timestep_mean": 520.75, + "epsilon_norm": 8.054667472839355, + "prediction_norm": 7.316811561584473, + "timestamp": "2025-07-14T12:34:03.159291" + }, + { + "epoch": 836, + "batch_idx": 160, + "loss": 0.3970864415168762, + "learning_rate": 0.0006273853628416916, + "timestep_mean": 442.03125, + "epsilon_norm": 6.911874771118164, + "prediction_norm": 4.841146469116211, + "timestamp": "2025-07-14T12:34:03.164484" + }, + { + "epoch": 836, + "batch_idx": 192, + "loss": 0.3207095265388489, + "learning_rate": 0.0006273853628416916, + "timestep_mean": 346.375, + "epsilon_norm": 4.725308895111084, + "prediction_norm": 4.203103542327881, + "timestamp": "2025-07-14T12:34:03.169711" + }, + { + "epoch": 837, + "batch_idx": 0, + "loss": 0.281266450881958, + "learning_rate": 0.0006266257248061646, + "timestep_mean": 516.46875, + "epsilon_norm": 7.95183801651001, + "prediction_norm": 6.713303565979004, + "timestamp": "2025-07-14T12:34:03.174965" + }, + { + "epoch": 837, + "batch_idx": 32, + "loss": 0.3415405750274658, + "learning_rate": 0.0006266257248061646, + "timestep_mean": 435.375, + "epsilon_norm": 8.593008995056152, + "prediction_norm": 7.096613883972168, + "timestamp": "2025-07-14T12:34:03.180224" + }, + { + "epoch": 837, + "batch_idx": 64, + "loss": 0.19944748282432556, + "learning_rate": 0.0006266257248061646, + "timestep_mean": 505.40625, + "epsilon_norm": 7.211553573608398, + "prediction_norm": 5.815295696258545, + "timestamp": "2025-07-14T12:34:03.185438" + }, + { + "epoch": 837, + "batch_idx": 96, + "loss": 0.33835920691490173, + "learning_rate": 0.0006266257248061646, + "timestep_mean": 482.9375, + "epsilon_norm": 7.73238468170166, + "prediction_norm": 5.798999309539795, + "timestamp": "2025-07-14T12:34:03.190665" + }, + { + "epoch": 837, + "batch_idx": 128, + "loss": 0.261851966381073, + "learning_rate": 0.0006266257248061646, + "timestep_mean": 525.53125, + "epsilon_norm": 7.823847770690918, + "prediction_norm": 6.678645610809326, + "timestamp": "2025-07-14T12:34:03.195939" + }, + { + "epoch": 837, + "batch_idx": 160, + "loss": 0.35766682028770447, + "learning_rate": 0.0006266257248061646, + "timestep_mean": 555.53125, + "epsilon_norm": 8.924553871154785, + "prediction_norm": 7.879831790924072, + "timestamp": "2025-07-14T12:34:03.201104" + }, + { + "epoch": 837, + "batch_idx": 192, + "loss": 0.1718367636203766, + "learning_rate": 0.0006266257248061646, + "timestep_mean": 613.75, + "epsilon_norm": 3.20239520072937, + "prediction_norm": 2.78407621383667, + "timestamp": "2025-07-14T12:34:03.206193" + }, + { + "epoch": 838, + "batch_idx": 0, + "loss": 0.20376573503017426, + "learning_rate": 0.0006258657743342491, + "timestep_mean": 527.25, + "epsilon_norm": 7.916862964630127, + "prediction_norm": 6.8528947830200195, + "timestamp": "2025-07-14T12:34:03.211339" + }, + { + "epoch": 838, + "batch_idx": 32, + "loss": 0.14788022637367249, + "learning_rate": 0.0006258657743342491, + "timestep_mean": 483.84375, + "epsilon_norm": 6.651601791381836, + "prediction_norm": 5.924656867980957, + "timestamp": "2025-07-14T12:34:03.216630" + }, + { + "epoch": 838, + "batch_idx": 64, + "loss": 0.351864218711853, + "learning_rate": 0.0006258657743342491, + "timestep_mean": 439.78125, + "epsilon_norm": 7.753241539001465, + "prediction_norm": 6.042378902435303, + "timestamp": "2025-07-14T12:34:03.221809" + }, + { + "epoch": 838, + "batch_idx": 96, + "loss": 0.3906664550304413, + "learning_rate": 0.0006258657743342491, + "timestep_mean": 482.25, + "epsilon_norm": 7.836554527282715, + "prediction_norm": 6.060096263885498, + "timestamp": "2025-07-14T12:34:03.227013" + }, + { + "epoch": 838, + "batch_idx": 128, + "loss": 0.20986470580101013, + "learning_rate": 0.0006258657743342491, + "timestep_mean": 510.25, + "epsilon_norm": 8.504548072814941, + "prediction_norm": 7.4752912521362305, + "timestamp": "2025-07-14T12:34:03.232386" + }, + { + "epoch": 838, + "batch_idx": 160, + "loss": 0.3488812744617462, + "learning_rate": 0.0006258657743342491, + "timestep_mean": 529.6875, + "epsilon_norm": 6.659400939941406, + "prediction_norm": 5.697475433349609, + "timestamp": "2025-07-14T12:34:03.237572" + }, + { + "epoch": 838, + "batch_idx": 192, + "loss": 0.2655904293060303, + "learning_rate": 0.0006258657743342491, + "timestep_mean": 732.25, + "epsilon_norm": 4.243963241577148, + "prediction_norm": 4.0137739181518555, + "timestamp": "2025-07-14T12:34:03.242828" + }, + { + "epoch": 839, + "batch_idx": 0, + "loss": 0.1655527949333191, + "learning_rate": 0.0006251055133010474, + "timestep_mean": 537.09375, + "epsilon_norm": 8.142289161682129, + "prediction_norm": 7.37855863571167, + "timestamp": "2025-07-14T12:34:03.248047" + }, + { + "epoch": 839, + "batch_idx": 32, + "loss": 0.33880776166915894, + "learning_rate": 0.0006251055133010474, + "timestep_mean": 407.625, + "epsilon_norm": 7.4280853271484375, + "prediction_norm": 6.736242771148682, + "timestamp": "2025-07-14T12:34:03.253132" + }, + { + "epoch": 839, + "batch_idx": 64, + "loss": 0.41134196519851685, + "learning_rate": 0.0006251055133010474, + "timestep_mean": 515.3125, + "epsilon_norm": 7.887697219848633, + "prediction_norm": 6.159121990203857, + "timestamp": "2025-07-14T12:34:03.258310" + }, + { + "epoch": 839, + "batch_idx": 96, + "loss": 0.21000826358795166, + "learning_rate": 0.0006251055133010474, + "timestep_mean": 581.0625, + "epsilon_norm": 7.054594993591309, + "prediction_norm": 6.106844902038574, + "timestamp": "2025-07-14T12:34:03.263539" + }, + { + "epoch": 839, + "batch_idx": 128, + "loss": 0.31926876306533813, + "learning_rate": 0.0006251055133010474, + "timestep_mean": 549.28125, + "epsilon_norm": 8.783839225769043, + "prediction_norm": 7.435664653778076, + "timestamp": "2025-07-14T12:34:03.268824" + }, + { + "epoch": 839, + "batch_idx": 160, + "loss": 0.3033784031867981, + "learning_rate": 0.0006251055133010474, + "timestep_mean": 573.125, + "epsilon_norm": 7.520227432250977, + "prediction_norm": 6.018953800201416, + "timestamp": "2025-07-14T12:34:03.273979" + }, + { + "epoch": 839, + "batch_idx": 192, + "loss": 0.2808758020401001, + "learning_rate": 0.0006251055133010474, + "timestep_mean": 539.5, + "epsilon_norm": 4.304712772369385, + "prediction_norm": 3.6033170223236084, + "timestamp": "2025-07-14T12:34:03.279099" + }, + { + "epoch": 840, + "batch_idx": 0, + "loss": 0.15090793371200562, + "learning_rate": 0.0006243449435824279, + "timestep_mean": 493.625, + "epsilon_norm": 8.417122840881348, + "prediction_norm": 7.436885833740234, + "timestamp": "2025-07-14T12:34:03.284320" + }, + { + "epoch": 840, + "batch_idx": 32, + "loss": 0.22829905152320862, + "learning_rate": 0.0006243449435824279, + "timestep_mean": 523.96875, + "epsilon_norm": 7.44700813293457, + "prediction_norm": 6.6667985916137695, + "timestamp": "2025-07-14T12:34:03.289390" + }, + { + "epoch": 840, + "batch_idx": 64, + "loss": 0.41371193528175354, + "learning_rate": 0.0006243449435824279, + "timestep_mean": 412.375, + "epsilon_norm": 8.214803695678711, + "prediction_norm": 6.86101770401001, + "timestamp": "2025-07-14T12:34:03.294591" + }, + { + "epoch": 840, + "batch_idx": 96, + "loss": 0.18537291884422302, + "learning_rate": 0.0006243449435824279, + "timestep_mean": 487.4375, + "epsilon_norm": 8.552743911743164, + "prediction_norm": 7.9424872398376465, + "timestamp": "2025-07-14T12:34:03.299968" + }, + { + "epoch": 840, + "batch_idx": 128, + "loss": 0.32989197969436646, + "learning_rate": 0.0006243449435824279, + "timestep_mean": 443.625, + "epsilon_norm": 8.145100593566895, + "prediction_norm": 6.227133274078369, + "timestamp": "2025-07-14T12:34:03.305051" + }, + { + "epoch": 840, + "batch_idx": 160, + "loss": 0.2970508635044098, + "learning_rate": 0.0006243449435824279, + "timestep_mean": 451.3125, + "epsilon_norm": 8.001167297363281, + "prediction_norm": 6.113877773284912, + "timestamp": "2025-07-14T12:34:03.311382" + }, + { + "epoch": 840, + "batch_idx": 192, + "loss": 0.12950348854064941, + "learning_rate": 0.0006243449435824279, + "timestep_mean": 438.375, + "epsilon_norm": 3.316481590270996, + "prediction_norm": 3.0471839904785156, + "timestamp": "2025-07-14T12:34:03.316289" + }, + { + "epoch": 841, + "batch_idx": 0, + "loss": 0.19886884093284607, + "learning_rate": 0.000623584067055021, + "timestep_mean": 582.71875, + "epsilon_norm": 8.077973365783691, + "prediction_norm": 7.1415252685546875, + "timestamp": "2025-07-14T12:34:03.321349" + }, + { + "epoch": 841, + "batch_idx": 32, + "loss": 0.27252620458602905, + "learning_rate": 0.000623584067055021, + "timestep_mean": 580.75, + "epsilon_norm": 8.860904693603516, + "prediction_norm": 7.644340515136719, + "timestamp": "2025-07-14T12:34:03.326193" + }, + { + "epoch": 841, + "batch_idx": 64, + "loss": 0.36602067947387695, + "learning_rate": 0.000623584067055021, + "timestep_mean": 386.5, + "epsilon_norm": 7.335783004760742, + "prediction_norm": 6.208039283752441, + "timestamp": "2025-07-14T12:34:03.331283" + }, + { + "epoch": 841, + "batch_idx": 96, + "loss": 0.23103013634681702, + "learning_rate": 0.000623584067055021, + "timestep_mean": 496.0625, + "epsilon_norm": 7.998506546020508, + "prediction_norm": 7.009728908538818, + "timestamp": "2025-07-14T12:34:03.336321" + }, + { + "epoch": 841, + "batch_idx": 128, + "loss": 0.3412292003631592, + "learning_rate": 0.000623584067055021, + "timestep_mean": 495.65625, + "epsilon_norm": 9.266558647155762, + "prediction_norm": 8.183870315551758, + "timestamp": "2025-07-14T12:34:03.341356" + }, + { + "epoch": 841, + "batch_idx": 160, + "loss": 0.25028860569000244, + "learning_rate": 0.000623584067055021, + "timestep_mean": 607.40625, + "epsilon_norm": 8.782610893249512, + "prediction_norm": 7.413491725921631, + "timestamp": "2025-07-14T12:34:03.346317" + }, + { + "epoch": 841, + "batch_idx": 192, + "loss": 0.5067667365074158, + "learning_rate": 0.000623584067055021, + "timestep_mean": 489.625, + "epsilon_norm": 4.3667497634887695, + "prediction_norm": 3.840442657470703, + "timestamp": "2025-07-14T12:34:03.351107" + }, + { + "epoch": 842, + "batch_idx": 0, + "loss": 0.361842542886734, + "learning_rate": 0.0006228228855962137, + "timestep_mean": 478.0, + "epsilon_norm": 7.958192825317383, + "prediction_norm": 5.872201442718506, + "timestamp": "2025-07-14T12:34:03.356105" + }, + { + "epoch": 842, + "batch_idx": 32, + "loss": 0.39964109659194946, + "learning_rate": 0.0006228228855962137, + "timestep_mean": 370.125, + "epsilon_norm": 8.158780097961426, + "prediction_norm": 5.941639423370361, + "timestamp": "2025-07-14T12:34:03.361047" + }, + { + "epoch": 842, + "batch_idx": 64, + "loss": 0.31840842962265015, + "learning_rate": 0.0006228228855962137, + "timestep_mean": 489.75, + "epsilon_norm": 8.42294979095459, + "prediction_norm": 6.860009670257568, + "timestamp": "2025-07-14T12:34:03.366066" + }, + { + "epoch": 842, + "batch_idx": 96, + "loss": 0.18822026252746582, + "learning_rate": 0.0006228228855962137, + "timestep_mean": 590.71875, + "epsilon_norm": 8.940618515014648, + "prediction_norm": 8.509629249572754, + "timestamp": "2025-07-14T12:34:03.371100" + }, + { + "epoch": 842, + "batch_idx": 128, + "loss": 0.20173531770706177, + "learning_rate": 0.0006228228855962137, + "timestep_mean": 491.0625, + "epsilon_norm": 7.095849990844727, + "prediction_norm": 6.310610294342041, + "timestamp": "2025-07-14T12:34:03.375985" + }, + { + "epoch": 842, + "batch_idx": 160, + "loss": 0.24756719172000885, + "learning_rate": 0.0006228228855962137, + "timestep_mean": 439.21875, + "epsilon_norm": 6.280992031097412, + "prediction_norm": 6.1179375648498535, + "timestamp": "2025-07-14T12:34:03.381029" + }, + { + "epoch": 842, + "batch_idx": 192, + "loss": 0.2568238377571106, + "learning_rate": 0.0006228228855962137, + "timestep_mean": 453.625, + "epsilon_norm": 3.3011841773986816, + "prediction_norm": 2.3695943355560303, + "timestamp": "2025-07-14T12:34:03.385985" + }, + { + "epoch": 843, + "batch_idx": 0, + "loss": 0.29332566261291504, + "learning_rate": 0.0006220614010841457, + "timestep_mean": 550.4375, + "epsilon_norm": 8.381284713745117, + "prediction_norm": 6.885555267333984, + "timestamp": "2025-07-14T12:34:03.390967" + }, + { + "epoch": 843, + "batch_idx": 32, + "loss": 0.1960933804512024, + "learning_rate": 0.0006220614010841457, + "timestep_mean": 616.09375, + "epsilon_norm": 9.376511573791504, + "prediction_norm": 8.536791801452637, + "timestamp": "2025-07-14T12:34:03.395989" + }, + { + "epoch": 843, + "batch_idx": 64, + "loss": 0.329214483499527, + "learning_rate": 0.0006220614010841457, + "timestep_mean": 458.0, + "epsilon_norm": 7.3871588706970215, + "prediction_norm": 5.809594631195068, + "timestamp": "2025-07-14T12:34:03.400864" + }, + { + "epoch": 843, + "batch_idx": 96, + "loss": 0.4609043300151825, + "learning_rate": 0.0006220614010841457, + "timestep_mean": 478.75, + "epsilon_norm": 9.938244819641113, + "prediction_norm": 7.3487019538879395, + "timestamp": "2025-07-14T12:34:03.405732" + }, + { + "epoch": 843, + "batch_idx": 128, + "loss": 0.2517033815383911, + "learning_rate": 0.0006220614010841457, + "timestep_mean": 619.75, + "epsilon_norm": 7.097125053405762, + "prediction_norm": 5.925156593322754, + "timestamp": "2025-07-14T12:34:03.410498" + }, + { + "epoch": 843, + "batch_idx": 160, + "loss": 0.4478873908519745, + "learning_rate": 0.0006220614010841457, + "timestep_mean": 528.6875, + "epsilon_norm": 7.4684014320373535, + "prediction_norm": 6.395077228546143, + "timestamp": "2025-07-14T12:34:03.415421" + }, + { + "epoch": 843, + "batch_idx": 192, + "loss": 0.5659047365188599, + "learning_rate": 0.0006220614010841457, + "timestep_mean": 324.375, + "epsilon_norm": 3.465954303741455, + "prediction_norm": 1.8552124500274658, + "timestamp": "2025-07-14T12:34:03.421519" + }, + { + "epoch": 844, + "batch_idx": 0, + "loss": 0.2805643081665039, + "learning_rate": 0.0006212996153977042, + "timestep_mean": 514.78125, + "epsilon_norm": 6.710041522979736, + "prediction_norm": 5.539139270782471, + "timestamp": "2025-07-14T12:34:03.427186" + }, + { + "epoch": 844, + "batch_idx": 32, + "loss": 0.505354642868042, + "learning_rate": 0.0006212996153977042, + "timestep_mean": 468.0, + "epsilon_norm": 9.440716743469238, + "prediction_norm": 6.613284587860107, + "timestamp": "2025-07-14T12:34:03.433082" + }, + { + "epoch": 844, + "batch_idx": 64, + "loss": 0.21824896335601807, + "learning_rate": 0.0006212996153977042, + "timestep_mean": 491.375, + "epsilon_norm": 7.126712322235107, + "prediction_norm": 5.575402736663818, + "timestamp": "2025-07-14T12:34:03.440427" + }, + { + "epoch": 844, + "batch_idx": 96, + "loss": 0.18902462720870972, + "learning_rate": 0.0006212996153977042, + "timestep_mean": 472.875, + "epsilon_norm": 7.896561622619629, + "prediction_norm": 6.861081123352051, + "timestamp": "2025-07-14T12:34:03.446597" + }, + { + "epoch": 844, + "batch_idx": 128, + "loss": 0.3463153839111328, + "learning_rate": 0.0006212996153977042, + "timestep_mean": 461.53125, + "epsilon_norm": 6.911752223968506, + "prediction_norm": 5.462928771972656, + "timestamp": "2025-07-14T12:34:03.452012" + }, + { + "epoch": 844, + "batch_idx": 160, + "loss": 0.20869871973991394, + "learning_rate": 0.0006212996153977042, + "timestep_mean": 561.15625, + "epsilon_norm": 7.606029033660889, + "prediction_norm": 6.946201801300049, + "timestamp": "2025-07-14T12:34:03.457394" + }, + { + "epoch": 844, + "batch_idx": 192, + "loss": 0.08999896049499512, + "learning_rate": 0.0006212996153977042, + "timestep_mean": 660.5, + "epsilon_norm": 3.4781036376953125, + "prediction_norm": 2.893005609512329, + "timestamp": "2025-07-14T12:34:03.462628" + }, + { + "epoch": 845, + "batch_idx": 0, + "loss": 0.23682737350463867, + "learning_rate": 0.0006205375304165198, + "timestep_mean": 530.53125, + "epsilon_norm": 7.495232105255127, + "prediction_norm": 7.062004566192627, + "timestamp": "2025-07-14T12:34:03.467713" + }, + { + "epoch": 845, + "batch_idx": 32, + "loss": 0.34969374537467957, + "learning_rate": 0.0006205375304165198, + "timestep_mean": 434.3125, + "epsilon_norm": 7.646072864532471, + "prediction_norm": 6.122629642486572, + "timestamp": "2025-07-14T12:34:03.472721" + }, + { + "epoch": 845, + "batch_idx": 64, + "loss": 0.1583624631166458, + "learning_rate": 0.0006205375304165198, + "timestep_mean": 448.625, + "epsilon_norm": 7.9851484298706055, + "prediction_norm": 7.95512056350708, + "timestamp": "2025-07-14T12:34:03.477865" + }, + { + "epoch": 845, + "batch_idx": 96, + "loss": 0.24577705562114716, + "learning_rate": 0.0006205375304165198, + "timestep_mean": 462.28125, + "epsilon_norm": 7.351690292358398, + "prediction_norm": 6.726013660430908, + "timestamp": "2025-07-14T12:34:03.483030" + }, + { + "epoch": 845, + "batch_idx": 128, + "loss": 0.3113119602203369, + "learning_rate": 0.0006205375304165198, + "timestep_mean": 464.5, + "epsilon_norm": 7.1662797927856445, + "prediction_norm": 4.798799514770508, + "timestamp": "2025-07-14T12:34:03.488081" + }, + { + "epoch": 845, + "batch_idx": 160, + "loss": 0.3408541679382324, + "learning_rate": 0.0006205375304165198, + "timestep_mean": 378.1875, + "epsilon_norm": 7.959474086761475, + "prediction_norm": 6.442774295806885, + "timestamp": "2025-07-14T12:34:03.493066" + }, + { + "epoch": 845, + "batch_idx": 192, + "loss": 0.7065831422805786, + "learning_rate": 0.0006205375304165198, + "timestep_mean": 537.25, + "epsilon_norm": 4.087852954864502, + "prediction_norm": 2.585411310195923, + "timestamp": "2025-07-14T12:34:03.497977" + }, + { + "epoch": 846, + "batch_idx": 0, + "loss": 0.39931637048721313, + "learning_rate": 0.0006197751480209615, + "timestep_mean": 501.125, + "epsilon_norm": 8.836277961730957, + "prediction_norm": 6.961362361907959, + "timestamp": "2025-07-14T12:34:03.502918" + }, + { + "epoch": 846, + "batch_idx": 32, + "loss": 0.11025127023458481, + "learning_rate": 0.0006197751480209615, + "timestep_mean": 522.28125, + "epsilon_norm": 8.06560230255127, + "prediction_norm": 7.48166561126709, + "timestamp": "2025-07-14T12:34:03.507959" + }, + { + "epoch": 846, + "batch_idx": 64, + "loss": 0.20758017897605896, + "learning_rate": 0.0006197751480209615, + "timestep_mean": 503.21875, + "epsilon_norm": 7.588281631469727, + "prediction_norm": 6.756884574890137, + "timestamp": "2025-07-14T12:34:03.513002" + }, + { + "epoch": 846, + "batch_idx": 96, + "loss": 0.4827333092689514, + "learning_rate": 0.0006197751480209615, + "timestep_mean": 497.03125, + "epsilon_norm": 7.873631477355957, + "prediction_norm": 6.3271636962890625, + "timestamp": "2025-07-14T12:34:03.517871" + }, + { + "epoch": 846, + "batch_idx": 128, + "loss": 0.17381355166435242, + "learning_rate": 0.0006197751480209615, + "timestep_mean": 510.78125, + "epsilon_norm": 7.914297580718994, + "prediction_norm": 7.065426826477051, + "timestamp": "2025-07-14T12:34:03.522810" + }, + { + "epoch": 846, + "batch_idx": 160, + "loss": 0.28929078578948975, + "learning_rate": 0.0006197751480209615, + "timestep_mean": 532.875, + "epsilon_norm": 9.185202598571777, + "prediction_norm": 8.587584495544434, + "timestamp": "2025-07-14T12:34:03.527694" + }, + { + "epoch": 846, + "batch_idx": 192, + "loss": 0.8072289228439331, + "learning_rate": 0.0006197751480209615, + "timestep_mean": 397.5, + "epsilon_norm": 4.958916664123535, + "prediction_norm": 3.5818021297454834, + "timestamp": "2025-07-14T12:34:03.532591" + }, + { + "epoch": 847, + "batch_idx": 0, + "loss": 0.5289876461029053, + "learning_rate": 0.0006190124700921317, + "timestep_mean": 512.8125, + "epsilon_norm": 8.7341947555542, + "prediction_norm": 6.609306812286377, + "timestamp": "2025-07-14T12:34:03.537563" + }, + { + "epoch": 847, + "batch_idx": 32, + "loss": 0.3213885426521301, + "learning_rate": 0.0006190124700921317, + "timestep_mean": 490.125, + "epsilon_norm": 9.233960151672363, + "prediction_norm": 7.761419773101807, + "timestamp": "2025-07-14T12:34:03.542444" + }, + { + "epoch": 847, + "batch_idx": 64, + "loss": 0.3762770891189575, + "learning_rate": 0.0006190124700921317, + "timestep_mean": 455.875, + "epsilon_norm": 8.322815895080566, + "prediction_norm": 6.944413661956787, + "timestamp": "2025-07-14T12:34:03.547303" + }, + { + "epoch": 847, + "batch_idx": 96, + "loss": 0.3123185634613037, + "learning_rate": 0.0006190124700921317, + "timestep_mean": 551.0, + "epsilon_norm": 9.084932327270508, + "prediction_norm": 8.575881958007812, + "timestamp": "2025-07-14T12:34:03.552192" + }, + { + "epoch": 847, + "batch_idx": 128, + "loss": 0.18308186531066895, + "learning_rate": 0.0006190124700921317, + "timestep_mean": 522.0, + "epsilon_norm": 7.590123176574707, + "prediction_norm": 7.232614994049072, + "timestamp": "2025-07-14T12:34:03.557083" + }, + { + "epoch": 847, + "batch_idx": 160, + "loss": 0.16931135952472687, + "learning_rate": 0.0006190124700921317, + "timestep_mean": 478.71875, + "epsilon_norm": 6.946680545806885, + "prediction_norm": 6.190296649932861, + "timestamp": "2025-07-14T12:34:03.562011" + }, + { + "epoch": 847, + "batch_idx": 192, + "loss": 0.21573901176452637, + "learning_rate": 0.0006190124700921317, + "timestep_mean": 596.375, + "epsilon_norm": 4.057839393615723, + "prediction_norm": 3.156114339828491, + "timestamp": "2025-07-14T12:34:03.567057" + }, + { + "epoch": 848, + "batch_idx": 0, + "loss": 0.2684691548347473, + "learning_rate": 0.0006182494985118628, + "timestep_mean": 525.09375, + "epsilon_norm": 7.952744960784912, + "prediction_norm": 6.340198040008545, + "timestamp": "2025-07-14T12:34:03.571998" + }, + { + "epoch": 848, + "batch_idx": 32, + "loss": 0.2427254021167755, + "learning_rate": 0.0006182494985118628, + "timestep_mean": 428.6875, + "epsilon_norm": 7.341256618499756, + "prediction_norm": 6.38803768157959, + "timestamp": "2025-07-14T12:34:03.576899" + }, + { + "epoch": 848, + "batch_idx": 64, + "loss": 0.2443910837173462, + "learning_rate": 0.0006182494985118628, + "timestep_mean": 572.25, + "epsilon_norm": 7.99338436126709, + "prediction_norm": 7.207540512084961, + "timestamp": "2025-07-14T12:34:03.581744" + }, + { + "epoch": 848, + "batch_idx": 96, + "loss": 0.42283472418785095, + "learning_rate": 0.0006182494985118628, + "timestep_mean": 505.15625, + "epsilon_norm": 9.089932441711426, + "prediction_norm": 7.641907215118408, + "timestamp": "2025-07-14T12:34:03.586671" + }, + { + "epoch": 848, + "batch_idx": 128, + "loss": 0.2686343789100647, + "learning_rate": 0.0006182494985118628, + "timestep_mean": 365.09375, + "epsilon_norm": 7.009836673736572, + "prediction_norm": 5.928531646728516, + "timestamp": "2025-07-14T12:34:03.591622" + }, + { + "epoch": 848, + "batch_idx": 160, + "loss": 0.4171617925167084, + "learning_rate": 0.0006182494985118628, + "timestep_mean": 468.46875, + "epsilon_norm": 8.329120635986328, + "prediction_norm": 7.550257205963135, + "timestamp": "2025-07-14T12:34:03.596523" + }, + { + "epoch": 848, + "batch_idx": 192, + "loss": 0.6493402719497681, + "learning_rate": 0.0006182494985118628, + "timestep_mean": 352.25, + "epsilon_norm": 3.9393935203552246, + "prediction_norm": 1.9661847352981567, + "timestamp": "2025-07-14T12:34:03.601356" + }, + { + "epoch": 849, + "batch_idx": 0, + "loss": 0.28246521949768066, + "learning_rate": 0.0006174862351627111, + "timestep_mean": 424.9375, + "epsilon_norm": 6.836928844451904, + "prediction_norm": 6.002205848693848, + "timestamp": "2025-07-14T12:34:03.606251" + }, + { + "epoch": 849, + "batch_idx": 32, + "loss": 0.30138659477233887, + "learning_rate": 0.0006174862351627111, + "timestep_mean": 555.0, + "epsilon_norm": 7.194441318511963, + "prediction_norm": 5.963679790496826, + "timestamp": "2025-07-14T12:34:03.611112" + }, + { + "epoch": 849, + "batch_idx": 64, + "loss": 0.15042826533317566, + "learning_rate": 0.0006174862351627111, + "timestep_mean": 556.25, + "epsilon_norm": 7.081010341644287, + "prediction_norm": 7.062247276306152, + "timestamp": "2025-07-14T12:34:03.616019" + }, + { + "epoch": 849, + "batch_idx": 96, + "loss": 0.2470446079969406, + "learning_rate": 0.0006174862351627111, + "timestep_mean": 494.1875, + "epsilon_norm": 7.197326183319092, + "prediction_norm": 6.28074312210083, + "timestamp": "2025-07-14T12:34:03.620995" + }, + { + "epoch": 849, + "batch_idx": 128, + "loss": 0.5237860083580017, + "learning_rate": 0.0006174862351627111, + "timestep_mean": 460.78125, + "epsilon_norm": 8.336776733398438, + "prediction_norm": 6.400306224822998, + "timestamp": "2025-07-14T12:34:03.625855" + }, + { + "epoch": 849, + "batch_idx": 160, + "loss": 0.2770463228225708, + "learning_rate": 0.0006174862351627111, + "timestep_mean": 505.09375, + "epsilon_norm": 8.906384468078613, + "prediction_norm": 7.664565563201904, + "timestamp": "2025-07-14T12:34:03.630718" + }, + { + "epoch": 849, + "batch_idx": 192, + "loss": 0.3274165987968445, + "learning_rate": 0.0006174862351627111, + "timestep_mean": 531.125, + "epsilon_norm": 5.033968925476074, + "prediction_norm": 3.9312586784362793, + "timestamp": "2025-07-14T12:34:03.635621" + }, + { + "epoch": 850, + "batch_idx": 0, + "loss": 0.32938840985298157, + "learning_rate": 0.0006167226819279531, + "timestep_mean": 458.75, + "epsilon_norm": 8.456338882446289, + "prediction_norm": 6.195706844329834, + "timestamp": "2025-07-14T12:34:03.640515" + }, + { + "epoch": 850, + "batch_idx": 32, + "loss": 0.5847762227058411, + "learning_rate": 0.0006167226819279531, + "timestep_mean": 445.21875, + "epsilon_norm": 9.27276611328125, + "prediction_norm": 6.714612007141113, + "timestamp": "2025-07-14T12:34:03.645372" + }, + { + "epoch": 850, + "batch_idx": 64, + "loss": 0.16576749086380005, + "learning_rate": 0.0006167226819279531, + "timestep_mean": 488.375, + "epsilon_norm": 7.860654830932617, + "prediction_norm": 7.403237342834473, + "timestamp": "2025-07-14T12:34:03.650371" + }, + { + "epoch": 850, + "batch_idx": 96, + "loss": 0.2383994460105896, + "learning_rate": 0.0006167226819279531, + "timestep_mean": 553.0, + "epsilon_norm": 7.157716751098633, + "prediction_norm": 5.886836528778076, + "timestamp": "2025-07-14T12:34:03.655223" + }, + { + "epoch": 850, + "batch_idx": 128, + "loss": 0.46288856863975525, + "learning_rate": 0.0006167226819279531, + "timestep_mean": 438.9375, + "epsilon_norm": 8.832847595214844, + "prediction_norm": 7.066629886627197, + "timestamp": "2025-07-14T12:34:03.660127" + }, + { + "epoch": 850, + "batch_idx": 160, + "loss": 0.21200953423976898, + "learning_rate": 0.0006167226819279531, + "timestep_mean": 467.875, + "epsilon_norm": 5.949865818023682, + "prediction_norm": 5.013354778289795, + "timestamp": "2025-07-14T12:34:03.665011" + }, + { + "epoch": 850, + "batch_idx": 192, + "loss": 0.16399943828582764, + "learning_rate": 0.0006167226819279531, + "timestep_mean": 631.625, + "epsilon_norm": 3.6816749572753906, + "prediction_norm": 2.6748976707458496, + "timestamp": "2025-07-14T12:34:03.669855" + }, + { + "epoch": 851, + "batch_idx": 0, + "loss": 0.17511993646621704, + "learning_rate": 0.0006159588406915805, + "timestep_mean": 583.90625, + "epsilon_norm": 6.6238017082214355, + "prediction_norm": 6.142673969268799, + "timestamp": "2025-07-14T12:34:03.674900" + }, + { + "epoch": 851, + "batch_idx": 32, + "loss": 0.29170796275138855, + "learning_rate": 0.0006159588406915805, + "timestep_mean": 444.09375, + "epsilon_norm": 8.446574211120605, + "prediction_norm": 6.49600076675415, + "timestamp": "2025-07-14T12:34:03.679764" + }, + { + "epoch": 851, + "batch_idx": 64, + "loss": 0.24008288979530334, + "learning_rate": 0.0006159588406915805, + "timestep_mean": 562.5, + "epsilon_norm": 6.672126293182373, + "prediction_norm": 5.935582637786865, + "timestamp": "2025-07-14T12:34:03.684826" + }, + { + "epoch": 851, + "batch_idx": 96, + "loss": 0.23941922187805176, + "learning_rate": 0.0006159588406915805, + "timestep_mean": 467.4375, + "epsilon_norm": 8.45594310760498, + "prediction_norm": 7.507897853851318, + "timestamp": "2025-07-14T12:34:03.689963" + }, + { + "epoch": 851, + "batch_idx": 128, + "loss": 0.4344479441642761, + "learning_rate": 0.0006159588406915805, + "timestep_mean": 419.59375, + "epsilon_norm": 8.240022659301758, + "prediction_norm": 6.162822723388672, + "timestamp": "2025-07-14T12:34:03.695206" + }, + { + "epoch": 851, + "batch_idx": 160, + "loss": 0.13691461086273193, + "learning_rate": 0.0006159588406915805, + "timestep_mean": 562.96875, + "epsilon_norm": 8.617216110229492, + "prediction_norm": 8.020004272460938, + "timestamp": "2025-07-14T12:34:03.700608" + }, + { + "epoch": 851, + "batch_idx": 192, + "loss": 0.1844550222158432, + "learning_rate": 0.0006159588406915805, + "timestep_mean": 549.375, + "epsilon_norm": 2.700493335723877, + "prediction_norm": 2.485198736190796, + "timestamp": "2025-07-14T12:34:03.705769" + }, + { + "epoch": 852, + "batch_idx": 0, + "loss": 0.30376023054122925, + "learning_rate": 0.0006151947133382957, + "timestep_mean": 367.53125, + "epsilon_norm": 7.284754276275635, + "prediction_norm": 5.649720191955566, + "timestamp": "2025-07-14T12:34:03.710998" + }, + { + "epoch": 852, + "batch_idx": 32, + "loss": 0.20318928360939026, + "learning_rate": 0.0006151947133382957, + "timestep_mean": 515.84375, + "epsilon_norm": 7.132256507873535, + "prediction_norm": 5.90558385848999, + "timestamp": "2025-07-14T12:34:03.716110" + }, + { + "epoch": 852, + "batch_idx": 64, + "loss": 0.5698972940444946, + "learning_rate": 0.0006151947133382957, + "timestep_mean": 453.5625, + "epsilon_norm": 8.345024108886719, + "prediction_norm": 5.718793869018555, + "timestamp": "2025-07-14T12:34:03.721381" + }, + { + "epoch": 852, + "batch_idx": 96, + "loss": 0.23258918523788452, + "learning_rate": 0.0006151947133382957, + "timestep_mean": 522.15625, + "epsilon_norm": 7.062675952911377, + "prediction_norm": 6.2454023361206055, + "timestamp": "2025-07-14T12:34:03.726643" + }, + { + "epoch": 852, + "batch_idx": 128, + "loss": 0.32980796694755554, + "learning_rate": 0.0006151947133382957, + "timestep_mean": 385.09375, + "epsilon_norm": 7.272281646728516, + "prediction_norm": 5.617065906524658, + "timestamp": "2025-07-14T12:34:03.731846" + }, + { + "epoch": 852, + "batch_idx": 160, + "loss": 0.31617724895477295, + "learning_rate": 0.0006151947133382957, + "timestep_mean": 506.78125, + "epsilon_norm": 8.132899284362793, + "prediction_norm": 6.735416412353516, + "timestamp": "2025-07-14T12:34:03.737058" + }, + { + "epoch": 852, + "batch_idx": 192, + "loss": 0.30281853675842285, + "learning_rate": 0.0006151947133382957, + "timestep_mean": 339.125, + "epsilon_norm": 4.068906784057617, + "prediction_norm": 3.2729599475860596, + "timestamp": "2025-07-14T12:34:03.742313" + }, + { + "epoch": 853, + "batch_idx": 0, + "loss": 0.22432109713554382, + "learning_rate": 0.0006144303017535068, + "timestep_mean": 493.65625, + "epsilon_norm": 7.480733871459961, + "prediction_norm": 6.38728141784668, + "timestamp": "2025-07-14T12:34:03.747541" + }, + { + "epoch": 853, + "batch_idx": 32, + "loss": 0.49256160855293274, + "learning_rate": 0.0006144303017535068, + "timestep_mean": 452.0, + "epsilon_norm": 7.671748161315918, + "prediction_norm": 6.158130168914795, + "timestamp": "2025-07-14T12:34:03.752657" + }, + { + "epoch": 853, + "batch_idx": 64, + "loss": 0.36732417345046997, + "learning_rate": 0.0006144303017535068, + "timestep_mean": 462.1875, + "epsilon_norm": 7.099970817565918, + "prediction_norm": 5.932095527648926, + "timestamp": "2025-07-14T12:34:03.757809" + }, + { + "epoch": 853, + "batch_idx": 96, + "loss": 0.133113294839859, + "learning_rate": 0.0006144303017535068, + "timestep_mean": 542.125, + "epsilon_norm": 8.139015197753906, + "prediction_norm": 7.40056037902832, + "timestamp": "2025-07-14T12:34:03.763091" + }, + { + "epoch": 853, + "batch_idx": 128, + "loss": 0.37315863370895386, + "learning_rate": 0.0006144303017535068, + "timestep_mean": 460.4375, + "epsilon_norm": 7.012815952301025, + "prediction_norm": 5.351832389831543, + "timestamp": "2025-07-14T12:34:03.768243" + }, + { + "epoch": 853, + "batch_idx": 160, + "loss": 0.3232119679450989, + "learning_rate": 0.0006144303017535068, + "timestep_mean": 550.1875, + "epsilon_norm": 8.728275299072266, + "prediction_norm": 7.288044452667236, + "timestamp": "2025-07-14T12:34:03.773447" + }, + { + "epoch": 853, + "batch_idx": 192, + "loss": 0.2833889424800873, + "learning_rate": 0.0006144303017535068, + "timestep_mean": 545.625, + "epsilon_norm": 3.0095839500427246, + "prediction_norm": 2.3774516582489014, + "timestamp": "2025-07-14T12:34:03.778700" + }, + { + "epoch": 854, + "batch_idx": 0, + "loss": 0.33880627155303955, + "learning_rate": 0.0006136656078233236, + "timestep_mean": 556.15625, + "epsilon_norm": 8.408651351928711, + "prediction_norm": 7.117166519165039, + "timestamp": "2025-07-14T12:34:03.784028" + }, + { + "epoch": 854, + "batch_idx": 32, + "loss": 0.16998344659805298, + "learning_rate": 0.0006136656078233236, + "timestep_mean": 526.125, + "epsilon_norm": 7.828731060028076, + "prediction_norm": 6.989126682281494, + "timestamp": "2025-07-14T12:34:03.789151" + }, + { + "epoch": 854, + "batch_idx": 64, + "loss": 0.23011033236980438, + "learning_rate": 0.0006136656078233236, + "timestep_mean": 530.90625, + "epsilon_norm": 7.626675605773926, + "prediction_norm": 6.413277626037598, + "timestamp": "2025-07-14T12:34:03.794374" + }, + { + "epoch": 854, + "batch_idx": 96, + "loss": 0.32924503087997437, + "learning_rate": 0.0006136656078233236, + "timestep_mean": 543.65625, + "epsilon_norm": 7.998308181762695, + "prediction_norm": 6.273464202880859, + "timestamp": "2025-07-14T12:34:03.799538" + }, + { + "epoch": 854, + "batch_idx": 128, + "loss": 0.4608115255832672, + "learning_rate": 0.0006136656078233236, + "timestep_mean": 512.0, + "epsilon_norm": 9.775060653686523, + "prediction_norm": 7.110431671142578, + "timestamp": "2025-07-14T12:34:03.804796" + }, + { + "epoch": 854, + "batch_idx": 160, + "loss": 0.30729877948760986, + "learning_rate": 0.0006136656078233236, + "timestep_mean": 489.9375, + "epsilon_norm": 7.297199726104736, + "prediction_norm": 5.509218692779541, + "timestamp": "2025-07-14T12:34:03.810015" + }, + { + "epoch": 854, + "batch_idx": 192, + "loss": 0.4267697036266327, + "learning_rate": 0.0006136656078233236, + "timestep_mean": 297.875, + "epsilon_norm": 4.167718887329102, + "prediction_norm": 3.0709991455078125, + "timestamp": "2025-07-14T12:34:03.815209" + }, + { + "epoch": 855, + "batch_idx": 0, + "loss": 0.44237497448921204, + "learning_rate": 0.0006129006334345523, + "timestep_mean": 552.21875, + "epsilon_norm": 10.030816078186035, + "prediction_norm": 8.382026672363281, + "timestamp": "2025-07-14T12:34:03.820389" + }, + { + "epoch": 855, + "batch_idx": 32, + "loss": 0.1366647183895111, + "learning_rate": 0.0006129006334345523, + "timestep_mean": 556.375, + "epsilon_norm": 7.862054824829102, + "prediction_norm": 7.246452808380127, + "timestamp": "2025-07-14T12:34:03.825637" + }, + { + "epoch": 855, + "batch_idx": 64, + "loss": 0.36028149724006653, + "learning_rate": 0.0006129006334345523, + "timestep_mean": 552.09375, + "epsilon_norm": 8.745952606201172, + "prediction_norm": 6.894902229309082, + "timestamp": "2025-07-14T12:34:03.830847" + }, + { + "epoch": 855, + "batch_idx": 96, + "loss": 0.3720753788948059, + "learning_rate": 0.0006129006334345523, + "timestep_mean": 513.96875, + "epsilon_norm": 8.544442176818848, + "prediction_norm": 6.638117790222168, + "timestamp": "2025-07-14T12:34:03.835801" + }, + { + "epoch": 855, + "batch_idx": 128, + "loss": 0.3098551034927368, + "learning_rate": 0.0006129006334345523, + "timestep_mean": 465.15625, + "epsilon_norm": 7.942939281463623, + "prediction_norm": 6.331608295440674, + "timestamp": "2025-07-14T12:34:03.840737" + }, + { + "epoch": 855, + "batch_idx": 160, + "loss": 0.23421134054660797, + "learning_rate": 0.0006129006334345523, + "timestep_mean": 542.625, + "epsilon_norm": 6.319738864898682, + "prediction_norm": 6.0339555740356445, + "timestamp": "2025-07-14T12:34:03.845917" + }, + { + "epoch": 855, + "batch_idx": 192, + "loss": 0.2486152946949005, + "learning_rate": 0.0006129006334345523, + "timestep_mean": 401.375, + "epsilon_norm": 3.059985637664795, + "prediction_norm": 2.667628049850464, + "timestamp": "2025-07-14T12:34:03.850869" + }, + { + "epoch": 856, + "batch_idx": 0, + "loss": 0.19206354022026062, + "learning_rate": 0.000612135380474691, + "timestep_mean": 453.5625, + "epsilon_norm": 7.35055685043335, + "prediction_norm": 7.478143215179443, + "timestamp": "2025-07-14T12:34:03.855850" + }, + { + "epoch": 856, + "batch_idx": 32, + "loss": 0.23443453013896942, + "learning_rate": 0.000612135380474691, + "timestep_mean": 549.5625, + "epsilon_norm": 8.555689811706543, + "prediction_norm": 7.6999711990356445, + "timestamp": "2025-07-14T12:34:03.860987" + }, + { + "epoch": 856, + "batch_idx": 64, + "loss": 0.39043286442756653, + "learning_rate": 0.000612135380474691, + "timestep_mean": 576.40625, + "epsilon_norm": 8.231073379516602, + "prediction_norm": 7.071655750274658, + "timestamp": "2025-07-14T12:34:03.866192" + }, + { + "epoch": 856, + "batch_idx": 96, + "loss": 0.14787323772907257, + "learning_rate": 0.000612135380474691, + "timestep_mean": 558.34375, + "epsilon_norm": 8.156142234802246, + "prediction_norm": 8.006422996520996, + "timestamp": "2025-07-14T12:34:03.871392" + }, + { + "epoch": 856, + "batch_idx": 128, + "loss": 0.22232134640216827, + "learning_rate": 0.000612135380474691, + "timestep_mean": 564.1875, + "epsilon_norm": 7.912175178527832, + "prediction_norm": 7.611886501312256, + "timestamp": "2025-07-14T12:34:03.876559" + }, + { + "epoch": 856, + "batch_idx": 160, + "loss": 0.3264092803001404, + "learning_rate": 0.000612135380474691, + "timestep_mean": 459.6875, + "epsilon_norm": 8.085152626037598, + "prediction_norm": 6.8270416259765625, + "timestamp": "2025-07-14T12:34:03.881723" + }, + { + "epoch": 856, + "batch_idx": 192, + "loss": 0.3207317292690277, + "learning_rate": 0.000612135380474691, + "timestep_mean": 625.375, + "epsilon_norm": 3.7686593532562256, + "prediction_norm": 3.386061429977417, + "timestamp": "2025-07-14T12:34:03.886836" + }, + { + "epoch": 857, + "batch_idx": 0, + "loss": 0.26088714599609375, + "learning_rate": 0.0006113698508319255, + "timestep_mean": 551.09375, + "epsilon_norm": 7.487618923187256, + "prediction_norm": 6.460686683654785, + "timestamp": "2025-07-14T12:34:03.892032" + }, + { + "epoch": 857, + "batch_idx": 32, + "loss": 0.3515739440917969, + "learning_rate": 0.0006113698508319255, + "timestep_mean": 471.6875, + "epsilon_norm": 8.4739990234375, + "prediction_norm": 7.234567642211914, + "timestamp": "2025-07-14T12:34:03.897195" + }, + { + "epoch": 857, + "batch_idx": 64, + "loss": 0.3177516758441925, + "learning_rate": 0.0006113698508319255, + "timestep_mean": 535.40625, + "epsilon_norm": 8.423478126525879, + "prediction_norm": 7.430878162384033, + "timestamp": "2025-07-14T12:34:03.902397" + }, + { + "epoch": 857, + "batch_idx": 96, + "loss": 0.37312883138656616, + "learning_rate": 0.0006113698508319255, + "timestep_mean": 431.59375, + "epsilon_norm": 7.10825777053833, + "prediction_norm": 5.147620677947998, + "timestamp": "2025-07-14T12:34:03.909050" + }, + { + "epoch": 857, + "batch_idx": 128, + "loss": 0.20292767882347107, + "learning_rate": 0.0006113698508319255, + "timestep_mean": 492.34375, + "epsilon_norm": 6.769712924957275, + "prediction_norm": 6.127074241638184, + "timestamp": "2025-07-14T12:34:03.917341" + }, + { + "epoch": 857, + "batch_idx": 160, + "loss": 0.2691854238510132, + "learning_rate": 0.0006113698508319255, + "timestep_mean": 458.0, + "epsilon_norm": 7.84381103515625, + "prediction_norm": 6.360086441040039, + "timestamp": "2025-07-14T12:34:03.922575" + }, + { + "epoch": 857, + "batch_idx": 192, + "loss": 0.30248257517814636, + "learning_rate": 0.0006113698508319255, + "timestep_mean": 566.875, + "epsilon_norm": 4.306270122528076, + "prediction_norm": 3.109144926071167, + "timestamp": "2025-07-14T12:34:03.927621" + }, + { + "epoch": 858, + "batch_idx": 0, + "loss": 0.31062349677085876, + "learning_rate": 0.000610604046395124, + "timestep_mean": 544.4375, + "epsilon_norm": 7.416293144226074, + "prediction_norm": 5.788955211639404, + "timestamp": "2025-07-14T12:34:03.932813" + }, + { + "epoch": 858, + "batch_idx": 32, + "loss": 0.36447593569755554, + "learning_rate": 0.000610604046395124, + "timestep_mean": 484.5, + "epsilon_norm": 8.646695137023926, + "prediction_norm": 6.7590861320495605, + "timestamp": "2025-07-14T12:34:03.938176" + }, + { + "epoch": 858, + "batch_idx": 64, + "loss": 0.17002825438976288, + "learning_rate": 0.000610604046395124, + "timestep_mean": 465.0625, + "epsilon_norm": 8.163789749145508, + "prediction_norm": 7.448318958282471, + "timestamp": "2025-07-14T12:34:03.943450" + }, + { + "epoch": 858, + "batch_idx": 96, + "loss": 0.32298505306243896, + "learning_rate": 0.000610604046395124, + "timestep_mean": 479.78125, + "epsilon_norm": 8.478666305541992, + "prediction_norm": 6.564938545227051, + "timestamp": "2025-07-14T12:34:03.948626" + }, + { + "epoch": 858, + "batch_idx": 128, + "loss": 0.13391074538230896, + "learning_rate": 0.000610604046395124, + "timestep_mean": 593.25, + "epsilon_norm": 7.512141227722168, + "prediction_norm": 6.7598443031311035, + "timestamp": "2025-07-14T12:34:03.953763" + }, + { + "epoch": 858, + "batch_idx": 160, + "loss": 0.18665319681167603, + "learning_rate": 0.000610604046395124, + "timestep_mean": 568.0, + "epsilon_norm": 8.134465217590332, + "prediction_norm": 6.760143280029297, + "timestamp": "2025-07-14T12:34:03.959002" + }, + { + "epoch": 858, + "batch_idx": 192, + "loss": 0.19981901347637177, + "learning_rate": 0.000610604046395124, + "timestep_mean": 450.5, + "epsilon_norm": 4.090298175811768, + "prediction_norm": 3.2348506450653076, + "timestamp": "2025-07-14T12:34:03.964017" + }, + { + "epoch": 859, + "batch_idx": 0, + "loss": 0.2931891977787018, + "learning_rate": 0.000609837969053833, + "timestep_mean": 511.625, + "epsilon_norm": 8.065227508544922, + "prediction_norm": 6.712500095367432, + "timestamp": "2025-07-14T12:34:03.969276" + }, + { + "epoch": 859, + "batch_idx": 32, + "loss": 0.3006073832511902, + "learning_rate": 0.000609837969053833, + "timestep_mean": 503.40625, + "epsilon_norm": 7.049145698547363, + "prediction_norm": 5.229019641876221, + "timestamp": "2025-07-14T12:34:03.974453" + }, + { + "epoch": 859, + "batch_idx": 64, + "loss": 0.4193599820137024, + "learning_rate": 0.000609837969053833, + "timestep_mean": 439.90625, + "epsilon_norm": 7.06697940826416, + "prediction_norm": 5.043257713317871, + "timestamp": "2025-07-14T12:34:03.979772" + }, + { + "epoch": 859, + "batch_idx": 96, + "loss": 0.2103290557861328, + "learning_rate": 0.000609837969053833, + "timestep_mean": 488.6875, + "epsilon_norm": 7.08164644241333, + "prediction_norm": 6.040266990661621, + "timestamp": "2025-07-14T12:34:03.984990" + }, + { + "epoch": 859, + "batch_idx": 128, + "loss": 0.3183017671108246, + "learning_rate": 0.000609837969053833, + "timestep_mean": 510.375, + "epsilon_norm": 8.520130157470703, + "prediction_norm": 6.811656475067139, + "timestamp": "2025-07-14T12:34:03.990040" + }, + { + "epoch": 859, + "batch_idx": 160, + "loss": 0.3637232482433319, + "learning_rate": 0.000609837969053833, + "timestep_mean": 504.3125, + "epsilon_norm": 7.559401512145996, + "prediction_norm": 5.504824638366699, + "timestamp": "2025-07-14T12:34:03.994876" + }, + { + "epoch": 859, + "batch_idx": 192, + "loss": 0.7109675407409668, + "learning_rate": 0.000609837969053833, + "timestep_mean": 393.625, + "epsilon_norm": 4.707465648651123, + "prediction_norm": 3.2804415225982666, + "timestamp": "2025-07-14T12:34:03.999690" + }, + { + "epoch": 860, + "batch_idx": 0, + "loss": 0.2914610505104065, + "learning_rate": 0.0006090716206982718, + "timestep_mean": 537.4375, + "epsilon_norm": 7.6971001625061035, + "prediction_norm": 6.105113983154297, + "timestamp": "2025-07-14T12:34:04.004641" + }, + { + "epoch": 860, + "batch_idx": 32, + "loss": 0.22707988321781158, + "learning_rate": 0.0006090716206982718, + "timestep_mean": 481.625, + "epsilon_norm": 7.213721752166748, + "prediction_norm": 6.285219192504883, + "timestamp": "2025-07-14T12:34:04.009482" + }, + { + "epoch": 860, + "batch_idx": 64, + "loss": 0.1394367665052414, + "learning_rate": 0.0006090716206982718, + "timestep_mean": 529.03125, + "epsilon_norm": 7.657589912414551, + "prediction_norm": 6.774622917175293, + "timestamp": "2025-07-14T12:34:04.014445" + }, + { + "epoch": 860, + "batch_idx": 96, + "loss": 0.19966533780097961, + "learning_rate": 0.0006090716206982718, + "timestep_mean": 620.65625, + "epsilon_norm": 6.783871173858643, + "prediction_norm": 5.741869926452637, + "timestamp": "2025-07-14T12:34:04.019531" + }, + { + "epoch": 860, + "batch_idx": 128, + "loss": 0.4455307126045227, + "learning_rate": 0.0006090716206982718, + "timestep_mean": 515.28125, + "epsilon_norm": 8.363274574279785, + "prediction_norm": 6.585512161254883, + "timestamp": "2025-07-14T12:34:04.024669" + }, + { + "epoch": 860, + "batch_idx": 160, + "loss": 0.4178180694580078, + "learning_rate": 0.0006090716206982718, + "timestep_mean": 403.9375, + "epsilon_norm": 8.364005088806152, + "prediction_norm": 7.231619358062744, + "timestamp": "2025-07-14T12:34:04.029964" + }, + { + "epoch": 860, + "batch_idx": 192, + "loss": 0.3438633978366852, + "learning_rate": 0.0006090716206982718, + "timestep_mean": 441.375, + "epsilon_norm": 5.423467636108398, + "prediction_norm": 4.218672275543213, + "timestamp": "2025-07-14T12:34:04.035046" + }, + { + "epoch": 861, + "batch_idx": 0, + "loss": 0.1772925853729248, + "learning_rate": 0.0006083050032193292, + "timestep_mean": 463.25, + "epsilon_norm": 7.447628498077393, + "prediction_norm": 6.442004680633545, + "timestamp": "2025-07-14T12:34:04.040196" + }, + { + "epoch": 861, + "batch_idx": 32, + "loss": 0.37247413396835327, + "learning_rate": 0.0006083050032193292, + "timestep_mean": 442.5625, + "epsilon_norm": 7.47213888168335, + "prediction_norm": 6.5857415199279785, + "timestamp": "2025-07-14T12:34:04.045400" + }, + { + "epoch": 861, + "batch_idx": 64, + "loss": 0.21186482906341553, + "learning_rate": 0.0006083050032193292, + "timestep_mean": 519.6875, + "epsilon_norm": 7.711405277252197, + "prediction_norm": 6.801644325256348, + "timestamp": "2025-07-14T12:34:04.050595" + }, + { + "epoch": 861, + "batch_idx": 96, + "loss": 0.3086118698120117, + "learning_rate": 0.0006083050032193292, + "timestep_mean": 493.40625, + "epsilon_norm": 7.797002792358398, + "prediction_norm": 6.662252902984619, + "timestamp": "2025-07-14T12:34:04.055809" + }, + { + "epoch": 861, + "batch_idx": 128, + "loss": 0.1291675567626953, + "learning_rate": 0.0006083050032193292, + "timestep_mean": 592.6875, + "epsilon_norm": 7.89914083480835, + "prediction_norm": 8.065590858459473, + "timestamp": "2025-07-14T12:34:04.060975" + }, + { + "epoch": 861, + "batch_idx": 160, + "loss": 0.22608694434165955, + "learning_rate": 0.0006083050032193292, + "timestep_mean": 486.75, + "epsilon_norm": 6.682717800140381, + "prediction_norm": 5.816085338592529, + "timestamp": "2025-07-14T12:34:04.066168" + }, + { + "epoch": 861, + "batch_idx": 192, + "loss": 0.07496882975101471, + "learning_rate": 0.0006083050032193292, + "timestep_mean": 653.125, + "epsilon_norm": 3.2662353515625, + "prediction_norm": 3.4996280670166016, + "timestamp": "2025-07-14T12:34:04.071542" + }, + { + "epoch": 862, + "batch_idx": 0, + "loss": 0.36227303743362427, + "learning_rate": 0.0006075381185085572, + "timestep_mean": 486.90625, + "epsilon_norm": 8.079440116882324, + "prediction_norm": 7.5019330978393555, + "timestamp": "2025-07-14T12:34:04.076619" + }, + { + "epoch": 862, + "batch_idx": 32, + "loss": 0.25729185342788696, + "learning_rate": 0.0006075381185085572, + "timestep_mean": 419.03125, + "epsilon_norm": 7.697131156921387, + "prediction_norm": 6.542961597442627, + "timestamp": "2025-07-14T12:34:04.081708" + }, + { + "epoch": 862, + "batch_idx": 64, + "loss": 0.25225257873535156, + "learning_rate": 0.0006075381185085572, + "timestep_mean": 496.8125, + "epsilon_norm": 7.721860408782959, + "prediction_norm": 5.875545978546143, + "timestamp": "2025-07-14T12:34:04.086808" + }, + { + "epoch": 862, + "batch_idx": 96, + "loss": 0.3089556396007538, + "learning_rate": 0.0006075381185085572, + "timestep_mean": 528.9375, + "epsilon_norm": 7.10037899017334, + "prediction_norm": 5.419345378875732, + "timestamp": "2025-07-14T12:34:04.092100" + }, + { + "epoch": 862, + "batch_idx": 128, + "loss": 0.1556118279695511, + "learning_rate": 0.0006075381185085572, + "timestep_mean": 547.21875, + "epsilon_norm": 7.523608207702637, + "prediction_norm": 6.2675886154174805, + "timestamp": "2025-07-14T12:34:04.097255" + }, + { + "epoch": 862, + "batch_idx": 160, + "loss": 0.43010130524635315, + "learning_rate": 0.0006075381185085572, + "timestep_mean": 429.625, + "epsilon_norm": 7.998387336730957, + "prediction_norm": 5.904062271118164, + "timestamp": "2025-07-14T12:34:04.102403" + }, + { + "epoch": 862, + "batch_idx": 192, + "loss": 0.1884356141090393, + "learning_rate": 0.0006075381185085572, + "timestep_mean": 465.25, + "epsilon_norm": 2.8660995960235596, + "prediction_norm": 2.1539814472198486, + "timestamp": "2025-07-14T12:34:04.107536" + }, + { + "epoch": 863, + "batch_idx": 0, + "loss": 0.3069305121898651, + "learning_rate": 0.000606770968458168, + "timestep_mean": 458.125, + "epsilon_norm": 7.344196796417236, + "prediction_norm": 5.609867095947266, + "timestamp": "2025-07-14T12:34:04.112712" + }, + { + "epoch": 863, + "batch_idx": 32, + "loss": 0.22909346222877502, + "learning_rate": 0.000606770968458168, + "timestep_mean": 500.96875, + "epsilon_norm": 8.1444091796875, + "prediction_norm": 6.843929290771484, + "timestamp": "2025-07-14T12:34:04.117853" + }, + { + "epoch": 863, + "batch_idx": 64, + "loss": 0.23334118723869324, + "learning_rate": 0.000606770968458168, + "timestep_mean": 525.53125, + "epsilon_norm": 7.854078769683838, + "prediction_norm": 6.442335605621338, + "timestamp": "2025-07-14T12:34:04.123038" + }, + { + "epoch": 863, + "batch_idx": 96, + "loss": 0.36688148975372314, + "learning_rate": 0.000606770968458168, + "timestep_mean": 440.9375, + "epsilon_norm": 7.973243236541748, + "prediction_norm": 5.940864562988281, + "timestamp": "2025-07-14T12:34:04.128235" + }, + { + "epoch": 863, + "batch_idx": 128, + "loss": 0.32717636227607727, + "learning_rate": 0.000606770968458168, + "timestep_mean": 497.09375, + "epsilon_norm": 9.30366325378418, + "prediction_norm": 7.3611931800842285, + "timestamp": "2025-07-14T12:34:04.133465" + }, + { + "epoch": 863, + "batch_idx": 160, + "loss": 0.22695910930633545, + "learning_rate": 0.000606770968458168, + "timestep_mean": 515.15625, + "epsilon_norm": 7.311010360717773, + "prediction_norm": 6.5128607749938965, + "timestamp": "2025-07-14T12:34:04.138572" + }, + { + "epoch": 863, + "batch_idx": 192, + "loss": 0.0905497819185257, + "learning_rate": 0.000606770968458168, + "timestep_mean": 352.375, + "epsilon_norm": 2.877527952194214, + "prediction_norm": 3.064121723175049, + "timestamp": "2025-07-14T12:34:04.143516" + }, + { + "epoch": 864, + "batch_idx": 0, + "loss": 0.2846643328666687, + "learning_rate": 0.000606003554961028, + "timestep_mean": 502.0625, + "epsilon_norm": 8.368102073669434, + "prediction_norm": 7.341275691986084, + "timestamp": "2025-07-14T12:34:04.148533" + }, + { + "epoch": 864, + "batch_idx": 32, + "loss": 0.2018185704946518, + "learning_rate": 0.000606003554961028, + "timestep_mean": 608.25, + "epsilon_norm": 7.822696685791016, + "prediction_norm": 6.980366230010986, + "timestamp": "2025-07-14T12:34:04.153542" + }, + { + "epoch": 864, + "batch_idx": 64, + "loss": 0.35664528608322144, + "learning_rate": 0.000606003554961028, + "timestep_mean": 451.59375, + "epsilon_norm": 8.817410469055176, + "prediction_norm": 7.890940189361572, + "timestamp": "2025-07-14T12:34:04.158789" + }, + { + "epoch": 864, + "batch_idx": 96, + "loss": 0.40217167139053345, + "learning_rate": 0.000606003554961028, + "timestep_mean": 442.96875, + "epsilon_norm": 8.682291030883789, + "prediction_norm": 6.7337965965271, + "timestamp": "2025-07-14T12:34:04.163733" + }, + { + "epoch": 864, + "batch_idx": 128, + "loss": 0.2556096911430359, + "learning_rate": 0.000606003554961028, + "timestep_mean": 518.9375, + "epsilon_norm": 6.801145076751709, + "prediction_norm": 6.037487506866455, + "timestamp": "2025-07-14T12:34:04.168634" + }, + { + "epoch": 864, + "batch_idx": 160, + "loss": 0.31579017639160156, + "learning_rate": 0.000606003554961028, + "timestep_mean": 542.0625, + "epsilon_norm": 8.331003189086914, + "prediction_norm": 7.172677516937256, + "timestamp": "2025-07-14T12:34:04.173533" + }, + { + "epoch": 864, + "batch_idx": 192, + "loss": 0.39792513847351074, + "learning_rate": 0.000606003554961028, + "timestep_mean": 386.0, + "epsilon_norm": 2.884235382080078, + "prediction_norm": 2.280673027038574, + "timestamp": "2025-07-14T12:34:04.178370" + }, + { + "epoch": 865, + "batch_idx": 0, + "loss": 0.47121649980545044, + "learning_rate": 0.0006052358799106533, + "timestep_mean": 526.375, + "epsilon_norm": 9.4434175491333, + "prediction_norm": 7.452001571655273, + "timestamp": "2025-07-14T12:34:04.183288" + }, + { + "epoch": 865, + "batch_idx": 32, + "loss": 0.19278393685817719, + "learning_rate": 0.0006052358799106533, + "timestep_mean": 598.9375, + "epsilon_norm": 8.232413291931152, + "prediction_norm": 7.476521015167236, + "timestamp": "2025-07-14T12:34:04.188184" + }, + { + "epoch": 865, + "batch_idx": 64, + "loss": 0.26547926664352417, + "learning_rate": 0.0006052358799106533, + "timestep_mean": 431.125, + "epsilon_norm": 7.748887062072754, + "prediction_norm": 6.343480110168457, + "timestamp": "2025-07-14T12:34:04.193064" + }, + { + "epoch": 865, + "batch_idx": 96, + "loss": 0.2434227466583252, + "learning_rate": 0.0006052358799106533, + "timestep_mean": 448.0, + "epsilon_norm": 7.535167217254639, + "prediction_norm": 6.076927185058594, + "timestamp": "2025-07-14T12:34:04.197913" + }, + { + "epoch": 865, + "batch_idx": 128, + "loss": 0.2246396839618683, + "learning_rate": 0.0006052358799106533, + "timestep_mean": 535.0625, + "epsilon_norm": 8.049482345581055, + "prediction_norm": 7.25341272354126, + "timestamp": "2025-07-14T12:34:04.202799" + }, + { + "epoch": 865, + "batch_idx": 160, + "loss": 0.33199042081832886, + "learning_rate": 0.0006052358799106533, + "timestep_mean": 554.0625, + "epsilon_norm": 8.520712852478027, + "prediction_norm": 6.115126609802246, + "timestamp": "2025-07-14T12:34:04.207721" + }, + { + "epoch": 865, + "batch_idx": 192, + "loss": 0.22580520808696747, + "learning_rate": 0.0006052358799106533, + "timestep_mean": 541.5, + "epsilon_norm": 3.124506711959839, + "prediction_norm": 2.856097459793091, + "timestamp": "2025-07-14T12:34:04.212699" + }, + { + "epoch": 866, + "batch_idx": 0, + "loss": 0.23008085787296295, + "learning_rate": 0.0006044679452012064, + "timestep_mean": 468.96875, + "epsilon_norm": 7.137782096862793, + "prediction_norm": 5.918162822723389, + "timestamp": "2025-07-14T12:34:04.217601" + }, + { + "epoch": 866, + "batch_idx": 32, + "loss": 0.21093836426734924, + "learning_rate": 0.0006044679452012064, + "timestep_mean": 512.4375, + "epsilon_norm": 7.961483478546143, + "prediction_norm": 6.998222827911377, + "timestamp": "2025-07-14T12:34:04.222448" + }, + { + "epoch": 866, + "batch_idx": 64, + "loss": 0.36607033014297485, + "learning_rate": 0.0006044679452012064, + "timestep_mean": 374.1875, + "epsilon_norm": 7.944620609283447, + "prediction_norm": 6.590587615966797, + "timestamp": "2025-07-14T12:34:04.227296" + }, + { + "epoch": 866, + "batch_idx": 96, + "loss": 0.3008865714073181, + "learning_rate": 0.0006044679452012064, + "timestep_mean": 456.15625, + "epsilon_norm": 7.870365142822266, + "prediction_norm": 6.469836235046387, + "timestamp": "2025-07-14T12:34:04.232186" + }, + { + "epoch": 866, + "batch_idx": 128, + "loss": 0.13124015927314758, + "learning_rate": 0.0006044679452012064, + "timestep_mean": 705.21875, + "epsilon_norm": 8.961592674255371, + "prediction_norm": 8.311285972595215, + "timestamp": "2025-07-14T12:34:04.237018" + }, + { + "epoch": 866, + "batch_idx": 160, + "loss": 0.18987709283828735, + "learning_rate": 0.0006044679452012064, + "timestep_mean": 536.6875, + "epsilon_norm": 7.4749040603637695, + "prediction_norm": 6.717467784881592, + "timestamp": "2025-07-14T12:34:04.241984" + }, + { + "epoch": 866, + "batch_idx": 192, + "loss": 0.2173592746257782, + "learning_rate": 0.0006044679452012064, + "timestep_mean": 649.125, + "epsilon_norm": 3.9480502605438232, + "prediction_norm": 3.402954578399658, + "timestamp": "2025-07-14T12:34:04.246843" + }, + { + "epoch": 867, + "batch_idx": 0, + "loss": 0.19517475366592407, + "learning_rate": 0.0006036997527274896, + "timestep_mean": 533.5625, + "epsilon_norm": 7.313024520874023, + "prediction_norm": 6.6828179359436035, + "timestamp": "2025-07-14T12:34:04.251719" + }, + { + "epoch": 867, + "batch_idx": 32, + "loss": 0.2636374533176422, + "learning_rate": 0.0006036997527274896, + "timestep_mean": 490.59375, + "epsilon_norm": 8.34088134765625, + "prediction_norm": 7.310413837432861, + "timestamp": "2025-07-14T12:34:04.256600" + }, + { + "epoch": 867, + "batch_idx": 64, + "loss": 0.2411094307899475, + "learning_rate": 0.0006036997527274896, + "timestep_mean": 428.375, + "epsilon_norm": 6.871287822723389, + "prediction_norm": 5.613307476043701, + "timestamp": "2025-07-14T12:34:04.261444" + }, + { + "epoch": 867, + "batch_idx": 96, + "loss": 0.46917009353637695, + "learning_rate": 0.0006036997527274896, + "timestep_mean": 393.78125, + "epsilon_norm": 8.092164993286133, + "prediction_norm": 6.477256774902344, + "timestamp": "2025-07-14T12:34:04.266317" + }, + { + "epoch": 867, + "batch_idx": 128, + "loss": 0.31212127208709717, + "learning_rate": 0.0006036997527274896, + "timestep_mean": 469.84375, + "epsilon_norm": 6.310975551605225, + "prediction_norm": 4.804286479949951, + "timestamp": "2025-07-14T12:34:04.271373" + }, + { + "epoch": 867, + "batch_idx": 160, + "loss": 0.2436455637216568, + "learning_rate": 0.0006036997527274896, + "timestep_mean": 486.0625, + "epsilon_norm": 7.3848876953125, + "prediction_norm": 6.548411846160889, + "timestamp": "2025-07-14T12:34:04.276219" + }, + { + "epoch": 867, + "batch_idx": 192, + "loss": 0.08201810717582703, + "learning_rate": 0.0006036997527274896, + "timestep_mean": 670.375, + "epsilon_norm": 4.247315406799316, + "prediction_norm": 4.067704677581787, + "timestamp": "2025-07-14T12:34:04.281044" + }, + { + "epoch": 868, + "batch_idx": 0, + "loss": 0.2944106459617615, + "learning_rate": 0.0006029313043849412, + "timestep_mean": 566.03125, + "epsilon_norm": 8.62108039855957, + "prediction_norm": 7.005315780639648, + "timestamp": "2025-07-14T12:34:04.285957" + }, + { + "epoch": 868, + "batch_idx": 32, + "loss": 0.16707076132297516, + "learning_rate": 0.0006029313043849412, + "timestep_mean": 527.3125, + "epsilon_norm": 6.77486515045166, + "prediction_norm": 6.244350910186768, + "timestamp": "2025-07-14T12:34:04.290854" + }, + { + "epoch": 868, + "batch_idx": 64, + "loss": 0.36581480503082275, + "learning_rate": 0.0006029313043849412, + "timestep_mean": 465.84375, + "epsilon_norm": 7.919800281524658, + "prediction_norm": 5.421345233917236, + "timestamp": "2025-07-14T12:34:04.295712" + }, + { + "epoch": 868, + "batch_idx": 96, + "loss": 0.23609787225723267, + "learning_rate": 0.0006029313043849412, + "timestep_mean": 500.53125, + "epsilon_norm": 6.9521403312683105, + "prediction_norm": 6.095463752746582, + "timestamp": "2025-07-14T12:34:04.300668" + }, + { + "epoch": 868, + "batch_idx": 128, + "loss": 0.2536938786506653, + "learning_rate": 0.0006029313043849412, + "timestep_mean": 497.96875, + "epsilon_norm": 7.362762451171875, + "prediction_norm": 6.083246231079102, + "timestamp": "2025-07-14T12:34:04.305532" + }, + { + "epoch": 868, + "batch_idx": 160, + "loss": 0.3520489037036896, + "learning_rate": 0.0006029313043849412, + "timestep_mean": 443.96875, + "epsilon_norm": 7.480865001678467, + "prediction_norm": 5.943732738494873, + "timestamp": "2025-07-14T12:34:04.310415" + }, + { + "epoch": 868, + "batch_idx": 192, + "loss": 0.3377273976802826, + "learning_rate": 0.0006029313043849412, + "timestep_mean": 333.0, + "epsilon_norm": 3.766184091567993, + "prediction_norm": 3.1060523986816406, + "timestamp": "2025-07-14T12:34:04.315267" + }, + { + "epoch": 869, + "batch_idx": 0, + "loss": 0.1910572350025177, + "learning_rate": 0.0006021626020696314, + "timestep_mean": 454.25, + "epsilon_norm": 7.66657018661499, + "prediction_norm": 6.604300498962402, + "timestamp": "2025-07-14T12:34:04.320163" + }, + { + "epoch": 869, + "batch_idx": 32, + "loss": 0.33222195506095886, + "learning_rate": 0.0006021626020696314, + "timestep_mean": 614.84375, + "epsilon_norm": 8.22673225402832, + "prediction_norm": 7.070071220397949, + "timestamp": "2025-07-14T12:34:04.325158" + }, + { + "epoch": 869, + "batch_idx": 64, + "loss": 0.2758095860481262, + "learning_rate": 0.0006021626020696314, + "timestep_mean": 500.71875, + "epsilon_norm": 8.072166442871094, + "prediction_norm": 6.221305847167969, + "timestamp": "2025-07-14T12:34:04.330030" + }, + { + "epoch": 869, + "batch_idx": 96, + "loss": 0.13731837272644043, + "learning_rate": 0.0006021626020696314, + "timestep_mean": 464.5, + "epsilon_norm": 6.9696269035339355, + "prediction_norm": 6.183681488037109, + "timestamp": "2025-07-14T12:34:04.334955" + }, + { + "epoch": 869, + "batch_idx": 128, + "loss": 0.13553224503993988, + "learning_rate": 0.0006021626020696314, + "timestep_mean": 572.3125, + "epsilon_norm": 7.860003471374512, + "prediction_norm": 7.1495466232299805, + "timestamp": "2025-07-14T12:34:04.339843" + }, + { + "epoch": 869, + "batch_idx": 160, + "loss": 0.28435730934143066, + "learning_rate": 0.0006021626020696314, + "timestep_mean": 448.09375, + "epsilon_norm": 7.754717826843262, + "prediction_norm": 6.154643535614014, + "timestamp": "2025-07-14T12:34:04.344697" + }, + { + "epoch": 869, + "batch_idx": 192, + "loss": 0.35539519786834717, + "learning_rate": 0.0006021626020696314, + "timestep_mean": 353.875, + "epsilon_norm": 3.719144344329834, + "prediction_norm": 2.828913688659668, + "timestamp": "2025-07-14T12:34:04.349574" + }, + { + "epoch": 870, + "batch_idx": 0, + "loss": 0.43254518508911133, + "learning_rate": 0.0006013936476782567, + "timestep_mean": 483.53125, + "epsilon_norm": 8.023724555969238, + "prediction_norm": 5.948825836181641, + "timestamp": "2025-07-14T12:34:04.354585" + }, + { + "epoch": 870, + "batch_idx": 32, + "loss": 0.28953152894973755, + "learning_rate": 0.0006013936476782567, + "timestep_mean": 466.09375, + "epsilon_norm": 7.058306694030762, + "prediction_norm": 5.683963775634766, + "timestamp": "2025-07-14T12:34:04.359416" + }, + { + "epoch": 870, + "batch_idx": 64, + "loss": 0.33326154947280884, + "learning_rate": 0.0006013936476782567, + "timestep_mean": 535.09375, + "epsilon_norm": 6.536019802093506, + "prediction_norm": 5.5117292404174805, + "timestamp": "2025-07-14T12:34:04.364269" + }, + { + "epoch": 870, + "batch_idx": 96, + "loss": 0.35796087980270386, + "learning_rate": 0.0006013936476782567, + "timestep_mean": 407.53125, + "epsilon_norm": 7.886646270751953, + "prediction_norm": 6.425854206085205, + "timestamp": "2025-07-14T12:34:04.369158" + }, + { + "epoch": 870, + "batch_idx": 128, + "loss": 0.21537499129772186, + "learning_rate": 0.0006013936476782567, + "timestep_mean": 518.96875, + "epsilon_norm": 7.849514007568359, + "prediction_norm": 7.075221538543701, + "timestamp": "2025-07-14T12:34:04.374041" + }, + { + "epoch": 870, + "batch_idx": 160, + "loss": 0.44480371475219727, + "learning_rate": 0.0006013936476782567, + "timestep_mean": 473.4375, + "epsilon_norm": 7.8826141357421875, + "prediction_norm": 5.902328968048096, + "timestamp": "2025-07-14T12:34:04.378954" + }, + { + "epoch": 870, + "batch_idx": 192, + "loss": 0.39780622720718384, + "learning_rate": 0.0006013936476782567, + "timestep_mean": 552.875, + "epsilon_norm": 3.5266497135162354, + "prediction_norm": 2.9284181594848633, + "timestamp": "2025-07-14T12:34:04.383909" + }, + { + "epoch": 871, + "batch_idx": 0, + "loss": 0.42545294761657715, + "learning_rate": 0.0006006244431081357, + "timestep_mean": 450.15625, + "epsilon_norm": 7.247486114501953, + "prediction_norm": 5.600124835968018, + "timestamp": "2025-07-14T12:34:04.388831" + }, + { + "epoch": 871, + "batch_idx": 32, + "loss": 0.3784976005554199, + "learning_rate": 0.0006006244431081357, + "timestep_mean": 400.1875, + "epsilon_norm": 7.187625408172607, + "prediction_norm": 6.388879776000977, + "timestamp": "2025-07-14T12:34:04.393695" + }, + { + "epoch": 871, + "batch_idx": 64, + "loss": 0.14385822415351868, + "learning_rate": 0.0006006244431081357, + "timestep_mean": 586.875, + "epsilon_norm": 7.134423732757568, + "prediction_norm": 6.354145526885986, + "timestamp": "2025-07-14T12:34:04.398616" + }, + { + "epoch": 871, + "batch_idx": 96, + "loss": 0.40886592864990234, + "learning_rate": 0.0006006244431081357, + "timestep_mean": 430.25, + "epsilon_norm": 9.136826515197754, + "prediction_norm": 7.479814529418945, + "timestamp": "2025-07-14T12:34:04.403507" + }, + { + "epoch": 871, + "batch_idx": 128, + "loss": 0.4531228542327881, + "learning_rate": 0.0006006244431081357, + "timestep_mean": 508.375, + "epsilon_norm": 8.734681129455566, + "prediction_norm": 6.594300746917725, + "timestamp": "2025-07-14T12:34:04.409112" + }, + { + "epoch": 871, + "batch_idx": 160, + "loss": 0.45812419056892395, + "learning_rate": 0.0006006244431081357, + "timestep_mean": 370.125, + "epsilon_norm": 7.910684108734131, + "prediction_norm": 5.650044918060303, + "timestamp": "2025-07-14T12:34:04.415158" + }, + { + "epoch": 871, + "batch_idx": 192, + "loss": 0.2961413562297821, + "learning_rate": 0.0006006244431081357, + "timestep_mean": 435.875, + "epsilon_norm": 3.676145076751709, + "prediction_norm": 2.477281332015991, + "timestamp": "2025-07-14T12:34:04.420419" + }, + { + "epoch": 872, + "batch_idx": 0, + "loss": 0.5236262679100037, + "learning_rate": 0.0005998549902572041, + "timestep_mean": 424.125, + "epsilon_norm": 9.004857063293457, + "prediction_norm": 6.569106578826904, + "timestamp": "2025-07-14T12:34:04.425918" + }, + { + "epoch": 872, + "batch_idx": 32, + "loss": 0.39329373836517334, + "learning_rate": 0.0005998549902572041, + "timestep_mean": 449.875, + "epsilon_norm": 8.487093925476074, + "prediction_norm": 7.4339094161987305, + "timestamp": "2025-07-14T12:34:04.431261" + }, + { + "epoch": 872, + "batch_idx": 64, + "loss": 0.42579221725463867, + "learning_rate": 0.0005998549902572041, + "timestep_mean": 519.46875, + "epsilon_norm": 8.726336479187012, + "prediction_norm": 7.2765936851501465, + "timestamp": "2025-07-14T12:34:04.436423" + }, + { + "epoch": 872, + "batch_idx": 96, + "loss": 0.1954362690448761, + "learning_rate": 0.0005998549902572041, + "timestep_mean": 467.0625, + "epsilon_norm": 7.7514424324035645, + "prediction_norm": 7.04330587387085, + "timestamp": "2025-07-14T12:34:04.450258" + }, + { + "epoch": 872, + "batch_idx": 128, + "loss": 0.41769230365753174, + "learning_rate": 0.0005998549902572041, + "timestep_mean": 444.78125, + "epsilon_norm": 8.241570472717285, + "prediction_norm": 6.671504974365234, + "timestamp": "2025-07-14T12:34:04.456633" + }, + { + "epoch": 872, + "batch_idx": 160, + "loss": 0.3757401704788208, + "learning_rate": 0.0005998549902572041, + "timestep_mean": 461.5, + "epsilon_norm": 9.013040542602539, + "prediction_norm": 7.504664897918701, + "timestamp": "2025-07-14T12:34:04.461726" + }, + { + "epoch": 872, + "batch_idx": 192, + "loss": 0.27993884682655334, + "learning_rate": 0.0005998549902572041, + "timestep_mean": 547.5, + "epsilon_norm": 3.5832042694091797, + "prediction_norm": 3.0157172679901123, + "timestamp": "2025-07-14T12:34:04.466867" + }, + { + "epoch": 873, + "batch_idx": 0, + "loss": 0.5716372132301331, + "learning_rate": 0.0005990852910240102, + "timestep_mean": 458.875, + "epsilon_norm": 8.647539138793945, + "prediction_norm": 6.758501052856445, + "timestamp": "2025-07-14T12:34:04.471802" + }, + { + "epoch": 873, + "batch_idx": 32, + "loss": 0.5812454223632812, + "learning_rate": 0.0005990852910240102, + "timestep_mean": 439.625, + "epsilon_norm": 7.7881622314453125, + "prediction_norm": 4.869889736175537, + "timestamp": "2025-07-14T12:34:04.476888" + }, + { + "epoch": 873, + "batch_idx": 64, + "loss": 0.24206674098968506, + "learning_rate": 0.0005990852910240102, + "timestep_mean": 461.65625, + "epsilon_norm": 7.87725830078125, + "prediction_norm": 6.531732559204102, + "timestamp": "2025-07-14T12:34:04.482663" + }, + { + "epoch": 873, + "batch_idx": 96, + "loss": 0.2131389081478119, + "learning_rate": 0.0005990852910240102, + "timestep_mean": 556.71875, + "epsilon_norm": 6.772494316101074, + "prediction_norm": 6.10390043258667, + "timestamp": "2025-07-14T12:34:04.488202" + }, + { + "epoch": 873, + "batch_idx": 128, + "loss": 0.31534266471862793, + "learning_rate": 0.0005990852910240102, + "timestep_mean": 443.84375, + "epsilon_norm": 8.190598487854004, + "prediction_norm": 6.553474426269531, + "timestamp": "2025-07-14T12:34:04.494323" + }, + { + "epoch": 873, + "batch_idx": 160, + "loss": 0.3575890064239502, + "learning_rate": 0.0005990852910240102, + "timestep_mean": 483.65625, + "epsilon_norm": 8.422761917114258, + "prediction_norm": 7.131953716278076, + "timestamp": "2025-07-14T12:34:04.500530" + }, + { + "epoch": 873, + "batch_idx": 192, + "loss": 0.3934074342250824, + "learning_rate": 0.0005990852910240102, + "timestep_mean": 378.25, + "epsilon_norm": 2.8273086547851562, + "prediction_norm": 2.6823031902313232, + "timestamp": "2025-07-14T12:34:04.507132" + }, + { + "epoch": 874, + "batch_idx": 0, + "loss": 0.36397433280944824, + "learning_rate": 0.0005983153473077103, + "timestep_mean": 513.15625, + "epsilon_norm": 8.82901382446289, + "prediction_norm": 7.0528950691223145, + "timestamp": "2025-07-14T12:34:04.512660" + }, + { + "epoch": 874, + "batch_idx": 32, + "loss": 0.2608790993690491, + "learning_rate": 0.0005983153473077103, + "timestep_mean": 576.90625, + "epsilon_norm": 8.511512756347656, + "prediction_norm": 7.017621994018555, + "timestamp": "2025-07-14T12:34:04.517926" + }, + { + "epoch": 874, + "batch_idx": 64, + "loss": 0.26048392057418823, + "learning_rate": 0.0005983153473077103, + "timestep_mean": 525.46875, + "epsilon_norm": 7.512396812438965, + "prediction_norm": 5.819273948669434, + "timestamp": "2025-07-14T12:34:04.523459" + }, + { + "epoch": 874, + "batch_idx": 96, + "loss": 0.35289785265922546, + "learning_rate": 0.0005983153473077103, + "timestep_mean": 465.0, + "epsilon_norm": 8.848163604736328, + "prediction_norm": 7.175539970397949, + "timestamp": "2025-07-14T12:34:04.528813" + }, + { + "epoch": 874, + "batch_idx": 128, + "loss": 0.24700897932052612, + "learning_rate": 0.0005983153473077103, + "timestep_mean": 533.03125, + "epsilon_norm": 8.607337951660156, + "prediction_norm": 7.30062198638916, + "timestamp": "2025-07-14T12:34:04.534268" + }, + { + "epoch": 874, + "batch_idx": 160, + "loss": 0.2845134139060974, + "learning_rate": 0.0005983153473077103, + "timestep_mean": 544.40625, + "epsilon_norm": 8.421741485595703, + "prediction_norm": 7.055161952972412, + "timestamp": "2025-07-14T12:34:04.539788" + }, + { + "epoch": 874, + "batch_idx": 192, + "loss": 0.16774582862854004, + "learning_rate": 0.0005983153473077103, + "timestep_mean": 498.0, + "epsilon_norm": 2.5369369983673096, + "prediction_norm": 2.7797138690948486, + "timestamp": "2025-07-14T12:34:04.545218" + }, + { + "epoch": 875, + "batch_idx": 0, + "loss": 0.13153305649757385, + "learning_rate": 0.0005975451610080645, + "timestep_mean": 546.09375, + "epsilon_norm": 7.941908359527588, + "prediction_norm": 6.731374263763428, + "timestamp": "2025-07-14T12:34:04.550545" + }, + { + "epoch": 875, + "batch_idx": 32, + "loss": 0.2942652702331543, + "learning_rate": 0.0005975451610080645, + "timestep_mean": 491.9375, + "epsilon_norm": 8.511236190795898, + "prediction_norm": 7.1376566886901855, + "timestamp": "2025-07-14T12:34:04.555437" + }, + { + "epoch": 875, + "batch_idx": 64, + "loss": 0.20611514151096344, + "learning_rate": 0.0005975451610080645, + "timestep_mean": 562.3125, + "epsilon_norm": 7.522027015686035, + "prediction_norm": 6.2255449295043945, + "timestamp": "2025-07-14T12:34:04.560409" + }, + { + "epoch": 875, + "batch_idx": 96, + "loss": 0.3057236671447754, + "learning_rate": 0.0005975451610080645, + "timestep_mean": 478.28125, + "epsilon_norm": 7.627872467041016, + "prediction_norm": 6.240911960601807, + "timestamp": "2025-07-14T12:34:04.566115" + }, + { + "epoch": 875, + "batch_idx": 128, + "loss": 0.3121848404407501, + "learning_rate": 0.0005975451610080645, + "timestep_mean": 484.53125, + "epsilon_norm": 8.040487289428711, + "prediction_norm": 6.686014175415039, + "timestamp": "2025-07-14T12:34:04.571043" + }, + { + "epoch": 875, + "batch_idx": 160, + "loss": 0.30724722146987915, + "learning_rate": 0.0005975451610080645, + "timestep_mean": 511.875, + "epsilon_norm": 7.786394119262695, + "prediction_norm": 6.594461441040039, + "timestamp": "2025-07-14T12:34:04.576033" + }, + { + "epoch": 875, + "batch_idx": 192, + "loss": 0.30188190937042236, + "learning_rate": 0.0005975451610080645, + "timestep_mean": 389.625, + "epsilon_norm": 4.250234603881836, + "prediction_norm": 3.129370927810669, + "timestamp": "2025-07-14T12:34:04.580945" + }, + { + "epoch": 876, + "batch_idx": 0, + "loss": 0.27138322591781616, + "learning_rate": 0.0005967747340254305, + "timestep_mean": 487.3125, + "epsilon_norm": 8.136119842529297, + "prediction_norm": 7.443118095397949, + "timestamp": "2025-07-14T12:34:04.586930" + }, + { + "epoch": 876, + "batch_idx": 32, + "loss": 0.19057011604309082, + "learning_rate": 0.0005967747340254305, + "timestep_mean": 557.40625, + "epsilon_norm": 8.27188777923584, + "prediction_norm": 6.942891597747803, + "timestamp": "2025-07-14T12:34:04.591866" + }, + { + "epoch": 876, + "batch_idx": 64, + "loss": 0.3437979817390442, + "learning_rate": 0.0005967747340254305, + "timestep_mean": 468.625, + "epsilon_norm": 7.4831929206848145, + "prediction_norm": 5.703573703765869, + "timestamp": "2025-07-14T12:34:04.596734" + }, + { + "epoch": 876, + "batch_idx": 96, + "loss": 0.27633529901504517, + "learning_rate": 0.0005967747340254305, + "timestep_mean": 545.96875, + "epsilon_norm": 7.805829048156738, + "prediction_norm": 6.981980800628662, + "timestamp": "2025-07-14T12:34:04.606338" + }, + { + "epoch": 876, + "batch_idx": 128, + "loss": 0.2706936001777649, + "learning_rate": 0.0005967747340254305, + "timestep_mean": 504.125, + "epsilon_norm": 7.309593677520752, + "prediction_norm": 6.101138591766357, + "timestamp": "2025-07-14T12:34:04.611875" + }, + { + "epoch": 876, + "batch_idx": 160, + "loss": 0.3370193839073181, + "learning_rate": 0.0005967747340254305, + "timestep_mean": 454.875, + "epsilon_norm": 8.284589767456055, + "prediction_norm": 6.784708023071289, + "timestamp": "2025-07-14T12:34:04.616973" + }, + { + "epoch": 876, + "batch_idx": 192, + "loss": 0.14194487035274506, + "learning_rate": 0.0005967747340254305, + "timestep_mean": 518.5, + "epsilon_norm": 3.0474417209625244, + "prediction_norm": 3.019174575805664, + "timestamp": "2025-07-14T12:34:04.622273" + }, + { + "epoch": 877, + "batch_idx": 0, + "loss": 0.21798336505889893, + "learning_rate": 0.0005960040682607603, + "timestep_mean": 547.03125, + "epsilon_norm": 7.253439903259277, + "prediction_norm": 5.809142112731934, + "timestamp": "2025-07-14T12:34:04.627723" + }, + { + "epoch": 877, + "batch_idx": 32, + "loss": 0.26160821318626404, + "learning_rate": 0.0005960040682607603, + "timestep_mean": 567.84375, + "epsilon_norm": 8.02279281616211, + "prediction_norm": 6.558597087860107, + "timestamp": "2025-07-14T12:34:04.633034" + }, + { + "epoch": 877, + "batch_idx": 64, + "loss": 0.3182348608970642, + "learning_rate": 0.0005960040682607603, + "timestep_mean": 529.03125, + "epsilon_norm": 8.01220417022705, + "prediction_norm": 5.934548854827881, + "timestamp": "2025-07-14T12:34:04.638459" + }, + { + "epoch": 877, + "batch_idx": 96, + "loss": 0.20628474652767181, + "learning_rate": 0.0005960040682607603, + "timestep_mean": 539.875, + "epsilon_norm": 8.730560302734375, + "prediction_norm": 8.197406768798828, + "timestamp": "2025-07-14T12:34:04.644416" + }, + { + "epoch": 877, + "batch_idx": 128, + "loss": 0.1620400846004486, + "learning_rate": 0.0005960040682607603, + "timestep_mean": 452.28125, + "epsilon_norm": 7.244598388671875, + "prediction_norm": 6.487936496734619, + "timestamp": "2025-07-14T12:34:04.649782" + }, + { + "epoch": 877, + "batch_idx": 160, + "loss": 0.34882500767707825, + "learning_rate": 0.0005960040682607603, + "timestep_mean": 439.40625, + "epsilon_norm": 6.110475540161133, + "prediction_norm": 4.556323051452637, + "timestamp": "2025-07-14T12:34:04.655008" + }, + { + "epoch": 877, + "batch_idx": 192, + "loss": 0.2295791506767273, + "learning_rate": 0.0005960040682607603, + "timestep_mean": 507.625, + "epsilon_norm": 2.365696430206299, + "prediction_norm": 2.6848108768463135, + "timestamp": "2025-07-14T12:34:04.660088" + }, + { + "epoch": 878, + "batch_idx": 0, + "loss": 0.2928806245326996, + "learning_rate": 0.0005952331656155954, + "timestep_mean": 513.71875, + "epsilon_norm": 8.360697746276855, + "prediction_norm": 6.860109806060791, + "timestamp": "2025-07-14T12:34:04.666294" + }, + { + "epoch": 878, + "batch_idx": 32, + "loss": 0.20392626523971558, + "learning_rate": 0.0005952331656155954, + "timestep_mean": 498.25, + "epsilon_norm": 7.3214240074157715, + "prediction_norm": 6.5270233154296875, + "timestamp": "2025-07-14T12:34:04.671360" + }, + { + "epoch": 878, + "batch_idx": 64, + "loss": 0.21836887300014496, + "learning_rate": 0.0005952331656155954, + "timestep_mean": 483.34375, + "epsilon_norm": 8.892023086547852, + "prediction_norm": 7.680006504058838, + "timestamp": "2025-07-14T12:34:04.676300" + }, + { + "epoch": 878, + "batch_idx": 96, + "loss": 0.14803855121135712, + "learning_rate": 0.0005952331656155954, + "timestep_mean": 512.03125, + "epsilon_norm": 7.124700546264648, + "prediction_norm": 6.314462661743164, + "timestamp": "2025-07-14T12:34:04.681650" + }, + { + "epoch": 878, + "batch_idx": 128, + "loss": 0.21934527158737183, + "learning_rate": 0.0005952331656155954, + "timestep_mean": 544.71875, + "epsilon_norm": 8.522716522216797, + "prediction_norm": 6.982369899749756, + "timestamp": "2025-07-14T12:34:04.686997" + }, + { + "epoch": 878, + "batch_idx": 160, + "loss": 0.21537981927394867, + "learning_rate": 0.0005952331656155954, + "timestep_mean": 512.78125, + "epsilon_norm": 8.849898338317871, + "prediction_norm": 7.838700771331787, + "timestamp": "2025-07-14T12:34:04.692198" + }, + { + "epoch": 878, + "batch_idx": 192, + "loss": 0.2252904623746872, + "learning_rate": 0.0005952331656155954, + "timestep_mean": 508.5, + "epsilon_norm": 4.314293384552002, + "prediction_norm": 3.203684091567993, + "timestamp": "2025-07-14T12:34:04.697267" + }, + { + "epoch": 879, + "batch_idx": 0, + "loss": 0.13467815518379211, + "learning_rate": 0.0005944620279920611, + "timestep_mean": 513.59375, + "epsilon_norm": 6.94494104385376, + "prediction_norm": 5.924540996551514, + "timestamp": "2025-07-14T12:34:04.702514" + }, + { + "epoch": 879, + "batch_idx": 32, + "loss": 0.15639379620552063, + "learning_rate": 0.0005944620279920611, + "timestep_mean": 582.6875, + "epsilon_norm": 8.983144760131836, + "prediction_norm": 8.702973365783691, + "timestamp": "2025-07-14T12:34:04.707892" + }, + { + "epoch": 879, + "batch_idx": 64, + "loss": 0.2583826780319214, + "learning_rate": 0.0005944620279920611, + "timestep_mean": 589.46875, + "epsilon_norm": 9.664891242980957, + "prediction_norm": 8.842604637145996, + "timestamp": "2025-07-14T12:34:04.713091" + }, + { + "epoch": 879, + "batch_idx": 96, + "loss": 0.18860986828804016, + "learning_rate": 0.0005944620279920611, + "timestep_mean": 561.90625, + "epsilon_norm": 7.4078168869018555, + "prediction_norm": 6.826412677764893, + "timestamp": "2025-07-14T12:34:04.718724" + }, + { + "epoch": 879, + "batch_idx": 128, + "loss": 0.24867300689220428, + "learning_rate": 0.0005944620279920611, + "timestep_mean": 516.65625, + "epsilon_norm": 7.8040900230407715, + "prediction_norm": 6.269689559936523, + "timestamp": "2025-07-14T12:34:04.724195" + }, + { + "epoch": 879, + "batch_idx": 160, + "loss": 0.5554059743881226, + "learning_rate": 0.0005944620279920611, + "timestep_mean": 470.625, + "epsilon_norm": 8.46070384979248, + "prediction_norm": 6.282062530517578, + "timestamp": "2025-07-14T12:34:04.729266" + }, + { + "epoch": 879, + "batch_idx": 192, + "loss": 0.36994457244873047, + "learning_rate": 0.0005944620279920611, + "timestep_mean": 360.125, + "epsilon_norm": 3.418628215789795, + "prediction_norm": 2.4792869091033936, + "timestamp": "2025-07-14T12:34:04.734370" + }, + { + "epoch": 880, + "batch_idx": 0, + "loss": 0.18502390384674072, + "learning_rate": 0.0005936906572928626, + "timestep_mean": 484.0, + "epsilon_norm": 7.311773777008057, + "prediction_norm": 6.582951068878174, + "timestamp": "2025-07-14T12:34:04.739643" + }, + { + "epoch": 880, + "batch_idx": 32, + "loss": 0.32603567838668823, + "learning_rate": 0.0005936906572928626, + "timestep_mean": 534.59375, + "epsilon_norm": 8.194174766540527, + "prediction_norm": 7.356791973114014, + "timestamp": "2025-07-14T12:34:04.744715" + }, + { + "epoch": 880, + "batch_idx": 64, + "loss": 0.1954077035188675, + "learning_rate": 0.0005936906572928626, + "timestep_mean": 581.15625, + "epsilon_norm": 7.6260576248168945, + "prediction_norm": 7.051142692565918, + "timestamp": "2025-07-14T12:34:04.749993" + }, + { + "epoch": 880, + "batch_idx": 96, + "loss": 0.16980111598968506, + "learning_rate": 0.0005936906572928626, + "timestep_mean": 481.78125, + "epsilon_norm": 7.254738807678223, + "prediction_norm": 7.0245232582092285, + "timestamp": "2025-07-14T12:34:04.755167" + }, + { + "epoch": 880, + "batch_idx": 128, + "loss": 0.2953186631202698, + "learning_rate": 0.0005936906572928626, + "timestep_mean": 536.9375, + "epsilon_norm": 9.140475273132324, + "prediction_norm": 8.673762321472168, + "timestamp": "2025-07-14T12:34:04.760176" + }, + { + "epoch": 880, + "batch_idx": 160, + "loss": 0.23070411384105682, + "learning_rate": 0.0005936906572928626, + "timestep_mean": 487.78125, + "epsilon_norm": 8.462884902954102, + "prediction_norm": 8.320418357849121, + "timestamp": "2025-07-14T12:34:04.765321" + }, + { + "epoch": 880, + "batch_idx": 192, + "loss": 0.21160058677196503, + "learning_rate": 0.0005936906572928626, + "timestep_mean": 493.375, + "epsilon_norm": 4.877245903015137, + "prediction_norm": 4.879324436187744, + "timestamp": "2025-07-14T12:34:04.770512" + }, + { + "epoch": 881, + "batch_idx": 0, + "loss": 0.3548499345779419, + "learning_rate": 0.000592919055421281, + "timestep_mean": 531.125, + "epsilon_norm": 8.22065544128418, + "prediction_norm": 6.959688186645508, + "timestamp": "2025-07-14T12:34:04.775757" + }, + { + "epoch": 881, + "batch_idx": 32, + "loss": 0.3148602247238159, + "learning_rate": 0.000592919055421281, + "timestep_mean": 451.34375, + "epsilon_norm": 8.572036743164062, + "prediction_norm": 7.19788932800293, + "timestamp": "2025-07-14T12:34:04.780996" + }, + { + "epoch": 881, + "batch_idx": 64, + "loss": 0.180312842130661, + "learning_rate": 0.000592919055421281, + "timestep_mean": 586.0, + "epsilon_norm": 7.491597652435303, + "prediction_norm": 6.784143447875977, + "timestamp": "2025-07-14T12:34:04.785915" + }, + { + "epoch": 881, + "batch_idx": 96, + "loss": 0.27622541785240173, + "learning_rate": 0.000592919055421281, + "timestep_mean": 482.65625, + "epsilon_norm": 7.973775386810303, + "prediction_norm": 6.859677314758301, + "timestamp": "2025-07-14T12:34:04.790956" + }, + { + "epoch": 881, + "batch_idx": 128, + "loss": 0.1090923398733139, + "learning_rate": 0.000592919055421281, + "timestep_mean": 508.21875, + "epsilon_norm": 6.788036823272705, + "prediction_norm": 6.362069129943848, + "timestamp": "2025-07-14T12:34:04.796022" + }, + { + "epoch": 881, + "batch_idx": 160, + "loss": 0.22058862447738647, + "learning_rate": 0.000592919055421281, + "timestep_mean": 478.90625, + "epsilon_norm": 7.122143268585205, + "prediction_norm": 5.627779960632324, + "timestamp": "2025-07-14T12:34:04.801229" + }, + { + "epoch": 881, + "batch_idx": 192, + "loss": 0.6209877133369446, + "learning_rate": 0.000592919055421281, + "timestep_mean": 539.125, + "epsilon_norm": 4.437323570251465, + "prediction_norm": 2.8416223526000977, + "timestamp": "2025-07-14T12:34:04.809044" + }, + { + "epoch": 882, + "batch_idx": 0, + "loss": 0.39187875390052795, + "learning_rate": 0.000592147224281167, + "timestep_mean": 517.65625, + "epsilon_norm": 8.612687110900879, + "prediction_norm": 6.755123615264893, + "timestamp": "2025-07-14T12:34:04.814646" + }, + { + "epoch": 882, + "batch_idx": 32, + "loss": 0.42549556493759155, + "learning_rate": 0.000592147224281167, + "timestep_mean": 405.71875, + "epsilon_norm": 7.948147773742676, + "prediction_norm": 5.45650577545166, + "timestamp": "2025-07-14T12:34:04.820175" + }, + { + "epoch": 882, + "batch_idx": 64, + "loss": 0.19593694806098938, + "learning_rate": 0.000592147224281167, + "timestep_mean": 486.40625, + "epsilon_norm": 7.693824768066406, + "prediction_norm": 6.73314094543457, + "timestamp": "2025-07-14T12:34:04.825615" + }, + { + "epoch": 882, + "batch_idx": 96, + "loss": 0.3276313543319702, + "learning_rate": 0.000592147224281167, + "timestep_mean": 457.78125, + "epsilon_norm": 8.344167709350586, + "prediction_norm": 6.604665756225586, + "timestamp": "2025-07-14T12:34:04.831274" + }, + { + "epoch": 882, + "batch_idx": 128, + "loss": 0.18982873857021332, + "learning_rate": 0.000592147224281167, + "timestep_mean": 519.40625, + "epsilon_norm": 7.482949733734131, + "prediction_norm": 6.47163724899292, + "timestamp": "2025-07-14T12:34:04.844123" + }, + { + "epoch": 882, + "batch_idx": 160, + "loss": 0.20012468099594116, + "learning_rate": 0.000592147224281167, + "timestep_mean": 566.0625, + "epsilon_norm": 8.35251522064209, + "prediction_norm": 6.646849155426025, + "timestamp": "2025-07-14T12:34:04.849905" + }, + { + "epoch": 882, + "batch_idx": 192, + "loss": 0.0933016836643219, + "learning_rate": 0.000592147224281167, + "timestep_mean": 465.25, + "epsilon_norm": 3.3779876232147217, + "prediction_norm": 3.2141366004943848, + "timestamp": "2025-07-14T12:34:04.855087" + }, + { + "epoch": 883, + "batch_idx": 0, + "loss": 0.2784728407859802, + "learning_rate": 0.0005913751657769371, + "timestep_mean": 518.78125, + "epsilon_norm": 8.165013313293457, + "prediction_norm": 6.497565746307373, + "timestamp": "2025-07-14T12:34:04.860565" + }, + { + "epoch": 883, + "batch_idx": 32, + "loss": 0.09915634989738464, + "learning_rate": 0.0005913751657769371, + "timestep_mean": 614.71875, + "epsilon_norm": 8.662100791931152, + "prediction_norm": 7.993589878082275, + "timestamp": "2025-07-14T12:34:04.866074" + }, + { + "epoch": 883, + "batch_idx": 64, + "loss": 0.1887303739786148, + "learning_rate": 0.0005913751657769371, + "timestep_mean": 474.03125, + "epsilon_norm": 8.382662773132324, + "prediction_norm": 7.087419033050537, + "timestamp": "2025-07-14T12:34:04.871331" + }, + { + "epoch": 883, + "batch_idx": 96, + "loss": 0.2876685857772827, + "learning_rate": 0.0005913751657769371, + "timestep_mean": 443.8125, + "epsilon_norm": 7.993464469909668, + "prediction_norm": 6.622313976287842, + "timestamp": "2025-07-14T12:34:04.876504" + }, + { + "epoch": 883, + "batch_idx": 128, + "loss": 0.37966442108154297, + "learning_rate": 0.0005913751657769371, + "timestep_mean": 477.21875, + "epsilon_norm": 7.82361364364624, + "prediction_norm": 6.149179458618164, + "timestamp": "2025-07-14T12:34:04.881676" + }, + { + "epoch": 883, + "batch_idx": 160, + "loss": 0.2736767530441284, + "learning_rate": 0.0005913751657769371, + "timestep_mean": 488.9375, + "epsilon_norm": 6.450148105621338, + "prediction_norm": 4.8393874168396, + "timestamp": "2025-07-14T12:34:04.886871" + }, + { + "epoch": 883, + "batch_idx": 192, + "loss": 0.7577924728393555, + "learning_rate": 0.0005913751657769371, + "timestep_mean": 404.375, + "epsilon_norm": 5.668593883514404, + "prediction_norm": 4.246513366699219, + "timestamp": "2025-07-14T12:34:04.892017" + }, + { + "epoch": 884, + "batch_idx": 0, + "loss": 0.30160588026046753, + "learning_rate": 0.000590602881813569, + "timestep_mean": 502.84375, + "epsilon_norm": 9.03055191040039, + "prediction_norm": 8.1432523727417, + "timestamp": "2025-07-14T12:34:04.897135" + }, + { + "epoch": 884, + "batch_idx": 32, + "loss": 0.4287962317466736, + "learning_rate": 0.000590602881813569, + "timestep_mean": 422.71875, + "epsilon_norm": 7.101417064666748, + "prediction_norm": 5.153651237487793, + "timestamp": "2025-07-14T12:34:04.902303" + }, + { + "epoch": 884, + "batch_idx": 64, + "loss": 0.3043827712535858, + "learning_rate": 0.000590602881813569, + "timestep_mean": 514.46875, + "epsilon_norm": 7.955622673034668, + "prediction_norm": 7.155517578125, + "timestamp": "2025-07-14T12:34:04.907403" + }, + { + "epoch": 884, + "batch_idx": 96, + "loss": 0.26986807584762573, + "learning_rate": 0.000590602881813569, + "timestep_mean": 591.59375, + "epsilon_norm": 8.058032035827637, + "prediction_norm": 6.880631923675537, + "timestamp": "2025-07-14T12:34:04.912449" + }, + { + "epoch": 884, + "batch_idx": 128, + "loss": 0.2908209264278412, + "learning_rate": 0.000590602881813569, + "timestep_mean": 468.15625, + "epsilon_norm": 8.003705978393555, + "prediction_norm": 6.4341535568237305, + "timestamp": "2025-07-14T12:34:04.917582" + }, + { + "epoch": 884, + "batch_idx": 160, + "loss": 0.31318825483322144, + "learning_rate": 0.000590602881813569, + "timestep_mean": 453.71875, + "epsilon_norm": 8.4938325881958, + "prediction_norm": 6.929808616638184, + "timestamp": "2025-07-14T12:34:04.922620" + }, + { + "epoch": 884, + "batch_idx": 192, + "loss": 0.2605206370353699, + "learning_rate": 0.000590602881813569, + "timestep_mean": 509.625, + "epsilon_norm": 3.0763750076293945, + "prediction_norm": 2.4125208854675293, + "timestamp": "2025-07-14T12:34:04.927801" + }, + { + "epoch": 885, + "batch_idx": 0, + "loss": 0.30825182795524597, + "learning_rate": 0.0005898303742965966, + "timestep_mean": 496.5, + "epsilon_norm": 7.738811016082764, + "prediction_norm": 7.4361348152160645, + "timestamp": "2025-07-14T12:34:04.932950" + }, + { + "epoch": 885, + "batch_idx": 32, + "loss": 0.33224642276763916, + "learning_rate": 0.0005898303742965966, + "timestep_mean": 498.4375, + "epsilon_norm": 8.558693885803223, + "prediction_norm": 7.91837215423584, + "timestamp": "2025-07-14T12:34:04.938321" + }, + { + "epoch": 885, + "batch_idx": 64, + "loss": 0.4006165862083435, + "learning_rate": 0.0005898303742965966, + "timestep_mean": 415.0, + "epsilon_norm": 7.332511901855469, + "prediction_norm": 6.57857084274292, + "timestamp": "2025-07-14T12:34:04.943356" + }, + { + "epoch": 885, + "batch_idx": 96, + "loss": 0.46751970052719116, + "learning_rate": 0.0005898303742965966, + "timestep_mean": 425.8125, + "epsilon_norm": 7.458524227142334, + "prediction_norm": 5.97392463684082, + "timestamp": "2025-07-14T12:34:04.948520" + }, + { + "epoch": 885, + "batch_idx": 128, + "loss": 0.28927165269851685, + "learning_rate": 0.0005898303742965966, + "timestep_mean": 525.03125, + "epsilon_norm": 7.896065711975098, + "prediction_norm": 6.835989952087402, + "timestamp": "2025-07-14T12:34:04.953645" + }, + { + "epoch": 885, + "batch_idx": 160, + "loss": 0.1778649240732193, + "learning_rate": 0.0005898303742965966, + "timestep_mean": 507.84375, + "epsilon_norm": 6.945063591003418, + "prediction_norm": 5.992074012756348, + "timestamp": "2025-07-14T12:34:04.958832" + }, + { + "epoch": 885, + "batch_idx": 192, + "loss": 0.1329771876335144, + "learning_rate": 0.0005898303742965966, + "timestep_mean": 508.0, + "epsilon_norm": 5.242624759674072, + "prediction_norm": 4.549074649810791, + "timestamp": "2025-07-14T12:34:04.964002" + }, + { + "epoch": 886, + "batch_idx": 0, + "loss": 0.30887046456336975, + "learning_rate": 0.0005890576451321052, + "timestep_mean": 448.5, + "epsilon_norm": 8.275439262390137, + "prediction_norm": 6.939919471740723, + "timestamp": "2025-07-14T12:34:04.969030" + }, + { + "epoch": 886, + "batch_idx": 32, + "loss": 0.3875574469566345, + "learning_rate": 0.0005890576451321052, + "timestep_mean": 546.28125, + "epsilon_norm": 8.045605659484863, + "prediction_norm": 6.599250793457031, + "timestamp": "2025-07-14T12:34:04.974249" + }, + { + "epoch": 886, + "batch_idx": 64, + "loss": 0.36101001501083374, + "learning_rate": 0.0005890576451321052, + "timestep_mean": 471.15625, + "epsilon_norm": 8.620912551879883, + "prediction_norm": 7.132010459899902, + "timestamp": "2025-07-14T12:34:04.979380" + }, + { + "epoch": 886, + "batch_idx": 96, + "loss": 0.22158633172512054, + "learning_rate": 0.0005890576451321052, + "timestep_mean": 485.84375, + "epsilon_norm": 7.337554931640625, + "prediction_norm": 7.15015983581543, + "timestamp": "2025-07-14T12:34:04.984547" + }, + { + "epoch": 886, + "batch_idx": 128, + "loss": 0.3687300384044647, + "learning_rate": 0.0005890576451321052, + "timestep_mean": 487.0, + "epsilon_norm": 8.611424446105957, + "prediction_norm": 6.658236980438232, + "timestamp": "2025-07-14T12:34:04.989733" + }, + { + "epoch": 886, + "batch_idx": 160, + "loss": 0.2628432512283325, + "learning_rate": 0.0005890576451321052, + "timestep_mean": 571.75, + "epsilon_norm": 8.36428165435791, + "prediction_norm": 8.327762603759766, + "timestamp": "2025-07-14T12:34:04.994984" + }, + { + "epoch": 886, + "batch_idx": 192, + "loss": 0.11184835433959961, + "learning_rate": 0.0005890576451321052, + "timestep_mean": 480.875, + "epsilon_norm": 3.491736650466919, + "prediction_norm": 2.865813732147217, + "timestamp": "2025-07-14T12:34:05.000135" + }, + { + "epoch": 887, + "batch_idx": 0, + "loss": 0.5303994417190552, + "learning_rate": 0.0005882846962267276, + "timestep_mean": 555.5, + "epsilon_norm": 9.136672019958496, + "prediction_norm": 6.486862659454346, + "timestamp": "2025-07-14T12:34:05.005173" + }, + { + "epoch": 887, + "batch_idx": 32, + "loss": 0.20706695318222046, + "learning_rate": 0.0005882846962267276, + "timestep_mean": 583.75, + "epsilon_norm": 8.148114204406738, + "prediction_norm": 7.323721408843994, + "timestamp": "2025-07-14T12:34:05.010383" + }, + { + "epoch": 887, + "batch_idx": 64, + "loss": 0.21355406939983368, + "learning_rate": 0.0005882846962267276, + "timestep_mean": 552.875, + "epsilon_norm": 7.781936168670654, + "prediction_norm": 6.888298511505127, + "timestamp": "2025-07-14T12:34:05.015597" + }, + { + "epoch": 887, + "batch_idx": 96, + "loss": 0.27261456847190857, + "learning_rate": 0.0005882846962267276, + "timestep_mean": 488.25, + "epsilon_norm": 7.018293380737305, + "prediction_norm": 6.773589134216309, + "timestamp": "2025-07-14T12:34:05.020942" + }, + { + "epoch": 887, + "batch_idx": 128, + "loss": 0.21067266166210175, + "learning_rate": 0.0005882846962267276, + "timestep_mean": 498.875, + "epsilon_norm": 8.162873268127441, + "prediction_norm": 7.07875394821167, + "timestamp": "2025-07-14T12:34:05.026146" + }, + { + "epoch": 887, + "batch_idx": 160, + "loss": 0.12700222432613373, + "learning_rate": 0.0005882846962267276, + "timestep_mean": 587.125, + "epsilon_norm": 7.097792148590088, + "prediction_norm": 6.320326328277588, + "timestamp": "2025-07-14T12:34:05.031558" + }, + { + "epoch": 887, + "batch_idx": 192, + "loss": 0.6995911598205566, + "learning_rate": 0.0005882846962267276, + "timestep_mean": 542.625, + "epsilon_norm": 4.392315864562988, + "prediction_norm": 2.7280595302581787, + "timestamp": "2025-07-14T12:34:05.037161" + }, + { + "epoch": 888, + "batch_idx": 0, + "loss": 0.39833226799964905, + "learning_rate": 0.0005875115294876383, + "timestep_mean": 425.59375, + "epsilon_norm": 7.706345558166504, + "prediction_norm": 5.226324558258057, + "timestamp": "2025-07-14T12:34:05.042639" + }, + { + "epoch": 888, + "batch_idx": 32, + "loss": 0.354148805141449, + "learning_rate": 0.0005875115294876383, + "timestep_mean": 565.5, + "epsilon_norm": 9.081560134887695, + "prediction_norm": 7.448801040649414, + "timestamp": "2025-07-14T12:34:05.048213" + }, + { + "epoch": 888, + "batch_idx": 64, + "loss": 0.4315609931945801, + "learning_rate": 0.0005875115294876383, + "timestep_mean": 468.25, + "epsilon_norm": 8.816122055053711, + "prediction_norm": 7.356345176696777, + "timestamp": "2025-07-14T12:34:05.053392" + }, + { + "epoch": 888, + "batch_idx": 96, + "loss": 0.24637183547019958, + "learning_rate": 0.0005875115294876383, + "timestep_mean": 542.78125, + "epsilon_norm": 7.525887489318848, + "prediction_norm": 6.073697566986084, + "timestamp": "2025-07-14T12:34:05.058670" + }, + { + "epoch": 888, + "batch_idx": 128, + "loss": 0.22287069261074066, + "learning_rate": 0.0005875115294876383, + "timestep_mean": 506.1875, + "epsilon_norm": 7.021078109741211, + "prediction_norm": 5.608766555786133, + "timestamp": "2025-07-14T12:34:05.063783" + }, + { + "epoch": 888, + "batch_idx": 160, + "loss": 0.35279321670532227, + "learning_rate": 0.0005875115294876383, + "timestep_mean": 531.78125, + "epsilon_norm": 7.534111976623535, + "prediction_norm": 5.610611915588379, + "timestamp": "2025-07-14T12:34:05.068827" + }, + { + "epoch": 888, + "batch_idx": 192, + "loss": 0.23090983927249908, + "learning_rate": 0.0005875115294876383, + "timestep_mean": 609.25, + "epsilon_norm": 5.233855247497559, + "prediction_norm": 4.434727668762207, + "timestamp": "2025-07-14T12:34:05.074069" + }, + { + "epoch": 889, + "batch_idx": 0, + "loss": 0.2331991195678711, + "learning_rate": 0.0005867381468225491, + "timestep_mean": 546.4375, + "epsilon_norm": 6.449524879455566, + "prediction_norm": 4.824872016906738, + "timestamp": "2025-07-14T12:34:05.079361" + }, + { + "epoch": 889, + "batch_idx": 32, + "loss": 0.27446112036705017, + "learning_rate": 0.0005867381468225491, + "timestep_mean": 478.4375, + "epsilon_norm": 7.884093761444092, + "prediction_norm": 5.9418535232543945, + "timestamp": "2025-07-14T12:34:05.084378" + }, + { + "epoch": 889, + "batch_idx": 64, + "loss": 0.2457299530506134, + "learning_rate": 0.0005867381468225491, + "timestep_mean": 450.84375, + "epsilon_norm": 6.2534356117248535, + "prediction_norm": 4.390660762786865, + "timestamp": "2025-07-14T12:34:05.089466" + }, + { + "epoch": 889, + "batch_idx": 96, + "loss": 0.31923019886016846, + "learning_rate": 0.0005867381468225491, + "timestep_mean": 508.71875, + "epsilon_norm": 7.6210174560546875, + "prediction_norm": 6.107636451721191, + "timestamp": "2025-07-14T12:34:05.094582" + }, + { + "epoch": 889, + "batch_idx": 128, + "loss": 0.143783837556839, + "learning_rate": 0.0005867381468225491, + "timestep_mean": 550.46875, + "epsilon_norm": 7.362100601196289, + "prediction_norm": 6.356136322021484, + "timestamp": "2025-07-14T12:34:05.105482" + }, + { + "epoch": 889, + "batch_idx": 160, + "loss": 0.5075531005859375, + "learning_rate": 0.0005867381468225491, + "timestep_mean": 413.46875, + "epsilon_norm": 8.887984275817871, + "prediction_norm": 6.917126178741455, + "timestamp": "2025-07-14T12:34:05.110967" + }, + { + "epoch": 889, + "batch_idx": 192, + "loss": 0.2587636709213257, + "learning_rate": 0.0005867381468225491, + "timestep_mean": 434.75, + "epsilon_norm": 4.209715843200684, + "prediction_norm": 3.8824007511138916, + "timestamp": "2025-07-14T12:34:05.117906" + }, + { + "epoch": 890, + "batch_idx": 0, + "loss": 0.31448614597320557, + "learning_rate": 0.0005859645501397051, + "timestep_mean": 537.0, + "epsilon_norm": 7.780911922454834, + "prediction_norm": 5.96928596496582, + "timestamp": "2025-07-14T12:34:05.123541" + }, + { + "epoch": 890, + "batch_idx": 32, + "loss": 0.1583288162946701, + "learning_rate": 0.0005859645501397051, + "timestep_mean": 575.0625, + "epsilon_norm": 7.6689066886901855, + "prediction_norm": 7.600767135620117, + "timestamp": "2025-07-14T12:34:05.128665" + }, + { + "epoch": 890, + "batch_idx": 64, + "loss": 0.2934854030609131, + "learning_rate": 0.0005859645501397051, + "timestep_mean": 556.0625, + "epsilon_norm": 8.889450073242188, + "prediction_norm": 7.41943883895874, + "timestamp": "2025-07-14T12:34:05.134005" + }, + { + "epoch": 890, + "batch_idx": 96, + "loss": 0.1597100794315338, + "learning_rate": 0.0005859645501397051, + "timestep_mean": 562.625, + "epsilon_norm": 6.810886383056641, + "prediction_norm": 6.099906921386719, + "timestamp": "2025-07-14T12:34:05.139471" + }, + { + "epoch": 890, + "batch_idx": 128, + "loss": 0.4225274920463562, + "learning_rate": 0.0005859645501397051, + "timestep_mean": 491.46875, + "epsilon_norm": 7.867416858673096, + "prediction_norm": 6.303689479827881, + "timestamp": "2025-07-14T12:34:05.145169" + }, + { + "epoch": 890, + "batch_idx": 160, + "loss": 0.3024173676967621, + "learning_rate": 0.0005859645501397051, + "timestep_mean": 495.125, + "epsilon_norm": 8.684216499328613, + "prediction_norm": 7.368504524230957, + "timestamp": "2025-07-14T12:34:05.150360" + }, + { + "epoch": 890, + "batch_idx": 192, + "loss": 0.14442838728427887, + "learning_rate": 0.0005859645501397051, + "timestep_mean": 473.125, + "epsilon_norm": 3.7456982135772705, + "prediction_norm": 3.3176262378692627, + "timestamp": "2025-07-14T12:34:05.155618" + }, + { + "epoch": 891, + "batch_idx": 0, + "loss": 0.23659035563468933, + "learning_rate": 0.000585190741347879, + "timestep_mean": 426.65625, + "epsilon_norm": 7.040618419647217, + "prediction_norm": 6.292492866516113, + "timestamp": "2025-07-14T12:34:05.160799" + }, + { + "epoch": 891, + "batch_idx": 32, + "loss": 0.1589544266462326, + "learning_rate": 0.000585190741347879, + "timestep_mean": 470.90625, + "epsilon_norm": 7.231451511383057, + "prediction_norm": 6.958710670471191, + "timestamp": "2025-07-14T12:34:05.166052" + }, + { + "epoch": 891, + "batch_idx": 64, + "loss": 0.23015423119068146, + "learning_rate": 0.000585190741347879, + "timestep_mean": 523.75, + "epsilon_norm": 8.546052932739258, + "prediction_norm": 6.736761093139648, + "timestamp": "2025-07-14T12:34:05.171341" + }, + { + "epoch": 891, + "batch_idx": 96, + "loss": 0.3940798044204712, + "learning_rate": 0.000585190741347879, + "timestep_mean": 500.25, + "epsilon_norm": 8.56589412689209, + "prediction_norm": 6.770724773406982, + "timestamp": "2025-07-14T12:34:05.176742" + }, + { + "epoch": 891, + "batch_idx": 128, + "loss": 0.16252973675727844, + "learning_rate": 0.000585190741347879, + "timestep_mean": 498.90625, + "epsilon_norm": 7.109250545501709, + "prediction_norm": 7.0282063484191895, + "timestamp": "2025-07-14T12:34:05.181968" + }, + { + "epoch": 891, + "batch_idx": 160, + "loss": 0.2084863781929016, + "learning_rate": 0.000585190741347879, + "timestep_mean": 465.71875, + "epsilon_norm": 7.662379264831543, + "prediction_norm": 6.4958953857421875, + "timestamp": "2025-07-14T12:34:05.187149" + }, + { + "epoch": 891, + "batch_idx": 192, + "loss": 0.29018542170524597, + "learning_rate": 0.000585190741347879, + "timestep_mean": 426.5, + "epsilon_norm": 3.611952066421509, + "prediction_norm": 2.902029514312744, + "timestamp": "2025-07-14T12:34:05.192486" + }, + { + "epoch": 892, + "batch_idx": 0, + "loss": 0.43437090516090393, + "learning_rate": 0.0005844167223563671, + "timestep_mean": 420.96875, + "epsilon_norm": 8.72285270690918, + "prediction_norm": 7.612954139709473, + "timestamp": "2025-07-14T12:34:05.197642" + }, + { + "epoch": 892, + "batch_idx": 32, + "loss": 0.25077706575393677, + "learning_rate": 0.0005844167223563671, + "timestep_mean": 502.5625, + "epsilon_norm": 7.782905578613281, + "prediction_norm": 7.307784080505371, + "timestamp": "2025-07-14T12:34:05.202636" + }, + { + "epoch": 892, + "batch_idx": 64, + "loss": 0.2629462480545044, + "learning_rate": 0.0005844167223563671, + "timestep_mean": 561.03125, + "epsilon_norm": 8.254851341247559, + "prediction_norm": 7.697389125823975, + "timestamp": "2025-07-14T12:34:05.207533" + }, + { + "epoch": 892, + "batch_idx": 96, + "loss": 0.3146703243255615, + "learning_rate": 0.0005844167223563671, + "timestep_mean": 502.625, + "epsilon_norm": 7.825161933898926, + "prediction_norm": 7.541354656219482, + "timestamp": "2025-07-14T12:34:05.212404" + }, + { + "epoch": 892, + "batch_idx": 128, + "loss": 0.3504866063594818, + "learning_rate": 0.0005844167223563671, + "timestep_mean": 510.0625, + "epsilon_norm": 9.75282096862793, + "prediction_norm": 7.825176239013672, + "timestamp": "2025-07-14T12:34:05.217290" + }, + { + "epoch": 892, + "batch_idx": 160, + "loss": 0.24150754511356354, + "learning_rate": 0.0005844167223563671, + "timestep_mean": 538.0, + "epsilon_norm": 8.51364517211914, + "prediction_norm": 7.7921929359436035, + "timestamp": "2025-07-14T12:34:05.222326" + }, + { + "epoch": 892, + "batch_idx": 192, + "loss": 0.28498831391334534, + "learning_rate": 0.0005844167223563671, + "timestep_mean": 441.75, + "epsilon_norm": 3.89152193069458, + "prediction_norm": 3.1244070529937744, + "timestamp": "2025-07-14T12:34:05.227378" + }, + { + "epoch": 893, + "batch_idx": 0, + "loss": 0.32751819491386414, + "learning_rate": 0.0005836424950749846, + "timestep_mean": 410.84375, + "epsilon_norm": 9.260709762573242, + "prediction_norm": 7.364098072052002, + "timestamp": "2025-07-14T12:34:05.232314" + }, + { + "epoch": 893, + "batch_idx": 32, + "loss": 0.21293838322162628, + "learning_rate": 0.0005836424950749846, + "timestep_mean": 588.5, + "epsilon_norm": 7.748279094696045, + "prediction_norm": 6.41322135925293, + "timestamp": "2025-07-14T12:34:05.237259" + }, + { + "epoch": 893, + "batch_idx": 64, + "loss": 0.20440053939819336, + "learning_rate": 0.0005836424950749846, + "timestep_mean": 500.75, + "epsilon_norm": 7.139408111572266, + "prediction_norm": 6.495112895965576, + "timestamp": "2025-07-14T12:34:05.242272" + }, + { + "epoch": 893, + "batch_idx": 96, + "loss": 0.22918462753295898, + "learning_rate": 0.0005836424950749846, + "timestep_mean": 687.4375, + "epsilon_norm": 9.264312744140625, + "prediction_norm": 8.33031177520752, + "timestamp": "2025-07-14T12:34:05.247276" + }, + { + "epoch": 893, + "batch_idx": 128, + "loss": 0.2867598533630371, + "learning_rate": 0.0005836424950749846, + "timestep_mean": 566.15625, + "epsilon_norm": 8.210738182067871, + "prediction_norm": 6.919022560119629, + "timestamp": "2025-07-14T12:34:05.252161" + }, + { + "epoch": 893, + "batch_idx": 160, + "loss": 0.3182740807533264, + "learning_rate": 0.0005836424950749846, + "timestep_mean": 460.75, + "epsilon_norm": 8.109736442565918, + "prediction_norm": 6.212646484375, + "timestamp": "2025-07-14T12:34:05.257125" + }, + { + "epoch": 893, + "batch_idx": 192, + "loss": 0.1032647043466568, + "learning_rate": 0.0005836424950749846, + "timestep_mean": 538.5, + "epsilon_norm": 3.4290242195129395, + "prediction_norm": 3.1804351806640625, + "timestamp": "2025-07-14T12:34:05.262110" + }, + { + "epoch": 894, + "batch_idx": 0, + "loss": 0.35233795642852783, + "learning_rate": 0.0005828680614140601, + "timestep_mean": 486.75, + "epsilon_norm": 7.645921230316162, + "prediction_norm": 6.2217278480529785, + "timestamp": "2025-07-14T12:34:05.267031" + }, + { + "epoch": 894, + "batch_idx": 32, + "loss": 0.20508699119091034, + "learning_rate": 0.0005828680614140601, + "timestep_mean": 503.59375, + "epsilon_norm": 8.031801223754883, + "prediction_norm": 7.3422770500183105, + "timestamp": "2025-07-14T12:34:05.271866" + }, + { + "epoch": 894, + "batch_idx": 64, + "loss": 0.36138367652893066, + "learning_rate": 0.0005828680614140601, + "timestep_mean": 481.75, + "epsilon_norm": 8.113863945007324, + "prediction_norm": 6.599432945251465, + "timestamp": "2025-07-14T12:34:05.276809" + }, + { + "epoch": 894, + "batch_idx": 96, + "loss": 0.2973199188709259, + "learning_rate": 0.0005828680614140601, + "timestep_mean": 472.8125, + "epsilon_norm": 8.972424507141113, + "prediction_norm": 7.53361701965332, + "timestamp": "2025-07-14T12:34:05.281698" + }, + { + "epoch": 894, + "batch_idx": 128, + "loss": 0.29864591360092163, + "learning_rate": 0.0005828680614140601, + "timestep_mean": 504.78125, + "epsilon_norm": 8.057175636291504, + "prediction_norm": 7.280864715576172, + "timestamp": "2025-07-14T12:34:05.286546" + }, + { + "epoch": 894, + "batch_idx": 160, + "loss": 0.2815012037754059, + "learning_rate": 0.0005828680614140601, + "timestep_mean": 511.90625, + "epsilon_norm": 7.697985649108887, + "prediction_norm": 6.824623107910156, + "timestamp": "2025-07-14T12:34:05.291502" + }, + { + "epoch": 894, + "batch_idx": 192, + "loss": 0.3534512221813202, + "learning_rate": 0.0005828680614140601, + "timestep_mean": 616.625, + "epsilon_norm": 4.64102029800415, + "prediction_norm": 4.146145820617676, + "timestamp": "2025-07-14T12:34:05.296584" + }, + { + "epoch": 895, + "batch_idx": 0, + "loss": 0.26584935188293457, + "learning_rate": 0.0005820934232844317, + "timestep_mean": 565.5625, + "epsilon_norm": 8.842329025268555, + "prediction_norm": 7.455718994140625, + "timestamp": "2025-07-14T12:34:05.301533" + }, + { + "epoch": 895, + "batch_idx": 32, + "loss": 0.32216325402259827, + "learning_rate": 0.0005820934232844317, + "timestep_mean": 455.5625, + "epsilon_norm": 8.260780334472656, + "prediction_norm": 7.29219913482666, + "timestamp": "2025-07-14T12:34:05.306450" + }, + { + "epoch": 895, + "batch_idx": 64, + "loss": 0.2478577345609665, + "learning_rate": 0.0005820934232844317, + "timestep_mean": 546.5, + "epsilon_norm": 8.0167818069458, + "prediction_norm": 7.17781400680542, + "timestamp": "2025-07-14T12:34:05.311375" + }, + { + "epoch": 895, + "batch_idx": 96, + "loss": 0.3021039366722107, + "learning_rate": 0.0005820934232844317, + "timestep_mean": 458.96875, + "epsilon_norm": 7.885797500610352, + "prediction_norm": 6.024424076080322, + "timestamp": "2025-07-14T12:34:05.316360" + }, + { + "epoch": 895, + "batch_idx": 128, + "loss": 0.3542068600654602, + "learning_rate": 0.0005820934232844317, + "timestep_mean": 410.28125, + "epsilon_norm": 9.036458015441895, + "prediction_norm": 7.551814556121826, + "timestamp": "2025-07-14T12:34:05.321341" + }, + { + "epoch": 895, + "batch_idx": 160, + "loss": 0.17225243151187897, + "learning_rate": 0.0005820934232844317, + "timestep_mean": 509.28125, + "epsilon_norm": 6.892306327819824, + "prediction_norm": 6.729895114898682, + "timestamp": "2025-07-14T12:34:05.326308" + }, + { + "epoch": 895, + "batch_idx": 192, + "loss": 0.6454496383666992, + "learning_rate": 0.0005820934232844317, + "timestep_mean": 475.0, + "epsilon_norm": 3.9936649799346924, + "prediction_norm": 3.959282636642456, + "timestamp": "2025-07-14T12:34:05.331253" + }, + { + "epoch": 896, + "batch_idx": 0, + "loss": 0.5894690752029419, + "learning_rate": 0.0005813185825974421, + "timestep_mean": 375.40625, + "epsilon_norm": 8.437535285949707, + "prediction_norm": 5.5627899169921875, + "timestamp": "2025-07-14T12:34:05.336206" + }, + { + "epoch": 896, + "batch_idx": 32, + "loss": 0.10044722259044647, + "learning_rate": 0.0005813185825974421, + "timestep_mean": 549.3125, + "epsilon_norm": 7.686664581298828, + "prediction_norm": 6.650269508361816, + "timestamp": "2025-07-14T12:34:05.341113" + }, + { + "epoch": 896, + "batch_idx": 64, + "loss": 0.302858829498291, + "learning_rate": 0.0005813185825974421, + "timestep_mean": 463.15625, + "epsilon_norm": 6.913346767425537, + "prediction_norm": 6.160654067993164, + "timestamp": "2025-07-14T12:34:05.346130" + }, + { + "epoch": 896, + "batch_idx": 96, + "loss": 0.36458641290664673, + "learning_rate": 0.0005813185825974421, + "timestep_mean": 510.15625, + "epsilon_norm": 8.350432395935059, + "prediction_norm": 6.544620990753174, + "timestamp": "2025-07-14T12:34:05.350988" + }, + { + "epoch": 896, + "batch_idx": 128, + "loss": 0.29496973752975464, + "learning_rate": 0.0005813185825974421, + "timestep_mean": 495.59375, + "epsilon_norm": 8.382867813110352, + "prediction_norm": 6.126250267028809, + "timestamp": "2025-07-14T12:34:05.355865" + }, + { + "epoch": 896, + "batch_idx": 160, + "loss": 0.37059861421585083, + "learning_rate": 0.0005813185825974421, + "timestep_mean": 586.5, + "epsilon_norm": 8.270523071289062, + "prediction_norm": 6.572021484375, + "timestamp": "2025-07-14T12:34:05.360767" + }, + { + "epoch": 896, + "batch_idx": 192, + "loss": 0.07080133259296417, + "learning_rate": 0.0005813185825974421, + "timestep_mean": 590.75, + "epsilon_norm": 3.4231865406036377, + "prediction_norm": 2.939075231552124, + "timestamp": "2025-07-14T12:34:05.365804" + }, + { + "epoch": 897, + "batch_idx": 0, + "loss": 0.3988260328769684, + "learning_rate": 0.0005805435412649337, + "timestep_mean": 509.5625, + "epsilon_norm": 9.546026229858398, + "prediction_norm": 7.35116720199585, + "timestamp": "2025-07-14T12:34:05.370810" + }, + { + "epoch": 897, + "batch_idx": 32, + "loss": 0.22740408778190613, + "learning_rate": 0.0005805435412649337, + "timestep_mean": 498.375, + "epsilon_norm": 8.776392936706543, + "prediction_norm": 7.792647361755371, + "timestamp": "2025-07-14T12:34:05.375720" + }, + { + "epoch": 897, + "batch_idx": 64, + "loss": 0.23920466005802155, + "learning_rate": 0.0005805435412649337, + "timestep_mean": 485.34375, + "epsilon_norm": 7.8200883865356445, + "prediction_norm": 6.454146862030029, + "timestamp": "2025-07-14T12:34:05.380607" + }, + { + "epoch": 897, + "batch_idx": 96, + "loss": 0.3479939103126526, + "learning_rate": 0.0005805435412649337, + "timestep_mean": 409.65625, + "epsilon_norm": 8.265732765197754, + "prediction_norm": 7.055017471313477, + "timestamp": "2025-07-14T12:34:05.385602" + }, + { + "epoch": 897, + "batch_idx": 128, + "loss": 0.23586398363113403, + "learning_rate": 0.0005805435412649337, + "timestep_mean": 386.96875, + "epsilon_norm": 6.889242649078369, + "prediction_norm": 5.90189790725708, + "timestamp": "2025-07-14T12:34:05.390429" + }, + { + "epoch": 897, + "batch_idx": 160, + "loss": 0.5987491607666016, + "learning_rate": 0.0005805435412649337, + "timestep_mean": 426.46875, + "epsilon_norm": 8.703533172607422, + "prediction_norm": 6.03316068649292, + "timestamp": "2025-07-14T12:34:05.395421" + }, + { + "epoch": 897, + "batch_idx": 192, + "loss": 0.6463764905929565, + "learning_rate": 0.0005805435412649337, + "timestep_mean": 404.875, + "epsilon_norm": 4.436162948608398, + "prediction_norm": 3.175565242767334, + "timestamp": "2025-07-14T12:34:05.400434" + }, + { + "epoch": 898, + "batch_idx": 0, + "loss": 0.20995797216892242, + "learning_rate": 0.0005797683011992434, + "timestep_mean": 542.1875, + "epsilon_norm": 7.588816165924072, + "prediction_norm": 7.360837459564209, + "timestamp": "2025-07-14T12:34:05.405379" + }, + { + "epoch": 898, + "batch_idx": 32, + "loss": 0.22894971072673798, + "learning_rate": 0.0005797683011992434, + "timestep_mean": 537.1875, + "epsilon_norm": 7.357650279998779, + "prediction_norm": 6.819366455078125, + "timestamp": "2025-07-14T12:34:05.410260" + }, + { + "epoch": 898, + "batch_idx": 64, + "loss": 0.18984144926071167, + "learning_rate": 0.0005797683011992434, + "timestep_mean": 500.28125, + "epsilon_norm": 6.603163719177246, + "prediction_norm": 5.670839309692383, + "timestamp": "2025-07-14T12:34:05.415218" + }, + { + "epoch": 898, + "batch_idx": 96, + "loss": 0.33690184354782104, + "learning_rate": 0.0005797683011992434, + "timestep_mean": 491.28125, + "epsilon_norm": 8.335911750793457, + "prediction_norm": 7.244225978851318, + "timestamp": "2025-07-14T12:34:05.420340" + }, + { + "epoch": 898, + "batch_idx": 128, + "loss": 0.19996586441993713, + "learning_rate": 0.0005797683011992434, + "timestep_mean": 566.65625, + "epsilon_norm": 7.84872579574585, + "prediction_norm": 7.201948642730713, + "timestamp": "2025-07-14T12:34:05.425437" + }, + { + "epoch": 898, + "batch_idx": 160, + "loss": 0.3199332356452942, + "learning_rate": 0.0005797683011992434, + "timestep_mean": 482.25, + "epsilon_norm": 8.528472900390625, + "prediction_norm": 6.885989189147949, + "timestamp": "2025-07-14T12:34:05.430393" + }, + { + "epoch": 898, + "batch_idx": 192, + "loss": 0.2943059802055359, + "learning_rate": 0.0005797683011992434, + "timestep_mean": 429.25, + "epsilon_norm": 4.709380626678467, + "prediction_norm": 3.827939033508301, + "timestamp": "2025-07-14T12:34:05.435641" + }, + { + "epoch": 899, + "batch_idx": 0, + "loss": 0.3585413098335266, + "learning_rate": 0.0005789928643131999, + "timestep_mean": 592.3125, + "epsilon_norm": 9.383967399597168, + "prediction_norm": 7.936444282531738, + "timestamp": "2025-07-14T12:34:05.440997" + }, + { + "epoch": 899, + "batch_idx": 32, + "loss": 0.3404414653778076, + "learning_rate": 0.0005789928643131999, + "timestep_mean": 513.28125, + "epsilon_norm": 9.171537399291992, + "prediction_norm": 7.769301891326904, + "timestamp": "2025-07-14T12:34:05.446252" + }, + { + "epoch": 899, + "batch_idx": 64, + "loss": 0.41923636198043823, + "learning_rate": 0.0005789928643131999, + "timestep_mean": 450.90625, + "epsilon_norm": 7.720014572143555, + "prediction_norm": 6.841865062713623, + "timestamp": "2025-07-14T12:34:05.451460" + }, + { + "epoch": 899, + "batch_idx": 96, + "loss": 0.3196158707141876, + "learning_rate": 0.0005789928643131999, + "timestep_mean": 527.03125, + "epsilon_norm": 7.890378475189209, + "prediction_norm": 6.856913089752197, + "timestamp": "2025-07-14T12:34:05.456701" + }, + { + "epoch": 899, + "batch_idx": 128, + "loss": 0.29229068756103516, + "learning_rate": 0.0005789928643131999, + "timestep_mean": 508.3125, + "epsilon_norm": 7.249527931213379, + "prediction_norm": 5.945484638214111, + "timestamp": "2025-07-14T12:34:05.461950" + }, + { + "epoch": 899, + "batch_idx": 160, + "loss": 0.2260103076696396, + "learning_rate": 0.0005789928643131999, + "timestep_mean": 521.0, + "epsilon_norm": 7.999505519866943, + "prediction_norm": 6.642727375030518, + "timestamp": "2025-07-14T12:34:05.467198" + }, + { + "epoch": 899, + "batch_idx": 192, + "loss": 0.5584453344345093, + "learning_rate": 0.0005789928643131999, + "timestep_mean": 411.125, + "epsilon_norm": 5.2543559074401855, + "prediction_norm": 4.40954065322876, + "timestamp": "2025-07-14T12:34:05.472345" + }, + { + "epoch": 900, + "batch_idx": 0, + "loss": 0.2204456776380539, + "learning_rate": 0.0005782172325201159, + "timestep_mean": 403.0, + "epsilon_norm": 8.689565658569336, + "prediction_norm": 7.646271705627441, + "timestamp": "2025-07-14T12:34:05.477714" + }, + { + "epoch": 900, + "batch_idx": 32, + "loss": 0.18465448915958405, + "learning_rate": 0.0005782172325201159, + "timestep_mean": 521.59375, + "epsilon_norm": 7.80086088180542, + "prediction_norm": 7.00552225112915, + "timestamp": "2025-07-14T12:34:05.483003" + }, + { + "epoch": 900, + "batch_idx": 64, + "loss": 0.26221585273742676, + "learning_rate": 0.0005782172325201159, + "timestep_mean": 496.625, + "epsilon_norm": 9.161813735961914, + "prediction_norm": 8.066452026367188, + "timestamp": "2025-07-14T12:34:05.488214" + }, + { + "epoch": 900, + "batch_idx": 96, + "loss": 0.1857919692993164, + "learning_rate": 0.0005782172325201159, + "timestep_mean": 572.3125, + "epsilon_norm": 7.89175271987915, + "prediction_norm": 6.872438430786133, + "timestamp": "2025-07-14T12:34:05.493349" + }, + { + "epoch": 900, + "batch_idx": 128, + "loss": 0.1979372501373291, + "learning_rate": 0.0005782172325201159, + "timestep_mean": 569.875, + "epsilon_norm": 6.888350486755371, + "prediction_norm": 5.924954414367676, + "timestamp": "2025-07-14T12:34:05.498428" + }, + { + "epoch": 900, + "batch_idx": 160, + "loss": 0.1715373694896698, + "learning_rate": 0.0005782172325201159, + "timestep_mean": 569.46875, + "epsilon_norm": 7.998134613037109, + "prediction_norm": 7.3610358238220215, + "timestamp": "2025-07-14T12:34:05.503466" + }, + { + "epoch": 900, + "batch_idx": 192, + "loss": 0.6232975721359253, + "learning_rate": 0.0005782172325201159, + "timestep_mean": 486.0, + "epsilon_norm": 4.569525718688965, + "prediction_norm": 3.7366182804107666, + "timestamp": "2025-07-14T12:34:05.508552" + }, + { + "epoch": 901, + "batch_idx": 0, + "loss": 0.3634759783744812, + "learning_rate": 0.000577441407733786, + "timestep_mean": 482.15625, + "epsilon_norm": 8.508953094482422, + "prediction_norm": 6.8365607261657715, + "timestamp": "2025-07-14T12:34:05.513821" + }, + { + "epoch": 901, + "batch_idx": 32, + "loss": 0.16921855509281158, + "learning_rate": 0.000577441407733786, + "timestep_mean": 413.96875, + "epsilon_norm": 8.313529014587402, + "prediction_norm": 7.407464504241943, + "timestamp": "2025-07-14T12:34:05.518949" + }, + { + "epoch": 901, + "batch_idx": 64, + "loss": 0.21886229515075684, + "learning_rate": 0.000577441407733786, + "timestep_mean": 487.4375, + "epsilon_norm": 7.493873596191406, + "prediction_norm": 6.510461330413818, + "timestamp": "2025-07-14T12:34:05.524139" + }, + { + "epoch": 901, + "batch_idx": 96, + "loss": 0.3128775656223297, + "learning_rate": 0.000577441407733786, + "timestep_mean": 527.0, + "epsilon_norm": 7.769662857055664, + "prediction_norm": 6.1989006996154785, + "timestamp": "2025-07-14T12:34:05.529243" + }, + { + "epoch": 901, + "batch_idx": 128, + "loss": 0.22707322239875793, + "learning_rate": 0.000577441407733786, + "timestep_mean": 561.6875, + "epsilon_norm": 8.119757652282715, + "prediction_norm": 7.422922611236572, + "timestamp": "2025-07-14T12:34:05.534399" + }, + { + "epoch": 901, + "batch_idx": 160, + "loss": 0.2965790033340454, + "learning_rate": 0.000577441407733786, + "timestep_mean": 485.4375, + "epsilon_norm": 7.312162399291992, + "prediction_norm": 5.669971942901611, + "timestamp": "2025-07-14T12:34:05.539613" + }, + { + "epoch": 901, + "batch_idx": 192, + "loss": 0.12513962388038635, + "learning_rate": 0.000577441407733786, + "timestep_mean": 502.625, + "epsilon_norm": 4.512378692626953, + "prediction_norm": 4.393956184387207, + "timestamp": "2025-07-14T12:34:05.544572" + }, + { + "epoch": 902, + "batch_idx": 0, + "loss": 0.19998528063297272, + "learning_rate": 0.0005766653918684808, + "timestep_mean": 526.5625, + "epsilon_norm": 7.455514430999756, + "prediction_norm": 6.211235523223877, + "timestamp": "2025-07-14T12:34:05.552148" + }, + { + "epoch": 902, + "batch_idx": 32, + "loss": 0.4848693907260895, + "learning_rate": 0.0005766653918684808, + "timestep_mean": 431.9375, + "epsilon_norm": 9.248067855834961, + "prediction_norm": 7.119600296020508, + "timestamp": "2025-07-14T12:34:05.557330" + }, + { + "epoch": 902, + "batch_idx": 64, + "loss": 0.4036484360694885, + "learning_rate": 0.0005766653918684808, + "timestep_mean": 506.25, + "epsilon_norm": 8.301523208618164, + "prediction_norm": 6.410300254821777, + "timestamp": "2025-07-14T12:34:05.562480" + }, + { + "epoch": 902, + "batch_idx": 96, + "loss": 0.35207027196884155, + "learning_rate": 0.0005766653918684808, + "timestep_mean": 445.21875, + "epsilon_norm": 7.731992721557617, + "prediction_norm": 6.008092403411865, + "timestamp": "2025-07-14T12:34:05.567570" + }, + { + "epoch": 902, + "batch_idx": 128, + "loss": 0.5112016201019287, + "learning_rate": 0.0005766653918684808, + "timestep_mean": 532.21875, + "epsilon_norm": 8.57797622680664, + "prediction_norm": 6.438175678253174, + "timestamp": "2025-07-14T12:34:05.572792" + }, + { + "epoch": 902, + "batch_idx": 160, + "loss": 0.18186408281326294, + "learning_rate": 0.0005766653918684808, + "timestep_mean": 549.75, + "epsilon_norm": 8.163498878479004, + "prediction_norm": 7.228975296020508, + "timestamp": "2025-07-14T12:34:05.577911" + }, + { + "epoch": 902, + "batch_idx": 192, + "loss": 0.5133023262023926, + "learning_rate": 0.0005766653918684808, + "timestep_mean": 413.625, + "epsilon_norm": 3.299837589263916, + "prediction_norm": 2.1605474948883057, + "timestamp": "2025-07-14T12:34:05.583062" + }, + { + "epoch": 903, + "batch_idx": 0, + "loss": 0.20384275913238525, + "learning_rate": 0.0005758891868389422, + "timestep_mean": 509.875, + "epsilon_norm": 8.081986427307129, + "prediction_norm": 6.933840274810791, + "timestamp": "2025-07-14T12:34:05.588240" + }, + { + "epoch": 903, + "batch_idx": 32, + "loss": 0.6265738010406494, + "learning_rate": 0.0005758891868389422, + "timestep_mean": 470.84375, + "epsilon_norm": 7.796024799346924, + "prediction_norm": 5.730630397796631, + "timestamp": "2025-07-14T12:34:05.593139" + }, + { + "epoch": 903, + "batch_idx": 64, + "loss": 0.2866322994232178, + "learning_rate": 0.0005758891868389422, + "timestep_mean": 520.0, + "epsilon_norm": 8.000539779663086, + "prediction_norm": 6.618401050567627, + "timestamp": "2025-07-14T12:34:05.598373" + }, + { + "epoch": 903, + "batch_idx": 96, + "loss": 0.2848799228668213, + "learning_rate": 0.0005758891868389422, + "timestep_mean": 491.6875, + "epsilon_norm": 8.055574417114258, + "prediction_norm": 6.866065979003906, + "timestamp": "2025-07-14T12:34:05.603515" + }, + { + "epoch": 903, + "batch_idx": 128, + "loss": 0.34933456778526306, + "learning_rate": 0.0005758891868389422, + "timestep_mean": 485.0625, + "epsilon_norm": 8.544803619384766, + "prediction_norm": 7.358559608459473, + "timestamp": "2025-07-14T12:34:05.608651" + }, + { + "epoch": 903, + "batch_idx": 160, + "loss": 0.3877277970314026, + "learning_rate": 0.0005758891868389422, + "timestep_mean": 553.90625, + "epsilon_norm": 8.187565803527832, + "prediction_norm": 6.286342620849609, + "timestamp": "2025-07-14T12:34:05.613794" + }, + { + "epoch": 903, + "batch_idx": 192, + "loss": 0.06996425986289978, + "learning_rate": 0.0005758891868389422, + "timestep_mean": 596.75, + "epsilon_norm": 3.4472157955169678, + "prediction_norm": 3.5255253314971924, + "timestamp": "2025-07-14T12:34:05.618970" + }, + { + "epoch": 904, + "batch_idx": 0, + "loss": 0.1409594714641571, + "learning_rate": 0.0005751127945603791, + "timestep_mean": 461.90625, + "epsilon_norm": 7.128576755523682, + "prediction_norm": 6.513596534729004, + "timestamp": "2025-07-14T12:34:05.624139" + }, + { + "epoch": 904, + "batch_idx": 32, + "loss": 0.2104521095752716, + "learning_rate": 0.0005751127945603791, + "timestep_mean": 537.03125, + "epsilon_norm": 8.380943298339844, + "prediction_norm": 7.729640007019043, + "timestamp": "2025-07-14T12:34:05.629392" + }, + { + "epoch": 904, + "batch_idx": 64, + "loss": 0.40034201741218567, + "learning_rate": 0.0005751127945603791, + "timestep_mean": 423.0, + "epsilon_norm": 8.131003379821777, + "prediction_norm": 6.395102024078369, + "timestamp": "2025-07-14T12:34:05.634457" + }, + { + "epoch": 904, + "batch_idx": 96, + "loss": 0.28083014488220215, + "learning_rate": 0.0005751127945603791, + "timestep_mean": 560.40625, + "epsilon_norm": 8.42556095123291, + "prediction_norm": 7.387195110321045, + "timestamp": "2025-07-14T12:34:05.639571" + }, + { + "epoch": 904, + "batch_idx": 128, + "loss": 0.22270408272743225, + "learning_rate": 0.0005751127945603791, + "timestep_mean": 562.65625, + "epsilon_norm": 7.7578125, + "prediction_norm": 6.7315778732299805, + "timestamp": "2025-07-14T12:34:05.644709" + }, + { + "epoch": 904, + "batch_idx": 160, + "loss": 0.21401995420455933, + "learning_rate": 0.0005751127945603791, + "timestep_mean": 543.625, + "epsilon_norm": 8.444463729858398, + "prediction_norm": 7.513916492462158, + "timestamp": "2025-07-14T12:34:05.649746" + }, + { + "epoch": 904, + "batch_idx": 192, + "loss": 0.05657602846622467, + "learning_rate": 0.0005751127945603791, + "timestep_mean": 498.75, + "epsilon_norm": 2.940906524658203, + "prediction_norm": 2.762194871902466, + "timestamp": "2025-07-14T12:34:05.655015" + }, + { + "epoch": 905, + "batch_idx": 0, + "loss": 0.25946956872940063, + "learning_rate": 0.0005743362169484622, + "timestep_mean": 562.125, + "epsilon_norm": 8.314918518066406, + "prediction_norm": 7.265654563903809, + "timestamp": "2025-07-14T12:34:05.660097" + }, + { + "epoch": 905, + "batch_idx": 32, + "loss": 0.2956189811229706, + "learning_rate": 0.0005743362169484622, + "timestep_mean": 536.03125, + "epsilon_norm": 7.2144598960876465, + "prediction_norm": 6.33744478225708, + "timestamp": "2025-07-14T12:34:05.665218" + }, + { + "epoch": 905, + "batch_idx": 64, + "loss": 0.33645182847976685, + "learning_rate": 0.0005743362169484622, + "timestep_mean": 489.4375, + "epsilon_norm": 8.738652229309082, + "prediction_norm": 7.802997589111328, + "timestamp": "2025-07-14T12:34:05.670358" + }, + { + "epoch": 905, + "batch_idx": 96, + "loss": 0.5582842826843262, + "learning_rate": 0.0005743362169484622, + "timestep_mean": 448.3125, + "epsilon_norm": 8.836379051208496, + "prediction_norm": 7.048369884490967, + "timestamp": "2025-07-14T12:34:05.675505" + }, + { + "epoch": 905, + "batch_idx": 128, + "loss": 0.39753061532974243, + "learning_rate": 0.0005743362169484622, + "timestep_mean": 422.25, + "epsilon_norm": 8.703082084655762, + "prediction_norm": 7.136409759521484, + "timestamp": "2025-07-14T12:34:05.680497" + }, + { + "epoch": 905, + "batch_idx": 160, + "loss": 0.25147950649261475, + "learning_rate": 0.0005743362169484622, + "timestep_mean": 571.25, + "epsilon_norm": 9.258674621582031, + "prediction_norm": 7.695965766906738, + "timestamp": "2025-07-14T12:34:05.685649" + }, + { + "epoch": 905, + "batch_idx": 192, + "loss": 0.32815656065940857, + "learning_rate": 0.0005743362169484622, + "timestep_mean": 483.625, + "epsilon_norm": 5.568080902099609, + "prediction_norm": 4.957209587097168, + "timestamp": "2025-07-14T12:34:05.690621" + }, + { + "epoch": 906, + "batch_idx": 0, + "loss": 0.25230684876441956, + "learning_rate": 0.0005735594559193193, + "timestep_mean": 521.71875, + "epsilon_norm": 8.980864524841309, + "prediction_norm": 7.518287181854248, + "timestamp": "2025-07-14T12:34:05.695797" + }, + { + "epoch": 906, + "batch_idx": 32, + "loss": 0.287427693605423, + "learning_rate": 0.0005735594559193193, + "timestep_mean": 529.46875, + "epsilon_norm": 7.671960830688477, + "prediction_norm": 5.8840250968933105, + "timestamp": "2025-07-14T12:34:05.700905" + }, + { + "epoch": 906, + "batch_idx": 64, + "loss": 0.17096754908561707, + "learning_rate": 0.0005735594559193193, + "timestep_mean": 464.875, + "epsilon_norm": 7.74791145324707, + "prediction_norm": 6.960709571838379, + "timestamp": "2025-07-14T12:34:05.706106" + }, + { + "epoch": 906, + "batch_idx": 96, + "loss": 0.2107934057712555, + "learning_rate": 0.0005735594559193193, + "timestep_mean": 435.6875, + "epsilon_norm": 7.053631782531738, + "prediction_norm": 6.40226936340332, + "timestamp": "2025-07-14T12:34:05.713548" + }, + { + "epoch": 906, + "batch_idx": 128, + "loss": 0.1887325644493103, + "learning_rate": 0.0005735594559193193, + "timestep_mean": 579.21875, + "epsilon_norm": 7.567866325378418, + "prediction_norm": 6.068504810333252, + "timestamp": "2025-07-14T12:34:05.718409" + }, + { + "epoch": 906, + "batch_idx": 160, + "loss": 0.20535951852798462, + "learning_rate": 0.0005735594559193193, + "timestep_mean": 504.5, + "epsilon_norm": 8.732232093811035, + "prediction_norm": 7.673934459686279, + "timestamp": "2025-07-14T12:34:05.723243" + }, + { + "epoch": 906, + "batch_idx": 192, + "loss": 0.3975923955440521, + "learning_rate": 0.0005735594559193193, + "timestep_mean": 608.875, + "epsilon_norm": 4.184351444244385, + "prediction_norm": 3.587711811065674, + "timestamp": "2025-07-14T12:34:05.728561" + }, + { + "epoch": 907, + "batch_idx": 0, + "loss": 0.26293328404426575, + "learning_rate": 0.0005727825133895314, + "timestep_mean": 517.3125, + "epsilon_norm": 7.821669101715088, + "prediction_norm": 6.8236823081970215, + "timestamp": "2025-07-14T12:34:05.734249" + }, + { + "epoch": 907, + "batch_idx": 32, + "loss": 0.33015716075897217, + "learning_rate": 0.0005727825133895314, + "timestep_mean": 412.6875, + "epsilon_norm": 8.382784843444824, + "prediction_norm": 6.808706283569336, + "timestamp": "2025-07-14T12:34:05.739425" + }, + { + "epoch": 907, + "batch_idx": 64, + "loss": 0.2695388197898865, + "learning_rate": 0.0005727825133895314, + "timestep_mean": 486.6875, + "epsilon_norm": 7.835634708404541, + "prediction_norm": 6.75328254699707, + "timestamp": "2025-07-14T12:34:05.744640" + }, + { + "epoch": 907, + "batch_idx": 96, + "loss": 0.2794477343559265, + "learning_rate": 0.0005727825133895314, + "timestep_mean": 547.34375, + "epsilon_norm": 7.831078052520752, + "prediction_norm": 6.7573370933532715, + "timestamp": "2025-07-14T12:34:05.749834" + }, + { + "epoch": 907, + "batch_idx": 128, + "loss": 0.19483114778995514, + "learning_rate": 0.0005727825133895314, + "timestep_mean": 582.21875, + "epsilon_norm": 8.534419059753418, + "prediction_norm": 7.941013336181641, + "timestamp": "2025-07-14T12:34:05.754926" + }, + { + "epoch": 907, + "batch_idx": 160, + "loss": 0.12562614679336548, + "learning_rate": 0.0005727825133895314, + "timestep_mean": 455.875, + "epsilon_norm": 6.319965839385986, + "prediction_norm": 5.736464500427246, + "timestamp": "2025-07-14T12:34:05.759963" + }, + { + "epoch": 907, + "batch_idx": 192, + "loss": 0.484813928604126, + "learning_rate": 0.0005727825133895314, + "timestep_mean": 484.25, + "epsilon_norm": 3.607962131500244, + "prediction_norm": 2.7894322872161865, + "timestamp": "2025-07-14T12:34:05.765030" + }, + { + "epoch": 908, + "batch_idx": 0, + "loss": 0.28505849838256836, + "learning_rate": 0.0005720053912761267, + "timestep_mean": 425.09375, + "epsilon_norm": 7.845763206481934, + "prediction_norm": 6.771965980529785, + "timestamp": "2025-07-14T12:34:05.770037" + }, + { + "epoch": 908, + "batch_idx": 32, + "loss": 0.27613383531570435, + "learning_rate": 0.0005720053912761267, + "timestep_mean": 457.125, + "epsilon_norm": 7.564994812011719, + "prediction_norm": 6.039112091064453, + "timestamp": "2025-07-14T12:34:05.775002" + }, + { + "epoch": 908, + "batch_idx": 64, + "loss": 0.2939907908439636, + "learning_rate": 0.0005720053912761267, + "timestep_mean": 488.5625, + "epsilon_norm": 8.113941192626953, + "prediction_norm": 6.4568772315979, + "timestamp": "2025-07-14T12:34:05.780062" + }, + { + "epoch": 908, + "batch_idx": 96, + "loss": 0.24381370842456818, + "learning_rate": 0.0005720053912761267, + "timestep_mean": 547.3125, + "epsilon_norm": 7.518481254577637, + "prediction_norm": 7.270513534545898, + "timestamp": "2025-07-14T12:34:05.785035" + }, + { + "epoch": 908, + "batch_idx": 128, + "loss": 0.3874853849411011, + "learning_rate": 0.0005720053912761267, + "timestep_mean": 472.96875, + "epsilon_norm": 9.26313304901123, + "prediction_norm": 8.064424514770508, + "timestamp": "2025-07-14T12:34:05.790040" + }, + { + "epoch": 908, + "batch_idx": 160, + "loss": 0.1754293441772461, + "learning_rate": 0.0005720053912761267, + "timestep_mean": 518.1875, + "epsilon_norm": 8.243363380432129, + "prediction_norm": 7.754563331604004, + "timestamp": "2025-07-14T12:34:05.795084" + }, + { + "epoch": 908, + "batch_idx": 192, + "loss": 0.40772321820259094, + "learning_rate": 0.0005720053912761267, + "timestep_mean": 655.0, + "epsilon_norm": 4.304078578948975, + "prediction_norm": 3.233877182006836, + "timestamp": "2025-07-14T12:34:05.800057" + }, + { + "epoch": 909, + "batch_idx": 0, + "loss": 0.24924078583717346, + "learning_rate": 0.0005712280914965769, + "timestep_mean": 507.46875, + "epsilon_norm": 8.1273832321167, + "prediction_norm": 6.929134845733643, + "timestamp": "2025-07-14T12:34:05.804887" + }, + { + "epoch": 909, + "batch_idx": 32, + "loss": 0.21436908841133118, + "learning_rate": 0.0005712280914965769, + "timestep_mean": 537.28125, + "epsilon_norm": 7.793774127960205, + "prediction_norm": 6.598304271697998, + "timestamp": "2025-07-14T12:34:05.809655" + }, + { + "epoch": 909, + "batch_idx": 64, + "loss": 0.39157167077064514, + "learning_rate": 0.0005712280914965769, + "timestep_mean": 448.25, + "epsilon_norm": 8.071457862854004, + "prediction_norm": 6.042034149169922, + "timestamp": "2025-07-14T12:34:05.814432" + }, + { + "epoch": 909, + "batch_idx": 96, + "loss": 0.10875679552555084, + "learning_rate": 0.0005712280914965769, + "timestep_mean": 606.21875, + "epsilon_norm": 7.292412281036377, + "prediction_norm": 6.4561448097229, + "timestamp": "2025-07-14T12:34:05.819218" + }, + { + "epoch": 909, + "batch_idx": 128, + "loss": 0.5271050333976746, + "learning_rate": 0.0005712280914965769, + "timestep_mean": 476.625, + "epsilon_norm": 8.716034889221191, + "prediction_norm": 6.700857162475586, + "timestamp": "2025-07-14T12:34:05.824156" + }, + { + "epoch": 909, + "batch_idx": 160, + "loss": 0.2759948968887329, + "learning_rate": 0.0005712280914965769, + "timestep_mean": 546.59375, + "epsilon_norm": 9.081547737121582, + "prediction_norm": 7.525717258453369, + "timestamp": "2025-07-14T12:34:05.829226" + }, + { + "epoch": 909, + "batch_idx": 192, + "loss": 0.17934449017047882, + "learning_rate": 0.0005712280914965769, + "timestep_mean": 509.5, + "epsilon_norm": 3.160714626312256, + "prediction_norm": 2.571213722229004, + "timestamp": "2025-07-14T12:34:05.834229" + }, + { + "epoch": 910, + "batch_idx": 0, + "loss": 0.25314831733703613, + "learning_rate": 0.0005704506159687919, + "timestep_mean": 512.5625, + "epsilon_norm": 8.34986400604248, + "prediction_norm": 7.147871494293213, + "timestamp": "2025-07-14T12:34:05.839382" + }, + { + "epoch": 910, + "batch_idx": 32, + "loss": 0.3507423996925354, + "learning_rate": 0.0005704506159687919, + "timestep_mean": 517.5625, + "epsilon_norm": 8.42574691772461, + "prediction_norm": 6.9948811531066895, + "timestamp": "2025-07-14T12:34:05.844431" + }, + { + "epoch": 910, + "batch_idx": 64, + "loss": 0.31255829334259033, + "learning_rate": 0.0005704506159687919, + "timestep_mean": 535.03125, + "epsilon_norm": 7.952116966247559, + "prediction_norm": 6.538572788238525, + "timestamp": "2025-07-14T12:34:05.849515" + }, + { + "epoch": 910, + "batch_idx": 96, + "loss": 0.1626448631286621, + "learning_rate": 0.0005704506159687919, + "timestep_mean": 557.46875, + "epsilon_norm": 8.304874420166016, + "prediction_norm": 8.211124420166016, + "timestamp": "2025-07-14T12:34:05.854601" + }, + { + "epoch": 910, + "batch_idx": 128, + "loss": 0.47037258744239807, + "learning_rate": 0.0005704506159687919, + "timestep_mean": 548.125, + "epsilon_norm": 8.394200325012207, + "prediction_norm": 6.780433654785156, + "timestamp": "2025-07-14T12:34:05.859677" + }, + { + "epoch": 910, + "batch_idx": 160, + "loss": 0.4508857727050781, + "learning_rate": 0.0005704506159687919, + "timestep_mean": 462.28125, + "epsilon_norm": 8.755654335021973, + "prediction_norm": 7.011559009552002, + "timestamp": "2025-07-14T12:34:05.864785" + }, + { + "epoch": 910, + "batch_idx": 192, + "loss": 0.11518629640340805, + "learning_rate": 0.0005704506159687919, + "timestep_mean": 580.125, + "epsilon_norm": 3.368004560470581, + "prediction_norm": 3.1739182472229004, + "timestamp": "2025-07-14T12:34:05.869697" + }, + { + "epoch": 911, + "batch_idx": 0, + "loss": 0.42894676327705383, + "learning_rate": 0.0005696729666111154, + "timestep_mean": 477.40625, + "epsilon_norm": 8.697294235229492, + "prediction_norm": 7.770179271697998, + "timestamp": "2025-07-14T12:34:05.874658" + }, + { + "epoch": 911, + "batch_idx": 32, + "loss": 0.20545965433120728, + "learning_rate": 0.0005696729666111154, + "timestep_mean": 524.375, + "epsilon_norm": 8.134483337402344, + "prediction_norm": 7.077098369598389, + "timestamp": "2025-07-14T12:34:05.879704" + }, + { + "epoch": 911, + "batch_idx": 64, + "loss": 0.15953098237514496, + "learning_rate": 0.0005696729666111154, + "timestep_mean": 497.21875, + "epsilon_norm": 6.889383316040039, + "prediction_norm": 6.658326625823975, + "timestamp": "2025-07-14T12:34:05.884755" + }, + { + "epoch": 911, + "batch_idx": 96, + "loss": 0.3232046365737915, + "learning_rate": 0.0005696729666111154, + "timestep_mean": 528.3125, + "epsilon_norm": 7.9240007400512695, + "prediction_norm": 7.348745822906494, + "timestamp": "2025-07-14T12:34:05.889902" + }, + { + "epoch": 911, + "batch_idx": 128, + "loss": 0.3620493710041046, + "learning_rate": 0.0005696729666111154, + "timestep_mean": 451.40625, + "epsilon_norm": 7.825727462768555, + "prediction_norm": 6.920400142669678, + "timestamp": "2025-07-14T12:34:05.894950" + }, + { + "epoch": 911, + "batch_idx": 160, + "loss": 0.233059361577034, + "learning_rate": 0.0005696729666111154, + "timestep_mean": 491.5, + "epsilon_norm": 7.493762493133545, + "prediction_norm": 6.9619832038879395, + "timestamp": "2025-07-14T12:34:05.900233" + }, + { + "epoch": 911, + "batch_idx": 192, + "loss": 0.3727489709854126, + "learning_rate": 0.0005696729666111154, + "timestep_mean": 450.0, + "epsilon_norm": 3.264446496963501, + "prediction_norm": 1.8720020055770874, + "timestamp": "2025-07-14T12:34:05.905288" + }, + { + "epoch": 912, + "batch_idx": 0, + "loss": 0.1894022822380066, + "learning_rate": 0.0005688951453423197, + "timestep_mean": 511.15625, + "epsilon_norm": 8.214667320251465, + "prediction_norm": 7.567323207855225, + "timestamp": "2025-07-14T12:34:05.910274" + }, + { + "epoch": 912, + "batch_idx": 32, + "loss": 0.32186657190322876, + "learning_rate": 0.0005688951453423197, + "timestep_mean": 433.21875, + "epsilon_norm": 8.326351165771484, + "prediction_norm": 7.3744330406188965, + "timestamp": "2025-07-14T12:34:05.915197" + }, + { + "epoch": 912, + "batch_idx": 64, + "loss": 0.19458048045635223, + "learning_rate": 0.0005688951453423197, + "timestep_mean": 500.375, + "epsilon_norm": 7.744546890258789, + "prediction_norm": 6.843395709991455, + "timestamp": "2025-07-14T12:34:05.920093" + }, + { + "epoch": 912, + "batch_idx": 96, + "loss": 0.235472172498703, + "learning_rate": 0.0005688951453423197, + "timestep_mean": 548.75, + "epsilon_norm": 7.54712438583374, + "prediction_norm": 6.2291259765625, + "timestamp": "2025-07-14T12:34:05.924976" + }, + { + "epoch": 912, + "batch_idx": 128, + "loss": 0.14057233929634094, + "learning_rate": 0.0005688951453423197, + "timestep_mean": 605.09375, + "epsilon_norm": 7.390634059906006, + "prediction_norm": 6.491754055023193, + "timestamp": "2025-07-14T12:34:05.930226" + }, + { + "epoch": 912, + "batch_idx": 160, + "loss": 0.26643064618110657, + "learning_rate": 0.0005688951453423197, + "timestep_mean": 471.9375, + "epsilon_norm": 7.904229640960693, + "prediction_norm": 6.502196788787842, + "timestamp": "2025-07-14T12:34:05.935502" + }, + { + "epoch": 912, + "batch_idx": 192, + "loss": 0.3077910542488098, + "learning_rate": 0.0005688951453423197, + "timestep_mean": 534.625, + "epsilon_norm": 3.0409255027770996, + "prediction_norm": 2.7325146198272705, + "timestamp": "2025-07-14T12:34:05.942860" + }, + { + "epoch": 913, + "batch_idx": 0, + "loss": 0.3224911093711853, + "learning_rate": 0.0005681171540816014, + "timestep_mean": 468.90625, + "epsilon_norm": 8.1630859375, + "prediction_norm": 6.02455472946167, + "timestamp": "2025-07-14T12:34:05.952847" + }, + { + "epoch": 913, + "batch_idx": 32, + "loss": 0.4148227572441101, + "learning_rate": 0.0005681171540816014, + "timestep_mean": 368.84375, + "epsilon_norm": 7.606114387512207, + "prediction_norm": 4.813307762145996, + "timestamp": "2025-07-14T12:34:05.957886" + }, + { + "epoch": 913, + "batch_idx": 64, + "loss": 0.30481255054473877, + "learning_rate": 0.0005681171540816014, + "timestep_mean": 464.25, + "epsilon_norm": 7.292048454284668, + "prediction_norm": 5.479320526123047, + "timestamp": "2025-07-14T12:34:05.963051" + }, + { + "epoch": 913, + "batch_idx": 96, + "loss": 0.23252607882022858, + "learning_rate": 0.0005681171540816014, + "timestep_mean": 537.96875, + "epsilon_norm": 7.752995014190674, + "prediction_norm": 6.418111324310303, + "timestamp": "2025-07-14T12:34:05.968086" + }, + { + "epoch": 913, + "batch_idx": 128, + "loss": 0.3646955192089081, + "learning_rate": 0.0005681171540816014, + "timestep_mean": 434.34375, + "epsilon_norm": 7.6918230056762695, + "prediction_norm": 5.380128383636475, + "timestamp": "2025-07-14T12:34:05.972967" + }, + { + "epoch": 913, + "batch_idx": 160, + "loss": 0.36609870195388794, + "learning_rate": 0.0005681171540816014, + "timestep_mean": 442.875, + "epsilon_norm": 8.863515853881836, + "prediction_norm": 6.766391754150391, + "timestamp": "2025-07-14T12:34:05.977956" + }, + { + "epoch": 913, + "batch_idx": 192, + "loss": 0.7296950221061707, + "learning_rate": 0.0005681171540816014, + "timestep_mean": 579.625, + "epsilon_norm": 5.150876522064209, + "prediction_norm": 4.31273078918457, + "timestamp": "2025-07-14T12:34:05.982928" + }, + { + "epoch": 914, + "batch_idx": 0, + "loss": 0.11631465703248978, + "learning_rate": 0.0005673389947485768, + "timestep_mean": 591.9375, + "epsilon_norm": 7.202476978302002, + "prediction_norm": 6.701446533203125, + "timestamp": "2025-07-14T12:34:05.988019" + }, + { + "epoch": 914, + "batch_idx": 32, + "loss": 0.2690355181694031, + "learning_rate": 0.0005673389947485768, + "timestep_mean": 518.125, + "epsilon_norm": 6.936899185180664, + "prediction_norm": 5.470364570617676, + "timestamp": "2025-07-14T12:34:05.992960" + }, + { + "epoch": 914, + "batch_idx": 64, + "loss": 0.27118679881095886, + "learning_rate": 0.0005673389947485768, + "timestep_mean": 561.59375, + "epsilon_norm": 7.820128917694092, + "prediction_norm": 5.856356143951416, + "timestamp": "2025-07-14T12:34:05.997893" + }, + { + "epoch": 914, + "batch_idx": 96, + "loss": 0.44200149178504944, + "learning_rate": 0.0005673389947485768, + "timestep_mean": 472.5625, + "epsilon_norm": 7.6177144050598145, + "prediction_norm": 6.027248859405518, + "timestamp": "2025-07-14T12:34:06.002840" + }, + { + "epoch": 914, + "batch_idx": 128, + "loss": 0.2307654619216919, + "learning_rate": 0.0005673389947485768, + "timestep_mean": 595.59375, + "epsilon_norm": 7.905410289764404, + "prediction_norm": 7.0809102058410645, + "timestamp": "2025-07-14T12:34:06.007792" + }, + { + "epoch": 914, + "batch_idx": 160, + "loss": 0.30889180302619934, + "learning_rate": 0.0005673389947485768, + "timestep_mean": 454.46875, + "epsilon_norm": 8.22439956665039, + "prediction_norm": 6.996433258056641, + "timestamp": "2025-07-14T12:34:06.012853" + }, + { + "epoch": 914, + "batch_idx": 192, + "loss": 0.3909858167171478, + "learning_rate": 0.0005673389947485768, + "timestep_mean": 386.375, + "epsilon_norm": 5.697645664215088, + "prediction_norm": 4.90760612487793, + "timestamp": "2025-07-14T12:34:06.017807" + }, + { + "epoch": 915, + "batch_idx": 0, + "loss": 0.5265810489654541, + "learning_rate": 0.0005665606692632769, + "timestep_mean": 520.34375, + "epsilon_norm": 8.543952941894531, + "prediction_norm": 6.358277797698975, + "timestamp": "2025-07-14T12:34:06.022846" + }, + { + "epoch": 915, + "batch_idx": 32, + "loss": 0.4205463230609894, + "learning_rate": 0.0005665606692632769, + "timestep_mean": 465.9375, + "epsilon_norm": 8.746060371398926, + "prediction_norm": 6.95917272567749, + "timestamp": "2025-07-14T12:34:06.027836" + }, + { + "epoch": 915, + "batch_idx": 64, + "loss": 0.32640889286994934, + "learning_rate": 0.0005665606692632769, + "timestep_mean": 496.03125, + "epsilon_norm": 7.90618371963501, + "prediction_norm": 6.484377861022949, + "timestamp": "2025-07-14T12:34:06.032862" + }, + { + "epoch": 915, + "batch_idx": 96, + "loss": 0.49738043546676636, + "learning_rate": 0.0005665606692632769, + "timestep_mean": 499.5, + "epsilon_norm": 9.899617195129395, + "prediction_norm": 8.247093200683594, + "timestamp": "2025-07-14T12:34:06.037919" + }, + { + "epoch": 915, + "batch_idx": 128, + "loss": 0.3086029887199402, + "learning_rate": 0.0005665606692632769, + "timestep_mean": 557.6875, + "epsilon_norm": 7.670957565307617, + "prediction_norm": 6.542494773864746, + "timestamp": "2025-07-14T12:34:06.042939" + }, + { + "epoch": 915, + "batch_idx": 160, + "loss": 0.17573405802249908, + "learning_rate": 0.0005665606692632769, + "timestep_mean": 521.5, + "epsilon_norm": 7.148893356323242, + "prediction_norm": 6.269059658050537, + "timestamp": "2025-07-14T12:34:06.047955" + }, + { + "epoch": 915, + "batch_idx": 192, + "loss": 0.07971354573965073, + "learning_rate": 0.0005665606692632769, + "timestep_mean": 672.5, + "epsilon_norm": 4.223128795623779, + "prediction_norm": 4.175045490264893, + "timestamp": "2025-07-14T12:34:06.052921" + }, + { + "epoch": 916, + "batch_idx": 0, + "loss": 0.3475343585014343, + "learning_rate": 0.0005657821795461419, + "timestep_mean": 396.96875, + "epsilon_norm": 7.770991325378418, + "prediction_norm": 6.391047477722168, + "timestamp": "2025-07-14T12:34:06.058001" + }, + { + "epoch": 916, + "batch_idx": 32, + "loss": 0.2242167890071869, + "learning_rate": 0.0005657821795461419, + "timestep_mean": 511.625, + "epsilon_norm": 7.479574680328369, + "prediction_norm": 6.955977916717529, + "timestamp": "2025-07-14T12:34:06.062916" + }, + { + "epoch": 916, + "batch_idx": 64, + "loss": 0.18332919478416443, + "learning_rate": 0.0005657821795461419, + "timestep_mean": 514.09375, + "epsilon_norm": 7.938116073608398, + "prediction_norm": 7.12703275680542, + "timestamp": "2025-07-14T12:34:06.067944" + }, + { + "epoch": 916, + "batch_idx": 96, + "loss": 0.4474262595176697, + "learning_rate": 0.0005657821795461419, + "timestep_mean": 418.1875, + "epsilon_norm": 8.552886962890625, + "prediction_norm": 6.692952632904053, + "timestamp": "2025-07-14T12:34:06.072938" + }, + { + "epoch": 916, + "batch_idx": 128, + "loss": 0.3922017812728882, + "learning_rate": 0.0005657821795461419, + "timestep_mean": 456.53125, + "epsilon_norm": 8.117395401000977, + "prediction_norm": 6.681220054626465, + "timestamp": "2025-07-14T12:34:06.077900" + }, + { + "epoch": 916, + "batch_idx": 160, + "loss": 0.3266749680042267, + "learning_rate": 0.0005657821795461419, + "timestep_mean": 515.46875, + "epsilon_norm": 7.2353715896606445, + "prediction_norm": 5.576890468597412, + "timestamp": "2025-07-14T12:34:06.083213" + }, + { + "epoch": 916, + "batch_idx": 192, + "loss": 0.326469361782074, + "learning_rate": 0.0005657821795461419, + "timestep_mean": 381.875, + "epsilon_norm": 4.234651565551758, + "prediction_norm": 3.618915319442749, + "timestamp": "2025-07-14T12:34:06.088416" + }, + { + "epoch": 917, + "batch_idx": 0, + "loss": 0.21153977513313293, + "learning_rate": 0.0005650035275180181, + "timestep_mean": 463.78125, + "epsilon_norm": 8.004284858703613, + "prediction_norm": 7.335478782653809, + "timestamp": "2025-07-14T12:34:06.093489" + }, + { + "epoch": 917, + "batch_idx": 32, + "loss": 0.43813979625701904, + "learning_rate": 0.0005650035275180181, + "timestep_mean": 492.90625, + "epsilon_norm": 8.922406196594238, + "prediction_norm": 7.002470016479492, + "timestamp": "2025-07-14T12:34:06.098503" + }, + { + "epoch": 917, + "batch_idx": 64, + "loss": 0.31651952862739563, + "learning_rate": 0.0005650035275180181, + "timestep_mean": 473.65625, + "epsilon_norm": 7.7084550857543945, + "prediction_norm": 6.440719127655029, + "timestamp": "2025-07-14T12:34:06.103479" + }, + { + "epoch": 917, + "batch_idx": 96, + "loss": 0.189138263463974, + "learning_rate": 0.0005650035275180181, + "timestep_mean": 512.3125, + "epsilon_norm": 7.314778804779053, + "prediction_norm": 6.725612163543701, + "timestamp": "2025-07-14T12:34:06.108367" + }, + { + "epoch": 917, + "batch_idx": 128, + "loss": 0.23276901245117188, + "learning_rate": 0.0005650035275180181, + "timestep_mean": 406.90625, + "epsilon_norm": 7.227367877960205, + "prediction_norm": 5.87640380859375, + "timestamp": "2025-07-14T12:34:06.113229" + }, + { + "epoch": 917, + "batch_idx": 160, + "loss": 0.24109384417533875, + "learning_rate": 0.0005650035275180181, + "timestep_mean": 462.875, + "epsilon_norm": 7.6305952072143555, + "prediction_norm": 6.05255126953125, + "timestamp": "2025-07-14T12:34:06.118207" + }, + { + "epoch": 917, + "batch_idx": 192, + "loss": 0.21140021085739136, + "learning_rate": 0.0005650035275180181, + "timestep_mean": 579.875, + "epsilon_norm": 2.910682201385498, + "prediction_norm": 1.8295245170593262, + "timestamp": "2025-07-14T12:34:06.123204" + }, + { + "epoch": 918, + "batch_idx": 0, + "loss": 0.32805371284484863, + "learning_rate": 0.000564224715100152, + "timestep_mean": 479.8125, + "epsilon_norm": 8.307394027709961, + "prediction_norm": 6.265420913696289, + "timestamp": "2025-07-14T12:34:06.128169" + }, + { + "epoch": 918, + "batch_idx": 32, + "loss": 0.24323460459709167, + "learning_rate": 0.000564224715100152, + "timestep_mean": 460.0625, + "epsilon_norm": 6.8393402099609375, + "prediction_norm": 5.75590705871582, + "timestamp": "2025-07-14T12:34:06.133199" + }, + { + "epoch": 918, + "batch_idx": 64, + "loss": 0.1952010989189148, + "learning_rate": 0.000564224715100152, + "timestep_mean": 523.34375, + "epsilon_norm": 7.578185081481934, + "prediction_norm": 6.008983135223389, + "timestamp": "2025-07-14T12:34:06.138245" + }, + { + "epoch": 918, + "batch_idx": 96, + "loss": 0.23491401970386505, + "learning_rate": 0.000564224715100152, + "timestep_mean": 471.9375, + "epsilon_norm": 7.5035505294799805, + "prediction_norm": 6.007132530212402, + "timestamp": "2025-07-14T12:34:06.143123" + }, + { + "epoch": 918, + "batch_idx": 128, + "loss": 0.4022371172904968, + "learning_rate": 0.000564224715100152, + "timestep_mean": 403.8125, + "epsilon_norm": 7.837553977966309, + "prediction_norm": 6.095694065093994, + "timestamp": "2025-07-14T12:34:06.148099" + }, + { + "epoch": 918, + "batch_idx": 160, + "loss": 0.21044747531414032, + "learning_rate": 0.000564224715100152, + "timestep_mean": 582.25, + "epsilon_norm": 7.658638954162598, + "prediction_norm": 6.81099796295166, + "timestamp": "2025-07-14T12:34:06.153067" + }, + { + "epoch": 918, + "batch_idx": 192, + "loss": 0.13879981637001038, + "learning_rate": 0.000564224715100152, + "timestep_mean": 689.875, + "epsilon_norm": 4.086501598358154, + "prediction_norm": 3.595043897628784, + "timestamp": "2025-07-14T12:34:06.158046" + }, + { + "epoch": 919, + "batch_idx": 0, + "loss": 0.2530571222305298, + "learning_rate": 0.0005634457442141858, + "timestep_mean": 528.625, + "epsilon_norm": 8.23285961151123, + "prediction_norm": 7.270974636077881, + "timestamp": "2025-07-14T12:34:06.163065" + }, + { + "epoch": 919, + "batch_idx": 32, + "loss": 0.31303560733795166, + "learning_rate": 0.0005634457442141858, + "timestep_mean": 481.71875, + "epsilon_norm": 8.196310997009277, + "prediction_norm": 7.090374946594238, + "timestamp": "2025-07-14T12:34:06.168079" + }, + { + "epoch": 919, + "batch_idx": 64, + "loss": 0.45629996061325073, + "learning_rate": 0.0005634457442141858, + "timestep_mean": 482.0625, + "epsilon_norm": 8.40721321105957, + "prediction_norm": 6.498740196228027, + "timestamp": "2025-07-14T12:34:06.173011" + }, + { + "epoch": 919, + "batch_idx": 96, + "loss": 0.13803532719612122, + "learning_rate": 0.0005634457442141858, + "timestep_mean": 565.90625, + "epsilon_norm": 7.042270183563232, + "prediction_norm": 6.50117301940918, + "timestamp": "2025-07-14T12:34:06.177896" + }, + { + "epoch": 919, + "batch_idx": 128, + "loss": 0.36010706424713135, + "learning_rate": 0.0005634457442141858, + "timestep_mean": 336.84375, + "epsilon_norm": 8.795001983642578, + "prediction_norm": 7.2694621086120605, + "timestamp": "2025-07-14T12:34:06.182840" + }, + { + "epoch": 919, + "batch_idx": 160, + "loss": 0.20335273444652557, + "learning_rate": 0.0005634457442141858, + "timestep_mean": 501.34375, + "epsilon_norm": 9.933950424194336, + "prediction_norm": 9.300243377685547, + "timestamp": "2025-07-14T12:34:06.187883" + }, + { + "epoch": 919, + "batch_idx": 192, + "loss": 0.10273195803165436, + "learning_rate": 0.0005634457442141858, + "timestep_mean": 444.75, + "epsilon_norm": 3.1528453826904297, + "prediction_norm": 3.1843879222869873, + "timestamp": "2025-07-14T12:34:06.192770" + }, + { + "epoch": 920, + "batch_idx": 0, + "loss": 0.2085884064435959, + "learning_rate": 0.0005626666167821527, + "timestep_mean": 496.6875, + "epsilon_norm": 8.000940322875977, + "prediction_norm": 7.163867950439453, + "timestamp": "2025-07-14T12:34:06.197712" + }, + { + "epoch": 920, + "batch_idx": 32, + "loss": 0.49115997552871704, + "learning_rate": 0.0005626666167821527, + "timestep_mean": 438.28125, + "epsilon_norm": 8.659753799438477, + "prediction_norm": 6.56193733215332, + "timestamp": "2025-07-14T12:34:06.202701" + }, + { + "epoch": 920, + "batch_idx": 64, + "loss": 0.3057960867881775, + "learning_rate": 0.0005626666167821527, + "timestep_mean": 468.15625, + "epsilon_norm": 7.3553924560546875, + "prediction_norm": 6.404535293579102, + "timestamp": "2025-07-14T12:34:06.207614" + }, + { + "epoch": 920, + "batch_idx": 96, + "loss": 0.26136335730552673, + "learning_rate": 0.0005626666167821527, + "timestep_mean": 527.03125, + "epsilon_norm": 7.56173849105835, + "prediction_norm": 6.947135925292969, + "timestamp": "2025-07-14T12:34:06.212591" + }, + { + "epoch": 920, + "batch_idx": 128, + "loss": 0.6212402582168579, + "learning_rate": 0.0005626666167821527, + "timestep_mean": 400.0625, + "epsilon_norm": 8.715580940246582, + "prediction_norm": 5.835832118988037, + "timestamp": "2025-07-14T12:34:06.217594" + }, + { + "epoch": 920, + "batch_idx": 160, + "loss": 0.20492541790008545, + "learning_rate": 0.0005626666167821527, + "timestep_mean": 490.28125, + "epsilon_norm": 8.040386199951172, + "prediction_norm": 7.440839767456055, + "timestamp": "2025-07-14T12:34:06.222522" + }, + { + "epoch": 920, + "batch_idx": 192, + "loss": 0.4922623336315155, + "learning_rate": 0.0005626666167821527, + "timestep_mean": 524.125, + "epsilon_norm": 4.197424411773682, + "prediction_norm": 3.276623487472534, + "timestamp": "2025-07-14T12:34:06.227454" + }, + { + "epoch": 921, + "batch_idx": 0, + "loss": 0.10969637334346771, + "learning_rate": 0.0005618873347264722, + "timestep_mean": 565.1875, + "epsilon_norm": 7.656530380249023, + "prediction_norm": 7.587988376617432, + "timestamp": "2025-07-14T12:34:06.232419" + }, + { + "epoch": 921, + "batch_idx": 32, + "loss": 0.3802688419818878, + "learning_rate": 0.0005618873347264722, + "timestep_mean": 459.65625, + "epsilon_norm": 8.577310562133789, + "prediction_norm": 7.373763084411621, + "timestamp": "2025-07-14T12:34:06.237458" + }, + { + "epoch": 921, + "batch_idx": 64, + "loss": 0.30909332633018494, + "learning_rate": 0.0005618873347264722, + "timestep_mean": 481.3125, + "epsilon_norm": 8.317861557006836, + "prediction_norm": 7.653716087341309, + "timestamp": "2025-07-14T12:34:06.242354" + }, + { + "epoch": 921, + "batch_idx": 96, + "loss": 0.2615140378475189, + "learning_rate": 0.0005618873347264722, + "timestep_mean": 482.03125, + "epsilon_norm": 8.24715518951416, + "prediction_norm": 7.247982025146484, + "timestamp": "2025-07-14T12:34:06.247268" + }, + { + "epoch": 921, + "batch_idx": 128, + "loss": 0.2973495423793793, + "learning_rate": 0.0005618873347264722, + "timestep_mean": 477.3125, + "epsilon_norm": 7.0681610107421875, + "prediction_norm": 6.1481475830078125, + "timestamp": "2025-07-14T12:34:06.252166" + }, + { + "epoch": 921, + "batch_idx": 160, + "loss": 0.1733119785785675, + "learning_rate": 0.0005618873347264722, + "timestep_mean": 606.15625, + "epsilon_norm": 8.114370346069336, + "prediction_norm": 7.080049514770508, + "timestamp": "2025-07-14T12:34:06.257070" + }, + { + "epoch": 921, + "batch_idx": 192, + "loss": 0.21349553763866425, + "learning_rate": 0.0005618873347264722, + "timestep_mean": 485.5, + "epsilon_norm": 3.901277780532837, + "prediction_norm": 3.8064675331115723, + "timestamp": "2025-07-14T12:34:06.262040" + }, + { + "epoch": 922, + "batch_idx": 0, + "loss": 0.26344430446624756, + "learning_rate": 0.0005611078999699453, + "timestep_mean": 489.25, + "epsilon_norm": 8.534524917602539, + "prediction_norm": 7.108030796051025, + "timestamp": "2025-07-14T12:34:06.267114" + }, + { + "epoch": 922, + "batch_idx": 32, + "loss": 0.19734814763069153, + "learning_rate": 0.0005611078999699453, + "timestep_mean": 496.0, + "epsilon_norm": 8.185067176818848, + "prediction_norm": 6.635866641998291, + "timestamp": "2025-07-14T12:34:06.271968" + }, + { + "epoch": 922, + "batch_idx": 64, + "loss": 0.25846511125564575, + "learning_rate": 0.0005611078999699453, + "timestep_mean": 414.59375, + "epsilon_norm": 7.761101245880127, + "prediction_norm": 6.173789978027344, + "timestamp": "2025-07-14T12:34:06.276903" + }, + { + "epoch": 922, + "batch_idx": 96, + "loss": 0.3933957815170288, + "learning_rate": 0.0005611078999699453, + "timestep_mean": 550.34375, + "epsilon_norm": 8.552760124206543, + "prediction_norm": 6.00821590423584, + "timestamp": "2025-07-14T12:34:06.281812" + }, + { + "epoch": 922, + "batch_idx": 128, + "loss": 0.4780978560447693, + "learning_rate": 0.0005611078999699453, + "timestep_mean": 415.625, + "epsilon_norm": 8.843734741210938, + "prediction_norm": 6.706816673278809, + "timestamp": "2025-07-14T12:34:06.286721" + }, + { + "epoch": 922, + "batch_idx": 160, + "loss": 0.10341345518827438, + "learning_rate": 0.0005611078999699453, + "timestep_mean": 635.53125, + "epsilon_norm": 8.22899341583252, + "prediction_norm": 7.689426898956299, + "timestamp": "2025-07-14T12:34:06.291639" + }, + { + "epoch": 922, + "batch_idx": 192, + "loss": 0.520839512348175, + "learning_rate": 0.0005611078999699453, + "timestep_mean": 351.75, + "epsilon_norm": 4.493023872375488, + "prediction_norm": 3.3433094024658203, + "timestamp": "2025-07-14T12:34:06.296566" + }, + { + "epoch": 923, + "batch_idx": 0, + "loss": 0.26754030585289, + "learning_rate": 0.0005603283144357498, + "timestep_mean": 453.03125, + "epsilon_norm": 6.8014140129089355, + "prediction_norm": 5.736649513244629, + "timestamp": "2025-07-14T12:34:06.301564" + }, + { + "epoch": 923, + "batch_idx": 32, + "loss": 0.16476351022720337, + "learning_rate": 0.0005603283144357498, + "timestep_mean": 520.90625, + "epsilon_norm": 7.242525100708008, + "prediction_norm": 6.224818706512451, + "timestamp": "2025-07-14T12:34:06.306509" + }, + { + "epoch": 923, + "batch_idx": 64, + "loss": 0.327181339263916, + "learning_rate": 0.0005603283144357498, + "timestep_mean": 421.1875, + "epsilon_norm": 8.148697853088379, + "prediction_norm": 6.315329074859619, + "timestamp": "2025-07-14T12:34:06.311483" + }, + { + "epoch": 923, + "batch_idx": 96, + "loss": 0.3805800676345825, + "learning_rate": 0.0005603283144357498, + "timestep_mean": 551.71875, + "epsilon_norm": 8.08251667022705, + "prediction_norm": 6.6611647605896, + "timestamp": "2025-07-14T12:34:06.316427" + }, + { + "epoch": 923, + "batch_idx": 128, + "loss": 0.4079879820346832, + "learning_rate": 0.0005603283144357498, + "timestep_mean": 456.65625, + "epsilon_norm": 8.11474895477295, + "prediction_norm": 6.967841625213623, + "timestamp": "2025-07-14T12:34:06.321402" + }, + { + "epoch": 923, + "batch_idx": 160, + "loss": 0.1829899400472641, + "learning_rate": 0.0005603283144357498, + "timestep_mean": 601.40625, + "epsilon_norm": 7.85394811630249, + "prediction_norm": 6.905040264129639, + "timestamp": "2025-07-14T12:34:06.326312" + }, + { + "epoch": 923, + "batch_idx": 192, + "loss": 0.4767742156982422, + "learning_rate": 0.0005603283144357498, + "timestep_mean": 330.5, + "epsilon_norm": 4.741067886352539, + "prediction_norm": 4.292838096618652, + "timestamp": "2025-07-14T12:34:06.331185" + }, + { + "epoch": 924, + "batch_idx": 0, + "loss": 0.5766798257827759, + "learning_rate": 0.0005595485800474354, + "timestep_mean": 420.28125, + "epsilon_norm": 8.073383331298828, + "prediction_norm": 6.379136562347412, + "timestamp": "2025-07-14T12:34:06.336262" + }, + { + "epoch": 924, + "batch_idx": 32, + "loss": 0.2530938982963562, + "learning_rate": 0.0005595485800474354, + "timestep_mean": 501.375, + "epsilon_norm": 8.875685691833496, + "prediction_norm": 7.8755412101745605, + "timestamp": "2025-07-14T12:34:06.341429" + }, + { + "epoch": 924, + "batch_idx": 64, + "loss": 0.2561493217945099, + "learning_rate": 0.0005595485800474354, + "timestep_mean": 478.4375, + "epsilon_norm": 7.462113857269287, + "prediction_norm": 6.317968845367432, + "timestamp": "2025-07-14T12:34:06.346710" + }, + { + "epoch": 924, + "batch_idx": 96, + "loss": 0.21492788195610046, + "learning_rate": 0.0005595485800474354, + "timestep_mean": 445.9375, + "epsilon_norm": 7.218756198883057, + "prediction_norm": 6.163668155670166, + "timestamp": "2025-07-14T12:34:06.351866" + }, + { + "epoch": 924, + "batch_idx": 128, + "loss": 0.16329523921012878, + "learning_rate": 0.0005595485800474354, + "timestep_mean": 525.21875, + "epsilon_norm": 7.577317714691162, + "prediction_norm": 7.2537841796875, + "timestamp": "2025-07-14T12:34:06.357100" + }, + { + "epoch": 924, + "batch_idx": 160, + "loss": 0.20149610936641693, + "learning_rate": 0.0005595485800474354, + "timestep_mean": 473.9375, + "epsilon_norm": 8.776824951171875, + "prediction_norm": 8.320298194885254, + "timestamp": "2025-07-14T12:34:06.362241" + }, + { + "epoch": 924, + "batch_idx": 192, + "loss": 0.08853177726268768, + "learning_rate": 0.0005595485800474354, + "timestep_mean": 577.625, + "epsilon_norm": 4.152514934539795, + "prediction_norm": 4.107102394104004, + "timestamp": "2025-07-14T12:34:06.367378" + }, + { + "epoch": 925, + "batch_idx": 0, + "loss": 0.1882886439561844, + "learning_rate": 0.0005587686987289194, + "timestep_mean": 536.6875, + "epsilon_norm": 8.431295394897461, + "prediction_norm": 7.392269134521484, + "timestamp": "2025-07-14T12:34:06.372674" + }, + { + "epoch": 925, + "batch_idx": 32, + "loss": 0.41964784264564514, + "learning_rate": 0.0005587686987289194, + "timestep_mean": 398.59375, + "epsilon_norm": 9.146117210388184, + "prediction_norm": 7.056975364685059, + "timestamp": "2025-07-14T12:34:06.377734" + }, + { + "epoch": 925, + "batch_idx": 64, + "loss": 0.451067179441452, + "learning_rate": 0.0005587686987289194, + "timestep_mean": 470.25, + "epsilon_norm": 7.881845474243164, + "prediction_norm": 5.758467674255371, + "timestamp": "2025-07-14T12:34:06.382590" + }, + { + "epoch": 925, + "batch_idx": 96, + "loss": 0.21380090713500977, + "learning_rate": 0.0005587686987289194, + "timestep_mean": 564.78125, + "epsilon_norm": 8.590270042419434, + "prediction_norm": 7.275254726409912, + "timestamp": "2025-07-14T12:34:06.387701" + }, + { + "epoch": 925, + "batch_idx": 128, + "loss": 0.2919752895832062, + "learning_rate": 0.0005587686987289194, + "timestep_mean": 506.5, + "epsilon_norm": 8.527487754821777, + "prediction_norm": 7.295653343200684, + "timestamp": "2025-07-14T12:34:06.392861" + }, + { + "epoch": 925, + "batch_idx": 160, + "loss": 0.20962952077388763, + "learning_rate": 0.0005587686987289194, + "timestep_mean": 530.90625, + "epsilon_norm": 6.987278461456299, + "prediction_norm": 6.25809383392334, + "timestamp": "2025-07-14T12:34:06.397985" + }, + { + "epoch": 925, + "batch_idx": 192, + "loss": 0.7012566328048706, + "learning_rate": 0.0005587686987289194, + "timestep_mean": 217.5, + "epsilon_norm": 3.711886405944824, + "prediction_norm": 1.418651819229126, + "timestamp": "2025-07-14T12:34:06.403123" + }, + { + "epoch": 926, + "batch_idx": 0, + "loss": 0.2235291302204132, + "learning_rate": 0.0005579886724044813, + "timestep_mean": 556.40625, + "epsilon_norm": 7.911296844482422, + "prediction_norm": 6.873495578765869, + "timestamp": "2025-07-14T12:34:06.408068" + }, + { + "epoch": 926, + "batch_idx": 32, + "loss": 0.2541562020778656, + "learning_rate": 0.0005579886724044813, + "timestep_mean": 496.125, + "epsilon_norm": 6.582666873931885, + "prediction_norm": 5.350739002227783, + "timestamp": "2025-07-14T12:34:06.413038" + }, + { + "epoch": 926, + "batch_idx": 64, + "loss": 0.2997712790966034, + "learning_rate": 0.0005579886724044813, + "timestep_mean": 513.71875, + "epsilon_norm": 8.391502380371094, + "prediction_norm": 7.272501468658447, + "timestamp": "2025-07-14T12:34:06.418658" + }, + { + "epoch": 926, + "batch_idx": 96, + "loss": 0.2829219102859497, + "learning_rate": 0.0005579886724044813, + "timestep_mean": 497.90625, + "epsilon_norm": 7.720352649688721, + "prediction_norm": 5.933667182922363, + "timestamp": "2025-07-14T12:34:06.423903" + }, + { + "epoch": 926, + "batch_idx": 128, + "loss": 0.29558783769607544, + "learning_rate": 0.0005579886724044813, + "timestep_mean": 552.9375, + "epsilon_norm": 7.837716579437256, + "prediction_norm": 6.888314247131348, + "timestamp": "2025-07-14T12:34:06.429385" + }, + { + "epoch": 926, + "batch_idx": 160, + "loss": 0.38731539249420166, + "learning_rate": 0.0005579886724044813, + "timestep_mean": 530.0625, + "epsilon_norm": 7.9898552894592285, + "prediction_norm": 6.491220951080322, + "timestamp": "2025-07-14T12:34:06.434473" + }, + { + "epoch": 926, + "batch_idx": 192, + "loss": 0.26341134309768677, + "learning_rate": 0.0005579886724044813, + "timestep_mean": 505.125, + "epsilon_norm": 4.375344276428223, + "prediction_norm": 3.2636966705322266, + "timestamp": "2025-07-14T12:34:06.439646" + }, + { + "epoch": 927, + "batch_idx": 0, + "loss": 0.19208168983459473, + "learning_rate": 0.0005572085029987585, + "timestep_mean": 487.34375, + "epsilon_norm": 7.7237629890441895, + "prediction_norm": 6.502339839935303, + "timestamp": "2025-07-14T12:34:06.444969" + }, + { + "epoch": 927, + "batch_idx": 32, + "loss": 0.351557195186615, + "learning_rate": 0.0005572085029987585, + "timestep_mean": 407.46875, + "epsilon_norm": 8.308525085449219, + "prediction_norm": 6.88414192199707, + "timestamp": "2025-07-14T12:34:06.450131" + }, + { + "epoch": 927, + "batch_idx": 64, + "loss": 0.2858472466468811, + "learning_rate": 0.0005572085029987585, + "timestep_mean": 457.5625, + "epsilon_norm": 7.563523292541504, + "prediction_norm": 6.908519744873047, + "timestamp": "2025-07-14T12:34:06.455325" + }, + { + "epoch": 927, + "batch_idx": 96, + "loss": 0.14078709483146667, + "learning_rate": 0.0005572085029987585, + "timestep_mean": 601.28125, + "epsilon_norm": 8.163349151611328, + "prediction_norm": 7.481476306915283, + "timestamp": "2025-07-14T12:34:06.460485" + }, + { + "epoch": 927, + "batch_idx": 128, + "loss": 0.23908382654190063, + "learning_rate": 0.0005572085029987585, + "timestep_mean": 511.40625, + "epsilon_norm": 7.848256587982178, + "prediction_norm": 6.893388748168945, + "timestamp": "2025-07-14T12:34:06.465686" + }, + { + "epoch": 927, + "batch_idx": 160, + "loss": 0.1526823490858078, + "learning_rate": 0.0005572085029987585, + "timestep_mean": 508.8125, + "epsilon_norm": 7.64989709854126, + "prediction_norm": 7.417102336883545, + "timestamp": "2025-07-14T12:34:06.470998" + }, + { + "epoch": 927, + "batch_idx": 192, + "loss": 0.5063849687576294, + "learning_rate": 0.0005572085029987585, + "timestep_mean": 387.75, + "epsilon_norm": 4.596587657928467, + "prediction_norm": 4.164130210876465, + "timestamp": "2025-07-14T12:34:06.476320" + }, + { + "epoch": 928, + "batch_idx": 0, + "loss": 0.17362523078918457, + "learning_rate": 0.0005564281924367413, + "timestep_mean": 513.9375, + "epsilon_norm": 7.362436771392822, + "prediction_norm": 6.030444622039795, + "timestamp": "2025-07-14T12:34:06.481488" + }, + { + "epoch": 928, + "batch_idx": 32, + "loss": 0.23197132349014282, + "learning_rate": 0.0005564281924367413, + "timestep_mean": 497.5, + "epsilon_norm": 8.157916069030762, + "prediction_norm": 7.120606899261475, + "timestamp": "2025-07-14T12:34:06.486494" + }, + { + "epoch": 928, + "batch_idx": 64, + "loss": 0.39274948835372925, + "learning_rate": 0.0005564281924367413, + "timestep_mean": 443.03125, + "epsilon_norm": 8.644282341003418, + "prediction_norm": 7.015894412994385, + "timestamp": "2025-07-14T12:34:06.491825" + }, + { + "epoch": 928, + "batch_idx": 96, + "loss": 0.3814659118652344, + "learning_rate": 0.0005564281924367413, + "timestep_mean": 484.9375, + "epsilon_norm": 9.334322929382324, + "prediction_norm": 8.359295845031738, + "timestamp": "2025-07-14T12:34:06.496939" + }, + { + "epoch": 928, + "batch_idx": 128, + "loss": 0.4533590078353882, + "learning_rate": 0.0005564281924367413, + "timestep_mean": 474.0625, + "epsilon_norm": 8.825699806213379, + "prediction_norm": 6.760988712310791, + "timestamp": "2025-07-14T12:34:06.502081" + }, + { + "epoch": 928, + "batch_idx": 160, + "loss": 0.3343575596809387, + "learning_rate": 0.0005564281924367413, + "timestep_mean": 567.4375, + "epsilon_norm": 7.985288143157959, + "prediction_norm": 6.789099216461182, + "timestamp": "2025-07-14T12:34:06.507255" + }, + { + "epoch": 928, + "batch_idx": 192, + "loss": 0.7806365489959717, + "learning_rate": 0.0005564281924367413, + "timestep_mean": 432.0, + "epsilon_norm": 4.971715927124023, + "prediction_norm": 3.7111589908599854, + "timestamp": "2025-07-14T12:34:06.512536" + }, + { + "epoch": 929, + "batch_idx": 0, + "loss": 0.22943729162216187, + "learning_rate": 0.0005556477426437689, + "timestep_mean": 452.5, + "epsilon_norm": 7.3958964347839355, + "prediction_norm": 6.3491668701171875, + "timestamp": "2025-07-14T12:34:06.517767" + }, + { + "epoch": 929, + "batch_idx": 32, + "loss": 0.41942766308784485, + "learning_rate": 0.0005556477426437689, + "timestep_mean": 464.4375, + "epsilon_norm": 8.392951965332031, + "prediction_norm": 7.077339172363281, + "timestamp": "2025-07-14T12:34:06.522907" + }, + { + "epoch": 929, + "batch_idx": 64, + "loss": 0.14882946014404297, + "learning_rate": 0.0005556477426437689, + "timestep_mean": 499.75, + "epsilon_norm": 6.840330123901367, + "prediction_norm": 6.703910827636719, + "timestamp": "2025-07-14T12:34:06.528212" + }, + { + "epoch": 929, + "batch_idx": 96, + "loss": 0.18792875111103058, + "learning_rate": 0.0005556477426437689, + "timestep_mean": 501.71875, + "epsilon_norm": 7.675678730010986, + "prediction_norm": 7.163428783416748, + "timestamp": "2025-07-14T12:34:06.533425" + }, + { + "epoch": 929, + "batch_idx": 128, + "loss": 0.4372832477092743, + "learning_rate": 0.0005556477426437689, + "timestep_mean": 494.0, + "epsilon_norm": 9.355088233947754, + "prediction_norm": 7.492390155792236, + "timestamp": "2025-07-14T12:34:06.538587" + }, + { + "epoch": 929, + "batch_idx": 160, + "loss": 0.5131868124008179, + "learning_rate": 0.0005556477426437689, + "timestep_mean": 457.4375, + "epsilon_norm": 9.235595703125, + "prediction_norm": 6.789853096008301, + "timestamp": "2025-07-14T12:34:06.543763" + }, + { + "epoch": 929, + "batch_idx": 192, + "loss": 0.24217665195465088, + "learning_rate": 0.0005556477426437689, + "timestep_mean": 365.375, + "epsilon_norm": 4.089996814727783, + "prediction_norm": 3.485501527786255, + "timestamp": "2025-07-14T12:34:06.548751" + }, + { + "epoch": 930, + "batch_idx": 0, + "loss": 0.254591166973114, + "learning_rate": 0.0005548671555455232, + "timestep_mean": 478.75, + "epsilon_norm": 8.180747985839844, + "prediction_norm": 6.519726753234863, + "timestamp": "2025-07-14T12:34:06.553965" + }, + { + "epoch": 930, + "batch_idx": 32, + "loss": 0.26768696308135986, + "learning_rate": 0.0005548671555455232, + "timestep_mean": 452.125, + "epsilon_norm": 7.61171293258667, + "prediction_norm": 6.4554595947265625, + "timestamp": "2025-07-14T12:34:06.559092" + }, + { + "epoch": 930, + "batch_idx": 64, + "loss": 0.37408292293548584, + "learning_rate": 0.0005548671555455232, + "timestep_mean": 480.125, + "epsilon_norm": 8.185362815856934, + "prediction_norm": 6.59744119644165, + "timestamp": "2025-07-14T12:34:06.564341" + }, + { + "epoch": 930, + "batch_idx": 96, + "loss": 0.3192940950393677, + "learning_rate": 0.0005548671555455232, + "timestep_mean": 490.4375, + "epsilon_norm": 8.26539134979248, + "prediction_norm": 6.541348934173584, + "timestamp": "2025-07-14T12:34:06.569506" + }, + { + "epoch": 930, + "batch_idx": 128, + "loss": 0.28056275844573975, + "learning_rate": 0.0005548671555455232, + "timestep_mean": 518.8125, + "epsilon_norm": 8.024489402770996, + "prediction_norm": 6.407917022705078, + "timestamp": "2025-07-14T12:34:06.574668" + }, + { + "epoch": 930, + "batch_idx": 160, + "loss": 0.3278577923774719, + "learning_rate": 0.0005548671555455232, + "timestep_mean": 531.65625, + "epsilon_norm": 8.519620895385742, + "prediction_norm": 6.496387004852295, + "timestamp": "2025-07-14T12:34:06.580035" + }, + { + "epoch": 930, + "batch_idx": 192, + "loss": 0.10569285601377487, + "learning_rate": 0.0005548671555455232, + "timestep_mean": 575.125, + "epsilon_norm": 4.638465404510498, + "prediction_norm": 4.3163371086120605, + "timestamp": "2025-07-14T12:34:06.585222" + }, + { + "epoch": 931, + "batch_idx": 0, + "loss": 0.16282515227794647, + "learning_rate": 0.0005540864330680254, + "timestep_mean": 511.15625, + "epsilon_norm": 7.86868953704834, + "prediction_norm": 7.0313262939453125, + "timestamp": "2025-07-14T12:34:06.590361" + }, + { + "epoch": 931, + "batch_idx": 32, + "loss": 0.22264054417610168, + "learning_rate": 0.0005540864330680254, + "timestep_mean": 597.8125, + "epsilon_norm": 7.7512383460998535, + "prediction_norm": 6.860194206237793, + "timestamp": "2025-07-14T12:34:06.595627" + }, + { + "epoch": 931, + "batch_idx": 64, + "loss": 0.3526955842971802, + "learning_rate": 0.0005540864330680254, + "timestep_mean": 502.65625, + "epsilon_norm": 8.308086395263672, + "prediction_norm": 6.909103870391846, + "timestamp": "2025-07-14T12:34:06.600832" + }, + { + "epoch": 931, + "batch_idx": 96, + "loss": 0.24890261888504028, + "learning_rate": 0.0005540864330680254, + "timestep_mean": 487.09375, + "epsilon_norm": 7.767204284667969, + "prediction_norm": 7.068057537078857, + "timestamp": "2025-07-14T12:34:06.606011" + }, + { + "epoch": 931, + "batch_idx": 128, + "loss": 0.3392798602581024, + "learning_rate": 0.0005540864330680254, + "timestep_mean": 498.53125, + "epsilon_norm": 8.230217933654785, + "prediction_norm": 6.4642133712768555, + "timestamp": "2025-07-14T12:34:06.611204" + }, + { + "epoch": 931, + "batch_idx": 160, + "loss": 0.22588811814785004, + "learning_rate": 0.0005540864330680254, + "timestep_mean": 552.71875, + "epsilon_norm": 9.49576187133789, + "prediction_norm": 8.201865196228027, + "timestamp": "2025-07-14T12:34:06.616301" + }, + { + "epoch": 931, + "batch_idx": 192, + "loss": 0.17130708694458008, + "learning_rate": 0.0005540864330680254, + "timestep_mean": 607.25, + "epsilon_norm": 3.819836139678955, + "prediction_norm": 4.093475818634033, + "timestamp": "2025-07-14T12:34:06.621489" + }, + { + "epoch": 932, + "batch_idx": 0, + "loss": 0.14272311329841614, + "learning_rate": 0.0005533055771376305, + "timestep_mean": 540.3125, + "epsilon_norm": 7.723576545715332, + "prediction_norm": 7.545607089996338, + "timestamp": "2025-07-14T12:34:06.626653" + }, + { + "epoch": 932, + "batch_idx": 32, + "loss": 0.2300669252872467, + "learning_rate": 0.0005533055771376305, + "timestep_mean": 475.71875, + "epsilon_norm": 7.508030891418457, + "prediction_norm": 5.932998180389404, + "timestamp": "2025-07-14T12:34:06.631768" + }, + { + "epoch": 932, + "batch_idx": 64, + "loss": 0.1544569730758667, + "learning_rate": 0.0005533055771376305, + "timestep_mean": 630.5625, + "epsilon_norm": 8.808700561523438, + "prediction_norm": 8.204480171203613, + "timestamp": "2025-07-14T12:34:06.637035" + }, + { + "epoch": 932, + "batch_idx": 96, + "loss": 0.2353072613477707, + "learning_rate": 0.0005533055771376305, + "timestep_mean": 492.8125, + "epsilon_norm": 7.9560089111328125, + "prediction_norm": 7.1492919921875, + "timestamp": "2025-07-14T12:34:06.642322" + }, + { + "epoch": 932, + "batch_idx": 128, + "loss": 0.26752227544784546, + "learning_rate": 0.0005533055771376305, + "timestep_mean": 442.78125, + "epsilon_norm": 7.690432071685791, + "prediction_norm": 6.261268615722656, + "timestamp": "2025-07-14T12:34:06.647608" + }, + { + "epoch": 932, + "batch_idx": 160, + "loss": 0.1892213225364685, + "learning_rate": 0.0005533055771376305, + "timestep_mean": 555.40625, + "epsilon_norm": 8.464704513549805, + "prediction_norm": 7.725417613983154, + "timestamp": "2025-07-14T12:34:06.652865" + }, + { + "epoch": 932, + "batch_idx": 192, + "loss": 0.237616628408432, + "learning_rate": 0.0005533055771376305, + "timestep_mean": 614.5, + "epsilon_norm": 4.054375648498535, + "prediction_norm": 2.8630549907684326, + "timestamp": "2025-07-14T12:34:06.658083" + }, + { + "epoch": 933, + "batch_idx": 0, + "loss": 0.1771848201751709, + "learning_rate": 0.0005525245896810231, + "timestep_mean": 487.25, + "epsilon_norm": 7.46608829498291, + "prediction_norm": 7.184635639190674, + "timestamp": "2025-07-14T12:34:06.663995" + }, + { + "epoch": 933, + "batch_idx": 32, + "loss": 0.3814842104911804, + "learning_rate": 0.0005525245896810231, + "timestep_mean": 449.0625, + "epsilon_norm": 8.403706550598145, + "prediction_norm": 6.749958515167236, + "timestamp": "2025-07-14T12:34:06.669650" + }, + { + "epoch": 933, + "batch_idx": 64, + "loss": 0.30257460474967957, + "learning_rate": 0.0005525245896810231, + "timestep_mean": 513.875, + "epsilon_norm": 8.415634155273438, + "prediction_norm": 6.704404354095459, + "timestamp": "2025-07-14T12:34:06.675085" + }, + { + "epoch": 933, + "batch_idx": 96, + "loss": 0.4006531238555908, + "learning_rate": 0.0005525245896810231, + "timestep_mean": 450.1875, + "epsilon_norm": 8.28933334350586, + "prediction_norm": 6.0009236335754395, + "timestamp": "2025-07-14T12:34:06.680317" + }, + { + "epoch": 933, + "batch_idx": 128, + "loss": 0.397869735956192, + "learning_rate": 0.0005525245896810231, + "timestep_mean": 434.96875, + "epsilon_norm": 7.431906700134277, + "prediction_norm": 5.582817554473877, + "timestamp": "2025-07-14T12:34:06.685633" + }, + { + "epoch": 933, + "batch_idx": 160, + "loss": 0.26825815439224243, + "learning_rate": 0.0005525245896810231, + "timestep_mean": 469.28125, + "epsilon_norm": 9.155051231384277, + "prediction_norm": 7.530548095703125, + "timestamp": "2025-07-14T12:34:06.690819" + }, + { + "epoch": 933, + "batch_idx": 192, + "loss": 0.1114637553691864, + "learning_rate": 0.0005525245896810231, + "timestep_mean": 443.0, + "epsilon_norm": 2.9184317588806152, + "prediction_norm": 2.9424569606781006, + "timestamp": "2025-07-14T12:34:06.696050" + }, + { + "epoch": 934, + "batch_idx": 0, + "loss": 0.3160049617290497, + "learning_rate": 0.0005517434726252118, + "timestep_mean": 457.40625, + "epsilon_norm": 7.9764933586120605, + "prediction_norm": 7.112143039703369, + "timestamp": "2025-07-14T12:34:06.701372" + }, + { + "epoch": 934, + "batch_idx": 32, + "loss": 0.444975346326828, + "learning_rate": 0.0005517434726252118, + "timestep_mean": 479.03125, + "epsilon_norm": 9.221399307250977, + "prediction_norm": 7.50640869140625, + "timestamp": "2025-07-14T12:34:06.706562" + }, + { + "epoch": 934, + "batch_idx": 64, + "loss": 0.28734827041625977, + "learning_rate": 0.0005517434726252118, + "timestep_mean": 565.21875, + "epsilon_norm": 7.411677837371826, + "prediction_norm": 6.9472761154174805, + "timestamp": "2025-07-14T12:34:06.711805" + }, + { + "epoch": 934, + "batch_idx": 96, + "loss": 0.3093435764312744, + "learning_rate": 0.0005517434726252118, + "timestep_mean": 527.4375, + "epsilon_norm": 7.94158935546875, + "prediction_norm": 7.03007698059082, + "timestamp": "2025-07-14T12:34:06.717153" + }, + { + "epoch": 934, + "batch_idx": 128, + "loss": 0.19851060211658478, + "learning_rate": 0.0005517434726252118, + "timestep_mean": 551.4375, + "epsilon_norm": 7.224325656890869, + "prediction_norm": 6.656678199768066, + "timestamp": "2025-07-14T12:34:06.722280" + }, + { + "epoch": 934, + "batch_idx": 160, + "loss": 0.14161089062690735, + "learning_rate": 0.0005517434726252118, + "timestep_mean": 505.53125, + "epsilon_norm": 7.1626434326171875, + "prediction_norm": 7.171888828277588, + "timestamp": "2025-07-14T12:34:06.727476" + }, + { + "epoch": 934, + "batch_idx": 192, + "loss": 0.055798597633838654, + "learning_rate": 0.0005517434726252118, + "timestep_mean": 615.875, + "epsilon_norm": 4.50560188293457, + "prediction_norm": 4.2831830978393555, + "timestamp": "2025-07-14T12:34:06.732677" + }, + { + "epoch": 935, + "batch_idx": 0, + "loss": 0.29641100764274597, + "learning_rate": 0.0005509622278975255, + "timestep_mean": 527.1875, + "epsilon_norm": 7.547155380249023, + "prediction_norm": 5.8919997215271, + "timestamp": "2025-07-14T12:34:06.737955" + }, + { + "epoch": 935, + "batch_idx": 32, + "loss": 0.14364179968833923, + "learning_rate": 0.0005509622278975255, + "timestep_mean": 462.21875, + "epsilon_norm": 7.954208850860596, + "prediction_norm": 7.952247619628906, + "timestamp": "2025-07-14T12:34:06.743042" + }, + { + "epoch": 935, + "batch_idx": 64, + "loss": 0.18090663850307465, + "learning_rate": 0.0005509622278975255, + "timestep_mean": 454.15625, + "epsilon_norm": 7.118263244628906, + "prediction_norm": 6.372190475463867, + "timestamp": "2025-07-14T12:34:06.748247" + }, + { + "epoch": 935, + "batch_idx": 96, + "loss": 0.2491312325000763, + "learning_rate": 0.0005509622278975255, + "timestep_mean": 458.46875, + "epsilon_norm": 6.6133832931518555, + "prediction_norm": 5.018425941467285, + "timestamp": "2025-07-14T12:34:06.753528" + }, + { + "epoch": 935, + "batch_idx": 128, + "loss": 0.14203155040740967, + "learning_rate": 0.0005509622278975255, + "timestep_mean": 547.21875, + "epsilon_norm": 8.202860832214355, + "prediction_norm": 6.996027946472168, + "timestamp": "2025-07-14T12:34:06.758794" + }, + { + "epoch": 935, + "batch_idx": 160, + "loss": 0.1897706687450409, + "learning_rate": 0.0005509622278975255, + "timestep_mean": 487.15625, + "epsilon_norm": 7.027998447418213, + "prediction_norm": 5.547072887420654, + "timestamp": "2025-07-14T12:34:06.763936" + }, + { + "epoch": 935, + "batch_idx": 192, + "loss": 0.15939314663410187, + "learning_rate": 0.0005509622278975255, + "timestep_mean": 477.125, + "epsilon_norm": 3.677402973175049, + "prediction_norm": 3.5913219451904297, + "timestamp": "2025-07-14T12:34:06.769069" + }, + { + "epoch": 936, + "batch_idx": 0, + "loss": 0.22242294251918793, + "learning_rate": 0.0005501808574256079, + "timestep_mean": 507.65625, + "epsilon_norm": 9.26809024810791, + "prediction_norm": 7.862082004547119, + "timestamp": "2025-07-14T12:34:06.774250" + }, + { + "epoch": 936, + "batch_idx": 32, + "loss": 0.5519223213195801, + "learning_rate": 0.0005501808574256079, + "timestep_mean": 489.09375, + "epsilon_norm": 9.184576034545898, + "prediction_norm": 7.223507881164551, + "timestamp": "2025-07-14T12:34:06.779881" + }, + { + "epoch": 936, + "batch_idx": 64, + "loss": 0.2717008590698242, + "learning_rate": 0.0005501808574256079, + "timestep_mean": 537.125, + "epsilon_norm": 7.925511837005615, + "prediction_norm": 7.27554178237915, + "timestamp": "2025-07-14T12:34:06.785094" + }, + { + "epoch": 936, + "batch_idx": 96, + "loss": 0.28386154770851135, + "learning_rate": 0.0005501808574256079, + "timestep_mean": 438.40625, + "epsilon_norm": 7.622442245483398, + "prediction_norm": 5.906017303466797, + "timestamp": "2025-07-14T12:34:06.790480" + }, + { + "epoch": 936, + "batch_idx": 128, + "loss": 0.3833518922328949, + "learning_rate": 0.0005501808574256079, + "timestep_mean": 484.8125, + "epsilon_norm": 9.032638549804688, + "prediction_norm": 7.634745121002197, + "timestamp": "2025-07-14T12:34:06.795783" + }, + { + "epoch": 936, + "batch_idx": 160, + "loss": 0.16602128744125366, + "learning_rate": 0.0005501808574256079, + "timestep_mean": 465.4375, + "epsilon_norm": 7.780439853668213, + "prediction_norm": 7.430562973022461, + "timestamp": "2025-07-14T12:34:06.801032" + }, + { + "epoch": 936, + "batch_idx": 192, + "loss": 0.489158034324646, + "learning_rate": 0.0005501808574256079, + "timestep_mean": 568.625, + "epsilon_norm": 3.1202523708343506, + "prediction_norm": 1.9126780033111572, + "timestamp": "2025-07-14T12:34:06.806145" + }, + { + "epoch": 937, + "batch_idx": 0, + "loss": 0.26372578740119934, + "learning_rate": 0.000549399363137413, + "timestep_mean": 489.21875, + "epsilon_norm": 7.2444748878479, + "prediction_norm": 6.41613245010376, + "timestamp": "2025-07-14T12:34:06.811221" + }, + { + "epoch": 937, + "batch_idx": 32, + "loss": 0.1964660882949829, + "learning_rate": 0.000549399363137413, + "timestep_mean": 537.75, + "epsilon_norm": 8.344132423400879, + "prediction_norm": 7.020240783691406, + "timestamp": "2025-07-14T12:34:06.816327" + }, + { + "epoch": 937, + "batch_idx": 64, + "loss": 0.19462893903255463, + "learning_rate": 0.000549399363137413, + "timestep_mean": 537.09375, + "epsilon_norm": 6.98563814163208, + "prediction_norm": 6.334835529327393, + "timestamp": "2025-07-14T12:34:06.821668" + }, + { + "epoch": 937, + "batch_idx": 96, + "loss": 0.1638013869524002, + "learning_rate": 0.000549399363137413, + "timestep_mean": 510.8125, + "epsilon_norm": 8.282445907592773, + "prediction_norm": 7.566920757293701, + "timestamp": "2025-07-14T12:34:06.826819" + }, + { + "epoch": 937, + "batch_idx": 128, + "loss": 0.43943268060684204, + "learning_rate": 0.000549399363137413, + "timestep_mean": 457.53125, + "epsilon_norm": 8.73629093170166, + "prediction_norm": 6.901071071624756, + "timestamp": "2025-07-14T12:34:06.831994" + }, + { + "epoch": 937, + "batch_idx": 160, + "loss": 0.19205817580223083, + "learning_rate": 0.000549399363137413, + "timestep_mean": 551.03125, + "epsilon_norm": 7.828515529632568, + "prediction_norm": 6.61733865737915, + "timestamp": "2025-07-14T12:34:06.837230" + }, + { + "epoch": 937, + "batch_idx": 192, + "loss": 0.15357695519924164, + "learning_rate": 0.000549399363137413, + "timestep_mean": 375.75, + "epsilon_norm": 3.641202449798584, + "prediction_norm": 2.9396164417266846, + "timestamp": "2025-07-14T12:34:06.842444" + }, + { + "epoch": 938, + "batch_idx": 0, + "loss": 0.2819403111934662, + "learning_rate": 0.0005486177469612003, + "timestep_mean": 542.03125, + "epsilon_norm": 7.292029857635498, + "prediction_norm": 5.499185562133789, + "timestamp": "2025-07-14T12:34:06.847628" + }, + { + "epoch": 938, + "batch_idx": 32, + "loss": 0.38027533888816833, + "learning_rate": 0.0005486177469612003, + "timestep_mean": 575.1875, + "epsilon_norm": 8.329355239868164, + "prediction_norm": 6.488970756530762, + "timestamp": "2025-07-14T12:34:06.852796" + }, + { + "epoch": 938, + "batch_idx": 64, + "loss": 0.11690520495176315, + "learning_rate": 0.0005486177469612003, + "timestep_mean": 608.78125, + "epsilon_norm": 8.525936126708984, + "prediction_norm": 7.929879188537598, + "timestamp": "2025-07-14T12:34:06.857988" + }, + { + "epoch": 938, + "batch_idx": 96, + "loss": 0.19276034832000732, + "learning_rate": 0.0005486177469612003, + "timestep_mean": 502.625, + "epsilon_norm": 7.489091396331787, + "prediction_norm": 6.320095062255859, + "timestamp": "2025-07-14T12:34:06.863198" + }, + { + "epoch": 938, + "batch_idx": 128, + "loss": 0.3517270088195801, + "learning_rate": 0.0005486177469612003, + "timestep_mean": 539.0, + "epsilon_norm": 7.818202972412109, + "prediction_norm": 6.256689548492432, + "timestamp": "2025-07-14T12:34:06.868421" + }, + { + "epoch": 938, + "batch_idx": 160, + "loss": 0.31719934940338135, + "learning_rate": 0.0005486177469612003, + "timestep_mean": 454.46875, + "epsilon_norm": 8.979413986206055, + "prediction_norm": 7.588314533233643, + "timestamp": "2025-07-14T12:34:06.873545" + }, + { + "epoch": 938, + "batch_idx": 192, + "loss": 0.201608806848526, + "learning_rate": 0.0005486177469612003, + "timestep_mean": 537.875, + "epsilon_norm": 3.514740228652954, + "prediction_norm": 2.5947306156158447, + "timestamp": "2025-07-14T12:34:06.878555" + }, + { + "epoch": 939, + "batch_idx": 0, + "loss": 0.3310447931289673, + "learning_rate": 0.0005478360108255297, + "timestep_mean": 516.75, + "epsilon_norm": 9.662092208862305, + "prediction_norm": 8.072076797485352, + "timestamp": "2025-07-14T12:34:06.883732" + }, + { + "epoch": 939, + "batch_idx": 32, + "loss": 0.19236208498477936, + "learning_rate": 0.0005478360108255297, + "timestep_mean": 540.6875, + "epsilon_norm": 7.553493499755859, + "prediction_norm": 7.018889904022217, + "timestamp": "2025-07-14T12:34:06.888712" + }, + { + "epoch": 939, + "batch_idx": 64, + "loss": 0.5586957931518555, + "learning_rate": 0.0005478360108255297, + "timestep_mean": 430.65625, + "epsilon_norm": 9.855294227600098, + "prediction_norm": 8.11665153503418, + "timestamp": "2025-07-14T12:34:06.894020" + }, + { + "epoch": 939, + "batch_idx": 96, + "loss": 0.19777721166610718, + "learning_rate": 0.0005478360108255297, + "timestep_mean": 418.5, + "epsilon_norm": 6.207852840423584, + "prediction_norm": 6.052048206329346, + "timestamp": "2025-07-14T12:34:06.899185" + }, + { + "epoch": 939, + "batch_idx": 128, + "loss": 0.29602980613708496, + "learning_rate": 0.0005478360108255297, + "timestep_mean": 464.65625, + "epsilon_norm": 7.1158647537231445, + "prediction_norm": 6.2190752029418945, + "timestamp": "2025-07-14T12:34:06.904420" + }, + { + "epoch": 939, + "batch_idx": 160, + "loss": 0.46248459815979004, + "learning_rate": 0.0005478360108255297, + "timestep_mean": 464.78125, + "epsilon_norm": 8.263456344604492, + "prediction_norm": 7.128347873687744, + "timestamp": "2025-07-14T12:34:06.909530" + }, + { + "epoch": 939, + "batch_idx": 192, + "loss": 0.12252603471279144, + "learning_rate": 0.0005478360108255297, + "timestep_mean": 479.25, + "epsilon_norm": 5.20839262008667, + "prediction_norm": 5.390942573547363, + "timestamp": "2025-07-14T12:34:06.914392" + }, + { + "epoch": 940, + "batch_idx": 0, + "loss": 0.3031066656112671, + "learning_rate": 0.0005470541566592577, + "timestep_mean": 501.15625, + "epsilon_norm": 8.596632957458496, + "prediction_norm": 8.402116775512695, + "timestamp": "2025-07-14T12:34:06.919272" + }, + { + "epoch": 940, + "batch_idx": 32, + "loss": 0.13187313079833984, + "learning_rate": 0.0005470541566592577, + "timestep_mean": 490.625, + "epsilon_norm": 8.16006851196289, + "prediction_norm": 7.813781261444092, + "timestamp": "2025-07-14T12:34:06.924300" + }, + { + "epoch": 940, + "batch_idx": 64, + "loss": 0.36483991146087646, + "learning_rate": 0.0005470541566592577, + "timestep_mean": 517.90625, + "epsilon_norm": 9.01109504699707, + "prediction_norm": 7.827602386474609, + "timestamp": "2025-07-14T12:34:06.929712" + }, + { + "epoch": 940, + "batch_idx": 96, + "loss": 0.22244691848754883, + "learning_rate": 0.0005470541566592577, + "timestep_mean": 620.40625, + "epsilon_norm": 9.020735740661621, + "prediction_norm": 7.485477447509766, + "timestamp": "2025-07-14T12:34:06.934877" + }, + { + "epoch": 940, + "batch_idx": 128, + "loss": 0.3123026490211487, + "learning_rate": 0.0005470541566592577, + "timestep_mean": 471.15625, + "epsilon_norm": 9.119843482971191, + "prediction_norm": 7.94367790222168, + "timestamp": "2025-07-14T12:34:06.940161" + }, + { + "epoch": 940, + "batch_idx": 160, + "loss": 0.19777712225914001, + "learning_rate": 0.0005470541566592577, + "timestep_mean": 526.46875, + "epsilon_norm": 6.586458206176758, + "prediction_norm": 5.528924465179443, + "timestamp": "2025-07-14T12:34:06.945172" + }, + { + "epoch": 940, + "batch_idx": 192, + "loss": 0.291659414768219, + "learning_rate": 0.0005470541566592577, + "timestep_mean": 419.625, + "epsilon_norm": 3.9972784519195557, + "prediction_norm": 3.2312426567077637, + "timestamp": "2025-07-14T12:34:06.950212" + }, + { + "epoch": 941, + "batch_idx": 0, + "loss": 0.3403697609901428, + "learning_rate": 0.0005462721863915316, + "timestep_mean": 602.9375, + "epsilon_norm": 7.347141265869141, + "prediction_norm": 5.934781074523926, + "timestamp": "2025-07-14T12:34:06.955088" + }, + { + "epoch": 941, + "batch_idx": 32, + "loss": 0.2870853543281555, + "learning_rate": 0.0005462721863915316, + "timestep_mean": 520.34375, + "epsilon_norm": 7.236018180847168, + "prediction_norm": 5.592166423797607, + "timestamp": "2025-07-14T12:34:06.959918" + }, + { + "epoch": 941, + "batch_idx": 64, + "loss": 0.17894187569618225, + "learning_rate": 0.0005462721863915316, + "timestep_mean": 502.75, + "epsilon_norm": 6.716403007507324, + "prediction_norm": 5.65366792678833, + "timestamp": "2025-07-14T12:34:06.964756" + }, + { + "epoch": 941, + "batch_idx": 96, + "loss": 0.32308945059776306, + "learning_rate": 0.0005462721863915316, + "timestep_mean": 502.1875, + "epsilon_norm": 6.943204402923584, + "prediction_norm": 5.472358226776123, + "timestamp": "2025-07-14T12:34:06.969642" + }, + { + "epoch": 941, + "batch_idx": 128, + "loss": 0.5137834548950195, + "learning_rate": 0.0005462721863915316, + "timestep_mean": 472.09375, + "epsilon_norm": 8.097888946533203, + "prediction_norm": 5.562666893005371, + "timestamp": "2025-07-14T12:34:06.974514" + }, + { + "epoch": 941, + "batch_idx": 160, + "loss": 0.19338002800941467, + "learning_rate": 0.0005462721863915316, + "timestep_mean": 485.8125, + "epsilon_norm": 7.753472805023193, + "prediction_norm": 6.885149955749512, + "timestamp": "2025-07-14T12:34:06.979496" + }, + { + "epoch": 941, + "batch_idx": 192, + "loss": 0.30431807041168213, + "learning_rate": 0.0005462721863915316, + "timestep_mean": 514.25, + "epsilon_norm": 3.7410852909088135, + "prediction_norm": 2.5845766067504883, + "timestamp": "2025-07-14T12:34:06.984363" + }, + { + "epoch": 942, + "batch_idx": 0, + "loss": 0.3277369737625122, + "learning_rate": 0.0005454901019517854, + "timestep_mean": 521.1875, + "epsilon_norm": 8.713204383850098, + "prediction_norm": 6.906008243560791, + "timestamp": "2025-07-14T12:34:06.989215" + }, + { + "epoch": 942, + "batch_idx": 32, + "loss": 0.39382925629615784, + "learning_rate": 0.0005454901019517854, + "timestep_mean": 561.53125, + "epsilon_norm": 8.77821159362793, + "prediction_norm": 6.98342752456665, + "timestamp": "2025-07-14T12:34:06.994058" + }, + { + "epoch": 942, + "batch_idx": 64, + "loss": 0.48955869674682617, + "learning_rate": 0.0005454901019517854, + "timestep_mean": 439.875, + "epsilon_norm": 9.213505744934082, + "prediction_norm": 7.753682613372803, + "timestamp": "2025-07-14T12:34:06.998943" + }, + { + "epoch": 942, + "batch_idx": 96, + "loss": 0.32247674465179443, + "learning_rate": 0.0005454901019517854, + "timestep_mean": 540.28125, + "epsilon_norm": 8.840620040893555, + "prediction_norm": 6.610130310058594, + "timestamp": "2025-07-14T12:34:07.003787" + }, + { + "epoch": 942, + "batch_idx": 128, + "loss": 0.24921104311943054, + "learning_rate": 0.0005454901019517854, + "timestep_mean": 492.5625, + "epsilon_norm": 7.778662204742432, + "prediction_norm": 6.532114505767822, + "timestamp": "2025-07-14T12:34:07.008700" + }, + { + "epoch": 942, + "batch_idx": 160, + "loss": 0.24285191297531128, + "learning_rate": 0.0005454901019517854, + "timestep_mean": 448.5625, + "epsilon_norm": 6.627583026885986, + "prediction_norm": 5.256874084472656, + "timestamp": "2025-07-14T12:34:07.013504" + }, + { + "epoch": 942, + "batch_idx": 192, + "loss": 0.13350754976272583, + "learning_rate": 0.0005454901019517854, + "timestep_mean": 489.0, + "epsilon_norm": 3.6786599159240723, + "prediction_norm": 3.5854735374450684, + "timestamp": "2025-07-14T12:34:07.018510" + }, + { + "epoch": 943, + "batch_idx": 0, + "loss": 0.2080834060907364, + "learning_rate": 0.0005447079052697347, + "timestep_mean": 504.8125, + "epsilon_norm": 7.9685587882995605, + "prediction_norm": 7.420351982116699, + "timestamp": "2025-07-14T12:34:07.023360" + }, + { + "epoch": 943, + "batch_idx": 32, + "loss": 0.4264081120491028, + "learning_rate": 0.0005447079052697347, + "timestep_mean": 475.875, + "epsilon_norm": 7.49036979675293, + "prediction_norm": 5.472720146179199, + "timestamp": "2025-07-14T12:34:07.028334" + }, + { + "epoch": 943, + "batch_idx": 64, + "loss": 0.2421567738056183, + "learning_rate": 0.0005447079052697347, + "timestep_mean": 443.84375, + "epsilon_norm": 7.856415748596191, + "prediction_norm": 6.44645881652832, + "timestamp": "2025-07-14T12:34:07.033205" + }, + { + "epoch": 943, + "batch_idx": 96, + "loss": 0.1661367267370224, + "learning_rate": 0.0005447079052697347, + "timestep_mean": 571.25, + "epsilon_norm": 7.849491596221924, + "prediction_norm": 6.8979878425598145, + "timestamp": "2025-07-14T12:34:07.038210" + }, + { + "epoch": 943, + "batch_idx": 128, + "loss": 0.3215758502483368, + "learning_rate": 0.0005447079052697347, + "timestep_mean": 528.375, + "epsilon_norm": 7.998060703277588, + "prediction_norm": 6.591707706451416, + "timestamp": "2025-07-14T12:34:07.043081" + }, + { + "epoch": 943, + "batch_idx": 160, + "loss": 0.2471356838941574, + "learning_rate": 0.0005447079052697347, + "timestep_mean": 569.03125, + "epsilon_norm": 7.147533416748047, + "prediction_norm": 6.795282363891602, + "timestamp": "2025-07-14T12:34:07.047899" + }, + { + "epoch": 943, + "batch_idx": 192, + "loss": 0.30674344301223755, + "learning_rate": 0.0005447079052697347, + "timestep_mean": 436.25, + "epsilon_norm": 3.0104329586029053, + "prediction_norm": 2.312671184539795, + "timestamp": "2025-07-14T12:34:07.052710" + }, + { + "epoch": 944, + "batch_idx": 0, + "loss": 0.33743754029273987, + "learning_rate": 0.0005439255982753721, + "timestep_mean": 515.375, + "epsilon_norm": 8.208280563354492, + "prediction_norm": 7.101860523223877, + "timestamp": "2025-07-14T12:34:07.057631" + }, + { + "epoch": 944, + "batch_idx": 32, + "loss": 0.09675433486700058, + "learning_rate": 0.0005439255982753721, + "timestep_mean": 564.78125, + "epsilon_norm": 6.79606294631958, + "prediction_norm": 7.070586681365967, + "timestamp": "2025-07-14T12:34:07.062618" + }, + { + "epoch": 944, + "batch_idx": 64, + "loss": 0.2891613841056824, + "learning_rate": 0.0005439255982753721, + "timestep_mean": 461.28125, + "epsilon_norm": 8.102724075317383, + "prediction_norm": 7.878774166107178, + "timestamp": "2025-07-14T12:34:07.067433" + }, + { + "epoch": 944, + "batch_idx": 96, + "loss": 0.2408798635005951, + "learning_rate": 0.0005439255982753721, + "timestep_mean": 516.1875, + "epsilon_norm": 8.101273536682129, + "prediction_norm": 7.701127052307129, + "timestamp": "2025-07-14T12:34:07.072260" + }, + { + "epoch": 944, + "batch_idx": 128, + "loss": 0.14458194375038147, + "learning_rate": 0.0005439255982753721, + "timestep_mean": 485.9375, + "epsilon_norm": 7.873233318328857, + "prediction_norm": 7.663607120513916, + "timestamp": "2025-07-14T12:34:07.077119" + }, + { + "epoch": 944, + "batch_idx": 160, + "loss": 0.1910499930381775, + "learning_rate": 0.0005439255982753721, + "timestep_mean": 505.84375, + "epsilon_norm": 9.761819839477539, + "prediction_norm": 8.870530128479004, + "timestamp": "2025-07-14T12:34:07.081917" + }, + { + "epoch": 944, + "batch_idx": 192, + "loss": 0.6608337163925171, + "learning_rate": 0.0005439255982753721, + "timestep_mean": 486.625, + "epsilon_norm": 3.6224560737609863, + "prediction_norm": 2.906132221221924, + "timestamp": "2025-07-14T12:34:07.086847" + }, + { + "epoch": 945, + "batch_idx": 0, + "loss": 0.13462942838668823, + "learning_rate": 0.0005431431828989622, + "timestep_mean": 497.96875, + "epsilon_norm": 8.20456600189209, + "prediction_norm": 8.104490280151367, + "timestamp": "2025-07-14T12:34:07.091777" + }, + { + "epoch": 945, + "batch_idx": 32, + "loss": 0.224931538105011, + "learning_rate": 0.0005431431828989622, + "timestep_mean": 525.1875, + "epsilon_norm": 8.39923095703125, + "prediction_norm": 7.492537498474121, + "timestamp": "2025-07-14T12:34:07.096622" + }, + { + "epoch": 945, + "batch_idx": 64, + "loss": 0.23584617674350739, + "learning_rate": 0.0005431431828989622, + "timestep_mean": 448.78125, + "epsilon_norm": 7.271334648132324, + "prediction_norm": 6.031550407409668, + "timestamp": "2025-07-14T12:34:07.101470" + }, + { + "epoch": 945, + "batch_idx": 96, + "loss": 0.2291092574596405, + "learning_rate": 0.0005431431828989622, + "timestep_mean": 528.46875, + "epsilon_norm": 7.197718620300293, + "prediction_norm": 5.644815444946289, + "timestamp": "2025-07-14T12:34:07.106413" + }, + { + "epoch": 945, + "batch_idx": 128, + "loss": 0.17061910033226013, + "learning_rate": 0.0005431431828989622, + "timestep_mean": 562.4375, + "epsilon_norm": 7.9545063972473145, + "prediction_norm": 6.664092063903809, + "timestamp": "2025-07-14T12:34:07.111253" + }, + { + "epoch": 945, + "batch_idx": 160, + "loss": 0.31865572929382324, + "learning_rate": 0.0005431431828989622, + "timestep_mean": 502.40625, + "epsilon_norm": 8.865102767944336, + "prediction_norm": 7.595986843109131, + "timestamp": "2025-07-14T12:34:07.116076" + }, + { + "epoch": 945, + "batch_idx": 192, + "loss": 0.3102315664291382, + "learning_rate": 0.0005431431828989622, + "timestep_mean": 585.875, + "epsilon_norm": 4.912391185760498, + "prediction_norm": 3.8390603065490723, + "timestamp": "2025-07-14T12:34:07.120993" + }, + { + "epoch": 946, + "batch_idx": 0, + "loss": 0.13572612404823303, + "learning_rate": 0.000542360661071037, + "timestep_mean": 502.8125, + "epsilon_norm": 7.795505523681641, + "prediction_norm": 7.1098809242248535, + "timestamp": "2025-07-14T12:34:07.125850" + }, + { + "epoch": 946, + "batch_idx": 32, + "loss": 0.2900533080101013, + "learning_rate": 0.000542360661071037, + "timestep_mean": 467.4375, + "epsilon_norm": 7.461601257324219, + "prediction_norm": 6.189446449279785, + "timestamp": "2025-07-14T12:34:07.130744" + }, + { + "epoch": 946, + "batch_idx": 64, + "loss": 0.3442752957344055, + "learning_rate": 0.000542360661071037, + "timestep_mean": 517.1875, + "epsilon_norm": 8.737285614013672, + "prediction_norm": 6.582883358001709, + "timestamp": "2025-07-14T12:34:07.135781" + }, + { + "epoch": 946, + "batch_idx": 96, + "loss": 0.33033108711242676, + "learning_rate": 0.000542360661071037, + "timestep_mean": 487.09375, + "epsilon_norm": 8.449345588684082, + "prediction_norm": 6.9182820320129395, + "timestamp": "2025-07-14T12:34:07.140911" + }, + { + "epoch": 946, + "batch_idx": 128, + "loss": 0.2485661804676056, + "learning_rate": 0.000542360661071037, + "timestep_mean": 524.625, + "epsilon_norm": 7.891965866088867, + "prediction_norm": 6.862525939941406, + "timestamp": "2025-07-14T12:34:07.146394" + }, + { + "epoch": 946, + "batch_idx": 160, + "loss": 0.2255316823720932, + "learning_rate": 0.000542360661071037, + "timestep_mean": 520.90625, + "epsilon_norm": 6.953328609466553, + "prediction_norm": 5.7093610763549805, + "timestamp": "2025-07-14T12:34:07.152046" + }, + { + "epoch": 946, + "batch_idx": 192, + "loss": 0.17152319848537445, + "learning_rate": 0.000542360661071037, + "timestep_mean": 564.375, + "epsilon_norm": 3.706622838973999, + "prediction_norm": 3.4694950580596924, + "timestamp": "2025-07-14T12:34:07.157131" + }, + { + "epoch": 947, + "batch_idx": 0, + "loss": 0.1461954414844513, + "learning_rate": 0.0005415780347223919, + "timestep_mean": 573.75, + "epsilon_norm": 7.994128227233887, + "prediction_norm": 7.559635639190674, + "timestamp": "2025-07-14T12:34:07.162245" + }, + { + "epoch": 947, + "batch_idx": 32, + "loss": 0.29668575525283813, + "learning_rate": 0.0005415780347223919, + "timestep_mean": 441.875, + "epsilon_norm": 7.624240398406982, + "prediction_norm": 6.655593395233154, + "timestamp": "2025-07-14T12:34:07.167871" + }, + { + "epoch": 947, + "batch_idx": 64, + "loss": 0.19246360659599304, + "learning_rate": 0.0005415780347223919, + "timestep_mean": 520.96875, + "epsilon_norm": 7.997564792633057, + "prediction_norm": 6.8283209800720215, + "timestamp": "2025-07-14T12:34:07.172801" + }, + { + "epoch": 947, + "batch_idx": 96, + "loss": 0.13958656787872314, + "learning_rate": 0.0005415780347223919, + "timestep_mean": 569.59375, + "epsilon_norm": 6.622248649597168, + "prediction_norm": 5.854562282562256, + "timestamp": "2025-07-14T12:34:07.178417" + }, + { + "epoch": 947, + "batch_idx": 128, + "loss": 0.33322256803512573, + "learning_rate": 0.0005415780347223919, + "timestep_mean": 425.875, + "epsilon_norm": 8.513853073120117, + "prediction_norm": 7.047414302825928, + "timestamp": "2025-07-14T12:34:07.183735" + }, + { + "epoch": 947, + "batch_idx": 160, + "loss": 0.30077046155929565, + "learning_rate": 0.0005415780347223919, + "timestep_mean": 485.1875, + "epsilon_norm": 8.443229675292969, + "prediction_norm": 7.258393287658691, + "timestamp": "2025-07-14T12:34:07.188984" + }, + { + "epoch": 947, + "batch_idx": 192, + "loss": 0.18567678332328796, + "learning_rate": 0.0005415780347223919, + "timestep_mean": 593.625, + "epsilon_norm": 3.8950355052948, + "prediction_norm": 3.548743963241577, + "timestamp": "2025-07-14T12:34:07.194483" + }, + { + "epoch": 948, + "batch_idx": 0, + "loss": 0.2716471552848816, + "learning_rate": 0.0005407953057840792, + "timestep_mean": 525.4375, + "epsilon_norm": 7.411128044128418, + "prediction_norm": 6.113187789916992, + "timestamp": "2025-07-14T12:34:07.199843" + }, + { + "epoch": 948, + "batch_idx": 32, + "loss": 0.15108950436115265, + "learning_rate": 0.0005407953057840792, + "timestep_mean": 532.625, + "epsilon_norm": 8.343036651611328, + "prediction_norm": 7.215036392211914, + "timestamp": "2025-07-14T12:34:07.205227" + }, + { + "epoch": 948, + "batch_idx": 64, + "loss": 0.17575183510780334, + "learning_rate": 0.0005407953057840792, + "timestep_mean": 509.0, + "epsilon_norm": 7.246243953704834, + "prediction_norm": 6.65705680847168, + "timestamp": "2025-07-14T12:34:07.210672" + }, + { + "epoch": 948, + "batch_idx": 96, + "loss": 0.161224365234375, + "learning_rate": 0.0005407953057840792, + "timestep_mean": 467.0, + "epsilon_norm": 8.022314071655273, + "prediction_norm": 7.620362758636475, + "timestamp": "2025-07-14T12:34:07.215780" + }, + { + "epoch": 948, + "batch_idx": 128, + "loss": 0.4213965833187103, + "learning_rate": 0.0005407953057840792, + "timestep_mean": 460.78125, + "epsilon_norm": 8.659411430358887, + "prediction_norm": 7.085179805755615, + "timestamp": "2025-07-14T12:34:07.220976" + }, + { + "epoch": 948, + "batch_idx": 160, + "loss": 0.4544864892959595, + "learning_rate": 0.0005407953057840792, + "timestep_mean": 451.5625, + "epsilon_norm": 8.886228561401367, + "prediction_norm": 6.895008087158203, + "timestamp": "2025-07-14T12:34:07.226236" + }, + { + "epoch": 948, + "batch_idx": 192, + "loss": 0.48177507519721985, + "learning_rate": 0.0005407953057840792, + "timestep_mean": 454.5, + "epsilon_norm": 4.193826675415039, + "prediction_norm": 3.565934181213379, + "timestamp": "2025-07-14T12:34:07.231600" + }, + { + "epoch": 949, + "batch_idx": 0, + "loss": 0.1998276710510254, + "learning_rate": 0.0005400124761874048, + "timestep_mean": 523.9375, + "epsilon_norm": 8.69127082824707, + "prediction_norm": 7.574283123016357, + "timestamp": "2025-07-14T12:34:07.236925" + }, + { + "epoch": 949, + "batch_idx": 32, + "loss": 0.21638235449790955, + "learning_rate": 0.0005400124761874048, + "timestep_mean": 498.53125, + "epsilon_norm": 8.934892654418945, + "prediction_norm": 7.859467029571533, + "timestamp": "2025-07-14T12:34:07.242245" + }, + { + "epoch": 949, + "batch_idx": 64, + "loss": 0.37034374475479126, + "learning_rate": 0.0005400124761874048, + "timestep_mean": 449.1875, + "epsilon_norm": 7.7750067710876465, + "prediction_norm": 6.359381198883057, + "timestamp": "2025-07-14T12:34:07.247506" + }, + { + "epoch": 949, + "batch_idx": 96, + "loss": 0.28637251257896423, + "learning_rate": 0.0005400124761874048, + "timestep_mean": 543.53125, + "epsilon_norm": 8.238168716430664, + "prediction_norm": 7.244174480438232, + "timestamp": "2025-07-14T12:34:07.252812" + }, + { + "epoch": 949, + "batch_idx": 128, + "loss": 0.6244111061096191, + "learning_rate": 0.0005400124761874048, + "timestep_mean": 375.3125, + "epsilon_norm": 8.247812271118164, + "prediction_norm": 5.649768829345703, + "timestamp": "2025-07-14T12:34:07.257985" + }, + { + "epoch": 949, + "batch_idx": 160, + "loss": 0.430527001619339, + "learning_rate": 0.0005400124761874048, + "timestep_mean": 431.09375, + "epsilon_norm": 7.888261795043945, + "prediction_norm": 6.854316234588623, + "timestamp": "2025-07-14T12:34:07.263429" + }, + { + "epoch": 949, + "batch_idx": 192, + "loss": 0.226370170712471, + "learning_rate": 0.0005400124761874048, + "timestep_mean": 455.0, + "epsilon_norm": 4.148588180541992, + "prediction_norm": 3.504805326461792, + "timestamp": "2025-07-14T12:34:07.268758" + }, + { + "epoch": 950, + "batch_idx": 0, + "loss": 0.2565370500087738, + "learning_rate": 0.0005392295478639229, + "timestep_mean": 476.6875, + "epsilon_norm": 7.872062683105469, + "prediction_norm": 7.205108642578125, + "timestamp": "2025-07-14T12:34:07.273938" + }, + { + "epoch": 950, + "batch_idx": 32, + "loss": 0.241816908121109, + "learning_rate": 0.0005392295478639229, + "timestep_mean": 519.03125, + "epsilon_norm": 8.433588981628418, + "prediction_norm": 7.512390613555908, + "timestamp": "2025-07-14T12:34:07.279201" + }, + { + "epoch": 950, + "batch_idx": 64, + "loss": 0.4412909746170044, + "learning_rate": 0.0005392295478639229, + "timestep_mean": 556.84375, + "epsilon_norm": 9.249794960021973, + "prediction_norm": 8.14934253692627, + "timestamp": "2025-07-14T12:34:07.284333" + }, + { + "epoch": 950, + "batch_idx": 96, + "loss": 0.2585129737854004, + "learning_rate": 0.0005392295478639229, + "timestep_mean": 489.6875, + "epsilon_norm": 7.7551398277282715, + "prediction_norm": 6.520829200744629, + "timestamp": "2025-07-14T12:34:07.289495" + }, + { + "epoch": 950, + "batch_idx": 128, + "loss": 0.19367168843746185, + "learning_rate": 0.0005392295478639229, + "timestep_mean": 480.65625, + "epsilon_norm": 7.978764533996582, + "prediction_norm": 7.056180953979492, + "timestamp": "2025-07-14T12:34:07.294704" + }, + { + "epoch": 950, + "batch_idx": 160, + "loss": 0.4277765154838562, + "learning_rate": 0.0005392295478639229, + "timestep_mean": 466.40625, + "epsilon_norm": 8.000971794128418, + "prediction_norm": 5.947851657867432, + "timestamp": "2025-07-14T12:34:07.300038" + }, + { + "epoch": 950, + "batch_idx": 192, + "loss": 0.07197108864784241, + "learning_rate": 0.0005392295478639229, + "timestep_mean": 625.375, + "epsilon_norm": 4.426655292510986, + "prediction_norm": 4.268955230712891, + "timestamp": "2025-07-14T12:34:07.305297" + }, + { + "epoch": 951, + "batch_idx": 0, + "loss": 0.4404660761356354, + "learning_rate": 0.0005384465227454314, + "timestep_mean": 437.1875, + "epsilon_norm": 8.274117469787598, + "prediction_norm": 5.59482479095459, + "timestamp": "2025-07-14T12:34:07.310531" + }, + { + "epoch": 951, + "batch_idx": 32, + "loss": 0.3722180426120758, + "learning_rate": 0.0005384465227454314, + "timestep_mean": 496.09375, + "epsilon_norm": 8.222428321838379, + "prediction_norm": 7.338136672973633, + "timestamp": "2025-07-14T12:34:07.315831" + }, + { + "epoch": 951, + "batch_idx": 64, + "loss": 0.22422346472740173, + "learning_rate": 0.0005384465227454314, + "timestep_mean": 503.75, + "epsilon_norm": 7.792008399963379, + "prediction_norm": 6.268704891204834, + "timestamp": "2025-07-14T12:34:07.321071" + }, + { + "epoch": 951, + "batch_idx": 96, + "loss": 0.3049522042274475, + "learning_rate": 0.0005384465227454314, + "timestep_mean": 419.09375, + "epsilon_norm": 7.747270584106445, + "prediction_norm": 5.630945205688477, + "timestamp": "2025-07-14T12:34:07.326147" + }, + { + "epoch": 951, + "batch_idx": 128, + "loss": 0.24588146805763245, + "learning_rate": 0.0005384465227454314, + "timestep_mean": 516.5, + "epsilon_norm": 8.266504287719727, + "prediction_norm": 7.28057861328125, + "timestamp": "2025-07-14T12:34:07.331414" + }, + { + "epoch": 951, + "batch_idx": 160, + "loss": 0.3102725148200989, + "learning_rate": 0.0005384465227454314, + "timestep_mean": 482.71875, + "epsilon_norm": 7.637173652648926, + "prediction_norm": 6.302331447601318, + "timestamp": "2025-07-14T12:34:07.336664" + }, + { + "epoch": 951, + "batch_idx": 192, + "loss": 0.8157529234886169, + "learning_rate": 0.0005384465227454314, + "timestep_mean": 565.125, + "epsilon_norm": 4.706468105316162, + "prediction_norm": 3.202451705932617, + "timestamp": "2025-07-14T12:34:07.341751" + }, + { + "epoch": 952, + "batch_idx": 0, + "loss": 0.2557995319366455, + "learning_rate": 0.0005376634027639668, + "timestep_mean": 490.78125, + "epsilon_norm": 7.4721808433532715, + "prediction_norm": 6.627679347991943, + "timestamp": "2025-07-14T12:34:07.346870" + }, + { + "epoch": 952, + "batch_idx": 32, + "loss": 0.2310079038143158, + "learning_rate": 0.0005376634027639668, + "timestep_mean": 536.15625, + "epsilon_norm": 7.596088409423828, + "prediction_norm": 6.349080562591553, + "timestamp": "2025-07-14T12:34:07.352009" + }, + { + "epoch": 952, + "batch_idx": 64, + "loss": 0.19961977005004883, + "learning_rate": 0.0005376634027639668, + "timestep_mean": 547.5, + "epsilon_norm": 8.345340728759766, + "prediction_norm": 7.335912227630615, + "timestamp": "2025-07-14T12:34:07.357236" + }, + { + "epoch": 952, + "batch_idx": 96, + "loss": 0.2724340558052063, + "learning_rate": 0.0005376634027639668, + "timestep_mean": 471.0, + "epsilon_norm": 7.897302150726318, + "prediction_norm": 6.833352088928223, + "timestamp": "2025-07-14T12:34:07.362546" + }, + { + "epoch": 952, + "batch_idx": 128, + "loss": 0.13759419322013855, + "learning_rate": 0.0005376634027639668, + "timestep_mean": 546.53125, + "epsilon_norm": 7.338756561279297, + "prediction_norm": 6.384002685546875, + "timestamp": "2025-07-14T12:34:07.367791" + }, + { + "epoch": 952, + "batch_idx": 160, + "loss": 0.21269260346889496, + "learning_rate": 0.0005376634027639668, + "timestep_mean": 416.6875, + "epsilon_norm": 7.3314948081970215, + "prediction_norm": 6.054944038391113, + "timestamp": "2025-07-14T12:34:07.372946" + }, + { + "epoch": 952, + "batch_idx": 192, + "loss": 0.13515469431877136, + "learning_rate": 0.0005376634027639668, + "timestep_mean": 689.125, + "epsilon_norm": 3.551886558532715, + "prediction_norm": 3.091341972351074, + "timestamp": "2025-07-14T12:34:07.378073" + }, + { + "epoch": 953, + "batch_idx": 0, + "loss": 0.4478682577610016, + "learning_rate": 0.0005368801898517998, + "timestep_mean": 382.75, + "epsilon_norm": 8.740984916687012, + "prediction_norm": 6.699855327606201, + "timestamp": "2025-07-14T12:34:07.383300" + }, + { + "epoch": 953, + "batch_idx": 32, + "loss": 0.28843849897384644, + "learning_rate": 0.0005368801898517998, + "timestep_mean": 517.46875, + "epsilon_norm": 6.895841598510742, + "prediction_norm": 6.335658550262451, + "timestamp": "2025-07-14T12:34:07.388483" + }, + { + "epoch": 953, + "batch_idx": 64, + "loss": 0.23923513293266296, + "learning_rate": 0.0005368801898517998, + "timestep_mean": 593.71875, + "epsilon_norm": 9.262008666992188, + "prediction_norm": 8.632214546203613, + "timestamp": "2025-07-14T12:34:07.393407" + }, + { + "epoch": 953, + "batch_idx": 96, + "loss": 0.3115062415599823, + "learning_rate": 0.0005368801898517998, + "timestep_mean": 457.28125, + "epsilon_norm": 8.817873001098633, + "prediction_norm": 6.841522693634033, + "timestamp": "2025-07-14T12:34:07.398411" + }, + { + "epoch": 953, + "batch_idx": 128, + "loss": 0.24357029795646667, + "learning_rate": 0.0005368801898517998, + "timestep_mean": 558.28125, + "epsilon_norm": 7.563105583190918, + "prediction_norm": 7.037644863128662, + "timestamp": "2025-07-14T12:34:07.403606" + }, + { + "epoch": 953, + "batch_idx": 160, + "loss": 0.26356586813926697, + "learning_rate": 0.0005368801898517998, + "timestep_mean": 504.5625, + "epsilon_norm": 7.3754096031188965, + "prediction_norm": 6.202459335327148, + "timestamp": "2025-07-14T12:34:07.408596" + }, + { + "epoch": 953, + "batch_idx": 192, + "loss": 1.0725352764129639, + "learning_rate": 0.0005368801898517998, + "timestep_mean": 284.0, + "epsilon_norm": 4.148933410644531, + "prediction_norm": 2.0649898052215576, + "timestamp": "2025-07-14T12:34:07.413507" + }, + { + "epoch": 954, + "batch_idx": 0, + "loss": 0.31633391976356506, + "learning_rate": 0.0005360968859414307, + "timestep_mean": 551.3125, + "epsilon_norm": 9.434661865234375, + "prediction_norm": 8.606386184692383, + "timestamp": "2025-07-14T12:34:07.418843" + }, + { + "epoch": 954, + "batch_idx": 32, + "loss": 0.30007439851760864, + "learning_rate": 0.0005360968859414307, + "timestep_mean": 500.71875, + "epsilon_norm": 7.838673114776611, + "prediction_norm": 6.854640483856201, + "timestamp": "2025-07-14T12:34:07.424059" + }, + { + "epoch": 954, + "batch_idx": 64, + "loss": 0.20451979339122772, + "learning_rate": 0.0005360968859414307, + "timestep_mean": 589.6875, + "epsilon_norm": 7.019104480743408, + "prediction_norm": 6.096471786499023, + "timestamp": "2025-07-14T12:34:07.429366" + }, + { + "epoch": 954, + "batch_idx": 96, + "loss": 0.42755094170570374, + "learning_rate": 0.0005360968859414307, + "timestep_mean": 435.46875, + "epsilon_norm": 7.878380298614502, + "prediction_norm": 6.429387092590332, + "timestamp": "2025-07-14T12:34:07.434549" + }, + { + "epoch": 954, + "batch_idx": 128, + "loss": 0.40478092432022095, + "learning_rate": 0.0005360968859414307, + "timestep_mean": 475.65625, + "epsilon_norm": 8.267065048217773, + "prediction_norm": 6.551429748535156, + "timestamp": "2025-07-14T12:34:07.439813" + }, + { + "epoch": 954, + "batch_idx": 160, + "loss": 0.35509350895881653, + "learning_rate": 0.0005360968859414307, + "timestep_mean": 542.8125, + "epsilon_norm": 9.034769058227539, + "prediction_norm": 7.160080432891846, + "timestamp": "2025-07-14T12:34:07.444928" + }, + { + "epoch": 954, + "batch_idx": 192, + "loss": 0.16996973752975464, + "learning_rate": 0.0005360968859414307, + "timestep_mean": 281.375, + "epsilon_norm": 3.2735304832458496, + "prediction_norm": 2.2766921520233154, + "timestamp": "2025-07-14T12:34:07.450171" + }, + { + "epoch": 955, + "batch_idx": 0, + "loss": 0.1178765669465065, + "learning_rate": 0.0005353134929655838, + "timestep_mean": 578.21875, + "epsilon_norm": 7.86626672744751, + "prediction_norm": 6.860283374786377, + "timestamp": "2025-07-14T12:34:07.455349" + }, + { + "epoch": 955, + "batch_idx": 32, + "loss": 0.22898158431053162, + "learning_rate": 0.0005353134929655838, + "timestep_mean": 461.8125, + "epsilon_norm": 7.315769672393799, + "prediction_norm": 6.34361457824707, + "timestamp": "2025-07-14T12:34:07.460613" + }, + { + "epoch": 955, + "batch_idx": 64, + "loss": 0.20524504780769348, + "learning_rate": 0.0005353134929655838, + "timestep_mean": 543.09375, + "epsilon_norm": 8.215699195861816, + "prediction_norm": 7.72813606262207, + "timestamp": "2025-07-14T12:34:07.465796" + }, + { + "epoch": 955, + "batch_idx": 96, + "loss": 0.18063512444496155, + "learning_rate": 0.0005353134929655838, + "timestep_mean": 500.59375, + "epsilon_norm": 7.634552478790283, + "prediction_norm": 6.790855884552002, + "timestamp": "2025-07-14T12:34:07.471112" + }, + { + "epoch": 955, + "batch_idx": 128, + "loss": 0.4800630807876587, + "learning_rate": 0.0005353134929655838, + "timestep_mean": 459.28125, + "epsilon_norm": 8.828092575073242, + "prediction_norm": 7.366050720214844, + "timestamp": "2025-07-14T12:34:07.476697" + }, + { + "epoch": 955, + "batch_idx": 160, + "loss": 0.32456153631210327, + "learning_rate": 0.0005353134929655838, + "timestep_mean": 463.34375, + "epsilon_norm": 8.351682662963867, + "prediction_norm": 7.367738246917725, + "timestamp": "2025-07-14T12:34:07.481881" + }, + { + "epoch": 955, + "batch_idx": 192, + "loss": 0.3476663827896118, + "learning_rate": 0.0005353134929655838, + "timestep_mean": 383.875, + "epsilon_norm": 4.344024658203125, + "prediction_norm": 3.000122308731079, + "timestamp": "2025-07-14T12:34:07.487227" + }, + { + "epoch": 956, + "batch_idx": 0, + "loss": 0.16941548883914948, + "learning_rate": 0.0005345300128572034, + "timestep_mean": 492.21875, + "epsilon_norm": 8.59716796875, + "prediction_norm": 7.515681743621826, + "timestamp": "2025-07-14T12:34:07.492573" + }, + { + "epoch": 956, + "batch_idx": 32, + "loss": 0.4122549891471863, + "learning_rate": 0.0005345300128572034, + "timestep_mean": 486.75, + "epsilon_norm": 7.7000651359558105, + "prediction_norm": 5.853328227996826, + "timestamp": "2025-07-14T12:34:07.497707" + }, + { + "epoch": 956, + "batch_idx": 64, + "loss": 0.21040403842926025, + "learning_rate": 0.0005345300128572034, + "timestep_mean": 481.25, + "epsilon_norm": 8.006025314331055, + "prediction_norm": 7.107237339019775, + "timestamp": "2025-07-14T12:34:07.502703" + }, + { + "epoch": 956, + "batch_idx": 96, + "loss": 0.24273750185966492, + "learning_rate": 0.0005345300128572034, + "timestep_mean": 564.25, + "epsilon_norm": 7.437185287475586, + "prediction_norm": 6.238079071044922, + "timestamp": "2025-07-14T12:34:07.507993" + }, + { + "epoch": 956, + "batch_idx": 128, + "loss": 0.3181834816932678, + "learning_rate": 0.0005345300128572034, + "timestep_mean": 500.4375, + "epsilon_norm": 8.271125793457031, + "prediction_norm": 6.49592924118042, + "timestamp": "2025-07-14T12:34:07.513405" + }, + { + "epoch": 956, + "batch_idx": 160, + "loss": 0.3282510042190552, + "learning_rate": 0.0005345300128572034, + "timestep_mean": 615.96875, + "epsilon_norm": 9.03096866607666, + "prediction_norm": 7.991118907928467, + "timestamp": "2025-07-14T12:34:07.518740" + }, + { + "epoch": 956, + "batch_idx": 192, + "loss": 0.0976639837026596, + "learning_rate": 0.0005345300128572034, + "timestep_mean": 550.625, + "epsilon_norm": 4.041299343109131, + "prediction_norm": 3.643411636352539, + "timestamp": "2025-07-14T12:34:07.523938" + }, + { + "epoch": 957, + "batch_idx": 0, + "loss": 0.24424904584884644, + "learning_rate": 0.0005337464475494488, + "timestep_mean": 472.71875, + "epsilon_norm": 8.114394187927246, + "prediction_norm": 7.3555588722229, + "timestamp": "2025-07-14T12:34:07.529171" + }, + { + "epoch": 957, + "batch_idx": 32, + "loss": 0.2788997292518616, + "learning_rate": 0.0005337464475494488, + "timestep_mean": 471.875, + "epsilon_norm": 8.231194496154785, + "prediction_norm": 6.5741047859191895, + "timestamp": "2025-07-14T12:34:07.534051" + }, + { + "epoch": 957, + "batch_idx": 64, + "loss": 0.278781920671463, + "learning_rate": 0.0005337464475494488, + "timestep_mean": 477.40625, + "epsilon_norm": 7.5697784423828125, + "prediction_norm": 6.002895355224609, + "timestamp": "2025-07-14T12:34:07.538911" + }, + { + "epoch": 957, + "batch_idx": 96, + "loss": 0.17417576909065247, + "learning_rate": 0.0005337464475494488, + "timestep_mean": 531.0, + "epsilon_norm": 8.954910278320312, + "prediction_norm": 8.211840629577637, + "timestamp": "2025-07-14T12:34:07.543766" + }, + { + "epoch": 957, + "batch_idx": 128, + "loss": 0.2383519411087036, + "learning_rate": 0.0005337464475494488, + "timestep_mean": 537.59375, + "epsilon_norm": 7.87843656539917, + "prediction_norm": 6.850082874298096, + "timestamp": "2025-07-14T12:34:07.548819" + }, + { + "epoch": 957, + "batch_idx": 160, + "loss": 0.47601571679115295, + "learning_rate": 0.0005337464475494488, + "timestep_mean": 522.40625, + "epsilon_norm": 8.256589889526367, + "prediction_norm": 6.653649806976318, + "timestamp": "2025-07-14T12:34:07.553896" + }, + { + "epoch": 957, + "batch_idx": 192, + "loss": 0.047826625406742096, + "learning_rate": 0.0005337464475494488, + "timestep_mean": 602.75, + "epsilon_norm": 3.266258955001831, + "prediction_norm": 3.220308780670166, + "timestamp": "2025-07-14T12:34:07.558989" + }, + { + "epoch": 958, + "batch_idx": 0, + "loss": 0.2335902750492096, + "learning_rate": 0.0005329627989756893, + "timestep_mean": 373.875, + "epsilon_norm": 8.863709449768066, + "prediction_norm": 7.809141635894775, + "timestamp": "2025-07-14T12:34:07.564281" + }, + { + "epoch": 958, + "batch_idx": 32, + "loss": 0.3715584874153137, + "learning_rate": 0.0005329627989756893, + "timestep_mean": 462.78125, + "epsilon_norm": 8.625689506530762, + "prediction_norm": 7.3076653480529785, + "timestamp": "2025-07-14T12:34:07.569408" + }, + { + "epoch": 958, + "batch_idx": 64, + "loss": 0.3071483373641968, + "learning_rate": 0.0005329627989756893, + "timestep_mean": 540.125, + "epsilon_norm": 9.6146240234375, + "prediction_norm": 8.571456909179688, + "timestamp": "2025-07-14T12:34:07.574693" + }, + { + "epoch": 958, + "batch_idx": 96, + "loss": 0.5046218037605286, + "learning_rate": 0.0005329627989756893, + "timestep_mean": 427.46875, + "epsilon_norm": 8.336050987243652, + "prediction_norm": 6.575595378875732, + "timestamp": "2025-07-14T12:34:07.579958" + }, + { + "epoch": 958, + "batch_idx": 128, + "loss": 0.16126686334609985, + "learning_rate": 0.0005329627989756893, + "timestep_mean": 558.96875, + "epsilon_norm": 7.596094131469727, + "prediction_norm": 7.078442096710205, + "timestamp": "2025-07-14T12:34:07.585139" + }, + { + "epoch": 958, + "batch_idx": 160, + "loss": 0.27909523248672485, + "learning_rate": 0.0005329627989756893, + "timestep_mean": 386.59375, + "epsilon_norm": 7.455523490905762, + "prediction_norm": 5.975871562957764, + "timestamp": "2025-07-14T12:34:07.590225" + }, + { + "epoch": 958, + "batch_idx": 192, + "loss": 0.25014084577560425, + "learning_rate": 0.0005329627989756893, + "timestep_mean": 575.625, + "epsilon_norm": 4.796738624572754, + "prediction_norm": 4.0928215980529785, + "timestamp": "2025-07-14T12:34:07.595338" + }, + { + "epoch": 959, + "batch_idx": 0, + "loss": 0.1911938637495041, + "learning_rate": 0.0005321790690695003, + "timestep_mean": 429.21875, + "epsilon_norm": 7.4177327156066895, + "prediction_norm": 7.053503513336182, + "timestamp": "2025-07-14T12:34:07.600660" + }, + { + "epoch": 959, + "batch_idx": 32, + "loss": 0.3530922830104828, + "learning_rate": 0.0005321790690695003, + "timestep_mean": 528.65625, + "epsilon_norm": 8.019012451171875, + "prediction_norm": 6.693824291229248, + "timestamp": "2025-07-14T12:34:07.605742" + }, + { + "epoch": 959, + "batch_idx": 64, + "loss": 0.3908137083053589, + "learning_rate": 0.0005321790690695003, + "timestep_mean": 540.78125, + "epsilon_norm": 9.194783210754395, + "prediction_norm": 7.407172203063965, + "timestamp": "2025-07-14T12:34:07.610975" + }, + { + "epoch": 959, + "batch_idx": 96, + "loss": 0.32652807235717773, + "learning_rate": 0.0005321790690695003, + "timestep_mean": 500.0625, + "epsilon_norm": 7.971209526062012, + "prediction_norm": 6.353429317474365, + "timestamp": "2025-07-14T12:34:07.616123" + }, + { + "epoch": 959, + "batch_idx": 128, + "loss": 0.41402947902679443, + "learning_rate": 0.0005321790690695003, + "timestep_mean": 466.34375, + "epsilon_norm": 7.599549770355225, + "prediction_norm": 6.134311199188232, + "timestamp": "2025-07-14T12:34:07.621470" + }, + { + "epoch": 959, + "batch_idx": 160, + "loss": 0.2445160150527954, + "learning_rate": 0.0005321790690695003, + "timestep_mean": 457.78125, + "epsilon_norm": 7.799923419952393, + "prediction_norm": 6.469468116760254, + "timestamp": "2025-07-14T12:34:07.626579" + }, + { + "epoch": 959, + "batch_idx": 192, + "loss": 0.4909161627292633, + "learning_rate": 0.0005321790690695003, + "timestep_mean": 442.125, + "epsilon_norm": 4.366450786590576, + "prediction_norm": 2.612220287322998, + "timestamp": "2025-07-14T12:34:07.631656" + }, + { + "epoch": 960, + "batch_idx": 0, + "loss": 0.25140610337257385, + "learning_rate": 0.0005313952597646572, + "timestep_mean": 535.1875, + "epsilon_norm": 7.117455005645752, + "prediction_norm": 6.368276596069336, + "timestamp": "2025-07-14T12:34:07.636823" + }, + { + "epoch": 960, + "batch_idx": 32, + "loss": 0.26349949836730957, + "learning_rate": 0.0005313952597646572, + "timestep_mean": 467.875, + "epsilon_norm": 9.05402946472168, + "prediction_norm": 8.466144561767578, + "timestamp": "2025-07-14T12:34:07.641926" + }, + { + "epoch": 960, + "batch_idx": 64, + "loss": 0.21950393915176392, + "learning_rate": 0.0005313952597646572, + "timestep_mean": 525.0625, + "epsilon_norm": 8.156731605529785, + "prediction_norm": 6.870720863342285, + "timestamp": "2025-07-14T12:34:07.646922" + }, + { + "epoch": 960, + "batch_idx": 96, + "loss": 0.2930360436439514, + "learning_rate": 0.0005313952597646572, + "timestep_mean": 550.3125, + "epsilon_norm": 8.118236541748047, + "prediction_norm": 7.11224889755249, + "timestamp": "2025-07-14T12:34:07.652127" + }, + { + "epoch": 960, + "batch_idx": 128, + "loss": 0.35184264183044434, + "learning_rate": 0.0005313952597646572, + "timestep_mean": 439.875, + "epsilon_norm": 7.477726459503174, + "prediction_norm": 6.317290306091309, + "timestamp": "2025-07-14T12:34:07.657217" + }, + { + "epoch": 960, + "batch_idx": 160, + "loss": 0.32623976469039917, + "learning_rate": 0.0005313952597646572, + "timestep_mean": 558.3125, + "epsilon_norm": 7.423233985900879, + "prediction_norm": 5.92009973526001, + "timestamp": "2025-07-14T12:34:07.662530" + }, + { + "epoch": 960, + "batch_idx": 192, + "loss": 0.3191797733306885, + "learning_rate": 0.0005313952597646572, + "timestep_mean": 525.625, + "epsilon_norm": 3.83537220954895, + "prediction_norm": 3.2096164226531982, + "timestamp": "2025-07-14T12:34:07.667782" + }, + { + "epoch": 961, + "batch_idx": 0, + "loss": 0.2810899019241333, + "learning_rate": 0.0005306113729951314, + "timestep_mean": 512.71875, + "epsilon_norm": 7.797047138214111, + "prediction_norm": 6.420706272125244, + "timestamp": "2025-07-14T12:34:07.673085" + }, + { + "epoch": 961, + "batch_idx": 32, + "loss": 0.4220605492591858, + "learning_rate": 0.0005306113729951314, + "timestep_mean": 514.21875, + "epsilon_norm": 7.512358665466309, + "prediction_norm": 6.33981466293335, + "timestamp": "2025-07-14T12:34:07.678371" + }, + { + "epoch": 961, + "batch_idx": 64, + "loss": 0.27550336718559265, + "learning_rate": 0.0005306113729951314, + "timestep_mean": 459.5, + "epsilon_norm": 7.31903076171875, + "prediction_norm": 6.230954170227051, + "timestamp": "2025-07-14T12:34:07.683605" + }, + { + "epoch": 961, + "batch_idx": 96, + "loss": 0.3151310682296753, + "learning_rate": 0.0005306113729951314, + "timestep_mean": 424.3125, + "epsilon_norm": 6.589241981506348, + "prediction_norm": 4.849521636962891, + "timestamp": "2025-07-14T12:34:07.688876" + }, + { + "epoch": 961, + "batch_idx": 128, + "loss": 0.2986624240875244, + "learning_rate": 0.0005306113729951314, + "timestep_mean": 494.40625, + "epsilon_norm": 8.741477966308594, + "prediction_norm": 7.359458923339844, + "timestamp": "2025-07-14T12:34:07.694143" + }, + { + "epoch": 961, + "batch_idx": 160, + "loss": 0.4108327031135559, + "learning_rate": 0.0005306113729951314, + "timestep_mean": 477.375, + "epsilon_norm": 7.991332530975342, + "prediction_norm": 6.828563213348389, + "timestamp": "2025-07-14T12:34:07.699466" + }, + { + "epoch": 961, + "batch_idx": 192, + "loss": 0.12671208381652832, + "learning_rate": 0.0005306113729951314, + "timestep_mean": 516.0, + "epsilon_norm": 3.6520416736602783, + "prediction_norm": 3.6271581649780273, + "timestamp": "2025-07-14T12:34:07.704585" + }, + { + "epoch": 962, + "batch_idx": 0, + "loss": 0.3339031934738159, + "learning_rate": 0.0005298274106950859, + "timestep_mean": 503.1875, + "epsilon_norm": 7.234450340270996, + "prediction_norm": 5.817144870758057, + "timestamp": "2025-07-14T12:34:07.709717" + }, + { + "epoch": 962, + "batch_idx": 32, + "loss": 0.24419936537742615, + "learning_rate": 0.0005298274106950859, + "timestep_mean": 438.375, + "epsilon_norm": 7.054358959197998, + "prediction_norm": 5.898529529571533, + "timestamp": "2025-07-14T12:34:07.714918" + }, + { + "epoch": 962, + "batch_idx": 64, + "loss": 0.31722068786621094, + "learning_rate": 0.0005298274106950859, + "timestep_mean": 499.59375, + "epsilon_norm": 8.370701789855957, + "prediction_norm": 7.391661643981934, + "timestamp": "2025-07-14T12:34:07.720108" + }, + { + "epoch": 962, + "batch_idx": 96, + "loss": 0.3687799870967865, + "learning_rate": 0.0005298274106950859, + "timestep_mean": 453.75, + "epsilon_norm": 7.505398273468018, + "prediction_norm": 5.914584159851074, + "timestamp": "2025-07-14T12:34:07.725318" + }, + { + "epoch": 962, + "batch_idx": 128, + "loss": 0.23226995766162872, + "learning_rate": 0.0005298274106950859, + "timestep_mean": 484.375, + "epsilon_norm": 7.153121471405029, + "prediction_norm": 6.170682430267334, + "timestamp": "2025-07-14T12:34:07.730420" + }, + { + "epoch": 962, + "batch_idx": 160, + "loss": 0.25347569584846497, + "learning_rate": 0.0005298274106950859, + "timestep_mean": 647.03125, + "epsilon_norm": 8.290655136108398, + "prediction_norm": 7.595010757446289, + "timestamp": "2025-07-14T12:34:07.735713" + }, + { + "epoch": 962, + "batch_idx": 192, + "loss": 0.26874208450317383, + "learning_rate": 0.0005298274106950859, + "timestep_mean": 617.125, + "epsilon_norm": 4.342182636260986, + "prediction_norm": 3.0256500244140625, + "timestamp": "2025-07-14T12:34:07.740884" + }, + { + "epoch": 963, + "batch_idx": 0, + "loss": 0.2235163301229477, + "learning_rate": 0.0005290433747988694, + "timestep_mean": 485.4375, + "epsilon_norm": 6.544647693634033, + "prediction_norm": 6.040735721588135, + "timestamp": "2025-07-14T12:34:07.746236" + }, + { + "epoch": 963, + "batch_idx": 32, + "loss": 0.21690595149993896, + "learning_rate": 0.0005290433747988694, + "timestep_mean": 539.1875, + "epsilon_norm": 7.760814666748047, + "prediction_norm": 6.486544132232666, + "timestamp": "2025-07-14T12:34:07.751530" + }, + { + "epoch": 963, + "batch_idx": 64, + "loss": 0.19122420251369476, + "learning_rate": 0.0005290433747988694, + "timestep_mean": 548.34375, + "epsilon_norm": 8.1087646484375, + "prediction_norm": 6.942504405975342, + "timestamp": "2025-07-14T12:34:07.757116" + }, + { + "epoch": 963, + "batch_idx": 96, + "loss": 0.2748742997646332, + "learning_rate": 0.0005290433747988694, + "timestep_mean": 518.84375, + "epsilon_norm": 6.9317426681518555, + "prediction_norm": 6.043486595153809, + "timestamp": "2025-07-14T12:34:07.762486" + }, + { + "epoch": 963, + "batch_idx": 128, + "loss": 0.38382038474082947, + "learning_rate": 0.0005290433747988694, + "timestep_mean": 505.40625, + "epsilon_norm": 8.565190315246582, + "prediction_norm": 6.523165702819824, + "timestamp": "2025-07-14T12:34:07.767846" + }, + { + "epoch": 963, + "batch_idx": 160, + "loss": 0.27627402544021606, + "learning_rate": 0.0005290433747988694, + "timestep_mean": 499.875, + "epsilon_norm": 8.811034202575684, + "prediction_norm": 7.08048152923584, + "timestamp": "2025-07-14T12:34:07.773102" + }, + { + "epoch": 963, + "batch_idx": 192, + "loss": 0.1501350700855255, + "learning_rate": 0.0005290433747988694, + "timestep_mean": 503.25, + "epsilon_norm": 2.8067009449005127, + "prediction_norm": 1.9750592708587646, + "timestamp": "2025-07-14T12:34:07.778326" + }, + { + "epoch": 964, + "batch_idx": 0, + "loss": 0.23321330547332764, + "learning_rate": 0.0005282592672410127, + "timestep_mean": 545.6875, + "epsilon_norm": 7.337825775146484, + "prediction_norm": 6.806781768798828, + "timestamp": "2025-07-14T12:34:07.783598" + }, + { + "epoch": 964, + "batch_idx": 32, + "loss": 0.2810966968536377, + "learning_rate": 0.0005282592672410127, + "timestep_mean": 475.5, + "epsilon_norm": 7.828223705291748, + "prediction_norm": 6.366962432861328, + "timestamp": "2025-07-14T12:34:07.788727" + }, + { + "epoch": 964, + "batch_idx": 64, + "loss": 0.16683965921401978, + "learning_rate": 0.0005282592672410127, + "timestep_mean": 534.59375, + "epsilon_norm": 8.368027687072754, + "prediction_norm": 7.804920673370361, + "timestamp": "2025-07-14T12:34:07.793886" + }, + { + "epoch": 964, + "batch_idx": 96, + "loss": 0.2408684343099594, + "learning_rate": 0.0005282592672410127, + "timestep_mean": 441.8125, + "epsilon_norm": 7.247613430023193, + "prediction_norm": 6.113141059875488, + "timestamp": "2025-07-14T12:34:07.799204" + }, + { + "epoch": 964, + "batch_idx": 128, + "loss": 0.2556811571121216, + "learning_rate": 0.0005282592672410127, + "timestep_mean": 439.71875, + "epsilon_norm": 7.596138000488281, + "prediction_norm": 6.879775047302246, + "timestamp": "2025-07-14T12:34:07.805009" + }, + { + "epoch": 964, + "batch_idx": 160, + "loss": 0.2863212823867798, + "learning_rate": 0.0005282592672410127, + "timestep_mean": 433.4375, + "epsilon_norm": 7.788568019866943, + "prediction_norm": 6.791958808898926, + "timestamp": "2025-07-14T12:34:07.810233" + }, + { + "epoch": 964, + "batch_idx": 192, + "loss": 0.32403072714805603, + "learning_rate": 0.0005282592672410127, + "timestep_mean": 459.75, + "epsilon_norm": 3.001673936843872, + "prediction_norm": 2.8024144172668457, + "timestamp": "2025-07-14T12:34:07.815630" + }, + { + "epoch": 965, + "batch_idx": 0, + "loss": 0.22400906682014465, + "learning_rate": 0.0005274750899562234, + "timestep_mean": 486.4375, + "epsilon_norm": 8.466493606567383, + "prediction_norm": 7.6177191734313965, + "timestamp": "2025-07-14T12:34:07.820988" + }, + { + "epoch": 965, + "batch_idx": 32, + "loss": 0.49817657470703125, + "learning_rate": 0.0005274750899562234, + "timestep_mean": 462.84375, + "epsilon_norm": 9.011012077331543, + "prediction_norm": 7.309965133666992, + "timestamp": "2025-07-14T12:34:07.826278" + }, + { + "epoch": 965, + "batch_idx": 64, + "loss": 0.366131067276001, + "learning_rate": 0.0005274750899562234, + "timestep_mean": 502.5, + "epsilon_norm": 7.961157321929932, + "prediction_norm": 5.937507152557373, + "timestamp": "2025-07-14T12:34:07.831509" + }, + { + "epoch": 965, + "batch_idx": 96, + "loss": 0.24785621464252472, + "learning_rate": 0.0005274750899562234, + "timestep_mean": 565.46875, + "epsilon_norm": 7.371257781982422, + "prediction_norm": 6.131665229797363, + "timestamp": "2025-07-14T12:34:07.836748" + }, + { + "epoch": 965, + "batch_idx": 128, + "loss": 0.3798622488975525, + "learning_rate": 0.0005274750899562234, + "timestep_mean": 406.8125, + "epsilon_norm": 7.979516983032227, + "prediction_norm": 5.930929660797119, + "timestamp": "2025-07-14T12:34:07.842124" + }, + { + "epoch": 965, + "batch_idx": 160, + "loss": 0.4342581033706665, + "learning_rate": 0.0005274750899562234, + "timestep_mean": 408.875, + "epsilon_norm": 7.645096302032471, + "prediction_norm": 5.960108757019043, + "timestamp": "2025-07-14T12:34:07.847523" + }, + { + "epoch": 965, + "batch_idx": 192, + "loss": 0.060915883630514145, + "learning_rate": 0.0005274750899562234, + "timestep_mean": 564.75, + "epsilon_norm": 2.8932876586914062, + "prediction_norm": 2.3402457237243652, + "timestamp": "2025-07-14T12:34:07.852719" + }, + { + "epoch": 966, + "batch_idx": 0, + "loss": 0.16225291788578033, + "learning_rate": 0.0005266908448793808, + "timestep_mean": 538.46875, + "epsilon_norm": 7.794586181640625, + "prediction_norm": 7.140225410461426, + "timestamp": "2025-07-14T12:34:07.858012" + }, + { + "epoch": 966, + "batch_idx": 32, + "loss": 0.10237205028533936, + "learning_rate": 0.0005266908448793808, + "timestep_mean": 609.75, + "epsilon_norm": 7.2873854637146, + "prediction_norm": 7.127594470977783, + "timestamp": "2025-07-14T12:34:07.863161" + }, + { + "epoch": 966, + "batch_idx": 64, + "loss": 0.28783613443374634, + "learning_rate": 0.0005266908448793808, + "timestep_mean": 471.03125, + "epsilon_norm": 8.009771347045898, + "prediction_norm": 6.344047546386719, + "timestamp": "2025-07-14T12:34:07.868376" + }, + { + "epoch": 966, + "batch_idx": 96, + "loss": 0.35096079111099243, + "learning_rate": 0.0005266908448793808, + "timestep_mean": 446.65625, + "epsilon_norm": 7.9803619384765625, + "prediction_norm": 6.316361427307129, + "timestamp": "2025-07-14T12:34:07.873503" + }, + { + "epoch": 966, + "batch_idx": 128, + "loss": 0.30863243341445923, + "learning_rate": 0.0005266908448793808, + "timestep_mean": 449.09375, + "epsilon_norm": 7.045931339263916, + "prediction_norm": 5.408228874206543, + "timestamp": "2025-07-14T12:34:07.878814" + }, + { + "epoch": 966, + "batch_idx": 160, + "loss": 0.29460209608078003, + "learning_rate": 0.0005266908448793808, + "timestep_mean": 460.21875, + "epsilon_norm": 8.910004615783691, + "prediction_norm": 7.213700771331787, + "timestamp": "2025-07-14T12:34:07.884006" + }, + { + "epoch": 966, + "batch_idx": 192, + "loss": 0.09094463288784027, + "learning_rate": 0.0005266908448793808, + "timestep_mean": 483.5, + "epsilon_norm": 3.3301565647125244, + "prediction_norm": 3.2081592082977295, + "timestamp": "2025-07-14T12:34:07.889178" + }, + { + "epoch": 967, + "batch_idx": 0, + "loss": 0.2115945816040039, + "learning_rate": 0.0005259065339455317, + "timestep_mean": 538.5, + "epsilon_norm": 7.220952987670898, + "prediction_norm": 6.453756809234619, + "timestamp": "2025-07-14T12:34:07.894498" + }, + { + "epoch": 967, + "batch_idx": 32, + "loss": 0.2107330709695816, + "learning_rate": 0.0005259065339455317, + "timestep_mean": 538.3125, + "epsilon_norm": 8.602884292602539, + "prediction_norm": 8.081405639648438, + "timestamp": "2025-07-14T12:34:07.899468" + }, + { + "epoch": 967, + "batch_idx": 64, + "loss": 0.14019818603992462, + "learning_rate": 0.0005259065339455317, + "timestep_mean": 596.25, + "epsilon_norm": 8.080570220947266, + "prediction_norm": 7.061788082122803, + "timestamp": "2025-07-14T12:34:07.904613" + }, + { + "epoch": 967, + "batch_idx": 96, + "loss": 0.24406222999095917, + "learning_rate": 0.0005259065339455317, + "timestep_mean": 510.15625, + "epsilon_norm": 7.349552631378174, + "prediction_norm": 6.190814971923828, + "timestamp": "2025-07-14T12:34:07.909696" + }, + { + "epoch": 967, + "batch_idx": 128, + "loss": 0.336627721786499, + "learning_rate": 0.0005259065339455317, + "timestep_mean": 481.84375, + "epsilon_norm": 8.087459564208984, + "prediction_norm": 6.6730241775512695, + "timestamp": "2025-07-14T12:34:07.914914" + }, + { + "epoch": 967, + "batch_idx": 160, + "loss": 0.27512115240097046, + "learning_rate": 0.0005259065339455317, + "timestep_mean": 493.46875, + "epsilon_norm": 8.9270658493042, + "prediction_norm": 6.6590986251831055, + "timestamp": "2025-07-14T12:34:07.920255" + }, + { + "epoch": 967, + "batch_idx": 192, + "loss": 0.3360443115234375, + "learning_rate": 0.0005259065339455317, + "timestep_mean": 594.75, + "epsilon_norm": 4.0997443199157715, + "prediction_norm": 3.461768627166748, + "timestamp": "2025-07-14T12:34:07.925439" + }, + { + "epoch": 968, + "batch_idx": 0, + "loss": 0.34325963258743286, + "learning_rate": 0.0005251221590898853, + "timestep_mean": 455.3125, + "epsilon_norm": 7.996901988983154, + "prediction_norm": 6.039830684661865, + "timestamp": "2025-07-14T12:34:07.930618" + }, + { + "epoch": 968, + "batch_idx": 32, + "loss": 0.24196869134902954, + "learning_rate": 0.0005251221590898853, + "timestep_mean": 530.125, + "epsilon_norm": 8.305929183959961, + "prediction_norm": 7.206416130065918, + "timestamp": "2025-07-14T12:34:07.935954" + }, + { + "epoch": 968, + "batch_idx": 64, + "loss": 0.3018367886543274, + "learning_rate": 0.0005251221590898853, + "timestep_mean": 494.0625, + "epsilon_norm": 7.987077236175537, + "prediction_norm": 6.236448287963867, + "timestamp": "2025-07-14T12:34:07.941174" + }, + { + "epoch": 968, + "batch_idx": 96, + "loss": 0.2173323631286621, + "learning_rate": 0.0005251221590898853, + "timestep_mean": 399.0625, + "epsilon_norm": 7.700977325439453, + "prediction_norm": 6.870692253112793, + "timestamp": "2025-07-14T12:34:07.946531" + }, + { + "epoch": 968, + "batch_idx": 128, + "loss": 0.21420390903949738, + "learning_rate": 0.0005251221590898853, + "timestep_mean": 435.5, + "epsilon_norm": 7.43075704574585, + "prediction_norm": 6.355838298797607, + "timestamp": "2025-07-14T12:34:07.951814" + }, + { + "epoch": 968, + "batch_idx": 160, + "loss": 0.3383530378341675, + "learning_rate": 0.0005251221590898853, + "timestep_mean": 442.9375, + "epsilon_norm": 8.044355392456055, + "prediction_norm": 6.8139801025390625, + "timestamp": "2025-07-14T12:34:07.957045" + }, + { + "epoch": 968, + "batch_idx": 192, + "loss": 0.09031633287668228, + "learning_rate": 0.0005251221590898853, + "timestep_mean": 638.75, + "epsilon_norm": 3.3254587650299072, + "prediction_norm": 3.2584118843078613, + "timestamp": "2025-07-14T12:34:07.962462" + }, + { + "epoch": 969, + "batch_idx": 0, + "loss": 0.29049500823020935, + "learning_rate": 0.0005243377222478088, + "timestep_mean": 466.3125, + "epsilon_norm": 8.730913162231445, + "prediction_norm": 7.554446220397949, + "timestamp": "2025-07-14T12:34:07.967646" + }, + { + "epoch": 969, + "batch_idx": 32, + "loss": 0.2961740791797638, + "learning_rate": 0.0005243377222478088, + "timestep_mean": 504.75, + "epsilon_norm": 8.47828483581543, + "prediction_norm": 7.134770393371582, + "timestamp": "2025-07-14T12:34:07.972723" + }, + { + "epoch": 969, + "batch_idx": 64, + "loss": 0.2829100489616394, + "learning_rate": 0.0005243377222478088, + "timestep_mean": 496.96875, + "epsilon_norm": 6.081307888031006, + "prediction_norm": 4.832281589508057, + "timestamp": "2025-07-14T12:34:07.977810" + }, + { + "epoch": 969, + "batch_idx": 96, + "loss": 0.30408233404159546, + "learning_rate": 0.0005243377222478088, + "timestep_mean": 449.84375, + "epsilon_norm": 7.561385631561279, + "prediction_norm": 6.266715049743652, + "timestamp": "2025-07-14T12:34:07.983024" + }, + { + "epoch": 969, + "batch_idx": 128, + "loss": 0.45921409130096436, + "learning_rate": 0.0005243377222478088, + "timestep_mean": 536.0625, + "epsilon_norm": 8.858516693115234, + "prediction_norm": 6.237822532653809, + "timestamp": "2025-07-14T12:34:07.988404" + }, + { + "epoch": 969, + "batch_idx": 160, + "loss": 0.29517996311187744, + "learning_rate": 0.0005243377222478088, + "timestep_mean": 494.9375, + "epsilon_norm": 7.192579746246338, + "prediction_norm": 5.739612579345703, + "timestamp": "2025-07-14T12:34:07.993639" + }, + { + "epoch": 969, + "batch_idx": 192, + "loss": 0.17969241738319397, + "learning_rate": 0.0005243377222478088, + "timestep_mean": 475.25, + "epsilon_norm": 5.408271312713623, + "prediction_norm": 4.5570387840271, + "timestamp": "2025-07-14T12:34:07.998823" + }, + { + "epoch": 970, + "batch_idx": 0, + "loss": 0.3788366913795471, + "learning_rate": 0.0005235532253548218, + "timestep_mean": 418.09375, + "epsilon_norm": 7.265214920043945, + "prediction_norm": 5.951691627502441, + "timestamp": "2025-07-14T12:34:08.004198" + }, + { + "epoch": 970, + "batch_idx": 32, + "loss": 0.15229558944702148, + "learning_rate": 0.0005235532253548218, + "timestep_mean": 557.90625, + "epsilon_norm": 7.908036231994629, + "prediction_norm": 8.326204299926758, + "timestamp": "2025-07-14T12:34:08.009288" + }, + { + "epoch": 970, + "batch_idx": 64, + "loss": 0.2215839922428131, + "learning_rate": 0.0005235532253548218, + "timestep_mean": 475.40625, + "epsilon_norm": 7.339798450469971, + "prediction_norm": 6.664439678192139, + "timestamp": "2025-07-14T12:34:08.014460" + }, + { + "epoch": 970, + "batch_idx": 96, + "loss": 0.17931796610355377, + "learning_rate": 0.0005235532253548218, + "timestep_mean": 591.84375, + "epsilon_norm": 8.494284629821777, + "prediction_norm": 8.603564262390137, + "timestamp": "2025-07-14T12:34:08.019666" + }, + { + "epoch": 970, + "batch_idx": 128, + "loss": 0.40943771600723267, + "learning_rate": 0.0005235532253548218, + "timestep_mean": 502.4375, + "epsilon_norm": 7.867713928222656, + "prediction_norm": 7.343405246734619, + "timestamp": "2025-07-14T12:34:08.024895" + }, + { + "epoch": 970, + "batch_idx": 160, + "loss": 0.29135650396347046, + "learning_rate": 0.0005235532253548218, + "timestep_mean": 627.59375, + "epsilon_norm": 9.954931259155273, + "prediction_norm": 9.273341178894043, + "timestamp": "2025-07-14T12:34:08.030007" + }, + { + "epoch": 970, + "batch_idx": 192, + "loss": 0.17429307103157043, + "learning_rate": 0.0005235532253548218, + "timestep_mean": 314.75, + "epsilon_norm": 2.9442150592803955, + "prediction_norm": 2.5870070457458496, + "timestamp": "2025-07-14T12:34:08.034881" + }, + { + "epoch": 971, + "batch_idx": 0, + "loss": 0.24627739191055298, + "learning_rate": 0.0005227686703465927, + "timestep_mean": 548.375, + "epsilon_norm": 9.808475494384766, + "prediction_norm": 8.720734596252441, + "timestamp": "2025-07-14T12:34:08.039894" + }, + { + "epoch": 971, + "batch_idx": 32, + "loss": 0.3005967140197754, + "learning_rate": 0.0005227686703465927, + "timestep_mean": 514.46875, + "epsilon_norm": 8.261225700378418, + "prediction_norm": 7.893529891967773, + "timestamp": "2025-07-14T12:34:08.045546" + }, + { + "epoch": 971, + "batch_idx": 64, + "loss": 0.26440730690956116, + "learning_rate": 0.0005227686703465927, + "timestep_mean": 476.09375, + "epsilon_norm": 8.407320022583008, + "prediction_norm": 7.760444641113281, + "timestamp": "2025-07-14T12:34:08.052640" + }, + { + "epoch": 971, + "batch_idx": 96, + "loss": 0.19871513545513153, + "learning_rate": 0.0005227686703465927, + "timestep_mean": 526.65625, + "epsilon_norm": 7.43920373916626, + "prediction_norm": 6.859098434448242, + "timestamp": "2025-07-14T12:34:08.057974" + }, + { + "epoch": 971, + "batch_idx": 128, + "loss": 0.31587618589401245, + "learning_rate": 0.0005227686703465927, + "timestep_mean": 380.625, + "epsilon_norm": 7.526426315307617, + "prediction_norm": 6.636988162994385, + "timestamp": "2025-07-14T12:34:08.063222" + }, + { + "epoch": 971, + "batch_idx": 160, + "loss": 0.3953043222427368, + "learning_rate": 0.0005227686703465927, + "timestep_mean": 490.03125, + "epsilon_norm": 7.621191501617432, + "prediction_norm": 5.2214765548706055, + "timestamp": "2025-07-14T12:34:08.068553" + }, + { + "epoch": 971, + "batch_idx": 192, + "loss": 0.06708074361085892, + "learning_rate": 0.0005227686703465927, + "timestep_mean": 700.75, + "epsilon_norm": 4.114471912384033, + "prediction_norm": 4.023030757904053, + "timestamp": "2025-07-14T12:34:08.073855" + }, + { + "epoch": 972, + "batch_idx": 0, + "loss": 0.22308745980262756, + "learning_rate": 0.0005219840591589329, + "timestep_mean": 487.0, + "epsilon_norm": 7.491372108459473, + "prediction_norm": 6.6258769035339355, + "timestamp": "2025-07-14T12:34:08.079359" + }, + { + "epoch": 972, + "batch_idx": 32, + "loss": 0.3670216500759125, + "learning_rate": 0.0005219840591589329, + "timestep_mean": 388.1875, + "epsilon_norm": 7.754861354827881, + "prediction_norm": 5.980881214141846, + "timestamp": "2025-07-14T12:34:08.084688" + }, + { + "epoch": 972, + "batch_idx": 64, + "loss": 0.43367302417755127, + "learning_rate": 0.0005219840591589329, + "timestep_mean": 445.125, + "epsilon_norm": 8.992389678955078, + "prediction_norm": 6.391114234924316, + "timestamp": "2025-07-14T12:34:08.089779" + }, + { + "epoch": 972, + "batch_idx": 96, + "loss": 0.2787376642227173, + "learning_rate": 0.0005219840591589329, + "timestep_mean": 506.3125, + "epsilon_norm": 8.210866928100586, + "prediction_norm": 6.883781433105469, + "timestamp": "2025-07-14T12:34:08.094847" + }, + { + "epoch": 972, + "batch_idx": 128, + "loss": 0.3798999786376953, + "learning_rate": 0.0005219840591589329, + "timestep_mean": 505.625, + "epsilon_norm": 7.33876895904541, + "prediction_norm": 5.411375522613525, + "timestamp": "2025-07-14T12:34:08.100012" + }, + { + "epoch": 972, + "batch_idx": 160, + "loss": 0.32188650965690613, + "learning_rate": 0.0005219840591589329, + "timestep_mean": 479.09375, + "epsilon_norm": 7.1116862297058105, + "prediction_norm": 5.563775062561035, + "timestamp": "2025-07-14T12:34:08.105187" + }, + { + "epoch": 972, + "batch_idx": 192, + "loss": 0.13581852614879608, + "learning_rate": 0.0005219840591589329, + "timestep_mean": 580.25, + "epsilon_norm": 4.010136127471924, + "prediction_norm": 3.7141759395599365, + "timestamp": "2025-07-14T12:34:08.110254" + }, + { + "epoch": 973, + "batch_idx": 0, + "loss": 0.3095419406890869, + "learning_rate": 0.0005211993937277926, + "timestep_mean": 515.09375, + "epsilon_norm": 10.043975830078125, + "prediction_norm": 8.46823787689209, + "timestamp": "2025-07-14T12:34:08.115510" + }, + { + "epoch": 973, + "batch_idx": 32, + "loss": 0.41043543815612793, + "learning_rate": 0.0005211993937277926, + "timestep_mean": 549.25, + "epsilon_norm": 9.452828407287598, + "prediction_norm": 7.358465671539307, + "timestamp": "2025-07-14T12:34:08.121041" + }, + { + "epoch": 973, + "batch_idx": 64, + "loss": 0.2855394780635834, + "learning_rate": 0.0005211993937277926, + "timestep_mean": 549.65625, + "epsilon_norm": 7.613279819488525, + "prediction_norm": 5.592346668243408, + "timestamp": "2025-07-14T12:34:08.126192" + }, + { + "epoch": 973, + "batch_idx": 96, + "loss": 0.3227907717227936, + "learning_rate": 0.0005211993937277926, + "timestep_mean": 468.3125, + "epsilon_norm": 8.134058952331543, + "prediction_norm": 7.2988739013671875, + "timestamp": "2025-07-14T12:34:08.131457" + }, + { + "epoch": 973, + "batch_idx": 128, + "loss": 0.17450489103794098, + "learning_rate": 0.0005211993937277926, + "timestep_mean": 543.0, + "epsilon_norm": 7.246286392211914, + "prediction_norm": 6.433797836303711, + "timestamp": "2025-07-14T12:34:08.136709" + }, + { + "epoch": 973, + "batch_idx": 160, + "loss": 0.3301578164100647, + "learning_rate": 0.0005211993937277926, + "timestep_mean": 539.875, + "epsilon_norm": 7.909909248352051, + "prediction_norm": 6.32703161239624, + "timestamp": "2025-07-14T12:34:08.141904" + }, + { + "epoch": 973, + "batch_idx": 192, + "loss": 0.6450033187866211, + "learning_rate": 0.0005211993937277926, + "timestep_mean": 507.25, + "epsilon_norm": 5.160254001617432, + "prediction_norm": 4.011487007141113, + "timestamp": "2025-07-14T12:34:08.146976" + }, + { + "epoch": 974, + "batch_idx": 0, + "loss": 0.2547895014286041, + "learning_rate": 0.0005204146759892555, + "timestep_mean": 402.75, + "epsilon_norm": 8.481168746948242, + "prediction_norm": 7.644158840179443, + "timestamp": "2025-07-14T12:34:08.152216" + }, + { + "epoch": 974, + "batch_idx": 32, + "loss": 0.18692699074745178, + "learning_rate": 0.0005204146759892555, + "timestep_mean": 504.71875, + "epsilon_norm": 7.214434623718262, + "prediction_norm": 6.734559535980225, + "timestamp": "2025-07-14T12:34:08.157445" + }, + { + "epoch": 974, + "batch_idx": 64, + "loss": 0.2731057405471802, + "learning_rate": 0.0005204146759892555, + "timestep_mean": 468.6875, + "epsilon_norm": 7.729478359222412, + "prediction_norm": 7.517419815063477, + "timestamp": "2025-07-14T12:34:08.162748" + }, + { + "epoch": 974, + "batch_idx": 96, + "loss": 0.29383155703544617, + "learning_rate": 0.0005204146759892555, + "timestep_mean": 545.28125, + "epsilon_norm": 8.426494598388672, + "prediction_norm": 7.548886775970459, + "timestamp": "2025-07-14T12:34:08.168029" + }, + { + "epoch": 974, + "batch_idx": 128, + "loss": 0.4000657796859741, + "learning_rate": 0.0005204146759892555, + "timestep_mean": 466.03125, + "epsilon_norm": 6.933090686798096, + "prediction_norm": 5.517980098724365, + "timestamp": "2025-07-14T12:34:08.173297" + }, + { + "epoch": 974, + "batch_idx": 160, + "loss": 0.27363502979278564, + "learning_rate": 0.0005204146759892555, + "timestep_mean": 544.15625, + "epsilon_norm": 8.699056625366211, + "prediction_norm": 7.303049087524414, + "timestamp": "2025-07-14T12:34:08.178441" + }, + { + "epoch": 974, + "batch_idx": 192, + "loss": 0.30779340863227844, + "learning_rate": 0.0005204146759892555, + "timestep_mean": 412.5, + "epsilon_norm": 4.678773880004883, + "prediction_norm": 3.9510838985443115, + "timestamp": "2025-07-14T12:34:08.183827" + }, + { + "epoch": 975, + "batch_idx": 0, + "loss": 0.16312119364738464, + "learning_rate": 0.0005196299078795348, + "timestep_mean": 513.40625, + "epsilon_norm": 7.695909023284912, + "prediction_norm": 7.539241313934326, + "timestamp": "2025-07-14T12:34:08.188982" + }, + { + "epoch": 975, + "batch_idx": 32, + "loss": 0.13204902410507202, + "learning_rate": 0.0005196299078795348, + "timestep_mean": 590.40625, + "epsilon_norm": 7.501337051391602, + "prediction_norm": 6.945034980773926, + "timestamp": "2025-07-14T12:34:08.194227" + }, + { + "epoch": 975, + "batch_idx": 64, + "loss": 0.27194201946258545, + "learning_rate": 0.0005196299078795348, + "timestep_mean": 446.90625, + "epsilon_norm": 6.9748854637146, + "prediction_norm": 5.723906517028809, + "timestamp": "2025-07-14T12:34:08.199388" + }, + { + "epoch": 975, + "batch_idx": 96, + "loss": 0.16315360367298126, + "learning_rate": 0.0005196299078795348, + "timestep_mean": 481.78125, + "epsilon_norm": 7.502099990844727, + "prediction_norm": 6.923092365264893, + "timestamp": "2025-07-14T12:34:08.204694" + }, + { + "epoch": 975, + "batch_idx": 128, + "loss": 0.2479504942893982, + "learning_rate": 0.0005196299078795348, + "timestep_mean": 594.25, + "epsilon_norm": 8.164031982421875, + "prediction_norm": 6.694563865661621, + "timestamp": "2025-07-14T12:34:08.209903" + }, + { + "epoch": 975, + "batch_idx": 160, + "loss": 0.3685336410999298, + "learning_rate": 0.0005196299078795348, + "timestep_mean": 482.0, + "epsilon_norm": 8.597989082336426, + "prediction_norm": 6.683302879333496, + "timestamp": "2025-07-14T12:34:08.215138" + }, + { + "epoch": 975, + "batch_idx": 192, + "loss": 0.05903955176472664, + "learning_rate": 0.0005196299078795348, + "timestep_mean": 522.375, + "epsilon_norm": 3.2312417030334473, + "prediction_norm": 3.1502859592437744, + "timestamp": "2025-07-14T12:34:08.220233" + }, + { + "epoch": 976, + "batch_idx": 0, + "loss": 0.26858511567115784, + "learning_rate": 0.0005188450913349677, + "timestep_mean": 477.125, + "epsilon_norm": 7.235387802124023, + "prediction_norm": 5.578215599060059, + "timestamp": "2025-07-14T12:34:08.225618" + }, + { + "epoch": 976, + "batch_idx": 32, + "loss": 0.20726323127746582, + "learning_rate": 0.0005188450913349677, + "timestep_mean": 531.53125, + "epsilon_norm": 6.7111968994140625, + "prediction_norm": 5.314711570739746, + "timestamp": "2025-07-14T12:34:08.230766" + }, + { + "epoch": 976, + "batch_idx": 64, + "loss": 0.24797937273979187, + "learning_rate": 0.0005188450913349677, + "timestep_mean": 494.84375, + "epsilon_norm": 7.343705177307129, + "prediction_norm": 6.350042343139648, + "timestamp": "2025-07-14T12:34:08.235918" + }, + { + "epoch": 976, + "batch_idx": 96, + "loss": 0.45977672934532166, + "learning_rate": 0.0005188450913349677, + "timestep_mean": 516.34375, + "epsilon_norm": 9.278789520263672, + "prediction_norm": 7.184093952178955, + "timestamp": "2025-07-14T12:34:08.240858" + }, + { + "epoch": 976, + "batch_idx": 128, + "loss": 0.19168980419635773, + "learning_rate": 0.0005188450913349677, + "timestep_mean": 569.0625, + "epsilon_norm": 8.294707298278809, + "prediction_norm": 7.198211193084717, + "timestamp": "2025-07-14T12:34:08.245957" + }, + { + "epoch": 976, + "batch_idx": 160, + "loss": 0.12623628973960876, + "learning_rate": 0.0005188450913349677, + "timestep_mean": 500.59375, + "epsilon_norm": 7.967897891998291, + "prediction_norm": 7.018529891967773, + "timestamp": "2025-07-14T12:34:08.250887" + }, + { + "epoch": 976, + "batch_idx": 192, + "loss": 0.44149884581565857, + "learning_rate": 0.0005188450913349677, + "timestep_mean": 554.125, + "epsilon_norm": 3.5479254722595215, + "prediction_norm": 2.452461004257202, + "timestamp": "2025-07-14T12:34:08.256391" + }, + { + "epoch": 977, + "batch_idx": 0, + "loss": 0.29855114221572876, + "learning_rate": 0.0005180602282920111, + "timestep_mean": 564.34375, + "epsilon_norm": 9.444681167602539, + "prediction_norm": 8.610406875610352, + "timestamp": "2025-07-14T12:34:08.261780" + }, + { + "epoch": 977, + "batch_idx": 32, + "loss": 0.1112491637468338, + "learning_rate": 0.0005180602282920111, + "timestep_mean": 553.65625, + "epsilon_norm": 7.927365303039551, + "prediction_norm": 7.2054924964904785, + "timestamp": "2025-07-14T12:34:08.268899" + }, + { + "epoch": 977, + "batch_idx": 64, + "loss": 0.31561434268951416, + "learning_rate": 0.0005180602282920111, + "timestep_mean": 495.9375, + "epsilon_norm": 8.745856285095215, + "prediction_norm": 6.220358371734619, + "timestamp": "2025-07-14T12:34:08.274251" + }, + { + "epoch": 977, + "batch_idx": 96, + "loss": 0.3421492576599121, + "learning_rate": 0.0005180602282920111, + "timestep_mean": 410.90625, + "epsilon_norm": 8.38075065612793, + "prediction_norm": 6.642214775085449, + "timestamp": "2025-07-14T12:34:08.279556" + }, + { + "epoch": 977, + "batch_idx": 128, + "loss": 0.5369582772254944, + "learning_rate": 0.0005180602282920111, + "timestep_mean": 477.40625, + "epsilon_norm": 9.342991828918457, + "prediction_norm": 6.447159290313721, + "timestamp": "2025-07-14T12:34:08.284704" + }, + { + "epoch": 977, + "batch_idx": 160, + "loss": 0.3229891061782837, + "learning_rate": 0.0005180602282920111, + "timestep_mean": 526.90625, + "epsilon_norm": 6.868094444274902, + "prediction_norm": 5.504391193389893, + "timestamp": "2025-07-14T12:34:08.290033" + }, + { + "epoch": 977, + "batch_idx": 192, + "loss": 0.23314082622528076, + "learning_rate": 0.0005180602282920111, + "timestep_mean": 450.875, + "epsilon_norm": 3.192229747772217, + "prediction_norm": 2.216620445251465, + "timestamp": "2025-07-14T12:34:08.295313" + }, + { + "epoch": 978, + "batch_idx": 0, + "loss": 0.13457441329956055, + "learning_rate": 0.0005172753206872367, + "timestep_mean": 494.9375, + "epsilon_norm": 8.025233268737793, + "prediction_norm": 7.2575364112854, + "timestamp": "2025-07-14T12:34:08.300782" + }, + { + "epoch": 978, + "batch_idx": 32, + "loss": 0.25413358211517334, + "learning_rate": 0.0005172753206872367, + "timestep_mean": 490.25, + "epsilon_norm": 8.566641807556152, + "prediction_norm": 7.300342559814453, + "timestamp": "2025-07-14T12:34:08.306021" + }, + { + "epoch": 978, + "batch_idx": 64, + "loss": 0.3917666971683502, + "learning_rate": 0.0005172753206872367, + "timestep_mean": 465.1875, + "epsilon_norm": 8.039916038513184, + "prediction_norm": 6.82476282119751, + "timestamp": "2025-07-14T12:34:08.311113" + }, + { + "epoch": 978, + "batch_idx": 96, + "loss": 0.2880597710609436, + "learning_rate": 0.0005172753206872367, + "timestep_mean": 448.25, + "epsilon_norm": 7.588765621185303, + "prediction_norm": 6.713895320892334, + "timestamp": "2025-07-14T12:34:08.316302" + }, + { + "epoch": 978, + "batch_idx": 128, + "loss": 0.39454272389411926, + "learning_rate": 0.0005172753206872367, + "timestep_mean": 421.6875, + "epsilon_norm": 9.249309539794922, + "prediction_norm": 8.286426544189453, + "timestamp": "2025-07-14T12:34:08.321548" + }, + { + "epoch": 978, + "batch_idx": 160, + "loss": 0.290455162525177, + "learning_rate": 0.0005172753206872367, + "timestep_mean": 453.0, + "epsilon_norm": 9.123011589050293, + "prediction_norm": 8.184815406799316, + "timestamp": "2025-07-14T12:34:08.326694" + }, + { + "epoch": 978, + "batch_idx": 192, + "loss": 0.20655646920204163, + "learning_rate": 0.0005172753206872367, + "timestep_mean": 384.375, + "epsilon_norm": 3.356376886367798, + "prediction_norm": 3.0566153526306152, + "timestamp": "2025-07-14T12:34:08.331946" + }, + { + "epoch": 979, + "batch_idx": 0, + "loss": 0.4033324122428894, + "learning_rate": 0.0005164903704573255, + "timestep_mean": 467.0625, + "epsilon_norm": 8.347545623779297, + "prediction_norm": 6.8455729484558105, + "timestamp": "2025-07-14T12:34:08.337304" + }, + { + "epoch": 979, + "batch_idx": 32, + "loss": 0.2372727245092392, + "learning_rate": 0.0005164903704573255, + "timestep_mean": 473.34375, + "epsilon_norm": 8.125080108642578, + "prediction_norm": 7.378492832183838, + "timestamp": "2025-07-14T12:34:08.342622" + }, + { + "epoch": 979, + "batch_idx": 64, + "loss": 0.1937122941017151, + "learning_rate": 0.0005164903704573255, + "timestep_mean": 491.21875, + "epsilon_norm": 7.513091087341309, + "prediction_norm": 6.611926078796387, + "timestamp": "2025-07-14T12:34:08.347830" + }, + { + "epoch": 979, + "batch_idx": 96, + "loss": 0.36540308594703674, + "learning_rate": 0.0005164903704573255, + "timestep_mean": 477.625, + "epsilon_norm": 8.68910026550293, + "prediction_norm": 7.420283317565918, + "timestamp": "2025-07-14T12:34:08.353139" + }, + { + "epoch": 979, + "batch_idx": 128, + "loss": 0.11715364456176758, + "learning_rate": 0.0005164903704573255, + "timestep_mean": 495.09375, + "epsilon_norm": 6.897665500640869, + "prediction_norm": 6.577270030975342, + "timestamp": "2025-07-14T12:34:08.358386" + }, + { + "epoch": 979, + "batch_idx": 160, + "loss": 0.23849274218082428, + "learning_rate": 0.0005164903704573255, + "timestep_mean": 495.75, + "epsilon_norm": 8.782958030700684, + "prediction_norm": 7.943387508392334, + "timestamp": "2025-07-14T12:34:08.363600" + }, + { + "epoch": 979, + "batch_idx": 192, + "loss": 0.601776123046875, + "learning_rate": 0.0005164903704573255, + "timestep_mean": 434.25, + "epsilon_norm": 4.995127201080322, + "prediction_norm": 3.2569377422332764, + "timestamp": "2025-07-14T12:34:08.368812" + }, + { + "epoch": 980, + "batch_idx": 0, + "loss": 0.2505185902118683, + "learning_rate": 0.0005157053795390645, + "timestep_mean": 489.03125, + "epsilon_norm": 7.777430057525635, + "prediction_norm": 6.95212984085083, + "timestamp": "2025-07-14T12:34:08.374112" + }, + { + "epoch": 980, + "batch_idx": 32, + "loss": 0.30709072947502136, + "learning_rate": 0.0005157053795390645, + "timestep_mean": 430.40625, + "epsilon_norm": 7.5518999099731445, + "prediction_norm": 6.230405807495117, + "timestamp": "2025-07-14T12:34:08.379397" + }, + { + "epoch": 980, + "batch_idx": 64, + "loss": 0.3310435116291046, + "learning_rate": 0.0005157053795390645, + "timestep_mean": 478.75, + "epsilon_norm": 7.680339336395264, + "prediction_norm": 6.315695285797119, + "timestamp": "2025-07-14T12:34:08.384577" + }, + { + "epoch": 980, + "batch_idx": 96, + "loss": 0.37809789180755615, + "learning_rate": 0.0005157053795390645, + "timestep_mean": 440.75, + "epsilon_norm": 8.80791187286377, + "prediction_norm": 6.830314636230469, + "timestamp": "2025-07-14T12:34:08.389823" + }, + { + "epoch": 980, + "batch_idx": 128, + "loss": 0.445006787776947, + "learning_rate": 0.0005157053795390645, + "timestep_mean": 454.6875, + "epsilon_norm": 7.617585182189941, + "prediction_norm": 6.1203083992004395, + "timestamp": "2025-07-14T12:34:08.395048" + }, + { + "epoch": 980, + "batch_idx": 160, + "loss": 0.42437002062797546, + "learning_rate": 0.0005157053795390645, + "timestep_mean": 428.09375, + "epsilon_norm": 7.299773693084717, + "prediction_norm": 5.567032337188721, + "timestamp": "2025-07-14T12:34:08.400353" + }, + { + "epoch": 980, + "batch_idx": 192, + "loss": 0.2113415002822876, + "learning_rate": 0.0005157053795390645, + "timestep_mean": 438.875, + "epsilon_norm": 4.251589298248291, + "prediction_norm": 3.894615888595581, + "timestamp": "2025-07-14T12:34:08.405235" + }, + { + "epoch": 981, + "batch_idx": 0, + "loss": 0.18316149711608887, + "learning_rate": 0.000514920349869341, + "timestep_mean": 520.625, + "epsilon_norm": 7.5307207107543945, + "prediction_norm": 7.010834693908691, + "timestamp": "2025-07-14T12:34:08.410186" + }, + { + "epoch": 981, + "batch_idx": 32, + "loss": 0.37439560890197754, + "learning_rate": 0.000514920349869341, + "timestep_mean": 547.375, + "epsilon_norm": 8.621500968933105, + "prediction_norm": 7.183631896972656, + "timestamp": "2025-07-14T12:34:08.416105" + }, + { + "epoch": 981, + "batch_idx": 64, + "loss": 0.3604070246219635, + "learning_rate": 0.000514920349869341, + "timestep_mean": 431.1875, + "epsilon_norm": 7.705262660980225, + "prediction_norm": 5.841609001159668, + "timestamp": "2025-07-14T12:34:08.421538" + }, + { + "epoch": 981, + "batch_idx": 96, + "loss": 0.24206095933914185, + "learning_rate": 0.000514920349869341, + "timestep_mean": 397.5, + "epsilon_norm": 7.12542724609375, + "prediction_norm": 6.010859489440918, + "timestamp": "2025-07-14T12:34:08.426645" + }, + { + "epoch": 981, + "batch_idx": 128, + "loss": 0.1566997617483139, + "learning_rate": 0.000514920349869341, + "timestep_mean": 567.9375, + "epsilon_norm": 8.12781047821045, + "prediction_norm": 7.390621662139893, + "timestamp": "2025-07-14T12:34:08.434798" + }, + { + "epoch": 981, + "batch_idx": 160, + "loss": 0.42848941683769226, + "learning_rate": 0.000514920349869341, + "timestep_mean": 502.59375, + "epsilon_norm": 7.770195484161377, + "prediction_norm": 5.674474239349365, + "timestamp": "2025-07-14T12:34:08.440472" + }, + { + "epoch": 981, + "batch_idx": 192, + "loss": 0.39178526401519775, + "learning_rate": 0.000514920349869341, + "timestep_mean": 683.375, + "epsilon_norm": 3.2442405223846436, + "prediction_norm": 2.74863600730896, + "timestamp": "2025-07-14T12:34:08.446205" + }, + { + "epoch": 982, + "batch_idx": 0, + "loss": 0.3268119692802429, + "learning_rate": 0.0005141352833851371, + "timestep_mean": 422.25, + "epsilon_norm": 8.822392463684082, + "prediction_norm": 6.519696235656738, + "timestamp": "2025-07-14T12:34:08.451422" + }, + { + "epoch": 982, + "batch_idx": 32, + "loss": 0.15211576223373413, + "learning_rate": 0.0005141352833851371, + "timestep_mean": 634.8125, + "epsilon_norm": 7.917142391204834, + "prediction_norm": 7.147680282592773, + "timestamp": "2025-07-14T12:34:08.456791" + }, + { + "epoch": 982, + "batch_idx": 64, + "loss": 0.44589272141456604, + "learning_rate": 0.0005141352833851371, + "timestep_mean": 376.4375, + "epsilon_norm": 8.922607421875, + "prediction_norm": 6.876376628875732, + "timestamp": "2025-07-14T12:34:08.461991" + }, + { + "epoch": 982, + "batch_idx": 96, + "loss": 0.26452258229255676, + "learning_rate": 0.0005141352833851371, + "timestep_mean": 490.875, + "epsilon_norm": 7.404710292816162, + "prediction_norm": 6.275874614715576, + "timestamp": "2025-07-14T12:34:08.467342" + }, + { + "epoch": 982, + "batch_idx": 128, + "loss": 0.24067169427871704, + "learning_rate": 0.0005141352833851371, + "timestep_mean": 529.3125, + "epsilon_norm": 7.253108024597168, + "prediction_norm": 6.406254768371582, + "timestamp": "2025-07-14T12:34:08.472617" + }, + { + "epoch": 982, + "batch_idx": 160, + "loss": 0.18568149209022522, + "learning_rate": 0.0005141352833851371, + "timestep_mean": 545.03125, + "epsilon_norm": 7.055182456970215, + "prediction_norm": 6.635506629943848, + "timestamp": "2025-07-14T12:34:08.477965" + }, + { + "epoch": 982, + "batch_idx": 192, + "loss": 0.04957905411720276, + "learning_rate": 0.0005141352833851371, + "timestep_mean": 621.25, + "epsilon_norm": 3.8432414531707764, + "prediction_norm": 3.9057071208953857, + "timestamp": "2025-07-14T12:34:08.483253" + }, + { + "epoch": 983, + "batch_idx": 0, + "loss": 0.4212867021560669, + "learning_rate": 0.0005133501820235267, + "timestep_mean": 436.375, + "epsilon_norm": 8.106471061706543, + "prediction_norm": 6.303081035614014, + "timestamp": "2025-07-14T12:34:08.488400" + }, + { + "epoch": 983, + "batch_idx": 32, + "loss": 0.19186997413635254, + "learning_rate": 0.0005133501820235267, + "timestep_mean": 519.3125, + "epsilon_norm": 7.461019992828369, + "prediction_norm": 6.335024833679199, + "timestamp": "2025-07-14T12:34:08.493724" + }, + { + "epoch": 983, + "batch_idx": 64, + "loss": 0.3569895327091217, + "learning_rate": 0.0005133501820235267, + "timestep_mean": 543.9375, + "epsilon_norm": 9.660181999206543, + "prediction_norm": 8.114755630493164, + "timestamp": "2025-07-14T12:34:08.498981" + }, + { + "epoch": 983, + "batch_idx": 96, + "loss": 0.2679872512817383, + "learning_rate": 0.0005133501820235267, + "timestep_mean": 485.03125, + "epsilon_norm": 8.553582191467285, + "prediction_norm": 7.482783794403076, + "timestamp": "2025-07-14T12:34:08.504176" + }, + { + "epoch": 983, + "batch_idx": 128, + "loss": 0.2218511551618576, + "learning_rate": 0.0005133501820235267, + "timestep_mean": 435.0625, + "epsilon_norm": 7.587302207946777, + "prediction_norm": 6.05272102355957, + "timestamp": "2025-07-14T12:34:08.509246" + }, + { + "epoch": 983, + "batch_idx": 160, + "loss": 0.24335791170597076, + "learning_rate": 0.0005133501820235267, + "timestep_mean": 478.9375, + "epsilon_norm": 7.550804138183594, + "prediction_norm": 6.017685413360596, + "timestamp": "2025-07-14T12:34:08.514493" + }, + { + "epoch": 983, + "batch_idx": 192, + "loss": 0.4925535321235657, + "learning_rate": 0.0005133501820235267, + "timestep_mean": 467.625, + "epsilon_norm": 3.832723617553711, + "prediction_norm": 2.888627290725708, + "timestamp": "2025-07-14T12:34:08.519679" + }, + { + "epoch": 984, + "batch_idx": 0, + "loss": 0.3614387810230255, + "learning_rate": 0.0005125650477216693, + "timestep_mean": 415.9375, + "epsilon_norm": 7.9258341789245605, + "prediction_norm": 6.289642810821533, + "timestamp": "2025-07-14T12:34:08.524933" + }, + { + "epoch": 984, + "batch_idx": 32, + "loss": 0.27584367990493774, + "learning_rate": 0.0005125650477216693, + "timestep_mean": 437.03125, + "epsilon_norm": 7.6807169914245605, + "prediction_norm": 5.825899600982666, + "timestamp": "2025-07-14T12:34:08.530029" + }, + { + "epoch": 984, + "batch_idx": 64, + "loss": 0.4732704162597656, + "learning_rate": 0.0005125650477216693, + "timestep_mean": 484.4375, + "epsilon_norm": 8.869827270507812, + "prediction_norm": 7.064789295196533, + "timestamp": "2025-07-14T12:34:08.535068" + }, + { + "epoch": 984, + "batch_idx": 96, + "loss": 0.34539079666137695, + "learning_rate": 0.0005125650477216693, + "timestep_mean": 500.0625, + "epsilon_norm": 7.791895866394043, + "prediction_norm": 6.247109413146973, + "timestamp": "2025-07-14T12:34:08.540251" + }, + { + "epoch": 984, + "batch_idx": 128, + "loss": 0.27660757303237915, + "learning_rate": 0.0005125650477216693, + "timestep_mean": 501.96875, + "epsilon_norm": 9.348095893859863, + "prediction_norm": 8.271668434143066, + "timestamp": "2025-07-14T12:34:08.545819" + }, + { + "epoch": 984, + "batch_idx": 160, + "loss": 0.12619854509830475, + "learning_rate": 0.0005125650477216693, + "timestep_mean": 577.90625, + "epsilon_norm": 8.101799964904785, + "prediction_norm": 7.060805797576904, + "timestamp": "2025-07-14T12:34:08.553117" + }, + { + "epoch": 984, + "batch_idx": 192, + "loss": 0.12663030624389648, + "learning_rate": 0.0005125650477216693, + "timestep_mean": 594.25, + "epsilon_norm": 3.4463815689086914, + "prediction_norm": 3.279780387878418, + "timestamp": "2025-07-14T12:34:08.558476" + }, + { + "epoch": 985, + "batch_idx": 0, + "loss": 0.10009048879146576, + "learning_rate": 0.0005117798824168056, + "timestep_mean": 619.71875, + "epsilon_norm": 6.6057658195495605, + "prediction_norm": 6.586609363555908, + "timestamp": "2025-07-14T12:34:08.563663" + }, + { + "epoch": 985, + "batch_idx": 32, + "loss": 0.3430708944797516, + "learning_rate": 0.0005117798824168056, + "timestep_mean": 520.8125, + "epsilon_norm": 9.087118148803711, + "prediction_norm": 8.126355171203613, + "timestamp": "2025-07-14T12:34:08.568905" + }, + { + "epoch": 985, + "batch_idx": 64, + "loss": 0.14904329180717468, + "learning_rate": 0.0005117798824168056, + "timestep_mean": 563.1875, + "epsilon_norm": 9.09625244140625, + "prediction_norm": 8.621895790100098, + "timestamp": "2025-07-14T12:34:08.574202" + }, + { + "epoch": 985, + "batch_idx": 96, + "loss": 0.2535445988178253, + "learning_rate": 0.0005117798824168056, + "timestep_mean": 477.9375, + "epsilon_norm": 8.102489471435547, + "prediction_norm": 7.142340660095215, + "timestamp": "2025-07-14T12:34:08.579477" + }, + { + "epoch": 985, + "batch_idx": 128, + "loss": 0.20956197381019592, + "learning_rate": 0.0005117798824168056, + "timestep_mean": 591.5, + "epsilon_norm": 8.02782917022705, + "prediction_norm": 6.669100761413574, + "timestamp": "2025-07-14T12:34:08.584689" + }, + { + "epoch": 985, + "batch_idx": 160, + "loss": 0.20752879977226257, + "learning_rate": 0.0005117798824168056, + "timestep_mean": 541.65625, + "epsilon_norm": 7.653443336486816, + "prediction_norm": 6.7535080909729, + "timestamp": "2025-07-14T12:34:08.589857" + }, + { + "epoch": 985, + "batch_idx": 192, + "loss": 0.46238642930984497, + "learning_rate": 0.0005117798824168056, + "timestep_mean": 407.875, + "epsilon_norm": 3.627054452896118, + "prediction_norm": 2.5621933937072754, + "timestamp": "2025-07-14T12:34:08.595262" + }, + { + "epoch": 986, + "batch_idx": 0, + "loss": 0.22564207017421722, + "learning_rate": 0.0005109946880462531, + "timestep_mean": 549.125, + "epsilon_norm": 7.492011547088623, + "prediction_norm": 6.464896202087402, + "timestamp": "2025-07-14T12:34:08.600512" + }, + { + "epoch": 986, + "batch_idx": 32, + "loss": 0.326171338558197, + "learning_rate": 0.0005109946880462531, + "timestep_mean": 494.3125, + "epsilon_norm": 8.158092498779297, + "prediction_norm": 6.300261974334717, + "timestamp": "2025-07-14T12:34:08.605664" + }, + { + "epoch": 986, + "batch_idx": 64, + "loss": 0.4160703420639038, + "learning_rate": 0.0005109946880462531, + "timestep_mean": 489.9375, + "epsilon_norm": 7.5939507484436035, + "prediction_norm": 5.784802436828613, + "timestamp": "2025-07-14T12:34:08.610709" + }, + { + "epoch": 986, + "batch_idx": 96, + "loss": 0.4234972596168518, + "learning_rate": 0.0005109946880462531, + "timestep_mean": 430.21875, + "epsilon_norm": 8.30246353149414, + "prediction_norm": 6.463381767272949, + "timestamp": "2025-07-14T12:34:08.615911" + }, + { + "epoch": 986, + "batch_idx": 128, + "loss": 0.21161682903766632, + "learning_rate": 0.0005109946880462531, + "timestep_mean": 478.25, + "epsilon_norm": 7.6214094161987305, + "prediction_norm": 6.654824733734131, + "timestamp": "2025-07-14T12:34:08.621316" + }, + { + "epoch": 986, + "batch_idx": 160, + "loss": 0.13025251030921936, + "learning_rate": 0.0005109946880462531, + "timestep_mean": 549.75, + "epsilon_norm": 7.9275665283203125, + "prediction_norm": 7.85845422744751, + "timestamp": "2025-07-14T12:34:08.626459" + }, + { + "epoch": 986, + "batch_idx": 192, + "loss": 0.08150994777679443, + "learning_rate": 0.0005109946880462531, + "timestep_mean": 682.375, + "epsilon_norm": 4.308132171630859, + "prediction_norm": 4.105673789978027, + "timestamp": "2025-07-14T12:34:08.631706" + }, + { + "epoch": 987, + "batch_idx": 0, + "loss": 0.23295769095420837, + "learning_rate": 0.0005102094665474008, + "timestep_mean": 487.34375, + "epsilon_norm": 7.3161797523498535, + "prediction_norm": 6.546666622161865, + "timestamp": "2025-07-14T12:34:08.637019" + }, + { + "epoch": 987, + "batch_idx": 32, + "loss": 0.2127029150724411, + "learning_rate": 0.0005102094665474008, + "timestep_mean": 513.5625, + "epsilon_norm": 6.688041687011719, + "prediction_norm": 6.347897052764893, + "timestamp": "2025-07-14T12:34:08.642297" + }, + { + "epoch": 987, + "batch_idx": 64, + "loss": 0.40076345205307007, + "learning_rate": 0.0005102094665474008, + "timestep_mean": 433.1875, + "epsilon_norm": 8.782269477844238, + "prediction_norm": 7.353084564208984, + "timestamp": "2025-07-14T12:34:08.647369" + }, + { + "epoch": 987, + "batch_idx": 96, + "loss": 0.2934827208518982, + "learning_rate": 0.0005102094665474008, + "timestep_mean": 527.46875, + "epsilon_norm": 7.804906368255615, + "prediction_norm": 6.477499008178711, + "timestamp": "2025-07-14T12:34:08.652394" + }, + { + "epoch": 987, + "batch_idx": 128, + "loss": 0.1965692937374115, + "learning_rate": 0.0005102094665474008, + "timestep_mean": 545.25, + "epsilon_norm": 8.74089241027832, + "prediction_norm": 7.665616512298584, + "timestamp": "2025-07-14T12:34:08.657425" + }, + { + "epoch": 987, + "batch_idx": 160, + "loss": 0.5197513699531555, + "learning_rate": 0.0005102094665474008, + "timestep_mean": 487.40625, + "epsilon_norm": 9.08150863647461, + "prediction_norm": 7.03122615814209, + "timestamp": "2025-07-14T12:34:08.662740" + }, + { + "epoch": 987, + "batch_idx": 192, + "loss": 0.14957989752292633, + "learning_rate": 0.0005102094665474008, + "timestep_mean": 615.375, + "epsilon_norm": 3.3341596126556396, + "prediction_norm": 2.9565277099609375, + "timestamp": "2025-07-14T12:34:08.668114" + }, + { + "epoch": 988, + "batch_idx": 0, + "loss": 0.327228844165802, + "learning_rate": 0.0005094242198577047, + "timestep_mean": 518.625, + "epsilon_norm": 9.966859817504883, + "prediction_norm": 8.14384937286377, + "timestamp": "2025-07-14T12:34:08.673370" + }, + { + "epoch": 988, + "batch_idx": 32, + "loss": 0.3395264446735382, + "learning_rate": 0.0005094242198577047, + "timestep_mean": 438.28125, + "epsilon_norm": 7.552860736846924, + "prediction_norm": 6.183077812194824, + "timestamp": "2025-07-14T12:34:08.679595" + }, + { + "epoch": 988, + "batch_idx": 64, + "loss": 0.24773909151554108, + "learning_rate": 0.0005094242198577047, + "timestep_mean": 527.1875, + "epsilon_norm": 9.473685264587402, + "prediction_norm": 8.432320594787598, + "timestamp": "2025-07-14T12:34:08.684921" + }, + { + "epoch": 988, + "batch_idx": 96, + "loss": 0.34497717022895813, + "learning_rate": 0.0005094242198577047, + "timestep_mean": 442.09375, + "epsilon_norm": 8.019335746765137, + "prediction_norm": 6.125747203826904, + "timestamp": "2025-07-14T12:34:08.690203" + }, + { + "epoch": 988, + "batch_idx": 128, + "loss": 0.3900705575942993, + "learning_rate": 0.0005094242198577047, + "timestep_mean": 475.96875, + "epsilon_norm": 8.054953575134277, + "prediction_norm": 6.184767723083496, + "timestamp": "2025-07-14T12:34:08.695443" + }, + { + "epoch": 988, + "batch_idx": 160, + "loss": 0.373468279838562, + "learning_rate": 0.0005094242198577047, + "timestep_mean": 548.375, + "epsilon_norm": 6.673395156860352, + "prediction_norm": 6.046946048736572, + "timestamp": "2025-07-14T12:34:08.700686" + }, + { + "epoch": 988, + "batch_idx": 192, + "loss": 0.5020684003829956, + "learning_rate": 0.0005094242198577047, + "timestep_mean": 465.75, + "epsilon_norm": 5.10400915145874, + "prediction_norm": 3.613011598587036, + "timestamp": "2025-07-14T12:34:08.705925" + }, + { + "epoch": 989, + "batch_idx": 0, + "loss": 0.24438461661338806, + "learning_rate": 0.0005086389499146828, + "timestep_mean": 536.65625, + "epsilon_norm": 7.701233863830566, + "prediction_norm": 5.887441158294678, + "timestamp": "2025-07-14T12:34:08.711218" + }, + { + "epoch": 989, + "batch_idx": 32, + "loss": 0.3014480769634247, + "learning_rate": 0.0005086389499146828, + "timestep_mean": 476.78125, + "epsilon_norm": 7.699462890625, + "prediction_norm": 6.766271114349365, + "timestamp": "2025-07-14T12:34:08.716436" + }, + { + "epoch": 989, + "batch_idx": 64, + "loss": 0.1796686351299286, + "learning_rate": 0.0005086389499146828, + "timestep_mean": 485.15625, + "epsilon_norm": 6.4537434577941895, + "prediction_norm": 5.685027122497559, + "timestamp": "2025-07-14T12:34:08.721706" + }, + { + "epoch": 989, + "batch_idx": 96, + "loss": 0.12257395684719086, + "learning_rate": 0.0005086389499146828, + "timestep_mean": 570.46875, + "epsilon_norm": 7.1362690925598145, + "prediction_norm": 6.423306941986084, + "timestamp": "2025-07-14T12:34:08.726726" + }, + { + "epoch": 989, + "batch_idx": 128, + "loss": 0.18798375129699707, + "learning_rate": 0.0005086389499146828, + "timestep_mean": 538.25, + "epsilon_norm": 6.8206095695495605, + "prediction_norm": 5.8405656814575195, + "timestamp": "2025-07-14T12:34:08.731649" + }, + { + "epoch": 989, + "batch_idx": 160, + "loss": 0.4550365209579468, + "learning_rate": 0.0005086389499146828, + "timestep_mean": 431.5625, + "epsilon_norm": 8.59144115447998, + "prediction_norm": 7.670924186706543, + "timestamp": "2025-07-14T12:34:08.736578" + }, + { + "epoch": 989, + "batch_idx": 192, + "loss": 0.25086134672164917, + "learning_rate": 0.0005086389499146828, + "timestep_mean": 412.0, + "epsilon_norm": 3.0284063816070557, + "prediction_norm": 2.7913730144500732, + "timestamp": "2025-07-14T12:34:08.741478" + }, + { + "epoch": 990, + "batch_idx": 0, + "loss": 0.15411332249641418, + "learning_rate": 0.0005078536586559109, + "timestep_mean": 462.96875, + "epsilon_norm": 6.327365398406982, + "prediction_norm": 6.018529415130615, + "timestamp": "2025-07-14T12:34:08.746381" + }, + { + "epoch": 990, + "batch_idx": 32, + "loss": 0.3590201139450073, + "learning_rate": 0.0005078536586559109, + "timestep_mean": 527.71875, + "epsilon_norm": 9.247220039367676, + "prediction_norm": 8.01737117767334, + "timestamp": "2025-07-14T12:34:08.751369" + }, + { + "epoch": 990, + "batch_idx": 64, + "loss": 0.2893112897872925, + "learning_rate": 0.0005078536586559109, + "timestep_mean": 450.9375, + "epsilon_norm": 7.438799858093262, + "prediction_norm": 5.47005033493042, + "timestamp": "2025-07-14T12:34:08.756426" + }, + { + "epoch": 990, + "batch_idx": 96, + "loss": 0.22621816396713257, + "learning_rate": 0.0005078536586559109, + "timestep_mean": 458.5625, + "epsilon_norm": 6.764466285705566, + "prediction_norm": 5.526893615722656, + "timestamp": "2025-07-14T12:34:08.762144" + }, + { + "epoch": 990, + "batch_idx": 128, + "loss": 0.14700639247894287, + "learning_rate": 0.0005078536586559109, + "timestep_mean": 584.15625, + "epsilon_norm": 9.056535720825195, + "prediction_norm": 8.283075332641602, + "timestamp": "2025-07-14T12:34:08.769225" + }, + { + "epoch": 990, + "batch_idx": 160, + "loss": 0.20482954382896423, + "learning_rate": 0.0005078536586559109, + "timestep_mean": 544.5625, + "epsilon_norm": 6.510163307189941, + "prediction_norm": 5.662240505218506, + "timestamp": "2025-07-14T12:34:08.774492" + }, + { + "epoch": 990, + "batch_idx": 192, + "loss": 0.004717142321169376, + "learning_rate": 0.0005078536586559109, + "timestep_mean": 874.875, + "epsilon_norm": 4.1620683670043945, + "prediction_norm": 4.148344039916992, + "timestamp": "2025-07-14T12:34:08.779715" + }, + { + "epoch": 991, + "batch_idx": 0, + "loss": 0.13562613725662231, + "learning_rate": 0.000507068348019017, + "timestep_mean": 615.34375, + "epsilon_norm": 9.349161148071289, + "prediction_norm": 8.681177139282227, + "timestamp": "2025-07-14T12:34:08.784856" + }, + { + "epoch": 991, + "batch_idx": 32, + "loss": 0.3217710256576538, + "learning_rate": 0.000507068348019017, + "timestep_mean": 482.59375, + "epsilon_norm": 7.966233730316162, + "prediction_norm": 5.977798938751221, + "timestamp": "2025-07-14T12:34:08.789775" + }, + { + "epoch": 991, + "batch_idx": 64, + "loss": 0.2765645980834961, + "learning_rate": 0.000507068348019017, + "timestep_mean": 427.34375, + "epsilon_norm": 7.946545124053955, + "prediction_norm": 6.729957103729248, + "timestamp": "2025-07-14T12:34:08.794688" + }, + { + "epoch": 991, + "batch_idx": 96, + "loss": 0.2870970666408539, + "learning_rate": 0.000507068348019017, + "timestep_mean": 525.0625, + "epsilon_norm": 8.162999153137207, + "prediction_norm": 6.852023601531982, + "timestamp": "2025-07-14T12:34:08.799605" + }, + { + "epoch": 991, + "batch_idx": 128, + "loss": 0.32756853103637695, + "learning_rate": 0.000507068348019017, + "timestep_mean": 547.96875, + "epsilon_norm": 9.010519981384277, + "prediction_norm": 7.77376127243042, + "timestamp": "2025-07-14T12:34:08.804531" + }, + { + "epoch": 991, + "batch_idx": 160, + "loss": 0.3753098249435425, + "learning_rate": 0.000507068348019017, + "timestep_mean": 452.3125, + "epsilon_norm": 7.450099945068359, + "prediction_norm": 5.781729698181152, + "timestamp": "2025-07-14T12:34:08.809528" + }, + { + "epoch": 991, + "batch_idx": 192, + "loss": 0.1585153192281723, + "learning_rate": 0.000507068348019017, + "timestep_mean": 442.5, + "epsilon_norm": 3.3875250816345215, + "prediction_norm": 2.857001304626465, + "timestamp": "2025-07-14T12:34:08.814516" + }, + { + "epoch": 992, + "batch_idx": 0, + "loss": 0.2618464529514313, + "learning_rate": 0.0005062830199416768, + "timestep_mean": 517.0625, + "epsilon_norm": 8.70167064666748, + "prediction_norm": 6.805221080780029, + "timestamp": "2025-07-14T12:34:08.819894" + }, + { + "epoch": 992, + "batch_idx": 32, + "loss": 0.28772643208503723, + "learning_rate": 0.0005062830199416768, + "timestep_mean": 406.9375, + "epsilon_norm": 8.29403305053711, + "prediction_norm": 6.903675079345703, + "timestamp": "2025-07-14T12:34:08.824970" + }, + { + "epoch": 992, + "batch_idx": 64, + "loss": 0.21455463767051697, + "learning_rate": 0.0005062830199416768, + "timestep_mean": 431.84375, + "epsilon_norm": 7.932247161865234, + "prediction_norm": 6.577383995056152, + "timestamp": "2025-07-14T12:34:08.830016" + }, + { + "epoch": 992, + "batch_idx": 96, + "loss": 0.1421075463294983, + "learning_rate": 0.0005062830199416768, + "timestep_mean": 494.5, + "epsilon_norm": 7.9498291015625, + "prediction_norm": 7.1060872077941895, + "timestamp": "2025-07-14T12:34:08.835031" + }, + { + "epoch": 992, + "batch_idx": 128, + "loss": 0.4851098656654358, + "learning_rate": 0.0005062830199416768, + "timestep_mean": 514.1875, + "epsilon_norm": 8.93415641784668, + "prediction_norm": 6.828304767608643, + "timestamp": "2025-07-14T12:34:08.839914" + }, + { + "epoch": 992, + "batch_idx": 160, + "loss": 0.2447405606508255, + "learning_rate": 0.0005062830199416768, + "timestep_mean": 552.21875, + "epsilon_norm": 7.8492841720581055, + "prediction_norm": 6.500453472137451, + "timestamp": "2025-07-14T12:34:08.844898" + }, + { + "epoch": 992, + "batch_idx": 192, + "loss": 0.18334299325942993, + "learning_rate": 0.0005062830199416768, + "timestep_mean": 490.375, + "epsilon_norm": 2.692800283432007, + "prediction_norm": 2.37007212638855, + "timestamp": "2025-07-14T12:34:08.849924" + }, + { + "epoch": 993, + "batch_idx": 0, + "loss": 0.30989208817481995, + "learning_rate": 0.0005054976763616097, + "timestep_mean": 539.0, + "epsilon_norm": 7.8516106605529785, + "prediction_norm": 6.276637554168701, + "timestamp": "2025-07-14T12:34:08.854976" + }, + { + "epoch": 993, + "batch_idx": 32, + "loss": 0.20178142189979553, + "learning_rate": 0.0005054976763616097, + "timestep_mean": 492.1875, + "epsilon_norm": 7.107688903808594, + "prediction_norm": 6.129885196685791, + "timestamp": "2025-07-14T12:34:08.860235" + }, + { + "epoch": 993, + "batch_idx": 64, + "loss": 0.378969669342041, + "learning_rate": 0.0005054976763616097, + "timestep_mean": 461.90625, + "epsilon_norm": 7.20943546295166, + "prediction_norm": 5.4561567306518555, + "timestamp": "2025-07-14T12:34:08.865298" + }, + { + "epoch": 993, + "batch_idx": 96, + "loss": 0.199817955493927, + "learning_rate": 0.0005054976763616097, + "timestep_mean": 550.34375, + "epsilon_norm": 8.795448303222656, + "prediction_norm": 8.348353385925293, + "timestamp": "2025-07-14T12:34:08.870252" + }, + { + "epoch": 993, + "batch_idx": 128, + "loss": 0.1444138139486313, + "learning_rate": 0.0005054976763616097, + "timestep_mean": 581.5625, + "epsilon_norm": 8.261334419250488, + "prediction_norm": 8.091167449951172, + "timestamp": "2025-07-14T12:34:08.875282" + }, + { + "epoch": 993, + "batch_idx": 160, + "loss": 0.33019715547561646, + "learning_rate": 0.0005054976763616097, + "timestep_mean": 448.4375, + "epsilon_norm": 8.79478645324707, + "prediction_norm": 7.555272579193115, + "timestamp": "2025-07-14T12:34:08.880293" + }, + { + "epoch": 993, + "batch_idx": 192, + "loss": 0.4301145672798157, + "learning_rate": 0.0005054976763616097, + "timestep_mean": 384.375, + "epsilon_norm": 3.584698438644409, + "prediction_norm": 2.772557020187378, + "timestamp": "2025-07-14T12:34:08.885318" + }, + { + "epoch": 994, + "batch_idx": 0, + "loss": 0.2945740222930908, + "learning_rate": 0.0005047123192165725, + "timestep_mean": 426.90625, + "epsilon_norm": 8.834136962890625, + "prediction_norm": 7.400809288024902, + "timestamp": "2025-07-14T12:34:08.890889" + }, + { + "epoch": 994, + "batch_idx": 32, + "loss": 0.17199558019638062, + "learning_rate": 0.0005047123192165725, + "timestep_mean": 543.375, + "epsilon_norm": 7.253450393676758, + "prediction_norm": 6.827958583831787, + "timestamp": "2025-07-14T12:34:08.896223" + }, + { + "epoch": 994, + "batch_idx": 64, + "loss": 0.21680398285388947, + "learning_rate": 0.0005047123192165725, + "timestep_mean": 527.21875, + "epsilon_norm": 8.248997688293457, + "prediction_norm": 6.854979038238525, + "timestamp": "2025-07-14T12:34:08.902984" + }, + { + "epoch": 994, + "batch_idx": 96, + "loss": 0.20062974095344543, + "learning_rate": 0.0005047123192165725, + "timestep_mean": 460.46875, + "epsilon_norm": 7.786802291870117, + "prediction_norm": 7.122000217437744, + "timestamp": "2025-07-14T12:34:08.908209" + }, + { + "epoch": 994, + "batch_idx": 128, + "loss": 0.4350805878639221, + "learning_rate": 0.0005047123192165725, + "timestep_mean": 399.6875, + "epsilon_norm": 9.834376335144043, + "prediction_norm": 7.9480390548706055, + "timestamp": "2025-07-14T12:34:08.913434" + }, + { + "epoch": 994, + "batch_idx": 160, + "loss": 0.23987321555614471, + "learning_rate": 0.0005047123192165725, + "timestep_mean": 501.0, + "epsilon_norm": 8.012277603149414, + "prediction_norm": 7.441967487335205, + "timestamp": "2025-07-14T12:34:08.918528" + }, + { + "epoch": 994, + "batch_idx": 192, + "loss": 0.2132611721754074, + "learning_rate": 0.0005047123192165725, + "timestep_mean": 276.125, + "epsilon_norm": 2.4351422786712646, + "prediction_norm": 2.3220489025115967, + "timestamp": "2025-07-14T12:34:08.923652" + }, + { + "epoch": 995, + "batch_idx": 0, + "loss": 0.22388850152492523, + "learning_rate": 0.0005039269504443562, + "timestep_mean": 520.875, + "epsilon_norm": 8.641749382019043, + "prediction_norm": 7.85150146484375, + "timestamp": "2025-07-14T12:34:08.928821" + }, + { + "epoch": 995, + "batch_idx": 32, + "loss": 0.27573588490486145, + "learning_rate": 0.0005039269504443562, + "timestep_mean": 490.21875, + "epsilon_norm": 7.741577625274658, + "prediction_norm": 6.405861854553223, + "timestamp": "2025-07-14T12:34:08.933835" + }, + { + "epoch": 995, + "batch_idx": 64, + "loss": 0.257942795753479, + "learning_rate": 0.0005039269504443562, + "timestep_mean": 546.09375, + "epsilon_norm": 7.371294975280762, + "prediction_norm": 6.831535816192627, + "timestamp": "2025-07-14T12:34:08.938760" + }, + { + "epoch": 995, + "batch_idx": 96, + "loss": 0.3043168783187866, + "learning_rate": 0.0005039269504443562, + "timestep_mean": 409.34375, + "epsilon_norm": 7.165371894836426, + "prediction_norm": 5.361634254455566, + "timestamp": "2025-07-14T12:34:08.943781" + }, + { + "epoch": 995, + "batch_idx": 128, + "loss": 0.7011533975601196, + "learning_rate": 0.0005039269504443562, + "timestep_mean": 445.375, + "epsilon_norm": 9.497420310974121, + "prediction_norm": 7.0709757804870605, + "timestamp": "2025-07-14T12:34:08.948835" + }, + { + "epoch": 995, + "batch_idx": 160, + "loss": 0.2666521668434143, + "learning_rate": 0.0005039269504443562, + "timestep_mean": 454.4375, + "epsilon_norm": 6.078821659088135, + "prediction_norm": 4.905789375305176, + "timestamp": "2025-07-14T12:34:08.953864" + }, + { + "epoch": 995, + "batch_idx": 192, + "loss": 0.374972939491272, + "learning_rate": 0.0005039269504443562, + "timestep_mean": 614.0, + "epsilon_norm": 3.3685100078582764, + "prediction_norm": 2.3274295330047607, + "timestamp": "2025-07-14T12:34:08.958992" + }, + { + "epoch": 996, + "batch_idx": 0, + "loss": 0.3026806116104126, + "learning_rate": 0.0005031415719827801, + "timestep_mean": 506.15625, + "epsilon_norm": 8.67258071899414, + "prediction_norm": 6.580273151397705, + "timestamp": "2025-07-14T12:34:08.963979" + }, + { + "epoch": 996, + "batch_idx": 32, + "loss": 0.2949336767196655, + "learning_rate": 0.0005031415719827801, + "timestep_mean": 515.1875, + "epsilon_norm": 8.617523193359375, + "prediction_norm": 7.30479621887207, + "timestamp": "2025-07-14T12:34:08.969023" + }, + { + "epoch": 996, + "batch_idx": 64, + "loss": 0.3950374126434326, + "learning_rate": 0.0005031415719827801, + "timestep_mean": 437.28125, + "epsilon_norm": 8.79888916015625, + "prediction_norm": 6.850120544433594, + "timestamp": "2025-07-14T12:34:08.974276" + }, + { + "epoch": 996, + "batch_idx": 96, + "loss": 0.3970535695552826, + "learning_rate": 0.0005031415719827801, + "timestep_mean": 492.71875, + "epsilon_norm": 9.57044792175293, + "prediction_norm": 7.636159420013428, + "timestamp": "2025-07-14T12:34:08.979712" + }, + { + "epoch": 996, + "batch_idx": 128, + "loss": 0.36955446004867554, + "learning_rate": 0.0005031415719827801, + "timestep_mean": 544.40625, + "epsilon_norm": 7.942063808441162, + "prediction_norm": 6.255014896392822, + "timestamp": "2025-07-14T12:34:08.986349" + }, + { + "epoch": 996, + "batch_idx": 160, + "loss": 0.19380313158035278, + "learning_rate": 0.0005031415719827801, + "timestep_mean": 433.5625, + "epsilon_norm": 7.680959701538086, + "prediction_norm": 6.798226833343506, + "timestamp": "2025-07-14T12:34:08.991708" + }, + { + "epoch": 996, + "batch_idx": 192, + "loss": 0.2094811499118805, + "learning_rate": 0.0005031415719827801, + "timestep_mean": 358.0, + "epsilon_norm": 3.792358160018921, + "prediction_norm": 3.174838066101074, + "timestamp": "2025-07-14T12:34:08.996840" + }, + { + "epoch": 997, + "batch_idx": 0, + "loss": 0.47146737575531006, + "learning_rate": 0.0005023561857696872, + "timestep_mean": 431.5625, + "epsilon_norm": 8.551862716674805, + "prediction_norm": 6.391992092132568, + "timestamp": "2025-07-14T12:34:09.001876" + }, + { + "epoch": 997, + "batch_idx": 32, + "loss": 0.2858407199382782, + "learning_rate": 0.0005023561857696872, + "timestep_mean": 577.21875, + "epsilon_norm": 9.066543579101562, + "prediction_norm": 7.3894548416137695, + "timestamp": "2025-07-14T12:34:09.006911" + }, + { + "epoch": 997, + "batch_idx": 64, + "loss": 0.2599683701992035, + "learning_rate": 0.0005023561857696872, + "timestep_mean": 532.875, + "epsilon_norm": 7.787042140960693, + "prediction_norm": 6.861663341522217, + "timestamp": "2025-07-14T12:34:09.011922" + }, + { + "epoch": 997, + "batch_idx": 96, + "loss": 0.3264565169811249, + "learning_rate": 0.0005023561857696872, + "timestep_mean": 480.90625, + "epsilon_norm": 7.666697025299072, + "prediction_norm": 5.978368759155273, + "timestamp": "2025-07-14T12:34:09.017021" + }, + { + "epoch": 997, + "batch_idx": 128, + "loss": 0.3461913466453552, + "learning_rate": 0.0005023561857696872, + "timestep_mean": 512.0625, + "epsilon_norm": 8.601120948791504, + "prediction_norm": 7.031064987182617, + "timestamp": "2025-07-14T12:34:09.021883" + }, + { + "epoch": 997, + "batch_idx": 160, + "loss": 0.3286977708339691, + "learning_rate": 0.0005023561857696872, + "timestep_mean": 473.71875, + "epsilon_norm": 7.346218109130859, + "prediction_norm": 6.222425937652588, + "timestamp": "2025-07-14T12:34:09.026867" + }, + { + "epoch": 997, + "batch_idx": 192, + "loss": 0.4451115131378174, + "learning_rate": 0.0005023561857696872, + "timestep_mean": 424.25, + "epsilon_norm": 3.8520846366882324, + "prediction_norm": 4.173112869262695, + "timestamp": "2025-07-14T12:34:09.031854" + }, + { + "epoch": 998, + "batch_idx": 0, + "loss": 0.18994489312171936, + "learning_rate": 0.0005015707937429403, + "timestep_mean": 496.875, + "epsilon_norm": 7.067521572113037, + "prediction_norm": 6.20922327041626, + "timestamp": "2025-07-14T12:34:09.036802" + }, + { + "epoch": 998, + "batch_idx": 32, + "loss": 0.21356657147407532, + "learning_rate": 0.0005015707937429403, + "timestep_mean": 521.71875, + "epsilon_norm": 7.416333198547363, + "prediction_norm": 6.7920708656311035, + "timestamp": "2025-07-14T12:34:09.041754" + }, + { + "epoch": 998, + "batch_idx": 64, + "loss": 0.4805539548397064, + "learning_rate": 0.0005015707937429403, + "timestep_mean": 399.09375, + "epsilon_norm": 8.172086715698242, + "prediction_norm": 6.752694129943848, + "timestamp": "2025-07-14T12:34:09.046792" + }, + { + "epoch": 998, + "batch_idx": 96, + "loss": 0.3144568204879761, + "learning_rate": 0.0005015707937429403, + "timestep_mean": 404.90625, + "epsilon_norm": 8.216005325317383, + "prediction_norm": 6.198246955871582, + "timestamp": "2025-07-14T12:34:09.051712" + }, + { + "epoch": 998, + "batch_idx": 128, + "loss": 0.26881444454193115, + "learning_rate": 0.0005015707937429403, + "timestep_mean": 479.96875, + "epsilon_norm": 7.369835376739502, + "prediction_norm": 6.939087390899658, + "timestamp": "2025-07-14T12:34:09.056775" + }, + { + "epoch": 998, + "batch_idx": 160, + "loss": 0.16339419782161713, + "learning_rate": 0.0005015707937429403, + "timestep_mean": 527.15625, + "epsilon_norm": 7.381047248840332, + "prediction_norm": 6.378174304962158, + "timestamp": "2025-07-14T12:34:09.061715" + }, + { + "epoch": 998, + "batch_idx": 192, + "loss": 0.14653730392456055, + "learning_rate": 0.0005015707937429403, + "timestep_mean": 529.75, + "epsilon_norm": 4.135908126831055, + "prediction_norm": 3.8827121257781982, + "timestamp": "2025-07-14T12:34:09.066693" + }, + { + "epoch": 999, + "batch_idx": 0, + "loss": 0.2357967048883438, + "learning_rate": 0.0005007853978404161, + "timestep_mean": 508.25, + "epsilon_norm": 7.978253364562988, + "prediction_norm": 6.807233810424805, + "timestamp": "2025-07-14T12:34:09.071806" + }, + { + "epoch": 999, + "batch_idx": 32, + "loss": 0.18962261080741882, + "learning_rate": 0.0005007853978404161, + "timestep_mean": 480.84375, + "epsilon_norm": 7.398075103759766, + "prediction_norm": 6.941407203674316, + "timestamp": "2025-07-14T12:34:09.076804" + }, + { + "epoch": 999, + "batch_idx": 64, + "loss": 0.11424051970243454, + "learning_rate": 0.0005007853978404161, + "timestep_mean": 566.625, + "epsilon_norm": 6.124901294708252, + "prediction_norm": 5.3232340812683105, + "timestamp": "2025-07-14T12:34:09.081679" + }, + { + "epoch": 999, + "batch_idx": 96, + "loss": 0.4022882580757141, + "learning_rate": 0.0005007853978404161, + "timestep_mean": 503.625, + "epsilon_norm": 9.467591285705566, + "prediction_norm": 7.944077491760254, + "timestamp": "2025-07-14T12:34:09.086577" + }, + { + "epoch": 999, + "batch_idx": 128, + "loss": 0.23110663890838623, + "learning_rate": 0.0005007853978404161, + "timestep_mean": 490.0, + "epsilon_norm": 6.460345268249512, + "prediction_norm": 5.7406721115112305, + "timestamp": "2025-07-14T12:34:09.091452" + }, + { + "epoch": 999, + "batch_idx": 160, + "loss": 0.11127592623233795, + "learning_rate": 0.0005007853978404161, + "timestep_mean": 644.75, + "epsilon_norm": 8.792834281921387, + "prediction_norm": 8.406075477600098, + "timestamp": "2025-07-14T12:34:09.096399" + }, + { + "epoch": 999, + "batch_idx": 192, + "loss": 0.08865228295326233, + "learning_rate": 0.0005007853978404161, + "timestep_mean": 469.75, + "epsilon_norm": 2.961226463317871, + "prediction_norm": 2.559051990509033, + "timestamp": "2025-07-14T12:34:09.101344" + }, + { + "epoch": 1000, + "batch_idx": 0, + "loss": 0.34070897102355957, + "learning_rate": 0.0005000000000000006, + "timestep_mean": 513.28125, + "epsilon_norm": 7.975164413452148, + "prediction_norm": 6.195044040679932, + "timestamp": "2025-07-14T12:34:09.106248" + }, + { + "epoch": 1000, + "batch_idx": 32, + "loss": 0.13926546275615692, + "learning_rate": 0.0005000000000000006, + "timestep_mean": 459.9375, + "epsilon_norm": 5.737939357757568, + "prediction_norm": 4.823246002197266, + "timestamp": "2025-07-14T12:34:09.111184" + }, + { + "epoch": 1000, + "batch_idx": 64, + "loss": 0.1995117962360382, + "learning_rate": 0.0005000000000000006, + "timestep_mean": 503.90625, + "epsilon_norm": 8.092768669128418, + "prediction_norm": 6.879179954528809, + "timestamp": "2025-07-14T12:34:09.116102" + }, + { + "epoch": 1000, + "batch_idx": 96, + "loss": 0.142293319106102, + "learning_rate": 0.0005000000000000006, + "timestep_mean": 543.1875, + "epsilon_norm": 7.412689685821533, + "prediction_norm": 6.152246952056885, + "timestamp": "2025-07-14T12:34:09.121005" + }, + { + "epoch": 1000, + "batch_idx": 128, + "loss": 0.20865461230278015, + "learning_rate": 0.0005000000000000006, + "timestep_mean": 484.25, + "epsilon_norm": 8.07042121887207, + "prediction_norm": 7.269585132598877, + "timestamp": "2025-07-14T12:34:09.125905" + }, + { + "epoch": 1000, + "batch_idx": 160, + "loss": 0.22235149145126343, + "learning_rate": 0.0005000000000000006, + "timestep_mean": 489.84375, + "epsilon_norm": 8.059030532836914, + "prediction_norm": 6.416799068450928, + "timestamp": "2025-07-14T12:34:09.130777" + }, + { + "epoch": 1000, + "batch_idx": 192, + "loss": 0.03696538507938385, + "learning_rate": 0.0005000000000000006, + "timestep_mean": 561.75, + "epsilon_norm": 3.247382164001465, + "prediction_norm": 3.0995922088623047, + "timestamp": "2025-07-14T12:34:09.135656" + }, + { + "epoch": 1001, + "batch_idx": 0, + "loss": 0.5571684241294861, + "learning_rate": 0.0004992146021595851, + "timestep_mean": 555.1875, + "epsilon_norm": 8.493961334228516, + "prediction_norm": 6.376267433166504, + "timestamp": "2025-07-14T12:34:09.140574" + }, + { + "epoch": 1001, + "batch_idx": 32, + "loss": 0.24836194515228271, + "learning_rate": 0.0004992146021595851, + "timestep_mean": 392.1875, + "epsilon_norm": 7.996040344238281, + "prediction_norm": 6.751774787902832, + "timestamp": "2025-07-14T12:34:09.145481" + }, + { + "epoch": 1001, + "batch_idx": 64, + "loss": 0.47331252694129944, + "learning_rate": 0.0004992146021595851, + "timestep_mean": 456.65625, + "epsilon_norm": 8.670300483703613, + "prediction_norm": 6.588657379150391, + "timestamp": "2025-07-14T12:34:09.150391" + }, + { + "epoch": 1001, + "batch_idx": 96, + "loss": 0.23175597190856934, + "learning_rate": 0.0004992146021595851, + "timestep_mean": 430.96875, + "epsilon_norm": 6.104032039642334, + "prediction_norm": 5.335453510284424, + "timestamp": "2025-07-14T12:34:09.155233" + }, + { + "epoch": 1001, + "batch_idx": 128, + "loss": 0.27290406823158264, + "learning_rate": 0.0004992146021595851, + "timestep_mean": 551.5, + "epsilon_norm": 7.933612823486328, + "prediction_norm": 6.786494255065918, + "timestamp": "2025-07-14T12:34:09.160213" + }, + { + "epoch": 1001, + "batch_idx": 160, + "loss": 0.23454725742340088, + "learning_rate": 0.0004992146021595851, + "timestep_mean": 535.90625, + "epsilon_norm": 8.676234245300293, + "prediction_norm": 7.429290771484375, + "timestamp": "2025-07-14T12:34:09.165108" + }, + { + "epoch": 1001, + "batch_idx": 192, + "loss": 0.4495873749256134, + "learning_rate": 0.0004992146021595851, + "timestep_mean": 473.25, + "epsilon_norm": 4.2599196434021, + "prediction_norm": 3.062201976776123, + "timestamp": "2025-07-14T12:34:09.169985" + }, + { + "epoch": 1002, + "batch_idx": 0, + "loss": 0.3973698914051056, + "learning_rate": 0.0004984292062570608, + "timestep_mean": 511.875, + "epsilon_norm": 8.655305862426758, + "prediction_norm": 7.704174995422363, + "timestamp": "2025-07-14T12:34:09.174882" + }, + { + "epoch": 1002, + "batch_idx": 32, + "loss": 0.2850528359413147, + "learning_rate": 0.0004984292062570608, + "timestep_mean": 547.71875, + "epsilon_norm": 8.34329891204834, + "prediction_norm": 6.862350940704346, + "timestamp": "2025-07-14T12:34:09.179885" + }, + { + "epoch": 1002, + "batch_idx": 64, + "loss": 0.19365328550338745, + "learning_rate": 0.0004984292062570608, + "timestep_mean": 496.28125, + "epsilon_norm": 7.0753374099731445, + "prediction_norm": 6.70710563659668, + "timestamp": "2025-07-14T12:34:09.185020" + }, + { + "epoch": 1002, + "batch_idx": 96, + "loss": 0.42274796962738037, + "learning_rate": 0.0004984292062570608, + "timestep_mean": 453.3125, + "epsilon_norm": 9.196700096130371, + "prediction_norm": 8.137399673461914, + "timestamp": "2025-07-14T12:34:09.190125" + }, + { + "epoch": 1002, + "batch_idx": 128, + "loss": 0.10986761748790741, + "learning_rate": 0.0004984292062570608, + "timestep_mean": 619.96875, + "epsilon_norm": 6.465230464935303, + "prediction_norm": 6.426758766174316, + "timestamp": "2025-07-14T12:34:09.195064" + }, + { + "epoch": 1002, + "batch_idx": 160, + "loss": 0.3055700361728668, + "learning_rate": 0.0004984292062570608, + "timestep_mean": 562.21875, + "epsilon_norm": 7.551322937011719, + "prediction_norm": 7.559574604034424, + "timestamp": "2025-07-14T12:34:09.200001" + }, + { + "epoch": 1002, + "batch_idx": 192, + "loss": 0.43358537554740906, + "learning_rate": 0.0004984292062570608, + "timestep_mean": 567.375, + "epsilon_norm": 4.166239261627197, + "prediction_norm": 2.924489736557007, + "timestamp": "2025-07-14T12:34:09.205003" + }, + { + "epoch": 1003, + "batch_idx": 0, + "loss": 0.30352962017059326, + "learning_rate": 0.0004976438142303139, + "timestep_mean": 469.59375, + "epsilon_norm": 8.06710433959961, + "prediction_norm": 7.383428573608398, + "timestamp": "2025-07-14T12:34:09.210145" + }, + { + "epoch": 1003, + "batch_idx": 32, + "loss": 0.26973721385002136, + "learning_rate": 0.0004976438142303139, + "timestep_mean": 451.15625, + "epsilon_norm": 7.817060470581055, + "prediction_norm": 6.956577301025391, + "timestamp": "2025-07-14T12:34:09.218473" + }, + { + "epoch": 1003, + "batch_idx": 64, + "loss": 0.22998930513858795, + "learning_rate": 0.0004976438142303139, + "timestep_mean": 521.90625, + "epsilon_norm": 7.218781471252441, + "prediction_norm": 6.888730525970459, + "timestamp": "2025-07-14T12:34:09.223886" + }, + { + "epoch": 1003, + "batch_idx": 96, + "loss": 0.11405386030673981, + "learning_rate": 0.0004976438142303139, + "timestep_mean": 499.21875, + "epsilon_norm": 7.293488502502441, + "prediction_norm": 6.743636608123779, + "timestamp": "2025-07-14T12:34:09.229394" + }, + { + "epoch": 1003, + "batch_idx": 128, + "loss": 0.37963154911994934, + "learning_rate": 0.0004976438142303139, + "timestep_mean": 421.34375, + "epsilon_norm": 7.741004943847656, + "prediction_norm": 6.023322582244873, + "timestamp": "2025-07-14T12:34:09.234590" + }, + { + "epoch": 1003, + "batch_idx": 160, + "loss": 0.20987163484096527, + "learning_rate": 0.0004976438142303139, + "timestep_mean": 495.53125, + "epsilon_norm": 8.226725578308105, + "prediction_norm": 7.271170616149902, + "timestamp": "2025-07-14T12:34:09.239803" + }, + { + "epoch": 1003, + "batch_idx": 192, + "loss": 0.06945903599262238, + "learning_rate": 0.0004976438142303139, + "timestep_mean": 537.5, + "epsilon_norm": 3.5592405796051025, + "prediction_norm": 3.274728775024414, + "timestamp": "2025-07-14T12:34:09.245265" + }, + { + "epoch": 1004, + "batch_idx": 0, + "loss": 0.18029683828353882, + "learning_rate": 0.000496858428017221, + "timestep_mean": 498.6875, + "epsilon_norm": 7.722169876098633, + "prediction_norm": 6.744683265686035, + "timestamp": "2025-07-14T12:34:09.250493" + }, + { + "epoch": 1004, + "batch_idx": 32, + "loss": 0.24970191717147827, + "learning_rate": 0.000496858428017221, + "timestep_mean": 426.0, + "epsilon_norm": 7.749207973480225, + "prediction_norm": 6.2350873947143555, + "timestamp": "2025-07-14T12:34:09.255601" + }, + { + "epoch": 1004, + "batch_idx": 64, + "loss": 0.15581710636615753, + "learning_rate": 0.000496858428017221, + "timestep_mean": 545.875, + "epsilon_norm": 6.6987433433532715, + "prediction_norm": 5.571768283843994, + "timestamp": "2025-07-14T12:34:09.260877" + }, + { + "epoch": 1004, + "batch_idx": 96, + "loss": 0.11178894340991974, + "learning_rate": 0.000496858428017221, + "timestep_mean": 531.46875, + "epsilon_norm": 7.775022506713867, + "prediction_norm": 7.211120128631592, + "timestamp": "2025-07-14T12:34:09.266043" + }, + { + "epoch": 1004, + "batch_idx": 128, + "loss": 0.3033350706100464, + "learning_rate": 0.000496858428017221, + "timestep_mean": 425.5625, + "epsilon_norm": 9.145233154296875, + "prediction_norm": 7.090452671051025, + "timestamp": "2025-07-14T12:34:09.271273" + }, + { + "epoch": 1004, + "batch_idx": 160, + "loss": 0.2993263304233551, + "learning_rate": 0.000496858428017221, + "timestep_mean": 528.25, + "epsilon_norm": 8.460471153259277, + "prediction_norm": 6.642924785614014, + "timestamp": "2025-07-14T12:34:09.276450" + }, + { + "epoch": 1004, + "batch_idx": 192, + "loss": 0.34395521879196167, + "learning_rate": 0.000496858428017221, + "timestep_mean": 596.5, + "epsilon_norm": 3.6623260974884033, + "prediction_norm": 2.304655075073242, + "timestamp": "2025-07-14T12:34:09.281707" + }, + { + "epoch": 1005, + "batch_idx": 0, + "loss": 0.13041657209396362, + "learning_rate": 0.0004960730495556449, + "timestep_mean": 535.21875, + "epsilon_norm": 7.25289249420166, + "prediction_norm": 6.692511558532715, + "timestamp": "2025-07-14T12:34:09.286913" + }, + { + "epoch": 1005, + "batch_idx": 32, + "loss": 0.22492563724517822, + "learning_rate": 0.0004960730495556449, + "timestep_mean": 501.875, + "epsilon_norm": 8.58500862121582, + "prediction_norm": 6.617368698120117, + "timestamp": "2025-07-14T12:34:09.292274" + }, + { + "epoch": 1005, + "batch_idx": 64, + "loss": 0.2650188207626343, + "learning_rate": 0.0004960730495556449, + "timestep_mean": 469.8125, + "epsilon_norm": 8.257107734680176, + "prediction_norm": 6.958622932434082, + "timestamp": "2025-07-14T12:34:09.297434" + }, + { + "epoch": 1005, + "batch_idx": 96, + "loss": 0.22368517518043518, + "learning_rate": 0.0004960730495556449, + "timestep_mean": 484.28125, + "epsilon_norm": 7.074783802032471, + "prediction_norm": 5.570549488067627, + "timestamp": "2025-07-14T12:34:09.302808" + }, + { + "epoch": 1005, + "batch_idx": 128, + "loss": 0.27358710765838623, + "learning_rate": 0.0004960730495556449, + "timestep_mean": 479.125, + "epsilon_norm": 7.1041388511657715, + "prediction_norm": 5.853543281555176, + "timestamp": "2025-07-14T12:34:09.308017" + }, + { + "epoch": 1005, + "batch_idx": 160, + "loss": 0.354226678609848, + "learning_rate": 0.0004960730495556449, + "timestep_mean": 536.4375, + "epsilon_norm": 7.13282585144043, + "prediction_norm": 5.8740973472595215, + "timestamp": "2025-07-14T12:34:09.313351" + }, + { + "epoch": 1005, + "batch_idx": 192, + "loss": 0.06578329205513, + "learning_rate": 0.0004960730495556449, + "timestep_mean": 610.5, + "epsilon_norm": 3.9836478233337402, + "prediction_norm": 3.7252962589263916, + "timestamp": "2025-07-14T12:34:09.318608" + }, + { + "epoch": 1006, + "batch_idx": 0, + "loss": 0.4892646372318268, + "learning_rate": 0.0004952876807834285, + "timestep_mean": 452.71875, + "epsilon_norm": 9.197772026062012, + "prediction_norm": 7.24863338470459, + "timestamp": "2025-07-14T12:34:09.323898" + }, + { + "epoch": 1006, + "batch_idx": 32, + "loss": 0.8048006296157837, + "learning_rate": 0.0004952876807834285, + "timestep_mean": 427.03125, + "epsilon_norm": 8.714608192443848, + "prediction_norm": 6.276034355163574, + "timestamp": "2025-07-14T12:34:09.329366" + }, + { + "epoch": 1006, + "batch_idx": 64, + "loss": 0.2760063707828522, + "learning_rate": 0.0004952876807834285, + "timestep_mean": 537.15625, + "epsilon_norm": 6.642239093780518, + "prediction_norm": 6.288654804229736, + "timestamp": "2025-07-14T12:34:09.334590" + }, + { + "epoch": 1006, + "batch_idx": 96, + "loss": 0.30654141306877136, + "learning_rate": 0.0004952876807834285, + "timestep_mean": 525.03125, + "epsilon_norm": 8.277240753173828, + "prediction_norm": 7.468632698059082, + "timestamp": "2025-07-14T12:34:09.339884" + }, + { + "epoch": 1006, + "batch_idx": 128, + "loss": 0.2208246886730194, + "learning_rate": 0.0004952876807834285, + "timestep_mean": 551.0625, + "epsilon_norm": 9.136643409729004, + "prediction_norm": 8.58998966217041, + "timestamp": "2025-07-14T12:34:09.345023" + }, + { + "epoch": 1006, + "batch_idx": 160, + "loss": 0.30240851640701294, + "learning_rate": 0.0004952876807834285, + "timestep_mean": 522.46875, + "epsilon_norm": 8.805990219116211, + "prediction_norm": 8.028152465820312, + "timestamp": "2025-07-14T12:34:09.350314" + }, + { + "epoch": 1006, + "batch_idx": 192, + "loss": 0.34939301013946533, + "learning_rate": 0.0004952876807834285, + "timestep_mean": 491.875, + "epsilon_norm": 4.176042079925537, + "prediction_norm": 3.5569567680358887, + "timestamp": "2025-07-14T12:34:09.355632" + }, + { + "epoch": 1007, + "batch_idx": 0, + "loss": 0.3389570116996765, + "learning_rate": 0.0004945023236383914, + "timestep_mean": 474.78125, + "epsilon_norm": 8.356610298156738, + "prediction_norm": 6.513424873352051, + "timestamp": "2025-07-14T12:34:09.360690" + }, + { + "epoch": 1007, + "batch_idx": 32, + "loss": 0.31379982829093933, + "learning_rate": 0.0004945023236383914, + "timestep_mean": 451.6875, + "epsilon_norm": 8.254341125488281, + "prediction_norm": 6.362967491149902, + "timestamp": "2025-07-14T12:34:09.366008" + }, + { + "epoch": 1007, + "batch_idx": 64, + "loss": 0.264448881149292, + "learning_rate": 0.0004945023236383914, + "timestep_mean": 503.25, + "epsilon_norm": 7.304507255554199, + "prediction_norm": 6.095826625823975, + "timestamp": "2025-07-14T12:34:09.371386" + }, + { + "epoch": 1007, + "batch_idx": 96, + "loss": 0.31583917140960693, + "learning_rate": 0.0004945023236383914, + "timestep_mean": 379.0, + "epsilon_norm": 6.78782320022583, + "prediction_norm": 5.408547878265381, + "timestamp": "2025-07-14T12:34:09.376533" + }, + { + "epoch": 1007, + "batch_idx": 128, + "loss": 0.31825077533721924, + "learning_rate": 0.0004945023236383914, + "timestep_mean": 548.25, + "epsilon_norm": 8.664446830749512, + "prediction_norm": 7.486731052398682, + "timestamp": "2025-07-14T12:34:09.381732" + }, + { + "epoch": 1007, + "batch_idx": 160, + "loss": 0.2594299912452698, + "learning_rate": 0.0004945023236383914, + "timestep_mean": 457.4375, + "epsilon_norm": 7.89633321762085, + "prediction_norm": 7.495591640472412, + "timestamp": "2025-07-14T12:34:09.387045" + }, + { + "epoch": 1007, + "batch_idx": 192, + "loss": 0.04707915335893631, + "learning_rate": 0.0004945023236383914, + "timestep_mean": 600.25, + "epsilon_norm": 4.0515360832214355, + "prediction_norm": 4.462092399597168, + "timestamp": "2025-07-14T12:34:09.392371" + }, + { + "epoch": 1008, + "batch_idx": 0, + "loss": 0.2255294919013977, + "learning_rate": 0.0004937169800583242, + "timestep_mean": 464.53125, + "epsilon_norm": 7.478662490844727, + "prediction_norm": 6.204349040985107, + "timestamp": "2025-07-14T12:34:09.397597" + }, + { + "epoch": 1008, + "batch_idx": 32, + "loss": 0.31279733777046204, + "learning_rate": 0.0004937169800583242, + "timestep_mean": 486.78125, + "epsilon_norm": 8.128851890563965, + "prediction_norm": 7.161454677581787, + "timestamp": "2025-07-14T12:34:09.402921" + }, + { + "epoch": 1008, + "batch_idx": 64, + "loss": 0.1825917363166809, + "learning_rate": 0.0004937169800583242, + "timestep_mean": 617.4375, + "epsilon_norm": 7.032932281494141, + "prediction_norm": 6.4418768882751465, + "timestamp": "2025-07-14T12:34:09.407876" + }, + { + "epoch": 1008, + "batch_idx": 96, + "loss": 0.21344232559204102, + "learning_rate": 0.0004937169800583242, + "timestep_mean": 478.65625, + "epsilon_norm": 8.226694107055664, + "prediction_norm": 7.494097709655762, + "timestamp": "2025-07-14T12:34:09.412891" + }, + { + "epoch": 1008, + "batch_idx": 128, + "loss": 0.3400377035140991, + "learning_rate": 0.0004937169800583242, + "timestep_mean": 433.5625, + "epsilon_norm": 7.253603935241699, + "prediction_norm": 5.919793128967285, + "timestamp": "2025-07-14T12:34:09.418171" + }, + { + "epoch": 1008, + "batch_idx": 160, + "loss": 0.31874874234199524, + "learning_rate": 0.0004937169800583242, + "timestep_mean": 570.125, + "epsilon_norm": 7.86571741104126, + "prediction_norm": 6.371806621551514, + "timestamp": "2025-07-14T12:34:09.423510" + }, + { + "epoch": 1008, + "batch_idx": 192, + "loss": 0.2421802431344986, + "learning_rate": 0.0004937169800583242, + "timestep_mean": 531.5, + "epsilon_norm": 3.7863993644714355, + "prediction_norm": 4.183802604675293, + "timestamp": "2025-07-14T12:34:09.428798" + }, + { + "epoch": 1009, + "batch_idx": 0, + "loss": 0.2631628215312958, + "learning_rate": 0.0004929316519809841, + "timestep_mean": 525.40625, + "epsilon_norm": 8.154593467712402, + "prediction_norm": 6.8052077293396, + "timestamp": "2025-07-14T12:34:09.434041" + }, + { + "epoch": 1009, + "batch_idx": 32, + "loss": 0.2804557681083679, + "learning_rate": 0.0004929316519809841, + "timestep_mean": 462.59375, + "epsilon_norm": 7.754388809204102, + "prediction_norm": 5.765021800994873, + "timestamp": "2025-07-14T12:34:09.439323" + }, + { + "epoch": 1009, + "batch_idx": 64, + "loss": 0.27499255537986755, + "learning_rate": 0.0004929316519809841, + "timestep_mean": 420.84375, + "epsilon_norm": 8.174078941345215, + "prediction_norm": 6.482569217681885, + "timestamp": "2025-07-14T12:34:09.444588" + }, + { + "epoch": 1009, + "batch_idx": 96, + "loss": 0.14545390009880066, + "learning_rate": 0.0004929316519809841, + "timestep_mean": 492.3125, + "epsilon_norm": 7.671119689941406, + "prediction_norm": 6.572676181793213, + "timestamp": "2025-07-14T12:34:09.449801" + }, + { + "epoch": 1009, + "batch_idx": 128, + "loss": 0.45713281631469727, + "learning_rate": 0.0004929316519809841, + "timestep_mean": 405.71875, + "epsilon_norm": 7.918223857879639, + "prediction_norm": 5.819874286651611, + "timestamp": "2025-07-14T12:34:09.455105" + }, + { + "epoch": 1009, + "batch_idx": 160, + "loss": 0.2008483111858368, + "learning_rate": 0.0004929316519809841, + "timestep_mean": 616.34375, + "epsilon_norm": 7.3694682121276855, + "prediction_norm": 6.230659008026123, + "timestamp": "2025-07-14T12:34:09.460262" + }, + { + "epoch": 1009, + "batch_idx": 192, + "loss": 0.5846048593521118, + "learning_rate": 0.0004929316519809841, + "timestep_mean": 421.875, + "epsilon_norm": 4.642309188842773, + "prediction_norm": 3.0394647121429443, + "timestamp": "2025-07-14T12:34:09.465213" + }, + { + "epoch": 1010, + "batch_idx": 0, + "loss": 0.2384239137172699, + "learning_rate": 0.0004921463413440902, + "timestep_mean": 541.4375, + "epsilon_norm": 7.439499855041504, + "prediction_norm": 5.799991607666016, + "timestamp": "2025-07-14T12:34:09.470216" + }, + { + "epoch": 1010, + "batch_idx": 32, + "loss": 0.37536728382110596, + "learning_rate": 0.0004921463413440902, + "timestep_mean": 507.1875, + "epsilon_norm": 9.382946968078613, + "prediction_norm": 7.412134170532227, + "timestamp": "2025-07-14T12:34:09.475679" + }, + { + "epoch": 1010, + "batch_idx": 64, + "loss": 0.49112915992736816, + "learning_rate": 0.0004921463413440902, + "timestep_mean": 489.375, + "epsilon_norm": 8.896899223327637, + "prediction_norm": 6.2393293380737305, + "timestamp": "2025-07-14T12:34:09.480959" + }, + { + "epoch": 1010, + "batch_idx": 96, + "loss": 0.2798331379890442, + "learning_rate": 0.0004921463413440902, + "timestep_mean": 516.46875, + "epsilon_norm": 7.7297797203063965, + "prediction_norm": 6.32990837097168, + "timestamp": "2025-07-14T12:34:09.486861" + }, + { + "epoch": 1010, + "batch_idx": 128, + "loss": 0.4376629889011383, + "learning_rate": 0.0004921463413440902, + "timestep_mean": 468.46875, + "epsilon_norm": 8.279902458190918, + "prediction_norm": 6.689513206481934, + "timestamp": "2025-07-14T12:34:09.492395" + }, + { + "epoch": 1010, + "batch_idx": 160, + "loss": 0.40668541193008423, + "learning_rate": 0.0004921463413440902, + "timestep_mean": 442.96875, + "epsilon_norm": 7.24735689163208, + "prediction_norm": 5.196885108947754, + "timestamp": "2025-07-14T12:34:09.497709" + }, + { + "epoch": 1010, + "batch_idx": 192, + "loss": 0.3398919701576233, + "learning_rate": 0.0004921463413440902, + "timestep_mean": 654.0, + "epsilon_norm": 4.231522083282471, + "prediction_norm": 3.5572152137756348, + "timestamp": "2025-07-14T12:34:09.503097" + }, + { + "epoch": 1011, + "batch_idx": 0, + "loss": 0.3874787390232086, + "learning_rate": 0.0004913610500853182, + "timestep_mean": 483.0625, + "epsilon_norm": 8.388358116149902, + "prediction_norm": 7.531017780303955, + "timestamp": "2025-07-14T12:34:09.508410" + }, + { + "epoch": 1011, + "batch_idx": 32, + "loss": 0.29233866930007935, + "learning_rate": 0.0004913610500853182, + "timestep_mean": 428.0, + "epsilon_norm": 7.905367851257324, + "prediction_norm": 6.778067111968994, + "timestamp": "2025-07-14T12:34:09.513683" + }, + { + "epoch": 1011, + "batch_idx": 64, + "loss": 0.41636961698532104, + "learning_rate": 0.0004913610500853182, + "timestep_mean": 416.9375, + "epsilon_norm": 9.07175350189209, + "prediction_norm": 6.398475170135498, + "timestamp": "2025-07-14T12:34:09.518981" + }, + { + "epoch": 1011, + "batch_idx": 96, + "loss": 0.27223411202430725, + "learning_rate": 0.0004913610500853182, + "timestep_mean": 489.90625, + "epsilon_norm": 9.106111526489258, + "prediction_norm": 8.597831726074219, + "timestamp": "2025-07-14T12:34:09.524207" + }, + { + "epoch": 1011, + "batch_idx": 128, + "loss": 0.2230633646249771, + "learning_rate": 0.0004913610500853182, + "timestep_mean": 512.0625, + "epsilon_norm": 7.4391255378723145, + "prediction_norm": 6.2990546226501465, + "timestamp": "2025-07-14T12:34:09.529538" + }, + { + "epoch": 1011, + "batch_idx": 160, + "loss": 0.2134547233581543, + "learning_rate": 0.0004913610500853182, + "timestep_mean": 561.625, + "epsilon_norm": 8.098689079284668, + "prediction_norm": 8.192745208740234, + "timestamp": "2025-07-14T12:34:09.534720" + }, + { + "epoch": 1011, + "batch_idx": 192, + "loss": 0.20584538578987122, + "learning_rate": 0.0004913610500853182, + "timestep_mean": 413.625, + "epsilon_norm": 3.0421600341796875, + "prediction_norm": 2.855534076690674, + "timestamp": "2025-07-14T12:34:09.539936" + }, + { + "epoch": 1012, + "batch_idx": 0, + "loss": 0.36716902256011963, + "learning_rate": 0.0004905757801422962, + "timestep_mean": 406.6875, + "epsilon_norm": 8.420456886291504, + "prediction_norm": 6.755157947540283, + "timestamp": "2025-07-14T12:34:09.545322" + }, + { + "epoch": 1012, + "batch_idx": 32, + "loss": 0.5077204704284668, + "learning_rate": 0.0004905757801422962, + "timestep_mean": 566.90625, + "epsilon_norm": 10.780828475952148, + "prediction_norm": 9.213831901550293, + "timestamp": "2025-07-14T12:34:09.550735" + }, + { + "epoch": 1012, + "batch_idx": 64, + "loss": 0.41145873069763184, + "learning_rate": 0.0004905757801422962, + "timestep_mean": 392.90625, + "epsilon_norm": 7.868095874786377, + "prediction_norm": 6.835571765899658, + "timestamp": "2025-07-14T12:34:09.556044" + }, + { + "epoch": 1012, + "batch_idx": 96, + "loss": 0.3278908133506775, + "learning_rate": 0.0004905757801422962, + "timestep_mean": 460.8125, + "epsilon_norm": 7.544615268707275, + "prediction_norm": 6.717188358306885, + "timestamp": "2025-07-14T12:34:09.561336" + }, + { + "epoch": 1012, + "batch_idx": 128, + "loss": 0.36050960421562195, + "learning_rate": 0.0004905757801422962, + "timestep_mean": 502.875, + "epsilon_norm": 7.565622329711914, + "prediction_norm": 7.305429458618164, + "timestamp": "2025-07-14T12:34:09.566553" + }, + { + "epoch": 1012, + "batch_idx": 160, + "loss": 0.33580678701400757, + "learning_rate": 0.0004905757801422962, + "timestep_mean": 522.375, + "epsilon_norm": 8.470162391662598, + "prediction_norm": 7.823571681976318, + "timestamp": "2025-07-14T12:34:09.571789" + }, + { + "epoch": 1012, + "batch_idx": 192, + "loss": 0.3259579539299011, + "learning_rate": 0.0004905757801422962, + "timestep_mean": 427.5, + "epsilon_norm": 3.660156726837158, + "prediction_norm": 3.5474472045898438, + "timestamp": "2025-07-14T12:34:09.576621" + }, + { + "epoch": 1013, + "batch_idx": 0, + "loss": 0.3462015986442566, + "learning_rate": 0.0004897905334526001, + "timestep_mean": 509.46875, + "epsilon_norm": 7.606841087341309, + "prediction_norm": 6.297231674194336, + "timestamp": "2025-07-14T12:34:09.581515" + }, + { + "epoch": 1013, + "batch_idx": 32, + "loss": 0.27327871322631836, + "learning_rate": 0.0004897905334526001, + "timestep_mean": 457.71875, + "epsilon_norm": 8.238814353942871, + "prediction_norm": 7.935944557189941, + "timestamp": "2025-07-14T12:34:09.586493" + }, + { + "epoch": 1013, + "batch_idx": 64, + "loss": 0.37406057119369507, + "learning_rate": 0.0004897905334526001, + "timestep_mean": 420.03125, + "epsilon_norm": 6.812168598175049, + "prediction_norm": 5.226396560668945, + "timestamp": "2025-07-14T12:34:09.591554" + }, + { + "epoch": 1013, + "batch_idx": 96, + "loss": 0.30184075236320496, + "learning_rate": 0.0004897905334526001, + "timestep_mean": 532.03125, + "epsilon_norm": 8.011805534362793, + "prediction_norm": 6.879220485687256, + "timestamp": "2025-07-14T12:34:09.596707" + }, + { + "epoch": 1013, + "batch_idx": 128, + "loss": 0.3541736304759979, + "learning_rate": 0.0004897905334526001, + "timestep_mean": 419.0625, + "epsilon_norm": 8.108189582824707, + "prediction_norm": 6.540946960449219, + "timestamp": "2025-07-14T12:34:09.601859" + }, + { + "epoch": 1013, + "batch_idx": 160, + "loss": 0.21542951464653015, + "learning_rate": 0.0004897905334526001, + "timestep_mean": 476.8125, + "epsilon_norm": 7.053020000457764, + "prediction_norm": 6.3205718994140625, + "timestamp": "2025-07-14T12:34:09.607124" + }, + { + "epoch": 1013, + "batch_idx": 192, + "loss": 0.344893217086792, + "learning_rate": 0.0004897905334526001, + "timestep_mean": 589.0, + "epsilon_norm": 3.8272135257720947, + "prediction_norm": 2.9318296909332275, + "timestamp": "2025-07-14T12:34:09.612246" + }, + { + "epoch": 1014, + "batch_idx": 0, + "loss": 0.3162594437599182, + "learning_rate": 0.0004890053119537478, + "timestep_mean": 522.9375, + "epsilon_norm": 7.177901744842529, + "prediction_norm": 5.539275169372559, + "timestamp": "2025-07-14T12:34:09.617537" + }, + { + "epoch": 1014, + "batch_idx": 32, + "loss": 0.30184459686279297, + "learning_rate": 0.0004890053119537478, + "timestep_mean": 443.6875, + "epsilon_norm": 7.637097358703613, + "prediction_norm": 5.496585845947266, + "timestamp": "2025-07-14T12:34:09.622815" + }, + { + "epoch": 1014, + "batch_idx": 64, + "loss": 0.08728368580341339, + "learning_rate": 0.0004890053119537478, + "timestep_mean": 660.875, + "epsilon_norm": 7.108969688415527, + "prediction_norm": 6.582038402557373, + "timestamp": "2025-07-14T12:34:09.628096" + }, + { + "epoch": 1014, + "batch_idx": 96, + "loss": 0.3976729214191437, + "learning_rate": 0.0004890053119537478, + "timestep_mean": 493.125, + "epsilon_norm": 7.627128601074219, + "prediction_norm": 6.002805709838867, + "timestamp": "2025-07-14T12:34:09.633354" + }, + { + "epoch": 1014, + "batch_idx": 128, + "loss": 0.22939258813858032, + "learning_rate": 0.0004890053119537478, + "timestep_mean": 467.71875, + "epsilon_norm": 8.093658447265625, + "prediction_norm": 6.486783504486084, + "timestamp": "2025-07-14T12:34:09.638672" + }, + { + "epoch": 1014, + "batch_idx": 160, + "loss": 0.585282027721405, + "learning_rate": 0.0004890053119537478, + "timestep_mean": 417.40625, + "epsilon_norm": 8.903794288635254, + "prediction_norm": 6.354089736938477, + "timestamp": "2025-07-14T12:34:09.643775" + }, + { + "epoch": 1014, + "batch_idx": 192, + "loss": 0.1351436823606491, + "learning_rate": 0.0004890053119537478, + "timestep_mean": 547.25, + "epsilon_norm": 3.7658863067626953, + "prediction_norm": 3.279103994369507, + "timestamp": "2025-07-14T12:34:09.648666" + }, + { + "epoch": 1015, + "batch_idx": 0, + "loss": 0.20716556906700134, + "learning_rate": 0.0004882201175831952, + "timestep_mean": 477.0, + "epsilon_norm": 7.96086311340332, + "prediction_norm": 6.65634822845459, + "timestamp": "2025-07-14T12:34:09.653563" + }, + { + "epoch": 1015, + "batch_idx": 32, + "loss": 0.31640708446502686, + "learning_rate": 0.0004882201175831952, + "timestep_mean": 463.5, + "epsilon_norm": 9.015371322631836, + "prediction_norm": 7.534616947174072, + "timestamp": "2025-07-14T12:34:09.658524" + }, + { + "epoch": 1015, + "batch_idx": 64, + "loss": 0.29765528440475464, + "learning_rate": 0.0004882201175831952, + "timestep_mean": 408.125, + "epsilon_norm": 7.8517913818359375, + "prediction_norm": 5.872200965881348, + "timestamp": "2025-07-14T12:34:09.663381" + }, + { + "epoch": 1015, + "batch_idx": 96, + "loss": 0.18711969256401062, + "learning_rate": 0.0004882201175831952, + "timestep_mean": 538.4375, + "epsilon_norm": 8.737387657165527, + "prediction_norm": 7.995490074157715, + "timestamp": "2025-07-14T12:34:09.668328" + }, + { + "epoch": 1015, + "batch_idx": 128, + "loss": 0.2981921136379242, + "learning_rate": 0.0004882201175831952, + "timestep_mean": 454.09375, + "epsilon_norm": 7.667262077331543, + "prediction_norm": 6.307905673980713, + "timestamp": "2025-07-14T12:34:09.673498" + }, + { + "epoch": 1015, + "batch_idx": 160, + "loss": 0.2061741203069687, + "learning_rate": 0.0004882201175831952, + "timestep_mean": 546.0625, + "epsilon_norm": 7.365678787231445, + "prediction_norm": 6.178271770477295, + "timestamp": "2025-07-14T12:34:09.678700" + }, + { + "epoch": 1015, + "batch_idx": 192, + "loss": 0.2510972023010254, + "learning_rate": 0.0004882201175831952, + "timestep_mean": 499.625, + "epsilon_norm": 4.335760116577148, + "prediction_norm": 3.665821075439453, + "timestamp": "2025-07-14T12:34:09.683960" + }, + { + "epoch": 1016, + "batch_idx": 0, + "loss": 0.29395201802253723, + "learning_rate": 0.00048743495227833157, + "timestep_mean": 550.5, + "epsilon_norm": 8.248143196105957, + "prediction_norm": 6.785037517547607, + "timestamp": "2025-07-14T12:34:09.689197" + }, + { + "epoch": 1016, + "batch_idx": 32, + "loss": 0.3688243627548218, + "learning_rate": 0.00048743495227833157, + "timestep_mean": 545.25, + "epsilon_norm": 9.928228378295898, + "prediction_norm": 8.075021743774414, + "timestamp": "2025-07-14T12:34:09.694378" + }, + { + "epoch": 1016, + "batch_idx": 64, + "loss": 0.2190563678741455, + "learning_rate": 0.00048743495227833157, + "timestep_mean": 453.4375, + "epsilon_norm": 7.5507707595825195, + "prediction_norm": 6.1833038330078125, + "timestamp": "2025-07-14T12:34:09.699402" + }, + { + "epoch": 1016, + "batch_idx": 96, + "loss": 0.2646809220314026, + "learning_rate": 0.00048743495227833157, + "timestep_mean": 452.15625, + "epsilon_norm": 8.145333290100098, + "prediction_norm": 6.87711238861084, + "timestamp": "2025-07-14T12:34:09.704641" + }, + { + "epoch": 1016, + "batch_idx": 128, + "loss": 0.41888976097106934, + "learning_rate": 0.00048743495227833157, + "timestep_mean": 531.15625, + "epsilon_norm": 8.2532320022583, + "prediction_norm": 6.269198417663574, + "timestamp": "2025-07-14T12:34:09.709669" + }, + { + "epoch": 1016, + "batch_idx": 160, + "loss": 0.19122660160064697, + "learning_rate": 0.00048743495227833157, + "timestep_mean": 515.78125, + "epsilon_norm": 7.2537713050842285, + "prediction_norm": 6.482111930847168, + "timestamp": "2025-07-14T12:34:09.714574" + }, + { + "epoch": 1016, + "batch_idx": 192, + "loss": 0.17674311995506287, + "learning_rate": 0.00048743495227833157, + "timestep_mean": 517.25, + "epsilon_norm": 3.2860543727874756, + "prediction_norm": 3.0556070804595947, + "timestamp": "2025-07-14T12:34:09.719443" + }, + { + "epoch": 1017, + "batch_idx": 0, + "loss": 0.37096115946769714, + "learning_rate": 0.0004866498179764742, + "timestep_mean": 490.625, + "epsilon_norm": 8.579629898071289, + "prediction_norm": 6.7409539222717285, + "timestamp": "2025-07-14T12:34:09.724493" + }, + { + "epoch": 1017, + "batch_idx": 32, + "loss": 0.23688343167304993, + "learning_rate": 0.0004866498179764742, + "timestep_mean": 490.03125, + "epsilon_norm": 8.359092712402344, + "prediction_norm": 7.368642330169678, + "timestamp": "2025-07-14T12:34:09.729992" + }, + { + "epoch": 1017, + "batch_idx": 64, + "loss": 0.1922333538532257, + "learning_rate": 0.0004866498179764742, + "timestep_mean": 491.53125, + "epsilon_norm": 7.499746322631836, + "prediction_norm": 7.069841384887695, + "timestamp": "2025-07-14T12:34:09.736095" + }, + { + "epoch": 1017, + "batch_idx": 96, + "loss": 0.1800759732723236, + "learning_rate": 0.0004866498179764742, + "timestep_mean": 624.375, + "epsilon_norm": 7.868940353393555, + "prediction_norm": 7.370391368865967, + "timestamp": "2025-07-14T12:34:09.741321" + }, + { + "epoch": 1017, + "batch_idx": 128, + "loss": 0.26178330183029175, + "learning_rate": 0.0004866498179764742, + "timestep_mean": 502.5625, + "epsilon_norm": 8.586448669433594, + "prediction_norm": 7.781676292419434, + "timestamp": "2025-07-14T12:34:09.746649" + }, + { + "epoch": 1017, + "batch_idx": 160, + "loss": 0.19438371062278748, + "learning_rate": 0.0004866498179764742, + "timestep_mean": 525.09375, + "epsilon_norm": 8.183398246765137, + "prediction_norm": 7.27890157699585, + "timestamp": "2025-07-14T12:34:09.752007" + }, + { + "epoch": 1017, + "batch_idx": 192, + "loss": 0.20166748762130737, + "learning_rate": 0.0004866498179764742, + "timestep_mean": 655.0, + "epsilon_norm": 4.386126518249512, + "prediction_norm": 3.7856969833374023, + "timestamp": "2025-07-14T12:34:09.757471" + }, + { + "epoch": 1018, + "batch_idx": 0, + "loss": 0.21307501196861267, + "learning_rate": 0.00048586471661486366, + "timestep_mean": 577.8125, + "epsilon_norm": 7.088959217071533, + "prediction_norm": 6.448684215545654, + "timestamp": "2025-07-14T12:34:09.762761" + }, + { + "epoch": 1018, + "batch_idx": 32, + "loss": 0.20872074365615845, + "learning_rate": 0.00048586471661486366, + "timestep_mean": 535.125, + "epsilon_norm": 7.158534526824951, + "prediction_norm": 6.080458641052246, + "timestamp": "2025-07-14T12:34:09.768059" + }, + { + "epoch": 1018, + "batch_idx": 64, + "loss": 0.24055495858192444, + "learning_rate": 0.00048586471661486366, + "timestep_mean": 470.8125, + "epsilon_norm": 7.7318854331970215, + "prediction_norm": 7.33359432220459, + "timestamp": "2025-07-14T12:34:09.773362" + }, + { + "epoch": 1018, + "batch_idx": 96, + "loss": 0.3198901414871216, + "learning_rate": 0.00048586471661486366, + "timestep_mean": 546.125, + "epsilon_norm": 8.612330436706543, + "prediction_norm": 7.085917949676514, + "timestamp": "2025-07-14T12:34:09.778607" + }, + { + "epoch": 1018, + "batch_idx": 128, + "loss": 0.18346503376960754, + "learning_rate": 0.00048586471661486366, + "timestep_mean": 536.75, + "epsilon_norm": 7.664749622344971, + "prediction_norm": 6.505699157714844, + "timestamp": "2025-07-14T12:34:09.784007" + }, + { + "epoch": 1018, + "batch_idx": 160, + "loss": 0.22137562930583954, + "learning_rate": 0.00048586471661486366, + "timestep_mean": 538.71875, + "epsilon_norm": 7.724813938140869, + "prediction_norm": 6.711068630218506, + "timestamp": "2025-07-14T12:34:09.789312" + }, + { + "epoch": 1018, + "batch_idx": 192, + "loss": 0.44602063298225403, + "learning_rate": 0.00048586471661486366, + "timestep_mean": 599.125, + "epsilon_norm": 3.764615774154663, + "prediction_norm": 3.184936046600342, + "timestamp": "2025-07-14T12:34:09.794460" + }, + { + "epoch": 1019, + "batch_idx": 0, + "loss": 0.4033083915710449, + "learning_rate": 0.0004850796501306598, + "timestep_mean": 449.96875, + "epsilon_norm": 7.016172409057617, + "prediction_norm": 5.759740352630615, + "timestamp": "2025-07-14T12:34:09.799685" + }, + { + "epoch": 1019, + "batch_idx": 32, + "loss": 0.15862885117530823, + "learning_rate": 0.0004850796501306598, + "timestep_mean": 627.375, + "epsilon_norm": 7.9212236404418945, + "prediction_norm": 7.198439598083496, + "timestamp": "2025-07-14T12:34:09.804744" + }, + { + "epoch": 1019, + "batch_idx": 64, + "loss": 0.16444233059883118, + "learning_rate": 0.0004850796501306598, + "timestep_mean": 527.34375, + "epsilon_norm": 7.011448860168457, + "prediction_norm": 5.671220302581787, + "timestamp": "2025-07-14T12:34:09.809771" + }, + { + "epoch": 1019, + "batch_idx": 96, + "loss": 0.4712148904800415, + "learning_rate": 0.0004850796501306598, + "timestep_mean": 440.125, + "epsilon_norm": 7.858023166656494, + "prediction_norm": 5.942634582519531, + "timestamp": "2025-07-14T12:34:09.815374" + }, + { + "epoch": 1019, + "batch_idx": 128, + "loss": 0.34226900339126587, + "learning_rate": 0.0004850796501306598, + "timestep_mean": 438.75, + "epsilon_norm": 8.427258491516113, + "prediction_norm": 7.181158065795898, + "timestamp": "2025-07-14T12:34:09.821550" + }, + { + "epoch": 1019, + "batch_idx": 160, + "loss": 0.33609098196029663, + "learning_rate": 0.0004850796501306598, + "timestep_mean": 405.75, + "epsilon_norm": 8.058362007141113, + "prediction_norm": 6.244008541107178, + "timestamp": "2025-07-14T12:34:09.827007" + }, + { + "epoch": 1019, + "batch_idx": 192, + "loss": 0.258594810962677, + "learning_rate": 0.0004850796501306598, + "timestep_mean": 498.125, + "epsilon_norm": 3.877742052078247, + "prediction_norm": 3.1289708614349365, + "timestamp": "2025-07-14T12:34:09.832527" + }, + { + "epoch": 1020, + "batch_idx": 0, + "loss": 0.5055770874023438, + "learning_rate": 0.0004842946204609361, + "timestep_mean": 476.09375, + "epsilon_norm": 8.094853401184082, + "prediction_norm": 5.673689842224121, + "timestamp": "2025-07-14T12:34:09.838014" + }, + { + "epoch": 1020, + "batch_idx": 32, + "loss": 0.19451767206192017, + "learning_rate": 0.0004842946204609361, + "timestep_mean": 534.03125, + "epsilon_norm": 6.926743984222412, + "prediction_norm": 6.008344650268555, + "timestamp": "2025-07-14T12:34:09.843202" + }, + { + "epoch": 1020, + "batch_idx": 64, + "loss": 0.2546335458755493, + "learning_rate": 0.0004842946204609361, + "timestep_mean": 489.84375, + "epsilon_norm": 7.811529636383057, + "prediction_norm": 6.477985858917236, + "timestamp": "2025-07-14T12:34:09.848391" + }, + { + "epoch": 1020, + "batch_idx": 96, + "loss": 0.31145596504211426, + "learning_rate": 0.0004842946204609361, + "timestep_mean": 583.09375, + "epsilon_norm": 8.527752876281738, + "prediction_norm": 7.222492694854736, + "timestamp": "2025-07-14T12:34:09.853560" + }, + { + "epoch": 1020, + "batch_idx": 128, + "loss": 0.28868529200553894, + "learning_rate": 0.0004842946204609361, + "timestep_mean": 416.5, + "epsilon_norm": 7.433229446411133, + "prediction_norm": 5.8642988204956055, + "timestamp": "2025-07-14T12:34:09.859080" + }, + { + "epoch": 1020, + "batch_idx": 160, + "loss": 0.1715705394744873, + "learning_rate": 0.0004842946204609361, + "timestep_mean": 461.40625, + "epsilon_norm": 8.133806228637695, + "prediction_norm": 6.559539794921875, + "timestamp": "2025-07-14T12:34:09.864366" + }, + { + "epoch": 1020, + "batch_idx": 192, + "loss": 0.14561142027378082, + "learning_rate": 0.0004842946204609361, + "timestep_mean": 571.125, + "epsilon_norm": 3.038572072982788, + "prediction_norm": 2.657273292541504, + "timestamp": "2025-07-14T12:34:09.869601" + }, + { + "epoch": 1021, + "batch_idx": 0, + "loss": 0.2731940746307373, + "learning_rate": 0.0004835096295426753, + "timestep_mean": 580.84375, + "epsilon_norm": 7.3731536865234375, + "prediction_norm": 6.014637470245361, + "timestamp": "2025-07-14T12:34:09.875032" + }, + { + "epoch": 1021, + "batch_idx": 32, + "loss": 0.2450416386127472, + "learning_rate": 0.0004835096295426753, + "timestep_mean": 491.25, + "epsilon_norm": 7.15546178817749, + "prediction_norm": 6.188674449920654, + "timestamp": "2025-07-14T12:34:09.880278" + }, + { + "epoch": 1021, + "batch_idx": 64, + "loss": 0.3826073706150055, + "learning_rate": 0.0004835096295426753, + "timestep_mean": 467.0, + "epsilon_norm": 8.48083209991455, + "prediction_norm": 6.596771717071533, + "timestamp": "2025-07-14T12:34:09.885646" + }, + { + "epoch": 1021, + "batch_idx": 96, + "loss": 0.13207848370075226, + "learning_rate": 0.0004835096295426753, + "timestep_mean": 552.71875, + "epsilon_norm": 7.675408840179443, + "prediction_norm": 7.157966613769531, + "timestamp": "2025-07-14T12:34:09.890880" + }, + { + "epoch": 1021, + "batch_idx": 128, + "loss": 0.1534060537815094, + "learning_rate": 0.0004835096295426753, + "timestep_mean": 496.6875, + "epsilon_norm": 7.776266574859619, + "prediction_norm": 7.359207630157471, + "timestamp": "2025-07-14T12:34:09.896319" + }, + { + "epoch": 1021, + "batch_idx": 160, + "loss": 0.37162572145462036, + "learning_rate": 0.0004835096295426753, + "timestep_mean": 554.0625, + "epsilon_norm": 9.886115074157715, + "prediction_norm": 8.284153938293457, + "timestamp": "2025-07-14T12:34:09.901598" + }, + { + "epoch": 1021, + "batch_idx": 192, + "loss": 0.0789327621459961, + "learning_rate": 0.0004835096295426753, + "timestep_mean": 683.375, + "epsilon_norm": 3.0452678203582764, + "prediction_norm": 3.013411045074463, + "timestamp": "2025-07-14T12:34:09.906740" + }, + { + "epoch": 1022, + "batch_idx": 0, + "loss": 0.32898208498954773, + "learning_rate": 0.00048272467931276427, + "timestep_mean": 386.0625, + "epsilon_norm": 7.5060248374938965, + "prediction_norm": 6.385915279388428, + "timestamp": "2025-07-14T12:34:09.911689" + }, + { + "epoch": 1022, + "batch_idx": 32, + "loss": 0.15870419144630432, + "learning_rate": 0.00048272467931276427, + "timestep_mean": 532.21875, + "epsilon_norm": 7.466512203216553, + "prediction_norm": 7.059253692626953, + "timestamp": "2025-07-14T12:34:09.916586" + }, + { + "epoch": 1022, + "batch_idx": 64, + "loss": 0.4306907057762146, + "learning_rate": 0.00048272467931276427, + "timestep_mean": 510.46875, + "epsilon_norm": 8.999250411987305, + "prediction_norm": 7.275003910064697, + "timestamp": "2025-07-14T12:34:09.921617" + }, + { + "epoch": 1022, + "batch_idx": 96, + "loss": 0.25975301861763, + "learning_rate": 0.00048272467931276427, + "timestep_mean": 519.46875, + "epsilon_norm": 7.80121374130249, + "prediction_norm": 7.475409984588623, + "timestamp": "2025-07-14T12:34:09.926535" + }, + { + "epoch": 1022, + "batch_idx": 128, + "loss": 0.23869886994361877, + "learning_rate": 0.00048272467931276427, + "timestep_mean": 466.6875, + "epsilon_norm": 7.778722763061523, + "prediction_norm": 7.817351341247559, + "timestamp": "2025-07-14T12:34:09.931548" + }, + { + "epoch": 1022, + "batch_idx": 160, + "loss": 0.2744983434677124, + "learning_rate": 0.00048272467931276427, + "timestep_mean": 537.75, + "epsilon_norm": 7.223662376403809, + "prediction_norm": 6.463008403778076, + "timestamp": "2025-07-14T12:34:09.936508" + }, + { + "epoch": 1022, + "batch_idx": 192, + "loss": 0.07042022049427032, + "learning_rate": 0.00048272467931276427, + "timestep_mean": 461.125, + "epsilon_norm": 3.0364646911621094, + "prediction_norm": 3.1089344024658203, + "timestamp": "2025-07-14T12:34:09.941548" + }, + { + "epoch": 1023, + "batch_idx": 0, + "loss": 0.39336690306663513, + "learning_rate": 0.00048193977170798963, + "timestep_mean": 453.71875, + "epsilon_norm": 6.900760650634766, + "prediction_norm": 5.898860931396484, + "timestamp": "2025-07-14T12:34:09.946614" + }, + { + "epoch": 1023, + "batch_idx": 32, + "loss": 0.2343946099281311, + "learning_rate": 0.00048193977170798963, + "timestep_mean": 556.59375, + "epsilon_norm": 7.445122718811035, + "prediction_norm": 6.459164142608643, + "timestamp": "2025-07-14T12:34:09.951510" + }, + { + "epoch": 1023, + "batch_idx": 64, + "loss": 0.34479522705078125, + "learning_rate": 0.00048193977170798963, + "timestep_mean": 478.71875, + "epsilon_norm": 8.243632316589355, + "prediction_norm": 6.499980926513672, + "timestamp": "2025-07-14T12:34:09.956454" + }, + { + "epoch": 1023, + "batch_idx": 96, + "loss": 0.1063709557056427, + "learning_rate": 0.00048193977170798963, + "timestep_mean": 617.78125, + "epsilon_norm": 8.220714569091797, + "prediction_norm": 8.015941619873047, + "timestamp": "2025-07-14T12:34:09.961585" + }, + { + "epoch": 1023, + "batch_idx": 128, + "loss": 0.5050910711288452, + "learning_rate": 0.00048193977170798963, + "timestep_mean": 450.28125, + "epsilon_norm": 9.6226167678833, + "prediction_norm": 7.688926696777344, + "timestamp": "2025-07-14T12:34:09.968558" + }, + { + "epoch": 1023, + "batch_idx": 160, + "loss": 0.1149158924818039, + "learning_rate": 0.00048193977170798963, + "timestep_mean": 532.75, + "epsilon_norm": 7.841259479522705, + "prediction_norm": 7.27822732925415, + "timestamp": "2025-07-14T12:34:09.973823" + }, + { + "epoch": 1023, + "batch_idx": 192, + "loss": 0.16418537497520447, + "learning_rate": 0.00048193977170798963, + "timestep_mean": 731.375, + "epsilon_norm": 4.01832389831543, + "prediction_norm": 3.1418793201446533, + "timestamp": "2025-07-14T12:34:09.979130" + }, + { + "epoch": 1024, + "batch_idx": 0, + "loss": 0.41979724168777466, + "learning_rate": 0.00048115490866503294, + "timestep_mean": 568.6875, + "epsilon_norm": 8.015355110168457, + "prediction_norm": 6.422318935394287, + "timestamp": "2025-07-14T12:34:09.984201" + }, + { + "epoch": 1024, + "batch_idx": 32, + "loss": 0.21268445253372192, + "learning_rate": 0.00048115490866503294, + "timestep_mean": 510.0625, + "epsilon_norm": 8.745681762695312, + "prediction_norm": 7.492002487182617, + "timestamp": "2025-07-14T12:34:09.989149" + }, + { + "epoch": 1024, + "batch_idx": 64, + "loss": 0.2156877964735031, + "learning_rate": 0.00048115490866503294, + "timestep_mean": 523.8125, + "epsilon_norm": 7.888046741485596, + "prediction_norm": 6.490708827972412, + "timestamp": "2025-07-14T12:34:09.993984" + }, + { + "epoch": 1024, + "batch_idx": 96, + "loss": 0.2090207040309906, + "learning_rate": 0.00048115490866503294, + "timestep_mean": 452.46875, + "epsilon_norm": 7.594915390014648, + "prediction_norm": 6.875402450561523, + "timestamp": "2025-07-14T12:34:09.998901" + }, + { + "epoch": 1024, + "batch_idx": 128, + "loss": 0.273086279630661, + "learning_rate": 0.00048115490866503294, + "timestep_mean": 546.375, + "epsilon_norm": 8.580002784729004, + "prediction_norm": 7.410991668701172, + "timestamp": "2025-07-14T12:34:10.003829" + }, + { + "epoch": 1024, + "batch_idx": 160, + "loss": 0.26113951206207275, + "learning_rate": 0.00048115490866503294, + "timestep_mean": 598.1875, + "epsilon_norm": 7.102725505828857, + "prediction_norm": 5.804717540740967, + "timestamp": "2025-07-14T12:34:10.009498" + }, + { + "epoch": 1024, + "batch_idx": 192, + "loss": 0.36655810475349426, + "learning_rate": 0.00048115490866503294, + "timestep_mean": 428.5, + "epsilon_norm": 3.3998632431030273, + "prediction_norm": 2.1541554927825928, + "timestamp": "2025-07-14T12:34:10.014781" + }, + { + "epoch": 1025, + "batch_idx": 0, + "loss": 0.3353568911552429, + "learning_rate": 0.00048037009212046597, + "timestep_mean": 406.75, + "epsilon_norm": 8.371870040893555, + "prediction_norm": 6.039027690887451, + "timestamp": "2025-07-14T12:34:10.027020" + }, + { + "epoch": 1025, + "batch_idx": 32, + "loss": 0.25716087222099304, + "learning_rate": 0.00048037009212046597, + "timestep_mean": 534.96875, + "epsilon_norm": 8.611078262329102, + "prediction_norm": 6.793000221252441, + "timestamp": "2025-07-14T12:34:10.032677" + }, + { + "epoch": 1025, + "batch_idx": 64, + "loss": 0.31389519572257996, + "learning_rate": 0.00048037009212046597, + "timestep_mean": 463.125, + "epsilon_norm": 7.464300155639648, + "prediction_norm": 5.943293571472168, + "timestamp": "2025-07-14T12:34:10.037834" + }, + { + "epoch": 1025, + "batch_idx": 96, + "loss": 0.12055277824401855, + "learning_rate": 0.00048037009212046597, + "timestep_mean": 572.96875, + "epsilon_norm": 6.53890323638916, + "prediction_norm": 6.334884166717529, + "timestamp": "2025-07-14T12:34:10.042726" + }, + { + "epoch": 1025, + "batch_idx": 128, + "loss": 0.2069709300994873, + "learning_rate": 0.00048037009212046597, + "timestep_mean": 430.0, + "epsilon_norm": 7.642580986022949, + "prediction_norm": 6.915725231170654, + "timestamp": "2025-07-14T12:34:10.047794" + }, + { + "epoch": 1025, + "batch_idx": 160, + "loss": 0.11915893107652664, + "learning_rate": 0.00048037009212046597, + "timestep_mean": 564.09375, + "epsilon_norm": 7.952482223510742, + "prediction_norm": 7.598212718963623, + "timestamp": "2025-07-14T12:34:10.052664" + }, + { + "epoch": 1025, + "batch_idx": 192, + "loss": 0.09909114986658096, + "learning_rate": 0.00048037009212046597, + "timestep_mean": 548.375, + "epsilon_norm": 2.0412983894348145, + "prediction_norm": 1.700218915939331, + "timestamp": "2025-07-14T12:34:10.057744" + }, + { + "epoch": 1026, + "batch_idx": 0, + "loss": 0.33075594902038574, + "learning_rate": 0.00047958532401074525, + "timestep_mean": 548.25, + "epsilon_norm": 8.184621810913086, + "prediction_norm": 7.1310014724731445, + "timestamp": "2025-07-14T12:34:10.062860" + }, + { + "epoch": 1026, + "batch_idx": 32, + "loss": 0.36983680725097656, + "learning_rate": 0.00047958532401074525, + "timestep_mean": 406.125, + "epsilon_norm": 7.537572860717773, + "prediction_norm": 5.2014241218566895, + "timestamp": "2025-07-14T12:34:10.067746" + }, + { + "epoch": 1026, + "batch_idx": 64, + "loss": 0.4730314612388611, + "learning_rate": 0.00047958532401074525, + "timestep_mean": 390.84375, + "epsilon_norm": 7.7315850257873535, + "prediction_norm": 6.05501651763916, + "timestamp": "2025-07-14T12:34:10.072686" + }, + { + "epoch": 1026, + "batch_idx": 96, + "loss": 0.3114309310913086, + "learning_rate": 0.00047958532401074525, + "timestep_mean": 473.5625, + "epsilon_norm": 7.167901515960693, + "prediction_norm": 5.727126598358154, + "timestamp": "2025-07-14T12:34:10.077784" + }, + { + "epoch": 1026, + "batch_idx": 128, + "loss": 0.22434596717357635, + "learning_rate": 0.00047958532401074525, + "timestep_mean": 512.875, + "epsilon_norm": 7.331230640411377, + "prediction_norm": 6.038510799407959, + "timestamp": "2025-07-14T12:34:10.083014" + }, + { + "epoch": 1026, + "batch_idx": 160, + "loss": 0.4004991352558136, + "learning_rate": 0.00047958532401074525, + "timestep_mean": 581.4375, + "epsilon_norm": 8.014989852905273, + "prediction_norm": 5.964529037475586, + "timestamp": "2025-07-14T12:34:10.088399" + }, + { + "epoch": 1026, + "batch_idx": 192, + "loss": 0.6553140878677368, + "learning_rate": 0.00047958532401074525, + "timestep_mean": 315.625, + "epsilon_norm": 4.050954341888428, + "prediction_norm": 2.3996965885162354, + "timestamp": "2025-07-14T12:34:10.093629" + }, + { + "epoch": 1027, + "batch_idx": 0, + "loss": 0.2473561018705368, + "learning_rate": 0.0004788006062722082, + "timestep_mean": 566.0, + "epsilon_norm": 7.9254961013793945, + "prediction_norm": 6.828620910644531, + "timestamp": "2025-07-14T12:34:10.098843" + }, + { + "epoch": 1027, + "batch_idx": 32, + "loss": 0.29925012588500977, + "learning_rate": 0.0004788006062722082, + "timestep_mean": 495.4375, + "epsilon_norm": 8.816325187683105, + "prediction_norm": 7.348243713378906, + "timestamp": "2025-07-14T12:34:10.103843" + }, + { + "epoch": 1027, + "batch_idx": 64, + "loss": 0.22629401087760925, + "learning_rate": 0.0004788006062722082, + "timestep_mean": 511.59375, + "epsilon_norm": 7.596735954284668, + "prediction_norm": 6.050281524658203, + "timestamp": "2025-07-14T12:34:10.109049" + }, + { + "epoch": 1027, + "batch_idx": 96, + "loss": 0.20765112340450287, + "learning_rate": 0.0004788006062722082, + "timestep_mean": 501.625, + "epsilon_norm": 8.52243709564209, + "prediction_norm": 7.693053722381592, + "timestamp": "2025-07-14T12:34:10.114190" + }, + { + "epoch": 1027, + "batch_idx": 128, + "loss": 0.4323887228965759, + "learning_rate": 0.0004788006062722082, + "timestep_mean": 404.96875, + "epsilon_norm": 8.37382698059082, + "prediction_norm": 6.135937690734863, + "timestamp": "2025-07-14T12:34:10.119433" + }, + { + "epoch": 1027, + "batch_idx": 160, + "loss": 0.4490775465965271, + "learning_rate": 0.0004788006062722082, + "timestep_mean": 400.28125, + "epsilon_norm": 8.735067367553711, + "prediction_norm": 6.761065483093262, + "timestamp": "2025-07-14T12:34:10.124628" + }, + { + "epoch": 1027, + "batch_idx": 192, + "loss": 0.05861834064126015, + "learning_rate": 0.0004788006062722082, + "timestep_mean": 624.375, + "epsilon_norm": 3.29036808013916, + "prediction_norm": 2.87226939201355, + "timestamp": "2025-07-14T12:34:10.130113" + }, + { + "epoch": 1028, + "batch_idx": 0, + "loss": 0.2580247223377228, + "learning_rate": 0.0004780159408410679, + "timestep_mean": 507.84375, + "epsilon_norm": 6.756796836853027, + "prediction_norm": 5.362112522125244, + "timestamp": "2025-07-14T12:34:10.136673" + }, + { + "epoch": 1028, + "batch_idx": 32, + "loss": 0.21433371305465698, + "learning_rate": 0.0004780159408410679, + "timestep_mean": 506.4375, + "epsilon_norm": 8.421540260314941, + "prediction_norm": 7.626045227050781, + "timestamp": "2025-07-14T12:34:10.142075" + }, + { + "epoch": 1028, + "batch_idx": 64, + "loss": 0.3177400231361389, + "learning_rate": 0.0004780159408410679, + "timestep_mean": 455.15625, + "epsilon_norm": 8.247633934020996, + "prediction_norm": 7.457345485687256, + "timestamp": "2025-07-14T12:34:10.147156" + }, + { + "epoch": 1028, + "batch_idx": 96, + "loss": 0.37182825803756714, + "learning_rate": 0.0004780159408410679, + "timestep_mean": 484.53125, + "epsilon_norm": 8.622915267944336, + "prediction_norm": 7.697105884552002, + "timestamp": "2025-07-14T12:34:10.152479" + }, + { + "epoch": 1028, + "batch_idx": 128, + "loss": 0.25408118963241577, + "learning_rate": 0.0004780159408410679, + "timestep_mean": 434.75, + "epsilon_norm": 9.200549125671387, + "prediction_norm": 7.633738040924072, + "timestamp": "2025-07-14T12:34:10.157720" + }, + { + "epoch": 1028, + "batch_idx": 160, + "loss": 0.4394250512123108, + "learning_rate": 0.0004780159408410679, + "timestep_mean": 406.96875, + "epsilon_norm": 9.324000358581543, + "prediction_norm": 7.428369522094727, + "timestamp": "2025-07-14T12:34:10.162995" + }, + { + "epoch": 1028, + "batch_idx": 192, + "loss": 0.03995309770107269, + "learning_rate": 0.0004780159408410679, + "timestep_mean": 714.25, + "epsilon_norm": 5.229879856109619, + "prediction_norm": 5.1782612800598145, + "timestamp": "2025-07-14T12:34:10.168258" + }, + { + "epoch": 1029, + "batch_idx": 0, + "loss": 0.21974602341651917, + "learning_rate": 0.00047723132965340814, + "timestep_mean": 509.125, + "epsilon_norm": 9.774194717407227, + "prediction_norm": 9.351446151733398, + "timestamp": "2025-07-14T12:34:10.173487" + }, + { + "epoch": 1029, + "batch_idx": 32, + "loss": 0.2108537256717682, + "learning_rate": 0.00047723132965340814, + "timestep_mean": 437.53125, + "epsilon_norm": 9.098711967468262, + "prediction_norm": 8.455828666687012, + "timestamp": "2025-07-14T12:34:10.178744" + }, + { + "epoch": 1029, + "batch_idx": 64, + "loss": 0.2614525556564331, + "learning_rate": 0.00047723132965340814, + "timestep_mean": 507.6875, + "epsilon_norm": 8.168014526367188, + "prediction_norm": 7.070721626281738, + "timestamp": "2025-07-14T12:34:10.184166" + }, + { + "epoch": 1029, + "batch_idx": 96, + "loss": 0.3437057137489319, + "learning_rate": 0.00047723132965340814, + "timestep_mean": 459.25, + "epsilon_norm": 7.830313682556152, + "prediction_norm": 6.676407337188721, + "timestamp": "2025-07-14T12:34:10.189392" + }, + { + "epoch": 1029, + "batch_idx": 128, + "loss": 0.17612788081169128, + "learning_rate": 0.00047723132965340814, + "timestep_mean": 529.9375, + "epsilon_norm": 7.834199905395508, + "prediction_norm": 7.615913391113281, + "timestamp": "2025-07-14T12:34:10.194456" + }, + { + "epoch": 1029, + "batch_idx": 160, + "loss": 0.174329936504364, + "learning_rate": 0.00047723132965340814, + "timestep_mean": 571.21875, + "epsilon_norm": 6.878073215484619, + "prediction_norm": 6.406455039978027, + "timestamp": "2025-07-14T12:34:10.199600" + }, + { + "epoch": 1029, + "batch_idx": 192, + "loss": 0.46415501832962036, + "learning_rate": 0.00047723132965340814, + "timestep_mean": 527.75, + "epsilon_norm": 5.08112907409668, + "prediction_norm": 4.3279595375061035, + "timestamp": "2025-07-14T12:34:10.204701" + }, + { + "epoch": 1030, + "batch_idx": 0, + "loss": 0.18380922079086304, + "learning_rate": 0.00047644677464517884, + "timestep_mean": 601.25, + "epsilon_norm": 7.316874027252197, + "prediction_norm": 5.944971561431885, + "timestamp": "2025-07-14T12:34:10.209758" + }, + { + "epoch": 1030, + "batch_idx": 32, + "loss": 0.20764708518981934, + "learning_rate": 0.00047644677464517884, + "timestep_mean": 441.6875, + "epsilon_norm": 6.786076068878174, + "prediction_norm": 5.43186616897583, + "timestamp": "2025-07-14T12:34:10.214754" + }, + { + "epoch": 1030, + "batch_idx": 64, + "loss": 0.1135726273059845, + "learning_rate": 0.00047644677464517884, + "timestep_mean": 557.9375, + "epsilon_norm": 9.281375885009766, + "prediction_norm": 8.39189624786377, + "timestamp": "2025-07-14T12:34:10.219908" + }, + { + "epoch": 1030, + "batch_idx": 96, + "loss": 0.1566125899553299, + "learning_rate": 0.00047644677464517884, + "timestep_mean": 611.9375, + "epsilon_norm": 7.813224792480469, + "prediction_norm": 6.438268184661865, + "timestamp": "2025-07-14T12:34:10.224866" + }, + { + "epoch": 1030, + "batch_idx": 128, + "loss": 0.22345933318138123, + "learning_rate": 0.00047644677464517884, + "timestep_mean": 504.03125, + "epsilon_norm": 7.3901238441467285, + "prediction_norm": 6.553089141845703, + "timestamp": "2025-07-14T12:34:10.229892" + }, + { + "epoch": 1030, + "batch_idx": 160, + "loss": 0.2513796091079712, + "learning_rate": 0.00047644677464517884, + "timestep_mean": 610.75, + "epsilon_norm": 9.190534591674805, + "prediction_norm": 8.05018138885498, + "timestamp": "2025-07-14T12:34:10.235029" + }, + { + "epoch": 1030, + "batch_idx": 192, + "loss": 0.09021040797233582, + "learning_rate": 0.00047644677464517884, + "timestep_mean": 564.375, + "epsilon_norm": 3.805846691131592, + "prediction_norm": 3.7077853679656982, + "timestamp": "2025-07-14T12:34:10.240173" + }, + { + "epoch": 1031, + "batch_idx": 0, + "loss": 0.20222042500972748, + "learning_rate": 0.00047566227775219203, + "timestep_mean": 504.71875, + "epsilon_norm": 7.931602954864502, + "prediction_norm": 6.783301830291748, + "timestamp": "2025-07-14T12:34:10.245415" + }, + { + "epoch": 1031, + "batch_idx": 32, + "loss": 0.23865020275115967, + "learning_rate": 0.00047566227775219203, + "timestep_mean": 471.25, + "epsilon_norm": 7.5450215339660645, + "prediction_norm": 6.530848026275635, + "timestamp": "2025-07-14T12:34:10.250663" + }, + { + "epoch": 1031, + "batch_idx": 64, + "loss": 0.23799902200698853, + "learning_rate": 0.00047566227775219203, + "timestep_mean": 581.28125, + "epsilon_norm": 7.414296627044678, + "prediction_norm": 6.690535068511963, + "timestamp": "2025-07-14T12:34:10.255903" + }, + { + "epoch": 1031, + "batch_idx": 96, + "loss": 0.2971858084201813, + "learning_rate": 0.00047566227775219203, + "timestep_mean": 447.65625, + "epsilon_norm": 7.665524482727051, + "prediction_norm": 5.717197895050049, + "timestamp": "2025-07-14T12:34:10.261165" + }, + { + "epoch": 1031, + "batch_idx": 128, + "loss": 0.38519763946533203, + "learning_rate": 0.00047566227775219203, + "timestep_mean": 464.15625, + "epsilon_norm": 8.934535026550293, + "prediction_norm": 7.080615043640137, + "timestamp": "2025-07-14T12:34:10.266370" + }, + { + "epoch": 1031, + "batch_idx": 160, + "loss": 0.38189584016799927, + "learning_rate": 0.00047566227775219203, + "timestep_mean": 481.4375, + "epsilon_norm": 7.930834770202637, + "prediction_norm": 5.637673377990723, + "timestamp": "2025-07-14T12:34:10.271636" + }, + { + "epoch": 1031, + "batch_idx": 192, + "loss": 0.06918667256832123, + "learning_rate": 0.00047566227775219203, + "timestep_mean": 727.625, + "epsilon_norm": 4.391293525695801, + "prediction_norm": 4.3998565673828125, + "timestamp": "2025-07-14T12:34:10.276831" + }, + { + "epoch": 1032, + "batch_idx": 0, + "loss": 0.41458770632743835, + "learning_rate": 0.0004748778409101155, + "timestep_mean": 381.59375, + "epsilon_norm": 8.030590057373047, + "prediction_norm": 5.787827014923096, + "timestamp": "2025-07-14T12:34:10.282119" + }, + { + "epoch": 1032, + "batch_idx": 32, + "loss": 0.1854129582643509, + "learning_rate": 0.0004748778409101155, + "timestep_mean": 500.0, + "epsilon_norm": 7.260784149169922, + "prediction_norm": 7.02962064743042, + "timestamp": "2025-07-14T12:34:10.287715" + }, + { + "epoch": 1032, + "batch_idx": 64, + "loss": 0.22968612611293793, + "learning_rate": 0.0004748778409101155, + "timestep_mean": 630.46875, + "epsilon_norm": 8.404470443725586, + "prediction_norm": 7.442687511444092, + "timestamp": "2025-07-14T12:34:10.292873" + }, + { + "epoch": 1032, + "batch_idx": 96, + "loss": 0.22854948043823242, + "learning_rate": 0.0004748778409101155, + "timestep_mean": 490.96875, + "epsilon_norm": 7.906173229217529, + "prediction_norm": 7.203996658325195, + "timestamp": "2025-07-14T12:34:10.298009" + }, + { + "epoch": 1032, + "batch_idx": 128, + "loss": 0.33106565475463867, + "learning_rate": 0.0004748778409101155, + "timestep_mean": 487.71875, + "epsilon_norm": 7.055789470672607, + "prediction_norm": 5.751306056976318, + "timestamp": "2025-07-14T12:34:10.303610" + }, + { + "epoch": 1032, + "batch_idx": 160, + "loss": 0.5400806069374084, + "learning_rate": 0.0004748778409101155, + "timestep_mean": 425.96875, + "epsilon_norm": 8.296212196350098, + "prediction_norm": 6.0534138679504395, + "timestamp": "2025-07-14T12:34:10.310493" + }, + { + "epoch": 1032, + "batch_idx": 192, + "loss": 0.5141645073890686, + "learning_rate": 0.0004748778409101155, + "timestep_mean": 351.625, + "epsilon_norm": 4.132016181945801, + "prediction_norm": 2.643956422805786, + "timestamp": "2025-07-14T12:34:10.319112" + }, + { + "epoch": 1033, + "batch_idx": 0, + "loss": 0.2854403257369995, + "learning_rate": 0.00047409346605446914, + "timestep_mean": 465.65625, + "epsilon_norm": 7.803406238555908, + "prediction_norm": 6.698180675506592, + "timestamp": "2025-07-14T12:34:10.331666" + }, + { + "epoch": 1033, + "batch_idx": 32, + "loss": 0.14581730961799622, + "learning_rate": 0.00047409346605446914, + "timestep_mean": 542.71875, + "epsilon_norm": 6.309967994689941, + "prediction_norm": 6.344832420349121, + "timestamp": "2025-07-14T12:34:10.338597" + }, + { + "epoch": 1033, + "batch_idx": 64, + "loss": 0.330138623714447, + "learning_rate": 0.00047409346605446914, + "timestep_mean": 530.75, + "epsilon_norm": 8.139998435974121, + "prediction_norm": 6.833916187286377, + "timestamp": "2025-07-14T12:34:10.349793" + }, + { + "epoch": 1033, + "batch_idx": 96, + "loss": 0.23468798398971558, + "learning_rate": 0.00047409346605446914, + "timestep_mean": 493.78125, + "epsilon_norm": 7.887133598327637, + "prediction_norm": 6.781219005584717, + "timestamp": "2025-07-14T12:34:10.356117" + }, + { + "epoch": 1033, + "batch_idx": 128, + "loss": 0.20499631762504578, + "learning_rate": 0.00047409346605446914, + "timestep_mean": 459.8125, + "epsilon_norm": 7.786798477172852, + "prediction_norm": 6.73187255859375, + "timestamp": "2025-07-14T12:34:10.361627" + }, + { + "epoch": 1033, + "batch_idx": 160, + "loss": 0.1546463966369629, + "learning_rate": 0.00047409346605446914, + "timestep_mean": 602.53125, + "epsilon_norm": 7.893558025360107, + "prediction_norm": 7.497856616973877, + "timestamp": "2025-07-14T12:34:10.367027" + }, + { + "epoch": 1033, + "batch_idx": 192, + "loss": 0.20425285398960114, + "learning_rate": 0.00047409346605446914, + "timestep_mean": 454.75, + "epsilon_norm": 4.2540788650512695, + "prediction_norm": 3.5539932250976562, + "timestamp": "2025-07-14T12:34:10.372610" + }, + { + "epoch": 1034, + "batch_idx": 0, + "loss": 0.2536720633506775, + "learning_rate": 0.00047330915512061995, + "timestep_mean": 444.5625, + "epsilon_norm": 6.882107257843018, + "prediction_norm": 5.752206325531006, + "timestamp": "2025-07-14T12:34:10.377901" + }, + { + "epoch": 1034, + "batch_idx": 32, + "loss": 0.2920513153076172, + "learning_rate": 0.00047330915512061995, + "timestep_mean": 480.21875, + "epsilon_norm": 8.7804536819458, + "prediction_norm": 7.229514122009277, + "timestamp": "2025-07-14T12:34:10.383042" + }, + { + "epoch": 1034, + "batch_idx": 64, + "loss": 0.23666705191135406, + "learning_rate": 0.00047330915512061995, + "timestep_mean": 501.78125, + "epsilon_norm": 7.320496082305908, + "prediction_norm": 5.616369247436523, + "timestamp": "2025-07-14T12:34:10.388396" + }, + { + "epoch": 1034, + "batch_idx": 96, + "loss": 0.28280240297317505, + "learning_rate": 0.00047330915512061995, + "timestep_mean": 533.90625, + "epsilon_norm": 8.3128662109375, + "prediction_norm": 6.889628887176514, + "timestamp": "2025-07-14T12:34:10.393722" + }, + { + "epoch": 1034, + "batch_idx": 128, + "loss": 0.4272058308124542, + "learning_rate": 0.00047330915512061995, + "timestep_mean": 475.09375, + "epsilon_norm": 8.923237800598145, + "prediction_norm": 7.350949287414551, + "timestamp": "2025-07-14T12:34:10.399176" + }, + { + "epoch": 1034, + "batch_idx": 160, + "loss": 0.4201843738555908, + "learning_rate": 0.00047330915512061995, + "timestep_mean": 515.40625, + "epsilon_norm": 9.975580215454102, + "prediction_norm": 8.702022552490234, + "timestamp": "2025-07-14T12:34:10.404631" + }, + { + "epoch": 1034, + "batch_idx": 192, + "loss": 0.49306175112724304, + "learning_rate": 0.00047330915512061995, + "timestep_mean": 520.5, + "epsilon_norm": 4.474735260009766, + "prediction_norm": 4.146812915802002, + "timestamp": "2025-07-14T12:34:10.410246" + }, + { + "epoch": 1035, + "batch_idx": 0, + "loss": 0.27273377776145935, + "learning_rate": 0.0004725249100437774, + "timestep_mean": 530.125, + "epsilon_norm": 8.396310806274414, + "prediction_norm": 6.489657878875732, + "timestamp": "2025-07-14T12:34:10.416036" + }, + { + "epoch": 1035, + "batch_idx": 32, + "loss": 0.16064003109931946, + "learning_rate": 0.0004725249100437774, + "timestep_mean": 571.1875, + "epsilon_norm": 7.372316837310791, + "prediction_norm": 7.114142894744873, + "timestamp": "2025-07-14T12:34:10.421637" + }, + { + "epoch": 1035, + "batch_idx": 64, + "loss": 0.310115247964859, + "learning_rate": 0.0004725249100437774, + "timestep_mean": 473.78125, + "epsilon_norm": 8.404250144958496, + "prediction_norm": 6.99122953414917, + "timestamp": "2025-07-14T12:34:10.427309" + }, + { + "epoch": 1035, + "batch_idx": 96, + "loss": 0.30737608671188354, + "learning_rate": 0.0004725249100437774, + "timestep_mean": 525.59375, + "epsilon_norm": 8.354394912719727, + "prediction_norm": 7.345548152923584, + "timestamp": "2025-07-14T12:34:10.432814" + }, + { + "epoch": 1035, + "batch_idx": 128, + "loss": 0.38097184896469116, + "learning_rate": 0.0004725249100437774, + "timestep_mean": 460.09375, + "epsilon_norm": 7.999151706695557, + "prediction_norm": 6.455720901489258, + "timestamp": "2025-07-14T12:34:10.438397" + }, + { + "epoch": 1035, + "batch_idx": 160, + "loss": 0.346630334854126, + "learning_rate": 0.0004725249100437774, + "timestep_mean": 461.0, + "epsilon_norm": 9.060673713684082, + "prediction_norm": 6.942296028137207, + "timestamp": "2025-07-14T12:34:10.443715" + }, + { + "epoch": 1035, + "batch_idx": 192, + "loss": 0.1487862765789032, + "learning_rate": 0.0004725249100437774, + "timestep_mean": 457.875, + "epsilon_norm": 3.137678623199463, + "prediction_norm": 2.479081869125366, + "timestamp": "2025-07-14T12:34:10.449108" + }, + { + "epoch": 1036, + "batch_idx": 0, + "loss": 0.23997285962104797, + "learning_rate": 0.00047174073275898793, + "timestep_mean": 558.3125, + "epsilon_norm": 9.090974807739258, + "prediction_norm": 8.015878677368164, + "timestamp": "2025-07-14T12:34:10.454621" + }, + { + "epoch": 1036, + "batch_idx": 32, + "loss": 0.3072739243507385, + "learning_rate": 0.00047174073275898793, + "timestep_mean": 454.0, + "epsilon_norm": 7.096617221832275, + "prediction_norm": 5.9827470779418945, + "timestamp": "2025-07-14T12:34:10.460037" + }, + { + "epoch": 1036, + "batch_idx": 64, + "loss": 0.526341438293457, + "learning_rate": 0.00047174073275898793, + "timestep_mean": 369.25, + "epsilon_norm": 9.31405258178711, + "prediction_norm": 6.877439498901367, + "timestamp": "2025-07-14T12:34:10.465338" + }, + { + "epoch": 1036, + "batch_idx": 96, + "loss": 0.5030121803283691, + "learning_rate": 0.00047174073275898793, + "timestep_mean": 522.375, + "epsilon_norm": 8.288113594055176, + "prediction_norm": 6.45114803314209, + "timestamp": "2025-07-14T12:34:10.470605" + }, + { + "epoch": 1036, + "batch_idx": 128, + "loss": 0.32505008578300476, + "learning_rate": 0.00047174073275898793, + "timestep_mean": 476.5, + "epsilon_norm": 7.121033191680908, + "prediction_norm": 5.937490463256836, + "timestamp": "2025-07-14T12:34:10.475970" + }, + { + "epoch": 1036, + "batch_idx": 160, + "loss": 0.16915488243103027, + "learning_rate": 0.00047174073275898793, + "timestep_mean": 604.625, + "epsilon_norm": 6.9984025955200195, + "prediction_norm": 6.48789644241333, + "timestamp": "2025-07-14T12:34:10.481229" + }, + { + "epoch": 1036, + "batch_idx": 192, + "loss": 0.19928522408008575, + "learning_rate": 0.00047174073275898793, + "timestep_mean": 339.25, + "epsilon_norm": 4.3729166984558105, + "prediction_norm": 4.317724704742432, + "timestamp": "2025-07-14T12:34:10.486460" + }, + { + "epoch": 1037, + "batch_idx": 0, + "loss": 0.18992403149604797, + "learning_rate": 0.0004709566252011312, + "timestep_mean": 467.34375, + "epsilon_norm": 7.224102020263672, + "prediction_norm": 6.204415798187256, + "timestamp": "2025-07-14T12:34:10.491721" + }, + { + "epoch": 1037, + "batch_idx": 32, + "loss": 0.3092695474624634, + "learning_rate": 0.0004709566252011312, + "timestep_mean": 454.09375, + "epsilon_norm": 7.505395889282227, + "prediction_norm": 6.528497219085693, + "timestamp": "2025-07-14T12:34:10.496932" + }, + { + "epoch": 1037, + "batch_idx": 64, + "loss": 0.23750843107700348, + "learning_rate": 0.0004709566252011312, + "timestep_mean": 435.0625, + "epsilon_norm": 7.833956718444824, + "prediction_norm": 6.768405914306641, + "timestamp": "2025-07-14T12:34:10.502380" + }, + { + "epoch": 1037, + "batch_idx": 96, + "loss": 0.3521963655948639, + "learning_rate": 0.0004709566252011312, + "timestep_mean": 546.40625, + "epsilon_norm": 7.676385402679443, + "prediction_norm": 6.039975643157959, + "timestamp": "2025-07-14T12:34:10.507541" + }, + { + "epoch": 1037, + "batch_idx": 128, + "loss": 0.32317590713500977, + "learning_rate": 0.0004709566252011312, + "timestep_mean": 509.84375, + "epsilon_norm": 7.970900058746338, + "prediction_norm": 6.0545759201049805, + "timestamp": "2025-07-14T12:34:10.513036" + }, + { + "epoch": 1037, + "batch_idx": 160, + "loss": 0.28958022594451904, + "learning_rate": 0.0004709566252011312, + "timestep_mean": 528.25, + "epsilon_norm": 7.382652759552002, + "prediction_norm": 6.821691513061523, + "timestamp": "2025-07-14T12:34:10.518265" + }, + { + "epoch": 1037, + "batch_idx": 192, + "loss": 0.12647494673728943, + "learning_rate": 0.0004709566252011312, + "timestep_mean": 590.625, + "epsilon_norm": 3.160440683364868, + "prediction_norm": 2.2324161529541016, + "timestamp": "2025-07-14T12:34:10.530083" + }, + { + "epoch": 1038, + "batch_idx": 0, + "loss": 0.2840549647808075, + "learning_rate": 0.0004701725893049148, + "timestep_mean": 570.28125, + "epsilon_norm": 7.0224928855896, + "prediction_norm": 6.044939994812012, + "timestamp": "2025-07-14T12:34:10.535283" + }, + { + "epoch": 1038, + "batch_idx": 32, + "loss": 0.30100515484809875, + "learning_rate": 0.0004701725893049148, + "timestep_mean": 437.53125, + "epsilon_norm": 7.8470258712768555, + "prediction_norm": 6.7327704429626465, + "timestamp": "2025-07-14T12:34:10.540365" + }, + { + "epoch": 1038, + "batch_idx": 64, + "loss": 0.28270837664604187, + "learning_rate": 0.0004701725893049148, + "timestep_mean": 445.90625, + "epsilon_norm": 7.914741516113281, + "prediction_norm": 7.285547733306885, + "timestamp": "2025-07-14T12:34:10.545423" + }, + { + "epoch": 1038, + "batch_idx": 96, + "loss": 0.2751234173774719, + "learning_rate": 0.0004701725893049148, + "timestep_mean": 498.84375, + "epsilon_norm": 9.095730781555176, + "prediction_norm": 8.105725288391113, + "timestamp": "2025-07-14T12:34:10.550581" + }, + { + "epoch": 1038, + "batch_idx": 128, + "loss": 0.346200168132782, + "learning_rate": 0.0004701725893049148, + "timestep_mean": 477.15625, + "epsilon_norm": 8.630537033081055, + "prediction_norm": 7.621845722198486, + "timestamp": "2025-07-14T12:34:10.555734" + }, + { + "epoch": 1038, + "batch_idx": 160, + "loss": 0.5388516187667847, + "learning_rate": 0.0004701725893049148, + "timestep_mean": 451.15625, + "epsilon_norm": 8.270692825317383, + "prediction_norm": 5.706432819366455, + "timestamp": "2025-07-14T12:34:10.560721" + }, + { + "epoch": 1038, + "batch_idx": 192, + "loss": 0.2733820974826813, + "learning_rate": 0.0004701725893049148, + "timestep_mean": 499.125, + "epsilon_norm": 4.104096412658691, + "prediction_norm": 3.7534186840057373, + "timestamp": "2025-07-14T12:34:10.565470" + }, + { + "epoch": 1039, + "batch_idx": 0, + "loss": 0.3242674469947815, + "learning_rate": 0.00046938862700486925, + "timestep_mean": 402.21875, + "epsilon_norm": 7.407638072967529, + "prediction_norm": 5.861660957336426, + "timestamp": "2025-07-14T12:34:10.570211" + }, + { + "epoch": 1039, + "batch_idx": 32, + "loss": 0.2560707926750183, + "learning_rate": 0.00046938862700486925, + "timestep_mean": 482.4375, + "epsilon_norm": 7.695980072021484, + "prediction_norm": 6.459797382354736, + "timestamp": "2025-07-14T12:34:10.575045" + }, + { + "epoch": 1039, + "batch_idx": 64, + "loss": 0.35102999210357666, + "learning_rate": 0.00046938862700486925, + "timestep_mean": 480.125, + "epsilon_norm": 7.958700656890869, + "prediction_norm": 6.9619951248168945, + "timestamp": "2025-07-14T12:34:10.579815" + }, + { + "epoch": 1039, + "batch_idx": 96, + "loss": 0.2951047420501709, + "learning_rate": 0.00046938862700486925, + "timestep_mean": 458.15625, + "epsilon_norm": 8.19029426574707, + "prediction_norm": 6.780386447906494, + "timestamp": "2025-07-14T12:34:10.584517" + }, + { + "epoch": 1039, + "batch_idx": 128, + "loss": 0.26042211055755615, + "learning_rate": 0.00046938862700486925, + "timestep_mean": 554.15625, + "epsilon_norm": 7.8155198097229, + "prediction_norm": 7.2160162925720215, + "timestamp": "2025-07-14T12:34:10.589309" + }, + { + "epoch": 1039, + "batch_idx": 160, + "loss": 0.2947160005569458, + "learning_rate": 0.00046938862700486925, + "timestep_mean": 423.34375, + "epsilon_norm": 6.874283790588379, + "prediction_norm": 5.6341352462768555, + "timestamp": "2025-07-14T12:34:10.594018" + }, + { + "epoch": 1039, + "batch_idx": 192, + "loss": 0.3027111887931824, + "learning_rate": 0.00046938862700486925, + "timestep_mean": 429.75, + "epsilon_norm": 2.8809914588928223, + "prediction_norm": 2.537407159805298, + "timestamp": "2025-07-14T12:34:10.598794" + }, + { + "epoch": 1040, + "batch_idx": 0, + "loss": 0.5314146876335144, + "learning_rate": 0.0004686047402353436, + "timestep_mean": 427.53125, + "epsilon_norm": 8.073526382446289, + "prediction_norm": 5.23887300491333, + "timestamp": "2025-07-14T12:34:10.603532" + }, + { + "epoch": 1040, + "batch_idx": 32, + "loss": 0.3250550925731659, + "learning_rate": 0.0004686047402353436, + "timestep_mean": 504.28125, + "epsilon_norm": 8.15651798248291, + "prediction_norm": 6.4346022605896, + "timestamp": "2025-07-14T12:34:10.608395" + }, + { + "epoch": 1040, + "batch_idx": 64, + "loss": 0.3511391878128052, + "learning_rate": 0.0004686047402353436, + "timestep_mean": 536.6875, + "epsilon_norm": 8.380047798156738, + "prediction_norm": 6.233269691467285, + "timestamp": "2025-07-14T12:34:10.613166" + }, + { + "epoch": 1040, + "batch_idx": 96, + "loss": 0.2441416084766388, + "learning_rate": 0.0004686047402353436, + "timestep_mean": 568.65625, + "epsilon_norm": 8.184212684631348, + "prediction_norm": 6.498047828674316, + "timestamp": "2025-07-14T12:34:10.617900" + }, + { + "epoch": 1040, + "batch_idx": 128, + "loss": 0.323494017124176, + "learning_rate": 0.0004686047402353436, + "timestep_mean": 485.3125, + "epsilon_norm": 7.47862434387207, + "prediction_norm": 5.8606858253479, + "timestamp": "2025-07-14T12:34:10.622716" + }, + { + "epoch": 1040, + "batch_idx": 160, + "loss": 0.43660205602645874, + "learning_rate": 0.0004686047402353436, + "timestep_mean": 536.875, + "epsilon_norm": 7.979630947113037, + "prediction_norm": 5.658843994140625, + "timestamp": "2025-07-14T12:34:10.627490" + }, + { + "epoch": 1040, + "batch_idx": 192, + "loss": 0.17489418387413025, + "learning_rate": 0.0004686047402353436, + "timestep_mean": 523.625, + "epsilon_norm": 3.8153512477874756, + "prediction_norm": 2.9958834648132324, + "timestamp": "2025-07-14T12:34:10.632234" + }, + { + "epoch": 1041, + "batch_idx": 0, + "loss": 0.21757487952709198, + "learning_rate": 0.00046782093093050036, + "timestep_mean": 552.125, + "epsilon_norm": 8.251734733581543, + "prediction_norm": 7.199759006500244, + "timestamp": "2025-07-14T12:34:10.637036" + }, + { + "epoch": 1041, + "batch_idx": 32, + "loss": 0.4287061393260956, + "learning_rate": 0.00046782093093050036, + "timestep_mean": 421.5, + "epsilon_norm": 8.469320297241211, + "prediction_norm": 6.290249347686768, + "timestamp": "2025-07-14T12:34:10.641913" + }, + { + "epoch": 1041, + "batch_idx": 64, + "loss": 0.16000083088874817, + "learning_rate": 0.00046782093093050036, + "timestep_mean": 551.53125, + "epsilon_norm": 8.759151458740234, + "prediction_norm": 7.565838813781738, + "timestamp": "2025-07-14T12:34:10.646898" + }, + { + "epoch": 1041, + "batch_idx": 96, + "loss": 0.2312690019607544, + "learning_rate": 0.00046782093093050036, + "timestep_mean": 487.78125, + "epsilon_norm": 7.212127685546875, + "prediction_norm": 5.8914475440979, + "timestamp": "2025-07-14T12:34:10.651698" + }, + { + "epoch": 1041, + "batch_idx": 128, + "loss": 0.5726473927497864, + "learning_rate": 0.00046782093093050036, + "timestep_mean": 430.03125, + "epsilon_norm": 9.062542915344238, + "prediction_norm": 6.778321743011475, + "timestamp": "2025-07-14T12:34:10.656594" + }, + { + "epoch": 1041, + "batch_idx": 160, + "loss": 0.21088138222694397, + "learning_rate": 0.00046782093093050036, + "timestep_mean": 547.21875, + "epsilon_norm": 7.418735027313232, + "prediction_norm": 6.356805801391602, + "timestamp": "2025-07-14T12:34:10.661422" + }, + { + "epoch": 1041, + "batch_idx": 192, + "loss": 1.1785061359405518, + "learning_rate": 0.00046782093093050036, + "timestep_mean": 394.25, + "epsilon_norm": 4.417919158935547, + "prediction_norm": 2.8301491737365723, + "timestamp": "2025-07-14T12:34:10.666215" + }, + { + "epoch": 1042, + "batch_idx": 0, + "loss": 0.34248679876327515, + "learning_rate": 0.00046703720102431125, + "timestep_mean": 476.15625, + "epsilon_norm": 8.132159233093262, + "prediction_norm": 7.056849002838135, + "timestamp": "2025-07-14T12:34:10.671050" + }, + { + "epoch": 1042, + "batch_idx": 32, + "loss": 0.24593405425548553, + "learning_rate": 0.00046703720102431125, + "timestep_mean": 523.03125, + "epsilon_norm": 7.398386478424072, + "prediction_norm": 6.5636982917785645, + "timestamp": "2025-07-14T12:34:10.675933" + }, + { + "epoch": 1042, + "batch_idx": 64, + "loss": 0.1872921884059906, + "learning_rate": 0.00046703720102431125, + "timestep_mean": 534.71875, + "epsilon_norm": 7.785243034362793, + "prediction_norm": 7.107758522033691, + "timestamp": "2025-07-14T12:34:10.680827" + }, + { + "epoch": 1042, + "batch_idx": 96, + "loss": 0.13745702803134918, + "learning_rate": 0.00046703720102431125, + "timestep_mean": 571.625, + "epsilon_norm": 8.170662879943848, + "prediction_norm": 7.66238260269165, + "timestamp": "2025-07-14T12:34:10.685789" + }, + { + "epoch": 1042, + "batch_idx": 128, + "loss": 0.25784578919410706, + "learning_rate": 0.00046703720102431125, + "timestep_mean": 512.0, + "epsilon_norm": 8.069525718688965, + "prediction_norm": 7.294059753417969, + "timestamp": "2025-07-14T12:34:10.690760" + }, + { + "epoch": 1042, + "batch_idx": 160, + "loss": 0.29947730898857117, + "learning_rate": 0.00046703720102431125, + "timestep_mean": 541.53125, + "epsilon_norm": 7.447535037994385, + "prediction_norm": 6.418285369873047, + "timestamp": "2025-07-14T12:34:10.695992" + }, + { + "epoch": 1042, + "batch_idx": 192, + "loss": 0.05539827421307564, + "learning_rate": 0.00046703720102431125, + "timestep_mean": 589.375, + "epsilon_norm": 4.261523723602295, + "prediction_norm": 4.3664093017578125, + "timestamp": "2025-07-14T12:34:10.701060" + }, + { + "epoch": 1043, + "batch_idx": 0, + "loss": 0.32200631499290466, + "learning_rate": 0.00046625355245055196, + "timestep_mean": 514.84375, + "epsilon_norm": 7.215121269226074, + "prediction_norm": 5.909908771514893, + "timestamp": "2025-07-14T12:34:10.706300" + }, + { + "epoch": 1043, + "batch_idx": 32, + "loss": 0.5029313564300537, + "learning_rate": 0.00046625355245055196, + "timestep_mean": 397.375, + "epsilon_norm": 9.001852035522461, + "prediction_norm": 7.497855186462402, + "timestamp": "2025-07-14T12:34:10.711431" + }, + { + "epoch": 1043, + "batch_idx": 64, + "loss": 0.5047547221183777, + "learning_rate": 0.00046625355245055196, + "timestep_mean": 515.15625, + "epsilon_norm": 8.592899322509766, + "prediction_norm": 6.896749973297119, + "timestamp": "2025-07-14T12:34:10.716489" + }, + { + "epoch": 1043, + "batch_idx": 96, + "loss": 0.23591738939285278, + "learning_rate": 0.00046625355245055196, + "timestep_mean": 488.03125, + "epsilon_norm": 7.544733047485352, + "prediction_norm": 6.505821704864502, + "timestamp": "2025-07-14T12:34:10.721557" + }, + { + "epoch": 1043, + "batch_idx": 128, + "loss": 0.4774245023727417, + "learning_rate": 0.00046625355245055196, + "timestep_mean": 526.75, + "epsilon_norm": 9.842483520507812, + "prediction_norm": 8.164039611816406, + "timestamp": "2025-07-14T12:34:10.726622" + }, + { + "epoch": 1043, + "batch_idx": 160, + "loss": 0.3609582781791687, + "learning_rate": 0.00046625355245055196, + "timestep_mean": 526.40625, + "epsilon_norm": 8.198443412780762, + "prediction_norm": 7.133170127868652, + "timestamp": "2025-07-14T12:34:10.731712" + }, + { + "epoch": 1043, + "batch_idx": 192, + "loss": 0.10492189228534698, + "learning_rate": 0.00046625355245055196, + "timestep_mean": 628.5, + "epsilon_norm": 3.6848764419555664, + "prediction_norm": 3.5782177448272705, + "timestamp": "2025-07-14T12:34:10.736970" + }, + { + "epoch": 1044, + "batch_idx": 0, + "loss": 0.28629302978515625, + "learning_rate": 0.00046546998714279734, + "timestep_mean": 494.21875, + "epsilon_norm": 8.687333106994629, + "prediction_norm": 7.243326663970947, + "timestamp": "2025-07-14T12:34:10.742555" + }, + { + "epoch": 1044, + "batch_idx": 32, + "loss": 0.3369036316871643, + "learning_rate": 0.00046546998714279734, + "timestep_mean": 435.84375, + "epsilon_norm": 7.819943904876709, + "prediction_norm": 5.762834072113037, + "timestamp": "2025-07-14T12:34:10.748162" + }, + { + "epoch": 1044, + "batch_idx": 64, + "loss": 0.351001501083374, + "learning_rate": 0.00046546998714279734, + "timestep_mean": 481.46875, + "epsilon_norm": 8.061244010925293, + "prediction_norm": 6.695559978485107, + "timestamp": "2025-07-14T12:34:10.754075" + }, + { + "epoch": 1044, + "batch_idx": 96, + "loss": 0.21281975507736206, + "learning_rate": 0.00046546998714279734, + "timestep_mean": 519.21875, + "epsilon_norm": 6.856556415557861, + "prediction_norm": 6.322159290313721, + "timestamp": "2025-07-14T12:34:10.759654" + }, + { + "epoch": 1044, + "batch_idx": 128, + "loss": 0.24061110615730286, + "learning_rate": 0.00046546998714279734, + "timestep_mean": 508.625, + "epsilon_norm": 8.418601036071777, + "prediction_norm": 7.700185775756836, + "timestamp": "2025-07-14T12:34:10.765211" + }, + { + "epoch": 1044, + "batch_idx": 160, + "loss": 0.2766832709312439, + "learning_rate": 0.00046546998714279734, + "timestep_mean": 530.4375, + "epsilon_norm": 8.758310317993164, + "prediction_norm": 7.2418718338012695, + "timestamp": "2025-07-14T12:34:10.770521" + }, + { + "epoch": 1044, + "batch_idx": 192, + "loss": 0.24463722109794617, + "learning_rate": 0.00046546998714279734, + "timestep_mean": 290.5, + "epsilon_norm": 3.818347930908203, + "prediction_norm": 3.0314180850982666, + "timestamp": "2025-07-14T12:34:10.776008" + }, + { + "epoch": 1045, + "batch_idx": 0, + "loss": 0.26457449793815613, + "learning_rate": 0.0004646865070344168, + "timestep_mean": 526.5625, + "epsilon_norm": 7.106706142425537, + "prediction_norm": 7.016477584838867, + "timestamp": "2025-07-14T12:34:10.782080" + }, + { + "epoch": 1045, + "batch_idx": 32, + "loss": 0.40433111786842346, + "learning_rate": 0.0004646865070344168, + "timestep_mean": 508.625, + "epsilon_norm": 8.201197624206543, + "prediction_norm": 6.972102642059326, + "timestamp": "2025-07-14T12:34:10.787828" + }, + { + "epoch": 1045, + "batch_idx": 64, + "loss": 0.1985567808151245, + "learning_rate": 0.0004646865070344168, + "timestep_mean": 510.125, + "epsilon_norm": 8.886920928955078, + "prediction_norm": 7.584763526916504, + "timestamp": "2025-07-14T12:34:10.801880" + }, + { + "epoch": 1045, + "batch_idx": 96, + "loss": 0.31098538637161255, + "learning_rate": 0.0004646865070344168, + "timestep_mean": 464.90625, + "epsilon_norm": 7.253594875335693, + "prediction_norm": 5.592276573181152, + "timestamp": "2025-07-14T12:34:10.807893" + }, + { + "epoch": 1045, + "batch_idx": 128, + "loss": 0.1557522863149643, + "learning_rate": 0.0004646865070344168, + "timestep_mean": 437.65625, + "epsilon_norm": 6.116876125335693, + "prediction_norm": 5.321874141693115, + "timestamp": "2025-07-14T12:34:10.813269" + }, + { + "epoch": 1045, + "batch_idx": 160, + "loss": 0.1954585760831833, + "learning_rate": 0.0004646865070344168, + "timestep_mean": 544.09375, + "epsilon_norm": 6.854852199554443, + "prediction_norm": 6.52970552444458, + "timestamp": "2025-07-14T12:34:10.822034" + }, + { + "epoch": 1045, + "batch_idx": 192, + "loss": 0.29724225401878357, + "learning_rate": 0.0004646865070344168, + "timestep_mean": 417.25, + "epsilon_norm": 4.110811233520508, + "prediction_norm": 3.2486355304718018, + "timestamp": "2025-07-14T12:34:10.830252" + }, + { + "epoch": 1046, + "batch_idx": 0, + "loss": 0.34802982211112976, + "learning_rate": 0.00046390311405856993, + "timestep_mean": 614.5625, + "epsilon_norm": 8.697373390197754, + "prediction_norm": 7.396523475646973, + "timestamp": "2025-07-14T12:34:10.835885" + }, + { + "epoch": 1046, + "batch_idx": 32, + "loss": 0.23822976648807526, + "learning_rate": 0.00046390311405856993, + "timestep_mean": 424.6875, + "epsilon_norm": 6.371493339538574, + "prediction_norm": 5.384692192077637, + "timestamp": "2025-07-14T12:34:10.841635" + }, + { + "epoch": 1046, + "batch_idx": 64, + "loss": 0.26967692375183105, + "learning_rate": 0.00046390311405856993, + "timestep_mean": 537.65625, + "epsilon_norm": 8.067221641540527, + "prediction_norm": 6.8790364265441895, + "timestamp": "2025-07-14T12:34:10.848009" + }, + { + "epoch": 1046, + "batch_idx": 96, + "loss": 0.2990703880786896, + "learning_rate": 0.00046390311405856993, + "timestep_mean": 499.375, + "epsilon_norm": 8.099040985107422, + "prediction_norm": 6.223953723907471, + "timestamp": "2025-07-14T12:34:10.855702" + }, + { + "epoch": 1046, + "batch_idx": 128, + "loss": 0.38912785053253174, + "learning_rate": 0.00046390311405856993, + "timestep_mean": 493.8125, + "epsilon_norm": 7.872477054595947, + "prediction_norm": 6.121696472167969, + "timestamp": "2025-07-14T12:34:10.861145" + }, + { + "epoch": 1046, + "batch_idx": 160, + "loss": 0.27772200107574463, + "learning_rate": 0.00046390311405856993, + "timestep_mean": 512.78125, + "epsilon_norm": 7.403220176696777, + "prediction_norm": 5.782516956329346, + "timestamp": "2025-07-14T12:34:10.866548" + }, + { + "epoch": 1046, + "batch_idx": 192, + "loss": 0.32701271772384644, + "learning_rate": 0.00046390311405856993, + "timestep_mean": 375.125, + "epsilon_norm": 3.705174446105957, + "prediction_norm": 2.3728723526000977, + "timestamp": "2025-07-14T12:34:10.871766" + }, + { + "epoch": 1047, + "batch_idx": 0, + "loss": 0.4620376229286194, + "learning_rate": 0.0004631198101482008, + "timestep_mean": 443.1875, + "epsilon_norm": 9.023472785949707, + "prediction_norm": 6.3799920082092285, + "timestamp": "2025-07-14T12:34:10.879874" + }, + { + "epoch": 1047, + "batch_idx": 32, + "loss": 0.30413317680358887, + "learning_rate": 0.0004631198101482008, + "timestep_mean": 530.09375, + "epsilon_norm": 7.84976053237915, + "prediction_norm": 6.220687389373779, + "timestamp": "2025-07-14T12:34:10.888167" + }, + { + "epoch": 1047, + "batch_idx": 64, + "loss": 0.2853744328022003, + "learning_rate": 0.0004631198101482008, + "timestep_mean": 429.625, + "epsilon_norm": 8.260834693908691, + "prediction_norm": 6.84507942199707, + "timestamp": "2025-07-14T12:34:10.893540" + }, + { + "epoch": 1047, + "batch_idx": 96, + "loss": 0.39223259687423706, + "learning_rate": 0.0004631198101482008, + "timestep_mean": 390.6875, + "epsilon_norm": 9.242356300354004, + "prediction_norm": 6.78080940246582, + "timestamp": "2025-07-14T12:34:10.898905" + }, + { + "epoch": 1047, + "batch_idx": 128, + "loss": 0.3399551212787628, + "learning_rate": 0.0004631198101482008, + "timestep_mean": 407.0, + "epsilon_norm": 7.804338455200195, + "prediction_norm": 6.04118013381958, + "timestamp": "2025-07-14T12:34:10.903967" + }, + { + "epoch": 1047, + "batch_idx": 160, + "loss": 0.33689141273498535, + "learning_rate": 0.0004631198101482008, + "timestep_mean": 505.0625, + "epsilon_norm": 7.9099507331848145, + "prediction_norm": 6.450992584228516, + "timestamp": "2025-07-14T12:34:10.909385" + }, + { + "epoch": 1047, + "batch_idx": 192, + "loss": 0.39564231038093567, + "learning_rate": 0.0004631198101482008, + "timestep_mean": 634.75, + "epsilon_norm": 5.368505477905273, + "prediction_norm": 4.27020788192749, + "timestamp": "2025-07-14T12:34:10.915580" + }, + { + "epoch": 1048, + "batch_idx": 0, + "loss": 0.24608829617500305, + "learning_rate": 0.0004623365972360338, + "timestep_mean": 547.125, + "epsilon_norm": 7.5631585121154785, + "prediction_norm": 6.547680377960205, + "timestamp": "2025-07-14T12:34:10.922674" + }, + { + "epoch": 1048, + "batch_idx": 32, + "loss": 0.1749894767999649, + "learning_rate": 0.0004623365972360338, + "timestep_mean": 543.46875, + "epsilon_norm": 7.391040802001953, + "prediction_norm": 6.852245807647705, + "timestamp": "2025-07-14T12:34:10.930521" + }, + { + "epoch": 1048, + "batch_idx": 64, + "loss": 0.3445817232131958, + "learning_rate": 0.0004623365972360338, + "timestep_mean": 514.09375, + "epsilon_norm": 7.926149368286133, + "prediction_norm": 6.124652862548828, + "timestamp": "2025-07-14T12:34:10.936670" + }, + { + "epoch": 1048, + "batch_idx": 96, + "loss": 0.18632090091705322, + "learning_rate": 0.0004623365972360338, + "timestep_mean": 557.28125, + "epsilon_norm": 8.143756866455078, + "prediction_norm": 7.47832727432251, + "timestamp": "2025-07-14T12:34:10.942473" + }, + { + "epoch": 1048, + "batch_idx": 128, + "loss": 0.13649050891399384, + "learning_rate": 0.0004623365972360338, + "timestep_mean": 570.75, + "epsilon_norm": 7.333536148071289, + "prediction_norm": 6.7577104568481445, + "timestamp": "2025-07-14T12:34:10.949382" + }, + { + "epoch": 1048, + "batch_idx": 160, + "loss": 0.1426965892314911, + "learning_rate": 0.0004623365972360338, + "timestep_mean": 546.1875, + "epsilon_norm": 7.643362522125244, + "prediction_norm": 7.143954277038574, + "timestamp": "2025-07-14T12:34:10.956623" + }, + { + "epoch": 1048, + "batch_idx": 192, + "loss": 0.1661725789308548, + "learning_rate": 0.0004623365972360338, + "timestep_mean": 589.125, + "epsilon_norm": 3.5069234371185303, + "prediction_norm": 3.0977494716644287, + "timestamp": "2025-07-14T12:34:10.965621" + }, + { + "epoch": 1049, + "batch_idx": 0, + "loss": 0.14777663350105286, + "learning_rate": 0.0004615534772545692, + "timestep_mean": 494.75, + "epsilon_norm": 7.149258613586426, + "prediction_norm": 6.927305221557617, + "timestamp": "2025-07-14T12:34:10.971092" + }, + { + "epoch": 1049, + "batch_idx": 32, + "loss": 0.30988264083862305, + "learning_rate": 0.0004615534772545692, + "timestep_mean": 400.0, + "epsilon_norm": 7.790422439575195, + "prediction_norm": 6.6062331199646, + "timestamp": "2025-07-14T12:34:10.976360" + }, + { + "epoch": 1049, + "batch_idx": 64, + "loss": 0.37115901708602905, + "learning_rate": 0.0004615534772545692, + "timestep_mean": 434.875, + "epsilon_norm": 9.214960098266602, + "prediction_norm": 7.936040878295898, + "timestamp": "2025-07-14T12:34:10.981634" + }, + { + "epoch": 1049, + "batch_idx": 96, + "loss": 0.13206817209720612, + "learning_rate": 0.0004615534772545692, + "timestep_mean": 556.3125, + "epsilon_norm": 7.548745632171631, + "prediction_norm": 6.962252616882324, + "timestamp": "2025-07-14T12:34:10.986824" + }, + { + "epoch": 1049, + "batch_idx": 128, + "loss": 0.5895965099334717, + "learning_rate": 0.0004615534772545692, + "timestep_mean": 499.75, + "epsilon_norm": 8.895584106445312, + "prediction_norm": 6.797721862792969, + "timestamp": "2025-07-14T12:34:10.992006" + }, + { + "epoch": 1049, + "batch_idx": 160, + "loss": 0.36421966552734375, + "learning_rate": 0.0004615534772545692, + "timestep_mean": 553.6875, + "epsilon_norm": 8.817215919494629, + "prediction_norm": 7.702432632446289, + "timestamp": "2025-07-14T12:34:10.997167" + }, + { + "epoch": 1049, + "batch_idx": 192, + "loss": 0.3368886113166809, + "learning_rate": 0.0004615534772545692, + "timestep_mean": 291.875, + "epsilon_norm": 3.3062150478363037, + "prediction_norm": 2.929250717163086, + "timestamp": "2025-07-14T12:34:11.002469" + }, + { + "epoch": 1050, + "batch_idx": 0, + "loss": 0.1848512589931488, + "learning_rate": 0.0004607704521360777, + "timestep_mean": 567.09375, + "epsilon_norm": 8.284475326538086, + "prediction_norm": 7.599966526031494, + "timestamp": "2025-07-14T12:34:11.007744" + }, + { + "epoch": 1050, + "batch_idx": 32, + "loss": 0.2504149377346039, + "learning_rate": 0.0004607704521360777, + "timestep_mean": 481.78125, + "epsilon_norm": 7.295321941375732, + "prediction_norm": 6.6077728271484375, + "timestamp": "2025-07-14T12:34:11.013553" + }, + { + "epoch": 1050, + "batch_idx": 64, + "loss": 0.34990474581718445, + "learning_rate": 0.0004607704521360777, + "timestep_mean": 561.03125, + "epsilon_norm": 8.010810852050781, + "prediction_norm": 6.413452625274658, + "timestamp": "2025-07-14T12:34:11.018963" + }, + { + "epoch": 1050, + "batch_idx": 96, + "loss": 0.31259241700172424, + "learning_rate": 0.0004607704521360777, + "timestep_mean": 491.46875, + "epsilon_norm": 7.4291911125183105, + "prediction_norm": 6.717952251434326, + "timestamp": "2025-07-14T12:34:11.024331" + }, + { + "epoch": 1050, + "batch_idx": 128, + "loss": 0.361653208732605, + "learning_rate": 0.0004607704521360777, + "timestep_mean": 490.84375, + "epsilon_norm": 8.64865493774414, + "prediction_norm": 7.119830131530762, + "timestamp": "2025-07-14T12:34:11.029628" + }, + { + "epoch": 1050, + "batch_idx": 160, + "loss": 0.16488304734230042, + "learning_rate": 0.0004607704521360777, + "timestep_mean": 561.75, + "epsilon_norm": 7.169870376586914, + "prediction_norm": 6.118069648742676, + "timestamp": "2025-07-14T12:34:11.034811" + }, + { + "epoch": 1050, + "batch_idx": 192, + "loss": 0.14435359835624695, + "learning_rate": 0.0004607704521360777, + "timestep_mean": 619.75, + "epsilon_norm": 3.6067535877227783, + "prediction_norm": 3.440094232559204, + "timestamp": "2025-07-14T12:34:11.040154" + }, + { + "epoch": 1051, + "batch_idx": 0, + "loss": 0.3416212797164917, + "learning_rate": 0.00045998752381259586, + "timestep_mean": 480.3125, + "epsilon_norm": 7.976532936096191, + "prediction_norm": 6.323265075683594, + "timestamp": "2025-07-14T12:34:11.045324" + }, + { + "epoch": 1051, + "batch_idx": 32, + "loss": 0.19024883210659027, + "learning_rate": 0.00045998752381259586, + "timestep_mean": 504.53125, + "epsilon_norm": 7.081006050109863, + "prediction_norm": 6.310678482055664, + "timestamp": "2025-07-14T12:34:11.050540" + }, + { + "epoch": 1051, + "batch_idx": 64, + "loss": 0.3419814109802246, + "learning_rate": 0.00045998752381259586, + "timestep_mean": 535.625, + "epsilon_norm": 7.955381393432617, + "prediction_norm": 6.716825485229492, + "timestamp": "2025-07-14T12:34:11.055634" + }, + { + "epoch": 1051, + "batch_idx": 96, + "loss": 0.3743443489074707, + "learning_rate": 0.00045998752381259586, + "timestep_mean": 525.625, + "epsilon_norm": 7.3601789474487305, + "prediction_norm": 5.794383525848389, + "timestamp": "2025-07-14T12:34:11.060673" + }, + { + "epoch": 1051, + "batch_idx": 128, + "loss": 0.435879111289978, + "learning_rate": 0.00045998752381259586, + "timestep_mean": 455.03125, + "epsilon_norm": 8.979207038879395, + "prediction_norm": 7.251453399658203, + "timestamp": "2025-07-14T12:34:11.065880" + }, + { + "epoch": 1051, + "batch_idx": 160, + "loss": 0.35695549845695496, + "learning_rate": 0.00045998752381259586, + "timestep_mean": 446.5625, + "epsilon_norm": 7.5901312828063965, + "prediction_norm": 5.794309139251709, + "timestamp": "2025-07-14T12:34:11.070963" + }, + { + "epoch": 1051, + "batch_idx": 192, + "loss": 0.2960279583930969, + "learning_rate": 0.00045998752381259586, + "timestep_mean": 530.375, + "epsilon_norm": 2.9670794010162354, + "prediction_norm": 2.2050981521606445, + "timestamp": "2025-07-14T12:34:11.076085" + }, + { + "epoch": 1052, + "batch_idx": 0, + "loss": 0.2763943374156952, + "learning_rate": 0.0004592046942159214, + "timestep_mean": 511.65625, + "epsilon_norm": 8.16166877746582, + "prediction_norm": 6.766264915466309, + "timestamp": "2025-07-14T12:34:11.081162" + }, + { + "epoch": 1052, + "batch_idx": 32, + "loss": 0.6785826683044434, + "learning_rate": 0.0004592046942159214, + "timestep_mean": 470.71875, + "epsilon_norm": 9.007662773132324, + "prediction_norm": 6.675688743591309, + "timestamp": "2025-07-14T12:34:11.086136" + }, + { + "epoch": 1052, + "batch_idx": 64, + "loss": 0.3985583186149597, + "learning_rate": 0.0004592046942159214, + "timestep_mean": 419.3125, + "epsilon_norm": 7.877401828765869, + "prediction_norm": 5.948892116546631, + "timestamp": "2025-07-14T12:34:11.091159" + }, + { + "epoch": 1052, + "batch_idx": 96, + "loss": 0.3519374132156372, + "learning_rate": 0.0004592046942159214, + "timestep_mean": 560.53125, + "epsilon_norm": 9.43333911895752, + "prediction_norm": 7.691292762756348, + "timestamp": "2025-07-14T12:34:11.096198" + }, + { + "epoch": 1052, + "batch_idx": 128, + "loss": 0.2046794891357422, + "learning_rate": 0.0004592046942159214, + "timestep_mean": 515.28125, + "epsilon_norm": 7.138452529907227, + "prediction_norm": 6.235728740692139, + "timestamp": "2025-07-14T12:34:11.101432" + }, + { + "epoch": 1052, + "batch_idx": 160, + "loss": 0.28071722388267517, + "learning_rate": 0.0004592046942159214, + "timestep_mean": 488.5, + "epsilon_norm": 6.809678077697754, + "prediction_norm": 5.907108783721924, + "timestamp": "2025-07-14T12:34:11.106670" + }, + { + "epoch": 1052, + "batch_idx": 192, + "loss": 0.5181404948234558, + "learning_rate": 0.0004592046942159214, + "timestep_mean": 549.5, + "epsilon_norm": 3.4351234436035156, + "prediction_norm": 2.6287670135498047, + "timestamp": "2025-07-14T12:34:11.111844" + }, + { + "epoch": 1053, + "batch_idx": 0, + "loss": 0.18713857233524323, + "learning_rate": 0.00045842196527760864, + "timestep_mean": 482.5625, + "epsilon_norm": 7.389591217041016, + "prediction_norm": 6.561622142791748, + "timestamp": "2025-07-14T12:34:11.117260" + }, + { + "epoch": 1053, + "batch_idx": 32, + "loss": 0.21513302624225616, + "learning_rate": 0.00045842196527760864, + "timestep_mean": 545.65625, + "epsilon_norm": 7.2766265869140625, + "prediction_norm": 6.034167766571045, + "timestamp": "2025-07-14T12:34:11.122607" + }, + { + "epoch": 1053, + "batch_idx": 64, + "loss": 0.11747787147760391, + "learning_rate": 0.00045842196527760864, + "timestep_mean": 528.21875, + "epsilon_norm": 9.236394882202148, + "prediction_norm": 8.448579788208008, + "timestamp": "2025-07-14T12:34:11.127826" + }, + { + "epoch": 1053, + "batch_idx": 96, + "loss": 0.4412481486797333, + "learning_rate": 0.00045842196527760864, + "timestep_mean": 426.75, + "epsilon_norm": 8.803133010864258, + "prediction_norm": 6.786768436431885, + "timestamp": "2025-07-14T12:34:11.133098" + }, + { + "epoch": 1053, + "batch_idx": 128, + "loss": 0.4030721187591553, + "learning_rate": 0.00045842196527760864, + "timestep_mean": 427.34375, + "epsilon_norm": 8.626608848571777, + "prediction_norm": 7.426890850067139, + "timestamp": "2025-07-14T12:34:11.138394" + }, + { + "epoch": 1053, + "batch_idx": 160, + "loss": 0.23667559027671814, + "learning_rate": 0.00045842196527760864, + "timestep_mean": 549.125, + "epsilon_norm": 8.258062362670898, + "prediction_norm": 7.462240695953369, + "timestamp": "2025-07-14T12:34:11.143623" + }, + { + "epoch": 1053, + "batch_idx": 192, + "loss": 0.1208389550447464, + "learning_rate": 0.00045842196527760864, + "timestep_mean": 584.375, + "epsilon_norm": 2.979076623916626, + "prediction_norm": 2.639058828353882, + "timestamp": "2025-07-14T12:34:11.148904" + }, + { + "epoch": 1054, + "batch_idx": 0, + "loss": 0.3560944199562073, + "learning_rate": 0.00045763933892896343, + "timestep_mean": 476.15625, + "epsilon_norm": 7.1696319580078125, + "prediction_norm": 6.04597806930542, + "timestamp": "2025-07-14T12:34:11.154365" + }, + { + "epoch": 1054, + "batch_idx": 32, + "loss": 0.3924802541732788, + "learning_rate": 0.00045763933892896343, + "timestep_mean": 477.8125, + "epsilon_norm": 8.998679161071777, + "prediction_norm": 7.109054088592529, + "timestamp": "2025-07-14T12:34:11.159553" + }, + { + "epoch": 1054, + "batch_idx": 64, + "loss": 0.20486080646514893, + "learning_rate": 0.00045763933892896343, + "timestep_mean": 468.65625, + "epsilon_norm": 7.725351810455322, + "prediction_norm": 6.669633865356445, + "timestamp": "2025-07-14T12:34:11.164800" + }, + { + "epoch": 1054, + "batch_idx": 96, + "loss": 0.3388027548789978, + "learning_rate": 0.00045763933892896343, + "timestep_mean": 571.5, + "epsilon_norm": 7.779606819152832, + "prediction_norm": 6.085766315460205, + "timestamp": "2025-07-14T12:34:11.170028" + }, + { + "epoch": 1054, + "batch_idx": 128, + "loss": 0.27825692296028137, + "learning_rate": 0.00045763933892896343, + "timestep_mean": 482.75, + "epsilon_norm": 6.922011375427246, + "prediction_norm": 5.896580219268799, + "timestamp": "2025-07-14T12:34:11.175260" + }, + { + "epoch": 1054, + "batch_idx": 160, + "loss": 0.1842276155948639, + "learning_rate": 0.00045763933892896343, + "timestep_mean": 593.0625, + "epsilon_norm": 5.935830593109131, + "prediction_norm": 5.670078754425049, + "timestamp": "2025-07-14T12:34:11.180458" + }, + { + "epoch": 1054, + "batch_idx": 192, + "loss": 0.1899421364068985, + "learning_rate": 0.00045763933892896343, + "timestep_mean": 474.5, + "epsilon_norm": 4.585820198059082, + "prediction_norm": 3.9498467445373535, + "timestamp": "2025-07-14T12:34:11.185592" + }, + { + "epoch": 1055, + "batch_idx": 0, + "loss": 0.30520135164260864, + "learning_rate": 0.00045685681710103853, + "timestep_mean": 545.875, + "epsilon_norm": 8.6860990524292, + "prediction_norm": 6.873100280761719, + "timestamp": "2025-07-14T12:34:11.190863" + }, + { + "epoch": 1055, + "batch_idx": 32, + "loss": 0.293722927570343, + "learning_rate": 0.00045685681710103853, + "timestep_mean": 591.59375, + "epsilon_norm": 7.784968852996826, + "prediction_norm": 6.6094207763671875, + "timestamp": "2025-07-14T12:34:11.196230" + }, + { + "epoch": 1055, + "batch_idx": 64, + "loss": 0.18615517020225525, + "learning_rate": 0.00045685681710103853, + "timestep_mean": 478.4375, + "epsilon_norm": 8.091532707214355, + "prediction_norm": 6.764536380767822, + "timestamp": "2025-07-14T12:34:11.201534" + }, + { + "epoch": 1055, + "batch_idx": 96, + "loss": 0.3405325412750244, + "learning_rate": 0.00045685681710103853, + "timestep_mean": 520.1875, + "epsilon_norm": 9.37714672088623, + "prediction_norm": 8.188591957092285, + "timestamp": "2025-07-14T12:34:11.206754" + }, + { + "epoch": 1055, + "batch_idx": 128, + "loss": 0.24937036633491516, + "learning_rate": 0.00045685681710103853, + "timestep_mean": 539.0625, + "epsilon_norm": 7.364676475524902, + "prediction_norm": 6.728726863861084, + "timestamp": "2025-07-14T12:34:11.211900" + }, + { + "epoch": 1055, + "batch_idx": 160, + "loss": 0.4538799524307251, + "learning_rate": 0.00045685681710103853, + "timestep_mean": 475.15625, + "epsilon_norm": 8.5432710647583, + "prediction_norm": 6.513296127319336, + "timestamp": "2025-07-14T12:34:11.217101" + }, + { + "epoch": 1055, + "batch_idx": 192, + "loss": 0.33484137058258057, + "learning_rate": 0.00045685681710103853, + "timestep_mean": 296.5, + "epsilon_norm": 3.5288918018341064, + "prediction_norm": 2.389261245727539, + "timestamp": "2025-07-14T12:34:11.222190" + }, + { + "epoch": 1056, + "batch_idx": 0, + "loss": 0.2725679278373718, + "learning_rate": 0.0004560744017246286, + "timestep_mean": 506.65625, + "epsilon_norm": 8.606595993041992, + "prediction_norm": 7.634373188018799, + "timestamp": "2025-07-14T12:34:11.227474" + }, + { + "epoch": 1056, + "batch_idx": 32, + "loss": 0.40131473541259766, + "learning_rate": 0.0004560744017246286, + "timestep_mean": 357.90625, + "epsilon_norm": 7.655168056488037, + "prediction_norm": 6.3124542236328125, + "timestamp": "2025-07-14T12:34:11.232713" + }, + { + "epoch": 1056, + "batch_idx": 64, + "loss": 0.24404014647006989, + "learning_rate": 0.0004560744017246286, + "timestep_mean": 565.125, + "epsilon_norm": 9.330309867858887, + "prediction_norm": 8.131892204284668, + "timestamp": "2025-07-14T12:34:11.238198" + }, + { + "epoch": 1056, + "batch_idx": 96, + "loss": 0.22587642073631287, + "learning_rate": 0.0004560744017246286, + "timestep_mean": 496.125, + "epsilon_norm": 8.311100006103516, + "prediction_norm": 6.998843669891357, + "timestamp": "2025-07-14T12:34:11.243487" + }, + { + "epoch": 1056, + "batch_idx": 128, + "loss": 0.11596590280532837, + "learning_rate": 0.0004560744017246286, + "timestep_mean": 563.625, + "epsilon_norm": 7.5829949378967285, + "prediction_norm": 6.977413177490234, + "timestamp": "2025-07-14T12:34:11.248739" + }, + { + "epoch": 1056, + "batch_idx": 160, + "loss": 0.1891162097454071, + "learning_rate": 0.0004560744017246286, + "timestep_mean": 613.78125, + "epsilon_norm": 7.383746147155762, + "prediction_norm": 6.287872791290283, + "timestamp": "2025-07-14T12:34:11.254145" + }, + { + "epoch": 1056, + "batch_idx": 192, + "loss": 0.31724226474761963, + "learning_rate": 0.0004560744017246286, + "timestep_mean": 439.5, + "epsilon_norm": 3.6124250888824463, + "prediction_norm": 3.1693296432495117, + "timestamp": "2025-07-14T12:34:11.259317" + }, + { + "epoch": 1057, + "batch_idx": 0, + "loss": 0.41383442282676697, + "learning_rate": 0.00045529209473026594, + "timestep_mean": 356.96875, + "epsilon_norm": 8.710537910461426, + "prediction_norm": 6.553122520446777, + "timestamp": "2025-07-14T12:34:11.264502" + }, + { + "epoch": 1057, + "batch_idx": 32, + "loss": 0.3312452435493469, + "learning_rate": 0.00045529209473026594, + "timestep_mean": 466.625, + "epsilon_norm": 7.795215606689453, + "prediction_norm": 5.906805515289307, + "timestamp": "2025-07-14T12:34:11.269798" + }, + { + "epoch": 1057, + "batch_idx": 64, + "loss": 0.20843708515167236, + "learning_rate": 0.00045529209473026594, + "timestep_mean": 543.3125, + "epsilon_norm": 7.231258869171143, + "prediction_norm": 6.2511491775512695, + "timestamp": "2025-07-14T12:34:11.275085" + }, + { + "epoch": 1057, + "batch_idx": 96, + "loss": 0.19124062359333038, + "learning_rate": 0.00045529209473026594, + "timestep_mean": 490.65625, + "epsilon_norm": 7.7560014724731445, + "prediction_norm": 6.679684638977051, + "timestamp": "2025-07-14T12:34:11.280366" + }, + { + "epoch": 1057, + "batch_idx": 128, + "loss": 0.21742214262485504, + "learning_rate": 0.00045529209473026594, + "timestep_mean": 540.625, + "epsilon_norm": 7.160921573638916, + "prediction_norm": 6.443963050842285, + "timestamp": "2025-07-14T12:34:11.285689" + }, + { + "epoch": 1057, + "batch_idx": 160, + "loss": 0.15904182195663452, + "learning_rate": 0.00045529209473026594, + "timestep_mean": 529.0, + "epsilon_norm": 8.223304748535156, + "prediction_norm": 7.360630512237549, + "timestamp": "2025-07-14T12:34:11.290937" + }, + { + "epoch": 1057, + "batch_idx": 192, + "loss": 0.10738344490528107, + "learning_rate": 0.00045529209473026594, + "timestep_mean": 613.625, + "epsilon_norm": 3.735912799835205, + "prediction_norm": 3.273918628692627, + "timestamp": "2025-07-14T12:34:11.296186" + }, + { + "epoch": 1058, + "batch_idx": 0, + "loss": 0.3190475404262543, + "learning_rate": 0.0004545098980482153, + "timestep_mean": 489.65625, + "epsilon_norm": 8.817014694213867, + "prediction_norm": 7.672043323516846, + "timestamp": "2025-07-14T12:34:11.301332" + }, + { + "epoch": 1058, + "batch_idx": 32, + "loss": 0.3418121337890625, + "learning_rate": 0.0004545098980482153, + "timestep_mean": 475.65625, + "epsilon_norm": 8.697888374328613, + "prediction_norm": 7.625519752502441, + "timestamp": "2025-07-14T12:34:11.306497" + }, + { + "epoch": 1058, + "batch_idx": 64, + "loss": 0.3106401860713959, + "learning_rate": 0.0004545098980482153, + "timestep_mean": 525.40625, + "epsilon_norm": 8.003244400024414, + "prediction_norm": 6.167271137237549, + "timestamp": "2025-07-14T12:34:11.311741" + }, + { + "epoch": 1058, + "batch_idx": 96, + "loss": 0.2783234119415283, + "learning_rate": 0.0004545098980482153, + "timestep_mean": 567.25, + "epsilon_norm": 8.369998931884766, + "prediction_norm": 7.306336402893066, + "timestamp": "2025-07-14T12:34:11.316883" + }, + { + "epoch": 1058, + "batch_idx": 128, + "loss": 0.11878323554992676, + "learning_rate": 0.0004545098980482153, + "timestep_mean": 561.40625, + "epsilon_norm": 7.991013526916504, + "prediction_norm": 6.977239608764648, + "timestamp": "2025-07-14T12:34:11.321878" + }, + { + "epoch": 1058, + "batch_idx": 160, + "loss": 0.20921477675437927, + "learning_rate": 0.0004545098980482153, + "timestep_mean": 415.0625, + "epsilon_norm": 7.317505359649658, + "prediction_norm": 6.486541271209717, + "timestamp": "2025-07-14T12:34:11.326941" + }, + { + "epoch": 1058, + "batch_idx": 192, + "loss": 0.22356697916984558, + "learning_rate": 0.0004545098980482153, + "timestep_mean": 524.0, + "epsilon_norm": 3.8427345752716064, + "prediction_norm": 3.4603829383850098, + "timestamp": "2025-07-14T12:34:11.331940" + }, + { + "epoch": 1059, + "batch_idx": 0, + "loss": 0.39913758635520935, + "learning_rate": 0.0004537278136084691, + "timestep_mean": 454.53125, + "epsilon_norm": 8.270318984985352, + "prediction_norm": 7.213993072509766, + "timestamp": "2025-07-14T12:34:11.336980" + }, + { + "epoch": 1059, + "batch_idx": 32, + "loss": 0.3202556073665619, + "learning_rate": 0.0004537278136084691, + "timestep_mean": 458.5625, + "epsilon_norm": 9.144821166992188, + "prediction_norm": 7.4415388107299805, + "timestamp": "2025-07-14T12:34:11.342231" + }, + { + "epoch": 1059, + "batch_idx": 64, + "loss": 0.2729513943195343, + "learning_rate": 0.0004537278136084691, + "timestep_mean": 425.15625, + "epsilon_norm": 7.744725704193115, + "prediction_norm": 6.424118995666504, + "timestamp": "2025-07-14T12:34:11.347318" + }, + { + "epoch": 1059, + "batch_idx": 96, + "loss": 0.14629288017749786, + "learning_rate": 0.0004537278136084691, + "timestep_mean": 563.1875, + "epsilon_norm": 7.81649112701416, + "prediction_norm": 6.907139778137207, + "timestamp": "2025-07-14T12:34:11.352425" + }, + { + "epoch": 1059, + "batch_idx": 128, + "loss": 0.36635851860046387, + "learning_rate": 0.0004537278136084691, + "timestep_mean": 515.0, + "epsilon_norm": 7.755545616149902, + "prediction_norm": 6.994575023651123, + "timestamp": "2025-07-14T12:34:11.357609" + }, + { + "epoch": 1059, + "batch_idx": 160, + "loss": 0.26850205659866333, + "learning_rate": 0.0004537278136084691, + "timestep_mean": 461.34375, + "epsilon_norm": 7.119095325469971, + "prediction_norm": 6.279748439788818, + "timestamp": "2025-07-14T12:34:11.362667" + }, + { + "epoch": 1059, + "batch_idx": 192, + "loss": 0.1271451860666275, + "learning_rate": 0.0004537278136084691, + "timestep_mean": 547.25, + "epsilon_norm": 4.443727016448975, + "prediction_norm": 3.98125958442688, + "timestamp": "2025-07-14T12:34:11.367660" + }, + { + "epoch": 1060, + "batch_idx": 0, + "loss": 0.17111802101135254, + "learning_rate": 0.000452945843340743, + "timestep_mean": 450.75, + "epsilon_norm": 5.606265068054199, + "prediction_norm": 4.657720565795898, + "timestamp": "2025-07-14T12:34:11.372821" + }, + { + "epoch": 1060, + "batch_idx": 32, + "loss": 0.2938520014286041, + "learning_rate": 0.000452945843340743, + "timestep_mean": 422.1875, + "epsilon_norm": 7.7688374519348145, + "prediction_norm": 6.941956996917725, + "timestamp": "2025-07-14T12:34:11.377942" + }, + { + "epoch": 1060, + "batch_idx": 64, + "loss": 0.327907919883728, + "learning_rate": 0.000452945843340743, + "timestep_mean": 447.125, + "epsilon_norm": 7.001784324645996, + "prediction_norm": 5.961150169372559, + "timestamp": "2025-07-14T12:34:11.383028" + }, + { + "epoch": 1060, + "batch_idx": 96, + "loss": 0.440289705991745, + "learning_rate": 0.000452945843340743, + "timestep_mean": 503.34375, + "epsilon_norm": 8.583322525024414, + "prediction_norm": 7.252654075622559, + "timestamp": "2025-07-14T12:34:11.388172" + }, + { + "epoch": 1060, + "batch_idx": 128, + "loss": 0.1402587890625, + "learning_rate": 0.000452945843340743, + "timestep_mean": 574.96875, + "epsilon_norm": 8.011487007141113, + "prediction_norm": 7.459848880767822, + "timestamp": "2025-07-14T12:34:11.393312" + }, + { + "epoch": 1060, + "batch_idx": 160, + "loss": 0.26270318031311035, + "learning_rate": 0.000452945843340743, + "timestep_mean": 496.5625, + "epsilon_norm": 7.913666248321533, + "prediction_norm": 7.45654821395874, + "timestamp": "2025-07-14T12:34:11.398479" + }, + { + "epoch": 1060, + "batch_idx": 192, + "loss": 0.1467193067073822, + "learning_rate": 0.000452945843340743, + "timestep_mean": 580.375, + "epsilon_norm": 2.51546049118042, + "prediction_norm": 1.8910080194473267, + "timestamp": "2025-07-14T12:34:11.403597" + }, + { + "epoch": 1061, + "batch_idx": 0, + "loss": 0.24416403472423553, + "learning_rate": 0.00045216398917447107, + "timestep_mean": 583.125, + "epsilon_norm": 8.164057731628418, + "prediction_norm": 6.662962436676025, + "timestamp": "2025-07-14T12:34:11.408555" + }, + { + "epoch": 1061, + "batch_idx": 32, + "loss": 0.26149195432662964, + "learning_rate": 0.00045216398917447107, + "timestep_mean": 513.21875, + "epsilon_norm": 8.930498123168945, + "prediction_norm": 7.887190341949463, + "timestamp": "2025-07-14T12:34:11.413434" + }, + { + "epoch": 1061, + "batch_idx": 64, + "loss": 0.14718247950077057, + "learning_rate": 0.00045216398917447107, + "timestep_mean": 499.75, + "epsilon_norm": 6.8989996910095215, + "prediction_norm": 6.186368465423584, + "timestamp": "2025-07-14T12:34:11.419053" + }, + { + "epoch": 1061, + "batch_idx": 96, + "loss": 0.22058019042015076, + "learning_rate": 0.00045216398917447107, + "timestep_mean": 541.0, + "epsilon_norm": 8.509129524230957, + "prediction_norm": 7.642284870147705, + "timestamp": "2025-07-14T12:34:11.424470" + }, + { + "epoch": 1061, + "batch_idx": 128, + "loss": 0.22116833925247192, + "learning_rate": 0.00045216398917447107, + "timestep_mean": 420.6875, + "epsilon_norm": 6.795677661895752, + "prediction_norm": 6.226828575134277, + "timestamp": "2025-07-14T12:34:11.429782" + }, + { + "epoch": 1061, + "batch_idx": 160, + "loss": 0.40439894795417786, + "learning_rate": 0.00045216398917447107, + "timestep_mean": 485.03125, + "epsilon_norm": 8.340575218200684, + "prediction_norm": 7.206915378570557, + "timestamp": "2025-07-14T12:34:11.435399" + }, + { + "epoch": 1061, + "batch_idx": 192, + "loss": 0.07563653588294983, + "learning_rate": 0.00045216398917447107, + "timestep_mean": 551.25, + "epsilon_norm": 2.9461729526519775, + "prediction_norm": 2.256243944168091, + "timestamp": "2025-07-14T12:34:11.440948" + }, + { + "epoch": 1062, + "batch_idx": 0, + "loss": 0.2440578192472458, + "learning_rate": 0.00045138225303880064, + "timestep_mean": 424.53125, + "epsilon_norm": 6.689766883850098, + "prediction_norm": 5.518708229064941, + "timestamp": "2025-07-14T12:34:11.446295" + }, + { + "epoch": 1062, + "batch_idx": 32, + "loss": 0.21220746636390686, + "learning_rate": 0.00045138225303880064, + "timestep_mean": 433.625, + "epsilon_norm": 7.399900436401367, + "prediction_norm": 6.4436469078063965, + "timestamp": "2025-07-14T12:34:11.451422" + }, + { + "epoch": 1062, + "batch_idx": 64, + "loss": 0.24388666450977325, + "learning_rate": 0.00045138225303880064, + "timestep_mean": 485.8125, + "epsilon_norm": 7.367941856384277, + "prediction_norm": 6.300729751586914, + "timestamp": "2025-07-14T12:34:11.456560" + }, + { + "epoch": 1062, + "batch_idx": 96, + "loss": 0.2509598731994629, + "learning_rate": 0.00045138225303880064, + "timestep_mean": 494.25, + "epsilon_norm": 8.074057579040527, + "prediction_norm": 6.7514142990112305, + "timestamp": "2025-07-14T12:34:11.461834" + }, + { + "epoch": 1062, + "batch_idx": 128, + "loss": 0.12904810905456543, + "learning_rate": 0.00045138225303880064, + "timestep_mean": 614.84375, + "epsilon_norm": 7.297913074493408, + "prediction_norm": 6.989306926727295, + "timestamp": "2025-07-14T12:34:11.467093" + }, + { + "epoch": 1062, + "batch_idx": 160, + "loss": 0.2685456871986389, + "learning_rate": 0.00045138225303880064, + "timestep_mean": 479.15625, + "epsilon_norm": 7.520612716674805, + "prediction_norm": 6.4870381355285645, + "timestamp": "2025-07-14T12:34:11.472221" + }, + { + "epoch": 1062, + "batch_idx": 192, + "loss": 0.2734002470970154, + "learning_rate": 0.00045138225303880064, + "timestep_mean": 460.5, + "epsilon_norm": 3.4298675060272217, + "prediction_norm": 2.878044605255127, + "timestamp": "2025-07-14T12:34:11.477462" + }, + { + "epoch": 1063, + "batch_idx": 0, + "loss": 0.364460289478302, + "learning_rate": 0.00045060063686258773, + "timestep_mean": 450.71875, + "epsilon_norm": 7.707871437072754, + "prediction_norm": 6.4374918937683105, + "timestamp": "2025-07-14T12:34:11.482779" + }, + { + "epoch": 1063, + "batch_idx": 32, + "loss": 0.2743872106075287, + "learning_rate": 0.00045060063686258773, + "timestep_mean": 444.625, + "epsilon_norm": 8.185185432434082, + "prediction_norm": 6.598750591278076, + "timestamp": "2025-07-14T12:34:11.488029" + }, + { + "epoch": 1063, + "batch_idx": 64, + "loss": 0.19450195133686066, + "learning_rate": 0.00045060063686258773, + "timestep_mean": 499.15625, + "epsilon_norm": 7.707194805145264, + "prediction_norm": 7.112475395202637, + "timestamp": "2025-07-14T12:34:11.493290" + }, + { + "epoch": 1063, + "batch_idx": 96, + "loss": 0.301327109336853, + "learning_rate": 0.00045060063686258773, + "timestep_mean": 436.34375, + "epsilon_norm": 9.47514533996582, + "prediction_norm": 7.717503070831299, + "timestamp": "2025-07-14T12:34:11.498422" + }, + { + "epoch": 1063, + "batch_idx": 128, + "loss": 0.27456048130989075, + "learning_rate": 0.00045060063686258773, + "timestep_mean": 423.46875, + "epsilon_norm": 6.696253299713135, + "prediction_norm": 5.403693199157715, + "timestamp": "2025-07-14T12:34:11.503575" + }, + { + "epoch": 1063, + "batch_idx": 160, + "loss": 0.280303955078125, + "learning_rate": 0.00045060063686258773, + "timestep_mean": 473.125, + "epsilon_norm": 8.00562858581543, + "prediction_norm": 6.122283935546875, + "timestamp": "2025-07-14T12:34:11.508816" + }, + { + "epoch": 1063, + "batch_idx": 192, + "loss": 0.20791062712669373, + "learning_rate": 0.00045060063686258773, + "timestep_mean": 527.375, + "epsilon_norm": 3.13500714302063, + "prediction_norm": 2.414659023284912, + "timestamp": "2025-07-14T12:34:11.513998" + }, + { + "epoch": 1064, + "batch_idx": 0, + "loss": 0.271543025970459, + "learning_rate": 0.0004498191425743928, + "timestep_mean": 462.4375, + "epsilon_norm": 6.549365997314453, + "prediction_norm": 5.2874064445495605, + "timestamp": "2025-07-14T12:34:11.519254" + }, + { + "epoch": 1064, + "batch_idx": 32, + "loss": 0.22391581535339355, + "learning_rate": 0.0004498191425743928, + "timestep_mean": 547.4375, + "epsilon_norm": 7.325736999511719, + "prediction_norm": 6.293299674987793, + "timestamp": "2025-07-14T12:34:11.524532" + }, + { + "epoch": 1064, + "batch_idx": 64, + "loss": 0.242942214012146, + "learning_rate": 0.0004498191425743928, + "timestep_mean": 482.6875, + "epsilon_norm": 7.5629658699035645, + "prediction_norm": 6.260890960693359, + "timestamp": "2025-07-14T12:34:11.529714" + }, + { + "epoch": 1064, + "batch_idx": 96, + "loss": 0.2650523781776428, + "learning_rate": 0.0004498191425743928, + "timestep_mean": 507.6875, + "epsilon_norm": 8.070149421691895, + "prediction_norm": 7.356270790100098, + "timestamp": "2025-07-14T12:34:11.534941" + }, + { + "epoch": 1064, + "batch_idx": 128, + "loss": 0.34409573674201965, + "learning_rate": 0.0004498191425743928, + "timestep_mean": 472.25, + "epsilon_norm": 8.884610176086426, + "prediction_norm": 8.0473051071167, + "timestamp": "2025-07-14T12:34:11.540172" + }, + { + "epoch": 1064, + "batch_idx": 160, + "loss": 0.29026854038238525, + "learning_rate": 0.0004498191425743928, + "timestep_mean": 484.0, + "epsilon_norm": 8.151833534240723, + "prediction_norm": 6.752419948577881, + "timestamp": "2025-07-14T12:34:11.545329" + }, + { + "epoch": 1064, + "batch_idx": 192, + "loss": 0.19483275711536407, + "learning_rate": 0.0004498191425743928, + "timestep_mean": 551.0, + "epsilon_norm": 4.467559337615967, + "prediction_norm": 3.9913086891174316, + "timestamp": "2025-07-14T12:34:11.550648" + }, + { + "epoch": 1065, + "batch_idx": 0, + "loss": 0.12583503127098083, + "learning_rate": 0.0004490377721024753, + "timestep_mean": 625.09375, + "epsilon_norm": 7.421847820281982, + "prediction_norm": 7.159780025482178, + "timestamp": "2025-07-14T12:34:11.555880" + }, + { + "epoch": 1065, + "batch_idx": 32, + "loss": 0.16071951389312744, + "learning_rate": 0.0004490377721024753, + "timestep_mean": 478.65625, + "epsilon_norm": 7.113239288330078, + "prediction_norm": 6.333374977111816, + "timestamp": "2025-07-14T12:34:11.560924" + }, + { + "epoch": 1065, + "batch_idx": 64, + "loss": 0.2519223093986511, + "learning_rate": 0.0004490377721024753, + "timestep_mean": 527.25, + "epsilon_norm": 7.655439853668213, + "prediction_norm": 7.1794562339782715, + "timestamp": "2025-07-14T12:34:11.565803" + }, + { + "epoch": 1065, + "batch_idx": 96, + "loss": 0.24686774611473083, + "learning_rate": 0.0004490377721024753, + "timestep_mean": 533.21875, + "epsilon_norm": 7.808172225952148, + "prediction_norm": 6.513310432434082, + "timestamp": "2025-07-14T12:34:11.570692" + }, + { + "epoch": 1065, + "batch_idx": 128, + "loss": 0.2146710902452469, + "learning_rate": 0.0004490377721024753, + "timestep_mean": 492.1875, + "epsilon_norm": 7.478462219238281, + "prediction_norm": 6.823924541473389, + "timestamp": "2025-07-14T12:34:11.575739" + }, + { + "epoch": 1065, + "batch_idx": 160, + "loss": 0.3214794397354126, + "learning_rate": 0.0004490377721024753, + "timestep_mean": 490.0625, + "epsilon_norm": 7.837348461151123, + "prediction_norm": 6.993500232696533, + "timestamp": "2025-07-14T12:34:11.580626" + }, + { + "epoch": 1065, + "batch_idx": 192, + "loss": 0.155431866645813, + "learning_rate": 0.0004490377721024753, + "timestep_mean": 629.125, + "epsilon_norm": 3.9611053466796875, + "prediction_norm": 3.917658567428589, + "timestamp": "2025-07-14T12:34:11.585542" + }, + { + "epoch": 1066, + "batch_idx": 0, + "loss": 0.20742134749889374, + "learning_rate": 0.000448256527374789, + "timestep_mean": 506.84375, + "epsilon_norm": 8.043243408203125, + "prediction_norm": 7.276275157928467, + "timestamp": "2025-07-14T12:34:11.590416" + }, + { + "epoch": 1066, + "batch_idx": 32, + "loss": 0.2170839011669159, + "learning_rate": 0.000448256527374789, + "timestep_mean": 534.53125, + "epsilon_norm": 7.761425971984863, + "prediction_norm": 6.717581272125244, + "timestamp": "2025-07-14T12:34:11.595284" + }, + { + "epoch": 1066, + "batch_idx": 64, + "loss": 0.29733026027679443, + "learning_rate": 0.000448256527374789, + "timestep_mean": 447.9375, + "epsilon_norm": 7.214990615844727, + "prediction_norm": 6.0374627113342285, + "timestamp": "2025-07-14T12:34:11.600226" + }, + { + "epoch": 1066, + "batch_idx": 96, + "loss": 0.18399378657341003, + "learning_rate": 0.000448256527374789, + "timestep_mean": 615.71875, + "epsilon_norm": 7.040813446044922, + "prediction_norm": 5.885660648345947, + "timestamp": "2025-07-14T12:34:11.605132" + }, + { + "epoch": 1066, + "batch_idx": 128, + "loss": 0.411946177482605, + "learning_rate": 0.000448256527374789, + "timestep_mean": 407.59375, + "epsilon_norm": 7.9052863121032715, + "prediction_norm": 6.2262701988220215, + "timestamp": "2025-07-14T12:34:11.610042" + }, + { + "epoch": 1066, + "batch_idx": 160, + "loss": 0.3736134469509125, + "learning_rate": 0.000448256527374789, + "timestep_mean": 517.59375, + "epsilon_norm": 8.063974380493164, + "prediction_norm": 6.321355819702148, + "timestamp": "2025-07-14T12:34:11.614899" + }, + { + "epoch": 1066, + "batch_idx": 192, + "loss": 0.17185445129871368, + "learning_rate": 0.000448256527374789, + "timestep_mean": 552.875, + "epsilon_norm": 4.166488170623779, + "prediction_norm": 3.6153507232666016, + "timestamp": "2025-07-14T12:34:11.619881" + }, + { + "epoch": 1067, + "batch_idx": 0, + "loss": 0.23411013185977936, + "learning_rate": 0.0004474754103189777, + "timestep_mean": 482.53125, + "epsilon_norm": 7.307156085968018, + "prediction_norm": 6.369582176208496, + "timestamp": "2025-07-14T12:34:11.624992" + }, + { + "epoch": 1067, + "batch_idx": 32, + "loss": 0.17352764308452606, + "learning_rate": 0.0004474754103189777, + "timestep_mean": 523.125, + "epsilon_norm": 6.889873027801514, + "prediction_norm": 6.405750274658203, + "timestamp": "2025-07-14T12:34:11.630003" + }, + { + "epoch": 1067, + "batch_idx": 64, + "loss": 0.19044789671897888, + "learning_rate": 0.0004474754103189777, + "timestep_mean": 490.78125, + "epsilon_norm": 7.485281467437744, + "prediction_norm": 6.645657539367676, + "timestamp": "2025-07-14T12:34:11.634998" + }, + { + "epoch": 1067, + "batch_idx": 96, + "loss": 0.33446004986763, + "learning_rate": 0.0004474754103189777, + "timestep_mean": 455.75, + "epsilon_norm": 8.31358528137207, + "prediction_norm": 6.657124996185303, + "timestamp": "2025-07-14T12:34:11.639880" + }, + { + "epoch": 1067, + "batch_idx": 128, + "loss": 0.3508942425251007, + "learning_rate": 0.0004474754103189777, + "timestep_mean": 567.0625, + "epsilon_norm": 7.894062519073486, + "prediction_norm": 6.399531364440918, + "timestamp": "2025-07-14T12:34:11.644788" + }, + { + "epoch": 1067, + "batch_idx": 160, + "loss": 0.3928861618041992, + "learning_rate": 0.0004474754103189777, + "timestep_mean": 547.15625, + "epsilon_norm": 8.097450256347656, + "prediction_norm": 6.059136867523193, + "timestamp": "2025-07-14T12:34:11.649948" + }, + { + "epoch": 1067, + "batch_idx": 192, + "loss": 0.4237925410270691, + "learning_rate": 0.0004474754103189777, + "timestep_mean": 390.625, + "epsilon_norm": 4.512389183044434, + "prediction_norm": 3.4394350051879883, + "timestamp": "2025-07-14T12:34:11.654850" + }, + { + "epoch": 1068, + "batch_idx": 0, + "loss": 0.3048429787158966, + "learning_rate": 0.0004466944228623702, + "timestep_mean": 566.0625, + "epsilon_norm": 6.458933353424072, + "prediction_norm": 5.063896656036377, + "timestamp": "2025-07-14T12:34:11.659705" + }, + { + "epoch": 1068, + "batch_idx": 32, + "loss": 0.4324263036251068, + "learning_rate": 0.0004466944228623702, + "timestep_mean": 497.15625, + "epsilon_norm": 7.152637481689453, + "prediction_norm": 4.7825164794921875, + "timestamp": "2025-07-14T12:34:11.664647" + }, + { + "epoch": 1068, + "batch_idx": 64, + "loss": 0.24208253622055054, + "learning_rate": 0.0004466944228623702, + "timestep_mean": 512.3125, + "epsilon_norm": 8.088546752929688, + "prediction_norm": 6.1087422370910645, + "timestamp": "2025-07-14T12:34:11.669672" + }, + { + "epoch": 1068, + "batch_idx": 96, + "loss": 0.34417226910591125, + "learning_rate": 0.0004466944228623702, + "timestep_mean": 410.875, + "epsilon_norm": 8.076972007751465, + "prediction_norm": 6.234113693237305, + "timestamp": "2025-07-14T12:34:11.674671" + }, + { + "epoch": 1068, + "batch_idx": 128, + "loss": 0.3491774797439575, + "learning_rate": 0.0004466944228623702, + "timestep_mean": 466.9375, + "epsilon_norm": 8.040070533752441, + "prediction_norm": 6.324603080749512, + "timestamp": "2025-07-14T12:34:11.679579" + }, + { + "epoch": 1068, + "batch_idx": 160, + "loss": 0.2334076166152954, + "learning_rate": 0.0004466944228623702, + "timestep_mean": 383.34375, + "epsilon_norm": 8.162811279296875, + "prediction_norm": 6.574246406555176, + "timestamp": "2025-07-14T12:34:11.684405" + }, + { + "epoch": 1068, + "batch_idx": 192, + "loss": 0.22792203724384308, + "learning_rate": 0.0004466944228623702, + "timestep_mean": 385.625, + "epsilon_norm": 3.3699305057525635, + "prediction_norm": 2.6650710105895996, + "timestamp": "2025-07-14T12:34:11.689425" + }, + { + "epoch": 1069, + "batch_idx": 0, + "loss": 0.16521970927715302, + "learning_rate": 0.0004459135669319754, + "timestep_mean": 570.28125, + "epsilon_norm": 7.74006986618042, + "prediction_norm": 6.856236934661865, + "timestamp": "2025-07-14T12:34:11.694369" + }, + { + "epoch": 1069, + "batch_idx": 32, + "loss": 0.3979390859603882, + "learning_rate": 0.0004459135669319754, + "timestep_mean": 589.90625, + "epsilon_norm": 8.650806427001953, + "prediction_norm": 7.359030246734619, + "timestamp": "2025-07-14T12:34:11.699291" + }, + { + "epoch": 1069, + "batch_idx": 64, + "loss": 0.17185832560062408, + "learning_rate": 0.0004459135669319754, + "timestep_mean": 556.84375, + "epsilon_norm": 7.942984104156494, + "prediction_norm": 7.232264995574951, + "timestamp": "2025-07-14T12:34:11.704190" + }, + { + "epoch": 1069, + "batch_idx": 96, + "loss": 0.29673436284065247, + "learning_rate": 0.0004459135669319754, + "timestep_mean": 531.71875, + "epsilon_norm": 7.45667839050293, + "prediction_norm": 6.224522113800049, + "timestamp": "2025-07-14T12:34:11.709108" + }, + { + "epoch": 1069, + "batch_idx": 128, + "loss": 0.31146439909935, + "learning_rate": 0.0004459135669319754, + "timestep_mean": 499.75, + "epsilon_norm": 8.61441421508789, + "prediction_norm": 7.763672828674316, + "timestamp": "2025-07-14T12:34:11.714005" + }, + { + "epoch": 1069, + "batch_idx": 160, + "loss": 0.4951539635658264, + "learning_rate": 0.0004459135669319754, + "timestep_mean": 489.25, + "epsilon_norm": 9.54153823852539, + "prediction_norm": 6.981064796447754, + "timestamp": "2025-07-14T12:34:11.718889" + }, + { + "epoch": 1069, + "batch_idx": 192, + "loss": 0.18106496334075928, + "learning_rate": 0.0004459135669319754, + "timestep_mean": 530.25, + "epsilon_norm": 3.8230905532836914, + "prediction_norm": 3.6348657608032227, + "timestamp": "2025-07-14T12:34:11.723792" + }, + { + "epoch": 1070, + "batch_idx": 0, + "loss": 0.12112490832805634, + "learning_rate": 0.00044513284445447753, + "timestep_mean": 488.03125, + "epsilon_norm": 7.56942892074585, + "prediction_norm": 7.801550388336182, + "timestamp": "2025-07-14T12:34:11.728703" + }, + { + "epoch": 1070, + "batch_idx": 32, + "loss": 0.29800453782081604, + "learning_rate": 0.00044513284445447753, + "timestep_mean": 531.78125, + "epsilon_norm": 7.7191853523254395, + "prediction_norm": 6.5467047691345215, + "timestamp": "2025-07-14T12:34:11.733553" + }, + { + "epoch": 1070, + "batch_idx": 64, + "loss": 0.4348953366279602, + "learning_rate": 0.00044513284445447753, + "timestep_mean": 447.375, + "epsilon_norm": 8.460871696472168, + "prediction_norm": 7.00685453414917, + "timestamp": "2025-07-14T12:34:11.738498" + }, + { + "epoch": 1070, + "batch_idx": 96, + "loss": 0.22059421241283417, + "learning_rate": 0.00044513284445447753, + "timestep_mean": 464.46875, + "epsilon_norm": 7.370913505554199, + "prediction_norm": 6.047545433044434, + "timestamp": "2025-07-14T12:34:11.743312" + }, + { + "epoch": 1070, + "batch_idx": 128, + "loss": 0.33334121108055115, + "learning_rate": 0.00044513284445447753, + "timestep_mean": 563.21875, + "epsilon_norm": 8.041983604431152, + "prediction_norm": 7.246110439300537, + "timestamp": "2025-07-14T12:34:11.748201" + }, + { + "epoch": 1070, + "batch_idx": 160, + "loss": 0.2859248220920563, + "learning_rate": 0.00044513284445447753, + "timestep_mean": 485.34375, + "epsilon_norm": 6.853714466094971, + "prediction_norm": 6.072449207305908, + "timestamp": "2025-07-14T12:34:11.753086" + }, + { + "epoch": 1070, + "batch_idx": 192, + "loss": 0.5992397665977478, + "learning_rate": 0.00044513284445447753, + "timestep_mean": 500.5, + "epsilon_norm": 3.5763704776763916, + "prediction_norm": 2.2716548442840576, + "timestamp": "2025-07-14T12:34:11.757933" + }, + { + "epoch": 1071, + "batch_idx": 0, + "loss": 0.2775539457798004, + "learning_rate": 0.0004443522573562319, + "timestep_mean": 513.34375, + "epsilon_norm": 7.4550628662109375, + "prediction_norm": 6.557209491729736, + "timestamp": "2025-07-14T12:34:11.762954" + }, + { + "epoch": 1071, + "batch_idx": 32, + "loss": 0.387568861246109, + "learning_rate": 0.0004443522573562319, + "timestep_mean": 432.28125, + "epsilon_norm": 7.48595666885376, + "prediction_norm": 6.021399021148682, + "timestamp": "2025-07-14T12:34:11.767770" + }, + { + "epoch": 1071, + "batch_idx": 64, + "loss": 0.244550421833992, + "learning_rate": 0.0004443522573562319, + "timestep_mean": 654.78125, + "epsilon_norm": 8.090840339660645, + "prediction_norm": 6.769266605377197, + "timestamp": "2025-07-14T12:34:11.772643" + }, + { + "epoch": 1071, + "batch_idx": 96, + "loss": 0.22675687074661255, + "learning_rate": 0.0004443522573562319, + "timestep_mean": 492.5, + "epsilon_norm": 8.161450386047363, + "prediction_norm": 6.899937152862549, + "timestamp": "2025-07-14T12:34:11.777485" + }, + { + "epoch": 1071, + "batch_idx": 128, + "loss": 0.2043967843055725, + "learning_rate": 0.0004443522573562319, + "timestep_mean": 454.46875, + "epsilon_norm": 6.909400463104248, + "prediction_norm": 5.982435703277588, + "timestamp": "2025-07-14T12:34:11.782340" + }, + { + "epoch": 1071, + "batch_idx": 160, + "loss": 0.2844613194465637, + "learning_rate": 0.0004443522573562319, + "timestep_mean": 566.28125, + "epsilon_norm": 6.711546897888184, + "prediction_norm": 5.3087592124938965, + "timestamp": "2025-07-14T12:34:11.787543" + }, + { + "epoch": 1071, + "batch_idx": 192, + "loss": 0.47397857904434204, + "learning_rate": 0.0004443522573562319, + "timestep_mean": 498.0, + "epsilon_norm": 3.972337245941162, + "prediction_norm": 2.7933802604675293, + "timestamp": "2025-07-14T12:34:11.792769" + }, + { + "epoch": 1072, + "batch_idx": 0, + "loss": 0.4138126075267792, + "learning_rate": 0.0004435718075632593, + "timestep_mean": 340.875, + "epsilon_norm": 7.317634105682373, + "prediction_norm": 5.49388313293457, + "timestamp": "2025-07-14T12:34:11.797825" + }, + { + "epoch": 1072, + "batch_idx": 32, + "loss": 0.2391985058784485, + "learning_rate": 0.0004435718075632593, + "timestep_mean": 498.875, + "epsilon_norm": 7.057756423950195, + "prediction_norm": 6.2120256423950195, + "timestamp": "2025-07-14T12:34:11.803026" + }, + { + "epoch": 1072, + "batch_idx": 64, + "loss": 0.23447871208190918, + "learning_rate": 0.0004435718075632593, + "timestep_mean": 529.71875, + "epsilon_norm": 9.307023048400879, + "prediction_norm": 7.63173770904541, + "timestamp": "2025-07-14T12:34:11.808173" + }, + { + "epoch": 1072, + "batch_idx": 96, + "loss": 0.3041221499443054, + "learning_rate": 0.0004435718075632593, + "timestep_mean": 561.65625, + "epsilon_norm": 7.592284679412842, + "prediction_norm": 6.203609466552734, + "timestamp": "2025-07-14T12:34:11.813366" + }, + { + "epoch": 1072, + "batch_idx": 128, + "loss": 0.3318626284599304, + "learning_rate": 0.0004435718075632593, + "timestep_mean": 515.875, + "epsilon_norm": 8.649752616882324, + "prediction_norm": 7.256746292114258, + "timestamp": "2025-07-14T12:34:11.818554" + }, + { + "epoch": 1072, + "batch_idx": 160, + "loss": 0.31486794352531433, + "learning_rate": 0.0004435718075632593, + "timestep_mean": 492.96875, + "epsilon_norm": 7.495996475219727, + "prediction_norm": 6.142335414886475, + "timestamp": "2025-07-14T12:34:11.823654" + }, + { + "epoch": 1072, + "batch_idx": 192, + "loss": 0.27169063687324524, + "learning_rate": 0.0004435718075632593, + "timestep_mean": 517.5, + "epsilon_norm": 4.109930992126465, + "prediction_norm": 2.7685704231262207, + "timestamp": "2025-07-14T12:34:11.828827" + }, + { + "epoch": 1073, + "batch_idx": 0, + "loss": 0.21032869815826416, + "learning_rate": 0.0004427914970012423, + "timestep_mean": 507.21875, + "epsilon_norm": 8.944903373718262, + "prediction_norm": 7.782167911529541, + "timestamp": "2025-07-14T12:34:11.834110" + }, + { + "epoch": 1073, + "batch_idx": 32, + "loss": 0.14109140634536743, + "learning_rate": 0.0004427914970012423, + "timestep_mean": 533.875, + "epsilon_norm": 6.783449649810791, + "prediction_norm": 5.705150604248047, + "timestamp": "2025-07-14T12:34:11.839381" + }, + { + "epoch": 1073, + "batch_idx": 64, + "loss": 0.22176194190979004, + "learning_rate": 0.0004427914970012423, + "timestep_mean": 454.625, + "epsilon_norm": 8.101516723632812, + "prediction_norm": 6.730685234069824, + "timestamp": "2025-07-14T12:34:11.844605" + }, + { + "epoch": 1073, + "batch_idx": 96, + "loss": 0.14258192479610443, + "learning_rate": 0.0004427914970012423, + "timestep_mean": 522.34375, + "epsilon_norm": 7.640186786651611, + "prediction_norm": 7.221160888671875, + "timestamp": "2025-07-14T12:34:11.849781" + }, + { + "epoch": 1073, + "batch_idx": 128, + "loss": 0.2146833837032318, + "learning_rate": 0.0004427914970012423, + "timestep_mean": 516.5, + "epsilon_norm": 7.635779857635498, + "prediction_norm": 7.002543926239014, + "timestamp": "2025-07-14T12:34:11.855136" + }, + { + "epoch": 1073, + "batch_idx": 160, + "loss": 0.15717598795890808, + "learning_rate": 0.0004427914970012423, + "timestep_mean": 521.6875, + "epsilon_norm": 7.486786365509033, + "prediction_norm": 6.686873435974121, + "timestamp": "2025-07-14T12:34:11.860391" + }, + { + "epoch": 1073, + "batch_idx": 192, + "loss": 0.4140309691429138, + "learning_rate": 0.0004427914970012423, + "timestep_mean": 370.25, + "epsilon_norm": 4.062103271484375, + "prediction_norm": 2.850667953491211, + "timestamp": "2025-07-14T12:34:11.865605" + }, + { + "epoch": 1074, + "batch_idx": 0, + "loss": 0.1844579130411148, + "learning_rate": 0.00044201132759551947, + "timestep_mean": 476.09375, + "epsilon_norm": 7.621636390686035, + "prediction_norm": 6.81373405456543, + "timestamp": "2025-07-14T12:34:11.870748" + }, + { + "epoch": 1074, + "batch_idx": 32, + "loss": 0.3278493881225586, + "learning_rate": 0.00044201132759551947, + "timestep_mean": 449.0625, + "epsilon_norm": 7.866459846496582, + "prediction_norm": 6.712477684020996, + "timestamp": "2025-07-14T12:34:11.875982" + }, + { + "epoch": 1074, + "batch_idx": 64, + "loss": 0.275969535112381, + "learning_rate": 0.00044201132759551947, + "timestep_mean": 581.65625, + "epsilon_norm": 8.746013641357422, + "prediction_norm": 7.082254409790039, + "timestamp": "2025-07-14T12:34:11.881256" + }, + { + "epoch": 1074, + "batch_idx": 96, + "loss": 0.2435435652732849, + "learning_rate": 0.00044201132759551947, + "timestep_mean": 549.21875, + "epsilon_norm": 7.2688164710998535, + "prediction_norm": 6.331334590911865, + "timestamp": "2025-07-14T12:34:11.886437" + }, + { + "epoch": 1074, + "batch_idx": 128, + "loss": 0.31863683462142944, + "learning_rate": 0.00044201132759551947, + "timestep_mean": 547.75, + "epsilon_norm": 8.026041030883789, + "prediction_norm": 6.24516487121582, + "timestamp": "2025-07-14T12:34:11.891877" + }, + { + "epoch": 1074, + "batch_idx": 160, + "loss": 0.3951917886734009, + "learning_rate": 0.00044201132759551947, + "timestep_mean": 461.875, + "epsilon_norm": 7.558990001678467, + "prediction_norm": 6.283503532409668, + "timestamp": "2025-07-14T12:34:11.897060" + }, + { + "epoch": 1074, + "batch_idx": 192, + "loss": 0.1809057891368866, + "learning_rate": 0.00044201132759551947, + "timestep_mean": 516.375, + "epsilon_norm": 3.5133140087127686, + "prediction_norm": 2.6714890003204346, + "timestamp": "2025-07-14T12:34:11.902246" + }, + { + "epoch": 1075, + "batch_idx": 0, + "loss": 0.355721116065979, + "learning_rate": 0.0004412313012710814, + "timestep_mean": 407.1875, + "epsilon_norm": 9.163841247558594, + "prediction_norm": 7.038895130157471, + "timestamp": "2025-07-14T12:34:11.907429" + }, + { + "epoch": 1075, + "batch_idx": 32, + "loss": 0.3275314271450043, + "learning_rate": 0.0004412313012710814, + "timestep_mean": 491.0625, + "epsilon_norm": 7.961211204528809, + "prediction_norm": 6.3634033203125, + "timestamp": "2025-07-14T12:34:11.912642" + }, + { + "epoch": 1075, + "batch_idx": 64, + "loss": 0.21727673709392548, + "learning_rate": 0.0004412313012710814, + "timestep_mean": 514.875, + "epsilon_norm": 8.10058307647705, + "prediction_norm": 7.422519207000732, + "timestamp": "2025-07-14T12:34:11.917857" + }, + { + "epoch": 1075, + "batch_idx": 96, + "loss": 0.15797770023345947, + "learning_rate": 0.0004412313012710814, + "timestep_mean": 541.65625, + "epsilon_norm": 7.413576126098633, + "prediction_norm": 7.132377624511719, + "timestamp": "2025-07-14T12:34:11.923102" + }, + { + "epoch": 1075, + "batch_idx": 128, + "loss": 0.15401601791381836, + "learning_rate": 0.0004412313012710814, + "timestep_mean": 614.28125, + "epsilon_norm": 7.521587371826172, + "prediction_norm": 6.772606372833252, + "timestamp": "2025-07-14T12:34:11.928268" + }, + { + "epoch": 1075, + "batch_idx": 160, + "loss": 0.21892082691192627, + "learning_rate": 0.0004412313012710814, + "timestep_mean": 463.375, + "epsilon_norm": 7.369764804840088, + "prediction_norm": 6.377734184265137, + "timestamp": "2025-07-14T12:34:11.933302" + }, + { + "epoch": 1075, + "batch_idx": 192, + "loss": 0.7894338369369507, + "learning_rate": 0.0004412313012710814, + "timestep_mean": 446.375, + "epsilon_norm": 4.86049747467041, + "prediction_norm": 3.490490674972534, + "timestamp": "2025-07-14T12:34:11.938420" + }, + { + "epoch": 1076, + "batch_idx": 0, + "loss": 0.2625974118709564, + "learning_rate": 0.0004404514199525654, + "timestep_mean": 454.75, + "epsilon_norm": 7.21293830871582, + "prediction_norm": 5.9962897300720215, + "timestamp": "2025-07-14T12:34:11.943578" + }, + { + "epoch": 1076, + "batch_idx": 32, + "loss": 0.4398789405822754, + "learning_rate": 0.0004404514199525654, + "timestep_mean": 586.71875, + "epsilon_norm": 9.128055572509766, + "prediction_norm": 7.873600482940674, + "timestamp": "2025-07-14T12:34:11.948806" + }, + { + "epoch": 1076, + "batch_idx": 64, + "loss": 0.3424196243286133, + "learning_rate": 0.0004404514199525654, + "timestep_mean": 451.5, + "epsilon_norm": 7.219794750213623, + "prediction_norm": 6.209558010101318, + "timestamp": "2025-07-14T12:34:11.953989" + }, + { + "epoch": 1076, + "batch_idx": 96, + "loss": 0.5944223403930664, + "learning_rate": 0.0004404514199525654, + "timestep_mean": 483.65625, + "epsilon_norm": 9.03372573852539, + "prediction_norm": 7.174986362457275, + "timestamp": "2025-07-14T12:34:11.959275" + }, + { + "epoch": 1076, + "batch_idx": 128, + "loss": 0.30184128880500793, + "learning_rate": 0.0004404514199525654, + "timestep_mean": 546.5625, + "epsilon_norm": 8.781570434570312, + "prediction_norm": 8.335969924926758, + "timestamp": "2025-07-14T12:34:11.964503" + }, + { + "epoch": 1076, + "batch_idx": 160, + "loss": 0.12075286358594894, + "learning_rate": 0.0004404514199525654, + "timestep_mean": 538.0, + "epsilon_norm": 7.851326942443848, + "prediction_norm": 7.857067108154297, + "timestamp": "2025-07-14T12:34:11.969775" + }, + { + "epoch": 1076, + "batch_idx": 192, + "loss": 0.9151589870452881, + "learning_rate": 0.0004404514199525654, + "timestep_mean": 280.0, + "epsilon_norm": 4.314215660095215, + "prediction_norm": 2.281002998352051, + "timestamp": "2025-07-14T12:34:11.975049" + }, + { + "epoch": 1077, + "batch_idx": 0, + "loss": 0.4275314211845398, + "learning_rate": 0.0004396716855642512, + "timestep_mean": 522.46875, + "epsilon_norm": 9.179560661315918, + "prediction_norm": 7.594773292541504, + "timestamp": "2025-07-14T12:34:11.980258" + }, + { + "epoch": 1077, + "batch_idx": 32, + "loss": 0.2747527062892914, + "learning_rate": 0.0004396716855642512, + "timestep_mean": 463.6875, + "epsilon_norm": 7.728724002838135, + "prediction_norm": 6.505413055419922, + "timestamp": "2025-07-14T12:34:11.985518" + }, + { + "epoch": 1077, + "batch_idx": 64, + "loss": 0.2934230864048004, + "learning_rate": 0.0004396716855642512, + "timestep_mean": 431.8125, + "epsilon_norm": 7.930939197540283, + "prediction_norm": 6.604544162750244, + "timestamp": "2025-07-14T12:34:11.990750" + }, + { + "epoch": 1077, + "batch_idx": 96, + "loss": 0.1988886147737503, + "learning_rate": 0.0004396716855642512, + "timestep_mean": 470.84375, + "epsilon_norm": 6.460967540740967, + "prediction_norm": 5.472397327423096, + "timestamp": "2025-07-14T12:34:11.995915" + }, + { + "epoch": 1077, + "batch_idx": 128, + "loss": 0.29340416193008423, + "learning_rate": 0.0004396716855642512, + "timestep_mean": 475.84375, + "epsilon_norm": 7.780401229858398, + "prediction_norm": 6.867611408233643, + "timestamp": "2025-07-14T12:34:12.001115" + }, + { + "epoch": 1077, + "batch_idx": 160, + "loss": 0.5398613214492798, + "learning_rate": 0.0004396716855642512, + "timestep_mean": 332.0, + "epsilon_norm": 7.45318603515625, + "prediction_norm": 5.5697832107543945, + "timestamp": "2025-07-14T12:34:12.006352" + }, + { + "epoch": 1077, + "batch_idx": 192, + "loss": 0.18829819560050964, + "learning_rate": 0.0004396716855642512, + "timestep_mean": 481.0, + "epsilon_norm": 3.960773468017578, + "prediction_norm": 3.1092910766601562, + "timestamp": "2025-07-14T12:34:12.011523" + }, + { + "epoch": 1078, + "batch_idx": 0, + "loss": 0.21299749612808228, + "learning_rate": 0.00043889210003005544, + "timestep_mean": 519.1875, + "epsilon_norm": 7.8318891525268555, + "prediction_norm": 7.161229133605957, + "timestamp": "2025-07-14T12:34:12.016866" + }, + { + "epoch": 1078, + "batch_idx": 32, + "loss": 0.42430388927459717, + "learning_rate": 0.00043889210003005544, + "timestep_mean": 578.9375, + "epsilon_norm": 9.754532814025879, + "prediction_norm": 8.060038566589355, + "timestamp": "2025-07-14T12:34:12.022029" + }, + { + "epoch": 1078, + "batch_idx": 64, + "loss": 0.18049375712871552, + "learning_rate": 0.00043889210003005544, + "timestep_mean": 491.375, + "epsilon_norm": 8.551932334899902, + "prediction_norm": 7.492531776428223, + "timestamp": "2025-07-14T12:34:12.026949" + }, + { + "epoch": 1078, + "batch_idx": 96, + "loss": 0.42503154277801514, + "learning_rate": 0.00043889210003005544, + "timestep_mean": 426.875, + "epsilon_norm": 7.941972255706787, + "prediction_norm": 6.166097640991211, + "timestamp": "2025-07-14T12:34:12.032053" + }, + { + "epoch": 1078, + "batch_idx": 128, + "loss": 0.22188769280910492, + "learning_rate": 0.00043889210003005544, + "timestep_mean": 559.125, + "epsilon_norm": 7.328324794769287, + "prediction_norm": 5.866427898406982, + "timestamp": "2025-07-14T12:34:12.037251" + }, + { + "epoch": 1078, + "batch_idx": 160, + "loss": 0.3517443537712097, + "learning_rate": 0.00043889210003005544, + "timestep_mean": 466.90625, + "epsilon_norm": 8.148962020874023, + "prediction_norm": 6.138433456420898, + "timestamp": "2025-07-14T12:34:12.042570" + }, + { + "epoch": 1078, + "batch_idx": 192, + "loss": 0.5980402231216431, + "learning_rate": 0.00043889210003005544, + "timestep_mean": 508.875, + "epsilon_norm": 3.7633349895477295, + "prediction_norm": 2.507647752761841, + "timestamp": "2025-07-14T12:34:12.047569" + }, + { + "epoch": 1079, + "batch_idx": 0, + "loss": 0.23835858702659607, + "learning_rate": 0.00043811266527352854, + "timestep_mean": 469.40625, + "epsilon_norm": 7.693603515625, + "prediction_norm": 6.249441623687744, + "timestamp": "2025-07-14T12:34:12.052429" + }, + { + "epoch": 1079, + "batch_idx": 32, + "loss": 0.16581806540489197, + "learning_rate": 0.00043811266527352854, + "timestep_mean": 508.9375, + "epsilon_norm": 7.226141452789307, + "prediction_norm": 6.347757816314697, + "timestamp": "2025-07-14T12:34:12.057235" + }, + { + "epoch": 1079, + "batch_idx": 64, + "loss": 0.34502923488616943, + "learning_rate": 0.00043811266527352854, + "timestep_mean": 531.375, + "epsilon_norm": 8.545438766479492, + "prediction_norm": 7.248028755187988, + "timestamp": "2025-07-14T12:34:12.062051" + }, + { + "epoch": 1079, + "batch_idx": 96, + "loss": 0.22664952278137207, + "learning_rate": 0.00043811266527352854, + "timestep_mean": 521.6875, + "epsilon_norm": 7.456523895263672, + "prediction_norm": 7.060952663421631, + "timestamp": "2025-07-14T12:34:12.067045" + }, + { + "epoch": 1079, + "batch_idx": 128, + "loss": 0.2451513707637787, + "learning_rate": 0.00043811266527352854, + "timestep_mean": 526.8125, + "epsilon_norm": 8.846613883972168, + "prediction_norm": 8.547533988952637, + "timestamp": "2025-07-14T12:34:12.071907" + }, + { + "epoch": 1079, + "batch_idx": 160, + "loss": 0.24779871106147766, + "learning_rate": 0.00043811266527352854, + "timestep_mean": 496.4375, + "epsilon_norm": 8.272894859313965, + "prediction_norm": 7.150203704833984, + "timestamp": "2025-07-14T12:34:12.076726" + }, + { + "epoch": 1079, + "batch_idx": 192, + "loss": 0.47692424058914185, + "learning_rate": 0.00043811266527352854, + "timestep_mean": 478.875, + "epsilon_norm": 4.94517183303833, + "prediction_norm": 4.527525901794434, + "timestamp": "2025-07-14T12:34:12.081538" + }, + { + "epoch": 1080, + "batch_idx": 0, + "loss": 0.2905440926551819, + "learning_rate": 0.0004373333832178481, + "timestep_mean": 506.9375, + "epsilon_norm": 8.610819816589355, + "prediction_norm": 7.8230390548706055, + "timestamp": "2025-07-14T12:34:12.086400" + }, + { + "epoch": 1080, + "batch_idx": 32, + "loss": 0.24748387932777405, + "learning_rate": 0.0004373333832178481, + "timestep_mean": 524.84375, + "epsilon_norm": 8.263764381408691, + "prediction_norm": 7.17728328704834, + "timestamp": "2025-07-14T12:34:12.091268" + }, + { + "epoch": 1080, + "batch_idx": 64, + "loss": 0.4498748183250427, + "learning_rate": 0.0004373333832178481, + "timestep_mean": 511.21875, + "epsilon_norm": 9.187427520751953, + "prediction_norm": 7.8777899742126465, + "timestamp": "2025-07-14T12:34:12.096224" + }, + { + "epoch": 1080, + "batch_idx": 96, + "loss": 0.3325941264629364, + "learning_rate": 0.0004373333832178481, + "timestep_mean": 438.3125, + "epsilon_norm": 7.365023136138916, + "prediction_norm": 5.914534091949463, + "timestamp": "2025-07-14T12:34:12.101009" + }, + { + "epoch": 1080, + "batch_idx": 128, + "loss": 0.2759852409362793, + "learning_rate": 0.0004373333832178481, + "timestep_mean": 498.3125, + "epsilon_norm": 8.011417388916016, + "prediction_norm": 7.066521644592285, + "timestamp": "2025-07-14T12:34:12.106073" + }, + { + "epoch": 1080, + "batch_idx": 160, + "loss": 0.3096678555011749, + "learning_rate": 0.0004373333832178481, + "timestep_mean": 476.8125, + "epsilon_norm": 7.895356178283691, + "prediction_norm": 6.310328483581543, + "timestamp": "2025-07-14T12:34:12.111005" + }, + { + "epoch": 1080, + "batch_idx": 192, + "loss": 0.07191526889801025, + "learning_rate": 0.0004373333832178481, + "timestep_mean": 675.75, + "epsilon_norm": 3.5678975582122803, + "prediction_norm": 3.3172335624694824, + "timestamp": "2025-07-14T12:34:12.115915" + }, + { + "epoch": 1081, + "batch_idx": 0, + "loss": 0.2894933819770813, + "learning_rate": 0.0004365542557858149, + "timestep_mean": 488.75, + "epsilon_norm": 7.540174961090088, + "prediction_norm": 5.686611175537109, + "timestamp": "2025-07-14T12:34:12.121268" + }, + { + "epoch": 1081, + "batch_idx": 32, + "loss": 0.46931004524230957, + "learning_rate": 0.0004365542557858149, + "timestep_mean": 527.5, + "epsilon_norm": 8.461565017700195, + "prediction_norm": 6.314438819885254, + "timestamp": "2025-07-14T12:34:12.126064" + }, + { + "epoch": 1081, + "batch_idx": 64, + "loss": 0.11062648147344589, + "learning_rate": 0.0004365542557858149, + "timestep_mean": 519.28125, + "epsilon_norm": 6.768957138061523, + "prediction_norm": 6.166131973266602, + "timestamp": "2025-07-14T12:34:12.131019" + }, + { + "epoch": 1081, + "batch_idx": 96, + "loss": 0.14130540192127228, + "learning_rate": 0.0004365542557858149, + "timestep_mean": 401.78125, + "epsilon_norm": 8.144023895263672, + "prediction_norm": 7.396359443664551, + "timestamp": "2025-07-14T12:34:12.135971" + }, + { + "epoch": 1081, + "batch_idx": 128, + "loss": 0.17089125514030457, + "learning_rate": 0.0004365542557858149, + "timestep_mean": 565.28125, + "epsilon_norm": 7.144979000091553, + "prediction_norm": 6.033428192138672, + "timestamp": "2025-07-14T12:34:12.140860" + }, + { + "epoch": 1081, + "batch_idx": 160, + "loss": 0.20537298917770386, + "learning_rate": 0.0004365542557858149, + "timestep_mean": 511.75, + "epsilon_norm": 7.130883693695068, + "prediction_norm": 6.083465099334717, + "timestamp": "2025-07-14T12:34:12.145771" + }, + { + "epoch": 1081, + "batch_idx": 192, + "loss": 0.0997302234172821, + "learning_rate": 0.0004365542557858149, + "timestep_mean": 693.875, + "epsilon_norm": 3.845831871032715, + "prediction_norm": 3.389899492263794, + "timestamp": "2025-07-14T12:34:12.150759" + }, + { + "epoch": 1082, + "batch_idx": 0, + "loss": 0.197831392288208, + "learning_rate": 0.0004357752848998488, + "timestep_mean": 579.78125, + "epsilon_norm": 10.371163368225098, + "prediction_norm": 8.899038314819336, + "timestamp": "2025-07-14T12:34:12.155614" + }, + { + "epoch": 1082, + "batch_idx": 32, + "loss": 0.2915307581424713, + "learning_rate": 0.0004357752848998488, + "timestep_mean": 414.21875, + "epsilon_norm": 8.094286918640137, + "prediction_norm": 6.365604400634766, + "timestamp": "2025-07-14T12:34:12.160516" + }, + { + "epoch": 1082, + "batch_idx": 64, + "loss": 0.18268559873104095, + "learning_rate": 0.0004357752848998488, + "timestep_mean": 513.96875, + "epsilon_norm": 6.876554489135742, + "prediction_norm": 5.72585391998291, + "timestamp": "2025-07-14T12:34:12.165370" + }, + { + "epoch": 1082, + "batch_idx": 96, + "loss": 0.23176977038383484, + "learning_rate": 0.0004357752848998488, + "timestep_mean": 492.5625, + "epsilon_norm": 7.994462490081787, + "prediction_norm": 7.149345397949219, + "timestamp": "2025-07-14T12:34:12.170213" + }, + { + "epoch": 1082, + "batch_idx": 128, + "loss": 0.2690068185329437, + "learning_rate": 0.0004357752848998488, + "timestep_mean": 459.28125, + "epsilon_norm": 7.813543796539307, + "prediction_norm": 6.554896354675293, + "timestamp": "2025-07-14T12:34:12.175119" + }, + { + "epoch": 1082, + "batch_idx": 160, + "loss": 0.40115004777908325, + "learning_rate": 0.0004357752848998488, + "timestep_mean": 465.15625, + "epsilon_norm": 9.491811752319336, + "prediction_norm": 7.881278038024902, + "timestamp": "2025-07-14T12:34:12.179954" + }, + { + "epoch": 1082, + "batch_idx": 192, + "loss": 0.24081359803676605, + "learning_rate": 0.0004357752848998488, + "timestep_mean": 509.125, + "epsilon_norm": 3.8038740158081055, + "prediction_norm": 2.8464951515197754, + "timestamp": "2025-07-14T12:34:12.184834" + }, + { + "epoch": 1083, + "batch_idx": 0, + "loss": 0.1522161066532135, + "learning_rate": 0.00043499647248198273, + "timestep_mean": 520.53125, + "epsilon_norm": 7.825911045074463, + "prediction_norm": 7.0148725509643555, + "timestamp": "2025-07-14T12:34:12.189703" + }, + { + "epoch": 1083, + "batch_idx": 32, + "loss": 0.31918227672576904, + "learning_rate": 0.00043499647248198273, + "timestep_mean": 495.9375, + "epsilon_norm": 8.436038970947266, + "prediction_norm": 7.327448844909668, + "timestamp": "2025-07-14T12:34:12.194583" + }, + { + "epoch": 1083, + "batch_idx": 64, + "loss": 0.3115289509296417, + "learning_rate": 0.00043499647248198273, + "timestep_mean": 466.75, + "epsilon_norm": 7.604684829711914, + "prediction_norm": 5.828944206237793, + "timestamp": "2025-07-14T12:34:12.199443" + }, + { + "epoch": 1083, + "batch_idx": 96, + "loss": 0.34801506996154785, + "learning_rate": 0.00043499647248198273, + "timestep_mean": 502.0, + "epsilon_norm": 8.314529418945312, + "prediction_norm": 6.980203628540039, + "timestamp": "2025-07-14T12:34:12.204412" + }, + { + "epoch": 1083, + "batch_idx": 128, + "loss": 0.6226751804351807, + "learning_rate": 0.00043499647248198273, + "timestep_mean": 501.6875, + "epsilon_norm": 7.774436950683594, + "prediction_norm": 5.543066024780273, + "timestamp": "2025-07-14T12:34:12.209278" + }, + { + "epoch": 1083, + "batch_idx": 160, + "loss": 0.375052809715271, + "learning_rate": 0.00043499647248198273, + "timestep_mean": 501.96875, + "epsilon_norm": 7.76709508895874, + "prediction_norm": 6.361296653747559, + "timestamp": "2025-07-14T12:34:12.214160" + }, + { + "epoch": 1083, + "batch_idx": 192, + "loss": 0.381611168384552, + "learning_rate": 0.00043499647248198273, + "timestep_mean": 356.375, + "epsilon_norm": 4.9020771980285645, + "prediction_norm": 4.357779026031494, + "timestamp": "2025-07-14T12:34:12.218989" + }, + { + "epoch": 1084, + "batch_idx": 0, + "loss": 0.31801149249076843, + "learning_rate": 0.0004342178204538589, + "timestep_mean": 489.15625, + "epsilon_norm": 7.991066932678223, + "prediction_norm": 6.257585048675537, + "timestamp": "2025-07-14T12:34:12.223856" + }, + { + "epoch": 1084, + "batch_idx": 32, + "loss": 0.430463045835495, + "learning_rate": 0.0004342178204538589, + "timestep_mean": 482.03125, + "epsilon_norm": 7.611769199371338, + "prediction_norm": 5.6700119972229, + "timestamp": "2025-07-14T12:34:12.228771" + }, + { + "epoch": 1084, + "batch_idx": 64, + "loss": 0.43390214443206787, + "learning_rate": 0.0004342178204538589, + "timestep_mean": 507.65625, + "epsilon_norm": 8.9779634475708, + "prediction_norm": 8.047420501708984, + "timestamp": "2025-07-14T12:34:12.233673" + }, + { + "epoch": 1084, + "batch_idx": 96, + "loss": 0.4464193880558014, + "learning_rate": 0.0004342178204538589, + "timestep_mean": 467.75, + "epsilon_norm": 7.8052287101745605, + "prediction_norm": 6.390194416046143, + "timestamp": "2025-07-14T12:34:12.238530" + }, + { + "epoch": 1084, + "batch_idx": 128, + "loss": 0.24045751988887787, + "learning_rate": 0.0004342178204538589, + "timestep_mean": 478.5, + "epsilon_norm": 7.2798590660095215, + "prediction_norm": 6.684741020202637, + "timestamp": "2025-07-14T12:34:12.243346" + }, + { + "epoch": 1084, + "batch_idx": 160, + "loss": 0.21653610467910767, + "learning_rate": 0.0004342178204538589, + "timestep_mean": 478.5, + "epsilon_norm": 8.29968547821045, + "prediction_norm": 7.902658939361572, + "timestamp": "2025-07-14T12:34:12.248193" + }, + { + "epoch": 1084, + "batch_idx": 192, + "loss": 0.3526425361633301, + "learning_rate": 0.0004342178204538589, + "timestep_mean": 524.125, + "epsilon_norm": 4.8604254722595215, + "prediction_norm": 3.865255832672119, + "timestamp": "2025-07-14T12:34:12.253028" + }, + { + "epoch": 1085, + "batch_idx": 0, + "loss": 0.1199522614479065, + "learning_rate": 0.00043343933073672396, + "timestep_mean": 514.3125, + "epsilon_norm": 8.226125717163086, + "prediction_norm": 8.360688209533691, + "timestamp": "2025-07-14T12:34:12.257901" + }, + { + "epoch": 1085, + "batch_idx": 32, + "loss": 0.3011479377746582, + "learning_rate": 0.00043343933073672396, + "timestep_mean": 616.03125, + "epsilon_norm": 7.518039703369141, + "prediction_norm": 6.568016529083252, + "timestamp": "2025-07-14T12:34:12.262906" + }, + { + "epoch": 1085, + "batch_idx": 64, + "loss": 0.27975475788116455, + "learning_rate": 0.00043343933073672396, + "timestep_mean": 520.96875, + "epsilon_norm": 9.219154357910156, + "prediction_norm": 8.37225341796875, + "timestamp": "2025-07-14T12:34:12.267795" + }, + { + "epoch": 1085, + "batch_idx": 96, + "loss": 0.30458036065101624, + "learning_rate": 0.00043343933073672396, + "timestep_mean": 452.8125, + "epsilon_norm": 8.97657299041748, + "prediction_norm": 7.827511787414551, + "timestamp": "2025-07-14T12:34:12.272671" + }, + { + "epoch": 1085, + "batch_idx": 128, + "loss": 0.13746508955955505, + "learning_rate": 0.00043343933073672396, + "timestep_mean": 530.1875, + "epsilon_norm": 6.766396999359131, + "prediction_norm": 6.644425392150879, + "timestamp": "2025-07-14T12:34:12.277604" + }, + { + "epoch": 1085, + "batch_idx": 160, + "loss": 0.2845255136489868, + "learning_rate": 0.00043343933073672396, + "timestep_mean": 481.09375, + "epsilon_norm": 8.93363094329834, + "prediction_norm": 7.4674577713012695, + "timestamp": "2025-07-14T12:34:12.282730" + }, + { + "epoch": 1085, + "batch_idx": 192, + "loss": 0.37730443477630615, + "learning_rate": 0.00043343933073672396, + "timestep_mean": 374.25, + "epsilon_norm": 3.7665724754333496, + "prediction_norm": 3.2078781127929688, + "timestamp": "2025-07-14T12:34:12.287865" + }, + { + "epoch": 1086, + "batch_idx": 0, + "loss": 0.2439565658569336, + "learning_rate": 0.00043266100525142384, + "timestep_mean": 512.90625, + "epsilon_norm": 7.017597675323486, + "prediction_norm": 5.6821160316467285, + "timestamp": "2025-07-14T12:34:12.292796" + }, + { + "epoch": 1086, + "batch_idx": 32, + "loss": 0.3293225169181824, + "learning_rate": 0.00043266100525142384, + "timestep_mean": 433.46875, + "epsilon_norm": 8.799288749694824, + "prediction_norm": 6.706507682800293, + "timestamp": "2025-07-14T12:34:12.297706" + }, + { + "epoch": 1086, + "batch_idx": 64, + "loss": 0.22050194442272186, + "learning_rate": 0.00043266100525142384, + "timestep_mean": 560.3125, + "epsilon_norm": 7.997879505157471, + "prediction_norm": 6.998102188110352, + "timestamp": "2025-07-14T12:34:12.302630" + }, + { + "epoch": 1086, + "batch_idx": 96, + "loss": 0.3074291944503784, + "learning_rate": 0.00043266100525142384, + "timestep_mean": 537.8125, + "epsilon_norm": 9.0713529586792, + "prediction_norm": 7.672098636627197, + "timestamp": "2025-07-14T12:34:12.307664" + }, + { + "epoch": 1086, + "batch_idx": 128, + "loss": 0.16911658644676208, + "learning_rate": 0.00043266100525142384, + "timestep_mean": 499.46875, + "epsilon_norm": 7.433382034301758, + "prediction_norm": 6.623575210571289, + "timestamp": "2025-07-14T12:34:12.312548" + }, + { + "epoch": 1086, + "batch_idx": 160, + "loss": 0.20571470260620117, + "learning_rate": 0.00043266100525142384, + "timestep_mean": 539.0625, + "epsilon_norm": 8.454788208007812, + "prediction_norm": 7.331025123596191, + "timestamp": "2025-07-14T12:34:12.317556" + }, + { + "epoch": 1086, + "batch_idx": 192, + "loss": 0.5917710065841675, + "learning_rate": 0.00043266100525142384, + "timestep_mean": 426.125, + "epsilon_norm": 4.802191257476807, + "prediction_norm": 3.4952235221862793, + "timestamp": "2025-07-14T12:34:12.322391" + }, + { + "epoch": 1087, + "batch_idx": 0, + "loss": 0.28169798851013184, + "learning_rate": 0.0004318828459183993, + "timestep_mean": 491.6875, + "epsilon_norm": 7.989114761352539, + "prediction_norm": 6.585597038269043, + "timestamp": "2025-07-14T12:34:12.327307" + }, + { + "epoch": 1087, + "batch_idx": 32, + "loss": 0.21848052740097046, + "learning_rate": 0.0004318828459183993, + "timestep_mean": 494.15625, + "epsilon_norm": 6.883847236633301, + "prediction_norm": 6.2987260818481445, + "timestamp": "2025-07-14T12:34:12.332199" + }, + { + "epoch": 1087, + "batch_idx": 64, + "loss": 0.2797505855560303, + "learning_rate": 0.0004318828459183993, + "timestep_mean": 521.875, + "epsilon_norm": 9.119832992553711, + "prediction_norm": 7.336536884307861, + "timestamp": "2025-07-14T12:34:12.337056" + }, + { + "epoch": 1087, + "batch_idx": 96, + "loss": 0.23835405707359314, + "learning_rate": 0.0004318828459183993, + "timestep_mean": 466.96875, + "epsilon_norm": 8.178171157836914, + "prediction_norm": 6.669267177581787, + "timestamp": "2025-07-14T12:34:12.342105" + }, + { + "epoch": 1087, + "batch_idx": 128, + "loss": 0.17577385902404785, + "learning_rate": 0.0004318828459183993, + "timestep_mean": 564.8125, + "epsilon_norm": 7.539836406707764, + "prediction_norm": 6.6759514808654785, + "timestamp": "2025-07-14T12:34:12.347065" + }, + { + "epoch": 1087, + "batch_idx": 160, + "loss": 0.25647038221359253, + "learning_rate": 0.0004318828459183993, + "timestep_mean": 501.84375, + "epsilon_norm": 6.813526153564453, + "prediction_norm": 5.548298358917236, + "timestamp": "2025-07-14T12:34:12.351955" + }, + { + "epoch": 1087, + "batch_idx": 192, + "loss": 0.23925277590751648, + "learning_rate": 0.0004318828459183993, + "timestep_mean": 650.5, + "epsilon_norm": 3.8208673000335693, + "prediction_norm": 2.961930751800537, + "timestamp": "2025-07-14T12:34:12.356889" + }, + { + "epoch": 1088, + "batch_idx": 0, + "loss": 0.17149347066879272, + "learning_rate": 0.0004311048546576811, + "timestep_mean": 503.4375, + "epsilon_norm": 6.411287307739258, + "prediction_norm": 5.72965669631958, + "timestamp": "2025-07-14T12:34:12.361794" + }, + { + "epoch": 1088, + "batch_idx": 32, + "loss": 0.2195379137992859, + "learning_rate": 0.0004311048546576811, + "timestep_mean": 534.03125, + "epsilon_norm": 7.624348163604736, + "prediction_norm": 6.580442428588867, + "timestamp": "2025-07-14T12:34:12.366836" + }, + { + "epoch": 1088, + "batch_idx": 64, + "loss": 0.22406429052352905, + "learning_rate": 0.0004311048546576811, + "timestep_mean": 474.25, + "epsilon_norm": 7.008880615234375, + "prediction_norm": 5.898531436920166, + "timestamp": "2025-07-14T12:34:12.371803" + }, + { + "epoch": 1088, + "batch_idx": 96, + "loss": 0.26757168769836426, + "learning_rate": 0.0004311048546576811, + "timestep_mean": 492.21875, + "epsilon_norm": 8.43182373046875, + "prediction_norm": 7.321303367614746, + "timestamp": "2025-07-14T12:34:12.376718" + }, + { + "epoch": 1088, + "batch_idx": 128, + "loss": 0.2709110379219055, + "learning_rate": 0.0004311048546576811, + "timestep_mean": 402.71875, + "epsilon_norm": 6.461386203765869, + "prediction_norm": 4.9422760009765625, + "timestamp": "2025-07-14T12:34:12.381709" + }, + { + "epoch": 1088, + "batch_idx": 160, + "loss": 0.3042471408843994, + "learning_rate": 0.0004311048546576811, + "timestep_mean": 601.34375, + "epsilon_norm": 8.80921745300293, + "prediction_norm": 7.526735782623291, + "timestamp": "2025-07-14T12:34:12.386633" + }, + { + "epoch": 1088, + "batch_idx": 192, + "loss": 0.20548105239868164, + "learning_rate": 0.0004311048546576811, + "timestep_mean": 489.5, + "epsilon_norm": 4.201176166534424, + "prediction_norm": 3.4916625022888184, + "timestamp": "2025-07-14T12:34:12.391473" + }, + { + "epoch": 1089, + "batch_idx": 0, + "loss": 0.28713569045066833, + "learning_rate": 0.0004303270333888854, + "timestep_mean": 570.15625, + "epsilon_norm": 7.757658004760742, + "prediction_norm": 7.081162929534912, + "timestamp": "2025-07-14T12:34:12.396477" + }, + { + "epoch": 1089, + "batch_idx": 32, + "loss": 0.24435998499393463, + "learning_rate": 0.0004303270333888854, + "timestep_mean": 404.59375, + "epsilon_norm": 7.985776424407959, + "prediction_norm": 6.731292247772217, + "timestamp": "2025-07-14T12:34:12.401373" + }, + { + "epoch": 1089, + "batch_idx": 64, + "loss": 0.2998565137386322, + "learning_rate": 0.0004303270333888854, + "timestep_mean": 514.875, + "epsilon_norm": 6.993924140930176, + "prediction_norm": 6.039185523986816, + "timestamp": "2025-07-14T12:34:12.406302" + }, + { + "epoch": 1089, + "batch_idx": 96, + "loss": 0.44389474391937256, + "learning_rate": 0.0004303270333888854, + "timestep_mean": 493.625, + "epsilon_norm": 9.043617248535156, + "prediction_norm": 7.111050605773926, + "timestamp": "2025-07-14T12:34:12.411147" + }, + { + "epoch": 1089, + "batch_idx": 128, + "loss": 0.17776831984519958, + "learning_rate": 0.0004303270333888854, + "timestep_mean": 461.6875, + "epsilon_norm": 8.65402603149414, + "prediction_norm": 8.208271026611328, + "timestamp": "2025-07-14T12:34:12.416409" + }, + { + "epoch": 1089, + "batch_idx": 160, + "loss": 0.18648478388786316, + "learning_rate": 0.0004303270333888854, + "timestep_mean": 498.4375, + "epsilon_norm": 7.453408718109131, + "prediction_norm": 6.780092239379883, + "timestamp": "2025-07-14T12:34:12.421664" + }, + { + "epoch": 1089, + "batch_idx": 192, + "loss": 0.20941711962223053, + "learning_rate": 0.0004303270333888854, + "timestep_mean": 416.375, + "epsilon_norm": 3.6838741302490234, + "prediction_norm": 2.57989764213562, + "timestamp": "2025-07-14T12:34:12.426741" + }, + { + "epoch": 1090, + "batch_idx": 0, + "loss": 0.28345006704330444, + "learning_rate": 0.00042954938403120873, + "timestep_mean": 400.78125, + "epsilon_norm": 8.317681312561035, + "prediction_norm": 7.280088424682617, + "timestamp": "2025-07-14T12:34:12.432417" + }, + { + "epoch": 1090, + "batch_idx": 32, + "loss": 0.6187887787818909, + "learning_rate": 0.00042954938403120873, + "timestep_mean": 527.09375, + "epsilon_norm": 9.22141170501709, + "prediction_norm": 6.968283653259277, + "timestamp": "2025-07-14T12:34:12.437756" + }, + { + "epoch": 1090, + "batch_idx": 64, + "loss": 0.2895963490009308, + "learning_rate": 0.00042954938403120873, + "timestep_mean": 506.71875, + "epsilon_norm": 8.287626266479492, + "prediction_norm": 6.789325714111328, + "timestamp": "2025-07-14T12:34:12.442706" + }, + { + "epoch": 1090, + "batch_idx": 96, + "loss": 0.20049631595611572, + "learning_rate": 0.00042954938403120873, + "timestep_mean": 553.6875, + "epsilon_norm": 8.107177734375, + "prediction_norm": 7.232448101043701, + "timestamp": "2025-07-14T12:34:12.447840" + }, + { + "epoch": 1090, + "batch_idx": 128, + "loss": 0.1531514823436737, + "learning_rate": 0.00042954938403120873, + "timestep_mean": 547.375, + "epsilon_norm": 7.256232261657715, + "prediction_norm": 6.898074626922607, + "timestamp": "2025-07-14T12:34:12.452786" + }, + { + "epoch": 1090, + "batch_idx": 160, + "loss": 0.1334046721458435, + "learning_rate": 0.00042954938403120873, + "timestep_mean": 527.09375, + "epsilon_norm": 9.737860679626465, + "prediction_norm": 9.23892593383789, + "timestamp": "2025-07-14T12:34:12.457819" + }, + { + "epoch": 1090, + "batch_idx": 192, + "loss": 0.08888622373342514, + "learning_rate": 0.00042954938403120873, + "timestep_mean": 586.25, + "epsilon_norm": 3.7576777935028076, + "prediction_norm": 3.743455171585083, + "timestamp": "2025-07-14T12:34:12.462974" + }, + { + "epoch": 1091, + "batch_idx": 0, + "loss": 0.1789613962173462, + "learning_rate": 0.00042877190850342374, + "timestep_mean": 475.65625, + "epsilon_norm": 7.707596778869629, + "prediction_norm": 7.523307800292969, + "timestamp": "2025-07-14T12:34:12.467931" + }, + { + "epoch": 1091, + "batch_idx": 32, + "loss": 0.2919413149356842, + "learning_rate": 0.00042877190850342374, + "timestep_mean": 489.46875, + "epsilon_norm": 8.863186836242676, + "prediction_norm": 7.834228992462158, + "timestamp": "2025-07-14T12:34:12.472888" + }, + { + "epoch": 1091, + "batch_idx": 64, + "loss": 0.13484497368335724, + "learning_rate": 0.00042877190850342374, + "timestep_mean": 583.40625, + "epsilon_norm": 8.123793601989746, + "prediction_norm": 7.879429340362549, + "timestamp": "2025-07-14T12:34:12.477867" + }, + { + "epoch": 1091, + "batch_idx": 96, + "loss": 0.2309601902961731, + "learning_rate": 0.00042877190850342374, + "timestep_mean": 574.09375, + "epsilon_norm": 7.555606365203857, + "prediction_norm": 6.146485805511475, + "timestamp": "2025-07-14T12:34:12.482916" + }, + { + "epoch": 1091, + "batch_idx": 128, + "loss": 0.3792949318885803, + "learning_rate": 0.00042877190850342374, + "timestep_mean": 510.5, + "epsilon_norm": 7.238297462463379, + "prediction_norm": 6.175392150878906, + "timestamp": "2025-07-14T12:34:12.488183" + }, + { + "epoch": 1091, + "batch_idx": 160, + "loss": 0.31514817476272583, + "learning_rate": 0.00042877190850342374, + "timestep_mean": 456.25, + "epsilon_norm": 8.608053207397461, + "prediction_norm": 6.898605823516846, + "timestamp": "2025-07-14T12:34:12.493067" + }, + { + "epoch": 1091, + "batch_idx": 192, + "loss": 0.061239853501319885, + "learning_rate": 0.00042877190850342374, + "timestep_mean": 605.5, + "epsilon_norm": 3.7091660499572754, + "prediction_norm": 3.616826057434082, + "timestamp": "2025-07-14T12:34:12.498020" + }, + { + "epoch": 1092, + "batch_idx": 0, + "loss": 0.22329695522785187, + "learning_rate": 0.00042799460872387394, + "timestep_mean": 489.75, + "epsilon_norm": 8.175793647766113, + "prediction_norm": 6.497687816619873, + "timestamp": "2025-07-14T12:34:12.503034" + }, + { + "epoch": 1092, + "batch_idx": 32, + "loss": 0.3427320718765259, + "learning_rate": 0.00042799460872387394, + "timestep_mean": 497.8125, + "epsilon_norm": 8.781318664550781, + "prediction_norm": 7.168643951416016, + "timestamp": "2025-07-14T12:34:12.508133" + }, + { + "epoch": 1092, + "batch_idx": 64, + "loss": 0.4907287657260895, + "learning_rate": 0.00042799460872387394, + "timestep_mean": 490.6875, + "epsilon_norm": 9.13298225402832, + "prediction_norm": 7.727997303009033, + "timestamp": "2025-07-14T12:34:12.513557" + }, + { + "epoch": 1092, + "batch_idx": 96, + "loss": 0.33987152576446533, + "learning_rate": 0.00042799460872387394, + "timestep_mean": 509.5625, + "epsilon_norm": 8.598655700683594, + "prediction_norm": 7.180562496185303, + "timestamp": "2025-07-14T12:34:12.518857" + }, + { + "epoch": 1092, + "batch_idx": 128, + "loss": 0.3458213210105896, + "learning_rate": 0.00042799460872387394, + "timestep_mean": 499.5, + "epsilon_norm": 8.622183799743652, + "prediction_norm": 7.251500606536865, + "timestamp": "2025-07-14T12:34:12.524297" + }, + { + "epoch": 1092, + "batch_idx": 160, + "loss": 0.35518690943717957, + "learning_rate": 0.00042799460872387394, + "timestep_mean": 391.25, + "epsilon_norm": 7.2618584632873535, + "prediction_norm": 5.135640621185303, + "timestamp": "2025-07-14T12:34:12.529685" + }, + { + "epoch": 1092, + "batch_idx": 192, + "loss": 0.10380832850933075, + "learning_rate": 0.00042799460872387394, + "timestep_mean": 595.875, + "epsilon_norm": 3.5876963138580322, + "prediction_norm": 3.573049545288086, + "timestamp": "2025-07-14T12:34:12.535110" + }, + { + "epoch": 1093, + "batch_idx": 0, + "loss": 0.23800019919872284, + "learning_rate": 0.0004272174866104694, + "timestep_mean": 422.59375, + "epsilon_norm": 6.735644340515137, + "prediction_norm": 5.778263092041016, + "timestamp": "2025-07-14T12:34:12.540321" + }, + { + "epoch": 1093, + "batch_idx": 32, + "loss": 0.2625506520271301, + "learning_rate": 0.0004272174866104694, + "timestep_mean": 523.34375, + "epsilon_norm": 7.382158279418945, + "prediction_norm": 6.854049205780029, + "timestamp": "2025-07-14T12:34:12.545606" + }, + { + "epoch": 1093, + "batch_idx": 64, + "loss": 0.35597550868988037, + "learning_rate": 0.0004272174866104694, + "timestep_mean": 546.375, + "epsilon_norm": 8.32087516784668, + "prediction_norm": 7.2011260986328125, + "timestamp": "2025-07-14T12:34:12.550918" + }, + { + "epoch": 1093, + "batch_idx": 96, + "loss": 0.252663254737854, + "learning_rate": 0.0004272174866104694, + "timestep_mean": 499.25, + "epsilon_norm": 8.753924369812012, + "prediction_norm": 7.740164756774902, + "timestamp": "2025-07-14T12:34:12.556222" + }, + { + "epoch": 1093, + "batch_idx": 128, + "loss": 0.3348395526409149, + "learning_rate": 0.0004272174866104694, + "timestep_mean": 499.46875, + "epsilon_norm": 8.366047859191895, + "prediction_norm": 6.597012519836426, + "timestamp": "2025-07-14T12:34:12.561432" + }, + { + "epoch": 1093, + "batch_idx": 160, + "loss": 0.32337456941604614, + "learning_rate": 0.0004272174866104694, + "timestep_mean": 617.65625, + "epsilon_norm": 8.907754898071289, + "prediction_norm": 7.167025566101074, + "timestamp": "2025-07-14T12:34:12.566737" + }, + { + "epoch": 1093, + "batch_idx": 192, + "loss": 0.059445783495903015, + "learning_rate": 0.0004272174866104694, + "timestep_mean": 515.625, + "epsilon_norm": 2.6629960536956787, + "prediction_norm": 2.452845335006714, + "timestamp": "2025-07-14T12:34:12.571938" + }, + { + "epoch": 1094, + "batch_idx": 0, + "loss": 0.22904320061206818, + "learning_rate": 0.00042644054408068143, + "timestep_mean": 594.84375, + "epsilon_norm": 6.898685455322266, + "prediction_norm": 6.138251304626465, + "timestamp": "2025-07-14T12:34:12.577210" + }, + { + "epoch": 1094, + "batch_idx": 32, + "loss": 0.32427477836608887, + "learning_rate": 0.00042644054408068143, + "timestep_mean": 468.53125, + "epsilon_norm": 7.724976062774658, + "prediction_norm": 6.145637035369873, + "timestamp": "2025-07-14T12:34:12.582385" + }, + { + "epoch": 1094, + "batch_idx": 64, + "loss": 0.28597360849380493, + "learning_rate": 0.00042644054408068143, + "timestep_mean": 383.3125, + "epsilon_norm": 7.512221813201904, + "prediction_norm": 6.208839416503906, + "timestamp": "2025-07-14T12:34:12.587671" + }, + { + "epoch": 1094, + "batch_idx": 96, + "loss": 0.1933876872062683, + "learning_rate": 0.00042644054408068143, + "timestep_mean": 512.84375, + "epsilon_norm": 7.304871559143066, + "prediction_norm": 5.926654815673828, + "timestamp": "2025-07-14T12:34:12.592833" + }, + { + "epoch": 1094, + "batch_idx": 128, + "loss": 0.27653059363365173, + "learning_rate": 0.00042644054408068143, + "timestep_mean": 480.28125, + "epsilon_norm": 7.497504234313965, + "prediction_norm": 6.056478023529053, + "timestamp": "2025-07-14T12:34:12.598004" + }, + { + "epoch": 1094, + "batch_idx": 160, + "loss": 0.33337926864624023, + "learning_rate": 0.00042644054408068143, + "timestep_mean": 433.625, + "epsilon_norm": 8.632488250732422, + "prediction_norm": 7.599960803985596, + "timestamp": "2025-07-14T12:34:12.603217" + }, + { + "epoch": 1094, + "batch_idx": 192, + "loss": 0.17179732024669647, + "learning_rate": 0.00042644054408068143, + "timestep_mean": 500.25, + "epsilon_norm": 4.078885555267334, + "prediction_norm": 3.4137725830078125, + "timestamp": "2025-07-14T12:34:12.608394" + }, + { + "epoch": 1095, + "batch_idx": 0, + "loss": 0.20013108849525452, + "learning_rate": 0.00042566378305153866, + "timestep_mean": 513.09375, + "epsilon_norm": 7.128103733062744, + "prediction_norm": 6.341475009918213, + "timestamp": "2025-07-14T12:34:12.613621" + }, + { + "epoch": 1095, + "batch_idx": 32, + "loss": 0.28563252091407776, + "learning_rate": 0.00042566378305153866, + "timestep_mean": 452.8125, + "epsilon_norm": 7.342031002044678, + "prediction_norm": 6.489666938781738, + "timestamp": "2025-07-14T12:34:12.618941" + }, + { + "epoch": 1095, + "batch_idx": 64, + "loss": 0.3214484453201294, + "learning_rate": 0.00042566378305153866, + "timestep_mean": 447.5625, + "epsilon_norm": 7.527287483215332, + "prediction_norm": 6.567008018493652, + "timestamp": "2025-07-14T12:34:12.624105" + }, + { + "epoch": 1095, + "batch_idx": 96, + "loss": 0.39071816205978394, + "learning_rate": 0.00042566378305153866, + "timestep_mean": 429.53125, + "epsilon_norm": 8.907455444335938, + "prediction_norm": 7.236823081970215, + "timestamp": "2025-07-14T12:34:12.629302" + }, + { + "epoch": 1095, + "batch_idx": 128, + "loss": 0.21363070607185364, + "learning_rate": 0.00042566378305153866, + "timestep_mean": 525.375, + "epsilon_norm": 7.215704917907715, + "prediction_norm": 6.454107284545898, + "timestamp": "2025-07-14T12:34:12.634531" + }, + { + "epoch": 1095, + "batch_idx": 160, + "loss": 0.19486519694328308, + "learning_rate": 0.00042566378305153866, + "timestep_mean": 492.6875, + "epsilon_norm": 7.081259250640869, + "prediction_norm": 5.759165287017822, + "timestamp": "2025-07-14T12:34:12.639680" + }, + { + "epoch": 1095, + "batch_idx": 192, + "loss": 0.15371567010879517, + "learning_rate": 0.00042566378305153866, + "timestep_mean": 378.875, + "epsilon_norm": 3.3121683597564697, + "prediction_norm": 3.2113192081451416, + "timestamp": "2025-07-14T12:34:12.644842" + }, + { + "epoch": 1096, + "batch_idx": 0, + "loss": 0.2897893786430359, + "learning_rate": 0.00042488720543962146, + "timestep_mean": 491.96875, + "epsilon_norm": 7.394034385681152, + "prediction_norm": 5.584429740905762, + "timestamp": "2025-07-14T12:34:12.650213" + }, + { + "epoch": 1096, + "batch_idx": 32, + "loss": 0.2381410300731659, + "learning_rate": 0.00042488720543962146, + "timestep_mean": 490.34375, + "epsilon_norm": 6.411226272583008, + "prediction_norm": 5.608631610870361, + "timestamp": "2025-07-14T12:34:12.655412" + }, + { + "epoch": 1096, + "batch_idx": 64, + "loss": 0.26396968960762024, + "learning_rate": 0.00042488720543962146, + "timestep_mean": 588.75, + "epsilon_norm": 7.63314151763916, + "prediction_norm": 7.076653480529785, + "timestamp": "2025-07-14T12:34:12.660647" + }, + { + "epoch": 1096, + "batch_idx": 96, + "loss": 0.37117043137550354, + "learning_rate": 0.00042488720543962146, + "timestep_mean": 444.71875, + "epsilon_norm": 9.342737197875977, + "prediction_norm": 7.844005584716797, + "timestamp": "2025-07-14T12:34:12.665892" + }, + { + "epoch": 1096, + "batch_idx": 128, + "loss": 0.19522982835769653, + "learning_rate": 0.00042488720543962146, + "timestep_mean": 402.90625, + "epsilon_norm": 8.278518676757812, + "prediction_norm": 7.304484844207764, + "timestamp": "2025-07-14T12:34:12.671036" + }, + { + "epoch": 1096, + "batch_idx": 160, + "loss": 0.3083093762397766, + "learning_rate": 0.00042488720543962146, + "timestep_mean": 467.96875, + "epsilon_norm": 8.619730949401855, + "prediction_norm": 7.466369152069092, + "timestamp": "2025-07-14T12:34:12.676193" + }, + { + "epoch": 1096, + "batch_idx": 192, + "loss": 0.3880234956741333, + "learning_rate": 0.00042488720543962146, + "timestep_mean": 411.625, + "epsilon_norm": 3.6869328022003174, + "prediction_norm": 3.1195695400238037, + "timestamp": "2025-07-14T12:34:12.681356" + }, + { + "epoch": 1097, + "batch_idx": 0, + "loss": 0.18805596232414246, + "learning_rate": 0.00042411081316105824, + "timestep_mean": 526.28125, + "epsilon_norm": 7.755661487579346, + "prediction_norm": 7.147000312805176, + "timestamp": "2025-07-14T12:34:12.686473" + }, + { + "epoch": 1097, + "batch_idx": 32, + "loss": 0.27962544560432434, + "learning_rate": 0.00042411081316105824, + "timestep_mean": 504.5, + "epsilon_norm": 7.728320121765137, + "prediction_norm": 6.805627346038818, + "timestamp": "2025-07-14T12:34:12.691734" + }, + { + "epoch": 1097, + "batch_idx": 64, + "loss": 0.22118589282035828, + "learning_rate": 0.00042411081316105824, + "timestep_mean": 486.71875, + "epsilon_norm": 7.189478397369385, + "prediction_norm": 6.120944976806641, + "timestamp": "2025-07-14T12:34:12.696978" + }, + { + "epoch": 1097, + "batch_idx": 96, + "loss": 0.35107338428497314, + "learning_rate": 0.00042411081316105824, + "timestep_mean": 472.875, + "epsilon_norm": 8.8336820602417, + "prediction_norm": 7.621413707733154, + "timestamp": "2025-07-14T12:34:12.702135" + }, + { + "epoch": 1097, + "batch_idx": 128, + "loss": 0.21770153939723969, + "learning_rate": 0.00042411081316105824, + "timestep_mean": 484.25, + "epsilon_norm": 6.221441745758057, + "prediction_norm": 5.39824104309082, + "timestamp": "2025-07-14T12:34:12.707349" + }, + { + "epoch": 1097, + "batch_idx": 160, + "loss": 0.24360178411006927, + "learning_rate": 0.00042411081316105824, + "timestep_mean": 495.78125, + "epsilon_norm": 8.574090957641602, + "prediction_norm": 7.718141555786133, + "timestamp": "2025-07-14T12:34:12.712579" + }, + { + "epoch": 1097, + "batch_idx": 192, + "loss": 0.053765375167131424, + "learning_rate": 0.00042411081316105824, + "timestep_mean": 572.5, + "epsilon_norm": 3.404974937438965, + "prediction_norm": 3.2022440433502197, + "timestamp": "2025-07-14T12:34:12.717770" + }, + { + "epoch": 1098, + "batch_idx": 0, + "loss": 0.3807847797870636, + "learning_rate": 0.00042333460813151973, + "timestep_mean": 526.46875, + "epsilon_norm": 7.8528828620910645, + "prediction_norm": 6.511068820953369, + "timestamp": "2025-07-14T12:34:12.722984" + }, + { + "epoch": 1098, + "batch_idx": 32, + "loss": 0.34329625964164734, + "learning_rate": 0.00042333460813151973, + "timestep_mean": 449.4375, + "epsilon_norm": 8.654242515563965, + "prediction_norm": 7.325904846191406, + "timestamp": "2025-07-14T12:34:12.728202" + }, + { + "epoch": 1098, + "batch_idx": 64, + "loss": 0.13688918948173523, + "learning_rate": 0.00042333460813151973, + "timestep_mean": 554.3125, + "epsilon_norm": 8.19226360321045, + "prediction_norm": 6.916388988494873, + "timestamp": "2025-07-14T12:34:12.733519" + }, + { + "epoch": 1098, + "batch_idx": 96, + "loss": 0.21083566546440125, + "learning_rate": 0.00042333460813151973, + "timestep_mean": 516.125, + "epsilon_norm": 7.363750457763672, + "prediction_norm": 6.288851261138916, + "timestamp": "2025-07-14T12:34:12.738737" + }, + { + "epoch": 1098, + "batch_idx": 128, + "loss": 0.18802425265312195, + "learning_rate": 0.00042333460813151973, + "timestep_mean": 467.0, + "epsilon_norm": 8.30911922454834, + "prediction_norm": 6.887455940246582, + "timestamp": "2025-07-14T12:34:12.743991" + }, + { + "epoch": 1098, + "batch_idx": 160, + "loss": 0.1779174655675888, + "learning_rate": 0.00042333460813151973, + "timestep_mean": 497.8125, + "epsilon_norm": 8.15275764465332, + "prediction_norm": 7.075674057006836, + "timestamp": "2025-07-14T12:34:12.749136" + }, + { + "epoch": 1098, + "batch_idx": 192, + "loss": 0.1083020269870758, + "learning_rate": 0.00042333460813151973, + "timestep_mean": 443.5, + "epsilon_norm": 2.9767138957977295, + "prediction_norm": 2.6970114707946777, + "timestamp": "2025-07-14T12:34:12.754293" + }, + { + "epoch": 1099, + "batch_idx": 0, + "loss": 0.2435605376958847, + "learning_rate": 0.00042255859226621444, + "timestep_mean": 533.75, + "epsilon_norm": 6.983161449432373, + "prediction_norm": 5.767615795135498, + "timestamp": "2025-07-14T12:34:12.759468" + }, + { + "epoch": 1099, + "batch_idx": 32, + "loss": 0.2515246570110321, + "learning_rate": 0.00042255859226621444, + "timestep_mean": 532.96875, + "epsilon_norm": 8.593570709228516, + "prediction_norm": 6.646726608276367, + "timestamp": "2025-07-14T12:34:12.764677" + }, + { + "epoch": 1099, + "batch_idx": 64, + "loss": 0.3724727928638458, + "learning_rate": 0.00042255859226621444, + "timestep_mean": 444.84375, + "epsilon_norm": 8.575911521911621, + "prediction_norm": 6.746446132659912, + "timestamp": "2025-07-14T12:34:12.769943" + }, + { + "epoch": 1099, + "batch_idx": 96, + "loss": 0.19801197946071625, + "learning_rate": 0.00042255859226621444, + "timestep_mean": 521.625, + "epsilon_norm": 7.353024482727051, + "prediction_norm": 6.349050998687744, + "timestamp": "2025-07-14T12:34:12.775290" + }, + { + "epoch": 1099, + "batch_idx": 128, + "loss": 0.2064514011144638, + "learning_rate": 0.00042255859226621444, + "timestep_mean": 517.3125, + "epsilon_norm": 7.811820983886719, + "prediction_norm": 6.948294639587402, + "timestamp": "2025-07-14T12:34:12.780539" + }, + { + "epoch": 1099, + "batch_idx": 160, + "loss": 0.4104122519493103, + "learning_rate": 0.00042255859226621444, + "timestep_mean": 462.84375, + "epsilon_norm": 7.736828327178955, + "prediction_norm": 6.307469367980957, + "timestamp": "2025-07-14T12:34:12.785692" + }, + { + "epoch": 1099, + "batch_idx": 192, + "loss": 0.1553100347518921, + "learning_rate": 0.00042255859226621444, + "timestep_mean": 638.25, + "epsilon_norm": 3.7794628143310547, + "prediction_norm": 3.3254857063293457, + "timestamp": "2025-07-14T12:34:12.790796" + }, + { + "epoch": 1100, + "batch_idx": 0, + "loss": 0.45978179574012756, + "learning_rate": 0.0004217827674798846, + "timestep_mean": 469.5625, + "epsilon_norm": 8.671622276306152, + "prediction_norm": 6.868691444396973, + "timestamp": "2025-07-14T12:34:12.796018" + }, + { + "epoch": 1100, + "batch_idx": 32, + "loss": 0.29777470231056213, + "learning_rate": 0.0004217827674798846, + "timestep_mean": 448.375, + "epsilon_norm": 8.724682807922363, + "prediction_norm": 7.28213357925415, + "timestamp": "2025-07-14T12:34:12.801256" + }, + { + "epoch": 1100, + "batch_idx": 64, + "loss": 0.3414262533187866, + "learning_rate": 0.0004217827674798846, + "timestep_mean": 457.15625, + "epsilon_norm": 8.727299690246582, + "prediction_norm": 7.263301849365234, + "timestamp": "2025-07-14T12:34:12.806440" + }, + { + "epoch": 1100, + "batch_idx": 96, + "loss": 0.40147989988327026, + "learning_rate": 0.0004217827674798846, + "timestep_mean": 509.9375, + "epsilon_norm": 7.010186672210693, + "prediction_norm": 5.948097229003906, + "timestamp": "2025-07-14T12:34:12.811654" + }, + { + "epoch": 1100, + "batch_idx": 128, + "loss": 0.19149234890937805, + "learning_rate": 0.0004217827674798846, + "timestep_mean": 545.15625, + "epsilon_norm": 8.632673263549805, + "prediction_norm": 7.732392311096191, + "timestamp": "2025-07-14T12:34:12.816950" + }, + { + "epoch": 1100, + "batch_idx": 160, + "loss": 0.26088255643844604, + "learning_rate": 0.0004217827674798846, + "timestep_mean": 451.8125, + "epsilon_norm": 8.411225318908691, + "prediction_norm": 7.725308418273926, + "timestamp": "2025-07-14T12:34:12.822215" + }, + { + "epoch": 1100, + "batch_idx": 192, + "loss": 0.5130875110626221, + "learning_rate": 0.0004217827674798846, + "timestep_mean": 585.625, + "epsilon_norm": 4.5878119468688965, + "prediction_norm": 3.5355043411254883, + "timestamp": "2025-07-14T12:34:12.827357" + }, + { + "epoch": 1101, + "batch_idx": 0, + "loss": 0.41751736402511597, + "learning_rate": 0.00042100713568680065, + "timestep_mean": 432.6875, + "epsilon_norm": 8.875537872314453, + "prediction_norm": 6.641766548156738, + "timestamp": "2025-07-14T12:34:12.832541" + }, + { + "epoch": 1101, + "batch_idx": 32, + "loss": 0.42227664589881897, + "learning_rate": 0.00042100713568680065, + "timestep_mean": 477.5625, + "epsilon_norm": 7.536775588989258, + "prediction_norm": 5.930356025695801, + "timestamp": "2025-07-14T12:34:12.837768" + }, + { + "epoch": 1101, + "batch_idx": 64, + "loss": 0.2896365821361542, + "learning_rate": 0.00042100713568680065, + "timestep_mean": 483.59375, + "epsilon_norm": 8.281627655029297, + "prediction_norm": 6.48971700668335, + "timestamp": "2025-07-14T12:34:12.842958" + }, + { + "epoch": 1101, + "batch_idx": 96, + "loss": 0.14911818504333496, + "learning_rate": 0.00042100713568680065, + "timestep_mean": 603.375, + "epsilon_norm": 8.193492889404297, + "prediction_norm": 7.614428997039795, + "timestamp": "2025-07-14T12:34:12.848029" + }, + { + "epoch": 1101, + "batch_idx": 128, + "loss": 0.2921677529811859, + "learning_rate": 0.00042100713568680065, + "timestep_mean": 494.71875, + "epsilon_norm": 7.958463191986084, + "prediction_norm": 7.118075370788574, + "timestamp": "2025-07-14T12:34:12.853111" + }, + { + "epoch": 1101, + "batch_idx": 160, + "loss": 0.29217445850372314, + "learning_rate": 0.00042100713568680065, + "timestep_mean": 489.25, + "epsilon_norm": 9.504109382629395, + "prediction_norm": 7.909474849700928, + "timestamp": "2025-07-14T12:34:12.858394" + }, + { + "epoch": 1101, + "batch_idx": 192, + "loss": 0.8351941704750061, + "learning_rate": 0.00042100713568680065, + "timestep_mean": 429.625, + "epsilon_norm": 6.621934413909912, + "prediction_norm": 4.989312171936035, + "timestamp": "2025-07-14T12:34:12.863568" + }, + { + "epoch": 1102, + "batch_idx": 0, + "loss": 0.26911062002182007, + "learning_rate": 0.0004202316988007568, + "timestep_mean": 494.34375, + "epsilon_norm": 8.362285614013672, + "prediction_norm": 7.239447593688965, + "timestamp": "2025-07-14T12:34:12.868782" + }, + { + "epoch": 1102, + "batch_idx": 32, + "loss": 0.3812451958656311, + "learning_rate": 0.0004202316988007568, + "timestep_mean": 566.84375, + "epsilon_norm": 7.767218112945557, + "prediction_norm": 6.64382791519165, + "timestamp": "2025-07-14T12:34:12.873957" + }, + { + "epoch": 1102, + "batch_idx": 64, + "loss": 0.26418089866638184, + "learning_rate": 0.0004202316988007568, + "timestep_mean": 471.53125, + "epsilon_norm": 7.839022159576416, + "prediction_norm": 7.1421051025390625, + "timestamp": "2025-07-14T12:34:12.879169" + }, + { + "epoch": 1102, + "batch_idx": 96, + "loss": 0.3392384648323059, + "learning_rate": 0.0004202316988007568, + "timestep_mean": 477.59375, + "epsilon_norm": 8.225102424621582, + "prediction_norm": 6.932151794433594, + "timestamp": "2025-07-14T12:34:12.884290" + }, + { + "epoch": 1102, + "batch_idx": 128, + "loss": 0.2761973440647125, + "learning_rate": 0.0004202316988007568, + "timestep_mean": 457.09375, + "epsilon_norm": 8.528701782226562, + "prediction_norm": 7.113518238067627, + "timestamp": "2025-07-14T12:34:12.889285" + }, + { + "epoch": 1102, + "batch_idx": 160, + "loss": 0.35601723194122314, + "learning_rate": 0.0004202316988007568, + "timestep_mean": 468.28125, + "epsilon_norm": 7.046733856201172, + "prediction_norm": 5.772299289703369, + "timestamp": "2025-07-14T12:34:12.894572" + }, + { + "epoch": 1102, + "batch_idx": 192, + "loss": 0.2214057594537735, + "learning_rate": 0.0004202316988007568, + "timestep_mean": 625.75, + "epsilon_norm": 5.4542107582092285, + "prediction_norm": 5.632060527801514, + "timestamp": "2025-07-14T12:34:12.899798" + }, + { + "epoch": 1103, + "batch_idx": 0, + "loss": 0.09454210102558136, + "learning_rate": 0.0004194564587350667, + "timestep_mean": 705.03125, + "epsilon_norm": 7.984974384307861, + "prediction_norm": 7.747901439666748, + "timestamp": "2025-07-14T12:34:12.904964" + }, + { + "epoch": 1103, + "batch_idx": 32, + "loss": 0.31886664032936096, + "learning_rate": 0.0004194564587350667, + "timestep_mean": 489.4375, + "epsilon_norm": 7.832902908325195, + "prediction_norm": 6.530397415161133, + "timestamp": "2025-07-14T12:34:12.910182" + }, + { + "epoch": 1103, + "batch_idx": 64, + "loss": 0.2756029963493347, + "learning_rate": 0.0004194564587350667, + "timestep_mean": 473.96875, + "epsilon_norm": 7.326766490936279, + "prediction_norm": 5.8466644287109375, + "timestamp": "2025-07-14T12:34:12.915380" + }, + { + "epoch": 1103, + "batch_idx": 96, + "loss": 0.2601168155670166, + "learning_rate": 0.0004194564587350667, + "timestep_mean": 338.25, + "epsilon_norm": 7.548364639282227, + "prediction_norm": 6.662510395050049, + "timestamp": "2025-07-14T12:34:12.920534" + }, + { + "epoch": 1103, + "batch_idx": 128, + "loss": 0.26512619853019714, + "learning_rate": 0.0004194564587350667, + "timestep_mean": 566.625, + "epsilon_norm": 8.903473854064941, + "prediction_norm": 7.917328357696533, + "timestamp": "2025-07-14T12:34:12.925697" + }, + { + "epoch": 1103, + "batch_idx": 160, + "loss": 0.31946054100990295, + "learning_rate": 0.0004194564587350667, + "timestep_mean": 578.875, + "epsilon_norm": 7.720527648925781, + "prediction_norm": 6.234258651733398, + "timestamp": "2025-07-14T12:34:12.930611" + }, + { + "epoch": 1103, + "batch_idx": 192, + "loss": 0.16360919177532196, + "learning_rate": 0.0004194564587350667, + "timestep_mean": 612.125, + "epsilon_norm": 3.385059118270874, + "prediction_norm": 2.712005853652954, + "timestamp": "2025-07-14T12:34:12.935726" + }, + { + "epoch": 1104, + "batch_idx": 0, + "loss": 0.4185274839401245, + "learning_rate": 0.00041868141740255817, + "timestep_mean": 415.03125, + "epsilon_norm": 8.944880485534668, + "prediction_norm": 6.827291965484619, + "timestamp": "2025-07-14T12:34:12.940932" + }, + { + "epoch": 1104, + "batch_idx": 32, + "loss": 0.29030218720436096, + "learning_rate": 0.00041868141740255817, + "timestep_mean": 527.8125, + "epsilon_norm": 9.563597679138184, + "prediction_norm": 8.19785213470459, + "timestamp": "2025-07-14T12:34:12.945864" + }, + { + "epoch": 1104, + "batch_idx": 64, + "loss": 0.5917381048202515, + "learning_rate": 0.00041868141740255817, + "timestep_mean": 425.40625, + "epsilon_norm": 8.523445129394531, + "prediction_norm": 6.306738376617432, + "timestamp": "2025-07-14T12:34:12.950939" + }, + { + "epoch": 1104, + "batch_idx": 96, + "loss": 0.3612096309661865, + "learning_rate": 0.00041868141740255817, + "timestep_mean": 427.15625, + "epsilon_norm": 8.532411575317383, + "prediction_norm": 6.781691551208496, + "timestamp": "2025-07-14T12:34:12.956129" + }, + { + "epoch": 1104, + "batch_idx": 128, + "loss": 0.3104317784309387, + "learning_rate": 0.00041868141740255817, + "timestep_mean": 441.59375, + "epsilon_norm": 8.98377513885498, + "prediction_norm": 7.759984016418457, + "timestamp": "2025-07-14T12:34:12.961298" + }, + { + "epoch": 1104, + "batch_idx": 160, + "loss": 0.30999189615249634, + "learning_rate": 0.00041868141740255817, + "timestep_mean": 520.84375, + "epsilon_norm": 8.215021133422852, + "prediction_norm": 6.731810092926025, + "timestamp": "2025-07-14T12:34:12.966426" + }, + { + "epoch": 1104, + "batch_idx": 192, + "loss": 0.07333371788263321, + "learning_rate": 0.00041868141740255817, + "timestep_mean": 502.375, + "epsilon_norm": 3.1811423301696777, + "prediction_norm": 3.4681155681610107, + "timestamp": "2025-07-14T12:34:12.971624" + }, + { + "epoch": 1105, + "batch_idx": 0, + "loss": 0.21663165092468262, + "learning_rate": 0.00041790657671556854, + "timestep_mean": 512.28125, + "epsilon_norm": 7.422912120819092, + "prediction_norm": 5.936280727386475, + "timestamp": "2025-07-14T12:34:12.976834" + }, + { + "epoch": 1105, + "batch_idx": 32, + "loss": 0.15147536993026733, + "learning_rate": 0.00041790657671556854, + "timestep_mean": 637.09375, + "epsilon_norm": 8.584388732910156, + "prediction_norm": 7.7836456298828125, + "timestamp": "2025-07-14T12:34:12.981935" + }, + { + "epoch": 1105, + "batch_idx": 64, + "loss": 0.19920028746128082, + "learning_rate": 0.00041790657671556854, + "timestep_mean": 475.90625, + "epsilon_norm": 8.000585556030273, + "prediction_norm": 6.83557653427124, + "timestamp": "2025-07-14T12:34:12.987026" + }, + { + "epoch": 1105, + "batch_idx": 96, + "loss": 0.4129202365875244, + "learning_rate": 0.00041790657671556854, + "timestep_mean": 387.0625, + "epsilon_norm": 9.207054138183594, + "prediction_norm": 7.386285781860352, + "timestamp": "2025-07-14T12:34:12.992452" + }, + { + "epoch": 1105, + "batch_idx": 128, + "loss": 0.30773046612739563, + "learning_rate": 0.00041790657671556854, + "timestep_mean": 418.03125, + "epsilon_norm": 7.157337665557861, + "prediction_norm": 5.228623390197754, + "timestamp": "2025-07-14T12:34:12.997631" + }, + { + "epoch": 1105, + "batch_idx": 160, + "loss": 0.22420695424079895, + "learning_rate": 0.00041790657671556854, + "timestep_mean": 530.9375, + "epsilon_norm": 7.585333347320557, + "prediction_norm": 6.516860008239746, + "timestamp": "2025-07-14T12:34:13.002739" + }, + { + "epoch": 1105, + "batch_idx": 192, + "loss": 0.22453786432743073, + "learning_rate": 0.00041790657671556854, + "timestep_mean": 465.125, + "epsilon_norm": 3.4822139739990234, + "prediction_norm": 2.670828104019165, + "timestamp": "2025-07-14T12:34:13.007920" + }, + { + "epoch": 1106, + "batch_idx": 0, + "loss": 0.3040386438369751, + "learning_rate": 0.0004171319385859402, + "timestep_mean": 462.25, + "epsilon_norm": 7.52085542678833, + "prediction_norm": 5.940090656280518, + "timestamp": "2025-07-14T12:34:13.013189" + }, + { + "epoch": 1106, + "batch_idx": 32, + "loss": 0.34501686692237854, + "learning_rate": 0.0004171319385859402, + "timestep_mean": 488.71875, + "epsilon_norm": 6.885254383087158, + "prediction_norm": 5.430467128753662, + "timestamp": "2025-07-14T12:34:13.018321" + }, + { + "epoch": 1106, + "batch_idx": 64, + "loss": 0.1646616905927658, + "learning_rate": 0.0004171319385859402, + "timestep_mean": 519.4375, + "epsilon_norm": 6.744274616241455, + "prediction_norm": 5.608330726623535, + "timestamp": "2025-07-14T12:34:13.023429" + }, + { + "epoch": 1106, + "batch_idx": 96, + "loss": 0.09109827131032944, + "learning_rate": 0.0004171319385859402, + "timestep_mean": 586.0625, + "epsilon_norm": 6.887803077697754, + "prediction_norm": 6.764151096343994, + "timestamp": "2025-07-14T12:34:13.028660" + }, + { + "epoch": 1106, + "batch_idx": 128, + "loss": 0.14535534381866455, + "learning_rate": 0.0004171319385859402, + "timestep_mean": 500.1875, + "epsilon_norm": 6.89616060256958, + "prediction_norm": 6.676918983459473, + "timestamp": "2025-07-14T12:34:13.033862" + }, + { + "epoch": 1106, + "batch_idx": 160, + "loss": 0.1830650269985199, + "learning_rate": 0.0004171319385859402, + "timestep_mean": 449.0625, + "epsilon_norm": 8.022714614868164, + "prediction_norm": 7.293893337249756, + "timestamp": "2025-07-14T12:34:13.038962" + }, + { + "epoch": 1106, + "batch_idx": 192, + "loss": 0.22153586149215698, + "learning_rate": 0.0004171319385859402, + "timestep_mean": 298.25, + "epsilon_norm": 3.857285261154175, + "prediction_norm": 2.658804416656494, + "timestamp": "2025-07-14T12:34:13.043924" + }, + { + "epoch": 1107, + "batch_idx": 0, + "loss": 0.3837151527404785, + "learning_rate": 0.00041635750492501566, + "timestep_mean": 486.15625, + "epsilon_norm": 7.983582973480225, + "prediction_norm": 6.284395217895508, + "timestamp": "2025-07-14T12:34:13.049128" + }, + { + "epoch": 1107, + "batch_idx": 32, + "loss": 0.282602995634079, + "learning_rate": 0.00041635750492501566, + "timestep_mean": 559.96875, + "epsilon_norm": 8.389876365661621, + "prediction_norm": 7.479345321655273, + "timestamp": "2025-07-14T12:34:13.054326" + }, + { + "epoch": 1107, + "batch_idx": 64, + "loss": 0.24966830015182495, + "learning_rate": 0.00041635750492501566, + "timestep_mean": 623.375, + "epsilon_norm": 8.167182922363281, + "prediction_norm": 7.030229568481445, + "timestamp": "2025-07-14T12:34:13.059437" + }, + { + "epoch": 1107, + "batch_idx": 96, + "loss": 0.3209369480609894, + "learning_rate": 0.00041635750492501566, + "timestep_mean": 526.0625, + "epsilon_norm": 7.159633159637451, + "prediction_norm": 6.016406536102295, + "timestamp": "2025-07-14T12:34:13.064675" + }, + { + "epoch": 1107, + "batch_idx": 128, + "loss": 0.14559902250766754, + "learning_rate": 0.00041635750492501566, + "timestep_mean": 592.84375, + "epsilon_norm": 8.519428253173828, + "prediction_norm": 8.07542896270752, + "timestamp": "2025-07-14T12:34:13.069826" + }, + { + "epoch": 1107, + "batch_idx": 160, + "loss": 0.4210081696510315, + "learning_rate": 0.00041635750492501566, + "timestep_mean": 431.96875, + "epsilon_norm": 6.80134391784668, + "prediction_norm": 5.187157154083252, + "timestamp": "2025-07-14T12:34:13.074981" + }, + { + "epoch": 1107, + "batch_idx": 192, + "loss": 0.7276126146316528, + "learning_rate": 0.00041635750492501566, + "timestep_mean": 325.5, + "epsilon_norm": 4.586757659912109, + "prediction_norm": 3.2508959770202637, + "timestamp": "2025-07-14T12:34:13.079824" + }, + { + "epoch": 1108, + "batch_idx": 0, + "loss": 0.39893996715545654, + "learning_rate": 0.00041558327764363304, + "timestep_mean": 425.3125, + "epsilon_norm": 9.255447387695312, + "prediction_norm": 7.975919723510742, + "timestamp": "2025-07-14T12:34:13.084602" + }, + { + "epoch": 1108, + "batch_idx": 32, + "loss": 0.32191309332847595, + "learning_rate": 0.00041558327764363304, + "timestep_mean": 473.375, + "epsilon_norm": 7.583720684051514, + "prediction_norm": 5.71597957611084, + "timestamp": "2025-07-14T12:34:13.089413" + }, + { + "epoch": 1108, + "batch_idx": 64, + "loss": 0.16988325119018555, + "learning_rate": 0.00041558327764363304, + "timestep_mean": 509.5625, + "epsilon_norm": 8.222175598144531, + "prediction_norm": 8.392678260803223, + "timestamp": "2025-07-14T12:34:13.094279" + }, + { + "epoch": 1108, + "batch_idx": 96, + "loss": 0.3260018825531006, + "learning_rate": 0.00041558327764363304, + "timestep_mean": 373.9375, + "epsilon_norm": 8.293462753295898, + "prediction_norm": 6.197990417480469, + "timestamp": "2025-07-14T12:34:13.099168" + }, + { + "epoch": 1108, + "batch_idx": 128, + "loss": 0.4554564654827118, + "learning_rate": 0.00041558327764363304, + "timestep_mean": 452.15625, + "epsilon_norm": 8.628096580505371, + "prediction_norm": 6.554165363311768, + "timestamp": "2025-07-14T12:34:13.104007" + }, + { + "epoch": 1108, + "batch_idx": 160, + "loss": 0.3118698000907898, + "learning_rate": 0.00041558327764363304, + "timestep_mean": 486.40625, + "epsilon_norm": 8.293135643005371, + "prediction_norm": 7.255490303039551, + "timestamp": "2025-07-14T12:34:13.108942" + }, + { + "epoch": 1108, + "batch_idx": 192, + "loss": 0.17649805545806885, + "learning_rate": 0.00041558327764363304, + "timestep_mean": 363.75, + "epsilon_norm": 4.563381671905518, + "prediction_norm": 4.1278252601623535, + "timestamp": "2025-07-14T12:34:13.113918" + }, + { + "epoch": 1109, + "batch_idx": 0, + "loss": 0.2635350823402405, + "learning_rate": 0.0004148092586521213, + "timestep_mean": 546.71875, + "epsilon_norm": 7.706454277038574, + "prediction_norm": 6.5229597091674805, + "timestamp": "2025-07-14T12:34:13.118799" + }, + { + "epoch": 1109, + "batch_idx": 32, + "loss": 0.2636868357658386, + "learning_rate": 0.0004148092586521213, + "timestep_mean": 475.625, + "epsilon_norm": 7.92846155166626, + "prediction_norm": 6.393747806549072, + "timestamp": "2025-07-14T12:34:13.123769" + }, + { + "epoch": 1109, + "batch_idx": 64, + "loss": 0.37711620330810547, + "learning_rate": 0.0004148092586521213, + "timestep_mean": 451.875, + "epsilon_norm": 8.628235816955566, + "prediction_norm": 6.989344596862793, + "timestamp": "2025-07-14T12:34:13.128627" + }, + { + "epoch": 1109, + "batch_idx": 96, + "loss": 0.2584848999977112, + "learning_rate": 0.0004148092586521213, + "timestep_mean": 535.40625, + "epsilon_norm": 8.214001655578613, + "prediction_norm": 7.123476505279541, + "timestamp": "2025-07-14T12:34:13.133541" + }, + { + "epoch": 1109, + "batch_idx": 128, + "loss": 0.23094698786735535, + "learning_rate": 0.0004148092586521213, + "timestep_mean": 519.71875, + "epsilon_norm": 6.986611843109131, + "prediction_norm": 6.21336030960083, + "timestamp": "2025-07-14T12:34:13.138316" + }, + { + "epoch": 1109, + "batch_idx": 160, + "loss": 0.22969049215316772, + "learning_rate": 0.0004148092586521213, + "timestep_mean": 515.84375, + "epsilon_norm": 9.018087387084961, + "prediction_norm": 8.012335777282715, + "timestamp": "2025-07-14T12:34:13.143159" + }, + { + "epoch": 1109, + "batch_idx": 192, + "loss": 0.04953343793749809, + "learning_rate": 0.0004148092586521213, + "timestep_mean": 575.625, + "epsilon_norm": 3.0103039741516113, + "prediction_norm": 3.2260265350341797, + "timestamp": "2025-07-14T12:34:13.147975" + }, + { + "epoch": 1110, + "batch_idx": 0, + "loss": 0.22467297315597534, + "learning_rate": 0.00041403544986029516, + "timestep_mean": 453.71875, + "epsilon_norm": 8.513228416442871, + "prediction_norm": 7.161489486694336, + "timestamp": "2025-07-14T12:34:13.152801" + }, + { + "epoch": 1110, + "batch_idx": 32, + "loss": 0.2728850245475769, + "learning_rate": 0.00041403544986029516, + "timestep_mean": 609.4375, + "epsilon_norm": 7.300539970397949, + "prediction_norm": 6.5389485359191895, + "timestamp": "2025-07-14T12:34:13.157708" + }, + { + "epoch": 1110, + "batch_idx": 64, + "loss": 0.2688480317592621, + "learning_rate": 0.00041403544986029516, + "timestep_mean": 530.8125, + "epsilon_norm": 10.598891258239746, + "prediction_norm": 9.561171531677246, + "timestamp": "2025-07-14T12:34:13.162648" + }, + { + "epoch": 1110, + "batch_idx": 96, + "loss": 0.16772012412548065, + "learning_rate": 0.00041403544986029516, + "timestep_mean": 413.625, + "epsilon_norm": 8.217677116394043, + "prediction_norm": 7.6575469970703125, + "timestamp": "2025-07-14T12:34:13.167461" + }, + { + "epoch": 1110, + "batch_idx": 128, + "loss": 0.5746026635169983, + "learning_rate": 0.00041403544986029516, + "timestep_mean": 437.4375, + "epsilon_norm": 9.789358139038086, + "prediction_norm": 7.124271869659424, + "timestamp": "2025-07-14T12:34:13.172357" + }, + { + "epoch": 1110, + "batch_idx": 160, + "loss": 0.20763897895812988, + "learning_rate": 0.00041403544986029516, + "timestep_mean": 554.25, + "epsilon_norm": 8.458714485168457, + "prediction_norm": 7.9556884765625, + "timestamp": "2025-07-14T12:34:13.177170" + }, + { + "epoch": 1110, + "batch_idx": 192, + "loss": 0.5107272267341614, + "learning_rate": 0.00041403544986029516, + "timestep_mean": 373.875, + "epsilon_norm": 4.2796478271484375, + "prediction_norm": 3.269852638244629, + "timestamp": "2025-07-14T12:34:13.181987" + }, + { + "epoch": 1111, + "batch_idx": 0, + "loss": 0.11597806215286255, + "learning_rate": 0.00041326185317745116, + "timestep_mean": 559.03125, + "epsilon_norm": 8.085991859436035, + "prediction_norm": 7.456305027008057, + "timestamp": "2025-07-14T12:34:13.186823" + }, + { + "epoch": 1111, + "batch_idx": 32, + "loss": 0.6372205018997192, + "learning_rate": 0.00041326185317745116, + "timestep_mean": 520.75, + "epsilon_norm": 8.35302448272705, + "prediction_norm": 5.9713454246521, + "timestamp": "2025-07-14T12:34:13.191829" + }, + { + "epoch": 1111, + "batch_idx": 64, + "loss": 0.2152741402387619, + "learning_rate": 0.00041326185317745116, + "timestep_mean": 592.0625, + "epsilon_norm": 7.27547025680542, + "prediction_norm": 6.002944469451904, + "timestamp": "2025-07-14T12:34:13.196667" + }, + { + "epoch": 1111, + "batch_idx": 96, + "loss": 0.30899930000305176, + "learning_rate": 0.00041326185317745116, + "timestep_mean": 523.8125, + "epsilon_norm": 8.348444938659668, + "prediction_norm": 7.440029144287109, + "timestamp": "2025-07-14T12:34:13.201577" + }, + { + "epoch": 1111, + "batch_idx": 128, + "loss": 0.19393329322338104, + "learning_rate": 0.00041326185317745116, + "timestep_mean": 567.25, + "epsilon_norm": 7.819697856903076, + "prediction_norm": 7.227095603942871, + "timestamp": "2025-07-14T12:34:13.206396" + }, + { + "epoch": 1111, + "batch_idx": 160, + "loss": 0.26205331087112427, + "learning_rate": 0.00041326185317745116, + "timestep_mean": 487.375, + "epsilon_norm": 7.219526290893555, + "prediction_norm": 5.850332736968994, + "timestamp": "2025-07-14T12:34:13.211251" + }, + { + "epoch": 1111, + "batch_idx": 192, + "loss": 0.24976034462451935, + "learning_rate": 0.00041326185317745116, + "timestep_mean": 457.875, + "epsilon_norm": 5.195124626159668, + "prediction_norm": 4.321709156036377, + "timestamp": "2025-07-14T12:34:13.216043" + }, + { + "epoch": 1112, + "batch_idx": 0, + "loss": 0.2784643769264221, + "learning_rate": 0.000412488470512362, + "timestep_mean": 466.0, + "epsilon_norm": 5.959760665893555, + "prediction_norm": 5.551410675048828, + "timestamp": "2025-07-14T12:34:13.220989" + }, + { + "epoch": 1112, + "batch_idx": 32, + "loss": 0.26663124561309814, + "learning_rate": 0.000412488470512362, + "timestep_mean": 532.09375, + "epsilon_norm": 7.878640651702881, + "prediction_norm": 6.390469074249268, + "timestamp": "2025-07-14T12:34:13.225797" + }, + { + "epoch": 1112, + "batch_idx": 64, + "loss": 0.46921706199645996, + "learning_rate": 0.000412488470512362, + "timestep_mean": 475.65625, + "epsilon_norm": 7.37638521194458, + "prediction_norm": 5.696900844573975, + "timestamp": "2025-07-14T12:34:13.230669" + }, + { + "epoch": 1112, + "batch_idx": 96, + "loss": 0.24195584654808044, + "learning_rate": 0.000412488470512362, + "timestep_mean": 511.625, + "epsilon_norm": 8.077019691467285, + "prediction_norm": 6.962554931640625, + "timestamp": "2025-07-14T12:34:13.235483" + }, + { + "epoch": 1112, + "batch_idx": 128, + "loss": 0.27144166827201843, + "learning_rate": 0.000412488470512362, + "timestep_mean": 481.25, + "epsilon_norm": 7.725868225097656, + "prediction_norm": 6.571324348449707, + "timestamp": "2025-07-14T12:34:13.240344" + }, + { + "epoch": 1112, + "batch_idx": 160, + "loss": 0.25380340218544006, + "learning_rate": 0.000412488470512362, + "timestep_mean": 411.34375, + "epsilon_norm": 7.243445873260498, + "prediction_norm": 5.792608737945557, + "timestamp": "2025-07-14T12:34:13.245232" + }, + { + "epoch": 1112, + "batch_idx": 192, + "loss": 0.060289740562438965, + "learning_rate": 0.000412488470512362, + "timestep_mean": 595.375, + "epsilon_norm": 2.7386481761932373, + "prediction_norm": 2.0346012115478516, + "timestamp": "2025-07-14T12:34:13.250121" + }, + { + "epoch": 1113, + "batch_idx": 0, + "loss": 0.21737557649612427, + "learning_rate": 0.00041171530377327265, + "timestep_mean": 481.53125, + "epsilon_norm": 7.965470790863037, + "prediction_norm": 7.076609134674072, + "timestamp": "2025-07-14T12:34:13.254966" + }, + { + "epoch": 1113, + "batch_idx": 32, + "loss": 0.3340449929237366, + "learning_rate": 0.00041171530377327265, + "timestep_mean": 477.9375, + "epsilon_norm": 7.730219841003418, + "prediction_norm": 6.005492687225342, + "timestamp": "2025-07-14T12:34:13.259770" + }, + { + "epoch": 1113, + "batch_idx": 64, + "loss": 0.5201087594032288, + "learning_rate": 0.00041171530377327265, + "timestep_mean": 409.9375, + "epsilon_norm": 7.822632312774658, + "prediction_norm": 6.114642143249512, + "timestamp": "2025-07-14T12:34:13.264617" + }, + { + "epoch": 1113, + "batch_idx": 96, + "loss": 0.2614782452583313, + "learning_rate": 0.00041171530377327265, + "timestep_mean": 437.09375, + "epsilon_norm": 7.857209205627441, + "prediction_norm": 6.769489765167236, + "timestamp": "2025-07-14T12:34:13.269512" + }, + { + "epoch": 1113, + "batch_idx": 128, + "loss": 0.2886369228363037, + "learning_rate": 0.00041171530377327265, + "timestep_mean": 454.21875, + "epsilon_norm": 7.602715969085693, + "prediction_norm": 6.296361923217773, + "timestamp": "2025-07-14T12:34:13.274378" + }, + { + "epoch": 1113, + "batch_idx": 160, + "loss": 0.12942886352539062, + "learning_rate": 0.00041171530377327265, + "timestep_mean": 576.09375, + "epsilon_norm": 8.242621421813965, + "prediction_norm": 7.635998725891113, + "timestamp": "2025-07-14T12:34:13.279300" + }, + { + "epoch": 1113, + "batch_idx": 192, + "loss": 0.27294567227363586, + "learning_rate": 0.00041171530377327265, + "timestep_mean": 539.875, + "epsilon_norm": 3.2068538665771484, + "prediction_norm": 2.9595370292663574, + "timestamp": "2025-07-14T12:34:13.284105" + }, + { + "epoch": 1114, + "batch_idx": 0, + "loss": 0.26258522272109985, + "learning_rate": 0.00041094235486789486, + "timestep_mean": 532.15625, + "epsilon_norm": 7.202775001525879, + "prediction_norm": 6.029356956481934, + "timestamp": "2025-07-14T12:34:13.288977" + }, + { + "epoch": 1114, + "batch_idx": 32, + "loss": 0.13668276369571686, + "learning_rate": 0.00041094235486789486, + "timestep_mean": 524.28125, + "epsilon_norm": 7.843742847442627, + "prediction_norm": 7.137645721435547, + "timestamp": "2025-07-14T12:34:13.293895" + }, + { + "epoch": 1114, + "batch_idx": 64, + "loss": 0.17749661207199097, + "learning_rate": 0.00041094235486789486, + "timestep_mean": 478.625, + "epsilon_norm": 7.255731582641602, + "prediction_norm": 7.230351448059082, + "timestamp": "2025-07-14T12:34:13.298739" + }, + { + "epoch": 1114, + "batch_idx": 96, + "loss": 0.1242060661315918, + "learning_rate": 0.00041094235486789486, + "timestep_mean": 590.0625, + "epsilon_norm": 7.25427770614624, + "prediction_norm": 6.684548377990723, + "timestamp": "2025-07-14T12:34:13.303703" + }, + { + "epoch": 1114, + "batch_idx": 128, + "loss": 0.35883861780166626, + "learning_rate": 0.00041094235486789486, + "timestep_mean": 401.6875, + "epsilon_norm": 7.995978355407715, + "prediction_norm": 6.396709442138672, + "timestamp": "2025-07-14T12:34:13.308892" + }, + { + "epoch": 1114, + "batch_idx": 160, + "loss": 0.30536308884620667, + "learning_rate": 0.00041094235486789486, + "timestep_mean": 541.9375, + "epsilon_norm": 8.117396354675293, + "prediction_norm": 7.377575397491455, + "timestamp": "2025-07-14T12:34:13.314052" + }, + { + "epoch": 1114, + "batch_idx": 192, + "loss": 0.15657824277877808, + "learning_rate": 0.00041094235486789486, + "timestep_mean": 456.75, + "epsilon_norm": 3.067445993423462, + "prediction_norm": 2.6136085987091064, + "timestamp": "2025-07-14T12:34:13.319176" + }, + { + "epoch": 1115, + "batch_idx": 0, + "loss": 0.4929831624031067, + "learning_rate": 0.0004101696257034037, + "timestep_mean": 462.1875, + "epsilon_norm": 8.364434242248535, + "prediction_norm": 5.765648365020752, + "timestamp": "2025-07-14T12:34:13.324270" + }, + { + "epoch": 1115, + "batch_idx": 32, + "loss": 0.33605721592903137, + "learning_rate": 0.0004101696257034037, + "timestep_mean": 545.84375, + "epsilon_norm": 6.928840637207031, + "prediction_norm": 5.966553211212158, + "timestamp": "2025-07-14T12:34:13.329309" + }, + { + "epoch": 1115, + "batch_idx": 64, + "loss": 0.2883074879646301, + "learning_rate": 0.0004101696257034037, + "timestep_mean": 419.71875, + "epsilon_norm": 8.294028282165527, + "prediction_norm": 6.474546909332275, + "timestamp": "2025-07-14T12:34:13.334438" + }, + { + "epoch": 1115, + "batch_idx": 96, + "loss": 0.17571017146110535, + "learning_rate": 0.0004101696257034037, + "timestep_mean": 488.1875, + "epsilon_norm": 7.835040092468262, + "prediction_norm": 7.033279895782471, + "timestamp": "2025-07-14T12:34:13.339504" + }, + { + "epoch": 1115, + "batch_idx": 128, + "loss": 0.3546069860458374, + "learning_rate": 0.0004101696257034037, + "timestep_mean": 500.21875, + "epsilon_norm": 7.675952911376953, + "prediction_norm": 6.006043434143066, + "timestamp": "2025-07-14T12:34:13.344595" + }, + { + "epoch": 1115, + "batch_idx": 160, + "loss": 0.2336253672838211, + "learning_rate": 0.0004101696257034037, + "timestep_mean": 431.03125, + "epsilon_norm": 8.405651092529297, + "prediction_norm": 7.141352653503418, + "timestamp": "2025-07-14T12:34:13.350018" + }, + { + "epoch": 1115, + "batch_idx": 192, + "loss": 0.359785258769989, + "learning_rate": 0.0004101696257034037, + "timestep_mean": 338.875, + "epsilon_norm": 4.018863201141357, + "prediction_norm": 2.7721362113952637, + "timestamp": "2025-07-14T12:34:13.355145" + }, + { + "epoch": 1116, + "batch_idx": 0, + "loss": 0.1688581109046936, + "learning_rate": 0.00040939711818643133, + "timestep_mean": 639.1875, + "epsilon_norm": 7.92933988571167, + "prediction_norm": 7.214949607849121, + "timestamp": "2025-07-14T12:34:13.360253" + }, + { + "epoch": 1116, + "batch_idx": 32, + "loss": 0.2915736436843872, + "learning_rate": 0.00040939711818643133, + "timestep_mean": 430.53125, + "epsilon_norm": 7.5657196044921875, + "prediction_norm": 6.188723564147949, + "timestamp": "2025-07-14T12:34:13.365446" + }, + { + "epoch": 1116, + "batch_idx": 64, + "loss": 0.3778429627418518, + "learning_rate": 0.00040939711818643133, + "timestep_mean": 448.65625, + "epsilon_norm": 8.490432739257812, + "prediction_norm": 6.765361309051514, + "timestamp": "2025-07-14T12:34:13.370455" + }, + { + "epoch": 1116, + "batch_idx": 96, + "loss": 0.1915510892868042, + "learning_rate": 0.00040939711818643133, + "timestep_mean": 593.375, + "epsilon_norm": 8.094888687133789, + "prediction_norm": 7.483776569366455, + "timestamp": "2025-07-14T12:34:13.375729" + }, + { + "epoch": 1116, + "batch_idx": 128, + "loss": 0.2167922854423523, + "learning_rate": 0.00040939711818643133, + "timestep_mean": 510.34375, + "epsilon_norm": 6.590308666229248, + "prediction_norm": 6.263187408447266, + "timestamp": "2025-07-14T12:34:13.380582" + }, + { + "epoch": 1116, + "batch_idx": 160, + "loss": 0.3852282166481018, + "learning_rate": 0.00040939711818643133, + "timestep_mean": 349.59375, + "epsilon_norm": 7.494239330291748, + "prediction_norm": 5.704971790313721, + "timestamp": "2025-07-14T12:34:13.385448" + }, + { + "epoch": 1116, + "batch_idx": 192, + "loss": 0.4336911141872406, + "learning_rate": 0.00040939711818643133, + "timestep_mean": 333.75, + "epsilon_norm": 4.235003471374512, + "prediction_norm": 2.9440276622772217, + "timestamp": "2025-07-14T12:34:13.390270" + }, + { + "epoch": 1117, + "batch_idx": 0, + "loss": 0.2857459783554077, + "learning_rate": 0.0004086248342230632, + "timestep_mean": 510.75, + "epsilon_norm": 8.750680923461914, + "prediction_norm": 7.372492790222168, + "timestamp": "2025-07-14T12:34:13.395116" + }, + { + "epoch": 1117, + "batch_idx": 32, + "loss": 0.26560530066490173, + "learning_rate": 0.0004086248342230632, + "timestep_mean": 523.9375, + "epsilon_norm": 8.909106254577637, + "prediction_norm": 7.560873031616211, + "timestamp": "2025-07-14T12:34:13.400026" + }, + { + "epoch": 1117, + "batch_idx": 64, + "loss": 0.353834867477417, + "learning_rate": 0.0004086248342230632, + "timestep_mean": 399.96875, + "epsilon_norm": 8.42225456237793, + "prediction_norm": 6.538743495941162, + "timestamp": "2025-07-14T12:34:13.404833" + }, + { + "epoch": 1117, + "batch_idx": 96, + "loss": 0.40837758779525757, + "learning_rate": 0.0004086248342230632, + "timestep_mean": 471.375, + "epsilon_norm": 8.482177734375, + "prediction_norm": 7.208946228027344, + "timestamp": "2025-07-14T12:34:13.409767" + }, + { + "epoch": 1117, + "batch_idx": 128, + "loss": 0.2079959213733673, + "learning_rate": 0.0004086248342230632, + "timestep_mean": 512.96875, + "epsilon_norm": 7.281966209411621, + "prediction_norm": 6.330340385437012, + "timestamp": "2025-07-14T12:34:13.414711" + }, + { + "epoch": 1117, + "batch_idx": 160, + "loss": 0.2936862111091614, + "learning_rate": 0.0004086248342230632, + "timestep_mean": 463.46875, + "epsilon_norm": 6.817759990692139, + "prediction_norm": 5.999587059020996, + "timestamp": "2025-07-14T12:34:13.419777" + }, + { + "epoch": 1117, + "batch_idx": 192, + "loss": 0.47845658659935, + "learning_rate": 0.0004086248342230632, + "timestep_mean": 512.125, + "epsilon_norm": 3.9214296340942383, + "prediction_norm": 3.4809396266937256, + "timestamp": "2025-07-14T12:34:13.424782" + }, + { + "epoch": 1118, + "batch_idx": 0, + "loss": 0.31474602222442627, + "learning_rate": 0.0004078527757188333, + "timestep_mean": 478.15625, + "epsilon_norm": 7.902145862579346, + "prediction_norm": 6.660304546356201, + "timestamp": "2025-07-14T12:34:13.429872" + }, + { + "epoch": 1118, + "batch_idx": 32, + "loss": 0.19535723328590393, + "learning_rate": 0.0004078527757188333, + "timestep_mean": 526.28125, + "epsilon_norm": 8.602797508239746, + "prediction_norm": 7.771389007568359, + "timestamp": "2025-07-14T12:34:13.434681" + }, + { + "epoch": 1118, + "batch_idx": 64, + "loss": 0.4331321716308594, + "learning_rate": 0.0004078527757188333, + "timestep_mean": 426.65625, + "epsilon_norm": 8.363748550415039, + "prediction_norm": 6.509155750274658, + "timestamp": "2025-07-14T12:34:13.439745" + }, + { + "epoch": 1118, + "batch_idx": 96, + "loss": 0.21374492347240448, + "learning_rate": 0.0004078527757188333, + "timestep_mean": 531.5, + "epsilon_norm": 6.719318866729736, + "prediction_norm": 5.826870441436768, + "timestamp": "2025-07-14T12:34:13.445015" + }, + { + "epoch": 1118, + "batch_idx": 128, + "loss": 0.24252428114414215, + "learning_rate": 0.0004078527757188333, + "timestep_mean": 476.40625, + "epsilon_norm": 7.845480442047119, + "prediction_norm": 6.531739234924316, + "timestamp": "2025-07-14T12:34:13.450384" + }, + { + "epoch": 1118, + "batch_idx": 160, + "loss": 0.17065906524658203, + "learning_rate": 0.0004078527757188333, + "timestep_mean": 459.125, + "epsilon_norm": 7.112170219421387, + "prediction_norm": 6.539687156677246, + "timestamp": "2025-07-14T12:34:13.455549" + }, + { + "epoch": 1118, + "batch_idx": 192, + "loss": 0.30831050872802734, + "learning_rate": 0.0004078527757188333, + "timestep_mean": 437.75, + "epsilon_norm": 4.152237892150879, + "prediction_norm": 2.63957142829895, + "timestamp": "2025-07-14T12:34:13.460558" + }, + { + "epoch": 1119, + "batch_idx": 0, + "loss": 0.4363883435726166, + "learning_rate": 0.00040708094457871926, + "timestep_mean": 479.53125, + "epsilon_norm": 6.801757335662842, + "prediction_norm": 5.480189800262451, + "timestamp": "2025-07-14T12:34:13.465485" + }, + { + "epoch": 1119, + "batch_idx": 32, + "loss": 0.1522429883480072, + "learning_rate": 0.00040708094457871926, + "timestep_mean": 485.96875, + "epsilon_norm": 8.713079452514648, + "prediction_norm": 7.891262054443359, + "timestamp": "2025-07-14T12:34:13.470352" + }, + { + "epoch": 1119, + "batch_idx": 64, + "loss": 0.2974875867366791, + "learning_rate": 0.00040708094457871926, + "timestep_mean": 549.71875, + "epsilon_norm": 7.4965715408325195, + "prediction_norm": 6.218648910522461, + "timestamp": "2025-07-14T12:34:13.475404" + }, + { + "epoch": 1119, + "batch_idx": 96, + "loss": 0.23150986433029175, + "learning_rate": 0.00040708094457871926, + "timestep_mean": 513.71875, + "epsilon_norm": 7.242194175720215, + "prediction_norm": 6.156367301940918, + "timestamp": "2025-07-14T12:34:13.480307" + }, + { + "epoch": 1119, + "batch_idx": 128, + "loss": 0.22666268050670624, + "learning_rate": 0.00040708094457871926, + "timestep_mean": 551.90625, + "epsilon_norm": 7.491913318634033, + "prediction_norm": 6.42128849029541, + "timestamp": "2025-07-14T12:34:13.485201" + }, + { + "epoch": 1119, + "batch_idx": 160, + "loss": 0.26158422231674194, + "learning_rate": 0.00040708094457871926, + "timestep_mean": 503.0625, + "epsilon_norm": 7.150562763214111, + "prediction_norm": 6.043100833892822, + "timestamp": "2025-07-14T12:34:13.490284" + }, + { + "epoch": 1119, + "batch_idx": 192, + "loss": 0.044105980545282364, + "learning_rate": 0.00040708094457871926, + "timestep_mean": 579.125, + "epsilon_norm": 3.907428026199341, + "prediction_norm": 3.8974721431732178, + "timestamp": "2025-07-14T12:34:13.495244" + }, + { + "epoch": 1120, + "batch_idx": 0, + "loss": 0.1732870638370514, + "learning_rate": 0.0004063093427071376, + "timestep_mean": 490.71875, + "epsilon_norm": 8.055974006652832, + "prediction_norm": 7.388424396514893, + "timestamp": "2025-07-14T12:34:13.500222" + }, + { + "epoch": 1120, + "batch_idx": 32, + "loss": 0.1868181824684143, + "learning_rate": 0.0004063093427071376, + "timestep_mean": 495.59375, + "epsilon_norm": 7.905566692352295, + "prediction_norm": 6.635464668273926, + "timestamp": "2025-07-14T12:34:13.505268" + }, + { + "epoch": 1120, + "batch_idx": 64, + "loss": 0.26435577869415283, + "learning_rate": 0.0004063093427071376, + "timestep_mean": 464.40625, + "epsilon_norm": 7.487742900848389, + "prediction_norm": 5.713794231414795, + "timestamp": "2025-07-14T12:34:13.510235" + }, + { + "epoch": 1120, + "batch_idx": 96, + "loss": 0.260948121547699, + "learning_rate": 0.0004063093427071376, + "timestep_mean": 536.875, + "epsilon_norm": 8.895604133605957, + "prediction_norm": 7.582793235778809, + "timestamp": "2025-07-14T12:34:13.515145" + }, + { + "epoch": 1120, + "batch_idx": 128, + "loss": 0.31752148270606995, + "learning_rate": 0.0004063093427071376, + "timestep_mean": 404.53125, + "epsilon_norm": 7.930152893066406, + "prediction_norm": 6.147251129150391, + "timestamp": "2025-07-14T12:34:13.520203" + }, + { + "epoch": 1120, + "batch_idx": 160, + "loss": 0.29714471101760864, + "learning_rate": 0.0004063093427071376, + "timestep_mean": 421.4375, + "epsilon_norm": 9.029735565185547, + "prediction_norm": 7.5122222900390625, + "timestamp": "2025-07-14T12:34:13.525227" + }, + { + "epoch": 1120, + "batch_idx": 192, + "loss": 0.20387530326843262, + "learning_rate": 0.0004063093427071376, + "timestep_mean": 233.625, + "epsilon_norm": 4.194405555725098, + "prediction_norm": 2.9826080799102783, + "timestamp": "2025-07-14T12:34:13.530115" + }, + { + "epoch": 1121, + "batch_idx": 0, + "loss": 0.20966540277004242, + "learning_rate": 0.00040553797200793934, + "timestep_mean": 555.375, + "epsilon_norm": 8.62295150756836, + "prediction_norm": 7.772849082946777, + "timestamp": "2025-07-14T12:34:13.535026" + }, + { + "epoch": 1121, + "batch_idx": 32, + "loss": 0.2600848078727722, + "learning_rate": 0.00040553797200793934, + "timestep_mean": 537.96875, + "epsilon_norm": 7.589902400970459, + "prediction_norm": 6.822779178619385, + "timestamp": "2025-07-14T12:34:13.539961" + }, + { + "epoch": 1121, + "batch_idx": 64, + "loss": 0.08675511926412582, + "learning_rate": 0.00040553797200793934, + "timestep_mean": 520.8125, + "epsilon_norm": 7.89076042175293, + "prediction_norm": 7.507059574127197, + "timestamp": "2025-07-14T12:34:13.544908" + }, + { + "epoch": 1121, + "batch_idx": 96, + "loss": 0.3726158142089844, + "learning_rate": 0.00040553797200793934, + "timestep_mean": 463.65625, + "epsilon_norm": 7.7060112953186035, + "prediction_norm": 6.181562423706055, + "timestamp": "2025-07-14T12:34:13.549809" + }, + { + "epoch": 1121, + "batch_idx": 128, + "loss": 0.25642654299736023, + "learning_rate": 0.00040553797200793934, + "timestep_mean": 516.1875, + "epsilon_norm": 7.0931782722473145, + "prediction_norm": 5.869495391845703, + "timestamp": "2025-07-14T12:34:13.554703" + }, + { + "epoch": 1121, + "batch_idx": 160, + "loss": 0.23050548136234283, + "learning_rate": 0.00040553797200793934, + "timestep_mean": 500.875, + "epsilon_norm": 7.767263412475586, + "prediction_norm": 6.505862236022949, + "timestamp": "2025-07-14T12:34:13.559592" + }, + { + "epoch": 1121, + "batch_idx": 192, + "loss": 0.170598566532135, + "learning_rate": 0.00040553797200793934, + "timestep_mean": 541.0, + "epsilon_norm": 3.6549675464630127, + "prediction_norm": 3.2717437744140625, + "timestamp": "2025-07-14T12:34:13.564622" + }, + { + "epoch": 1122, + "batch_idx": 0, + "loss": 0.3382716774940491, + "learning_rate": 0.00040476683438440503, + "timestep_mean": 465.3125, + "epsilon_norm": 8.801438331604004, + "prediction_norm": 7.3797502517700195, + "timestamp": "2025-07-14T12:34:13.569502" + }, + { + "epoch": 1122, + "batch_idx": 32, + "loss": 0.29258137941360474, + "learning_rate": 0.00040476683438440503, + "timestep_mean": 493.09375, + "epsilon_norm": 7.21938943862915, + "prediction_norm": 5.927923679351807, + "timestamp": "2025-07-14T12:34:13.574363" + }, + { + "epoch": 1122, + "batch_idx": 64, + "loss": 0.08896258473396301, + "learning_rate": 0.00040476683438440503, + "timestep_mean": 510.53125, + "epsilon_norm": 7.1945037841796875, + "prediction_norm": 6.795019149780273, + "timestamp": "2025-07-14T12:34:13.579288" + }, + { + "epoch": 1122, + "batch_idx": 96, + "loss": 0.2776571810245514, + "learning_rate": 0.00040476683438440503, + "timestep_mean": 494.90625, + "epsilon_norm": 7.275333881378174, + "prediction_norm": 6.061589241027832, + "timestamp": "2025-07-14T12:34:13.584200" + }, + { + "epoch": 1122, + "batch_idx": 128, + "loss": 0.4587884545326233, + "learning_rate": 0.00040476683438440503, + "timestep_mean": 493.46875, + "epsilon_norm": 8.211321830749512, + "prediction_norm": 6.732812404632568, + "timestamp": "2025-07-14T12:34:13.589253" + }, + { + "epoch": 1122, + "batch_idx": 160, + "loss": 0.3080080449581146, + "learning_rate": 0.00040476683438440503, + "timestep_mean": 502.9375, + "epsilon_norm": 8.21476936340332, + "prediction_norm": 6.830102920532227, + "timestamp": "2025-07-14T12:34:13.594143" + }, + { + "epoch": 1122, + "batch_idx": 192, + "loss": 0.0951809361577034, + "learning_rate": 0.00040476683438440503, + "timestep_mean": 679.5, + "epsilon_norm": 3.945202112197876, + "prediction_norm": 3.796196937561035, + "timestamp": "2025-07-14T12:34:13.599019" + }, + { + "epoch": 1123, + "batch_idx": 0, + "loss": 0.0908181369304657, + "learning_rate": 0.00040399593173924, + "timestep_mean": 596.8125, + "epsilon_norm": 6.454103469848633, + "prediction_norm": 6.431032657623291, + "timestamp": "2025-07-14T12:34:13.603927" + }, + { + "epoch": 1123, + "batch_idx": 32, + "loss": 0.4174755811691284, + "learning_rate": 0.00040399593173924, + "timestep_mean": 513.875, + "epsilon_norm": 9.419476509094238, + "prediction_norm": 7.516204833984375, + "timestamp": "2025-07-14T12:34:13.608934" + }, + { + "epoch": 1123, + "batch_idx": 64, + "loss": 0.15658006072044373, + "learning_rate": 0.00040399593173924, + "timestep_mean": 512.40625, + "epsilon_norm": 8.061711311340332, + "prediction_norm": 7.959182262420654, + "timestamp": "2025-07-14T12:34:13.613827" + }, + { + "epoch": 1123, + "batch_idx": 96, + "loss": 0.24736106395721436, + "learning_rate": 0.00040399593173924, + "timestep_mean": 511.375, + "epsilon_norm": 8.159173965454102, + "prediction_norm": 7.161170959472656, + "timestamp": "2025-07-14T12:34:13.618790" + }, + { + "epoch": 1123, + "batch_idx": 128, + "loss": 0.31743910908699036, + "learning_rate": 0.00040399593173924, + "timestep_mean": 478.0625, + "epsilon_norm": 7.235400676727295, + "prediction_norm": 6.417458534240723, + "timestamp": "2025-07-14T12:34:13.623834" + }, + { + "epoch": 1123, + "batch_idx": 160, + "loss": 0.17224353551864624, + "learning_rate": 0.00040399593173924, + "timestep_mean": 552.28125, + "epsilon_norm": 6.439460754394531, + "prediction_norm": 5.871502876281738, + "timestamp": "2025-07-14T12:34:13.628749" + }, + { + "epoch": 1123, + "batch_idx": 192, + "loss": 0.28035444021224976, + "learning_rate": 0.00040399593173924, + "timestep_mean": 472.5, + "epsilon_norm": 3.52986741065979, + "prediction_norm": 2.41256046295166, + "timestamp": "2025-07-14T12:34:13.633778" + }, + { + "epoch": 1124, + "batch_idx": 0, + "loss": 0.21798135340213776, + "learning_rate": 0.0004032252659745699, + "timestep_mean": 485.53125, + "epsilon_norm": 6.6049957275390625, + "prediction_norm": 5.585123538970947, + "timestamp": "2025-07-14T12:34:13.638743" + }, + { + "epoch": 1124, + "batch_idx": 32, + "loss": 0.17661067843437195, + "learning_rate": 0.0004032252659745699, + "timestep_mean": 497.125, + "epsilon_norm": 8.502934455871582, + "prediction_norm": 7.655555248260498, + "timestamp": "2025-07-14T12:34:13.643597" + }, + { + "epoch": 1124, + "batch_idx": 64, + "loss": 0.2177671194076538, + "learning_rate": 0.0004032252659745699, + "timestep_mean": 504.0625, + "epsilon_norm": 8.410421371459961, + "prediction_norm": 7.3727288246154785, + "timestamp": "2025-07-14T12:34:13.648577" + }, + { + "epoch": 1124, + "batch_idx": 96, + "loss": 0.13564491271972656, + "learning_rate": 0.0004032252659745699, + "timestep_mean": 506.375, + "epsilon_norm": 7.995684623718262, + "prediction_norm": 7.393670082092285, + "timestamp": "2025-07-14T12:34:13.653862" + }, + { + "epoch": 1124, + "batch_idx": 128, + "loss": 0.3266885280609131, + "learning_rate": 0.0004032252659745699, + "timestep_mean": 480.9375, + "epsilon_norm": 7.382072448730469, + "prediction_norm": 5.711306095123291, + "timestamp": "2025-07-14T12:34:13.659400" + }, + { + "epoch": 1124, + "batch_idx": 160, + "loss": 0.29742199182510376, + "learning_rate": 0.0004032252659745699, + "timestep_mean": 502.8125, + "epsilon_norm": 8.271197319030762, + "prediction_norm": 6.653807163238525, + "timestamp": "2025-07-14T12:34:13.664703" + }, + { + "epoch": 1124, + "batch_idx": 192, + "loss": 0.7069421410560608, + "learning_rate": 0.0004032252659745699, + "timestep_mean": 473.25, + "epsilon_norm": 4.851113319396973, + "prediction_norm": 3.5127387046813965, + "timestamp": "2025-07-14T12:34:13.670012" + }, + { + "epoch": 1125, + "batch_idx": 0, + "loss": 0.19493132829666138, + "learning_rate": 0.00040245483899193583, + "timestep_mean": 517.125, + "epsilon_norm": 6.397425651550293, + "prediction_norm": 5.303859710693359, + "timestamp": "2025-07-14T12:34:13.675168" + }, + { + "epoch": 1125, + "batch_idx": 32, + "loss": 0.3385113477706909, + "learning_rate": 0.00040245483899193583, + "timestep_mean": 408.1875, + "epsilon_norm": 7.980759143829346, + "prediction_norm": 6.531503677368164, + "timestamp": "2025-07-14T12:34:13.680067" + }, + { + "epoch": 1125, + "batch_idx": 64, + "loss": 0.28768008947372437, + "learning_rate": 0.00040245483899193583, + "timestep_mean": 531.875, + "epsilon_norm": 7.636200428009033, + "prediction_norm": 6.043865203857422, + "timestamp": "2025-07-14T12:34:13.685018" + }, + { + "epoch": 1125, + "batch_idx": 96, + "loss": 0.23633122444152832, + "learning_rate": 0.00040245483899193583, + "timestep_mean": 490.75, + "epsilon_norm": 7.955045700073242, + "prediction_norm": 7.194482326507568, + "timestamp": "2025-07-14T12:34:13.690026" + }, + { + "epoch": 1125, + "batch_idx": 128, + "loss": 0.47177883982658386, + "learning_rate": 0.00040245483899193583, + "timestep_mean": 404.59375, + "epsilon_norm": 8.38509750366211, + "prediction_norm": 6.298304557800293, + "timestamp": "2025-07-14T12:34:13.694884" + }, + { + "epoch": 1125, + "batch_idx": 160, + "loss": 0.31445106863975525, + "learning_rate": 0.00040245483899193583, + "timestep_mean": 424.25, + "epsilon_norm": 8.542695999145508, + "prediction_norm": 7.457083225250244, + "timestamp": "2025-07-14T12:34:13.699771" + }, + { + "epoch": 1125, + "batch_idx": 192, + "loss": 0.8876187801361084, + "learning_rate": 0.00040245483899193583, + "timestep_mean": 480.75, + "epsilon_norm": 3.9446921348571777, + "prediction_norm": 2.0005366802215576, + "timestamp": "2025-07-14T12:34:13.704771" + }, + { + "epoch": 1126, + "batch_idx": 0, + "loss": 0.28954461216926575, + "learning_rate": 0.00040168465269228983, + "timestep_mean": 470.5, + "epsilon_norm": 8.756759643554688, + "prediction_norm": 7.603485584259033, + "timestamp": "2025-07-14T12:34:13.709653" + }, + { + "epoch": 1126, + "batch_idx": 32, + "loss": 0.3905990719795227, + "learning_rate": 0.00040168465269228983, + "timestep_mean": 395.9375, + "epsilon_norm": 7.943403244018555, + "prediction_norm": 6.313092231750488, + "timestamp": "2025-07-14T12:34:13.714594" + }, + { + "epoch": 1126, + "batch_idx": 64, + "loss": 0.2469567060470581, + "learning_rate": 0.00040168465269228983, + "timestep_mean": 481.0625, + "epsilon_norm": 5.892322540283203, + "prediction_norm": 4.882059097290039, + "timestamp": "2025-07-14T12:34:13.719539" + }, + { + "epoch": 1126, + "batch_idx": 96, + "loss": 0.15341678261756897, + "learning_rate": 0.00040168465269228983, + "timestep_mean": 481.5, + "epsilon_norm": 8.379881858825684, + "prediction_norm": 7.0146684646606445, + "timestamp": "2025-07-14T12:34:13.724551" + }, + { + "epoch": 1126, + "batch_idx": 128, + "loss": 0.33628612756729126, + "learning_rate": 0.00040168465269228983, + "timestep_mean": 483.25, + "epsilon_norm": 8.133074760437012, + "prediction_norm": 6.396392345428467, + "timestamp": "2025-07-14T12:34:13.729572" + }, + { + "epoch": 1126, + "batch_idx": 160, + "loss": 0.26910150051116943, + "learning_rate": 0.00040168465269228983, + "timestep_mean": 513.1875, + "epsilon_norm": 7.53068733215332, + "prediction_norm": 6.008725643157959, + "timestamp": "2025-07-14T12:34:13.734397" + }, + { + "epoch": 1126, + "batch_idx": 192, + "loss": 0.2527707815170288, + "learning_rate": 0.00040168465269228983, + "timestep_mean": 627.5, + "epsilon_norm": 3.566917896270752, + "prediction_norm": 2.9431426525115967, + "timestamp": "2025-07-14T12:34:13.739250" + }, + { + "epoch": 1127, + "batch_idx": 0, + "loss": 0.2984456419944763, + "learning_rate": 0.00040091470897599027, + "timestep_mean": 497.78125, + "epsilon_norm": 6.939300537109375, + "prediction_norm": 5.819174766540527, + "timestamp": "2025-07-14T12:34:13.744249" + }, + { + "epoch": 1127, + "batch_idx": 32, + "loss": 0.3323746919631958, + "learning_rate": 0.00040091470897599027, + "timestep_mean": 528.3125, + "epsilon_norm": 7.430350303649902, + "prediction_norm": 6.221197128295898, + "timestamp": "2025-07-14T12:34:13.749169" + }, + { + "epoch": 1127, + "batch_idx": 64, + "loss": 0.16708417236804962, + "learning_rate": 0.00040091470897599027, + "timestep_mean": 587.34375, + "epsilon_norm": 6.9410271644592285, + "prediction_norm": 6.486867904663086, + "timestamp": "2025-07-14T12:34:13.754058" + }, + { + "epoch": 1127, + "batch_idx": 96, + "loss": 0.34091007709503174, + "learning_rate": 0.00040091470897599027, + "timestep_mean": 556.15625, + "epsilon_norm": 6.531424522399902, + "prediction_norm": 5.546199321746826, + "timestamp": "2025-07-14T12:34:13.759097" + }, + { + "epoch": 1127, + "batch_idx": 128, + "loss": 0.21619443595409393, + "learning_rate": 0.00040091470897599027, + "timestep_mean": 454.375, + "epsilon_norm": 7.645638942718506, + "prediction_norm": 6.233405113220215, + "timestamp": "2025-07-14T12:34:13.764052" + }, + { + "epoch": 1127, + "batch_idx": 160, + "loss": 0.24573665857315063, + "learning_rate": 0.00040091470897599027, + "timestep_mean": 553.65625, + "epsilon_norm": 8.896137237548828, + "prediction_norm": 8.122309684753418, + "timestamp": "2025-07-14T12:34:13.769016" + }, + { + "epoch": 1127, + "batch_idx": 192, + "loss": 0.042088672518730164, + "learning_rate": 0.00040091470897599027, + "timestep_mean": 509.625, + "epsilon_norm": 2.6980886459350586, + "prediction_norm": 2.7835988998413086, + "timestamp": "2025-07-14T12:34:13.773898" + }, + { + "epoch": 1128, + "batch_idx": 0, + "loss": 0.15793320536613464, + "learning_rate": 0.00040014500974279644, + "timestep_mean": 526.1875, + "epsilon_norm": 7.626742839813232, + "prediction_norm": 6.525051116943359, + "timestamp": "2025-07-14T12:34:13.778817" + }, + { + "epoch": 1128, + "batch_idx": 32, + "loss": 0.3896011710166931, + "learning_rate": 0.00040014500974279644, + "timestep_mean": 467.4375, + "epsilon_norm": 7.99256706237793, + "prediction_norm": 6.50429105758667, + "timestamp": "2025-07-14T12:34:13.783763" + }, + { + "epoch": 1128, + "batch_idx": 64, + "loss": 0.20031718909740448, + "learning_rate": 0.00040014500974279644, + "timestep_mean": 482.46875, + "epsilon_norm": 8.377517700195312, + "prediction_norm": 6.946864128112793, + "timestamp": "2025-07-14T12:34:13.789553" + }, + { + "epoch": 1128, + "batch_idx": 96, + "loss": 0.1898140013217926, + "learning_rate": 0.00040014500974279644, + "timestep_mean": 427.96875, + "epsilon_norm": 8.083984375, + "prediction_norm": 6.600069522857666, + "timestamp": "2025-07-14T12:34:13.799381" + }, + { + "epoch": 1128, + "batch_idx": 128, + "loss": 0.45379573106765747, + "learning_rate": 0.00040014500974279644, + "timestep_mean": 437.0625, + "epsilon_norm": 7.79269552230835, + "prediction_norm": 5.688292026519775, + "timestamp": "2025-07-14T12:34:13.804621" + }, + { + "epoch": 1128, + "batch_idx": 160, + "loss": 0.18032866716384888, + "learning_rate": 0.00040014500974279644, + "timestep_mean": 507.6875, + "epsilon_norm": 7.46503210067749, + "prediction_norm": 6.090394973754883, + "timestamp": "2025-07-14T12:34:13.809348" + }, + { + "epoch": 1128, + "batch_idx": 192, + "loss": 0.15137754380702972, + "learning_rate": 0.00040014500974279644, + "timestep_mean": 617.375, + "epsilon_norm": 3.6881775856018066, + "prediction_norm": 3.402834415435791, + "timestamp": "2025-07-14T12:34:13.814250" + }, + { + "epoch": 1129, + "batch_idx": 0, + "loss": 0.33931446075439453, + "learning_rate": 0.00039937555689186475, + "timestep_mean": 468.28125, + "epsilon_norm": 8.25335693359375, + "prediction_norm": 5.901125431060791, + "timestamp": "2025-07-14T12:34:13.819042" + }, + { + "epoch": 1129, + "batch_idx": 32, + "loss": 0.2492799609899521, + "learning_rate": 0.00039937555689186475, + "timestep_mean": 387.125, + "epsilon_norm": 7.5515828132629395, + "prediction_norm": 6.224985122680664, + "timestamp": "2025-07-14T12:34:13.823765" + }, + { + "epoch": 1129, + "batch_idx": 64, + "loss": 0.258566677570343, + "learning_rate": 0.00039937555689186475, + "timestep_mean": 446.71875, + "epsilon_norm": 8.091852188110352, + "prediction_norm": 6.728281021118164, + "timestamp": "2025-07-14T12:34:13.828496" + }, + { + "epoch": 1129, + "batch_idx": 96, + "loss": 0.3212851583957672, + "learning_rate": 0.00039937555689186475, + "timestep_mean": 487.59375, + "epsilon_norm": 7.555502414703369, + "prediction_norm": 5.3677263259887695, + "timestamp": "2025-07-14T12:34:13.833179" + }, + { + "epoch": 1129, + "batch_idx": 128, + "loss": 0.264660120010376, + "learning_rate": 0.00039937555689186475, + "timestep_mean": 457.78125, + "epsilon_norm": 7.923306941986084, + "prediction_norm": 6.501439571380615, + "timestamp": "2025-07-14T12:34:13.838069" + }, + { + "epoch": 1129, + "batch_idx": 160, + "loss": 0.2465066909790039, + "learning_rate": 0.00039937555689186475, + "timestep_mean": 478.75, + "epsilon_norm": 6.919655799865723, + "prediction_norm": 5.684032440185547, + "timestamp": "2025-07-14T12:34:13.842741" + }, + { + "epoch": 1129, + "batch_idx": 192, + "loss": 0.31584250926971436, + "learning_rate": 0.00039937555689186475, + "timestep_mean": 641.25, + "epsilon_norm": 4.411988258361816, + "prediction_norm": 3.9247140884399414, + "timestamp": "2025-07-14T12:34:13.847553" + }, + { + "epoch": 1130, + "batch_idx": 0, + "loss": 0.292397677898407, + "learning_rate": 0.00039860635232174375, + "timestep_mean": 525.75, + "epsilon_norm": 9.55142879486084, + "prediction_norm": 7.6978559494018555, + "timestamp": "2025-07-14T12:34:13.852370" + }, + { + "epoch": 1130, + "batch_idx": 32, + "loss": 0.22709082067012787, + "learning_rate": 0.00039860635232174375, + "timestep_mean": 456.375, + "epsilon_norm": 7.572969436645508, + "prediction_norm": 6.4199347496032715, + "timestamp": "2025-07-14T12:34:13.857103" + }, + { + "epoch": 1130, + "batch_idx": 64, + "loss": 0.21001583337783813, + "learning_rate": 0.00039860635232174375, + "timestep_mean": 487.53125, + "epsilon_norm": 8.32964038848877, + "prediction_norm": 8.067191123962402, + "timestamp": "2025-07-14T12:34:13.861945" + }, + { + "epoch": 1130, + "batch_idx": 96, + "loss": 0.08735823631286621, + "learning_rate": 0.00039860635232174375, + "timestep_mean": 609.96875, + "epsilon_norm": 7.644184589385986, + "prediction_norm": 7.500755786895752, + "timestamp": "2025-07-14T12:34:13.866974" + }, + { + "epoch": 1130, + "batch_idx": 128, + "loss": 0.18709607422351837, + "learning_rate": 0.00039860635232174375, + "timestep_mean": 503.40625, + "epsilon_norm": 8.505167007446289, + "prediction_norm": 7.589408874511719, + "timestamp": "2025-07-14T12:34:13.872021" + }, + { + "epoch": 1130, + "batch_idx": 160, + "loss": 0.17287248373031616, + "learning_rate": 0.00039860635232174375, + "timestep_mean": 577.625, + "epsilon_norm": 7.811465740203857, + "prediction_norm": 7.500733375549316, + "timestamp": "2025-07-14T12:34:13.876928" + }, + { + "epoch": 1130, + "batch_idx": 192, + "loss": 0.08206555992364883, + "learning_rate": 0.00039860635232174375, + "timestep_mean": 529.625, + "epsilon_norm": 4.53671932220459, + "prediction_norm": 4.016183853149414, + "timestamp": "2025-07-14T12:34:13.881833" + }, + { + "epoch": 1131, + "batch_idx": 0, + "loss": 0.34657368063926697, + "learning_rate": 0.00039783739793036916, + "timestep_mean": 496.75, + "epsilon_norm": 8.715574264526367, + "prediction_norm": 7.756824016571045, + "timestamp": "2025-07-14T12:34:13.887052" + }, + { + "epoch": 1131, + "batch_idx": 32, + "loss": 0.3286558985710144, + "learning_rate": 0.00039783739793036916, + "timestep_mean": 447.1875, + "epsilon_norm": 7.985670566558838, + "prediction_norm": 6.76584529876709, + "timestamp": "2025-07-14T12:34:13.892180" + }, + { + "epoch": 1131, + "batch_idx": 64, + "loss": 0.4044463038444519, + "learning_rate": 0.00039783739793036916, + "timestep_mean": 459.5, + "epsilon_norm": 8.206525802612305, + "prediction_norm": 6.453160285949707, + "timestamp": "2025-07-14T12:34:13.897304" + }, + { + "epoch": 1131, + "batch_idx": 96, + "loss": 0.2944830358028412, + "learning_rate": 0.00039783739793036916, + "timestep_mean": 477.8125, + "epsilon_norm": 7.335728645324707, + "prediction_norm": 7.155403137207031, + "timestamp": "2025-07-14T12:34:13.902400" + }, + { + "epoch": 1131, + "batch_idx": 128, + "loss": 0.3399941027164459, + "learning_rate": 0.00039783739793036916, + "timestep_mean": 508.5, + "epsilon_norm": 6.860202312469482, + "prediction_norm": 6.130370140075684, + "timestamp": "2025-07-14T12:34:13.907365" + }, + { + "epoch": 1131, + "batch_idx": 160, + "loss": 0.2544548511505127, + "learning_rate": 0.00039783739793036916, + "timestep_mean": 501.53125, + "epsilon_norm": 8.619146347045898, + "prediction_norm": 7.701533794403076, + "timestamp": "2025-07-14T12:34:13.912491" + }, + { + "epoch": 1131, + "batch_idx": 192, + "loss": 0.40910935401916504, + "learning_rate": 0.00039783739793036916, + "timestep_mean": 428.75, + "epsilon_norm": 5.081083297729492, + "prediction_norm": 4.401875972747803, + "timestamp": "2025-07-14T12:34:13.917633" + }, + { + "epoch": 1132, + "batch_idx": 0, + "loss": 0.1833876371383667, + "learning_rate": 0.0003970686956150592, + "timestep_mean": 466.6875, + "epsilon_norm": 7.956714153289795, + "prediction_norm": 7.071269512176514, + "timestamp": "2025-07-14T12:34:13.922715" + }, + { + "epoch": 1132, + "batch_idx": 32, + "loss": 0.1524185836315155, + "learning_rate": 0.0003970686956150592, + "timestep_mean": 493.65625, + "epsilon_norm": 5.857868194580078, + "prediction_norm": 5.4401774406433105, + "timestamp": "2025-07-14T12:34:13.927892" + }, + { + "epoch": 1132, + "batch_idx": 64, + "loss": 0.3060462176799774, + "learning_rate": 0.0003970686956150592, + "timestep_mean": 424.0625, + "epsilon_norm": 7.013152599334717, + "prediction_norm": 5.454968452453613, + "timestamp": "2025-07-14T12:34:13.932894" + }, + { + "epoch": 1132, + "batch_idx": 96, + "loss": 0.27297765016555786, + "learning_rate": 0.0003970686956150592, + "timestep_mean": 594.5625, + "epsilon_norm": 7.894796371459961, + "prediction_norm": 6.477025985717773, + "timestamp": "2025-07-14T12:34:13.938144" + }, + { + "epoch": 1132, + "batch_idx": 128, + "loss": 0.35479143261909485, + "learning_rate": 0.0003970686956150592, + "timestep_mean": 460.25, + "epsilon_norm": 8.559444427490234, + "prediction_norm": 7.308176040649414, + "timestamp": "2025-07-14T12:34:13.943432" + }, + { + "epoch": 1132, + "batch_idx": 160, + "loss": 0.20533087849617004, + "learning_rate": 0.0003970686956150592, + "timestep_mean": 560.09375, + "epsilon_norm": 7.658478736877441, + "prediction_norm": 6.560242652893066, + "timestamp": "2025-07-14T12:34:13.948589" + }, + { + "epoch": 1132, + "batch_idx": 192, + "loss": 0.18291717767715454, + "learning_rate": 0.0003970686956150592, + "timestep_mean": 635.25, + "epsilon_norm": 3.1436820030212402, + "prediction_norm": 2.8842015266418457, + "timestamp": "2025-07-14T12:34:13.953769" + }, + { + "epoch": 1133, + "batch_idx": 0, + "loss": 0.39172467589378357, + "learning_rate": 0.00039630024727251094, + "timestep_mean": 485.78125, + "epsilon_norm": 7.537563800811768, + "prediction_norm": 6.247788906097412, + "timestamp": "2025-07-14T12:34:13.958844" + }, + { + "epoch": 1133, + "batch_idx": 32, + "loss": 0.21612221002578735, + "learning_rate": 0.00039630024727251094, + "timestep_mean": 493.125, + "epsilon_norm": 7.145933151245117, + "prediction_norm": 6.308669567108154, + "timestamp": "2025-07-14T12:34:13.963896" + }, + { + "epoch": 1133, + "batch_idx": 64, + "loss": 0.20182302594184875, + "learning_rate": 0.00039630024727251094, + "timestep_mean": 469.40625, + "epsilon_norm": 7.668149471282959, + "prediction_norm": 6.812182426452637, + "timestamp": "2025-07-14T12:34:13.969115" + }, + { + "epoch": 1133, + "batch_idx": 96, + "loss": 0.26382067799568176, + "learning_rate": 0.00039630024727251094, + "timestep_mean": 509.25, + "epsilon_norm": 7.23725700378418, + "prediction_norm": 5.925331115722656, + "timestamp": "2025-07-14T12:34:13.974392" + }, + { + "epoch": 1133, + "batch_idx": 128, + "loss": 0.19771608710289001, + "learning_rate": 0.00039630024727251094, + "timestep_mean": 584.5625, + "epsilon_norm": 6.648147106170654, + "prediction_norm": 5.598642826080322, + "timestamp": "2025-07-14T12:34:13.979591" + }, + { + "epoch": 1133, + "batch_idx": 160, + "loss": 0.1824539303779602, + "learning_rate": 0.00039630024727251094, + "timestep_mean": 550.375, + "epsilon_norm": 9.32208251953125, + "prediction_norm": 8.147103309631348, + "timestamp": "2025-07-14T12:34:13.984803" + }, + { + "epoch": 1133, + "batch_idx": 192, + "loss": 0.46316444873809814, + "learning_rate": 0.00039630024727251094, + "timestep_mean": 452.625, + "epsilon_norm": 4.439464569091797, + "prediction_norm": 3.110142230987549, + "timestamp": "2025-07-14T12:34:13.989975" + }, + { + "epoch": 1134, + "batch_idx": 0, + "loss": 0.2213047295808792, + "learning_rate": 0.00039553205479879406, + "timestep_mean": 432.90625, + "epsilon_norm": 8.041778564453125, + "prediction_norm": 6.480164527893066, + "timestamp": "2025-07-14T12:34:13.995061" + }, + { + "epoch": 1134, + "batch_idx": 32, + "loss": 0.28270694613456726, + "learning_rate": 0.00039553205479879406, + "timestep_mean": 439.5, + "epsilon_norm": 6.9986891746521, + "prediction_norm": 5.133944034576416, + "timestamp": "2025-07-14T12:34:14.000475" + }, + { + "epoch": 1134, + "batch_idx": 64, + "loss": 0.4949076175689697, + "learning_rate": 0.00039553205479879406, + "timestep_mean": 429.71875, + "epsilon_norm": 8.465314865112305, + "prediction_norm": 6.83397102355957, + "timestamp": "2025-07-14T12:34:14.005752" + }, + { + "epoch": 1134, + "batch_idx": 96, + "loss": 0.29061391949653625, + "learning_rate": 0.00039553205479879406, + "timestep_mean": 493.09375, + "epsilon_norm": 8.310099601745605, + "prediction_norm": 6.873495101928711, + "timestamp": "2025-07-14T12:34:14.010953" + }, + { + "epoch": 1134, + "batch_idx": 128, + "loss": 0.344396710395813, + "learning_rate": 0.00039553205479879406, + "timestep_mean": 432.0625, + "epsilon_norm": 8.48207950592041, + "prediction_norm": 7.183844566345215, + "timestamp": "2025-07-14T12:34:14.016222" + }, + { + "epoch": 1134, + "batch_idx": 160, + "loss": 0.48242950439453125, + "learning_rate": 0.00039553205479879406, + "timestep_mean": 442.78125, + "epsilon_norm": 7.715450286865234, + "prediction_norm": 5.5716166496276855, + "timestamp": "2025-07-14T12:34:14.021561" + }, + { + "epoch": 1134, + "batch_idx": 192, + "loss": 0.11684928089380264, + "learning_rate": 0.00039553205479879406, + "timestep_mean": 669.0, + "epsilon_norm": 3.794022798538208, + "prediction_norm": 3.209289073944092, + "timestamp": "2025-07-14T12:34:14.026696" + }, + { + "epoch": 1135, + "batch_idx": 0, + "loss": 0.22908075153827667, + "learning_rate": 0.00039476412008934713, + "timestep_mean": 488.4375, + "epsilon_norm": 7.819116592407227, + "prediction_norm": 6.348023891448975, + "timestamp": "2025-07-14T12:34:14.031905" + }, + { + "epoch": 1135, + "batch_idx": 32, + "loss": 0.15365393459796906, + "learning_rate": 0.00039476412008934713, + "timestep_mean": 489.53125, + "epsilon_norm": 7.089206695556641, + "prediction_norm": 7.044166564941406, + "timestamp": "2025-07-14T12:34:14.037114" + }, + { + "epoch": 1135, + "batch_idx": 64, + "loss": 0.14947834610939026, + "learning_rate": 0.00039476412008934713, + "timestep_mean": 500.0625, + "epsilon_norm": 8.196650505065918, + "prediction_norm": 7.30072546005249, + "timestamp": "2025-07-14T12:34:14.042397" + }, + { + "epoch": 1135, + "batch_idx": 96, + "loss": 0.277430921792984, + "learning_rate": 0.00039476412008934713, + "timestep_mean": 497.0625, + "epsilon_norm": 7.413262844085693, + "prediction_norm": 6.224102020263672, + "timestamp": "2025-07-14T12:34:14.047589" + }, + { + "epoch": 1135, + "batch_idx": 128, + "loss": 0.2751106023788452, + "learning_rate": 0.00039476412008934713, + "timestep_mean": 534.65625, + "epsilon_norm": 7.669816970825195, + "prediction_norm": 6.834609031677246, + "timestamp": "2025-07-14T12:34:14.052667" + }, + { + "epoch": 1135, + "batch_idx": 160, + "loss": 0.22504404187202454, + "learning_rate": 0.00039476412008934713, + "timestep_mean": 513.8125, + "epsilon_norm": 7.454267501831055, + "prediction_norm": 7.265714168548584, + "timestamp": "2025-07-14T12:34:14.057850" + }, + { + "epoch": 1135, + "batch_idx": 192, + "loss": 0.33261674642562866, + "learning_rate": 0.00039476412008934713, + "timestep_mean": 390.625, + "epsilon_norm": 3.5578901767730713, + "prediction_norm": 2.746659994125366, + "timestamp": "2025-07-14T12:34:14.063297" + }, + { + "epoch": 1136, + "batch_idx": 0, + "loss": 0.19108088314533234, + "learning_rate": 0.00039399644503897255, + "timestep_mean": 598.65625, + "epsilon_norm": 8.356751441955566, + "prediction_norm": 7.606780052185059, + "timestamp": "2025-07-14T12:34:14.068468" + }, + { + "epoch": 1136, + "batch_idx": 32, + "loss": 0.3350665271282196, + "learning_rate": 0.00039399644503897255, + "timestep_mean": 451.5, + "epsilon_norm": 7.872028827667236, + "prediction_norm": 6.352400779724121, + "timestamp": "2025-07-14T12:34:14.073678" + }, + { + "epoch": 1136, + "batch_idx": 64, + "loss": 0.30434805154800415, + "learning_rate": 0.00039399644503897255, + "timestep_mean": 436.09375, + "epsilon_norm": 7.527281761169434, + "prediction_norm": 6.352514743804932, + "timestamp": "2025-07-14T12:34:14.078931" + }, + { + "epoch": 1136, + "batch_idx": 96, + "loss": 0.10632670670747757, + "learning_rate": 0.00039399644503897255, + "timestep_mean": 482.90625, + "epsilon_norm": 7.792798042297363, + "prediction_norm": 7.444812774658203, + "timestamp": "2025-07-14T12:34:14.084168" + }, + { + "epoch": 1136, + "batch_idx": 128, + "loss": 0.3340321183204651, + "learning_rate": 0.00039399644503897255, + "timestep_mean": 480.96875, + "epsilon_norm": 8.08875560760498, + "prediction_norm": 6.997134685516357, + "timestamp": "2025-07-14T12:34:14.089474" + }, + { + "epoch": 1136, + "batch_idx": 160, + "loss": 0.31961220502853394, + "learning_rate": 0.00039399644503897255, + "timestep_mean": 381.8125, + "epsilon_norm": 7.617100715637207, + "prediction_norm": 6.011585235595703, + "timestamp": "2025-07-14T12:34:14.094691" + }, + { + "epoch": 1136, + "batch_idx": 192, + "loss": 0.11809836328029633, + "learning_rate": 0.00039399644503897255, + "timestep_mean": 451.75, + "epsilon_norm": 3.8024277687072754, + "prediction_norm": 3.826406955718994, + "timestamp": "2025-07-14T12:34:14.099790" + }, + { + "epoch": 1137, + "batch_idx": 0, + "loss": 0.14930081367492676, + "learning_rate": 0.0003932290315418325, + "timestep_mean": 591.34375, + "epsilon_norm": 7.968245029449463, + "prediction_norm": 7.254802227020264, + "timestamp": "2025-07-14T12:34:14.104929" + }, + { + "epoch": 1137, + "batch_idx": 32, + "loss": 0.43271487951278687, + "learning_rate": 0.0003932290315418325, + "timestep_mean": 501.53125, + "epsilon_norm": 8.103544235229492, + "prediction_norm": 6.215404987335205, + "timestamp": "2025-07-14T12:34:14.110157" + }, + { + "epoch": 1137, + "batch_idx": 64, + "loss": 0.24855081737041473, + "learning_rate": 0.0003932290315418325, + "timestep_mean": 456.0, + "epsilon_norm": 6.750946044921875, + "prediction_norm": 5.642316818237305, + "timestamp": "2025-07-14T12:34:14.115416" + }, + { + "epoch": 1137, + "batch_idx": 96, + "loss": 0.16871419548988342, + "learning_rate": 0.0003932290315418325, + "timestep_mean": 458.03125, + "epsilon_norm": 7.051204681396484, + "prediction_norm": 5.681126117706299, + "timestamp": "2025-07-14T12:34:14.120414" + }, + { + "epoch": 1137, + "batch_idx": 128, + "loss": 0.20063556730747223, + "learning_rate": 0.0003932290315418325, + "timestep_mean": 534.6875, + "epsilon_norm": 7.3973846435546875, + "prediction_norm": 5.807164669036865, + "timestamp": "2025-07-14T12:34:14.125523" + }, + { + "epoch": 1137, + "batch_idx": 160, + "loss": 0.2231079638004303, + "learning_rate": 0.0003932290315418325, + "timestep_mean": 496.21875, + "epsilon_norm": 7.182586669921875, + "prediction_norm": 6.245485782623291, + "timestamp": "2025-07-14T12:34:14.130664" + }, + { + "epoch": 1137, + "batch_idx": 192, + "loss": 0.33909255266189575, + "learning_rate": 0.0003932290315418325, + "timestep_mean": 439.5, + "epsilon_norm": 2.782550573348999, + "prediction_norm": 2.9012343883514404, + "timestamp": "2025-07-14T12:34:14.135540" + }, + { + "epoch": 1138, + "batch_idx": 0, + "loss": 0.19957810640335083, + "learning_rate": 0.0003924618814914432, + "timestep_mean": 564.75, + "epsilon_norm": 8.119312286376953, + "prediction_norm": 7.176005840301514, + "timestamp": "2025-07-14T12:34:14.140711" + }, + { + "epoch": 1138, + "batch_idx": 32, + "loss": 0.5018202662467957, + "learning_rate": 0.0003924618814914432, + "timestep_mean": 398.1875, + "epsilon_norm": 8.998549461364746, + "prediction_norm": 6.471611022949219, + "timestamp": "2025-07-14T12:34:14.145923" + }, + { + "epoch": 1138, + "batch_idx": 64, + "loss": 0.17611092329025269, + "learning_rate": 0.0003924618814914432, + "timestep_mean": 542.25, + "epsilon_norm": 8.257763862609863, + "prediction_norm": 7.139106273651123, + "timestamp": "2025-07-14T12:34:14.151113" + }, + { + "epoch": 1138, + "batch_idx": 96, + "loss": 0.20009148120880127, + "learning_rate": 0.0003924618814914432, + "timestep_mean": 500.8125, + "epsilon_norm": 7.624078273773193, + "prediction_norm": 6.3830766677856445, + "timestamp": "2025-07-14T12:34:14.156307" + }, + { + "epoch": 1138, + "batch_idx": 128, + "loss": 0.4592140316963196, + "learning_rate": 0.0003924618814914432, + "timestep_mean": 469.4375, + "epsilon_norm": 8.839962005615234, + "prediction_norm": 6.495432376861572, + "timestamp": "2025-07-14T12:34:14.161505" + }, + { + "epoch": 1138, + "batch_idx": 160, + "loss": 0.18226082623004913, + "learning_rate": 0.0003924618814914432, + "timestep_mean": 610.03125, + "epsilon_norm": 8.607027053833008, + "prediction_norm": 7.198851585388184, + "timestamp": "2025-07-14T12:34:14.166747" + }, + { + "epoch": 1138, + "batch_idx": 192, + "loss": 0.30464988946914673, + "learning_rate": 0.0003924618814914432, + "timestep_mean": 507.625, + "epsilon_norm": 3.717515468597412, + "prediction_norm": 3.1668927669525146, + "timestamp": "2025-07-14T12:34:14.171974" + }, + { + "epoch": 1139, + "batch_idx": 0, + "loss": 0.19348400831222534, + "learning_rate": 0.00039169499678067134, + "timestep_mean": 517.59375, + "epsilon_norm": 8.737764358520508, + "prediction_norm": 7.6366496086120605, + "timestamp": "2025-07-14T12:34:14.177166" + }, + { + "epoch": 1139, + "batch_idx": 32, + "loss": 0.2822074294090271, + "learning_rate": 0.00039169499678067134, + "timestep_mean": 496.46875, + "epsilon_norm": 8.164822578430176, + "prediction_norm": 6.878658294677734, + "timestamp": "2025-07-14T12:34:14.182303" + }, + { + "epoch": 1139, + "batch_idx": 64, + "loss": 0.2202628254890442, + "learning_rate": 0.00039169499678067134, + "timestep_mean": 560.25, + "epsilon_norm": 7.121800899505615, + "prediction_norm": 5.505734443664551, + "timestamp": "2025-07-14T12:34:14.187507" + }, + { + "epoch": 1139, + "batch_idx": 96, + "loss": 0.3449004292488098, + "learning_rate": 0.00039169499678067134, + "timestep_mean": 454.8125, + "epsilon_norm": 8.090002059936523, + "prediction_norm": 6.244154453277588, + "timestamp": "2025-07-14T12:34:14.192716" + }, + { + "epoch": 1139, + "batch_idx": 128, + "loss": 0.33619576692581177, + "learning_rate": 0.00039169499678067134, + "timestep_mean": 511.5625, + "epsilon_norm": 8.089825630187988, + "prediction_norm": 6.764580249786377, + "timestamp": "2025-07-14T12:34:14.197841" + }, + { + "epoch": 1139, + "batch_idx": 160, + "loss": 0.25318607687950134, + "learning_rate": 0.00039169499678067134, + "timestep_mean": 548.71875, + "epsilon_norm": 7.177679061889648, + "prediction_norm": 5.6608357429504395, + "timestamp": "2025-07-14T12:34:14.202912" + }, + { + "epoch": 1139, + "batch_idx": 192, + "loss": 0.22220779955387115, + "learning_rate": 0.00039169499678067134, + "timestep_mean": 699.25, + "epsilon_norm": 4.878464698791504, + "prediction_norm": 4.425751209259033, + "timestamp": "2025-07-14T12:34:14.207779" + }, + { + "epoch": 1140, + "batch_idx": 0, + "loss": 0.11324609816074371, + "learning_rate": 0.0003909283793017286, + "timestep_mean": 556.46875, + "epsilon_norm": 7.542847156524658, + "prediction_norm": 7.286678314208984, + "timestamp": "2025-07-14T12:34:14.212833" + }, + { + "epoch": 1140, + "batch_idx": 32, + "loss": 0.23372234404087067, + "learning_rate": 0.0003909283793017286, + "timestep_mean": 502.65625, + "epsilon_norm": 7.3261542320251465, + "prediction_norm": 6.473207473754883, + "timestamp": "2025-07-14T12:34:14.217687" + }, + { + "epoch": 1140, + "batch_idx": 64, + "loss": 0.195149227976799, + "learning_rate": 0.0003909283793017286, + "timestep_mean": 499.3125, + "epsilon_norm": 8.069124221801758, + "prediction_norm": 7.270500183105469, + "timestamp": "2025-07-14T12:34:14.222703" + }, + { + "epoch": 1140, + "batch_idx": 96, + "loss": 0.2261735200881958, + "learning_rate": 0.0003909283793017286, + "timestep_mean": 523.34375, + "epsilon_norm": 7.571822643280029, + "prediction_norm": 6.716710090637207, + "timestamp": "2025-07-14T12:34:14.227868" + }, + { + "epoch": 1140, + "batch_idx": 128, + "loss": 0.28089848160743713, + "learning_rate": 0.0003909283793017286, + "timestep_mean": 453.15625, + "epsilon_norm": 7.462567329406738, + "prediction_norm": 5.749210357666016, + "timestamp": "2025-07-14T12:34:14.233006" + }, + { + "epoch": 1140, + "batch_idx": 160, + "loss": 0.10311321169137955, + "learning_rate": 0.0003909283793017286, + "timestep_mean": 514.96875, + "epsilon_norm": 8.380294799804688, + "prediction_norm": 7.586203575134277, + "timestamp": "2025-07-14T12:34:14.238323" + }, + { + "epoch": 1140, + "batch_idx": 192, + "loss": 0.24948924779891968, + "learning_rate": 0.0003909283793017286, + "timestep_mean": 371.125, + "epsilon_norm": 4.334558010101318, + "prediction_norm": 4.082257270812988, + "timestamp": "2025-07-14T12:34:14.243558" + }, + { + "epoch": 1141, + "batch_idx": 0, + "loss": 0.18869829177856445, + "learning_rate": 0.0003901620309461675, + "timestep_mean": 545.875, + "epsilon_norm": 8.046277046203613, + "prediction_norm": 7.181256294250488, + "timestamp": "2025-07-14T12:34:14.248830" + }, + { + "epoch": 1141, + "batch_idx": 32, + "loss": 0.19399990141391754, + "learning_rate": 0.0003901620309461675, + "timestep_mean": 525.4375, + "epsilon_norm": 8.914575576782227, + "prediction_norm": 8.016498565673828, + "timestamp": "2025-07-14T12:34:14.253982" + }, + { + "epoch": 1141, + "batch_idx": 64, + "loss": 0.26308473944664, + "learning_rate": 0.0003901620309461675, + "timestep_mean": 533.0, + "epsilon_norm": 8.132157325744629, + "prediction_norm": 6.9078593254089355, + "timestamp": "2025-07-14T12:34:14.259275" + }, + { + "epoch": 1141, + "batch_idx": 96, + "loss": 0.3992539346218109, + "learning_rate": 0.0003901620309461675, + "timestep_mean": 478.5625, + "epsilon_norm": 8.355016708374023, + "prediction_norm": 7.060328483581543, + "timestamp": "2025-07-14T12:34:14.264463" + }, + { + "epoch": 1141, + "batch_idx": 128, + "loss": 0.26425451040267944, + "learning_rate": 0.0003901620309461675, + "timestep_mean": 439.0, + "epsilon_norm": 8.475561141967773, + "prediction_norm": 7.529911041259766, + "timestamp": "2025-07-14T12:34:14.269666" + }, + { + "epoch": 1141, + "batch_idx": 160, + "loss": 0.3168759346008301, + "learning_rate": 0.0003901620309461675, + "timestep_mean": 577.09375, + "epsilon_norm": 8.041716575622559, + "prediction_norm": 6.647580623626709, + "timestamp": "2025-07-14T12:34:14.274847" + }, + { + "epoch": 1141, + "batch_idx": 192, + "loss": 0.09322121739387512, + "learning_rate": 0.0003901620309461675, + "timestep_mean": 552.875, + "epsilon_norm": 2.528040885925293, + "prediction_norm": 2.536400318145752, + "timestamp": "2025-07-14T12:34:14.279966" + }, + { + "epoch": 1142, + "batch_idx": 0, + "loss": 0.24845640361309052, + "learning_rate": 0.00038939595360487644, + "timestep_mean": 490.84375, + "epsilon_norm": 8.06585693359375, + "prediction_norm": 7.574098110198975, + "timestamp": "2025-07-14T12:34:14.285194" + }, + { + "epoch": 1142, + "batch_idx": 32, + "loss": 0.24710695445537567, + "learning_rate": 0.00038939595360487644, + "timestep_mean": 522.03125, + "epsilon_norm": 9.54500961303711, + "prediction_norm": 8.437070846557617, + "timestamp": "2025-07-14T12:34:14.290490" + }, + { + "epoch": 1142, + "batch_idx": 64, + "loss": 0.22760778665542603, + "learning_rate": 0.00038939595360487644, + "timestep_mean": 561.46875, + "epsilon_norm": 7.867049217224121, + "prediction_norm": 7.53903865814209, + "timestamp": "2025-07-14T12:34:14.295648" + }, + { + "epoch": 1142, + "batch_idx": 96, + "loss": 0.15810713171958923, + "learning_rate": 0.00038939595360487644, + "timestep_mean": 503.125, + "epsilon_norm": 7.410882472991943, + "prediction_norm": 7.40782356262207, + "timestamp": "2025-07-14T12:34:14.300909" + }, + { + "epoch": 1142, + "batch_idx": 128, + "loss": 0.2141558974981308, + "learning_rate": 0.00038939595360487644, + "timestep_mean": 538.4375, + "epsilon_norm": 7.209786415100098, + "prediction_norm": 6.776214599609375, + "timestamp": "2025-07-14T12:34:14.305998" + }, + { + "epoch": 1142, + "batch_idx": 160, + "loss": 0.1892009824514389, + "learning_rate": 0.00038939595360487644, + "timestep_mean": 445.0, + "epsilon_norm": 8.186197280883789, + "prediction_norm": 7.7199907302856445, + "timestamp": "2025-07-14T12:34:14.311009" + }, + { + "epoch": 1142, + "batch_idx": 192, + "loss": 0.08169180154800415, + "learning_rate": 0.00038939595360487644, + "timestep_mean": 586.75, + "epsilon_norm": 3.8381640911102295, + "prediction_norm": 4.168459892272949, + "timestamp": "2025-07-14T12:34:14.316105" + }, + { + "epoch": 1143, + "batch_idx": 0, + "loss": 0.232985720038414, + "learning_rate": 0.00038863014916807486, + "timestep_mean": 442.9375, + "epsilon_norm": 7.3144941329956055, + "prediction_norm": 6.526333332061768, + "timestamp": "2025-07-14T12:34:14.321200" + }, + { + "epoch": 1143, + "batch_idx": 32, + "loss": 0.4374391734600067, + "learning_rate": 0.00038863014916807486, + "timestep_mean": 478.15625, + "epsilon_norm": 7.861785888671875, + "prediction_norm": 6.4033522605896, + "timestamp": "2025-07-14T12:34:14.326282" + }, + { + "epoch": 1143, + "batch_idx": 64, + "loss": 0.1744692623615265, + "learning_rate": 0.00038863014916807486, + "timestep_mean": 490.59375, + "epsilon_norm": 7.9345479011535645, + "prediction_norm": 7.250197410583496, + "timestamp": "2025-07-14T12:34:14.331430" + }, + { + "epoch": 1143, + "batch_idx": 96, + "loss": 0.2365788221359253, + "learning_rate": 0.00038863014916807486, + "timestep_mean": 521.5, + "epsilon_norm": 7.419851303100586, + "prediction_norm": 6.516036033630371, + "timestamp": "2025-07-14T12:34:14.336502" + }, + { + "epoch": 1143, + "batch_idx": 128, + "loss": 0.21178996562957764, + "learning_rate": 0.00038863014916807486, + "timestep_mean": 529.59375, + "epsilon_norm": 7.661927223205566, + "prediction_norm": 7.135593414306641, + "timestamp": "2025-07-14T12:34:14.341904" + }, + { + "epoch": 1143, + "batch_idx": 160, + "loss": 0.17030610144138336, + "learning_rate": 0.00038863014916807486, + "timestep_mean": 461.8125, + "epsilon_norm": 7.530954837799072, + "prediction_norm": 6.443047523498535, + "timestamp": "2025-07-14T12:34:14.347193" + }, + { + "epoch": 1143, + "batch_idx": 192, + "loss": 0.08188464492559433, + "learning_rate": 0.00038863014916807486, + "timestep_mean": 724.125, + "epsilon_norm": 3.597212553024292, + "prediction_norm": 2.993896722793579, + "timestamp": "2025-07-14T12:34:14.352270" + }, + { + "epoch": 1144, + "batch_idx": 0, + "loss": 0.40201854705810547, + "learning_rate": 0.0003878646195253092, + "timestep_mean": 493.84375, + "epsilon_norm": 8.975985527038574, + "prediction_norm": 6.690441608428955, + "timestamp": "2025-07-14T12:34:14.357518" + }, + { + "epoch": 1144, + "batch_idx": 32, + "loss": 0.2951720952987671, + "learning_rate": 0.0003878646195253092, + "timestep_mean": 559.90625, + "epsilon_norm": 7.411529541015625, + "prediction_norm": 6.128789901733398, + "timestamp": "2025-07-14T12:34:14.362662" + }, + { + "epoch": 1144, + "batch_idx": 64, + "loss": 0.23332113027572632, + "learning_rate": 0.0003878646195253092, + "timestep_mean": 413.4375, + "epsilon_norm": 6.627084255218506, + "prediction_norm": 5.223755836486816, + "timestamp": "2025-07-14T12:34:14.367872" + }, + { + "epoch": 1144, + "batch_idx": 96, + "loss": 0.25809377431869507, + "learning_rate": 0.0003878646195253092, + "timestep_mean": 525.78125, + "epsilon_norm": 7.736645698547363, + "prediction_norm": 6.38984489440918, + "timestamp": "2025-07-14T12:34:14.373014" + }, + { + "epoch": 1144, + "batch_idx": 128, + "loss": 0.27608051896095276, + "learning_rate": 0.0003878646195253092, + "timestep_mean": 441.875, + "epsilon_norm": 8.280862808227539, + "prediction_norm": 6.902055740356445, + "timestamp": "2025-07-14T12:34:14.378195" + }, + { + "epoch": 1144, + "batch_idx": 160, + "loss": 0.28083786368370056, + "learning_rate": 0.0003878646195253092, + "timestep_mean": 500.71875, + "epsilon_norm": 8.397833824157715, + "prediction_norm": 6.832579135894775, + "timestamp": "2025-07-14T12:34:14.383382" + }, + { + "epoch": 1144, + "batch_idx": 192, + "loss": 0.42811331152915955, + "learning_rate": 0.0003878646195253092, + "timestep_mean": 532.0, + "epsilon_norm": 3.9073002338409424, + "prediction_norm": 2.7337486743927, + "timestamp": "2025-07-14T12:34:14.388555" + }, + { + "epoch": 1145, + "batch_idx": 0, + "loss": 0.21367381513118744, + "learning_rate": 0.00038709936656544804, + "timestep_mean": 406.4375, + "epsilon_norm": 7.956206321716309, + "prediction_norm": 6.271746635437012, + "timestamp": "2025-07-14T12:34:14.393682" + }, + { + "epoch": 1145, + "batch_idx": 32, + "loss": 0.29745301604270935, + "learning_rate": 0.00038709936656544804, + "timestep_mean": 544.1875, + "epsilon_norm": 8.382450103759766, + "prediction_norm": 7.018435955047607, + "timestamp": "2025-07-14T12:34:14.398908" + }, + { + "epoch": 1145, + "batch_idx": 64, + "loss": 0.4132973551750183, + "learning_rate": 0.00038709936656544804, + "timestep_mean": 494.71875, + "epsilon_norm": 7.97046422958374, + "prediction_norm": 6.663322925567627, + "timestamp": "2025-07-14T12:34:14.404080" + }, + { + "epoch": 1145, + "batch_idx": 96, + "loss": 0.3050330579280853, + "learning_rate": 0.00038709936656544804, + "timestep_mean": 471.3125, + "epsilon_norm": 8.11947250366211, + "prediction_norm": 7.0681257247924805, + "timestamp": "2025-07-14T12:34:14.409115" + }, + { + "epoch": 1145, + "batch_idx": 128, + "loss": 0.13329169154167175, + "learning_rate": 0.00038709936656544804, + "timestep_mean": 561.34375, + "epsilon_norm": 6.530550956726074, + "prediction_norm": 5.898603439331055, + "timestamp": "2025-07-14T12:34:14.413938" + }, + { + "epoch": 1145, + "batch_idx": 160, + "loss": 0.5124356746673584, + "learning_rate": 0.00038709936656544804, + "timestep_mean": 490.0625, + "epsilon_norm": 9.738018035888672, + "prediction_norm": 7.397817611694336, + "timestamp": "2025-07-14T12:34:14.419225" + }, + { + "epoch": 1145, + "batch_idx": 192, + "loss": 0.050976675003767014, + "learning_rate": 0.00038709936656544804, + "timestep_mean": 466.5, + "epsilon_norm": 4.853281021118164, + "prediction_norm": 4.901108264923096, + "timestamp": "2025-07-14T12:34:14.424441" + }, + { + "epoch": 1146, + "batch_idx": 0, + "loss": 0.22654405236244202, + "learning_rate": 0.0003863343921766767, + "timestep_mean": 475.8125, + "epsilon_norm": 7.910593032836914, + "prediction_norm": 6.424256801605225, + "timestamp": "2025-07-14T12:34:14.429766" + }, + { + "epoch": 1146, + "batch_idx": 32, + "loss": 0.34810033440589905, + "learning_rate": 0.0003863343921766767, + "timestep_mean": 482.71875, + "epsilon_norm": 7.100918292999268, + "prediction_norm": 5.453718662261963, + "timestamp": "2025-07-14T12:34:14.435235" + }, + { + "epoch": 1146, + "batch_idx": 64, + "loss": 0.27775174379348755, + "learning_rate": 0.0003863343921766767, + "timestep_mean": 515.4375, + "epsilon_norm": 8.49486255645752, + "prediction_norm": 7.536690711975098, + "timestamp": "2025-07-14T12:34:14.440444" + }, + { + "epoch": 1146, + "batch_idx": 96, + "loss": 0.3222845792770386, + "learning_rate": 0.0003863343921766767, + "timestep_mean": 365.1875, + "epsilon_norm": 7.093249320983887, + "prediction_norm": 5.304594039916992, + "timestamp": "2025-07-14T12:34:14.445590" + }, + { + "epoch": 1146, + "batch_idx": 128, + "loss": 0.22015400230884552, + "learning_rate": 0.0003863343921766767, + "timestep_mean": 499.53125, + "epsilon_norm": 7.263319969177246, + "prediction_norm": 6.208366394042969, + "timestamp": "2025-07-14T12:34:14.450990" + }, + { + "epoch": 1146, + "batch_idx": 160, + "loss": 0.4386720657348633, + "learning_rate": 0.0003863343921766767, + "timestep_mean": 463.15625, + "epsilon_norm": 8.587862014770508, + "prediction_norm": 6.524398326873779, + "timestamp": "2025-07-14T12:34:14.456133" + }, + { + "epoch": 1146, + "batch_idx": 192, + "loss": 0.11682041734457016, + "learning_rate": 0.0003863343921766767, + "timestep_mean": 583.875, + "epsilon_norm": 3.5680954456329346, + "prediction_norm": 3.163735866546631, + "timestamp": "2025-07-14T12:34:14.461141" + }, + { + "epoch": 1147, + "batch_idx": 0, + "loss": 0.2616308927536011, + "learning_rate": 0.00038556969824649344, + "timestep_mean": 522.5625, + "epsilon_norm": 7.653915882110596, + "prediction_norm": 7.032606601715088, + "timestamp": "2025-07-14T12:34:14.466194" + }, + { + "epoch": 1147, + "batch_idx": 32, + "loss": 0.2183685600757599, + "learning_rate": 0.00038556969824649344, + "timestep_mean": 448.6875, + "epsilon_norm": 7.7225871086120605, + "prediction_norm": 6.881021976470947, + "timestamp": "2025-07-14T12:34:14.471707" + }, + { + "epoch": 1147, + "batch_idx": 64, + "loss": 0.19022870063781738, + "learning_rate": 0.00038556969824649344, + "timestep_mean": 479.5625, + "epsilon_norm": 7.1367645263671875, + "prediction_norm": 6.535770893096924, + "timestamp": "2025-07-14T12:34:14.476802" + }, + { + "epoch": 1147, + "batch_idx": 96, + "loss": 0.31287768483161926, + "learning_rate": 0.00038556969824649344, + "timestep_mean": 572.25, + "epsilon_norm": 7.783660411834717, + "prediction_norm": 6.1686811447143555, + "timestamp": "2025-07-14T12:34:14.481683" + }, + { + "epoch": 1147, + "batch_idx": 128, + "loss": 0.16141179203987122, + "learning_rate": 0.00038556969824649344, + "timestep_mean": 529.15625, + "epsilon_norm": 8.00202465057373, + "prediction_norm": 7.998108863830566, + "timestamp": "2025-07-14T12:34:14.486609" + }, + { + "epoch": 1147, + "batch_idx": 160, + "loss": 0.327404648065567, + "learning_rate": 0.00038556969824649344, + "timestep_mean": 432.375, + "epsilon_norm": 8.670903205871582, + "prediction_norm": 7.289681434631348, + "timestamp": "2025-07-14T12:34:14.491478" + }, + { + "epoch": 1147, + "batch_idx": 192, + "loss": 0.28483253717422485, + "learning_rate": 0.00038556969824649344, + "timestep_mean": 672.875, + "epsilon_norm": 5.344793319702148, + "prediction_norm": 5.226555347442627, + "timestamp": "2025-07-14T12:34:14.496386" + }, + { + "epoch": 1148, + "batch_idx": 0, + "loss": 0.18807922303676605, + "learning_rate": 0.00038480528666170463, + "timestep_mean": 538.21875, + "epsilon_norm": 6.759009838104248, + "prediction_norm": 6.397653579711914, + "timestamp": "2025-07-14T12:34:14.501299" + }, + { + "epoch": 1148, + "batch_idx": 32, + "loss": 0.2236679196357727, + "learning_rate": 0.00038480528666170463, + "timestep_mean": 494.875, + "epsilon_norm": 6.994873523712158, + "prediction_norm": 6.188251495361328, + "timestamp": "2025-07-14T12:34:14.506222" + }, + { + "epoch": 1148, + "batch_idx": 64, + "loss": 0.6385575532913208, + "learning_rate": 0.00038480528666170463, + "timestep_mean": 435.25, + "epsilon_norm": 8.515135765075684, + "prediction_norm": 5.923656463623047, + "timestamp": "2025-07-14T12:34:14.511145" + }, + { + "epoch": 1148, + "batch_idx": 96, + "loss": 0.19531238079071045, + "learning_rate": 0.00038480528666170463, + "timestep_mean": 570.75, + "epsilon_norm": 7.677871227264404, + "prediction_norm": 6.671882629394531, + "timestamp": "2025-07-14T12:34:14.516010" + }, + { + "epoch": 1148, + "batch_idx": 128, + "loss": 0.3773643970489502, + "learning_rate": 0.00038480528666170463, + "timestep_mean": 562.3125, + "epsilon_norm": 8.075915336608887, + "prediction_norm": 6.758361339569092, + "timestamp": "2025-07-14T12:34:14.520865" + }, + { + "epoch": 1148, + "batch_idx": 160, + "loss": 0.3336881697177887, + "learning_rate": 0.00038480528666170463, + "timestep_mean": 456.125, + "epsilon_norm": 9.235779762268066, + "prediction_norm": 7.34541654586792, + "timestamp": "2025-07-14T12:34:14.525809" + }, + { + "epoch": 1148, + "batch_idx": 192, + "loss": 0.7540422677993774, + "learning_rate": 0.00038480528666170463, + "timestep_mean": 441.625, + "epsilon_norm": 4.097268104553223, + "prediction_norm": 3.3684980869293213, + "timestamp": "2025-07-14T12:34:14.530697" + }, + { + "epoch": 1149, + "batch_idx": 0, + "loss": 0.17254400253295898, + "learning_rate": 0.0003840411593084198, + "timestep_mean": 518.46875, + "epsilon_norm": 7.4440083503723145, + "prediction_norm": 6.554245948791504, + "timestamp": "2025-07-14T12:34:14.535593" + }, + { + "epoch": 1149, + "batch_idx": 32, + "loss": 0.4424597918987274, + "learning_rate": 0.0003840411593084198, + "timestep_mean": 541.5625, + "epsilon_norm": 8.284396171569824, + "prediction_norm": 6.347774028778076, + "timestamp": "2025-07-14T12:34:14.540451" + }, + { + "epoch": 1149, + "batch_idx": 64, + "loss": 0.20879754424095154, + "learning_rate": 0.0003840411593084198, + "timestep_mean": 559.875, + "epsilon_norm": 8.358979225158691, + "prediction_norm": 7.199143886566162, + "timestamp": "2025-07-14T12:34:14.545339" + }, + { + "epoch": 1149, + "batch_idx": 96, + "loss": 0.3420718312263489, + "learning_rate": 0.0003840411593084198, + "timestep_mean": 589.125, + "epsilon_norm": 9.25540542602539, + "prediction_norm": 8.431989669799805, + "timestamp": "2025-07-14T12:34:14.550431" + }, + { + "epoch": 1149, + "batch_idx": 128, + "loss": 0.16834288835525513, + "learning_rate": 0.0003840411593084198, + "timestep_mean": 581.15625, + "epsilon_norm": 6.747078895568848, + "prediction_norm": 6.029935359954834, + "timestamp": "2025-07-14T12:34:14.555278" + }, + { + "epoch": 1149, + "batch_idx": 160, + "loss": 0.16410675644874573, + "learning_rate": 0.0003840411593084198, + "timestep_mean": 527.375, + "epsilon_norm": 6.90925931930542, + "prediction_norm": 5.856637477874756, + "timestamp": "2025-07-14T12:34:14.560215" + }, + { + "epoch": 1149, + "batch_idx": 192, + "loss": 0.2086797058582306, + "learning_rate": 0.0003840411593084198, + "timestep_mean": 582.625, + "epsilon_norm": 4.032726764678955, + "prediction_norm": 3.2738356590270996, + "timestamp": "2025-07-14T12:34:14.565077" + }, + { + "epoch": 1150, + "batch_idx": 0, + "loss": 0.5729899406433105, + "learning_rate": 0.00038327731807204717, + "timestep_mean": 423.0, + "epsilon_norm": 8.698664665222168, + "prediction_norm": 6.142075538635254, + "timestamp": "2025-07-14T12:34:14.569954" + }, + { + "epoch": 1150, + "batch_idx": 32, + "loss": 0.16962534189224243, + "learning_rate": 0.00038327731807204717, + "timestep_mean": 574.1875, + "epsilon_norm": 7.442669868469238, + "prediction_norm": 6.86381196975708, + "timestamp": "2025-07-14T12:34:14.574790" + }, + { + "epoch": 1150, + "batch_idx": 64, + "loss": 0.31980615854263306, + "learning_rate": 0.00038327731807204717, + "timestep_mean": 521.65625, + "epsilon_norm": 8.363436698913574, + "prediction_norm": 6.66786003112793, + "timestamp": "2025-07-14T12:34:14.579780" + }, + { + "epoch": 1150, + "batch_idx": 96, + "loss": 0.27563387155532837, + "learning_rate": 0.00038327731807204717, + "timestep_mean": 477.25, + "epsilon_norm": 7.940129280090332, + "prediction_norm": 6.388766288757324, + "timestamp": "2025-07-14T12:34:14.584632" + }, + { + "epoch": 1150, + "batch_idx": 128, + "loss": 0.36016321182250977, + "learning_rate": 0.00038327731807204717, + "timestep_mean": 474.34375, + "epsilon_norm": 8.375988006591797, + "prediction_norm": 7.49703311920166, + "timestamp": "2025-07-14T12:34:14.589563" + }, + { + "epoch": 1150, + "batch_idx": 160, + "loss": 0.2103731781244278, + "learning_rate": 0.00038327731807204717, + "timestep_mean": 448.5625, + "epsilon_norm": 6.737645149230957, + "prediction_norm": 5.089021682739258, + "timestamp": "2025-07-14T12:34:14.594486" + }, + { + "epoch": 1150, + "batch_idx": 192, + "loss": 0.14047051966190338, + "learning_rate": 0.00038327731807204717, + "timestep_mean": 403.5, + "epsilon_norm": 4.496184349060059, + "prediction_norm": 4.465927600860596, + "timestamp": "2025-07-14T12:34:14.599280" + }, + { + "epoch": 1151, + "batch_idx": 0, + "loss": 0.4060859680175781, + "learning_rate": 0.0003825137648372891, + "timestep_mean": 400.78125, + "epsilon_norm": 7.383345127105713, + "prediction_norm": 5.642061233520508, + "timestamp": "2025-07-14T12:34:14.604199" + }, + { + "epoch": 1151, + "batch_idx": 32, + "loss": 0.3035600185394287, + "learning_rate": 0.0003825137648372891, + "timestep_mean": 411.78125, + "epsilon_norm": 8.534214973449707, + "prediction_norm": 7.237525463104248, + "timestamp": "2025-07-14T12:34:14.609111" + }, + { + "epoch": 1151, + "batch_idx": 64, + "loss": 0.4030056297779083, + "learning_rate": 0.0003825137648372891, + "timestep_mean": 451.21875, + "epsilon_norm": 7.593627452850342, + "prediction_norm": 5.814691543579102, + "timestamp": "2025-07-14T12:34:14.614105" + }, + { + "epoch": 1151, + "batch_idx": 96, + "loss": 0.1957854926586151, + "learning_rate": 0.0003825137648372891, + "timestep_mean": 562.9375, + "epsilon_norm": 9.609109878540039, + "prediction_norm": 8.82343578338623, + "timestamp": "2025-07-14T12:34:14.619005" + }, + { + "epoch": 1151, + "batch_idx": 128, + "loss": 0.3066522479057312, + "learning_rate": 0.0003825137648372891, + "timestep_mean": 470.15625, + "epsilon_norm": 7.143108367919922, + "prediction_norm": 5.256006717681885, + "timestamp": "2025-07-14T12:34:14.623804" + }, + { + "epoch": 1151, + "batch_idx": 160, + "loss": 0.24340690672397614, + "learning_rate": 0.0003825137648372891, + "timestep_mean": 534.9375, + "epsilon_norm": 7.847781181335449, + "prediction_norm": 6.223819732666016, + "timestamp": "2025-07-14T12:34:14.628692" + }, + { + "epoch": 1151, + "batch_idx": 192, + "loss": 0.11130045354366302, + "learning_rate": 0.0003825137648372891, + "timestep_mean": 465.625, + "epsilon_norm": 3.401416063308716, + "prediction_norm": 2.960383892059326, + "timestamp": "2025-07-14T12:34:14.633561" + }, + { + "epoch": 1152, + "batch_idx": 0, + "loss": 0.38765817880630493, + "learning_rate": 0.0003817505014881375, + "timestep_mean": 501.84375, + "epsilon_norm": 8.102508544921875, + "prediction_norm": 6.520224094390869, + "timestamp": "2025-07-14T12:34:14.638441" + }, + { + "epoch": 1152, + "batch_idx": 32, + "loss": 0.21342581510543823, + "learning_rate": 0.0003817505014881375, + "timestep_mean": 573.25, + "epsilon_norm": 7.331770420074463, + "prediction_norm": 6.631172180175781, + "timestamp": "2025-07-14T12:34:14.643296" + }, + { + "epoch": 1152, + "batch_idx": 64, + "loss": 0.2360561192035675, + "learning_rate": 0.0003817505014881375, + "timestep_mean": 522.25, + "epsilon_norm": 8.240038871765137, + "prediction_norm": 7.108082294464111, + "timestamp": "2025-07-14T12:34:14.648204" + }, + { + "epoch": 1152, + "batch_idx": 96, + "loss": 0.155246302485466, + "learning_rate": 0.0003817505014881375, + "timestep_mean": 493.15625, + "epsilon_norm": 7.865317344665527, + "prediction_norm": 7.127927303314209, + "timestamp": "2025-07-14T12:34:14.653147" + }, + { + "epoch": 1152, + "batch_idx": 128, + "loss": 0.32506752014160156, + "learning_rate": 0.0003817505014881375, + "timestep_mean": 486.84375, + "epsilon_norm": 7.567896842956543, + "prediction_norm": 6.408529758453369, + "timestamp": "2025-07-14T12:34:14.658036" + }, + { + "epoch": 1152, + "batch_idx": 160, + "loss": 0.2418176680803299, + "learning_rate": 0.0003817505014881375, + "timestep_mean": 477.3125, + "epsilon_norm": 8.410438537597656, + "prediction_norm": 7.369794845581055, + "timestamp": "2025-07-14T12:34:14.663021" + }, + { + "epoch": 1152, + "batch_idx": 192, + "loss": 0.2665313482284546, + "learning_rate": 0.0003817505014881375, + "timestep_mean": 394.875, + "epsilon_norm": 4.355729103088379, + "prediction_norm": 3.5333476066589355, + "timestamp": "2025-07-14T12:34:14.667823" + }, + { + "epoch": 1153, + "batch_idx": 0, + "loss": 0.3440323770046234, + "learning_rate": 0.0003809875299078686, + "timestep_mean": 476.75, + "epsilon_norm": 8.80195140838623, + "prediction_norm": 6.9502458572387695, + "timestamp": "2025-07-14T12:34:14.672707" + }, + { + "epoch": 1153, + "batch_idx": 32, + "loss": 0.3988019824028015, + "learning_rate": 0.0003809875299078686, + "timestep_mean": 422.0, + "epsilon_norm": 9.403347969055176, + "prediction_norm": 7.401435375213623, + "timestamp": "2025-07-14T12:34:14.677625" + }, + { + "epoch": 1153, + "batch_idx": 64, + "loss": 0.302129328250885, + "learning_rate": 0.0003809875299078686, + "timestep_mean": 623.78125, + "epsilon_norm": 7.922424793243408, + "prediction_norm": 6.990270137786865, + "timestamp": "2025-07-14T12:34:14.682509" + }, + { + "epoch": 1153, + "batch_idx": 96, + "loss": 0.14823958277702332, + "learning_rate": 0.0003809875299078686, + "timestep_mean": 486.9375, + "epsilon_norm": 6.821291923522949, + "prediction_norm": 6.115530490875244, + "timestamp": "2025-07-14T12:34:14.687366" + }, + { + "epoch": 1153, + "batch_idx": 128, + "loss": 0.35763728618621826, + "learning_rate": 0.0003809875299078686, + "timestep_mean": 567.9375, + "epsilon_norm": 9.18839168548584, + "prediction_norm": 7.727714538574219, + "timestamp": "2025-07-14T12:34:14.692283" + }, + { + "epoch": 1153, + "batch_idx": 160, + "loss": 0.30078256130218506, + "learning_rate": 0.0003809875299078686, + "timestep_mean": 498.09375, + "epsilon_norm": 8.068182945251465, + "prediction_norm": 6.990318298339844, + "timestamp": "2025-07-14T12:34:14.697125" + }, + { + "epoch": 1153, + "batch_idx": 192, + "loss": 0.19068704545497894, + "learning_rate": 0.0003809875299078686, + "timestep_mean": 531.375, + "epsilon_norm": 3.835707187652588, + "prediction_norm": 3.0708870887756348, + "timestamp": "2025-07-14T12:34:14.701955" + }, + { + "epoch": 1154, + "batch_idx": 0, + "loss": 0.3216322064399719, + "learning_rate": 0.000380224851979039, + "timestep_mean": 469.15625, + "epsilon_norm": 9.371986389160156, + "prediction_norm": 8.284706115722656, + "timestamp": "2025-07-14T12:34:14.707033" + }, + { + "epoch": 1154, + "batch_idx": 32, + "loss": 0.18764951825141907, + "learning_rate": 0.000380224851979039, + "timestep_mean": 562.34375, + "epsilon_norm": 6.607174873352051, + "prediction_norm": 6.1893486976623535, + "timestamp": "2025-07-14T12:34:14.712162" + }, + { + "epoch": 1154, + "batch_idx": 64, + "loss": 0.41554737091064453, + "learning_rate": 0.000380224851979039, + "timestep_mean": 450.1875, + "epsilon_norm": 9.457783699035645, + "prediction_norm": 8.040592193603516, + "timestamp": "2025-07-14T12:34:14.717311" + }, + { + "epoch": 1154, + "batch_idx": 96, + "loss": 0.20345866680145264, + "learning_rate": 0.000380224851979039, + "timestep_mean": 516.8125, + "epsilon_norm": 7.76812219619751, + "prediction_norm": 7.614262104034424, + "timestamp": "2025-07-14T12:34:14.722591" + }, + { + "epoch": 1154, + "batch_idx": 128, + "loss": 0.2039438784122467, + "learning_rate": 0.000380224851979039, + "timestep_mean": 574.15625, + "epsilon_norm": 7.261051654815674, + "prediction_norm": 6.79917049407959, + "timestamp": "2025-07-14T12:34:14.727704" + }, + { + "epoch": 1154, + "batch_idx": 160, + "loss": 0.2173319011926651, + "learning_rate": 0.000380224851979039, + "timestep_mean": 499.09375, + "epsilon_norm": 8.068732261657715, + "prediction_norm": 7.596053600311279, + "timestamp": "2025-07-14T12:34:14.732853" + }, + { + "epoch": 1154, + "batch_idx": 192, + "loss": 0.4562463164329529, + "learning_rate": 0.000380224851979039, + "timestep_mean": 314.0, + "epsilon_norm": 3.4983720779418945, + "prediction_norm": 3.3647043704986572, + "timestamp": "2025-07-14T12:34:14.737980" + }, + { + "epoch": 1155, + "batch_idx": 0, + "loss": 0.3590245842933655, + "learning_rate": 0.0003794624695834806, + "timestep_mean": 390.0, + "epsilon_norm": 8.30148983001709, + "prediction_norm": 6.296774864196777, + "timestamp": "2025-07-14T12:34:14.743200" + }, + { + "epoch": 1155, + "batch_idx": 32, + "loss": 0.15711212158203125, + "learning_rate": 0.0003794624695834806, + "timestep_mean": 550.6875, + "epsilon_norm": 7.312657833099365, + "prediction_norm": 6.617916584014893, + "timestamp": "2025-07-14T12:34:14.748398" + }, + { + "epoch": 1155, + "batch_idx": 64, + "loss": 0.09508886933326721, + "learning_rate": 0.0003794624695834806, + "timestep_mean": 577.59375, + "epsilon_norm": 8.388264656066895, + "prediction_norm": 8.060280799865723, + "timestamp": "2025-07-14T12:34:14.753566" + }, + { + "epoch": 1155, + "batch_idx": 96, + "loss": 0.3663327097892761, + "learning_rate": 0.0003794624695834806, + "timestep_mean": 400.5, + "epsilon_norm": 8.005738258361816, + "prediction_norm": 7.023094177246094, + "timestamp": "2025-07-14T12:34:14.758860" + }, + { + "epoch": 1155, + "batch_idx": 128, + "loss": 0.2918069362640381, + "learning_rate": 0.0003794624695834806, + "timestep_mean": 454.40625, + "epsilon_norm": 8.17298412322998, + "prediction_norm": 6.936602592468262, + "timestamp": "2025-07-14T12:34:14.764083" + }, + { + "epoch": 1155, + "batch_idx": 160, + "loss": 0.2092195451259613, + "learning_rate": 0.0003794624695834806, + "timestep_mean": 559.78125, + "epsilon_norm": 7.770327568054199, + "prediction_norm": 6.601092338562012, + "timestamp": "2025-07-14T12:34:14.769258" + }, + { + "epoch": 1155, + "batch_idx": 192, + "loss": 0.46014177799224854, + "learning_rate": 0.0003794624695834806, + "timestep_mean": 420.75, + "epsilon_norm": 3.9376018047332764, + "prediction_norm": 3.3658335208892822, + "timestamp": "2025-07-14T12:34:14.774369" + }, + { + "epoch": 1156, + "batch_idx": 0, + "loss": 0.26745593547821045, + "learning_rate": 0.0003787003846022962, + "timestep_mean": 490.03125, + "epsilon_norm": 7.477935791015625, + "prediction_norm": 5.985622882843018, + "timestamp": "2025-07-14T12:34:14.779801" + }, + { + "epoch": 1156, + "batch_idx": 32, + "loss": 0.313441663980484, + "learning_rate": 0.0003787003846022962, + "timestep_mean": 587.75, + "epsilon_norm": 7.730723857879639, + "prediction_norm": 6.694818019866943, + "timestamp": "2025-07-14T12:34:14.784987" + }, + { + "epoch": 1156, + "batch_idx": 64, + "loss": 0.3207705616950989, + "learning_rate": 0.0003787003846022962, + "timestep_mean": 510.5, + "epsilon_norm": 8.123260498046875, + "prediction_norm": 6.192878723144531, + "timestamp": "2025-07-14T12:34:14.790179" + }, + { + "epoch": 1156, + "batch_idx": 96, + "loss": 0.18814261257648468, + "learning_rate": 0.0003787003846022962, + "timestep_mean": 522.34375, + "epsilon_norm": 8.00999641418457, + "prediction_norm": 7.357501983642578, + "timestamp": "2025-07-14T12:34:14.795421" + }, + { + "epoch": 1156, + "batch_idx": 128, + "loss": 0.3478522002696991, + "learning_rate": 0.0003787003846022962, + "timestep_mean": 494.4375, + "epsilon_norm": 7.899311542510986, + "prediction_norm": 6.278475761413574, + "timestamp": "2025-07-14T12:34:14.800810" + }, + { + "epoch": 1156, + "batch_idx": 160, + "loss": 0.15001024305820465, + "learning_rate": 0.0003787003846022962, + "timestep_mean": 530.03125, + "epsilon_norm": 7.5016632080078125, + "prediction_norm": 7.01080322265625, + "timestamp": "2025-07-14T12:34:14.805991" + }, + { + "epoch": 1156, + "batch_idx": 192, + "loss": 0.18037086725234985, + "learning_rate": 0.0003787003846022962, + "timestep_mean": 427.25, + "epsilon_norm": 4.7528076171875, + "prediction_norm": 4.316948890686035, + "timestamp": "2025-07-14T12:34:14.811133" + }, + { + "epoch": 1157, + "batch_idx": 0, + "loss": 0.1795876920223236, + "learning_rate": 0.0003779385989158548, + "timestep_mean": 494.25, + "epsilon_norm": 7.818473815917969, + "prediction_norm": 7.202820777893066, + "timestamp": "2025-07-14T12:34:14.816403" + }, + { + "epoch": 1157, + "batch_idx": 32, + "loss": 0.2423555850982666, + "learning_rate": 0.0003779385989158548, + "timestep_mean": 436.21875, + "epsilon_norm": 6.760908603668213, + "prediction_norm": 5.063647270202637, + "timestamp": "2025-07-14T12:34:14.821763" + }, + { + "epoch": 1157, + "batch_idx": 64, + "loss": 0.1504235863685608, + "learning_rate": 0.0003779385989158548, + "timestep_mean": 534.59375, + "epsilon_norm": 7.303770542144775, + "prediction_norm": 6.653841495513916, + "timestamp": "2025-07-14T12:34:14.826970" + }, + { + "epoch": 1157, + "batch_idx": 96, + "loss": 0.45462971925735474, + "learning_rate": 0.0003779385989158548, + "timestep_mean": 437.0625, + "epsilon_norm": 8.643369674682617, + "prediction_norm": 6.318875312805176, + "timestamp": "2025-07-14T12:34:14.832135" + }, + { + "epoch": 1157, + "batch_idx": 128, + "loss": 0.3286336362361908, + "learning_rate": 0.0003779385989158548, + "timestep_mean": 449.8125, + "epsilon_norm": 7.507889270782471, + "prediction_norm": 5.518478870391846, + "timestamp": "2025-07-14T12:34:14.837400" + }, + { + "epoch": 1157, + "batch_idx": 160, + "loss": 0.26466166973114014, + "learning_rate": 0.0003779385989158548, + "timestep_mean": 498.0, + "epsilon_norm": 7.6722331047058105, + "prediction_norm": 6.169321060180664, + "timestamp": "2025-07-14T12:34:14.842581" + }, + { + "epoch": 1157, + "batch_idx": 192, + "loss": 0.06877017021179199, + "learning_rate": 0.0003779385989158548, + "timestep_mean": 628.125, + "epsilon_norm": 3.4133150577545166, + "prediction_norm": 3.6210544109344482, + "timestamp": "2025-07-14T12:34:14.847654" + }, + { + "epoch": 1158, + "batch_idx": 0, + "loss": 0.2783866226673126, + "learning_rate": 0.0003771771144037867, + "timestep_mean": 462.40625, + "epsilon_norm": 7.869954586029053, + "prediction_norm": 6.370975017547607, + "timestamp": "2025-07-14T12:34:14.852902" + }, + { + "epoch": 1158, + "batch_idx": 32, + "loss": 0.21827831864356995, + "learning_rate": 0.0003771771144037867, + "timestep_mean": 542.53125, + "epsilon_norm": 7.686077117919922, + "prediction_norm": 6.636558532714844, + "timestamp": "2025-07-14T12:34:14.858007" + }, + { + "epoch": 1158, + "batch_idx": 64, + "loss": 0.2518496513366699, + "learning_rate": 0.0003771771144037867, + "timestep_mean": 464.4375, + "epsilon_norm": 9.053055763244629, + "prediction_norm": 6.989895343780518, + "timestamp": "2025-07-14T12:34:14.863281" + }, + { + "epoch": 1158, + "batch_idx": 96, + "loss": 0.4058186411857605, + "learning_rate": 0.0003771771144037867, + "timestep_mean": 468.90625, + "epsilon_norm": 8.571215629577637, + "prediction_norm": 6.42489767074585, + "timestamp": "2025-07-14T12:34:14.868583" + }, + { + "epoch": 1158, + "batch_idx": 128, + "loss": 0.31645041704177856, + "learning_rate": 0.0003771771144037867, + "timestep_mean": 482.125, + "epsilon_norm": 7.759493827819824, + "prediction_norm": 6.2921295166015625, + "timestamp": "2025-07-14T12:34:14.873887" + }, + { + "epoch": 1158, + "batch_idx": 160, + "loss": 0.20120897889137268, + "learning_rate": 0.0003771771144037867, + "timestep_mean": 495.9375, + "epsilon_norm": 8.522573471069336, + "prediction_norm": 7.414970874786377, + "timestamp": "2025-07-14T12:34:14.879003" + }, + { + "epoch": 1158, + "batch_idx": 192, + "loss": 0.08453258872032166, + "learning_rate": 0.0003771771144037867, + "timestep_mean": 576.75, + "epsilon_norm": 2.718513250350952, + "prediction_norm": 2.7689619064331055, + "timestamp": "2025-07-14T12:34:14.884309" + }, + { + "epoch": 1159, + "batch_idx": 0, + "loss": 0.523608922958374, + "learning_rate": 0.00037641593294497947, + "timestep_mean": 429.8125, + "epsilon_norm": 7.806474685668945, + "prediction_norm": 5.840147972106934, + "timestamp": "2025-07-14T12:34:14.889535" + }, + { + "epoch": 1159, + "batch_idx": 32, + "loss": 0.3797464668750763, + "learning_rate": 0.00037641593294497947, + "timestep_mean": 462.71875, + "epsilon_norm": 7.422323703765869, + "prediction_norm": 4.968911647796631, + "timestamp": "2025-07-14T12:34:14.894701" + }, + { + "epoch": 1159, + "batch_idx": 64, + "loss": 0.26662248373031616, + "learning_rate": 0.00037641593294497947, + "timestep_mean": 488.59375, + "epsilon_norm": 7.889953136444092, + "prediction_norm": 6.547708034515381, + "timestamp": "2025-07-14T12:34:14.900025" + }, + { + "epoch": 1159, + "batch_idx": 96, + "loss": 0.15691126883029938, + "learning_rate": 0.00037641593294497947, + "timestep_mean": 537.84375, + "epsilon_norm": 7.62263298034668, + "prediction_norm": 6.769969463348389, + "timestamp": "2025-07-14T12:34:14.905177" + }, + { + "epoch": 1159, + "batch_idx": 128, + "loss": 0.26388269662857056, + "learning_rate": 0.00037641593294497947, + "timestep_mean": 488.53125, + "epsilon_norm": 7.477722644805908, + "prediction_norm": 6.207688808441162, + "timestamp": "2025-07-14T12:34:14.910414" + }, + { + "epoch": 1159, + "batch_idx": 160, + "loss": 0.31632596254348755, + "learning_rate": 0.00037641593294497947, + "timestep_mean": 460.59375, + "epsilon_norm": 7.897005558013916, + "prediction_norm": 6.747742652893066, + "timestamp": "2025-07-14T12:34:14.915610" + }, + { + "epoch": 1159, + "batch_idx": 192, + "loss": 0.24631713330745697, + "learning_rate": 0.00037641593294497947, + "timestep_mean": 500.75, + "epsilon_norm": 3.2153680324554443, + "prediction_norm": 3.3836140632629395, + "timestamp": "2025-07-14T12:34:14.920727" + }, + { + "epoch": 1160, + "batch_idx": 0, + "loss": 0.10707458853721619, + "learning_rate": 0.00037565505641757257, + "timestep_mean": 543.5, + "epsilon_norm": 6.5943450927734375, + "prediction_norm": 6.227200984954834, + "timestamp": "2025-07-14T12:34:14.925928" + }, + { + "epoch": 1160, + "batch_idx": 32, + "loss": 0.2833768129348755, + "learning_rate": 0.00037565505641757257, + "timestep_mean": 451.84375, + "epsilon_norm": 8.099137306213379, + "prediction_norm": 6.731204032897949, + "timestamp": "2025-07-14T12:34:14.931132" + }, + { + "epoch": 1160, + "batch_idx": 64, + "loss": 0.47496891021728516, + "learning_rate": 0.00037565505641757257, + "timestep_mean": 457.375, + "epsilon_norm": 8.540112495422363, + "prediction_norm": 6.424280166625977, + "timestamp": "2025-07-14T12:34:14.936159" + }, + { + "epoch": 1160, + "batch_idx": 96, + "loss": 0.2219245880842209, + "learning_rate": 0.00037565505641757257, + "timestep_mean": 496.875, + "epsilon_norm": 7.955824375152588, + "prediction_norm": 7.063666820526123, + "timestamp": "2025-07-14T12:34:14.941272" + }, + { + "epoch": 1160, + "batch_idx": 128, + "loss": 0.26806214451789856, + "learning_rate": 0.00037565505641757257, + "timestep_mean": 406.96875, + "epsilon_norm": 6.693153381347656, + "prediction_norm": 5.352443695068359, + "timestamp": "2025-07-14T12:34:14.946573" + }, + { + "epoch": 1160, + "batch_idx": 160, + "loss": 0.3096066117286682, + "learning_rate": 0.00037565505641757257, + "timestep_mean": 446.625, + "epsilon_norm": 8.092846870422363, + "prediction_norm": 7.4165239334106445, + "timestamp": "2025-07-14T12:34:14.951815" + }, + { + "epoch": 1160, + "batch_idx": 192, + "loss": 0.7639074325561523, + "learning_rate": 0.00037565505641757257, + "timestep_mean": 291.75, + "epsilon_norm": 4.921382427215576, + "prediction_norm": 3.6604621410369873, + "timestamp": "2025-07-14T12:34:14.956873" + }, + { + "epoch": 1161, + "batch_idx": 0, + "loss": 0.19255989789962769, + "learning_rate": 0.0003748944866989532, + "timestep_mean": 570.0, + "epsilon_norm": 8.529291152954102, + "prediction_norm": 7.900486946105957, + "timestamp": "2025-07-14T12:34:14.962086" + }, + { + "epoch": 1161, + "batch_idx": 32, + "loss": 0.3884194791316986, + "learning_rate": 0.0003748944866989532, + "timestep_mean": 530.28125, + "epsilon_norm": 8.486254692077637, + "prediction_norm": 7.376425266265869, + "timestamp": "2025-07-14T12:34:14.967318" + }, + { + "epoch": 1161, + "batch_idx": 64, + "loss": 0.13050533831119537, + "learning_rate": 0.0003748944866989532, + "timestep_mean": 567.46875, + "epsilon_norm": 7.682697296142578, + "prediction_norm": 7.104706287384033, + "timestamp": "2025-07-14T12:34:14.972223" + }, + { + "epoch": 1161, + "batch_idx": 96, + "loss": 0.28144571185112, + "learning_rate": 0.0003748944866989532, + "timestep_mean": 523.4375, + "epsilon_norm": 7.712867736816406, + "prediction_norm": 6.477614879608154, + "timestamp": "2025-07-14T12:34:14.977161" + }, + { + "epoch": 1161, + "batch_idx": 128, + "loss": 0.254993736743927, + "learning_rate": 0.0003748944866989532, + "timestep_mean": 495.3125, + "epsilon_norm": 8.33382511138916, + "prediction_norm": 7.385308265686035, + "timestamp": "2025-07-14T12:34:14.982345" + }, + { + "epoch": 1161, + "batch_idx": 160, + "loss": 0.17352184653282166, + "learning_rate": 0.0003748944866989532, + "timestep_mean": 488.78125, + "epsilon_norm": 7.627002239227295, + "prediction_norm": 6.477113723754883, + "timestamp": "2025-07-14T12:34:14.987404" + }, + { + "epoch": 1161, + "batch_idx": 192, + "loss": 0.25706803798675537, + "learning_rate": 0.0003748944866989532, + "timestep_mean": 393.25, + "epsilon_norm": 4.517874717712402, + "prediction_norm": 3.856553077697754, + "timestamp": "2025-07-14T12:34:14.992492" + }, + { + "epoch": 1162, + "batch_idx": 0, + "loss": 0.2566543221473694, + "learning_rate": 0.00037413422566575126, + "timestep_mean": 529.96875, + "epsilon_norm": 7.752859115600586, + "prediction_norm": 6.5198588371276855, + "timestamp": "2025-07-14T12:34:14.997359" + }, + { + "epoch": 1162, + "batch_idx": 32, + "loss": 0.260018527507782, + "learning_rate": 0.00037413422566575126, + "timestep_mean": 460.46875, + "epsilon_norm": 6.650444984436035, + "prediction_norm": 5.444871425628662, + "timestamp": "2025-07-14T12:34:15.002211" + }, + { + "epoch": 1162, + "batch_idx": 64, + "loss": 0.25454092025756836, + "learning_rate": 0.00037413422566575126, + "timestep_mean": 567.96875, + "epsilon_norm": 7.3632121086120605, + "prediction_norm": 6.255521774291992, + "timestamp": "2025-07-14T12:34:15.007134" + }, + { + "epoch": 1162, + "batch_idx": 96, + "loss": 0.4205375015735626, + "learning_rate": 0.00037413422566575126, + "timestep_mean": 446.875, + "epsilon_norm": 8.647560119628906, + "prediction_norm": 6.669998645782471, + "timestamp": "2025-07-14T12:34:15.012059" + }, + { + "epoch": 1162, + "batch_idx": 128, + "loss": 0.3196253776550293, + "learning_rate": 0.00037413422566575126, + "timestep_mean": 448.96875, + "epsilon_norm": 7.041217803955078, + "prediction_norm": 5.405387878417969, + "timestamp": "2025-07-14T12:34:15.016874" + }, + { + "epoch": 1162, + "batch_idx": 160, + "loss": 0.4278240501880646, + "learning_rate": 0.00037413422566575126, + "timestep_mean": 465.5625, + "epsilon_norm": 8.875619888305664, + "prediction_norm": 7.0638604164123535, + "timestamp": "2025-07-14T12:34:15.021719" + }, + { + "epoch": 1162, + "batch_idx": 192, + "loss": 0.2276744395494461, + "learning_rate": 0.00037413422566575126, + "timestep_mean": 585.375, + "epsilon_norm": 3.5477640628814697, + "prediction_norm": 3.073437213897705, + "timestamp": "2025-07-14T12:34:15.026646" + }, + { + "epoch": 1163, + "batch_idx": 0, + "loss": 0.24177426099777222, + "learning_rate": 0.0003733742751938358, + "timestep_mean": 505.5, + "epsilon_norm": 8.068416595458984, + "prediction_norm": 7.303555011749268, + "timestamp": "2025-07-14T12:34:15.031493" + }, + { + "epoch": 1163, + "batch_idx": 32, + "loss": 0.28868696093559265, + "learning_rate": 0.0003733742751938358, + "timestep_mean": 509.34375, + "epsilon_norm": 7.762164115905762, + "prediction_norm": 5.9594550132751465, + "timestamp": "2025-07-14T12:34:15.036375" + }, + { + "epoch": 1163, + "batch_idx": 64, + "loss": 0.4121153950691223, + "learning_rate": 0.0003733742751938358, + "timestep_mean": 510.0, + "epsilon_norm": 7.766068458557129, + "prediction_norm": 5.874405860900879, + "timestamp": "2025-07-14T12:34:15.041502" + }, + { + "epoch": 1163, + "batch_idx": 96, + "loss": 0.20993967354297638, + "learning_rate": 0.0003733742751938358, + "timestep_mean": 615.0, + "epsilon_norm": 7.260091781616211, + "prediction_norm": 6.455121040344238, + "timestamp": "2025-07-14T12:34:15.046464" + }, + { + "epoch": 1163, + "batch_idx": 128, + "loss": 0.11332565546035767, + "learning_rate": 0.0003733742751938358, + "timestep_mean": 642.9375, + "epsilon_norm": 7.1343817710876465, + "prediction_norm": 6.85920524597168, + "timestamp": "2025-07-14T12:34:15.051264" + }, + { + "epoch": 1163, + "batch_idx": 160, + "loss": 0.22035744786262512, + "learning_rate": 0.0003733742751938358, + "timestep_mean": 504.40625, + "epsilon_norm": 7.801674842834473, + "prediction_norm": 6.494076728820801, + "timestamp": "2025-07-14T12:34:15.056215" + }, + { + "epoch": 1163, + "batch_idx": 192, + "loss": 0.07452236860990524, + "learning_rate": 0.0003733742751938358, + "timestep_mean": 513.75, + "epsilon_norm": 2.951511859893799, + "prediction_norm": 3.008646249771118, + "timestamp": "2025-07-14T12:34:15.061101" + }, + { + "epoch": 1164, + "batch_idx": 0, + "loss": 0.41031426191329956, + "learning_rate": 0.0003726146371583089, + "timestep_mean": 481.4375, + "epsilon_norm": 7.501769542694092, + "prediction_norm": 6.108876705169678, + "timestamp": "2025-07-14T12:34:15.065993" + }, + { + "epoch": 1164, + "batch_idx": 32, + "loss": 0.2814125418663025, + "learning_rate": 0.0003726146371583089, + "timestep_mean": 476.21875, + "epsilon_norm": 7.428208827972412, + "prediction_norm": 5.376571178436279, + "timestamp": "2025-07-14T12:34:15.070852" + }, + { + "epoch": 1164, + "batch_idx": 64, + "loss": 0.36239922046661377, + "learning_rate": 0.0003726146371583089, + "timestep_mean": 502.25, + "epsilon_norm": 8.057524681091309, + "prediction_norm": 5.99418306350708, + "timestamp": "2025-07-14T12:34:15.075801" + }, + { + "epoch": 1164, + "batch_idx": 96, + "loss": 0.1719822883605957, + "learning_rate": 0.0003726146371583089, + "timestep_mean": 462.125, + "epsilon_norm": 8.193902969360352, + "prediction_norm": 6.989330291748047, + "timestamp": "2025-07-14T12:34:15.080615" + }, + { + "epoch": 1164, + "batch_idx": 128, + "loss": 0.1258084625005722, + "learning_rate": 0.0003726146371583089, + "timestep_mean": 568.03125, + "epsilon_norm": 6.30218505859375, + "prediction_norm": 6.091116428375244, + "timestamp": "2025-07-14T12:34:15.085434" + }, + { + "epoch": 1164, + "batch_idx": 160, + "loss": 0.1121244728565216, + "learning_rate": 0.0003726146371583089, + "timestep_mean": 663.0, + "epsilon_norm": 7.312097072601318, + "prediction_norm": 6.957888603210449, + "timestamp": "2025-07-14T12:34:15.090302" + }, + { + "epoch": 1164, + "batch_idx": 192, + "loss": 0.7181318402290344, + "learning_rate": 0.0003726146371583089, + "timestep_mean": 445.625, + "epsilon_norm": 4.765989780426025, + "prediction_norm": 3.0352113246917725, + "timestamp": "2025-07-14T12:34:15.095162" + }, + { + "epoch": 1165, + "batch_idx": 0, + "loss": 0.2338804453611374, + "learning_rate": 0.0003718553134335016, + "timestep_mean": 454.6875, + "epsilon_norm": 8.079606056213379, + "prediction_norm": 6.708800315856934, + "timestamp": "2025-07-14T12:34:15.100112" + }, + { + "epoch": 1165, + "batch_idx": 32, + "loss": 0.3824872374534607, + "learning_rate": 0.0003718553134335016, + "timestep_mean": 448.4375, + "epsilon_norm": 9.07978343963623, + "prediction_norm": 6.790061950683594, + "timestamp": "2025-07-14T12:34:15.104997" + }, + { + "epoch": 1165, + "batch_idx": 64, + "loss": 0.5791258215904236, + "learning_rate": 0.0003718553134335016, + "timestep_mean": 453.9375, + "epsilon_norm": 8.63414478302002, + "prediction_norm": 5.863049030303955, + "timestamp": "2025-07-14T12:34:15.109940" + }, + { + "epoch": 1165, + "batch_idx": 96, + "loss": 0.42032742500305176, + "learning_rate": 0.0003718553134335016, + "timestep_mean": 555.0, + "epsilon_norm": 8.106568336486816, + "prediction_norm": 6.788999557495117, + "timestamp": "2025-07-14T12:34:15.114843" + }, + { + "epoch": 1165, + "batch_idx": 128, + "loss": 0.34994232654571533, + "learning_rate": 0.0003718553134335016, + "timestep_mean": 590.28125, + "epsilon_norm": 8.466361045837402, + "prediction_norm": 7.029148578643799, + "timestamp": "2025-07-14T12:34:15.119749" + }, + { + "epoch": 1165, + "batch_idx": 160, + "loss": 0.5001243352890015, + "learning_rate": 0.0003718553134335016, + "timestep_mean": 433.25, + "epsilon_norm": 8.703786849975586, + "prediction_norm": 7.445461273193359, + "timestamp": "2025-07-14T12:34:15.124642" + }, + { + "epoch": 1165, + "batch_idx": 192, + "loss": 0.3809875249862671, + "learning_rate": 0.0003718553134335016, + "timestep_mean": 421.5, + "epsilon_norm": 2.771277666091919, + "prediction_norm": 2.237064838409424, + "timestamp": "2025-07-14T12:34:15.129606" + }, + { + "epoch": 1166, + "batch_idx": 0, + "loss": 0.0964217334985733, + "learning_rate": 0.00037109630589297004, + "timestep_mean": 603.125, + "epsilon_norm": 7.364906311035156, + "prediction_norm": 7.127715110778809, + "timestamp": "2025-07-14T12:34:15.134485" + }, + { + "epoch": 1166, + "batch_idx": 32, + "loss": 0.3039824366569519, + "learning_rate": 0.00037109630589297004, + "timestep_mean": 483.4375, + "epsilon_norm": 7.692474842071533, + "prediction_norm": 6.221745014190674, + "timestamp": "2025-07-14T12:34:15.139360" + }, + { + "epoch": 1166, + "batch_idx": 64, + "loss": 0.22448453307151794, + "learning_rate": 0.00037109630589297004, + "timestep_mean": 477.09375, + "epsilon_norm": 8.407580375671387, + "prediction_norm": 7.336426258087158, + "timestamp": "2025-07-14T12:34:15.144244" + }, + { + "epoch": 1166, + "batch_idx": 96, + "loss": 0.4019760191440582, + "learning_rate": 0.00037109630589297004, + "timestep_mean": 480.9375, + "epsilon_norm": 8.710745811462402, + "prediction_norm": 7.331255912780762, + "timestamp": "2025-07-14T12:34:15.149131" + }, + { + "epoch": 1166, + "batch_idx": 128, + "loss": 0.260976105928421, + "learning_rate": 0.00037109630589297004, + "timestep_mean": 577.65625, + "epsilon_norm": 8.296223640441895, + "prediction_norm": 6.800680160522461, + "timestamp": "2025-07-14T12:34:15.153976" + }, + { + "epoch": 1166, + "batch_idx": 160, + "loss": 0.3384503722190857, + "learning_rate": 0.00037109630589297004, + "timestep_mean": 471.1875, + "epsilon_norm": 9.573800086975098, + "prediction_norm": 8.523879051208496, + "timestamp": "2025-07-14T12:34:15.158931" + }, + { + "epoch": 1166, + "batch_idx": 192, + "loss": 0.2358601987361908, + "learning_rate": 0.00037109630589297004, + "timestep_mean": 530.125, + "epsilon_norm": 4.770864963531494, + "prediction_norm": 4.40138578414917, + "timestamp": "2025-07-14T12:34:15.163800" + }, + { + "epoch": 1167, + "batch_idx": 0, + "loss": 0.19311711192131042, + "learning_rate": 0.00037033761640948974, + "timestep_mean": 474.5625, + "epsilon_norm": 7.572341442108154, + "prediction_norm": 6.55137825012207, + "timestamp": "2025-07-14T12:34:15.168730" + }, + { + "epoch": 1167, + "batch_idx": 32, + "loss": 0.19539088010787964, + "learning_rate": 0.00037033761640948974, + "timestep_mean": 467.75, + "epsilon_norm": 7.070761203765869, + "prediction_norm": 6.150470733642578, + "timestamp": "2025-07-14T12:34:15.173595" + }, + { + "epoch": 1167, + "batch_idx": 64, + "loss": 0.47482359409332275, + "learning_rate": 0.00037033761640948974, + "timestep_mean": 376.03125, + "epsilon_norm": 8.223560333251953, + "prediction_norm": 6.665106773376465, + "timestamp": "2025-07-14T12:34:15.178461" + }, + { + "epoch": 1167, + "batch_idx": 96, + "loss": 0.30229049921035767, + "learning_rate": 0.00037033761640948974, + "timestep_mean": 546.125, + "epsilon_norm": 7.683088779449463, + "prediction_norm": 5.989511966705322, + "timestamp": "2025-07-14T12:34:15.183364" + }, + { + "epoch": 1167, + "batch_idx": 128, + "loss": 0.40398919582366943, + "learning_rate": 0.00037033761640948974, + "timestep_mean": 519.96875, + "epsilon_norm": 9.082893371582031, + "prediction_norm": 6.852935791015625, + "timestamp": "2025-07-14T12:34:15.188230" + }, + { + "epoch": 1167, + "batch_idx": 160, + "loss": 0.25666916370391846, + "learning_rate": 0.00037033761640948974, + "timestep_mean": 367.21875, + "epsilon_norm": 8.243302345275879, + "prediction_norm": 6.931650638580322, + "timestamp": "2025-07-14T12:34:15.193159" + }, + { + "epoch": 1167, + "batch_idx": 192, + "loss": 0.06307744234800339, + "learning_rate": 0.00037033761640948974, + "timestep_mean": 603.25, + "epsilon_norm": 3.780977249145508, + "prediction_norm": 3.4991965293884277, + "timestamp": "2025-07-14T12:34:15.198123" + }, + { + "epoch": 1168, + "batch_idx": 0, + "loss": 0.35658544301986694, + "learning_rate": 0.0003695792468550515, + "timestep_mean": 446.53125, + "epsilon_norm": 7.5175461769104, + "prediction_norm": 6.093222141265869, + "timestamp": "2025-07-14T12:34:15.203061" + }, + { + "epoch": 1168, + "batch_idx": 32, + "loss": 0.41357484459877014, + "learning_rate": 0.0003695792468550515, + "timestep_mean": 516.625, + "epsilon_norm": 9.289859771728516, + "prediction_norm": 7.9161834716796875, + "timestamp": "2025-07-14T12:34:15.207955" + }, + { + "epoch": 1168, + "batch_idx": 64, + "loss": 0.2902439534664154, + "learning_rate": 0.0003695792468550515, + "timestep_mean": 548.03125, + "epsilon_norm": 8.226714134216309, + "prediction_norm": 7.01651668548584, + "timestamp": "2025-07-14T12:34:15.212961" + }, + { + "epoch": 1168, + "batch_idx": 96, + "loss": 0.2544638514518738, + "learning_rate": 0.0003695792468550515, + "timestep_mean": 486.5, + "epsilon_norm": 7.057353496551514, + "prediction_norm": 5.452330112457275, + "timestamp": "2025-07-14T12:34:15.217863" + }, + { + "epoch": 1168, + "batch_idx": 128, + "loss": 0.43062785267829895, + "learning_rate": 0.0003695792468550515, + "timestep_mean": 482.1875, + "epsilon_norm": 7.622367858886719, + "prediction_norm": 5.808813571929932, + "timestamp": "2025-07-14T12:34:15.222725" + }, + { + "epoch": 1168, + "batch_idx": 160, + "loss": 0.38741248846054077, + "learning_rate": 0.0003695792468550515, + "timestep_mean": 510.0625, + "epsilon_norm": 7.966275215148926, + "prediction_norm": 6.562026500701904, + "timestamp": "2025-07-14T12:34:15.227626" + }, + { + "epoch": 1168, + "batch_idx": 192, + "loss": 0.7732131481170654, + "learning_rate": 0.0003695792468550515, + "timestep_mean": 316.875, + "epsilon_norm": 4.156354904174805, + "prediction_norm": 2.782808780670166, + "timestamp": "2025-07-14T12:34:15.232521" + }, + { + "epoch": 1169, + "batch_idx": 0, + "loss": 0.4066832661628723, + "learning_rate": 0.0003688211991008569, + "timestep_mean": 511.0625, + "epsilon_norm": 9.28073501586914, + "prediction_norm": 7.45973539352417, + "timestamp": "2025-07-14T12:34:15.237405" + }, + { + "epoch": 1169, + "batch_idx": 32, + "loss": 0.23970812559127808, + "learning_rate": 0.0003688211991008569, + "timestep_mean": 437.875, + "epsilon_norm": 8.177486419677734, + "prediction_norm": 6.987411022186279, + "timestamp": "2025-07-14T12:34:15.242414" + }, + { + "epoch": 1169, + "batch_idx": 64, + "loss": 0.18845383822917938, + "learning_rate": 0.0003688211991008569, + "timestep_mean": 511.9375, + "epsilon_norm": 7.022987365722656, + "prediction_norm": 6.935873031616211, + "timestamp": "2025-07-14T12:34:15.247510" + }, + { + "epoch": 1169, + "batch_idx": 96, + "loss": 0.2834903299808502, + "learning_rate": 0.0003688211991008569, + "timestep_mean": 388.625, + "epsilon_norm": 6.512775421142578, + "prediction_norm": 5.310985565185547, + "timestamp": "2025-07-14T12:34:15.252480" + }, + { + "epoch": 1169, + "batch_idx": 128, + "loss": 0.20906615257263184, + "learning_rate": 0.0003688211991008569, + "timestep_mean": 512.90625, + "epsilon_norm": 6.8717041015625, + "prediction_norm": 6.117454528808594, + "timestamp": "2025-07-14T12:34:15.257351" + }, + { + "epoch": 1169, + "batch_idx": 160, + "loss": 0.30201905965805054, + "learning_rate": 0.0003688211991008569, + "timestep_mean": 469.0625, + "epsilon_norm": 8.041202545166016, + "prediction_norm": 6.946983337402344, + "timestamp": "2025-07-14T12:34:15.262233" + }, + { + "epoch": 1169, + "batch_idx": 192, + "loss": 0.47029751539230347, + "learning_rate": 0.0003688211991008569, + "timestep_mean": 502.75, + "epsilon_norm": 4.362151622772217, + "prediction_norm": 3.773360013961792, + "timestamp": "2025-07-14T12:34:15.267283" + }, + { + "epoch": 1170, + "batch_idx": 0, + "loss": 0.3065817058086395, + "learning_rate": 0.00036806347501731353, + "timestep_mean": 473.1875, + "epsilon_norm": 7.46571683883667, + "prediction_norm": 6.398195266723633, + "timestamp": "2025-07-14T12:34:15.272127" + }, + { + "epoch": 1170, + "batch_idx": 32, + "loss": 0.3273472785949707, + "learning_rate": 0.00036806347501731353, + "timestep_mean": 489.3125, + "epsilon_norm": 6.9105143547058105, + "prediction_norm": 6.20780086517334, + "timestamp": "2025-07-14T12:34:15.277051" + }, + { + "epoch": 1170, + "batch_idx": 64, + "loss": 0.14423143863677979, + "learning_rate": 0.00036806347501731353, + "timestep_mean": 502.28125, + "epsilon_norm": 8.512277603149414, + "prediction_norm": 8.1990385055542, + "timestamp": "2025-07-14T12:34:15.282029" + }, + { + "epoch": 1170, + "batch_idx": 96, + "loss": 0.24475137889385223, + "learning_rate": 0.00036806347501731353, + "timestep_mean": 542.25, + "epsilon_norm": 6.991201400756836, + "prediction_norm": 6.305687427520752, + "timestamp": "2025-07-14T12:34:15.286951" + }, + { + "epoch": 1170, + "batch_idx": 128, + "loss": 0.3742305636405945, + "learning_rate": 0.00036806347501731353, + "timestep_mean": 475.1875, + "epsilon_norm": 8.711308479309082, + "prediction_norm": 6.95195198059082, + "timestamp": "2025-07-14T12:34:15.291864" + }, + { + "epoch": 1170, + "batch_idx": 160, + "loss": 0.39988645911216736, + "learning_rate": 0.00036806347501731353, + "timestep_mean": 480.5, + "epsilon_norm": 8.276619911193848, + "prediction_norm": 7.1330389976501465, + "timestamp": "2025-07-14T12:34:15.296790" + }, + { + "epoch": 1170, + "batch_idx": 192, + "loss": 0.30153733491897583, + "learning_rate": 0.00036806347501731353, + "timestep_mean": 556.625, + "epsilon_norm": 4.774974346160889, + "prediction_norm": 4.02556037902832, + "timestamp": "2025-07-14T12:34:15.301675" + }, + { + "epoch": 1171, + "batch_idx": 0, + "loss": 0.38803398609161377, + "learning_rate": 0.0003673060764740301, + "timestep_mean": 549.28125, + "epsilon_norm": 7.996409893035889, + "prediction_norm": 6.530611038208008, + "timestamp": "2025-07-14T12:34:15.306627" + }, + { + "epoch": 1171, + "batch_idx": 32, + "loss": 0.20375028252601624, + "learning_rate": 0.0003673060764740301, + "timestep_mean": 490.5625, + "epsilon_norm": 7.389925479888916, + "prediction_norm": 6.093510627746582, + "timestamp": "2025-07-14T12:34:15.311536" + }, + { + "epoch": 1171, + "batch_idx": 64, + "loss": 0.25755131244659424, + "learning_rate": 0.0003673060764740301, + "timestep_mean": 516.21875, + "epsilon_norm": 7.217907428741455, + "prediction_norm": 6.656999588012695, + "timestamp": "2025-07-14T12:34:15.316631" + }, + { + "epoch": 1171, + "batch_idx": 96, + "loss": 0.5819158554077148, + "learning_rate": 0.0003673060764740301, + "timestep_mean": 487.5625, + "epsilon_norm": 8.905075073242188, + "prediction_norm": 6.175559043884277, + "timestamp": "2025-07-14T12:34:15.321536" + }, + { + "epoch": 1171, + "batch_idx": 128, + "loss": 0.1655724197626114, + "learning_rate": 0.0003673060764740301, + "timestep_mean": 638.03125, + "epsilon_norm": 7.924004554748535, + "prediction_norm": 7.217597007751465, + "timestamp": "2025-07-14T12:34:15.326358" + }, + { + "epoch": 1171, + "batch_idx": 160, + "loss": 0.22865398228168488, + "learning_rate": 0.0003673060764740301, + "timestep_mean": 528.59375, + "epsilon_norm": 7.399076461791992, + "prediction_norm": 6.114001274108887, + "timestamp": "2025-07-14T12:34:15.331274" + }, + { + "epoch": 1171, + "batch_idx": 192, + "loss": 0.4996805191040039, + "learning_rate": 0.0003673060764740301, + "timestep_mean": 340.375, + "epsilon_norm": 4.663942337036133, + "prediction_norm": 3.535956621170044, + "timestamp": "2025-07-14T12:34:15.336200" + }, + { + "epoch": 1172, + "batch_idx": 0, + "loss": 0.30942779779434204, + "learning_rate": 0.0003665490053398123, + "timestep_mean": 544.25, + "epsilon_norm": 7.91353702545166, + "prediction_norm": 6.27493143081665, + "timestamp": "2025-07-14T12:34:15.341126" + }, + { + "epoch": 1172, + "batch_idx": 32, + "loss": 0.4130093455314636, + "learning_rate": 0.0003665490053398123, + "timestep_mean": 414.6875, + "epsilon_norm": 8.584759712219238, + "prediction_norm": 6.468516826629639, + "timestamp": "2025-07-14T12:34:15.346122" + }, + { + "epoch": 1172, + "batch_idx": 64, + "loss": 0.29663729667663574, + "learning_rate": 0.0003665490053398123, + "timestep_mean": 461.625, + "epsilon_norm": 7.361730575561523, + "prediction_norm": 5.37470817565918, + "timestamp": "2025-07-14T12:34:15.350976" + }, + { + "epoch": 1172, + "batch_idx": 96, + "loss": 0.25385117530822754, + "learning_rate": 0.0003665490053398123, + "timestep_mean": 425.6875, + "epsilon_norm": 8.152271270751953, + "prediction_norm": 6.107365131378174, + "timestamp": "2025-07-14T12:34:15.355892" + }, + { + "epoch": 1172, + "batch_idx": 128, + "loss": 0.29758042097091675, + "learning_rate": 0.0003665490053398123, + "timestep_mean": 460.59375, + "epsilon_norm": 7.338027000427246, + "prediction_norm": 5.832038879394531, + "timestamp": "2025-07-14T12:34:15.360800" + }, + { + "epoch": 1172, + "batch_idx": 160, + "loss": 0.27127495408058167, + "learning_rate": 0.0003665490053398123, + "timestep_mean": 493.28125, + "epsilon_norm": 8.603439331054688, + "prediction_norm": 7.16029167175293, + "timestamp": "2025-07-14T12:34:15.365680" + }, + { + "epoch": 1172, + "batch_idx": 192, + "loss": 0.12136966735124588, + "learning_rate": 0.0003665490053398123, + "timestep_mean": 475.375, + "epsilon_norm": 2.881831169128418, + "prediction_norm": 2.688385009765625, + "timestamp": "2025-07-14T12:34:15.370579" + }, + { + "epoch": 1173, + "batch_idx": 0, + "loss": 0.23700189590454102, + "learning_rate": 0.0003657922634826577, + "timestep_mean": 552.8125, + "epsilon_norm": 8.217239379882812, + "prediction_norm": 6.913431167602539, + "timestamp": "2025-07-14T12:34:15.375455" + }, + { + "epoch": 1173, + "batch_idx": 32, + "loss": 0.3427950143814087, + "learning_rate": 0.0003657922634826577, + "timestep_mean": 495.21875, + "epsilon_norm": 8.273687362670898, + "prediction_norm": 6.946374893188477, + "timestamp": "2025-07-14T12:34:15.380354" + }, + { + "epoch": 1173, + "batch_idx": 64, + "loss": 0.12512625753879547, + "learning_rate": 0.0003657922634826577, + "timestep_mean": 598.78125, + "epsilon_norm": 7.290151119232178, + "prediction_norm": 6.619612216949463, + "timestamp": "2025-07-14T12:34:15.385231" + }, + { + "epoch": 1173, + "batch_idx": 96, + "loss": 0.29165083169937134, + "learning_rate": 0.0003657922634826577, + "timestep_mean": 449.75, + "epsilon_norm": 7.867552280426025, + "prediction_norm": 6.638175010681152, + "timestamp": "2025-07-14T12:34:15.390132" + }, + { + "epoch": 1173, + "batch_idx": 128, + "loss": 0.2164328396320343, + "learning_rate": 0.0003657922634826577, + "timestep_mean": 563.34375, + "epsilon_norm": 7.413206100463867, + "prediction_norm": 6.417499542236328, + "timestamp": "2025-07-14T12:34:15.394999" + }, + { + "epoch": 1173, + "batch_idx": 160, + "loss": 0.1857723593711853, + "learning_rate": 0.0003657922634826577, + "timestep_mean": 525.96875, + "epsilon_norm": 7.503938674926758, + "prediction_norm": 6.429243087768555, + "timestamp": "2025-07-14T12:34:15.400017" + }, + { + "epoch": 1173, + "batch_idx": 192, + "loss": 0.1318226158618927, + "learning_rate": 0.0003657922634826577, + "timestep_mean": 389.125, + "epsilon_norm": 3.6514055728912354, + "prediction_norm": 3.0141241550445557, + "timestamp": "2025-07-14T12:34:15.404827" + }, + { + "epoch": 1174, + "batch_idx": 0, + "loss": 0.31354063749313354, + "learning_rate": 0.0003650358527697518, + "timestep_mean": 438.5625, + "epsilon_norm": 7.631017684936523, + "prediction_norm": 6.1847991943359375, + "timestamp": "2025-07-14T12:34:15.409682" + }, + { + "epoch": 1174, + "batch_idx": 32, + "loss": 0.26398542523384094, + "learning_rate": 0.0003650358527697518, + "timestep_mean": 482.78125, + "epsilon_norm": 7.3705525398254395, + "prediction_norm": 6.080944061279297, + "timestamp": "2025-07-14T12:34:15.414615" + }, + { + "epoch": 1174, + "batch_idx": 64, + "loss": 0.225762277841568, + "learning_rate": 0.0003650358527697518, + "timestep_mean": 512.65625, + "epsilon_norm": 7.212937355041504, + "prediction_norm": 5.8356242179870605, + "timestamp": "2025-07-14T12:34:15.419627" + }, + { + "epoch": 1174, + "batch_idx": 96, + "loss": 0.2594248056411743, + "learning_rate": 0.0003650358527697518, + "timestep_mean": 600.15625, + "epsilon_norm": 8.732860565185547, + "prediction_norm": 7.524751663208008, + "timestamp": "2025-07-14T12:34:15.424639" + }, + { + "epoch": 1174, + "batch_idx": 128, + "loss": 0.352225661277771, + "learning_rate": 0.0003650358527697518, + "timestep_mean": 570.84375, + "epsilon_norm": 7.521166801452637, + "prediction_norm": 6.427122116088867, + "timestamp": "2025-07-14T12:34:15.429624" + }, + { + "epoch": 1174, + "batch_idx": 160, + "loss": 0.26495060324668884, + "learning_rate": 0.0003650358527697518, + "timestep_mean": 466.875, + "epsilon_norm": 7.903219223022461, + "prediction_norm": 6.720790386199951, + "timestamp": "2025-07-14T12:34:15.434482" + }, + { + "epoch": 1174, + "batch_idx": 192, + "loss": 0.18302962183952332, + "learning_rate": 0.0003650358527697518, + "timestep_mean": 595.0, + "epsilon_norm": 3.6738154888153076, + "prediction_norm": 3.1513984203338623, + "timestamp": "2025-07-14T12:34:15.439459" + }, + { + "epoch": 1175, + "batch_idx": 0, + "loss": 0.3208571970462799, + "learning_rate": 0.00036427977506746286, + "timestep_mean": 541.84375, + "epsilon_norm": 6.799456596374512, + "prediction_norm": 5.6251397132873535, + "timestamp": "2025-07-14T12:34:15.444574" + }, + { + "epoch": 1175, + "batch_idx": 32, + "loss": 0.1781989336013794, + "learning_rate": 0.00036427977506746286, + "timestep_mean": 533.65625, + "epsilon_norm": 8.137776374816895, + "prediction_norm": 7.3536376953125, + "timestamp": "2025-07-14T12:34:15.449790" + }, + { + "epoch": 1175, + "batch_idx": 64, + "loss": 0.24164170026779175, + "learning_rate": 0.00036427977506746286, + "timestep_mean": 537.28125, + "epsilon_norm": 7.497895240783691, + "prediction_norm": 6.35562801361084, + "timestamp": "2025-07-14T12:34:15.455099" + }, + { + "epoch": 1175, + "batch_idx": 96, + "loss": 0.1473064422607422, + "learning_rate": 0.00036427977506746286, + "timestep_mean": 553.90625, + "epsilon_norm": 6.123415470123291, + "prediction_norm": 5.471944332122803, + "timestamp": "2025-07-14T12:34:15.460244" + }, + { + "epoch": 1175, + "batch_idx": 128, + "loss": 0.4334864020347595, + "learning_rate": 0.00036427977506746286, + "timestep_mean": 431.21875, + "epsilon_norm": 8.162331581115723, + "prediction_norm": 6.146798610687256, + "timestamp": "2025-07-14T12:34:15.465490" + }, + { + "epoch": 1175, + "batch_idx": 160, + "loss": 0.13460296392440796, + "learning_rate": 0.00036427977506746286, + "timestep_mean": 561.84375, + "epsilon_norm": 8.222442626953125, + "prediction_norm": 7.444718360900879, + "timestamp": "2025-07-14T12:34:15.470617" + }, + { + "epoch": 1175, + "batch_idx": 192, + "loss": 0.020664134994149208, + "learning_rate": 0.00036427977506746286, + "timestep_mean": 508.875, + "epsilon_norm": 4.619518280029297, + "prediction_norm": 4.41661262512207, + "timestamp": "2025-07-14T12:34:15.475583" + }, + { + "epoch": 1176, + "batch_idx": 0, + "loss": 0.459690660238266, + "learning_rate": 0.0003635240322413373, + "timestep_mean": 394.90625, + "epsilon_norm": 8.061210632324219, + "prediction_norm": 6.379417419433594, + "timestamp": "2025-07-14T12:34:15.480532" + }, + { + "epoch": 1176, + "batch_idx": 32, + "loss": 0.21485194563865662, + "learning_rate": 0.0003635240322413373, + "timestep_mean": 490.90625, + "epsilon_norm": 7.806380271911621, + "prediction_norm": 6.729038715362549, + "timestamp": "2025-07-14T12:34:15.485662" + }, + { + "epoch": 1176, + "batch_idx": 64, + "loss": 0.46140581369400024, + "learning_rate": 0.0003635240322413373, + "timestep_mean": 470.625, + "epsilon_norm": 8.519007682800293, + "prediction_norm": 6.506134986877441, + "timestamp": "2025-07-14T12:34:15.490898" + }, + { + "epoch": 1176, + "batch_idx": 96, + "loss": 0.25676870346069336, + "learning_rate": 0.0003635240322413373, + "timestep_mean": 485.96875, + "epsilon_norm": 6.978253364562988, + "prediction_norm": 5.978945732116699, + "timestamp": "2025-07-14T12:34:15.496001" + }, + { + "epoch": 1176, + "batch_idx": 128, + "loss": 0.26113662123680115, + "learning_rate": 0.0003635240322413373, + "timestep_mean": 503.71875, + "epsilon_norm": 7.850125312805176, + "prediction_norm": 6.473211765289307, + "timestamp": "2025-07-14T12:34:15.501077" + }, + { + "epoch": 1176, + "batch_idx": 160, + "loss": 0.13837385177612305, + "learning_rate": 0.0003635240322413373, + "timestep_mean": 492.59375, + "epsilon_norm": 8.057185173034668, + "prediction_norm": 7.288026809692383, + "timestamp": "2025-07-14T12:34:15.506267" + }, + { + "epoch": 1176, + "batch_idx": 192, + "loss": 0.34617888927459717, + "learning_rate": 0.0003635240322413373, + "timestep_mean": 434.25, + "epsilon_norm": 3.4685614109039307, + "prediction_norm": 2.937897205352783, + "timestamp": "2025-07-14T12:34:15.511418" + }, + { + "epoch": 1177, + "batch_idx": 0, + "loss": 0.30291521549224854, + "learning_rate": 0.0003627686261560957, + "timestep_mean": 481.25, + "epsilon_norm": 8.133402824401855, + "prediction_norm": 6.613412380218506, + "timestamp": "2025-07-14T12:34:15.516748" + }, + { + "epoch": 1177, + "batch_idx": 32, + "loss": 0.19470123946666718, + "learning_rate": 0.0003627686261560957, + "timestep_mean": 589.3125, + "epsilon_norm": 7.520481109619141, + "prediction_norm": 6.725641250610352, + "timestamp": "2025-07-14T12:34:15.521822" + }, + { + "epoch": 1177, + "batch_idx": 64, + "loss": 0.1691751629114151, + "learning_rate": 0.0003627686261560957, + "timestep_mean": 549.03125, + "epsilon_norm": 7.210637092590332, + "prediction_norm": 6.378321170806885, + "timestamp": "2025-07-14T12:34:15.526967" + }, + { + "epoch": 1177, + "batch_idx": 96, + "loss": 0.46076393127441406, + "learning_rate": 0.0003627686261560957, + "timestep_mean": 425.65625, + "epsilon_norm": 8.916184425354004, + "prediction_norm": 6.858921527862549, + "timestamp": "2025-07-14T12:34:15.532309" + }, + { + "epoch": 1177, + "batch_idx": 128, + "loss": 0.44248828291893005, + "learning_rate": 0.0003627686261560957, + "timestep_mean": 500.28125, + "epsilon_norm": 8.693214416503906, + "prediction_norm": 7.401769161224365, + "timestamp": "2025-07-14T12:34:15.537474" + }, + { + "epoch": 1177, + "batch_idx": 160, + "loss": 0.24987950921058655, + "learning_rate": 0.0003627686261560957, + "timestep_mean": 453.0625, + "epsilon_norm": 7.174893379211426, + "prediction_norm": 6.200425148010254, + "timestamp": "2025-07-14T12:34:15.542677" + }, + { + "epoch": 1177, + "batch_idx": 192, + "loss": 0.25082314014434814, + "learning_rate": 0.0003627686261560957, + "timestep_mean": 343.375, + "epsilon_norm": 1.9132442474365234, + "prediction_norm": 1.7921062707901, + "timestamp": "2025-07-14T12:34:15.547891" + }, + { + "epoch": 1178, + "batch_idx": 0, + "loss": 0.19893696904182434, + "learning_rate": 0.00036201355867562725, + "timestep_mean": 472.53125, + "epsilon_norm": 6.386943817138672, + "prediction_norm": 5.232665061950684, + "timestamp": "2025-07-14T12:34:15.553036" + }, + { + "epoch": 1178, + "batch_idx": 32, + "loss": 0.25171154737472534, + "learning_rate": 0.00036201355867562725, + "timestep_mean": 487.5, + "epsilon_norm": 8.427906036376953, + "prediction_norm": 6.875681400299072, + "timestamp": "2025-07-14T12:34:15.558415" + }, + { + "epoch": 1178, + "batch_idx": 64, + "loss": 0.2954990863800049, + "learning_rate": 0.00036201355867562725, + "timestep_mean": 459.90625, + "epsilon_norm": 8.381016731262207, + "prediction_norm": 6.505651473999023, + "timestamp": "2025-07-14T12:34:15.563602" + }, + { + "epoch": 1178, + "batch_idx": 96, + "loss": 0.23957456648349762, + "learning_rate": 0.00036201355867562725, + "timestep_mean": 491.1875, + "epsilon_norm": 7.619044303894043, + "prediction_norm": 6.563478946685791, + "timestamp": "2025-07-14T12:34:15.568714" + }, + { + "epoch": 1178, + "batch_idx": 128, + "loss": 0.18830937147140503, + "learning_rate": 0.00036201355867562725, + "timestep_mean": 606.5625, + "epsilon_norm": 8.078731536865234, + "prediction_norm": 7.223454475402832, + "timestamp": "2025-07-14T12:34:15.573877" + }, + { + "epoch": 1178, + "batch_idx": 160, + "loss": 0.2658129930496216, + "learning_rate": 0.00036201355867562725, + "timestep_mean": 508.53125, + "epsilon_norm": 7.131824016571045, + "prediction_norm": 6.115312099456787, + "timestamp": "2025-07-14T12:34:15.579073" + }, + { + "epoch": 1178, + "batch_idx": 192, + "loss": 0.35243648290634155, + "learning_rate": 0.00036201355867562725, + "timestep_mean": 332.5, + "epsilon_norm": 3.5123941898345947, + "prediction_norm": 2.1971797943115234, + "timestamp": "2025-07-14T12:34:15.584362" + }, + { + "epoch": 1179, + "batch_idx": 0, + "loss": 0.44159233570098877, + "learning_rate": 0.00036125883166298586, + "timestep_mean": 471.09375, + "epsilon_norm": 7.464484214782715, + "prediction_norm": 5.682823657989502, + "timestamp": "2025-07-14T12:34:15.589492" + }, + { + "epoch": 1179, + "batch_idx": 32, + "loss": 0.1712890863418579, + "learning_rate": 0.00036125883166298586, + "timestep_mean": 530.28125, + "epsilon_norm": 7.154696941375732, + "prediction_norm": 6.606939792633057, + "timestamp": "2025-07-14T12:34:15.594605" + }, + { + "epoch": 1179, + "batch_idx": 64, + "loss": 0.0789453461766243, + "learning_rate": 0.00036125883166298586, + "timestep_mean": 647.40625, + "epsilon_norm": 7.839488983154297, + "prediction_norm": 7.719263553619385, + "timestamp": "2025-07-14T12:34:15.600017" + }, + { + "epoch": 1179, + "batch_idx": 96, + "loss": 0.10958515107631683, + "learning_rate": 0.00036125883166298586, + "timestep_mean": 521.28125, + "epsilon_norm": 6.649819374084473, + "prediction_norm": 6.180475234985352, + "timestamp": "2025-07-14T12:34:15.605304" + }, + { + "epoch": 1179, + "batch_idx": 128, + "loss": 0.2989153265953064, + "learning_rate": 0.00036125883166298586, + "timestep_mean": 499.03125, + "epsilon_norm": 8.179405212402344, + "prediction_norm": 7.1670451164245605, + "timestamp": "2025-07-14T12:34:15.610458" + }, + { + "epoch": 1179, + "batch_idx": 160, + "loss": 0.3479979336261749, + "learning_rate": 0.00036125883166298586, + "timestep_mean": 559.875, + "epsilon_norm": 8.742907524108887, + "prediction_norm": 6.954400539398193, + "timestamp": "2025-07-14T12:34:15.615821" + }, + { + "epoch": 1179, + "batch_idx": 192, + "loss": 0.30408042669296265, + "learning_rate": 0.00036125883166298586, + "timestep_mean": 422.125, + "epsilon_norm": 3.8934693336486816, + "prediction_norm": 2.5743918418884277, + "timestamp": "2025-07-14T12:34:15.621026" + }, + { + "epoch": 1180, + "batch_idx": 0, + "loss": 0.19807232916355133, + "learning_rate": 0.00036050444698038526, + "timestep_mean": 445.5, + "epsilon_norm": 6.529854774475098, + "prediction_norm": 5.685409069061279, + "timestamp": "2025-07-14T12:34:15.626103" + }, + { + "epoch": 1180, + "batch_idx": 32, + "loss": 0.25339776277542114, + "learning_rate": 0.00036050444698038526, + "timestep_mean": 434.9375, + "epsilon_norm": 8.516393661499023, + "prediction_norm": 7.546154975891113, + "timestamp": "2025-07-14T12:34:15.631353" + }, + { + "epoch": 1180, + "batch_idx": 64, + "loss": 0.2245979607105255, + "learning_rate": 0.00036050444698038526, + "timestep_mean": 453.1875, + "epsilon_norm": 7.729759693145752, + "prediction_norm": 7.225508213043213, + "timestamp": "2025-07-14T12:34:15.636530" + }, + { + "epoch": 1180, + "batch_idx": 96, + "loss": 0.3912833631038666, + "learning_rate": 0.00036050444698038526, + "timestep_mean": 409.25, + "epsilon_norm": 7.750895023345947, + "prediction_norm": 5.9598259925842285, + "timestamp": "2025-07-14T12:34:15.641839" + }, + { + "epoch": 1180, + "batch_idx": 128, + "loss": 0.3426677882671356, + "learning_rate": 0.00036050444698038526, + "timestep_mean": 404.3125, + "epsilon_norm": 6.341436862945557, + "prediction_norm": 4.935882568359375, + "timestamp": "2025-07-14T12:34:15.647006" + }, + { + "epoch": 1180, + "batch_idx": 160, + "loss": 0.33987414836883545, + "learning_rate": 0.00036050444698038526, + "timestep_mean": 472.0, + "epsilon_norm": 8.595949172973633, + "prediction_norm": 6.435004234313965, + "timestamp": "2025-07-14T12:34:15.652286" + }, + { + "epoch": 1180, + "batch_idx": 192, + "loss": 1.0076966285705566, + "learning_rate": 0.00036050444698038526, + "timestep_mean": 402.125, + "epsilon_norm": 4.755548000335693, + "prediction_norm": 3.435889482498169, + "timestamp": "2025-07-14T12:34:15.657446" + }, + { + "epoch": 1181, + "batch_idx": 0, + "loss": 0.10333116352558136, + "learning_rate": 0.00035975040648919516, + "timestep_mean": 567.46875, + "epsilon_norm": 7.233031749725342, + "prediction_norm": 7.030955791473389, + "timestamp": "2025-07-14T12:34:15.662597" + }, + { + "epoch": 1181, + "batch_idx": 32, + "loss": 0.1809222549200058, + "learning_rate": 0.00035975040648919516, + "timestep_mean": 585.46875, + "epsilon_norm": 7.644955635070801, + "prediction_norm": 7.0247883796691895, + "timestamp": "2025-07-14T12:34:15.667751" + }, + { + "epoch": 1181, + "batch_idx": 64, + "loss": 0.2755280137062073, + "learning_rate": 0.00035975040648919516, + "timestep_mean": 444.21875, + "epsilon_norm": 8.138009071350098, + "prediction_norm": 6.786985874176025, + "timestamp": "2025-07-14T12:34:15.672938" + }, + { + "epoch": 1181, + "batch_idx": 96, + "loss": 0.38323286175727844, + "learning_rate": 0.00035975040648919516, + "timestep_mean": 411.09375, + "epsilon_norm": 8.3347806930542, + "prediction_norm": 6.954845905303955, + "timestamp": "2025-07-14T12:34:15.678130" + }, + { + "epoch": 1181, + "batch_idx": 128, + "loss": 0.25638777017593384, + "learning_rate": 0.00035975040648919516, + "timestep_mean": 482.46875, + "epsilon_norm": 8.566028594970703, + "prediction_norm": 7.5181169509887695, + "timestamp": "2025-07-14T12:34:15.683430" + }, + { + "epoch": 1181, + "batch_idx": 160, + "loss": 0.2625959515571594, + "learning_rate": 0.00035975040648919516, + "timestep_mean": 525.78125, + "epsilon_norm": 7.6417012214660645, + "prediction_norm": 6.902070045471191, + "timestamp": "2025-07-14T12:34:15.688702" + }, + { + "epoch": 1181, + "batch_idx": 192, + "loss": 0.26646000146865845, + "learning_rate": 0.00035975040648919516, + "timestep_mean": 390.5, + "epsilon_norm": 4.707700729370117, + "prediction_norm": 3.7376773357391357, + "timestamp": "2025-07-14T12:34:15.693932" + }, + { + "epoch": 1182, + "batch_idx": 0, + "loss": 0.3628047704696655, + "learning_rate": 0.0003589967120499353, + "timestep_mean": 411.34375, + "epsilon_norm": 8.58039379119873, + "prediction_norm": 6.497225761413574, + "timestamp": "2025-07-14T12:34:15.699007" + }, + { + "epoch": 1182, + "batch_idx": 32, + "loss": 0.17790120840072632, + "learning_rate": 0.0003589967120499353, + "timestep_mean": 470.28125, + "epsilon_norm": 7.147416114807129, + "prediction_norm": 6.324285507202148, + "timestamp": "2025-07-14T12:34:15.704244" + }, + { + "epoch": 1182, + "batch_idx": 64, + "loss": 0.3212125897407532, + "learning_rate": 0.0003589967120499353, + "timestep_mean": 436.125, + "epsilon_norm": 9.886059761047363, + "prediction_norm": 7.940434455871582, + "timestamp": "2025-07-14T12:34:15.709352" + }, + { + "epoch": 1182, + "batch_idx": 96, + "loss": 0.20638932287693024, + "learning_rate": 0.0003589967120499353, + "timestep_mean": 448.0625, + "epsilon_norm": 8.735284805297852, + "prediction_norm": 8.699197769165039, + "timestamp": "2025-07-14T12:34:15.714574" + }, + { + "epoch": 1182, + "batch_idx": 128, + "loss": 0.08452323079109192, + "learning_rate": 0.0003589967120499353, + "timestep_mean": 532.59375, + "epsilon_norm": 7.846978187561035, + "prediction_norm": 7.315117835998535, + "timestamp": "2025-07-14T12:34:15.719684" + }, + { + "epoch": 1182, + "batch_idx": 160, + "loss": 0.21708372235298157, + "learning_rate": 0.0003589967120499353, + "timestep_mean": 543.3125, + "epsilon_norm": 8.778016090393066, + "prediction_norm": 8.089606285095215, + "timestamp": "2025-07-14T12:34:15.724807" + }, + { + "epoch": 1182, + "batch_idx": 192, + "loss": 0.12484552711248398, + "learning_rate": 0.0003589967120499353, + "timestep_mean": 650.75, + "epsilon_norm": 4.321878433227539, + "prediction_norm": 3.5229039192199707, + "timestamp": "2025-07-14T12:34:15.730085" + }, + { + "epoch": 1183, + "batch_idx": 0, + "loss": 0.29538118839263916, + "learning_rate": 0.0003582433655222717, + "timestep_mean": 500.34375, + "epsilon_norm": 7.7885308265686035, + "prediction_norm": 6.799500942230225, + "timestamp": "2025-07-14T12:34:15.735363" + }, + { + "epoch": 1183, + "batch_idx": 32, + "loss": 0.3385058641433716, + "learning_rate": 0.0003582433655222717, + "timestep_mean": 515.71875, + "epsilon_norm": 8.011534690856934, + "prediction_norm": 6.242049217224121, + "timestamp": "2025-07-14T12:34:15.740435" + }, + { + "epoch": 1183, + "batch_idx": 64, + "loss": 0.19698473811149597, + "learning_rate": 0.0003582433655222717, + "timestep_mean": 521.3125, + "epsilon_norm": 7.409279823303223, + "prediction_norm": 6.287320613861084, + "timestamp": "2025-07-14T12:34:15.745628" + }, + { + "epoch": 1183, + "batch_idx": 96, + "loss": 0.20898520946502686, + "learning_rate": 0.0003582433655222717, + "timestep_mean": 485.65625, + "epsilon_norm": 7.135379314422607, + "prediction_norm": 5.855440616607666, + "timestamp": "2025-07-14T12:34:15.750926" + }, + { + "epoch": 1183, + "batch_idx": 128, + "loss": 0.1341322958469391, + "learning_rate": 0.0003582433655222717, + "timestep_mean": 503.90625, + "epsilon_norm": 7.2364301681518555, + "prediction_norm": 6.927794456481934, + "timestamp": "2025-07-14T12:34:15.756061" + }, + { + "epoch": 1183, + "batch_idx": 160, + "loss": 0.30061569809913635, + "learning_rate": 0.0003582433655222717, + "timestep_mean": 522.71875, + "epsilon_norm": 8.522115707397461, + "prediction_norm": 6.9713921546936035, + "timestamp": "2025-07-14T12:34:15.761318" + }, + { + "epoch": 1183, + "batch_idx": 192, + "loss": 0.17997035384178162, + "learning_rate": 0.0003582433655222717, + "timestep_mean": 428.75, + "epsilon_norm": 3.734675884246826, + "prediction_norm": 3.0462422370910645, + "timestamp": "2025-07-14T12:34:15.766525" + }, + { + "epoch": 1184, + "batch_idx": 0, + "loss": 0.2725642919540405, + "learning_rate": 0.00035749036876501193, + "timestep_mean": 434.1875, + "epsilon_norm": 8.465812683105469, + "prediction_norm": 7.023247241973877, + "timestamp": "2025-07-14T12:34:15.771679" + }, + { + "epoch": 1184, + "batch_idx": 32, + "loss": 0.21121451258659363, + "learning_rate": 0.00035749036876501193, + "timestep_mean": 466.3125, + "epsilon_norm": 7.277395725250244, + "prediction_norm": 7.053367614746094, + "timestamp": "2025-07-14T12:34:15.776866" + }, + { + "epoch": 1184, + "batch_idx": 64, + "loss": 0.31993234157562256, + "learning_rate": 0.00035749036876501193, + "timestep_mean": 509.8125, + "epsilon_norm": 6.7866950035095215, + "prediction_norm": 5.873301029205322, + "timestamp": "2025-07-14T12:34:15.782015" + }, + { + "epoch": 1184, + "batch_idx": 96, + "loss": 0.30453163385391235, + "learning_rate": 0.00035749036876501193, + "timestep_mean": 551.71875, + "epsilon_norm": 8.066330909729004, + "prediction_norm": 6.325438976287842, + "timestamp": "2025-07-14T12:34:15.787173" + }, + { + "epoch": 1184, + "batch_idx": 128, + "loss": 0.5527340173721313, + "learning_rate": 0.00035749036876501193, + "timestep_mean": 448.53125, + "epsilon_norm": 7.616246223449707, + "prediction_norm": 5.662799835205078, + "timestamp": "2025-07-14T12:34:15.792656" + }, + { + "epoch": 1184, + "batch_idx": 160, + "loss": 0.32286375761032104, + "learning_rate": 0.00035749036876501193, + "timestep_mean": 376.21875, + "epsilon_norm": 8.175020217895508, + "prediction_norm": 6.469337463378906, + "timestamp": "2025-07-14T12:34:15.797702" + }, + { + "epoch": 1184, + "batch_idx": 192, + "loss": 0.08268748223781586, + "learning_rate": 0.00035749036876501193, + "timestep_mean": 495.75, + "epsilon_norm": 2.9194064140319824, + "prediction_norm": 2.7283921241760254, + "timestamp": "2025-07-14T12:34:15.802924" + }, + { + "epoch": 1185, + "batch_idx": 0, + "loss": 0.1522403359413147, + "learning_rate": 0.0003567377236361009, + "timestep_mean": 499.21875, + "epsilon_norm": 7.699370861053467, + "prediction_norm": 6.958256244659424, + "timestamp": "2025-07-14T12:34:15.807969" + }, + { + "epoch": 1185, + "batch_idx": 32, + "loss": 0.26626500487327576, + "learning_rate": 0.0003567377236361009, + "timestep_mean": 568.4375, + "epsilon_norm": 8.682147026062012, + "prediction_norm": 7.16727876663208, + "timestamp": "2025-07-14T12:34:15.813105" + }, + { + "epoch": 1185, + "batch_idx": 64, + "loss": 0.29610949754714966, + "learning_rate": 0.0003567377236361009, + "timestep_mean": 423.75, + "epsilon_norm": 7.059660911560059, + "prediction_norm": 5.58003044128418, + "timestamp": "2025-07-14T12:34:15.818339" + }, + { + "epoch": 1185, + "batch_idx": 96, + "loss": 0.3030385971069336, + "learning_rate": 0.0003567377236361009, + "timestep_mean": 397.6875, + "epsilon_norm": 6.942263603210449, + "prediction_norm": 5.305019378662109, + "timestamp": "2025-07-14T12:34:15.823387" + }, + { + "epoch": 1185, + "batch_idx": 128, + "loss": 0.34297195076942444, + "learning_rate": 0.0003567377236361009, + "timestep_mean": 436.15625, + "epsilon_norm": 6.208421230316162, + "prediction_norm": 5.015868186950684, + "timestamp": "2025-07-14T12:34:15.828542" + }, + { + "epoch": 1185, + "batch_idx": 160, + "loss": 0.31220245361328125, + "learning_rate": 0.0003567377236361009, + "timestep_mean": 453.9375, + "epsilon_norm": 6.834563255310059, + "prediction_norm": 5.289247035980225, + "timestamp": "2025-07-14T12:34:15.833781" + }, + { + "epoch": 1185, + "batch_idx": 192, + "loss": 0.452705979347229, + "learning_rate": 0.0003567377236361009, + "timestep_mean": 435.125, + "epsilon_norm": 3.931983709335327, + "prediction_norm": 2.5940234661102295, + "timestamp": "2025-07-14T12:34:15.838922" + }, + { + "epoch": 1186, + "batch_idx": 0, + "loss": 0.28336483240127563, + "learning_rate": 0.00035598543199261547, + "timestep_mean": 462.90625, + "epsilon_norm": 7.549399375915527, + "prediction_norm": 6.405792236328125, + "timestamp": "2025-07-14T12:34:15.844187" + }, + { + "epoch": 1186, + "batch_idx": 32, + "loss": 0.2623859643936157, + "learning_rate": 0.00035598543199261547, + "timestep_mean": 450.75, + "epsilon_norm": 8.13310432434082, + "prediction_norm": 7.016626834869385, + "timestamp": "2025-07-14T12:34:15.849470" + }, + { + "epoch": 1186, + "batch_idx": 64, + "loss": 0.22943942248821259, + "learning_rate": 0.00035598543199261547, + "timestep_mean": 463.1875, + "epsilon_norm": 7.652708530426025, + "prediction_norm": 6.251662731170654, + "timestamp": "2025-07-14T12:34:15.854694" + }, + { + "epoch": 1186, + "batch_idx": 96, + "loss": 0.23566511273384094, + "learning_rate": 0.00035598543199261547, + "timestep_mean": 494.28125, + "epsilon_norm": 8.968049049377441, + "prediction_norm": 7.962143421173096, + "timestamp": "2025-07-14T12:34:15.859848" + }, + { + "epoch": 1186, + "batch_idx": 128, + "loss": 0.32234668731689453, + "learning_rate": 0.00035598543199261547, + "timestep_mean": 484.0625, + "epsilon_norm": 7.807890892028809, + "prediction_norm": 5.997128963470459, + "timestamp": "2025-07-14T12:34:15.865016" + }, + { + "epoch": 1186, + "batch_idx": 160, + "loss": 0.24576710164546967, + "learning_rate": 0.00035598543199261547, + "timestep_mean": 569.5625, + "epsilon_norm": 7.23258638381958, + "prediction_norm": 6.722074508666992, + "timestamp": "2025-07-14T12:34:15.870223" + }, + { + "epoch": 1186, + "batch_idx": 192, + "loss": 0.2774256467819214, + "learning_rate": 0.00035598543199261547, + "timestep_mean": 535.375, + "epsilon_norm": 4.633397102355957, + "prediction_norm": 3.594233274459839, + "timestamp": "2025-07-14T12:34:15.875221" + }, + { + "epoch": 1187, + "batch_idx": 0, + "loss": 0.21437300741672516, + "learning_rate": 0.0003552334956907604, + "timestep_mean": 585.59375, + "epsilon_norm": 7.986095905303955, + "prediction_norm": 6.830775260925293, + "timestamp": "2025-07-14T12:34:15.880387" + }, + { + "epoch": 1187, + "batch_idx": 32, + "loss": 0.1852286458015442, + "learning_rate": 0.0003552334956907604, + "timestep_mean": 579.8125, + "epsilon_norm": 7.580905437469482, + "prediction_norm": 6.6672234535217285, + "timestamp": "2025-07-14T12:34:15.885609" + }, + { + "epoch": 1187, + "batch_idx": 64, + "loss": 0.23594330251216888, + "learning_rate": 0.0003552334956907604, + "timestep_mean": 541.15625, + "epsilon_norm": 8.939801216125488, + "prediction_norm": 8.283823013305664, + "timestamp": "2025-07-14T12:34:15.890868" + }, + { + "epoch": 1187, + "batch_idx": 96, + "loss": 0.4438285827636719, + "learning_rate": 0.0003552334956907604, + "timestep_mean": 356.21875, + "epsilon_norm": 9.179534912109375, + "prediction_norm": 6.914984703063965, + "timestamp": "2025-07-14T12:34:15.895985" + }, + { + "epoch": 1187, + "batch_idx": 128, + "loss": 0.17693930864334106, + "learning_rate": 0.0003552334956907604, + "timestep_mean": 619.09375, + "epsilon_norm": 8.00247573852539, + "prediction_norm": 7.512065887451172, + "timestamp": "2025-07-14T12:34:15.901103" + }, + { + "epoch": 1187, + "batch_idx": 160, + "loss": 0.27120932936668396, + "learning_rate": 0.0003552334956907604, + "timestep_mean": 527.25, + "epsilon_norm": 8.551826477050781, + "prediction_norm": 7.3860554695129395, + "timestamp": "2025-07-14T12:34:15.906309" + }, + { + "epoch": 1187, + "batch_idx": 192, + "loss": 0.24968385696411133, + "learning_rate": 0.0003552334956907604, + "timestep_mean": 381.75, + "epsilon_norm": 4.3024773597717285, + "prediction_norm": 3.5025668144226074, + "timestamp": "2025-07-14T12:34:15.911392" + }, + { + "epoch": 1188, + "batch_idx": 0, + "loss": 0.28514549136161804, + "learning_rate": 0.0003544819165858641, + "timestep_mean": 512.125, + "epsilon_norm": 6.654361248016357, + "prediction_norm": 5.692826271057129, + "timestamp": "2025-07-14T12:34:15.916510" + }, + { + "epoch": 1188, + "batch_idx": 32, + "loss": 0.19823166728019714, + "learning_rate": 0.0003544819165858641, + "timestep_mean": 523.8125, + "epsilon_norm": 7.8500657081604, + "prediction_norm": 7.283463954925537, + "timestamp": "2025-07-14T12:34:15.921799" + }, + { + "epoch": 1188, + "batch_idx": 64, + "loss": 0.3368406593799591, + "learning_rate": 0.0003544819165858641, + "timestep_mean": 396.625, + "epsilon_norm": 7.828498363494873, + "prediction_norm": 7.2451348304748535, + "timestamp": "2025-07-14T12:34:15.926984" + }, + { + "epoch": 1188, + "batch_idx": 96, + "loss": 0.4005107283592224, + "learning_rate": 0.0003544819165858641, + "timestep_mean": 471.40625, + "epsilon_norm": 8.476791381835938, + "prediction_norm": 6.976410865783691, + "timestamp": "2025-07-14T12:34:15.932117" + }, + { + "epoch": 1188, + "batch_idx": 128, + "loss": 0.23020221292972565, + "learning_rate": 0.0003544819165858641, + "timestep_mean": 490.4375, + "epsilon_norm": 7.242090702056885, + "prediction_norm": 6.885230541229248, + "timestamp": "2025-07-14T12:34:15.937239" + }, + { + "epoch": 1188, + "batch_idx": 160, + "loss": 0.23484262824058533, + "learning_rate": 0.0003544819165858641, + "timestep_mean": 507.0, + "epsilon_norm": 7.959923267364502, + "prediction_norm": 7.16463565826416, + "timestamp": "2025-07-14T12:34:15.942412" + }, + { + "epoch": 1188, + "batch_idx": 192, + "loss": 0.30348077416419983, + "learning_rate": 0.0003544819165858641, + "timestep_mean": 516.5, + "epsilon_norm": 4.267904758453369, + "prediction_norm": 3.596341848373413, + "timestamp": "2025-07-14T12:34:15.947517" + }, + { + "epoch": 1189, + "batch_idx": 0, + "loss": 0.2780744731426239, + "learning_rate": 0.0003537306965323731, + "timestep_mean": 468.03125, + "epsilon_norm": 9.137495040893555, + "prediction_norm": 8.261375427246094, + "timestamp": "2025-07-14T12:34:15.952698" + }, + { + "epoch": 1189, + "batch_idx": 32, + "loss": 0.3567764163017273, + "learning_rate": 0.0003537306965323731, + "timestep_mean": 468.59375, + "epsilon_norm": 8.691620826721191, + "prediction_norm": 7.288072109222412, + "timestamp": "2025-07-14T12:34:15.957936" + }, + { + "epoch": 1189, + "batch_idx": 64, + "loss": 0.1571895182132721, + "learning_rate": 0.0003537306965323731, + "timestep_mean": 483.78125, + "epsilon_norm": 8.473520278930664, + "prediction_norm": 7.979373455047607, + "timestamp": "2025-07-14T12:34:15.963268" + }, + { + "epoch": 1189, + "batch_idx": 96, + "loss": 0.16280090808868408, + "learning_rate": 0.0003537306965323731, + "timestep_mean": 534.8125, + "epsilon_norm": 8.6964693069458, + "prediction_norm": 8.038087844848633, + "timestamp": "2025-07-14T12:34:15.968395" + }, + { + "epoch": 1189, + "batch_idx": 128, + "loss": 0.2290543019771576, + "learning_rate": 0.0003537306965323731, + "timestep_mean": 443.9375, + "epsilon_norm": 7.326386451721191, + "prediction_norm": 6.140668869018555, + "timestamp": "2025-07-14T12:34:15.973561" + }, + { + "epoch": 1189, + "batch_idx": 160, + "loss": 0.30399277806282043, + "learning_rate": 0.0003537306965323731, + "timestep_mean": 478.21875, + "epsilon_norm": 7.989330768585205, + "prediction_norm": 6.8010430335998535, + "timestamp": "2025-07-14T12:34:15.978820" + }, + { + "epoch": 1189, + "batch_idx": 192, + "loss": 0.11749182641506195, + "learning_rate": 0.0003537306965323731, + "timestep_mean": 612.75, + "epsilon_norm": 3.851360559463501, + "prediction_norm": 3.2111446857452393, + "timestamp": "2025-07-14T12:34:15.983847" + }, + { + "epoch": 1190, + "batch_idx": 0, + "loss": 0.1258390247821808, + "learning_rate": 0.00035297983738384814, + "timestep_mean": 510.5625, + "epsilon_norm": 6.061405658721924, + "prediction_norm": 5.338322639465332, + "timestamp": "2025-07-14T12:34:15.988956" + }, + { + "epoch": 1190, + "batch_idx": 32, + "loss": 0.24974358081817627, + "learning_rate": 0.00035297983738384814, + "timestep_mean": 566.71875, + "epsilon_norm": 7.68543004989624, + "prediction_norm": 6.399723529815674, + "timestamp": "2025-07-14T12:34:15.994137" + }, + { + "epoch": 1190, + "batch_idx": 64, + "loss": 0.22106188535690308, + "learning_rate": 0.00035297983738384814, + "timestep_mean": 452.625, + "epsilon_norm": 7.428075313568115, + "prediction_norm": 6.024657249450684, + "timestamp": "2025-07-14T12:34:15.999379" + }, + { + "epoch": 1190, + "batch_idx": 96, + "loss": 0.33875319361686707, + "learning_rate": 0.00035297983738384814, + "timestep_mean": 452.40625, + "epsilon_norm": 8.270766258239746, + "prediction_norm": 6.99353551864624, + "timestamp": "2025-07-14T12:34:16.004669" + }, + { + "epoch": 1190, + "batch_idx": 128, + "loss": 0.32790079712867737, + "learning_rate": 0.00035297983738384814, + "timestep_mean": 461.59375, + "epsilon_norm": 8.206168174743652, + "prediction_norm": 7.1046037673950195, + "timestamp": "2025-07-14T12:34:16.009639" + }, + { + "epoch": 1190, + "batch_idx": 160, + "loss": 0.2302725911140442, + "learning_rate": 0.00035297983738384814, + "timestep_mean": 546.8125, + "epsilon_norm": 7.685558319091797, + "prediction_norm": 6.41654109954834, + "timestamp": "2025-07-14T12:34:16.014532" + }, + { + "epoch": 1190, + "batch_idx": 192, + "loss": 0.10272238403558731, + "learning_rate": 0.00035297983738384814, + "timestep_mean": 651.625, + "epsilon_norm": 5.542036533355713, + "prediction_norm": 5.212698936462402, + "timestamp": "2025-07-14T12:34:16.019342" + }, + { + "epoch": 1191, + "batch_idx": 0, + "loss": 0.3421098589897156, + "learning_rate": 0.0003522293409929596, + "timestep_mean": 519.46875, + "epsilon_norm": 7.2421135902404785, + "prediction_norm": 6.231999397277832, + "timestamp": "2025-07-14T12:34:16.024222" + }, + { + "epoch": 1191, + "batch_idx": 32, + "loss": 0.3486846685409546, + "learning_rate": 0.0003522293409929596, + "timestep_mean": 618.375, + "epsilon_norm": 9.131879806518555, + "prediction_norm": 7.744691371917725, + "timestamp": "2025-07-14T12:34:16.029161" + }, + { + "epoch": 1191, + "batch_idx": 64, + "loss": 0.3183842897415161, + "learning_rate": 0.0003522293409929596, + "timestep_mean": 497.21875, + "epsilon_norm": 8.041301727294922, + "prediction_norm": 6.496700286865234, + "timestamp": "2025-07-14T12:34:16.034109" + }, + { + "epoch": 1191, + "batch_idx": 96, + "loss": 0.14694394171237946, + "learning_rate": 0.0003522293409929596, + "timestep_mean": 566.25, + "epsilon_norm": 7.534566879272461, + "prediction_norm": 6.223735809326172, + "timestamp": "2025-07-14T12:34:16.039055" + }, + { + "epoch": 1191, + "batch_idx": 128, + "loss": 0.4513983428478241, + "learning_rate": 0.0003522293409929596, + "timestep_mean": 470.0625, + "epsilon_norm": 8.657470703125, + "prediction_norm": 6.648598670959473, + "timestamp": "2025-07-14T12:34:16.043881" + }, + { + "epoch": 1191, + "batch_idx": 160, + "loss": 0.31108248233795166, + "learning_rate": 0.0003522293409929596, + "timestep_mean": 479.0625, + "epsilon_norm": 9.919942855834961, + "prediction_norm": 8.238197326660156, + "timestamp": "2025-07-14T12:34:16.048719" + }, + { + "epoch": 1191, + "batch_idx": 192, + "loss": 0.39888375997543335, + "learning_rate": 0.0003522293409929596, + "timestep_mean": 350.25, + "epsilon_norm": 4.171975612640381, + "prediction_norm": 3.622957468032837, + "timestamp": "2025-07-14T12:34:16.053578" + }, + { + "epoch": 1192, + "batch_idx": 0, + "loss": 0.19544154405593872, + "learning_rate": 0.0003514792092114826, + "timestep_mean": 447.78125, + "epsilon_norm": 7.067167282104492, + "prediction_norm": 6.276608943939209, + "timestamp": "2025-07-14T12:34:16.058529" + }, + { + "epoch": 1192, + "batch_idx": 32, + "loss": 0.2467646598815918, + "learning_rate": 0.0003514792092114826, + "timestep_mean": 459.6875, + "epsilon_norm": 8.448650360107422, + "prediction_norm": 7.2782440185546875, + "timestamp": "2025-07-14T12:34:16.063401" + }, + { + "epoch": 1192, + "batch_idx": 64, + "loss": 0.4316079616546631, + "learning_rate": 0.0003514792092114826, + "timestep_mean": 454.65625, + "epsilon_norm": 8.783044815063477, + "prediction_norm": 7.137266159057617, + "timestamp": "2025-07-14T12:34:16.068286" + }, + { + "epoch": 1192, + "batch_idx": 96, + "loss": 0.07845597714185715, + "learning_rate": 0.0003514792092114826, + "timestep_mean": 596.65625, + "epsilon_norm": 7.237146377563477, + "prediction_norm": 6.855554580688477, + "timestamp": "2025-07-14T12:34:16.073100" + }, + { + "epoch": 1192, + "batch_idx": 128, + "loss": 0.15432409942150116, + "learning_rate": 0.0003514792092114826, + "timestep_mean": 463.125, + "epsilon_norm": 7.8759446144104, + "prediction_norm": 7.6647539138793945, + "timestamp": "2025-07-14T12:34:16.077929" + }, + { + "epoch": 1192, + "batch_idx": 160, + "loss": 0.18554770946502686, + "learning_rate": 0.0003514792092114826, + "timestep_mean": 595.0625, + "epsilon_norm": 7.561648368835449, + "prediction_norm": 7.422065258026123, + "timestamp": "2025-07-14T12:34:16.082732" + }, + { + "epoch": 1192, + "batch_idx": 192, + "loss": 0.4392682909965515, + "learning_rate": 0.0003514792092114826, + "timestep_mean": 563.75, + "epsilon_norm": 4.570335388183594, + "prediction_norm": 2.971907138824463, + "timestamp": "2025-07-14T12:34:16.087642" + }, + { + "epoch": 1193, + "batch_idx": 0, + "loss": 0.18600918352603912, + "learning_rate": 0.000350729443890293, + "timestep_mean": 524.0, + "epsilon_norm": 7.705532550811768, + "prediction_norm": 7.49146842956543, + "timestamp": "2025-07-14T12:34:16.092536" + }, + { + "epoch": 1193, + "batch_idx": 32, + "loss": 0.23290923237800598, + "learning_rate": 0.000350729443890293, + "timestep_mean": 498.3125, + "epsilon_norm": 8.213894844055176, + "prediction_norm": 6.79178524017334, + "timestamp": "2025-07-14T12:34:16.097354" + }, + { + "epoch": 1193, + "batch_idx": 64, + "loss": 0.19550101459026337, + "learning_rate": 0.000350729443890293, + "timestep_mean": 504.96875, + "epsilon_norm": 7.939987659454346, + "prediction_norm": 7.151980400085449, + "timestamp": "2025-07-14T12:34:16.102215" + }, + { + "epoch": 1193, + "batch_idx": 96, + "loss": 0.3796963095664978, + "learning_rate": 0.000350729443890293, + "timestep_mean": 517.875, + "epsilon_norm": 8.74980640411377, + "prediction_norm": 6.663187026977539, + "timestamp": "2025-07-14T12:34:16.107084" + }, + { + "epoch": 1193, + "batch_idx": 128, + "loss": 0.23181281983852386, + "learning_rate": 0.000350729443890293, + "timestep_mean": 622.28125, + "epsilon_norm": 7.869236469268799, + "prediction_norm": 7.614656925201416, + "timestamp": "2025-07-14T12:34:16.111936" + }, + { + "epoch": 1193, + "batch_idx": 160, + "loss": 0.26577869057655334, + "learning_rate": 0.000350729443890293, + "timestep_mean": 537.96875, + "epsilon_norm": 7.6718010902404785, + "prediction_norm": 6.8881449699401855, + "timestamp": "2025-07-14T12:34:16.116897" + }, + { + "epoch": 1193, + "batch_idx": 192, + "loss": 0.31732961535453796, + "learning_rate": 0.000350729443890293, + "timestep_mean": 419.875, + "epsilon_norm": 4.4910759925842285, + "prediction_norm": 3.6942684650421143, + "timestamp": "2025-07-14T12:34:16.121772" + }, + { + "epoch": 1194, + "batch_idx": 0, + "loss": 0.18353918194770813, + "learning_rate": 0.000349980046879362, + "timestep_mean": 551.625, + "epsilon_norm": 7.4115447998046875, + "prediction_norm": 6.5778021812438965, + "timestamp": "2025-07-14T12:34:16.126653" + }, + { + "epoch": 1194, + "batch_idx": 32, + "loss": 0.3970922827720642, + "learning_rate": 0.000349980046879362, + "timestep_mean": 495.34375, + "epsilon_norm": 7.199082374572754, + "prediction_norm": 6.444259166717529, + "timestamp": "2025-07-14T12:34:16.131515" + }, + { + "epoch": 1194, + "batch_idx": 64, + "loss": 0.22188617289066315, + "learning_rate": 0.000349980046879362, + "timestep_mean": 519.875, + "epsilon_norm": 7.448816776275635, + "prediction_norm": 6.9258928298950195, + "timestamp": "2025-07-14T12:34:16.136363" + }, + { + "epoch": 1194, + "batch_idx": 96, + "loss": 0.28676778078079224, + "learning_rate": 0.000349980046879362, + "timestep_mean": 429.59375, + "epsilon_norm": 7.083000659942627, + "prediction_norm": 5.279517650604248, + "timestamp": "2025-07-14T12:34:16.141202" + }, + { + "epoch": 1194, + "batch_idx": 128, + "loss": 0.3196079730987549, + "learning_rate": 0.000349980046879362, + "timestep_mean": 489.78125, + "epsilon_norm": 8.672101974487305, + "prediction_norm": 7.011771202087402, + "timestamp": "2025-07-14T12:34:16.146171" + }, + { + "epoch": 1194, + "batch_idx": 160, + "loss": 0.2658776640892029, + "learning_rate": 0.000349980046879362, + "timestep_mean": 538.15625, + "epsilon_norm": 7.984393119812012, + "prediction_norm": 6.476343631744385, + "timestamp": "2025-07-14T12:34:16.151076" + }, + { + "epoch": 1194, + "batch_idx": 192, + "loss": 0.24243980646133423, + "learning_rate": 0.000349980046879362, + "timestep_mean": 305.125, + "epsilon_norm": 3.950463056564331, + "prediction_norm": 2.9259941577911377, + "timestamp": "2025-07-14T12:34:16.155925" + }, + { + "epoch": 1195, + "batch_idx": 0, + "loss": 0.24640914797782898, + "learning_rate": 0.0003492310200277522, + "timestep_mean": 468.625, + "epsilon_norm": 6.580659866333008, + "prediction_norm": 5.504063129425049, + "timestamp": "2025-07-14T12:34:16.160829" + }, + { + "epoch": 1195, + "batch_idx": 32, + "loss": 0.4250969886779785, + "learning_rate": 0.0003492310200277522, + "timestep_mean": 513.59375, + "epsilon_norm": 8.10125732421875, + "prediction_norm": 5.95025634765625, + "timestamp": "2025-07-14T12:34:16.165769" + }, + { + "epoch": 1195, + "batch_idx": 64, + "loss": 0.289138525724411, + "learning_rate": 0.0003492310200277522, + "timestep_mean": 545.46875, + "epsilon_norm": 8.662185668945312, + "prediction_norm": 6.885486125946045, + "timestamp": "2025-07-14T12:34:16.170632" + }, + { + "epoch": 1195, + "batch_idx": 96, + "loss": 0.4413752555847168, + "learning_rate": 0.0003492310200277522, + "timestep_mean": 458.28125, + "epsilon_norm": 7.464919090270996, + "prediction_norm": 5.2892045974731445, + "timestamp": "2025-07-14T12:34:16.175584" + }, + { + "epoch": 1195, + "batch_idx": 128, + "loss": 0.17761938273906708, + "learning_rate": 0.0003492310200277522, + "timestep_mean": 499.15625, + "epsilon_norm": 6.768833160400391, + "prediction_norm": 5.862586498260498, + "timestamp": "2025-07-14T12:34:16.180461" + }, + { + "epoch": 1195, + "batch_idx": 160, + "loss": 0.31671300530433655, + "learning_rate": 0.0003492310200277522, + "timestep_mean": 387.96875, + "epsilon_norm": 6.9150776863098145, + "prediction_norm": 5.075418472290039, + "timestamp": "2025-07-14T12:34:16.185305" + }, + { + "epoch": 1195, + "batch_idx": 192, + "loss": 0.10085413604974747, + "learning_rate": 0.0003492310200277522, + "timestep_mean": 584.625, + "epsilon_norm": 3.3466086387634277, + "prediction_norm": 3.1868841648101807, + "timestamp": "2025-07-14T12:34:16.190114" + }, + { + "epoch": 1196, + "batch_idx": 0, + "loss": 0.30993151664733887, + "learning_rate": 0.0003484823651836131, + "timestep_mean": 493.8125, + "epsilon_norm": 7.348749160766602, + "prediction_norm": 5.970036029815674, + "timestamp": "2025-07-14T12:34:16.194979" + }, + { + "epoch": 1196, + "batch_idx": 32, + "loss": 0.4239809811115265, + "learning_rate": 0.0003484823651836131, + "timestep_mean": 487.59375, + "epsilon_norm": 7.253026962280273, + "prediction_norm": 6.13204288482666, + "timestamp": "2025-07-14T12:34:16.199817" + }, + { + "epoch": 1196, + "batch_idx": 64, + "loss": 0.2681211233139038, + "learning_rate": 0.0003484823651836131, + "timestep_mean": 472.53125, + "epsilon_norm": 8.932719230651855, + "prediction_norm": 7.919509410858154, + "timestamp": "2025-07-14T12:34:16.204759" + }, + { + "epoch": 1196, + "batch_idx": 96, + "loss": 0.37352442741394043, + "learning_rate": 0.0003484823651836131, + "timestep_mean": 546.21875, + "epsilon_norm": 7.1067280769348145, + "prediction_norm": 6.179075241088867, + "timestamp": "2025-07-14T12:34:16.209527" + }, + { + "epoch": 1196, + "batch_idx": 128, + "loss": 0.4421032965183258, + "learning_rate": 0.0003484823651836131, + "timestep_mean": 542.96875, + "epsilon_norm": 7.89966344833374, + "prediction_norm": 5.850106239318848, + "timestamp": "2025-07-14T12:34:16.214368" + }, + { + "epoch": 1196, + "batch_idx": 160, + "loss": 0.16454565525054932, + "learning_rate": 0.0003484823651836131, + "timestep_mean": 564.34375, + "epsilon_norm": 7.748650074005127, + "prediction_norm": 6.839023113250732, + "timestamp": "2025-07-14T12:34:16.219249" + }, + { + "epoch": 1196, + "batch_idx": 192, + "loss": 0.4404311180114746, + "learning_rate": 0.0003484823651836131, + "timestep_mean": 567.125, + "epsilon_norm": 3.907543420791626, + "prediction_norm": 3.3146777153015137, + "timestamp": "2025-07-14T12:34:16.224117" + }, + { + "epoch": 1197, + "batch_idx": 0, + "loss": 0.24030953645706177, + "learning_rate": 0.000347734084194176, + "timestep_mean": 456.4375, + "epsilon_norm": 7.9774017333984375, + "prediction_norm": 7.1804890632629395, + "timestamp": "2025-07-14T12:34:16.229030" + }, + { + "epoch": 1197, + "batch_idx": 32, + "loss": 0.18763497471809387, + "learning_rate": 0.000347734084194176, + "timestep_mean": 545.8125, + "epsilon_norm": 8.473051071166992, + "prediction_norm": 7.821730613708496, + "timestamp": "2025-07-14T12:34:16.234117" + }, + { + "epoch": 1197, + "batch_idx": 64, + "loss": 0.2679775357246399, + "learning_rate": 0.000347734084194176, + "timestep_mean": 514.78125, + "epsilon_norm": 7.793696880340576, + "prediction_norm": 6.28111457824707, + "timestamp": "2025-07-14T12:34:16.239253" + }, + { + "epoch": 1197, + "batch_idx": 96, + "loss": 0.47210896015167236, + "learning_rate": 0.000347734084194176, + "timestep_mean": 386.84375, + "epsilon_norm": 7.813519477844238, + "prediction_norm": 6.51442289352417, + "timestamp": "2025-07-14T12:34:16.244422" + }, + { + "epoch": 1197, + "batch_idx": 128, + "loss": 0.20458847284317017, + "learning_rate": 0.000347734084194176, + "timestep_mean": 520.625, + "epsilon_norm": 7.823854923248291, + "prediction_norm": 7.124120712280273, + "timestamp": "2025-07-14T12:34:16.249647" + }, + { + "epoch": 1197, + "batch_idx": 160, + "loss": 0.29793912172317505, + "learning_rate": 0.000347734084194176, + "timestep_mean": 505.96875, + "epsilon_norm": 8.246341705322266, + "prediction_norm": 7.120811939239502, + "timestamp": "2025-07-14T12:34:16.254869" + }, + { + "epoch": 1197, + "batch_idx": 192, + "loss": 0.4488029181957245, + "learning_rate": 0.000347734084194176, + "timestep_mean": 459.5, + "epsilon_norm": 4.722413063049316, + "prediction_norm": 3.5213451385498047, + "timestamp": "2025-07-14T12:34:16.259919" + }, + { + "epoch": 1198, + "batch_idx": 0, + "loss": 0.15730589628219604, + "learning_rate": 0.0003469861789057496, + "timestep_mean": 497.84375, + "epsilon_norm": 7.316253662109375, + "prediction_norm": 6.986134052276611, + "timestamp": "2025-07-14T12:34:16.265039" + }, + { + "epoch": 1198, + "batch_idx": 32, + "loss": 0.5358105897903442, + "learning_rate": 0.0003469861789057496, + "timestep_mean": 476.6875, + "epsilon_norm": 9.118823051452637, + "prediction_norm": 7.7186713218688965, + "timestamp": "2025-07-14T12:34:16.270210" + }, + { + "epoch": 1198, + "batch_idx": 64, + "loss": 0.20374950766563416, + "learning_rate": 0.0003469861789057496, + "timestep_mean": 505.4375, + "epsilon_norm": 7.300445556640625, + "prediction_norm": 7.010687828063965, + "timestamp": "2025-07-14T12:34:16.275465" + }, + { + "epoch": 1198, + "batch_idx": 96, + "loss": 0.39975088834762573, + "learning_rate": 0.0003469861789057496, + "timestep_mean": 453.53125, + "epsilon_norm": 8.690351486206055, + "prediction_norm": 6.740938663482666, + "timestamp": "2025-07-14T12:34:16.280697" + }, + { + "epoch": 1198, + "batch_idx": 128, + "loss": 0.41192176938056946, + "learning_rate": 0.0003469861789057496, + "timestep_mean": 410.25, + "epsilon_norm": 7.1141438484191895, + "prediction_norm": 5.844163417816162, + "timestamp": "2025-07-14T12:34:16.285888" + }, + { + "epoch": 1198, + "batch_idx": 160, + "loss": 0.45610225200653076, + "learning_rate": 0.0003469861789057496, + "timestep_mean": 520.28125, + "epsilon_norm": 8.499944686889648, + "prediction_norm": 6.579807758331299, + "timestamp": "2025-07-14T12:34:16.291082" + }, + { + "epoch": 1198, + "batch_idx": 192, + "loss": 0.5342240929603577, + "learning_rate": 0.0003469861789057496, + "timestep_mean": 494.5, + "epsilon_norm": 4.912374973297119, + "prediction_norm": 3.5672929286956787, + "timestamp": "2025-07-14T12:34:16.296260" + }, + { + "epoch": 1199, + "batch_idx": 0, + "loss": 0.369758278131485, + "learning_rate": 0.0003462386511637164, + "timestep_mean": 486.09375, + "epsilon_norm": 8.597858428955078, + "prediction_norm": 6.6890869140625, + "timestamp": "2025-07-14T12:34:16.301488" + }, + { + "epoch": 1199, + "batch_idx": 32, + "loss": 0.24228525161743164, + "learning_rate": 0.0003462386511637164, + "timestep_mean": 551.25, + "epsilon_norm": 8.748276710510254, + "prediction_norm": 7.302587032318115, + "timestamp": "2025-07-14T12:34:16.306661" + }, + { + "epoch": 1199, + "batch_idx": 64, + "loss": 0.28264299035072327, + "learning_rate": 0.0003462386511637164, + "timestep_mean": 480.0, + "epsilon_norm": 8.453716278076172, + "prediction_norm": 7.084771156311035, + "timestamp": "2025-07-14T12:34:16.311716" + }, + { + "epoch": 1199, + "batch_idx": 96, + "loss": 0.3830856680870056, + "learning_rate": 0.0003462386511637164, + "timestep_mean": 438.9375, + "epsilon_norm": 7.030449390411377, + "prediction_norm": 5.320405006408691, + "timestamp": "2025-07-14T12:34:16.316918" + }, + { + "epoch": 1199, + "batch_idx": 128, + "loss": 0.22003428637981415, + "learning_rate": 0.0003462386511637164, + "timestep_mean": 550.375, + "epsilon_norm": 8.917251586914062, + "prediction_norm": 7.740634441375732, + "timestamp": "2025-07-14T12:34:16.321858" + }, + { + "epoch": 1199, + "batch_idx": 160, + "loss": 0.22913046181201935, + "learning_rate": 0.0003462386511637164, + "timestep_mean": 585.28125, + "epsilon_norm": 8.32653522491455, + "prediction_norm": 7.393132209777832, + "timestamp": "2025-07-14T12:34:16.327035" + }, + { + "epoch": 1199, + "batch_idx": 192, + "loss": 0.10899153351783752, + "learning_rate": 0.0003462386511637164, + "timestep_mean": 626.375, + "epsilon_norm": 3.5130808353424072, + "prediction_norm": 2.9914703369140625, + "timestamp": "2025-07-14T12:34:16.332230" + }, + { + "epoch": 1200, + "batch_idx": 0, + "loss": 0.2227228879928589, + "learning_rate": 0.0003454915028125264, + "timestep_mean": 518.4375, + "epsilon_norm": 8.295605659484863, + "prediction_norm": 6.6731367111206055, + "timestamp": "2025-07-14T12:34:16.337181" + }, + { + "epoch": 1200, + "batch_idx": 32, + "loss": 0.2710829973220825, + "learning_rate": 0.0003454915028125264, + "timestep_mean": 540.5, + "epsilon_norm": 6.853489398956299, + "prediction_norm": 5.736329555511475, + "timestamp": "2025-07-14T12:34:16.342399" + }, + { + "epoch": 1200, + "batch_idx": 64, + "loss": 0.13812117278575897, + "learning_rate": 0.0003454915028125264, + "timestep_mean": 582.25, + "epsilon_norm": 7.419060230255127, + "prediction_norm": 6.724219799041748, + "timestamp": "2025-07-14T12:34:16.347595" + }, + { + "epoch": 1200, + "batch_idx": 96, + "loss": 0.09518453478813171, + "learning_rate": 0.0003454915028125264, + "timestep_mean": 484.46875, + "epsilon_norm": 7.819483757019043, + "prediction_norm": 6.875470161437988, + "timestamp": "2025-07-14T12:34:16.352687" + }, + { + "epoch": 1200, + "batch_idx": 128, + "loss": 0.2276647686958313, + "learning_rate": 0.0003454915028125264, + "timestep_mean": 462.4375, + "epsilon_norm": 7.773518085479736, + "prediction_norm": 6.7660980224609375, + "timestamp": "2025-07-14T12:34:16.357872" + }, + { + "epoch": 1200, + "batch_idx": 160, + "loss": 0.20920684933662415, + "learning_rate": 0.0003454915028125264, + "timestep_mean": 498.53125, + "epsilon_norm": 7.649120330810547, + "prediction_norm": 6.2092814445495605, + "timestamp": "2025-07-14T12:34:16.363124" + }, + { + "epoch": 1200, + "batch_idx": 192, + "loss": 0.07606575638055801, + "learning_rate": 0.0003454915028125264, + "timestep_mean": 545.625, + "epsilon_norm": 4.449346542358398, + "prediction_norm": 4.594609260559082, + "timestamp": "2025-07-14T12:34:16.368235" + }, + { + "epoch": 1201, + "batch_idx": 0, + "loss": 0.4527302384376526, + "learning_rate": 0.000344744735695694, + "timestep_mean": 454.75, + "epsilon_norm": 8.384572982788086, + "prediction_norm": 7.030679225921631, + "timestamp": "2025-07-14T12:34:16.373483" + }, + { + "epoch": 1201, + "batch_idx": 32, + "loss": 0.25486308336257935, + "learning_rate": 0.000344744735695694, + "timestep_mean": 498.9375, + "epsilon_norm": 7.8301682472229, + "prediction_norm": 6.578183650970459, + "timestamp": "2025-07-14T12:34:16.378711" + }, + { + "epoch": 1201, + "batch_idx": 64, + "loss": 0.2945128381252289, + "learning_rate": 0.000344744735695694, + "timestep_mean": 475.4375, + "epsilon_norm": 8.320446968078613, + "prediction_norm": 7.242528915405273, + "timestamp": "2025-07-14T12:34:16.383889" + }, + { + "epoch": 1201, + "batch_idx": 96, + "loss": 0.30643242597579956, + "learning_rate": 0.000344744735695694, + "timestep_mean": 564.75, + "epsilon_norm": 7.554869174957275, + "prediction_norm": 6.713352203369141, + "timestamp": "2025-07-14T12:34:16.388986" + }, + { + "epoch": 1201, + "batch_idx": 128, + "loss": 0.20738281309604645, + "learning_rate": 0.000344744735695694, + "timestep_mean": 427.84375, + "epsilon_norm": 7.117237567901611, + "prediction_norm": 6.353435516357422, + "timestamp": "2025-07-14T12:34:16.394153" + }, + { + "epoch": 1201, + "batch_idx": 160, + "loss": 0.13738808035850525, + "learning_rate": 0.000344744735695694, + "timestep_mean": 572.625, + "epsilon_norm": 8.262838363647461, + "prediction_norm": 7.423511981964111, + "timestamp": "2025-07-14T12:34:16.399336" + }, + { + "epoch": 1201, + "batch_idx": 192, + "loss": 0.061206310987472534, + "learning_rate": 0.000344744735695694, + "timestep_mean": 696.375, + "epsilon_norm": 3.0465612411499023, + "prediction_norm": 2.6836960315704346, + "timestamp": "2025-07-14T12:34:16.404307" + }, + { + "epoch": 1202, + "batch_idx": 0, + "loss": 0.3298133611679077, + "learning_rate": 0.0003439983516557927, + "timestep_mean": 538.9375, + "epsilon_norm": 8.39404582977295, + "prediction_norm": 6.520343780517578, + "timestamp": "2025-07-14T12:34:16.409201" + }, + { + "epoch": 1202, + "batch_idx": 32, + "loss": 0.1796949803829193, + "learning_rate": 0.0003439983516557927, + "timestep_mean": 548.96875, + "epsilon_norm": 8.08929443359375, + "prediction_norm": 6.980473041534424, + "timestamp": "2025-07-14T12:34:16.414029" + }, + { + "epoch": 1202, + "batch_idx": 64, + "loss": 0.2721925377845764, + "learning_rate": 0.0003439983516557927, + "timestep_mean": 493.0625, + "epsilon_norm": 9.599421501159668, + "prediction_norm": 8.330219268798828, + "timestamp": "2025-07-14T12:34:16.419352" + }, + { + "epoch": 1202, + "batch_idx": 96, + "loss": 0.33982154726982117, + "learning_rate": 0.0003439983516557927, + "timestep_mean": 434.875, + "epsilon_norm": 7.850663661956787, + "prediction_norm": 6.475150108337402, + "timestamp": "2025-07-14T12:34:16.424442" + }, + { + "epoch": 1202, + "batch_idx": 128, + "loss": 0.3754598796367645, + "learning_rate": 0.0003439983516557927, + "timestep_mean": 424.125, + "epsilon_norm": 7.709615230560303, + "prediction_norm": 5.834156513214111, + "timestamp": "2025-07-14T12:34:16.429767" + }, + { + "epoch": 1202, + "batch_idx": 160, + "loss": 0.26848703622817993, + "learning_rate": 0.0003439983516557927, + "timestep_mean": 470.96875, + "epsilon_norm": 7.480291843414307, + "prediction_norm": 5.894364833831787, + "timestamp": "2025-07-14T12:34:16.434934" + }, + { + "epoch": 1202, + "batch_idx": 192, + "loss": 0.28604376316070557, + "learning_rate": 0.0003439983516557927, + "timestep_mean": 396.375, + "epsilon_norm": 4.122359752655029, + "prediction_norm": 3.8921115398406982, + "timestamp": "2025-07-14T12:34:16.439947" + }, + { + "epoch": 1203, + "batch_idx": 0, + "loss": 0.13898609578609467, + "learning_rate": 0.000343252352534451, + "timestep_mean": 567.0, + "epsilon_norm": 8.708638191223145, + "prediction_norm": 8.194523811340332, + "timestamp": "2025-07-14T12:34:16.445195" + }, + { + "epoch": 1203, + "batch_idx": 32, + "loss": 0.1755116879940033, + "learning_rate": 0.000343252352534451, + "timestep_mean": 463.0625, + "epsilon_norm": 7.788713455200195, + "prediction_norm": 7.148530960083008, + "timestamp": "2025-07-14T12:34:16.450731" + }, + { + "epoch": 1203, + "batch_idx": 64, + "loss": 0.21052059531211853, + "learning_rate": 0.000343252352534451, + "timestep_mean": 593.4375, + "epsilon_norm": 7.820517539978027, + "prediction_norm": 7.3623456954956055, + "timestamp": "2025-07-14T12:34:16.455879" + }, + { + "epoch": 1203, + "batch_idx": 96, + "loss": 0.24017208814620972, + "learning_rate": 0.000343252352534451, + "timestep_mean": 538.625, + "epsilon_norm": 7.763771057128906, + "prediction_norm": 6.746481418609619, + "timestamp": "2025-07-14T12:34:16.460995" + }, + { + "epoch": 1203, + "batch_idx": 128, + "loss": 0.30368533730506897, + "learning_rate": 0.000343252352534451, + "timestep_mean": 445.96875, + "epsilon_norm": 8.056798934936523, + "prediction_norm": 6.71865701675415, + "timestamp": "2025-07-14T12:34:16.466128" + }, + { + "epoch": 1203, + "batch_idx": 160, + "loss": 0.2800726592540741, + "learning_rate": 0.000343252352534451, + "timestep_mean": 476.625, + "epsilon_norm": 7.785982608795166, + "prediction_norm": 6.1764936447143555, + "timestamp": "2025-07-14T12:34:16.471464" + }, + { + "epoch": 1203, + "batch_idx": 192, + "loss": 0.11041224747896194, + "learning_rate": 0.000343252352534451, + "timestep_mean": 375.25, + "epsilon_norm": 3.9647164344787598, + "prediction_norm": 3.2342045307159424, + "timestamp": "2025-07-14T12:34:16.476593" + }, + { + "epoch": 1204, + "batch_idx": 0, + "loss": 0.27990955114364624, + "learning_rate": 0.00034250674017234764, + "timestep_mean": 526.53125, + "epsilon_norm": 8.238755226135254, + "prediction_norm": 7.382061004638672, + "timestamp": "2025-07-14T12:34:16.481679" + }, + { + "epoch": 1204, + "batch_idx": 32, + "loss": 0.3510640561580658, + "learning_rate": 0.00034250674017234764, + "timestep_mean": 458.5625, + "epsilon_norm": 9.016948699951172, + "prediction_norm": 8.042623519897461, + "timestamp": "2025-07-14T12:34:16.486660" + }, + { + "epoch": 1204, + "batch_idx": 64, + "loss": 0.3591616153717041, + "learning_rate": 0.00034250674017234764, + "timestep_mean": 522.34375, + "epsilon_norm": 8.786330223083496, + "prediction_norm": 7.458332538604736, + "timestamp": "2025-07-14T12:34:16.491849" + }, + { + "epoch": 1204, + "batch_idx": 96, + "loss": 0.15295258164405823, + "learning_rate": 0.00034250674017234764, + "timestep_mean": 625.5625, + "epsilon_norm": 7.3995232582092285, + "prediction_norm": 7.561422824859619, + "timestamp": "2025-07-14T12:34:16.497122" + }, + { + "epoch": 1204, + "batch_idx": 128, + "loss": 0.31209132075309753, + "learning_rate": 0.00034250674017234764, + "timestep_mean": 509.21875, + "epsilon_norm": 8.273476600646973, + "prediction_norm": 7.13020133972168, + "timestamp": "2025-07-14T12:34:16.502318" + }, + { + "epoch": 1204, + "batch_idx": 160, + "loss": 0.2512529492378235, + "learning_rate": 0.00034250674017234764, + "timestep_mean": 447.71875, + "epsilon_norm": 7.881161689758301, + "prediction_norm": 7.381912708282471, + "timestamp": "2025-07-14T12:34:16.507481" + }, + { + "epoch": 1204, + "batch_idx": 192, + "loss": 0.4642132520675659, + "learning_rate": 0.00034250674017234764, + "timestep_mean": 457.0, + "epsilon_norm": 4.126650333404541, + "prediction_norm": 3.129838228225708, + "timestamp": "2025-07-14T12:34:16.512647" + }, + { + "epoch": 1205, + "batch_idx": 0, + "loss": 0.1974530816078186, + "learning_rate": 0.000341761516409207, + "timestep_mean": 505.5, + "epsilon_norm": 7.135026931762695, + "prediction_norm": 6.70829963684082, + "timestamp": "2025-07-14T12:34:16.517811" + }, + { + "epoch": 1205, + "batch_idx": 32, + "loss": 0.2574254870414734, + "learning_rate": 0.000341761516409207, + "timestep_mean": 486.28125, + "epsilon_norm": 7.791018962860107, + "prediction_norm": 6.899228096008301, + "timestamp": "2025-07-14T12:34:16.522979" + }, + { + "epoch": 1205, + "batch_idx": 64, + "loss": 0.26252108812332153, + "learning_rate": 0.000341761516409207, + "timestep_mean": 543.625, + "epsilon_norm": 8.301206588745117, + "prediction_norm": 6.967191696166992, + "timestamp": "2025-07-14T12:34:16.528237" + }, + { + "epoch": 1205, + "batch_idx": 96, + "loss": 0.45591357350349426, + "learning_rate": 0.000341761516409207, + "timestep_mean": 485.0, + "epsilon_norm": 8.29145622253418, + "prediction_norm": 7.314120292663574, + "timestamp": "2025-07-14T12:34:16.533178" + }, + { + "epoch": 1205, + "batch_idx": 128, + "loss": 0.3433438539505005, + "learning_rate": 0.000341761516409207, + "timestep_mean": 481.03125, + "epsilon_norm": 7.545677185058594, + "prediction_norm": 6.289478778839111, + "timestamp": "2025-07-14T12:34:16.538144" + }, + { + "epoch": 1205, + "batch_idx": 160, + "loss": 0.3360675871372223, + "learning_rate": 0.000341761516409207, + "timestep_mean": 513.3125, + "epsilon_norm": 8.929084777832031, + "prediction_norm": 7.84092378616333, + "timestamp": "2025-07-14T12:34:16.543028" + }, + { + "epoch": 1205, + "batch_idx": 192, + "loss": 0.462125301361084, + "learning_rate": 0.000341761516409207, + "timestep_mean": 525.75, + "epsilon_norm": 3.7023251056671143, + "prediction_norm": 2.8911805152893066, + "timestamp": "2025-07-14T12:34:16.548035" + }, + { + "epoch": 1206, + "batch_idx": 0, + "loss": 0.4488319456577301, + "learning_rate": 0.00034101668308379453, + "timestep_mean": 494.3125, + "epsilon_norm": 7.992768287658691, + "prediction_norm": 5.703406810760498, + "timestamp": "2025-07-14T12:34:16.553014" + }, + { + "epoch": 1206, + "batch_idx": 32, + "loss": 0.1528247892856598, + "learning_rate": 0.00034101668308379453, + "timestep_mean": 503.625, + "epsilon_norm": 7.319407939910889, + "prediction_norm": 6.822298526763916, + "timestamp": "2025-07-14T12:34:16.557915" + }, + { + "epoch": 1206, + "batch_idx": 64, + "loss": 0.10775846242904663, + "learning_rate": 0.00034101668308379453, + "timestep_mean": 560.09375, + "epsilon_norm": 6.906860828399658, + "prediction_norm": 6.10200834274292, + "timestamp": "2025-07-14T12:34:16.563301" + }, + { + "epoch": 1206, + "batch_idx": 96, + "loss": 0.3417361378669739, + "learning_rate": 0.00034101668308379453, + "timestep_mean": 462.125, + "epsilon_norm": 8.16614818572998, + "prediction_norm": 6.544188022613525, + "timestamp": "2025-07-14T12:34:16.568460" + }, + { + "epoch": 1206, + "batch_idx": 128, + "loss": 0.23861953616142273, + "learning_rate": 0.00034101668308379453, + "timestep_mean": 434.59375, + "epsilon_norm": 7.859043121337891, + "prediction_norm": 6.486084938049316, + "timestamp": "2025-07-14T12:34:16.573581" + }, + { + "epoch": 1206, + "batch_idx": 160, + "loss": 0.2849203646183014, + "learning_rate": 0.00034101668308379453, + "timestep_mean": 498.25, + "epsilon_norm": 7.160813808441162, + "prediction_norm": 5.885405540466309, + "timestamp": "2025-07-14T12:34:16.578510" + }, + { + "epoch": 1206, + "batch_idx": 192, + "loss": 0.06706841289997101, + "learning_rate": 0.00034101668308379453, + "timestep_mean": 552.625, + "epsilon_norm": 2.4216690063476562, + "prediction_norm": 2.482435703277588, + "timestamp": "2025-07-14T12:34:16.583792" + }, + { + "epoch": 1207, + "batch_idx": 0, + "loss": 0.5235894322395325, + "learning_rate": 0.00034027224203391263, + "timestep_mean": 433.71875, + "epsilon_norm": 8.53249454498291, + "prediction_norm": 5.7886881828308105, + "timestamp": "2025-07-14T12:34:16.589268" + }, + { + "epoch": 1207, + "batch_idx": 32, + "loss": 0.2620237171649933, + "learning_rate": 0.00034027224203391263, + "timestep_mean": 560.125, + "epsilon_norm": 8.98184871673584, + "prediction_norm": 7.422063827514648, + "timestamp": "2025-07-14T12:34:16.594299" + }, + { + "epoch": 1207, + "batch_idx": 64, + "loss": 0.22829416394233704, + "learning_rate": 0.00034027224203391263, + "timestep_mean": 615.9375, + "epsilon_norm": 8.955080032348633, + "prediction_norm": 7.04059362411499, + "timestamp": "2025-07-14T12:34:16.599356" + }, + { + "epoch": 1207, + "batch_idx": 96, + "loss": 0.13506466150283813, + "learning_rate": 0.00034027224203391263, + "timestep_mean": 565.28125, + "epsilon_norm": 7.092371940612793, + "prediction_norm": 5.968917369842529, + "timestamp": "2025-07-14T12:34:16.606864" + }, + { + "epoch": 1207, + "batch_idx": 128, + "loss": 0.39952248334884644, + "learning_rate": 0.00034027224203391263, + "timestep_mean": 572.65625, + "epsilon_norm": 8.928078651428223, + "prediction_norm": 6.81919002532959, + "timestamp": "2025-07-14T12:34:16.615373" + }, + { + "epoch": 1207, + "batch_idx": 160, + "loss": 0.32868385314941406, + "learning_rate": 0.00034027224203391263, + "timestep_mean": 542.96875, + "epsilon_norm": 6.656491756439209, + "prediction_norm": 5.31638240814209, + "timestamp": "2025-07-14T12:34:16.620793" + }, + { + "epoch": 1207, + "batch_idx": 192, + "loss": 0.7467851042747498, + "learning_rate": 0.00034027224203391263, + "timestep_mean": 482.5, + "epsilon_norm": 4.00988245010376, + "prediction_norm": 2.551314115524292, + "timestamp": "2025-07-14T12:34:16.625974" + }, + { + "epoch": 1208, + "batch_idx": 0, + "loss": 0.20687036216259003, + "learning_rate": 0.00033952819509639533, + "timestep_mean": 447.40625, + "epsilon_norm": 7.507627964019775, + "prediction_norm": 6.552706241607666, + "timestamp": "2025-07-14T12:34:16.630974" + }, + { + "epoch": 1208, + "batch_idx": 32, + "loss": 0.1803458034992218, + "learning_rate": 0.00033952819509639533, + "timestep_mean": 513.375, + "epsilon_norm": 7.092203140258789, + "prediction_norm": 5.852474689483643, + "timestamp": "2025-07-14T12:34:16.636059" + }, + { + "epoch": 1208, + "batch_idx": 64, + "loss": 0.23823192715644836, + "learning_rate": 0.00033952819509639533, + "timestep_mean": 566.09375, + "epsilon_norm": 6.844013214111328, + "prediction_norm": 6.080811500549316, + "timestamp": "2025-07-14T12:34:16.641325" + }, + { + "epoch": 1208, + "batch_idx": 96, + "loss": 0.18765124678611755, + "learning_rate": 0.00033952819509639533, + "timestep_mean": 503.125, + "epsilon_norm": 6.888838291168213, + "prediction_norm": 5.72062349319458, + "timestamp": "2025-07-14T12:34:16.646464" + }, + { + "epoch": 1208, + "batch_idx": 128, + "loss": 0.5734554529190063, + "learning_rate": 0.00033952819509639533, + "timestep_mean": 438.96875, + "epsilon_norm": 8.20152473449707, + "prediction_norm": 5.814647197723389, + "timestamp": "2025-07-14T12:34:16.651738" + }, + { + "epoch": 1208, + "batch_idx": 160, + "loss": 0.3572468161582947, + "learning_rate": 0.00033952819509639533, + "timestep_mean": 499.875, + "epsilon_norm": 7.659084320068359, + "prediction_norm": 6.921098232269287, + "timestamp": "2025-07-14T12:34:16.657122" + }, + { + "epoch": 1208, + "batch_idx": 192, + "loss": 0.1514434814453125, + "learning_rate": 0.00033952819509639533, + "timestep_mean": 457.5, + "epsilon_norm": 3.2094311714172363, + "prediction_norm": 3.0662710666656494, + "timestamp": "2025-07-14T12:34:16.662309" + }, + { + "epoch": 1209, + "batch_idx": 0, + "loss": 0.20190607011318207, + "learning_rate": 0.0003387845441071046, + "timestep_mean": 525.75, + "epsilon_norm": 7.6270751953125, + "prediction_norm": 6.72280740737915, + "timestamp": "2025-07-14T12:34:16.667487" + }, + { + "epoch": 1209, + "batch_idx": 32, + "loss": 0.3884504437446594, + "learning_rate": 0.0003387845441071046, + "timestep_mean": 518.5625, + "epsilon_norm": 8.710674285888672, + "prediction_norm": 6.895409107208252, + "timestamp": "2025-07-14T12:34:16.672696" + }, + { + "epoch": 1209, + "batch_idx": 64, + "loss": 0.3045033812522888, + "learning_rate": 0.0003387845441071046, + "timestep_mean": 505.78125, + "epsilon_norm": 8.57031536102295, + "prediction_norm": 6.758596897125244, + "timestamp": "2025-07-14T12:34:16.677849" + }, + { + "epoch": 1209, + "batch_idx": 96, + "loss": 0.1485580950975418, + "learning_rate": 0.0003387845441071046, + "timestep_mean": 602.9375, + "epsilon_norm": 7.507158279418945, + "prediction_norm": 6.74908971786499, + "timestamp": "2025-07-14T12:34:16.683013" + }, + { + "epoch": 1209, + "batch_idx": 128, + "loss": 0.18013958632946014, + "learning_rate": 0.0003387845441071046, + "timestep_mean": 437.53125, + "epsilon_norm": 7.338495254516602, + "prediction_norm": 6.566173076629639, + "timestamp": "2025-07-14T12:34:16.688345" + }, + { + "epoch": 1209, + "batch_idx": 160, + "loss": 0.3434847593307495, + "learning_rate": 0.0003387845441071046, + "timestep_mean": 459.125, + "epsilon_norm": 7.123905181884766, + "prediction_norm": 6.159276962280273, + "timestamp": "2025-07-14T12:34:16.693518" + }, + { + "epoch": 1209, + "batch_idx": 192, + "loss": 0.31796687841415405, + "learning_rate": 0.0003387845441071046, + "timestep_mean": 652.0, + "epsilon_norm": 5.550998687744141, + "prediction_norm": 5.6667304039001465, + "timestamp": "2025-07-14T12:34:16.698705" + }, + { + "epoch": 1210, + "batch_idx": 0, + "loss": 0.16222608089447021, + "learning_rate": 0.0003380412909009253, + "timestep_mean": 516.375, + "epsilon_norm": 8.132586479187012, + "prediction_norm": 6.935673236846924, + "timestamp": "2025-07-14T12:34:16.703973" + }, + { + "epoch": 1210, + "batch_idx": 32, + "loss": 0.42496463656425476, + "learning_rate": 0.0003380412909009253, + "timestep_mean": 500.0, + "epsilon_norm": 8.569146156311035, + "prediction_norm": 6.117410659790039, + "timestamp": "2025-07-14T12:34:16.709255" + }, + { + "epoch": 1210, + "batch_idx": 64, + "loss": 0.1530407816171646, + "learning_rate": 0.0003380412909009253, + "timestep_mean": 524.21875, + "epsilon_norm": 8.662239074707031, + "prediction_norm": 8.548713684082031, + "timestamp": "2025-07-14T12:34:16.714380" + }, + { + "epoch": 1210, + "batch_idx": 96, + "loss": 0.2990047335624695, + "learning_rate": 0.0003380412909009253, + "timestep_mean": 480.125, + "epsilon_norm": 8.372847557067871, + "prediction_norm": 7.138639450073242, + "timestamp": "2025-07-14T12:34:16.719565" + }, + { + "epoch": 1210, + "batch_idx": 128, + "loss": 0.2743586599826813, + "learning_rate": 0.0003380412909009253, + "timestep_mean": 592.125, + "epsilon_norm": 9.504270553588867, + "prediction_norm": 8.26864242553711, + "timestamp": "2025-07-14T12:34:16.724766" + }, + { + "epoch": 1210, + "batch_idx": 160, + "loss": 0.3470434248447418, + "learning_rate": 0.0003380412909009253, + "timestep_mean": 477.65625, + "epsilon_norm": 7.035521507263184, + "prediction_norm": 6.269134521484375, + "timestamp": "2025-07-14T12:34:16.730062" + }, + { + "epoch": 1210, + "batch_idx": 192, + "loss": 0.1783600002527237, + "learning_rate": 0.0003380412909009253, + "timestep_mean": 470.625, + "epsilon_norm": 3.602884531021118, + "prediction_norm": 3.2090516090393066, + "timestamp": "2025-07-14T12:34:16.735133" + }, + { + "epoch": 1211, + "batch_idx": 0, + "loss": 0.27704495191574097, + "learning_rate": 0.0003372984373117609, + "timestep_mean": 533.34375, + "epsilon_norm": 8.24768352508545, + "prediction_norm": 7.387140274047852, + "timestamp": "2025-07-14T12:34:16.740423" + }, + { + "epoch": 1211, + "batch_idx": 32, + "loss": 0.3561263680458069, + "learning_rate": 0.0003372984373117609, + "timestep_mean": 518.1875, + "epsilon_norm": 8.125365257263184, + "prediction_norm": 6.771113872528076, + "timestamp": "2025-07-14T12:34:16.745591" + }, + { + "epoch": 1211, + "batch_idx": 64, + "loss": 0.2855749726295471, + "learning_rate": 0.0003372984373117609, + "timestep_mean": 506.0625, + "epsilon_norm": 9.787514686584473, + "prediction_norm": 8.715435981750488, + "timestamp": "2025-07-14T12:34:16.750933" + }, + { + "epoch": 1211, + "batch_idx": 96, + "loss": 0.2843879461288452, + "learning_rate": 0.0003372984373117609, + "timestep_mean": 502.8125, + "epsilon_norm": 7.805853843688965, + "prediction_norm": 7.3417816162109375, + "timestamp": "2025-07-14T12:34:16.756116" + }, + { + "epoch": 1211, + "batch_idx": 128, + "loss": 0.22810617089271545, + "learning_rate": 0.0003372984373117609, + "timestep_mean": 459.4375, + "epsilon_norm": 7.290616989135742, + "prediction_norm": 5.833288192749023, + "timestamp": "2025-07-14T12:34:16.761276" + }, + { + "epoch": 1211, + "batch_idx": 160, + "loss": 0.15872985124588013, + "learning_rate": 0.0003372984373117609, + "timestep_mean": 523.625, + "epsilon_norm": 7.093080043792725, + "prediction_norm": 6.540704250335693, + "timestamp": "2025-07-14T12:34:16.766476" + }, + { + "epoch": 1211, + "batch_idx": 192, + "loss": 0.468885600566864, + "learning_rate": 0.0003372984373117609, + "timestep_mean": 586.375, + "epsilon_norm": 3.874891757965088, + "prediction_norm": 3.0362024307250977, + "timestamp": "2025-07-14T12:34:16.771713" + }, + { + "epoch": 1212, + "batch_idx": 0, + "loss": 0.40056878328323364, + "learning_rate": 0.00033655598517252883, + "timestep_mean": 515.40625, + "epsilon_norm": 8.927836418151855, + "prediction_norm": 7.657991886138916, + "timestamp": "2025-07-14T12:34:16.776957" + }, + { + "epoch": 1212, + "batch_idx": 32, + "loss": 0.3264879584312439, + "learning_rate": 0.00033655598517252883, + "timestep_mean": 451.9375, + "epsilon_norm": 8.229032516479492, + "prediction_norm": 6.9759840965271, + "timestamp": "2025-07-14T12:34:16.782192" + }, + { + "epoch": 1212, + "batch_idx": 64, + "loss": 0.15728473663330078, + "learning_rate": 0.00033655598517252883, + "timestep_mean": 527.6875, + "epsilon_norm": 8.434798240661621, + "prediction_norm": 7.941483020782471, + "timestamp": "2025-07-14T12:34:16.787344" + }, + { + "epoch": 1212, + "batch_idx": 96, + "loss": 0.4798824191093445, + "learning_rate": 0.00033655598517252883, + "timestep_mean": 392.6875, + "epsilon_norm": 8.731948852539062, + "prediction_norm": 6.683881759643555, + "timestamp": "2025-07-14T12:34:16.792589" + }, + { + "epoch": 1212, + "batch_idx": 128, + "loss": 0.4294036030769348, + "learning_rate": 0.00033655598517252883, + "timestep_mean": 360.0, + "epsilon_norm": 7.401409149169922, + "prediction_norm": 6.022478103637695, + "timestamp": "2025-07-14T12:34:16.797880" + }, + { + "epoch": 1212, + "batch_idx": 160, + "loss": 0.25032511353492737, + "learning_rate": 0.00033655598517252883, + "timestep_mean": 503.65625, + "epsilon_norm": 7.706852912902832, + "prediction_norm": 7.425032138824463, + "timestamp": "2025-07-14T12:34:16.803031" + }, + { + "epoch": 1212, + "batch_idx": 192, + "loss": 0.15536516904830933, + "learning_rate": 0.00033655598517252883, + "timestep_mean": 384.75, + "epsilon_norm": 3.9943642616271973, + "prediction_norm": 3.791382312774658, + "timestamp": "2025-07-14T12:34:16.808042" + }, + { + "epoch": 1213, + "batch_idx": 0, + "loss": 0.2303040325641632, + "learning_rate": 0.00033581393631515574, + "timestep_mean": 505.875, + "epsilon_norm": 7.624687194824219, + "prediction_norm": 6.405378341674805, + "timestamp": "2025-07-14T12:34:16.813444" + }, + { + "epoch": 1213, + "batch_idx": 32, + "loss": 0.4789403975009918, + "learning_rate": 0.00033581393631515574, + "timestep_mean": 449.34375, + "epsilon_norm": 9.300904273986816, + "prediction_norm": 7.369921684265137, + "timestamp": "2025-07-14T12:34:16.818629" + }, + { + "epoch": 1213, + "batch_idx": 64, + "loss": 0.28474047780036926, + "learning_rate": 0.00033581393631515574, + "timestep_mean": 457.78125, + "epsilon_norm": 7.721477508544922, + "prediction_norm": 6.2292304039001465, + "timestamp": "2025-07-14T12:34:16.823783" + }, + { + "epoch": 1213, + "batch_idx": 96, + "loss": 0.14224708080291748, + "learning_rate": 0.00033581393631515574, + "timestep_mean": 474.84375, + "epsilon_norm": 6.330554008483887, + "prediction_norm": 6.012536525726318, + "timestamp": "2025-07-14T12:34:16.828985" + }, + { + "epoch": 1213, + "batch_idx": 128, + "loss": 0.21738401055335999, + "learning_rate": 0.00033581393631515574, + "timestep_mean": 535.125, + "epsilon_norm": 7.58629846572876, + "prediction_norm": 6.5152812004089355, + "timestamp": "2025-07-14T12:34:16.834252" + }, + { + "epoch": 1213, + "batch_idx": 160, + "loss": 0.18589961528778076, + "learning_rate": 0.00033581393631515574, + "timestep_mean": 527.71875, + "epsilon_norm": 9.16568660736084, + "prediction_norm": 7.692722797393799, + "timestamp": "2025-07-14T12:34:16.839408" + }, + { + "epoch": 1213, + "batch_idx": 192, + "loss": 0.1277124583721161, + "learning_rate": 0.00033581393631515574, + "timestep_mean": 431.0, + "epsilon_norm": 3.128453016281128, + "prediction_norm": 2.483441114425659, + "timestamp": "2025-07-14T12:34:16.844495" + }, + { + "epoch": 1214, + "batch_idx": 0, + "loss": 0.33002156019210815, + "learning_rate": 0.0003350722925705736, + "timestep_mean": 498.75, + "epsilon_norm": 7.127905368804932, + "prediction_norm": 5.39598274230957, + "timestamp": "2025-07-14T12:34:16.849733" + }, + { + "epoch": 1214, + "batch_idx": 32, + "loss": 0.2203235626220703, + "learning_rate": 0.0003350722925705736, + "timestep_mean": 512.21875, + "epsilon_norm": 9.426146507263184, + "prediction_norm": 7.5002946853637695, + "timestamp": "2025-07-14T12:34:16.855116" + }, + { + "epoch": 1214, + "batch_idx": 64, + "loss": 0.23667767643928528, + "learning_rate": 0.0003350722925705736, + "timestep_mean": 570.8125, + "epsilon_norm": 7.3215413093566895, + "prediction_norm": 5.831605911254883, + "timestamp": "2025-07-14T12:34:16.860206" + }, + { + "epoch": 1214, + "batch_idx": 96, + "loss": 0.4152138829231262, + "learning_rate": 0.0003350722925705736, + "timestep_mean": 460.5625, + "epsilon_norm": 8.692234992980957, + "prediction_norm": 6.46440315246582, + "timestamp": "2025-07-14T12:34:16.865080" + }, + { + "epoch": 1214, + "batch_idx": 128, + "loss": 0.2180623710155487, + "learning_rate": 0.0003350722925705736, + "timestep_mean": 579.5, + "epsilon_norm": 8.765580177307129, + "prediction_norm": 7.151217937469482, + "timestamp": "2025-07-14T12:34:16.869942" + }, + { + "epoch": 1214, + "batch_idx": 160, + "loss": 0.44919517636299133, + "learning_rate": 0.0003350722925705736, + "timestep_mean": 489.28125, + "epsilon_norm": 8.848043441772461, + "prediction_norm": 6.733968734741211, + "timestamp": "2025-07-14T12:34:16.874964" + }, + { + "epoch": 1214, + "batch_idx": 192, + "loss": 0.4294830560684204, + "learning_rate": 0.0003350722925705736, + "timestep_mean": 483.375, + "epsilon_norm": 4.17331075668335, + "prediction_norm": 3.2330753803253174, + "timestamp": "2025-07-14T12:34:16.879891" + }, + { + "epoch": 1215, + "batch_idx": 0, + "loss": 0.24579697847366333, + "learning_rate": 0.0003343310557687146, + "timestep_mean": 452.96875, + "epsilon_norm": 7.599996089935303, + "prediction_norm": 6.0173563957214355, + "timestamp": "2025-07-14T12:34:16.884705" + }, + { + "epoch": 1215, + "batch_idx": 32, + "loss": 0.5174038410186768, + "learning_rate": 0.0003343310557687146, + "timestep_mean": 508.625, + "epsilon_norm": 9.44052505493164, + "prediction_norm": 7.262918472290039, + "timestamp": "2025-07-14T12:34:16.889597" + }, + { + "epoch": 1215, + "batch_idx": 64, + "loss": 0.24892401695251465, + "learning_rate": 0.0003343310557687146, + "timestep_mean": 530.8125, + "epsilon_norm": 7.750713348388672, + "prediction_norm": 6.541903972625732, + "timestamp": "2025-07-14T12:34:16.894497" + }, + { + "epoch": 1215, + "batch_idx": 96, + "loss": 0.3178728222846985, + "learning_rate": 0.0003343310557687146, + "timestep_mean": 527.125, + "epsilon_norm": 8.166523933410645, + "prediction_norm": 6.836610794067383, + "timestamp": "2025-07-14T12:34:16.899342" + }, + { + "epoch": 1215, + "batch_idx": 128, + "loss": 0.17014959454536438, + "learning_rate": 0.0003343310557687146, + "timestep_mean": 549.875, + "epsilon_norm": 8.068890571594238, + "prediction_norm": 7.129855632781982, + "timestamp": "2025-07-14T12:34:16.904241" + }, + { + "epoch": 1215, + "batch_idx": 160, + "loss": 0.2857831120491028, + "learning_rate": 0.0003343310557687146, + "timestep_mean": 443.71875, + "epsilon_norm": 6.937150478363037, + "prediction_norm": 5.867516994476318, + "timestamp": "2025-07-14T12:34:16.909097" + }, + { + "epoch": 1215, + "batch_idx": 192, + "loss": 0.13041411340236664, + "learning_rate": 0.0003343310557687146, + "timestep_mean": 526.875, + "epsilon_norm": 2.7366604804992676, + "prediction_norm": 2.5013303756713867, + "timestamp": "2025-07-14T12:34:16.914044" + }, + { + "epoch": 1216, + "batch_idx": 0, + "loss": 0.3111231029033661, + "learning_rate": 0.00033359022773850675, + "timestep_mean": 506.5625, + "epsilon_norm": 6.734628677368164, + "prediction_norm": 5.775811195373535, + "timestamp": "2025-07-14T12:34:16.918978" + }, + { + "epoch": 1216, + "batch_idx": 32, + "loss": 0.4170498549938202, + "learning_rate": 0.00033359022773850675, + "timestep_mean": 443.0625, + "epsilon_norm": 8.562260627746582, + "prediction_norm": 6.772972106933594, + "timestamp": "2025-07-14T12:34:16.923826" + }, + { + "epoch": 1216, + "batch_idx": 64, + "loss": 0.27832484245300293, + "learning_rate": 0.00033359022773850675, + "timestep_mean": 461.53125, + "epsilon_norm": 7.411451816558838, + "prediction_norm": 6.489435195922852, + "timestamp": "2025-07-14T12:34:16.928702" + }, + { + "epoch": 1216, + "batch_idx": 96, + "loss": 0.3775423765182495, + "learning_rate": 0.00033359022773850675, + "timestep_mean": 547.0, + "epsilon_norm": 8.867327690124512, + "prediction_norm": 7.628440856933594, + "timestamp": "2025-07-14T12:34:16.933654" + }, + { + "epoch": 1216, + "batch_idx": 128, + "loss": 0.1756974458694458, + "learning_rate": 0.00033359022773850675, + "timestep_mean": 546.6875, + "epsilon_norm": 7.281457424163818, + "prediction_norm": 6.3151960372924805, + "timestamp": "2025-07-14T12:34:16.938561" + }, + { + "epoch": 1216, + "batch_idx": 160, + "loss": 0.19038715958595276, + "learning_rate": 0.00033359022773850675, + "timestep_mean": 500.65625, + "epsilon_norm": 9.061206817626953, + "prediction_norm": 8.253697395324707, + "timestamp": "2025-07-14T12:34:16.943398" + }, + { + "epoch": 1216, + "batch_idx": 192, + "loss": 0.37426307797431946, + "learning_rate": 0.00033359022773850675, + "timestep_mean": 511.625, + "epsilon_norm": 5.0623860359191895, + "prediction_norm": 4.471501350402832, + "timestamp": "2025-07-14T12:34:16.948310" + }, + { + "epoch": 1217, + "batch_idx": 0, + "loss": 0.43153801560401917, + "learning_rate": 0.00033284981030786966, + "timestep_mean": 459.15625, + "epsilon_norm": 8.910226821899414, + "prediction_norm": 7.175556182861328, + "timestamp": "2025-07-14T12:34:16.953183" + }, + { + "epoch": 1217, + "batch_idx": 32, + "loss": 0.31797799468040466, + "learning_rate": 0.00033284981030786966, + "timestep_mean": 506.09375, + "epsilon_norm": 7.947300910949707, + "prediction_norm": 7.1427412033081055, + "timestamp": "2025-07-14T12:34:16.958045" + }, + { + "epoch": 1217, + "batch_idx": 64, + "loss": 0.4221891164779663, + "learning_rate": 0.00033284981030786966, + "timestep_mean": 488.84375, + "epsilon_norm": 9.099239349365234, + "prediction_norm": 7.472267150878906, + "timestamp": "2025-07-14T12:34:16.963065" + }, + { + "epoch": 1217, + "batch_idx": 96, + "loss": 0.27715516090393066, + "learning_rate": 0.00033284981030786966, + "timestep_mean": 533.59375, + "epsilon_norm": 7.259466648101807, + "prediction_norm": 6.10917854309082, + "timestamp": "2025-07-14T12:34:16.967991" + }, + { + "epoch": 1217, + "batch_idx": 128, + "loss": 0.34015873074531555, + "learning_rate": 0.00033284981030786966, + "timestep_mean": 478.75, + "epsilon_norm": 8.950196266174316, + "prediction_norm": 6.899170875549316, + "timestamp": "2025-07-14T12:34:16.972876" + }, + { + "epoch": 1217, + "batch_idx": 160, + "loss": 0.3309085965156555, + "learning_rate": 0.00033284981030786966, + "timestep_mean": 386.09375, + "epsilon_norm": 8.420785903930664, + "prediction_norm": 6.960652828216553, + "timestamp": "2025-07-14T12:34:16.977765" + }, + { + "epoch": 1217, + "batch_idx": 192, + "loss": 0.16241607069969177, + "learning_rate": 0.00033284981030786966, + "timestep_mean": 376.0, + "epsilon_norm": 3.9839982986450195, + "prediction_norm": 3.554569959640503, + "timestamp": "2025-07-14T12:34:16.982612" + }, + { + "epoch": 1218, + "batch_idx": 0, + "loss": 0.40215903520584106, + "learning_rate": 0.00033210980530370976, + "timestep_mean": 525.03125, + "epsilon_norm": 7.306520462036133, + "prediction_norm": 6.092496871948242, + "timestamp": "2025-07-14T12:34:16.987532" + }, + { + "epoch": 1218, + "batch_idx": 32, + "loss": 0.365366667509079, + "learning_rate": 0.00033210980530370976, + "timestep_mean": 439.90625, + "epsilon_norm": 8.372971534729004, + "prediction_norm": 6.853135108947754, + "timestamp": "2025-07-14T12:34:16.992459" + }, + { + "epoch": 1218, + "batch_idx": 64, + "loss": 0.33764415979385376, + "learning_rate": 0.00033210980530370976, + "timestep_mean": 456.5625, + "epsilon_norm": 8.366759300231934, + "prediction_norm": 6.542193412780762, + "timestamp": "2025-07-14T12:34:16.997345" + }, + { + "epoch": 1218, + "batch_idx": 96, + "loss": 0.2582358121871948, + "learning_rate": 0.00033210980530370976, + "timestep_mean": 559.875, + "epsilon_norm": 7.316371440887451, + "prediction_norm": 6.813235759735107, + "timestamp": "2025-07-14T12:34:17.002176" + }, + { + "epoch": 1218, + "batch_idx": 128, + "loss": 0.27628153562545776, + "learning_rate": 0.00033210980530370976, + "timestep_mean": 458.84375, + "epsilon_norm": 7.453302383422852, + "prediction_norm": 6.074145793914795, + "timestamp": "2025-07-14T12:34:17.007030" + }, + { + "epoch": 1218, + "batch_idx": 160, + "loss": 0.2635638415813446, + "learning_rate": 0.00033210980530370976, + "timestep_mean": 554.34375, + "epsilon_norm": 8.290614128112793, + "prediction_norm": 7.708354949951172, + "timestamp": "2025-07-14T12:34:17.011911" + }, + { + "epoch": 1218, + "batch_idx": 192, + "loss": 0.2487744390964508, + "learning_rate": 0.00033210980530370976, + "timestep_mean": 386.5, + "epsilon_norm": 2.709085702896118, + "prediction_norm": 2.6032679080963135, + "timestamp": "2025-07-14T12:34:17.016899" + }, + { + "epoch": 1219, + "batch_idx": 0, + "loss": 0.2866542637348175, + "learning_rate": 0.0003313702145519158, + "timestep_mean": 549.125, + "epsilon_norm": 7.8883843421936035, + "prediction_norm": 6.463654041290283, + "timestamp": "2025-07-14T12:34:17.021782" + }, + { + "epoch": 1219, + "batch_idx": 32, + "loss": 0.3758509159088135, + "learning_rate": 0.0003313702145519158, + "timestep_mean": 503.875, + "epsilon_norm": 8.52047061920166, + "prediction_norm": 6.580878257751465, + "timestamp": "2025-07-14T12:34:17.026654" + }, + { + "epoch": 1219, + "batch_idx": 64, + "loss": 0.2651197910308838, + "learning_rate": 0.0003313702145519158, + "timestep_mean": 458.0625, + "epsilon_norm": 8.132660865783691, + "prediction_norm": 6.751719951629639, + "timestamp": "2025-07-14T12:34:17.031481" + }, + { + "epoch": 1219, + "batch_idx": 96, + "loss": 0.17141848802566528, + "learning_rate": 0.0003313702145519158, + "timestep_mean": 508.25, + "epsilon_norm": 7.931975841522217, + "prediction_norm": 7.111989498138428, + "timestamp": "2025-07-14T12:34:17.036371" + }, + { + "epoch": 1219, + "batch_idx": 128, + "loss": 0.28077054023742676, + "learning_rate": 0.0003313702145519158, + "timestep_mean": 438.71875, + "epsilon_norm": 8.457749366760254, + "prediction_norm": 6.791680812835693, + "timestamp": "2025-07-14T12:34:17.041247" + }, + { + "epoch": 1219, + "batch_idx": 160, + "loss": 0.22627772390842438, + "learning_rate": 0.0003313702145519158, + "timestep_mean": 551.9375, + "epsilon_norm": 7.2688307762146, + "prediction_norm": 5.789867877960205, + "timestamp": "2025-07-14T12:34:17.046197" + }, + { + "epoch": 1219, + "batch_idx": 192, + "loss": 0.27796730399131775, + "learning_rate": 0.0003313702145519158, + "timestep_mean": 489.75, + "epsilon_norm": 3.9146957397460938, + "prediction_norm": 3.435551166534424, + "timestamp": "2025-07-14T12:34:17.051018" + }, + { + "epoch": 1220, + "batch_idx": 0, + "loss": 0.1334252655506134, + "learning_rate": 0.00033063103987735436, + "timestep_mean": 567.78125, + "epsilon_norm": 7.131261825561523, + "prediction_norm": 6.305147171020508, + "timestamp": "2025-07-14T12:34:17.055939" + }, + { + "epoch": 1220, + "batch_idx": 32, + "loss": 0.37104883790016174, + "learning_rate": 0.00033063103987735436, + "timestep_mean": 438.65625, + "epsilon_norm": 8.960556030273438, + "prediction_norm": 7.34591817855835, + "timestamp": "2025-07-14T12:34:17.060802" + }, + { + "epoch": 1220, + "batch_idx": 64, + "loss": 0.23985356092453003, + "learning_rate": 0.00033063103987735436, + "timestep_mean": 425.9375, + "epsilon_norm": 7.145652770996094, + "prediction_norm": 6.150652885437012, + "timestamp": "2025-07-14T12:34:17.065741" + }, + { + "epoch": 1220, + "batch_idx": 96, + "loss": 0.16978999972343445, + "learning_rate": 0.00033063103987735436, + "timestep_mean": 521.75, + "epsilon_norm": 7.967190742492676, + "prediction_norm": 7.462746620178223, + "timestamp": "2025-07-14T12:34:17.070640" + }, + { + "epoch": 1220, + "batch_idx": 128, + "loss": 0.10188878327608109, + "learning_rate": 0.00033063103987735436, + "timestep_mean": 635.34375, + "epsilon_norm": 7.361055850982666, + "prediction_norm": 7.076393127441406, + "timestamp": "2025-07-14T12:34:17.075599" + }, + { + "epoch": 1220, + "batch_idx": 160, + "loss": 0.13001082837581635, + "learning_rate": 0.00033063103987735436, + "timestep_mean": 529.28125, + "epsilon_norm": 7.258124351501465, + "prediction_norm": 6.6748456954956055, + "timestamp": "2025-07-14T12:34:17.080564" + }, + { + "epoch": 1220, + "batch_idx": 192, + "loss": 0.5608938932418823, + "learning_rate": 0.00033063103987735436, + "timestep_mean": 417.25, + "epsilon_norm": 5.470409870147705, + "prediction_norm": 3.9380078315734863, + "timestamp": "2025-07-14T12:34:17.085427" + }, + { + "epoch": 1221, + "batch_idx": 0, + "loss": 0.23930124938488007, + "learning_rate": 0.0003298922831038657, + "timestep_mean": 500.25, + "epsilon_norm": 8.486132621765137, + "prediction_norm": 7.2993998527526855, + "timestamp": "2025-07-14T12:34:17.090360" + }, + { + "epoch": 1221, + "batch_idx": 32, + "loss": 0.42767229676246643, + "learning_rate": 0.0003298922831038657, + "timestep_mean": 466.84375, + "epsilon_norm": 8.567946434020996, + "prediction_norm": 6.906121730804443, + "timestamp": "2025-07-14T12:34:17.095265" + }, + { + "epoch": 1221, + "batch_idx": 64, + "loss": 0.21563762426376343, + "learning_rate": 0.0003298922831038657, + "timestep_mean": 483.15625, + "epsilon_norm": 7.349595069885254, + "prediction_norm": 6.531790733337402, + "timestamp": "2025-07-14T12:34:17.100231" + }, + { + "epoch": 1221, + "batch_idx": 96, + "loss": 0.35343486070632935, + "learning_rate": 0.0003298922831038657, + "timestep_mean": 484.125, + "epsilon_norm": 7.603636741638184, + "prediction_norm": 5.351241111755371, + "timestamp": "2025-07-14T12:34:17.105054" + }, + { + "epoch": 1221, + "batch_idx": 128, + "loss": 0.3107144832611084, + "learning_rate": 0.0003298922831038657, + "timestep_mean": 518.34375, + "epsilon_norm": 8.116569519042969, + "prediction_norm": 6.75811767578125, + "timestamp": "2025-07-14T12:34:17.110046" + }, + { + "epoch": 1221, + "batch_idx": 160, + "loss": 0.3223833739757538, + "learning_rate": 0.0003298922831038657, + "timestep_mean": 519.1875, + "epsilon_norm": 8.213099479675293, + "prediction_norm": 6.3767900466918945, + "timestamp": "2025-07-14T12:34:17.114919" + }, + { + "epoch": 1221, + "batch_idx": 192, + "loss": 0.29324236512184143, + "learning_rate": 0.0003298922831038657, + "timestep_mean": 328.625, + "epsilon_norm": 3.36959171295166, + "prediction_norm": 3.1560564041137695, + "timestamp": "2025-07-14T12:34:17.119798" + }, + { + "epoch": 1222, + "batch_idx": 0, + "loss": 0.15589995682239532, + "learning_rate": 0.0003291539460542584, + "timestep_mean": 604.40625, + "epsilon_norm": 6.343914031982422, + "prediction_norm": 5.674526691436768, + "timestamp": "2025-07-14T12:34:17.124743" + }, + { + "epoch": 1222, + "batch_idx": 32, + "loss": 0.33664852380752563, + "learning_rate": 0.0003291539460542584, + "timestep_mean": 473.15625, + "epsilon_norm": 7.489006996154785, + "prediction_norm": 6.1601176261901855, + "timestamp": "2025-07-14T12:34:17.129715" + }, + { + "epoch": 1222, + "batch_idx": 64, + "loss": 0.5363771915435791, + "learning_rate": 0.0003291539460542584, + "timestep_mean": 478.5, + "epsilon_norm": 9.272345542907715, + "prediction_norm": 7.280582427978516, + "timestamp": "2025-07-14T12:34:17.134545" + }, + { + "epoch": 1222, + "batch_idx": 96, + "loss": 0.4933638274669647, + "learning_rate": 0.0003291539460542584, + "timestep_mean": 421.84375, + "epsilon_norm": 9.362651824951172, + "prediction_norm": 7.428077220916748, + "timestamp": "2025-07-14T12:34:17.139400" + }, + { + "epoch": 1222, + "batch_idx": 128, + "loss": 0.22584228217601776, + "learning_rate": 0.0003291539460542584, + "timestep_mean": 531.0, + "epsilon_norm": 7.571969509124756, + "prediction_norm": 6.581223964691162, + "timestamp": "2025-07-14T12:34:17.144356" + }, + { + "epoch": 1222, + "batch_idx": 160, + "loss": 0.3427492380142212, + "learning_rate": 0.0003291539460542584, + "timestep_mean": 466.875, + "epsilon_norm": 9.332432746887207, + "prediction_norm": 7.033434867858887, + "timestamp": "2025-07-14T12:34:17.149233" + }, + { + "epoch": 1222, + "batch_idx": 192, + "loss": 0.10599155724048615, + "learning_rate": 0.0003291539460542584, + "timestep_mean": 543.625, + "epsilon_norm": 3.5304174423217773, + "prediction_norm": 3.527400493621826, + "timestamp": "2025-07-14T12:34:17.154147" + }, + { + "epoch": 1223, + "batch_idx": 0, + "loss": 0.2570802867412567, + "learning_rate": 0.00032841603055030604, + "timestep_mean": 503.09375, + "epsilon_norm": 7.73049783706665, + "prediction_norm": 6.516453742980957, + "timestamp": "2025-07-14T12:34:17.159173" + }, + { + "epoch": 1223, + "batch_idx": 32, + "loss": 0.20885367691516876, + "learning_rate": 0.00032841603055030604, + "timestep_mean": 454.875, + "epsilon_norm": 7.439298152923584, + "prediction_norm": 5.896289825439453, + "timestamp": "2025-07-14T12:34:17.164072" + }, + { + "epoch": 1223, + "batch_idx": 64, + "loss": 0.21837490797042847, + "learning_rate": 0.00032841603055030604, + "timestep_mean": 508.40625, + "epsilon_norm": 6.989291191101074, + "prediction_norm": 6.5196404457092285, + "timestamp": "2025-07-14T12:34:17.169015" + }, + { + "epoch": 1223, + "batch_idx": 96, + "loss": 0.2509083151817322, + "learning_rate": 0.00032841603055030604, + "timestep_mean": 476.46875, + "epsilon_norm": 7.1091814041137695, + "prediction_norm": 5.770143985748291, + "timestamp": "2025-07-14T12:34:17.173949" + }, + { + "epoch": 1223, + "batch_idx": 128, + "loss": 0.26585620641708374, + "learning_rate": 0.00032841603055030604, + "timestep_mean": 597.4375, + "epsilon_norm": 8.462367057800293, + "prediction_norm": 8.024239540100098, + "timestamp": "2025-07-14T12:34:17.178849" + }, + { + "epoch": 1223, + "batch_idx": 160, + "loss": 0.14696133136749268, + "learning_rate": 0.00032841603055030604, + "timestep_mean": 486.59375, + "epsilon_norm": 8.138280868530273, + "prediction_norm": 7.529675006866455, + "timestamp": "2025-07-14T12:34:17.183781" + }, + { + "epoch": 1223, + "batch_idx": 192, + "loss": 0.7502322793006897, + "learning_rate": 0.00032841603055030604, + "timestep_mean": 331.25, + "epsilon_norm": 4.781891345977783, + "prediction_norm": 3.863581895828247, + "timestamp": "2025-07-14T12:34:17.188657" + }, + { + "epoch": 1224, + "batch_idx": 0, + "loss": 0.3283655047416687, + "learning_rate": 0.0003276785384127415, + "timestep_mean": 469.21875, + "epsilon_norm": 6.69482421875, + "prediction_norm": 5.677106857299805, + "timestamp": "2025-07-14T12:34:17.193511" + }, + { + "epoch": 1224, + "batch_idx": 32, + "loss": 0.19347445666790009, + "learning_rate": 0.0003276785384127415, + "timestep_mean": 429.59375, + "epsilon_norm": 7.1591796875, + "prediction_norm": 6.594249248504639, + "timestamp": "2025-07-14T12:34:17.198368" + }, + { + "epoch": 1224, + "batch_idx": 64, + "loss": 0.20810383558273315, + "learning_rate": 0.0003276785384127415, + "timestep_mean": 525.84375, + "epsilon_norm": 7.919041633605957, + "prediction_norm": 7.116307735443115, + "timestamp": "2025-07-14T12:34:17.203260" + }, + { + "epoch": 1224, + "batch_idx": 96, + "loss": 0.1995895355939865, + "learning_rate": 0.0003276785384127415, + "timestep_mean": 524.34375, + "epsilon_norm": 7.451113700866699, + "prediction_norm": 7.1008782386779785, + "timestamp": "2025-07-14T12:34:17.208144" + }, + { + "epoch": 1224, + "batch_idx": 128, + "loss": 0.11729387193918228, + "learning_rate": 0.0003276785384127415, + "timestep_mean": 530.5625, + "epsilon_norm": 8.25651741027832, + "prediction_norm": 7.8724141120910645, + "timestamp": "2025-07-14T12:34:17.213124" + }, + { + "epoch": 1224, + "batch_idx": 160, + "loss": 0.4334374666213989, + "learning_rate": 0.0003276785384127415, + "timestep_mean": 525.3125, + "epsilon_norm": 7.9860076904296875, + "prediction_norm": 5.784709930419922, + "timestamp": "2025-07-14T12:34:17.217960" + }, + { + "epoch": 1224, + "batch_idx": 192, + "loss": 0.08435913920402527, + "learning_rate": 0.0003276785384127415, + "timestep_mean": 578.625, + "epsilon_norm": 4.037629127502441, + "prediction_norm": 4.024862766265869, + "timestamp": "2025-07-14T12:34:17.222893" + }, + { + "epoch": 1225, + "batch_idx": 0, + "loss": 0.42915937304496765, + "learning_rate": 0.00032694147146125353, + "timestep_mean": 485.84375, + "epsilon_norm": 8.815865516662598, + "prediction_norm": 7.157081127166748, + "timestamp": "2025-07-14T12:34:17.227816" + }, + { + "epoch": 1225, + "batch_idx": 32, + "loss": 0.181954026222229, + "learning_rate": 0.00032694147146125353, + "timestep_mean": 468.34375, + "epsilon_norm": 8.4375, + "prediction_norm": 7.19595193862915, + "timestamp": "2025-07-14T12:34:17.232675" + }, + { + "epoch": 1225, + "batch_idx": 64, + "loss": 0.26319289207458496, + "learning_rate": 0.00032694147146125353, + "timestep_mean": 552.28125, + "epsilon_norm": 7.723732948303223, + "prediction_norm": 6.037527084350586, + "timestamp": "2025-07-14T12:34:17.237604" + }, + { + "epoch": 1225, + "batch_idx": 96, + "loss": 0.10769955068826675, + "learning_rate": 0.00032694147146125353, + "timestep_mean": 604.5625, + "epsilon_norm": 7.466616630554199, + "prediction_norm": 7.355497360229492, + "timestamp": "2025-07-14T12:34:17.242546" + }, + { + "epoch": 1225, + "batch_idx": 128, + "loss": 0.5914851427078247, + "learning_rate": 0.00032694147146125353, + "timestep_mean": 381.9375, + "epsilon_norm": 8.879618644714355, + "prediction_norm": 7.042933940887451, + "timestamp": "2025-07-14T12:34:17.247439" + }, + { + "epoch": 1225, + "batch_idx": 160, + "loss": 0.17420463263988495, + "learning_rate": 0.00032694147146125353, + "timestep_mean": 470.40625, + "epsilon_norm": 7.704118728637695, + "prediction_norm": 6.42453145980835, + "timestamp": "2025-07-14T12:34:17.252325" + }, + { + "epoch": 1225, + "batch_idx": 192, + "loss": 0.02930620312690735, + "learning_rate": 0.00032694147146125353, + "timestep_mean": 583.75, + "epsilon_norm": 3.9489054679870605, + "prediction_norm": 4.036506175994873, + "timestamp": "2025-07-14T12:34:17.257176" + }, + { + "epoch": 1226, + "batch_idx": 0, + "loss": 0.2910535931587219, + "learning_rate": 0.00032620483151448153, + "timestep_mean": 491.53125, + "epsilon_norm": 7.918042182922363, + "prediction_norm": 6.216476917266846, + "timestamp": "2025-07-14T12:34:17.262161" + }, + { + "epoch": 1226, + "batch_idx": 32, + "loss": 0.20293153822422028, + "learning_rate": 0.00032620483151448153, + "timestep_mean": 477.34375, + "epsilon_norm": 6.389255046844482, + "prediction_norm": 6.271122932434082, + "timestamp": "2025-07-14T12:34:17.267127" + }, + { + "epoch": 1226, + "batch_idx": 64, + "loss": 0.31043529510498047, + "learning_rate": 0.00032620483151448153, + "timestep_mean": 504.96875, + "epsilon_norm": 8.186921119689941, + "prediction_norm": 6.795693397521973, + "timestamp": "2025-07-14T12:34:17.272091" + }, + { + "epoch": 1226, + "batch_idx": 96, + "loss": 0.4249352812767029, + "learning_rate": 0.00032620483151448153, + "timestep_mean": 494.8125, + "epsilon_norm": 8.646759033203125, + "prediction_norm": 6.523667812347412, + "timestamp": "2025-07-14T12:34:17.276966" + }, + { + "epoch": 1226, + "batch_idx": 128, + "loss": 0.19169190526008606, + "learning_rate": 0.00032620483151448153, + "timestep_mean": 425.0625, + "epsilon_norm": 7.512332916259766, + "prediction_norm": 6.411480903625488, + "timestamp": "2025-07-14T12:34:17.281876" + }, + { + "epoch": 1226, + "batch_idx": 160, + "loss": 0.22693437337875366, + "learning_rate": 0.00032620483151448153, + "timestep_mean": 559.25, + "epsilon_norm": 7.501599311828613, + "prediction_norm": 6.555245399475098, + "timestamp": "2025-07-14T12:34:17.286806" + }, + { + "epoch": 1226, + "batch_idx": 192, + "loss": 0.11408182978630066, + "learning_rate": 0.00032620483151448153, + "timestep_mean": 625.75, + "epsilon_norm": 2.5119082927703857, + "prediction_norm": 2.13547420501709, + "timestamp": "2025-07-14T12:34:17.291697" + }, + { + "epoch": 1227, + "batch_idx": 0, + "loss": 0.2909848093986511, + "learning_rate": 0.0003254686203900112, + "timestep_mean": 486.0, + "epsilon_norm": 7.13205099105835, + "prediction_norm": 5.691183090209961, + "timestamp": "2025-07-14T12:34:17.296595" + }, + { + "epoch": 1227, + "batch_idx": 32, + "loss": 0.3615718483924866, + "learning_rate": 0.0003254686203900112, + "timestep_mean": 453.875, + "epsilon_norm": 8.569610595703125, + "prediction_norm": 7.10839319229126, + "timestamp": "2025-07-14T12:34:17.301509" + }, + { + "epoch": 1227, + "batch_idx": 64, + "loss": 0.32415127754211426, + "learning_rate": 0.0003254686203900112, + "timestep_mean": 456.09375, + "epsilon_norm": 8.472380638122559, + "prediction_norm": 6.435815334320068, + "timestamp": "2025-07-14T12:34:17.306607" + }, + { + "epoch": 1227, + "batch_idx": 96, + "loss": 0.1794777810573578, + "learning_rate": 0.0003254686203900112, + "timestep_mean": 484.34375, + "epsilon_norm": 7.146356105804443, + "prediction_norm": 6.082352161407471, + "timestamp": "2025-07-14T12:34:17.311757" + }, + { + "epoch": 1227, + "batch_idx": 128, + "loss": 0.2831970751285553, + "learning_rate": 0.0003254686203900112, + "timestep_mean": 499.0625, + "epsilon_norm": 9.075581550598145, + "prediction_norm": 7.832849979400635, + "timestamp": "2025-07-14T12:34:17.316938" + }, + { + "epoch": 1227, + "batch_idx": 160, + "loss": 0.1488146036863327, + "learning_rate": 0.0003254686203900112, + "timestep_mean": 609.90625, + "epsilon_norm": 7.6269049644470215, + "prediction_norm": 6.598812580108643, + "timestamp": "2025-07-14T12:34:17.322025" + }, + { + "epoch": 1227, + "batch_idx": 192, + "loss": 0.2396572381258011, + "learning_rate": 0.0003254686203900112, + "timestep_mean": 438.0, + "epsilon_norm": 4.531918525695801, + "prediction_norm": 3.38301682472229, + "timestamp": "2025-07-14T12:34:17.327111" + }, + { + "epoch": 1228, + "batch_idx": 0, + "loss": 0.3356649577617645, + "learning_rate": 0.00032473283990437044, + "timestep_mean": 398.5, + "epsilon_norm": 8.66558837890625, + "prediction_norm": 7.0778374671936035, + "timestamp": "2025-07-14T12:34:17.332177" + }, + { + "epoch": 1228, + "batch_idx": 32, + "loss": 0.23818756639957428, + "learning_rate": 0.00032473283990437044, + "timestep_mean": 464.78125, + "epsilon_norm": 7.60601806640625, + "prediction_norm": 6.412683963775635, + "timestamp": "2025-07-14T12:34:17.337382" + }, + { + "epoch": 1228, + "batch_idx": 64, + "loss": 0.27853086590766907, + "learning_rate": 0.00032473283990437044, + "timestep_mean": 491.21875, + "epsilon_norm": 7.7261962890625, + "prediction_norm": 6.615458011627197, + "timestamp": "2025-07-14T12:34:17.342587" + }, + { + "epoch": 1228, + "batch_idx": 96, + "loss": 0.30272233486175537, + "learning_rate": 0.00032473283990437044, + "timestep_mean": 518.9375, + "epsilon_norm": 7.59579610824585, + "prediction_norm": 6.618674278259277, + "timestamp": "2025-07-14T12:34:17.347602" + }, + { + "epoch": 1228, + "batch_idx": 128, + "loss": 0.14560845494270325, + "learning_rate": 0.00032473283990437044, + "timestep_mean": 504.8125, + "epsilon_norm": 7.939084053039551, + "prediction_norm": 7.230240345001221, + "timestamp": "2025-07-14T12:34:17.352674" + }, + { + "epoch": 1228, + "batch_idx": 160, + "loss": 0.2665705382823944, + "learning_rate": 0.00032473283990437044, + "timestep_mean": 464.75, + "epsilon_norm": 7.41662073135376, + "prediction_norm": 6.871918678283691, + "timestamp": "2025-07-14T12:34:17.357883" + }, + { + "epoch": 1228, + "batch_idx": 192, + "loss": 0.2096703201532364, + "learning_rate": 0.00032473283990437044, + "timestep_mean": 557.375, + "epsilon_norm": 4.297879695892334, + "prediction_norm": 4.076748847961426, + "timestamp": "2025-07-14T12:34:17.363097" + }, + { + "epoch": 1229, + "batch_idx": 0, + "loss": 0.216373011469841, + "learning_rate": 0.0003239974918730245, + "timestep_mean": 506.0625, + "epsilon_norm": 7.386116981506348, + "prediction_norm": 6.159748554229736, + "timestamp": "2025-07-14T12:34:17.368186" + }, + { + "epoch": 1229, + "batch_idx": 32, + "loss": 0.2113177627325058, + "learning_rate": 0.0003239974918730245, + "timestep_mean": 531.5, + "epsilon_norm": 8.216021537780762, + "prediction_norm": 7.401994705200195, + "timestamp": "2025-07-14T12:34:17.373222" + }, + { + "epoch": 1229, + "batch_idx": 64, + "loss": 0.1658644676208496, + "learning_rate": 0.0003239974918730245, + "timestep_mean": 608.375, + "epsilon_norm": 7.799187660217285, + "prediction_norm": 7.095669746398926, + "timestamp": "2025-07-14T12:34:17.378358" + }, + { + "epoch": 1229, + "batch_idx": 96, + "loss": 0.34112679958343506, + "learning_rate": 0.0003239974918730245, + "timestep_mean": 456.53125, + "epsilon_norm": 8.188952445983887, + "prediction_norm": 6.481450080871582, + "timestamp": "2025-07-14T12:34:17.383507" + }, + { + "epoch": 1229, + "batch_idx": 128, + "loss": 0.3446826636791229, + "learning_rate": 0.0003239974918730245, + "timestep_mean": 533.625, + "epsilon_norm": 8.17104434967041, + "prediction_norm": 7.228039741516113, + "timestamp": "2025-07-14T12:34:17.388549" + }, + { + "epoch": 1229, + "batch_idx": 160, + "loss": 0.23506224155426025, + "learning_rate": 0.0003239974918730245, + "timestep_mean": 475.65625, + "epsilon_norm": 6.031513214111328, + "prediction_norm": 5.324934482574463, + "timestamp": "2025-07-14T12:34:17.393701" + }, + { + "epoch": 1229, + "batch_idx": 192, + "loss": 0.4714163541793823, + "learning_rate": 0.0003239974918730245, + "timestep_mean": 573.375, + "epsilon_norm": 4.479625225067139, + "prediction_norm": 3.8236703872680664, + "timestamp": "2025-07-14T12:34:17.398866" + }, + { + "epoch": 1230, + "batch_idx": 0, + "loss": 0.226166769862175, + "learning_rate": 0.0003232625781103715, + "timestep_mean": 603.6875, + "epsilon_norm": 8.378329277038574, + "prediction_norm": 7.296262264251709, + "timestamp": "2025-07-14T12:34:17.403956" + }, + { + "epoch": 1230, + "batch_idx": 32, + "loss": 0.33752870559692383, + "learning_rate": 0.0003232625781103715, + "timestep_mean": 578.34375, + "epsilon_norm": 7.878110408782959, + "prediction_norm": 6.448927402496338, + "timestamp": "2025-07-14T12:34:17.408942" + }, + { + "epoch": 1230, + "batch_idx": 64, + "loss": 0.17744186520576477, + "learning_rate": 0.0003232625781103715, + "timestep_mean": 556.40625, + "epsilon_norm": 7.896050930023193, + "prediction_norm": 7.162714004516602, + "timestamp": "2025-07-14T12:34:17.413847" + }, + { + "epoch": 1230, + "batch_idx": 96, + "loss": 0.5210340619087219, + "learning_rate": 0.0003232625781103715, + "timestep_mean": 471.75, + "epsilon_norm": 9.721034049987793, + "prediction_norm": 7.620772838592529, + "timestamp": "2025-07-14T12:34:17.419199" + }, + { + "epoch": 1230, + "batch_idx": 128, + "loss": 0.2339664250612259, + "learning_rate": 0.0003232625781103715, + "timestep_mean": 521.5, + "epsilon_norm": 7.4133782386779785, + "prediction_norm": 6.5534539222717285, + "timestamp": "2025-07-14T12:34:17.424384" + }, + { + "epoch": 1230, + "batch_idx": 160, + "loss": 0.41853150725364685, + "learning_rate": 0.0003232625781103715, + "timestep_mean": 448.15625, + "epsilon_norm": 7.6640238761901855, + "prediction_norm": 6.104137420654297, + "timestamp": "2025-07-14T12:34:17.429663" + }, + { + "epoch": 1230, + "batch_idx": 192, + "loss": 0.13555890321731567, + "learning_rate": 0.0003232625781103715, + "timestep_mean": 517.0, + "epsilon_norm": 2.9830212593078613, + "prediction_norm": 2.774137258529663, + "timestamp": "2025-07-14T12:34:17.434787" + }, + { + "epoch": 1231, + "batch_idx": 0, + "loss": 0.17190703749656677, + "learning_rate": 0.00032252810042973786, + "timestep_mean": 564.8125, + "epsilon_norm": 6.440562725067139, + "prediction_norm": 6.181487083435059, + "timestamp": "2025-07-14T12:34:17.440107" + }, + { + "epoch": 1231, + "batch_idx": 32, + "loss": 0.39119255542755127, + "learning_rate": 0.00032252810042973786, + "timestep_mean": 432.21875, + "epsilon_norm": 8.08643913269043, + "prediction_norm": 5.891567707061768, + "timestamp": "2025-07-14T12:34:17.445458" + }, + { + "epoch": 1231, + "batch_idx": 64, + "loss": 0.29085010290145874, + "learning_rate": 0.00032252810042973786, + "timestep_mean": 442.15625, + "epsilon_norm": 8.44872760772705, + "prediction_norm": 6.615917205810547, + "timestamp": "2025-07-14T12:34:17.450699" + }, + { + "epoch": 1231, + "batch_idx": 96, + "loss": 0.2880289554595947, + "learning_rate": 0.00032252810042973786, + "timestep_mean": 481.53125, + "epsilon_norm": 9.286293029785156, + "prediction_norm": 7.5713067054748535, + "timestamp": "2025-07-14T12:34:17.455874" + }, + { + "epoch": 1231, + "batch_idx": 128, + "loss": 0.41578564047813416, + "learning_rate": 0.00032252810042973786, + "timestep_mean": 494.28125, + "epsilon_norm": 7.874970436096191, + "prediction_norm": 5.828432083129883, + "timestamp": "2025-07-14T12:34:17.460837" + }, + { + "epoch": 1231, + "batch_idx": 160, + "loss": 0.14856404066085815, + "learning_rate": 0.00032252810042973786, + "timestep_mean": 591.75, + "epsilon_norm": 8.394039154052734, + "prediction_norm": 7.6615118980407715, + "timestamp": "2025-07-14T12:34:17.465768" + }, + { + "epoch": 1231, + "batch_idx": 192, + "loss": 0.22213415801525116, + "learning_rate": 0.00032252810042973786, + "timestep_mean": 392.375, + "epsilon_norm": 2.6160216331481934, + "prediction_norm": 2.2229578495025635, + "timestamp": "2025-07-14T12:34:17.470630" + }, + { + "epoch": 1232, + "batch_idx": 0, + "loss": 0.3573019206523895, + "learning_rate": 0.00032179406064337463, + "timestep_mean": 530.71875, + "epsilon_norm": 8.920158386230469, + "prediction_norm": 7.100107192993164, + "timestamp": "2025-07-14T12:34:17.475611" + }, + { + "epoch": 1232, + "batch_idx": 32, + "loss": 0.19153062999248505, + "learning_rate": 0.00032179406064337463, + "timestep_mean": 571.5625, + "epsilon_norm": 7.467126846313477, + "prediction_norm": 6.978845596313477, + "timestamp": "2025-07-14T12:34:17.480807" + }, + { + "epoch": 1232, + "batch_idx": 64, + "loss": 0.16845020651817322, + "learning_rate": 0.00032179406064337463, + "timestep_mean": 472.15625, + "epsilon_norm": 7.333803176879883, + "prediction_norm": 6.923312187194824, + "timestamp": "2025-07-14T12:34:17.485985" + }, + { + "epoch": 1232, + "batch_idx": 96, + "loss": 0.3063580393791199, + "learning_rate": 0.00032179406064337463, + "timestep_mean": 486.53125, + "epsilon_norm": 8.69960880279541, + "prediction_norm": 7.10075569152832, + "timestamp": "2025-07-14T12:34:17.491090" + }, + { + "epoch": 1232, + "batch_idx": 128, + "loss": 0.29431769251823425, + "learning_rate": 0.00032179406064337463, + "timestep_mean": 589.8125, + "epsilon_norm": 9.035759925842285, + "prediction_norm": 7.613832473754883, + "timestamp": "2025-07-14T12:34:17.496228" + }, + { + "epoch": 1232, + "batch_idx": 160, + "loss": 0.21711163222789764, + "learning_rate": 0.00032179406064337463, + "timestep_mean": 528.46875, + "epsilon_norm": 7.151636600494385, + "prediction_norm": 6.330673694610596, + "timestamp": "2025-07-14T12:34:17.501213" + }, + { + "epoch": 1232, + "batch_idx": 192, + "loss": 0.14464989304542542, + "learning_rate": 0.00032179406064337463, + "timestep_mean": 569.75, + "epsilon_norm": 2.6427574157714844, + "prediction_norm": 2.1010797023773193, + "timestamp": "2025-07-14T12:34:17.506360" + }, + { + "epoch": 1233, + "batch_idx": 0, + "loss": 0.35284292697906494, + "learning_rate": 0.0003210604605624518, + "timestep_mean": 471.375, + "epsilon_norm": 8.576273918151855, + "prediction_norm": 7.173134803771973, + "timestamp": "2025-07-14T12:34:17.511478" + }, + { + "epoch": 1233, + "batch_idx": 32, + "loss": 0.1283857226371765, + "learning_rate": 0.0003210604605624518, + "timestep_mean": 552.53125, + "epsilon_norm": 7.87757682800293, + "prediction_norm": 6.831735610961914, + "timestamp": "2025-07-14T12:34:17.516738" + }, + { + "epoch": 1233, + "batch_idx": 64, + "loss": 0.41949957609176636, + "learning_rate": 0.0003210604605624518, + "timestep_mean": 498.5, + "epsilon_norm": 7.777579307556152, + "prediction_norm": 5.6377973556518555, + "timestamp": "2025-07-14T12:34:17.521919" + }, + { + "epoch": 1233, + "batch_idx": 96, + "loss": 0.18146778643131256, + "learning_rate": 0.0003210604605624518, + "timestep_mean": 585.21875, + "epsilon_norm": 7.853188991546631, + "prediction_norm": 6.477553844451904, + "timestamp": "2025-07-14T12:34:17.526996" + }, + { + "epoch": 1233, + "batch_idx": 128, + "loss": 0.3949894607067108, + "learning_rate": 0.0003210604605624518, + "timestep_mean": 552.34375, + "epsilon_norm": 8.687967300415039, + "prediction_norm": 6.865710258483887, + "timestamp": "2025-07-14T12:34:17.532096" + }, + { + "epoch": 1233, + "batch_idx": 160, + "loss": 0.38985157012939453, + "learning_rate": 0.0003210604605624518, + "timestep_mean": 468.53125, + "epsilon_norm": 9.81656551361084, + "prediction_norm": 7.620082378387451, + "timestamp": "2025-07-14T12:34:17.537314" + }, + { + "epoch": 1233, + "batch_idx": 192, + "loss": 0.05352116376161575, + "learning_rate": 0.0003210604605624518, + "timestep_mean": 717.75, + "epsilon_norm": 3.6977622509002686, + "prediction_norm": 3.7582521438598633, + "timestamp": "2025-07-14T12:34:17.542619" + }, + { + "epoch": 1234, + "batch_idx": 0, + "loss": 0.3517235517501831, + "learning_rate": 0.00032032730199705467, + "timestep_mean": 443.0625, + "epsilon_norm": 9.357665061950684, + "prediction_norm": 8.20121955871582, + "timestamp": "2025-07-14T12:34:17.547699" + }, + { + "epoch": 1234, + "batch_idx": 32, + "loss": 0.1725405901670456, + "learning_rate": 0.00032032730199705467, + "timestep_mean": 509.25, + "epsilon_norm": 7.588502883911133, + "prediction_norm": 6.397815704345703, + "timestamp": "2025-07-14T12:34:17.552986" + }, + { + "epoch": 1234, + "batch_idx": 64, + "loss": 0.31665241718292236, + "learning_rate": 0.00032032730199705467, + "timestep_mean": 474.09375, + "epsilon_norm": 8.367952346801758, + "prediction_norm": 7.722506523132324, + "timestamp": "2025-07-14T12:34:17.558165" + }, + { + "epoch": 1234, + "batch_idx": 96, + "loss": 0.24802887439727783, + "learning_rate": 0.00032032730199705467, + "timestep_mean": 493.75, + "epsilon_norm": 7.952134609222412, + "prediction_norm": 6.747077941894531, + "timestamp": "2025-07-14T12:34:17.563384" + }, + { + "epoch": 1234, + "batch_idx": 128, + "loss": 0.1641666442155838, + "learning_rate": 0.00032032730199705467, + "timestep_mean": 555.375, + "epsilon_norm": 6.656894207000732, + "prediction_norm": 5.845461368560791, + "timestamp": "2025-07-14T12:34:17.568578" + }, + { + "epoch": 1234, + "batch_idx": 160, + "loss": 0.15423841774463654, + "learning_rate": 0.00032032730199705467, + "timestep_mean": 560.84375, + "epsilon_norm": 8.198365211486816, + "prediction_norm": 7.896002292633057, + "timestamp": "2025-07-14T12:34:17.573759" + }, + { + "epoch": 1234, + "batch_idx": 192, + "loss": 0.8146225810050964, + "learning_rate": 0.00032032730199705467, + "timestep_mean": 572.5, + "epsilon_norm": 6.01567268371582, + "prediction_norm": 4.321235656738281, + "timestamp": "2025-07-14T12:34:17.578823" + }, + { + "epoch": 1235, + "batch_idx": 0, + "loss": 0.3993750810623169, + "learning_rate": 0.000319594586756179, + "timestep_mean": 535.90625, + "epsilon_norm": 8.574580192565918, + "prediction_norm": 6.985868453979492, + "timestamp": "2025-07-14T12:34:17.583874" + }, + { + "epoch": 1235, + "batch_idx": 32, + "loss": 0.20177645981311798, + "learning_rate": 0.000319594586756179, + "timestep_mean": 510.59375, + "epsilon_norm": 8.398245811462402, + "prediction_norm": 7.703114986419678, + "timestamp": "2025-07-14T12:34:17.589091" + }, + { + "epoch": 1235, + "batch_idx": 64, + "loss": 0.4521695375442505, + "learning_rate": 0.000319594586756179, + "timestep_mean": 474.84375, + "epsilon_norm": 8.309985160827637, + "prediction_norm": 6.131427764892578, + "timestamp": "2025-07-14T12:34:17.594318" + }, + { + "epoch": 1235, + "batch_idx": 96, + "loss": 0.34419912099838257, + "learning_rate": 0.000319594586756179, + "timestep_mean": 421.90625, + "epsilon_norm": 8.879127502441406, + "prediction_norm": 7.726588726043701, + "timestamp": "2025-07-14T12:34:17.599555" + }, + { + "epoch": 1235, + "batch_idx": 128, + "loss": 0.20080780982971191, + "learning_rate": 0.000319594586756179, + "timestep_mean": 520.9375, + "epsilon_norm": 8.245695114135742, + "prediction_norm": 7.4620866775512695, + "timestamp": "2025-07-14T12:34:17.604847" + }, + { + "epoch": 1235, + "batch_idx": 160, + "loss": 0.26517894864082336, + "learning_rate": 0.000319594586756179, + "timestep_mean": 528.59375, + "epsilon_norm": 8.202168464660645, + "prediction_norm": 7.092074394226074, + "timestamp": "2025-07-14T12:34:17.610122" + }, + { + "epoch": 1235, + "batch_idx": 192, + "loss": 0.2695154547691345, + "learning_rate": 0.000319594586756179, + "timestep_mean": 627.625, + "epsilon_norm": 3.259856700897217, + "prediction_norm": 2.5598742961883545, + "timestamp": "2025-07-14T12:34:17.615222" + }, + { + "epoch": 1236, + "batch_idx": 0, + "loss": 0.39218568801879883, + "learning_rate": 0.0003188623166477271, + "timestep_mean": 477.625, + "epsilon_norm": 7.839212894439697, + "prediction_norm": 6.665761470794678, + "timestamp": "2025-07-14T12:34:17.620290" + }, + { + "epoch": 1236, + "batch_idx": 32, + "loss": 0.2897762060165405, + "learning_rate": 0.0003188623166477271, + "timestep_mean": 492.46875, + "epsilon_norm": 7.955533504486084, + "prediction_norm": 6.796880722045898, + "timestamp": "2025-07-14T12:34:17.625562" + }, + { + "epoch": 1236, + "batch_idx": 64, + "loss": 0.23331649601459503, + "learning_rate": 0.0003188623166477271, + "timestep_mean": 554.53125, + "epsilon_norm": 8.201333045959473, + "prediction_norm": 7.0099053382873535, + "timestamp": "2025-07-14T12:34:17.630755" + }, + { + "epoch": 1236, + "batch_idx": 96, + "loss": 0.3570186495780945, + "learning_rate": 0.0003188623166477271, + "timestep_mean": 391.1875, + "epsilon_norm": 7.866693496704102, + "prediction_norm": 5.789994239807129, + "timestamp": "2025-07-14T12:34:17.636034" + }, + { + "epoch": 1236, + "batch_idx": 128, + "loss": 0.22579069435596466, + "learning_rate": 0.0003188623166477271, + "timestep_mean": 506.875, + "epsilon_norm": 8.15361213684082, + "prediction_norm": 7.57845401763916, + "timestamp": "2025-07-14T12:34:17.641180" + }, + { + "epoch": 1236, + "batch_idx": 160, + "loss": 0.36650550365448, + "learning_rate": 0.0003188623166477271, + "timestep_mean": 487.25, + "epsilon_norm": 8.502545356750488, + "prediction_norm": 7.409036159515381, + "timestamp": "2025-07-14T12:34:17.646310" + }, + { + "epoch": 1236, + "batch_idx": 192, + "loss": 0.16810345649719238, + "learning_rate": 0.0003188623166477271, + "timestep_mean": 278.625, + "epsilon_norm": 3.127582311630249, + "prediction_norm": 2.6268362998962402, + "timestamp": "2025-07-14T12:34:17.651051" + }, + { + "epoch": 1237, + "batch_idx": 0, + "loss": 0.41771942377090454, + "learning_rate": 0.00031813049347850244, + "timestep_mean": 517.5, + "epsilon_norm": 9.487327575683594, + "prediction_norm": 7.356405258178711, + "timestamp": "2025-07-14T12:34:17.655912" + }, + { + "epoch": 1237, + "batch_idx": 32, + "loss": 0.35125109553337097, + "learning_rate": 0.00031813049347850244, + "timestep_mean": 437.15625, + "epsilon_norm": 7.909659385681152, + "prediction_norm": 6.355588912963867, + "timestamp": "2025-07-14T12:34:17.660774" + }, + { + "epoch": 1237, + "batch_idx": 64, + "loss": 0.2503144443035126, + "learning_rate": 0.00031813049347850244, + "timestep_mean": 579.65625, + "epsilon_norm": 8.619107246398926, + "prediction_norm": 7.500656604766846, + "timestamp": "2025-07-14T12:34:17.665742" + }, + { + "epoch": 1237, + "batch_idx": 96, + "loss": 0.2728826403617859, + "learning_rate": 0.00031813049347850244, + "timestep_mean": 525.53125, + "epsilon_norm": 9.279471397399902, + "prediction_norm": 8.279544830322266, + "timestamp": "2025-07-14T12:34:17.670613" + }, + { + "epoch": 1237, + "batch_idx": 128, + "loss": 0.2786875069141388, + "learning_rate": 0.00031813049347850244, + "timestep_mean": 479.0, + "epsilon_norm": 8.663064956665039, + "prediction_norm": 6.60484504699707, + "timestamp": "2025-07-14T12:34:17.675423" + }, + { + "epoch": 1237, + "batch_idx": 160, + "loss": 0.33271461725234985, + "learning_rate": 0.00031813049347850244, + "timestep_mean": 486.375, + "epsilon_norm": 7.818798542022705, + "prediction_norm": 6.334770679473877, + "timestamp": "2025-07-14T12:34:17.680286" + }, + { + "epoch": 1237, + "batch_idx": 192, + "loss": 0.19818875193595886, + "learning_rate": 0.00031813049347850244, + "timestep_mean": 425.5, + "epsilon_norm": 3.3123538494110107, + "prediction_norm": 2.488363027572632, + "timestamp": "2025-07-14T12:34:17.685128" + }, + { + "epoch": 1238, + "batch_idx": 0, + "loss": 0.24684810638427734, + "learning_rate": 0.000317399119054206, + "timestep_mean": 493.59375, + "epsilon_norm": 6.876364707946777, + "prediction_norm": 5.190441131591797, + "timestamp": "2025-07-14T12:34:17.690025" + }, + { + "epoch": 1238, + "batch_idx": 32, + "loss": 0.4014143943786621, + "learning_rate": 0.000317399119054206, + "timestep_mean": 460.71875, + "epsilon_norm": 8.382076263427734, + "prediction_norm": 6.861968517303467, + "timestamp": "2025-07-14T12:34:17.694993" + }, + { + "epoch": 1238, + "batch_idx": 64, + "loss": 0.24562829732894897, + "learning_rate": 0.000317399119054206, + "timestep_mean": 476.28125, + "epsilon_norm": 7.426967620849609, + "prediction_norm": 6.084003448486328, + "timestamp": "2025-07-14T12:34:17.699998" + }, + { + "epoch": 1238, + "batch_idx": 96, + "loss": 0.4012352228164673, + "learning_rate": 0.000317399119054206, + "timestep_mean": 467.71875, + "epsilon_norm": 8.786195755004883, + "prediction_norm": 7.023281574249268, + "timestamp": "2025-07-14T12:34:17.704890" + }, + { + "epoch": 1238, + "batch_idx": 128, + "loss": 0.326253741979599, + "learning_rate": 0.000317399119054206, + "timestep_mean": 496.21875, + "epsilon_norm": 8.425538063049316, + "prediction_norm": 7.526935577392578, + "timestamp": "2025-07-14T12:34:17.709733" + }, + { + "epoch": 1238, + "batch_idx": 160, + "loss": 0.29840826988220215, + "learning_rate": 0.000317399119054206, + "timestep_mean": 484.84375, + "epsilon_norm": 7.070646286010742, + "prediction_norm": 6.478342533111572, + "timestamp": "2025-07-14T12:34:17.714564" + }, + { + "epoch": 1238, + "batch_idx": 192, + "loss": 0.6589577198028564, + "learning_rate": 0.000317399119054206, + "timestep_mean": 563.375, + "epsilon_norm": 4.756715774536133, + "prediction_norm": 3.2229340076446533, + "timestamp": "2025-07-14T12:34:17.719382" + }, + { + "epoch": 1239, + "batch_idx": 0, + "loss": 0.19360029697418213, + "learning_rate": 0.0003166681951794315, + "timestep_mean": 453.0625, + "epsilon_norm": 7.445789813995361, + "prediction_norm": 6.7528862953186035, + "timestamp": "2025-07-14T12:34:17.724231" + }, + { + "epoch": 1239, + "batch_idx": 32, + "loss": 0.29829007387161255, + "learning_rate": 0.0003166681951794315, + "timestep_mean": 481.40625, + "epsilon_norm": 9.19101619720459, + "prediction_norm": 7.482882976531982, + "timestamp": "2025-07-14T12:34:17.729069" + }, + { + "epoch": 1239, + "batch_idx": 64, + "loss": 0.19799873232841492, + "learning_rate": 0.0003166681951794315, + "timestep_mean": 478.34375, + "epsilon_norm": 8.382890701293945, + "prediction_norm": 7.698713779449463, + "timestamp": "2025-07-14T12:34:17.733951" + }, + { + "epoch": 1239, + "batch_idx": 96, + "loss": 0.2860807180404663, + "learning_rate": 0.0003166681951794315, + "timestep_mean": 555.4375, + "epsilon_norm": 7.979081153869629, + "prediction_norm": 7.1092963218688965, + "timestamp": "2025-07-14T12:34:17.738837" + }, + { + "epoch": 1239, + "batch_idx": 128, + "loss": 0.21415621042251587, + "learning_rate": 0.0003166681951794315, + "timestep_mean": 577.125, + "epsilon_norm": 8.302144050598145, + "prediction_norm": 6.944469928741455, + "timestamp": "2025-07-14T12:34:17.743699" + }, + { + "epoch": 1239, + "batch_idx": 160, + "loss": 0.2574898600578308, + "learning_rate": 0.0003166681951794315, + "timestep_mean": 551.6875, + "epsilon_norm": 8.641162872314453, + "prediction_norm": 7.615512371063232, + "timestamp": "2025-07-14T12:34:17.748589" + }, + { + "epoch": 1239, + "batch_idx": 192, + "loss": 0.8024648427963257, + "learning_rate": 0.0003166681951794315, + "timestep_mean": 418.625, + "epsilon_norm": 4.546426296234131, + "prediction_norm": 3.37089467048645, + "timestamp": "2025-07-14T12:34:17.753413" + }, + { + "epoch": 1240, + "batch_idx": 0, + "loss": 0.13507217168807983, + "learning_rate": 0.0003159377236576609, + "timestep_mean": 432.875, + "epsilon_norm": 6.838680744171143, + "prediction_norm": 6.3821868896484375, + "timestamp": "2025-07-14T12:34:17.758392" + }, + { + "epoch": 1240, + "batch_idx": 32, + "loss": 0.32075005769729614, + "learning_rate": 0.0003159377236576609, + "timestep_mean": 457.90625, + "epsilon_norm": 8.44849967956543, + "prediction_norm": 6.253507614135742, + "timestamp": "2025-07-14T12:34:17.763243" + }, + { + "epoch": 1240, + "batch_idx": 64, + "loss": 0.37391334772109985, + "learning_rate": 0.0003159377236576609, + "timestep_mean": 507.65625, + "epsilon_norm": 8.003583908081055, + "prediction_norm": 6.528297424316406, + "timestamp": "2025-07-14T12:34:17.768058" + }, + { + "epoch": 1240, + "batch_idx": 96, + "loss": 0.2849777638912201, + "learning_rate": 0.0003159377236576609, + "timestep_mean": 540.75, + "epsilon_norm": 8.437237739562988, + "prediction_norm": 7.350388526916504, + "timestamp": "2025-07-14T12:34:17.772993" + }, + { + "epoch": 1240, + "batch_idx": 128, + "loss": 0.3596903681755066, + "learning_rate": 0.0003159377236576609, + "timestep_mean": 413.75, + "epsilon_norm": 7.75851583480835, + "prediction_norm": 6.016142845153809, + "timestamp": "2025-07-14T12:34:17.777805" + }, + { + "epoch": 1240, + "batch_idx": 160, + "loss": 0.1544368416070938, + "learning_rate": 0.0003159377236576609, + "timestep_mean": 470.96875, + "epsilon_norm": 7.489729404449463, + "prediction_norm": 6.259459018707275, + "timestamp": "2025-07-14T12:34:17.782680" + }, + { + "epoch": 1240, + "batch_idx": 192, + "loss": 0.3304593861103058, + "learning_rate": 0.0003159377236576609, + "timestep_mean": 429.875, + "epsilon_norm": 3.825131893157959, + "prediction_norm": 2.7158477306365967, + "timestamp": "2025-07-14T12:34:17.787568" + }, + { + "epoch": 1241, + "batch_idx": 0, + "loss": 0.38422858715057373, + "learning_rate": 0.00031520770629126014, + "timestep_mean": 481.0, + "epsilon_norm": 7.786405563354492, + "prediction_norm": 5.992982387542725, + "timestamp": "2025-07-14T12:34:17.792458" + }, + { + "epoch": 1241, + "batch_idx": 32, + "loss": 0.24802182614803314, + "learning_rate": 0.00031520770629126014, + "timestep_mean": 480.6875, + "epsilon_norm": 7.7765116691589355, + "prediction_norm": 6.350379467010498, + "timestamp": "2025-07-14T12:34:17.797357" + }, + { + "epoch": 1241, + "batch_idx": 64, + "loss": 0.3223642408847809, + "learning_rate": 0.00031520770629126014, + "timestep_mean": 531.1875, + "epsilon_norm": 7.509573936462402, + "prediction_norm": 6.029363632202148, + "timestamp": "2025-07-14T12:34:17.802224" + }, + { + "epoch": 1241, + "batch_idx": 96, + "loss": 0.21847517788410187, + "learning_rate": 0.00031520770629126014, + "timestep_mean": 420.875, + "epsilon_norm": 6.656695365905762, + "prediction_norm": 5.809453964233398, + "timestamp": "2025-07-14T12:34:17.807152" + }, + { + "epoch": 1241, + "batch_idx": 128, + "loss": 0.34949228167533875, + "learning_rate": 0.00031520770629126014, + "timestep_mean": 460.40625, + "epsilon_norm": 8.75559139251709, + "prediction_norm": 7.169830322265625, + "timestamp": "2025-07-14T12:34:17.811982" + }, + { + "epoch": 1241, + "batch_idx": 160, + "loss": 0.14954908192157745, + "learning_rate": 0.00031520770629126014, + "timestep_mean": 571.75, + "epsilon_norm": 8.000091552734375, + "prediction_norm": 7.223500728607178, + "timestamp": "2025-07-14T12:34:17.816917" + }, + { + "epoch": 1241, + "batch_idx": 192, + "loss": 0.506405770778656, + "learning_rate": 0.00031520770629126014, + "timestep_mean": 486.625, + "epsilon_norm": 3.6799850463867188, + "prediction_norm": 2.7838923931121826, + "timestamp": "2025-07-14T12:34:17.821717" + }, + { + "epoch": 1242, + "batch_idx": 0, + "loss": 0.3014851212501526, + "learning_rate": 0.0003144781448814743, + "timestep_mean": 441.21875, + "epsilon_norm": 7.075207710266113, + "prediction_norm": 5.899442195892334, + "timestamp": "2025-07-14T12:34:17.826657" + }, + { + "epoch": 1242, + "batch_idx": 32, + "loss": 0.24997738003730774, + "learning_rate": 0.0003144781448814743, + "timestep_mean": 518.15625, + "epsilon_norm": 8.168191909790039, + "prediction_norm": 7.258775234222412, + "timestamp": "2025-07-14T12:34:17.831481" + }, + { + "epoch": 1242, + "batch_idx": 64, + "loss": 0.1866125762462616, + "learning_rate": 0.0003144781448814743, + "timestep_mean": 444.25, + "epsilon_norm": 6.497001647949219, + "prediction_norm": 5.788259506225586, + "timestamp": "2025-07-14T12:34:17.836307" + }, + { + "epoch": 1242, + "batch_idx": 96, + "loss": 0.2821913957595825, + "learning_rate": 0.0003144781448814743, + "timestep_mean": 516.28125, + "epsilon_norm": 6.990662574768066, + "prediction_norm": 5.761516094207764, + "timestamp": "2025-07-14T12:34:17.841197" + }, + { + "epoch": 1242, + "batch_idx": 128, + "loss": 0.16854393482208252, + "learning_rate": 0.0003144781448814743, + "timestep_mean": 553.96875, + "epsilon_norm": 6.283061981201172, + "prediction_norm": 5.735340118408203, + "timestamp": "2025-07-14T12:34:17.846138" + }, + { + "epoch": 1242, + "batch_idx": 160, + "loss": 0.26120465993881226, + "learning_rate": 0.0003144781448814743, + "timestep_mean": 475.625, + "epsilon_norm": 8.574484825134277, + "prediction_norm": 7.6094207763671875, + "timestamp": "2025-07-14T12:34:17.850993" + }, + { + "epoch": 1242, + "batch_idx": 192, + "loss": 0.293606698513031, + "learning_rate": 0.0003144781448814743, + "timestep_mean": 539.0, + "epsilon_norm": 3.5993001461029053, + "prediction_norm": 3.238133192062378, + "timestamp": "2025-07-14T12:34:17.855955" + }, + { + "epoch": 1243, + "batch_idx": 0, + "loss": 0.306614488363266, + "learning_rate": 0.000313749041228424, + "timestep_mean": 502.03125, + "epsilon_norm": 7.680032730102539, + "prediction_norm": 6.699897289276123, + "timestamp": "2025-07-14T12:34:17.860832" + }, + { + "epoch": 1243, + "batch_idx": 32, + "loss": 0.21634799242019653, + "learning_rate": 0.000313749041228424, + "timestep_mean": 557.28125, + "epsilon_norm": 7.731928825378418, + "prediction_norm": 6.308610916137695, + "timestamp": "2025-07-14T12:34:17.865683" + }, + { + "epoch": 1243, + "batch_idx": 64, + "loss": 0.23026807606220245, + "learning_rate": 0.000313749041228424, + "timestep_mean": 510.59375, + "epsilon_norm": 7.069430351257324, + "prediction_norm": 6.188552379608154, + "timestamp": "2025-07-14T12:34:17.870532" + }, + { + "epoch": 1243, + "batch_idx": 96, + "loss": 0.17056122422218323, + "learning_rate": 0.000313749041228424, + "timestep_mean": 481.3125, + "epsilon_norm": 7.405365467071533, + "prediction_norm": 6.799188137054443, + "timestamp": "2025-07-14T12:34:17.875791" + }, + { + "epoch": 1243, + "batch_idx": 128, + "loss": 0.2189459651708603, + "learning_rate": 0.000313749041228424, + "timestep_mean": 470.65625, + "epsilon_norm": 6.970623016357422, + "prediction_norm": 6.27694845199585, + "timestamp": "2025-07-14T12:34:17.880849" + }, + { + "epoch": 1243, + "batch_idx": 160, + "loss": 0.22301310300827026, + "learning_rate": 0.000313749041228424, + "timestep_mean": 592.53125, + "epsilon_norm": 6.846338272094727, + "prediction_norm": 6.252871513366699, + "timestamp": "2025-07-14T12:34:17.886061" + }, + { + "epoch": 1243, + "batch_idx": 192, + "loss": 0.20613087713718414, + "learning_rate": 0.000313749041228424, + "timestep_mean": 606.125, + "epsilon_norm": 4.27694845199585, + "prediction_norm": 3.7962493896484375, + "timestamp": "2025-07-14T12:34:17.891166" + }, + { + "epoch": 1244, + "batch_idx": 0, + "loss": 0.2907080054283142, + "learning_rate": 0.00031302039713109977, + "timestep_mean": 572.8125, + "epsilon_norm": 6.937745094299316, + "prediction_norm": 5.347888469696045, + "timestamp": "2025-07-14T12:34:17.896288" + }, + { + "epoch": 1244, + "batch_idx": 32, + "loss": 0.22500291466712952, + "learning_rate": 0.00031302039713109977, + "timestep_mean": 459.0625, + "epsilon_norm": 9.154960632324219, + "prediction_norm": 7.8460917472839355, + "timestamp": "2025-07-14T12:34:17.901508" + }, + { + "epoch": 1244, + "batch_idx": 64, + "loss": 0.21094995737075806, + "learning_rate": 0.00031302039713109977, + "timestep_mean": 491.40625, + "epsilon_norm": 7.73069953918457, + "prediction_norm": 6.987210273742676, + "timestamp": "2025-07-14T12:34:17.906632" + }, + { + "epoch": 1244, + "batch_idx": 96, + "loss": 0.3591628074645996, + "learning_rate": 0.00031302039713109977, + "timestep_mean": 523.3125, + "epsilon_norm": 7.154292106628418, + "prediction_norm": 6.43143892288208, + "timestamp": "2025-07-14T12:34:17.911847" + }, + { + "epoch": 1244, + "batch_idx": 128, + "loss": 0.30822598934173584, + "learning_rate": 0.00031302039713109977, + "timestep_mean": 450.625, + "epsilon_norm": 7.212244987487793, + "prediction_norm": 5.466008186340332, + "timestamp": "2025-07-14T12:34:17.916931" + }, + { + "epoch": 1244, + "batch_idx": 160, + "loss": 0.3475562632083893, + "learning_rate": 0.00031302039713109977, + "timestep_mean": 528.9375, + "epsilon_norm": 7.47600793838501, + "prediction_norm": 6.230053424835205, + "timestamp": "2025-07-14T12:34:17.921824" + }, + { + "epoch": 1244, + "batch_idx": 192, + "loss": 0.23298384249210358, + "learning_rate": 0.00031302039713109977, + "timestep_mean": 443.125, + "epsilon_norm": 4.691258430480957, + "prediction_norm": 3.467104434967041, + "timestamp": "2025-07-14T12:34:17.927172" + }, + { + "epoch": 1245, + "batch_idx": 0, + "loss": 0.47579219937324524, + "learning_rate": 0.00031229221438735844, + "timestep_mean": 435.375, + "epsilon_norm": 8.497091293334961, + "prediction_norm": 5.9489426612854, + "timestamp": "2025-07-14T12:34:17.935391" + }, + { + "epoch": 1245, + "batch_idx": 32, + "loss": 0.31017300486564636, + "learning_rate": 0.00031229221438735844, + "timestep_mean": 497.84375, + "epsilon_norm": 8.040070533752441, + "prediction_norm": 6.494877815246582, + "timestamp": "2025-07-14T12:34:17.940617" + }, + { + "epoch": 1245, + "batch_idx": 64, + "loss": 0.2699342966079712, + "learning_rate": 0.00031229221438735844, + "timestep_mean": 529.15625, + "epsilon_norm": 8.531895637512207, + "prediction_norm": 7.486936092376709, + "timestamp": "2025-07-14T12:34:17.945677" + }, + { + "epoch": 1245, + "batch_idx": 96, + "loss": 0.4266001582145691, + "learning_rate": 0.00031229221438735844, + "timestep_mean": 438.125, + "epsilon_norm": 7.559070587158203, + "prediction_norm": 5.543013095855713, + "timestamp": "2025-07-14T12:34:17.950827" + }, + { + "epoch": 1245, + "batch_idx": 128, + "loss": 0.4502754807472229, + "learning_rate": 0.00031229221438735844, + "timestep_mean": 473.375, + "epsilon_norm": 8.300188064575195, + "prediction_norm": 6.75413703918457, + "timestamp": "2025-07-14T12:34:17.955852" + }, + { + "epoch": 1245, + "batch_idx": 160, + "loss": 0.29768484830856323, + "learning_rate": 0.00031229221438735844, + "timestep_mean": 573.71875, + "epsilon_norm": 8.663378715515137, + "prediction_norm": 7.541886329650879, + "timestamp": "2025-07-14T12:34:17.960803" + }, + { + "epoch": 1245, + "batch_idx": 192, + "loss": 0.3853176236152649, + "learning_rate": 0.00031229221438735844, + "timestep_mean": 229.875, + "epsilon_norm": 3.177252769470215, + "prediction_norm": 1.305385708808899, + "timestamp": "2025-07-14T12:34:17.965835" + }, + { + "epoch": 1246, + "batch_idx": 0, + "loss": 0.28175467252731323, + "learning_rate": 0.0003115644947939185, + "timestep_mean": 537.21875, + "epsilon_norm": 8.17822265625, + "prediction_norm": 6.735193252563477, + "timestamp": "2025-07-14T12:34:17.970757" + }, + { + "epoch": 1246, + "batch_idx": 32, + "loss": 0.2833396792411804, + "learning_rate": 0.0003115644947939185, + "timestep_mean": 403.34375, + "epsilon_norm": 7.636572360992432, + "prediction_norm": 6.098073959350586, + "timestamp": "2025-07-14T12:34:17.975779" + }, + { + "epoch": 1246, + "batch_idx": 64, + "loss": 0.39394912123680115, + "learning_rate": 0.0003115644947939185, + "timestep_mean": 404.59375, + "epsilon_norm": 8.038508415222168, + "prediction_norm": 5.805972099304199, + "timestamp": "2025-07-14T12:34:17.980787" + }, + { + "epoch": 1246, + "batch_idx": 96, + "loss": 0.3505879342556, + "learning_rate": 0.0003115644947939185, + "timestep_mean": 510.15625, + "epsilon_norm": 7.538712978363037, + "prediction_norm": 5.852587699890137, + "timestamp": "2025-07-14T12:34:17.985752" + }, + { + "epoch": 1246, + "batch_idx": 128, + "loss": 0.26799994707107544, + "learning_rate": 0.0003115644947939185, + "timestep_mean": 477.34375, + "epsilon_norm": 7.375877380371094, + "prediction_norm": 6.01702880859375, + "timestamp": "2025-07-14T12:34:17.990767" + }, + { + "epoch": 1246, + "batch_idx": 160, + "loss": 0.1821919083595276, + "learning_rate": 0.0003115644947939185, + "timestep_mean": 505.09375, + "epsilon_norm": 9.178301811218262, + "prediction_norm": 8.213220596313477, + "timestamp": "2025-07-14T12:34:17.995736" + }, + { + "epoch": 1246, + "batch_idx": 192, + "loss": 0.41486304998397827, + "learning_rate": 0.0003115644947939185, + "timestep_mean": 416.75, + "epsilon_norm": 4.7161126136779785, + "prediction_norm": 3.60370135307312, + "timestamp": "2025-07-14T12:34:18.000855" + }, + { + "epoch": 1247, + "batch_idx": 0, + "loss": 0.2487487941980362, + "learning_rate": 0.0003108372401463561, + "timestep_mean": 507.5, + "epsilon_norm": 8.647704124450684, + "prediction_norm": 7.993026256561279, + "timestamp": "2025-07-14T12:34:18.005637" + }, + { + "epoch": 1247, + "batch_idx": 32, + "loss": 0.12984970211982727, + "learning_rate": 0.0003108372401463561, + "timestep_mean": 561.15625, + "epsilon_norm": 6.367963790893555, + "prediction_norm": 5.8384690284729, + "timestamp": "2025-07-14T12:34:18.010626" + }, + { + "epoch": 1247, + "batch_idx": 64, + "loss": 0.6198256611824036, + "learning_rate": 0.0003108372401463561, + "timestep_mean": 399.90625, + "epsilon_norm": 8.987736701965332, + "prediction_norm": 6.799208164215088, + "timestamp": "2025-07-14T12:34:18.015548" + }, + { + "epoch": 1247, + "batch_idx": 96, + "loss": 0.30990296602249146, + "learning_rate": 0.0003108372401463561, + "timestep_mean": 496.6875, + "epsilon_norm": 7.58168888092041, + "prediction_norm": 5.813287258148193, + "timestamp": "2025-07-14T12:34:18.020625" + }, + { + "epoch": 1247, + "batch_idx": 128, + "loss": 0.3981930613517761, + "learning_rate": 0.0003108372401463561, + "timestep_mean": 523.96875, + "epsilon_norm": 9.439349174499512, + "prediction_norm": 7.612544536590576, + "timestamp": "2025-07-14T12:34:18.025711" + }, + { + "epoch": 1247, + "batch_idx": 160, + "loss": 0.3149719834327698, + "learning_rate": 0.0003108372401463561, + "timestep_mean": 445.96875, + "epsilon_norm": 8.001924514770508, + "prediction_norm": 6.563431262969971, + "timestamp": "2025-07-14T12:34:18.030736" + }, + { + "epoch": 1247, + "batch_idx": 192, + "loss": 0.3789352476596832, + "learning_rate": 0.0003108372401463561, + "timestep_mean": 572.0, + "epsilon_norm": 4.091699600219727, + "prediction_norm": 3.4588818550109863, + "timestamp": "2025-07-14T12:34:18.035703" + }, + { + "epoch": 1248, + "batch_idx": 0, + "loss": 0.2877880334854126, + "learning_rate": 0.00031011045223909946, + "timestep_mean": 470.5625, + "epsilon_norm": 7.93064022064209, + "prediction_norm": 7.021667957305908, + "timestamp": "2025-07-14T12:34:18.040662" + }, + { + "epoch": 1248, + "batch_idx": 32, + "loss": 0.18170003592967987, + "learning_rate": 0.00031011045223909946, + "timestep_mean": 528.5625, + "epsilon_norm": 7.128489971160889, + "prediction_norm": 6.246222496032715, + "timestamp": "2025-07-14T12:34:18.045601" + }, + { + "epoch": 1248, + "batch_idx": 64, + "loss": 0.4087413549423218, + "learning_rate": 0.00031011045223909946, + "timestep_mean": 511.4375, + "epsilon_norm": 8.654328346252441, + "prediction_norm": 7.202238082885742, + "timestamp": "2025-07-14T12:34:18.050758" + }, + { + "epoch": 1248, + "batch_idx": 96, + "loss": 0.15674367547035217, + "learning_rate": 0.00031011045223909946, + "timestep_mean": 561.3125, + "epsilon_norm": 7.352303504943848, + "prediction_norm": 6.674729824066162, + "timestamp": "2025-07-14T12:34:18.055728" + }, + { + "epoch": 1248, + "batch_idx": 128, + "loss": 0.19809406995773315, + "learning_rate": 0.00031011045223909946, + "timestep_mean": 471.53125, + "epsilon_norm": 7.025467395782471, + "prediction_norm": 5.726291656494141, + "timestamp": "2025-07-14T12:34:18.060796" + }, + { + "epoch": 1248, + "batch_idx": 160, + "loss": 0.17124590277671814, + "learning_rate": 0.00031011045223909946, + "timestep_mean": 534.59375, + "epsilon_norm": 6.9952473640441895, + "prediction_norm": 6.352377891540527, + "timestamp": "2025-07-14T12:34:18.065780" + }, + { + "epoch": 1248, + "batch_idx": 192, + "loss": 0.1347401738166809, + "learning_rate": 0.00031011045223909946, + "timestep_mean": 637.125, + "epsilon_norm": 4.509451389312744, + "prediction_norm": 3.84091854095459, + "timestamp": "2025-07-14T12:34:18.070853" + }, + { + "epoch": 1249, + "batch_idx": 0, + "loss": 0.19690188765525818, + "learning_rate": 0.0003093841328654254, + "timestep_mean": 491.375, + "epsilon_norm": 8.039959907531738, + "prediction_norm": 7.910251617431641, + "timestamp": "2025-07-14T12:34:18.076059" + }, + { + "epoch": 1249, + "batch_idx": 32, + "loss": 0.44442272186279297, + "learning_rate": 0.0003093841328654254, + "timestep_mean": 535.4375, + "epsilon_norm": 9.11345386505127, + "prediction_norm": 7.278591632843018, + "timestamp": "2025-07-14T12:34:18.081216" + }, + { + "epoch": 1249, + "batch_idx": 64, + "loss": 0.20606586337089539, + "learning_rate": 0.0003093841328654254, + "timestep_mean": 502.34375, + "epsilon_norm": 8.064266204833984, + "prediction_norm": 7.563905715942383, + "timestamp": "2025-07-14T12:34:18.086408" + }, + { + "epoch": 1249, + "batch_idx": 96, + "loss": 0.33446526527404785, + "learning_rate": 0.0003093841328654254, + "timestep_mean": 482.65625, + "epsilon_norm": 8.73592758178711, + "prediction_norm": 7.298148155212402, + "timestamp": "2025-07-14T12:34:18.091742" + }, + { + "epoch": 1249, + "batch_idx": 128, + "loss": 0.31451430916786194, + "learning_rate": 0.0003093841328654254, + "timestep_mean": 445.875, + "epsilon_norm": 8.873701095581055, + "prediction_norm": 6.800873279571533, + "timestamp": "2025-07-14T12:34:18.096881" + }, + { + "epoch": 1249, + "batch_idx": 160, + "loss": 0.2686225175857544, + "learning_rate": 0.0003093841328654254, + "timestep_mean": 578.1875, + "epsilon_norm": 7.3710808753967285, + "prediction_norm": 6.381011962890625, + "timestamp": "2025-07-14T12:34:18.102050" + }, + { + "epoch": 1249, + "batch_idx": 192, + "loss": 0.03259772062301636, + "learning_rate": 0.0003093841328654254, + "timestep_mean": 707.0, + "epsilon_norm": 3.5410349369049072, + "prediction_norm": 3.40791654586792, + "timestamp": "2025-07-14T12:34:18.107252" + }, + { + "epoch": 1250, + "batch_idx": 0, + "loss": 0.3478740453720093, + "learning_rate": 0.00030865828381745506, + "timestep_mean": 443.5, + "epsilon_norm": 7.114410400390625, + "prediction_norm": 6.456310272216797, + "timestamp": "2025-07-14T12:34:18.112328" + }, + { + "epoch": 1250, + "batch_idx": 32, + "loss": 0.2342161387205124, + "learning_rate": 0.00030865828381745506, + "timestep_mean": 476.59375, + "epsilon_norm": 7.398506164550781, + "prediction_norm": 6.4988274574279785, + "timestamp": "2025-07-14T12:34:18.117584" + }, + { + "epoch": 1250, + "batch_idx": 64, + "loss": 0.25722622871398926, + "learning_rate": 0.00030865828381745506, + "timestep_mean": 499.09375, + "epsilon_norm": 7.173085689544678, + "prediction_norm": 6.198173999786377, + "timestamp": "2025-07-14T12:34:18.122730" + }, + { + "epoch": 1250, + "batch_idx": 96, + "loss": 0.2417721450328827, + "learning_rate": 0.00030865828381745506, + "timestep_mean": 528.90625, + "epsilon_norm": 8.170313835144043, + "prediction_norm": 6.870327949523926, + "timestamp": "2025-07-14T12:34:18.127768" + }, + { + "epoch": 1250, + "batch_idx": 128, + "loss": 0.15006454288959503, + "learning_rate": 0.00030865828381745506, + "timestep_mean": 445.40625, + "epsilon_norm": 8.883627891540527, + "prediction_norm": 8.61655330657959, + "timestamp": "2025-07-14T12:34:18.132886" + }, + { + "epoch": 1250, + "batch_idx": 160, + "loss": 0.25156745314598083, + "learning_rate": 0.00030865828381745506, + "timestep_mean": 514.78125, + "epsilon_norm": 7.671146392822266, + "prediction_norm": 7.1556477546691895, + "timestamp": "2025-07-14T12:34:18.138155" + }, + { + "epoch": 1250, + "batch_idx": 192, + "loss": 0.36202818155288696, + "learning_rate": 0.00030865828381745506, + "timestep_mean": 542.0, + "epsilon_norm": 3.360370397567749, + "prediction_norm": 2.021108627319336, + "timestamp": "2025-07-14T12:34:18.143288" + }, + { + "epoch": 1251, + "batch_idx": 0, + "loss": 0.14355029165744781, + "learning_rate": 0.0003079329068861487, + "timestep_mean": 528.0625, + "epsilon_norm": 7.014524459838867, + "prediction_norm": 6.662047863006592, + "timestamp": "2025-07-14T12:34:18.148421" + }, + { + "epoch": 1251, + "batch_idx": 32, + "loss": 0.44844645261764526, + "learning_rate": 0.0003079329068861487, + "timestep_mean": 562.28125, + "epsilon_norm": 7.781403064727783, + "prediction_norm": 5.340043067932129, + "timestamp": "2025-07-14T12:34:18.153563" + }, + { + "epoch": 1251, + "batch_idx": 64, + "loss": 0.1654677540063858, + "learning_rate": 0.0003079329068861487, + "timestep_mean": 425.03125, + "epsilon_norm": 7.944005489349365, + "prediction_norm": 7.251418113708496, + "timestamp": "2025-07-14T12:34:18.158856" + }, + { + "epoch": 1251, + "batch_idx": 96, + "loss": 0.3333407938480377, + "learning_rate": 0.0003079329068861487, + "timestep_mean": 391.5, + "epsilon_norm": 8.107399940490723, + "prediction_norm": 6.3438873291015625, + "timestamp": "2025-07-14T12:34:18.164013" + }, + { + "epoch": 1251, + "batch_idx": 128, + "loss": 0.319938063621521, + "learning_rate": 0.0003079329068861487, + "timestep_mean": 502.75, + "epsilon_norm": 8.078733444213867, + "prediction_norm": 6.760210037231445, + "timestamp": "2025-07-14T12:34:18.169107" + }, + { + "epoch": 1251, + "batch_idx": 160, + "loss": 0.3492799401283264, + "learning_rate": 0.0003079329068861487, + "timestep_mean": 496.5625, + "epsilon_norm": 8.996415138244629, + "prediction_norm": 7.084474563598633, + "timestamp": "2025-07-14T12:34:18.174357" + }, + { + "epoch": 1251, + "batch_idx": 192, + "loss": 0.5837909579277039, + "learning_rate": 0.0003079329068861487, + "timestep_mean": 549.625, + "epsilon_norm": 3.8731932640075684, + "prediction_norm": 2.7756102085113525, + "timestamp": "2025-07-14T12:34:18.179610" + }, + { + "epoch": 1252, + "batch_idx": 0, + "loss": 0.18191058933734894, + "learning_rate": 0.0003072080038613017, + "timestep_mean": 489.5625, + "epsilon_norm": 6.8909687995910645, + "prediction_norm": 6.19073486328125, + "timestamp": "2025-07-14T12:34:18.184801" + }, + { + "epoch": 1252, + "batch_idx": 32, + "loss": 0.3394016623497009, + "learning_rate": 0.0003072080038613017, + "timestep_mean": 573.125, + "epsilon_norm": 7.538494110107422, + "prediction_norm": 6.214970111846924, + "timestamp": "2025-07-14T12:34:18.190014" + }, + { + "epoch": 1252, + "batch_idx": 64, + "loss": 0.3145183324813843, + "learning_rate": 0.0003072080038613017, + "timestep_mean": 467.375, + "epsilon_norm": 8.185160636901855, + "prediction_norm": 6.772232532501221, + "timestamp": "2025-07-14T12:34:18.195129" + }, + { + "epoch": 1252, + "batch_idx": 96, + "loss": 0.17845214903354645, + "learning_rate": 0.0003072080038613017, + "timestep_mean": 524.90625, + "epsilon_norm": 8.227995872497559, + "prediction_norm": 7.413891315460205, + "timestamp": "2025-07-14T12:34:18.200477" + }, + { + "epoch": 1252, + "batch_idx": 128, + "loss": 0.16039209067821503, + "learning_rate": 0.0003072080038613017, + "timestep_mean": 473.65625, + "epsilon_norm": 7.33025598526001, + "prediction_norm": 6.722696304321289, + "timestamp": "2025-07-14T12:34:18.205518" + }, + { + "epoch": 1252, + "batch_idx": 160, + "loss": 0.3724357485771179, + "learning_rate": 0.0003072080038613017, + "timestep_mean": 474.34375, + "epsilon_norm": 10.060131072998047, + "prediction_norm": 9.011163711547852, + "timestamp": "2025-07-14T12:34:18.210410" + }, + { + "epoch": 1252, + "batch_idx": 192, + "loss": 0.0934678465127945, + "learning_rate": 0.0003072080038613017, + "timestep_mean": 488.875, + "epsilon_norm": 3.3799829483032227, + "prediction_norm": 3.253448247909546, + "timestamp": "2025-07-14T12:34:18.215307" + }, + { + "epoch": 1253, + "batch_idx": 0, + "loss": 0.20175495743751526, + "learning_rate": 0.0003064835765315402, + "timestep_mean": 550.4375, + "epsilon_norm": 9.413362503051758, + "prediction_norm": 8.9544677734375, + "timestamp": "2025-07-14T12:34:18.220265" + }, + { + "epoch": 1253, + "batch_idx": 32, + "loss": 0.3529975712299347, + "learning_rate": 0.0003064835765315402, + "timestep_mean": 451.21875, + "epsilon_norm": 8.257203102111816, + "prediction_norm": 7.096402168273926, + "timestamp": "2025-07-14T12:34:18.225261" + }, + { + "epoch": 1253, + "batch_idx": 64, + "loss": 0.284839928150177, + "learning_rate": 0.0003064835765315402, + "timestep_mean": 526.03125, + "epsilon_norm": 8.15244197845459, + "prediction_norm": 7.408936023712158, + "timestamp": "2025-07-14T12:34:18.230236" + }, + { + "epoch": 1253, + "batch_idx": 96, + "loss": 0.23929128050804138, + "learning_rate": 0.0003064835765315402, + "timestep_mean": 484.9375, + "epsilon_norm": 7.935974597930908, + "prediction_norm": 6.506621360778809, + "timestamp": "2025-07-14T12:34:18.235248" + }, + { + "epoch": 1253, + "batch_idx": 128, + "loss": 0.20403935015201569, + "learning_rate": 0.0003064835765315402, + "timestep_mean": 464.46875, + "epsilon_norm": 7.384093284606934, + "prediction_norm": 6.442927360534668, + "timestamp": "2025-07-14T12:34:18.240379" + }, + { + "epoch": 1253, + "batch_idx": 160, + "loss": 0.2782862186431885, + "learning_rate": 0.0003064835765315402, + "timestep_mean": 563.28125, + "epsilon_norm": 8.526677131652832, + "prediction_norm": 7.213582992553711, + "timestamp": "2025-07-14T12:34:18.245513" + }, + { + "epoch": 1253, + "batch_idx": 192, + "loss": 0.27830636501312256, + "learning_rate": 0.0003064835765315402, + "timestep_mean": 273.375, + "epsilon_norm": 3.1552951335906982, + "prediction_norm": 2.631016969680786, + "timestamp": "2025-07-14T12:34:18.250510" + }, + { + "epoch": 1254, + "batch_idx": 0, + "loss": 0.20628602802753448, + "learning_rate": 0.0003057596266843169, + "timestep_mean": 518.03125, + "epsilon_norm": 7.285139560699463, + "prediction_norm": 5.919042110443115, + "timestamp": "2025-07-14T12:34:18.255423" + }, + { + "epoch": 1254, + "batch_idx": 32, + "loss": 0.405414879322052, + "learning_rate": 0.0003057596266843169, + "timestep_mean": 454.4375, + "epsilon_norm": 8.25178337097168, + "prediction_norm": 6.225010871887207, + "timestamp": "2025-07-14T12:34:18.260463" + }, + { + "epoch": 1254, + "batch_idx": 64, + "loss": 0.16711080074310303, + "learning_rate": 0.0003057596266843169, + "timestep_mean": 459.03125, + "epsilon_norm": 7.160395622253418, + "prediction_norm": 6.165362358093262, + "timestamp": "2025-07-14T12:34:18.265637" + }, + { + "epoch": 1254, + "batch_idx": 96, + "loss": 0.18257677555084229, + "learning_rate": 0.0003057596266843169, + "timestep_mean": 483.71875, + "epsilon_norm": 7.996988773345947, + "prediction_norm": 6.8475446701049805, + "timestamp": "2025-07-14T12:34:18.270791" + }, + { + "epoch": 1254, + "batch_idx": 128, + "loss": 0.5666205883026123, + "learning_rate": 0.0003057596266843169, + "timestep_mean": 569.0, + "epsilon_norm": 8.36417293548584, + "prediction_norm": 6.525221347808838, + "timestamp": "2025-07-14T12:34:18.275868" + }, + { + "epoch": 1254, + "batch_idx": 160, + "loss": 0.4189133048057556, + "learning_rate": 0.0003057596266843169, + "timestep_mean": 498.03125, + "epsilon_norm": 10.363677024841309, + "prediction_norm": 8.666638374328613, + "timestamp": "2025-07-14T12:34:18.281020" + }, + { + "epoch": 1254, + "batch_idx": 192, + "loss": 0.3288835883140564, + "learning_rate": 0.0003057596266843169, + "timestep_mean": 415.875, + "epsilon_norm": 4.128335475921631, + "prediction_norm": 3.180969715118408, + "timestamp": "2025-07-14T12:34:18.286094" + }, + { + "epoch": 1255, + "batch_idx": 0, + "loss": 0.24018484354019165, + "learning_rate": 0.0003050361561059059, + "timestep_mean": 508.53125, + "epsilon_norm": 8.108409881591797, + "prediction_norm": 7.404749393463135, + "timestamp": "2025-07-14T12:34:18.291206" + }, + { + "epoch": 1255, + "batch_idx": 32, + "loss": 0.2947703003883362, + "learning_rate": 0.0003050361561059059, + "timestep_mean": 481.375, + "epsilon_norm": 8.813961029052734, + "prediction_norm": 7.51411771774292, + "timestamp": "2025-07-14T12:34:18.296419" + }, + { + "epoch": 1255, + "batch_idx": 64, + "loss": 0.4185526371002197, + "learning_rate": 0.0003050361561059059, + "timestep_mean": 443.5, + "epsilon_norm": 7.688479900360107, + "prediction_norm": 5.813345909118652, + "timestamp": "2025-07-14T12:34:18.301524" + }, + { + "epoch": 1255, + "batch_idx": 96, + "loss": 0.34024137258529663, + "learning_rate": 0.0003050361561059059, + "timestep_mean": 436.53125, + "epsilon_norm": 7.220992565155029, + "prediction_norm": 5.784149646759033, + "timestamp": "2025-07-14T12:34:18.306694" + }, + { + "epoch": 1255, + "batch_idx": 128, + "loss": 0.35269856452941895, + "learning_rate": 0.0003050361561059059, + "timestep_mean": 398.4375, + "epsilon_norm": 7.787662029266357, + "prediction_norm": 6.1135454177856445, + "timestamp": "2025-07-14T12:34:18.311819" + }, + { + "epoch": 1255, + "batch_idx": 160, + "loss": 0.35957854986190796, + "learning_rate": 0.0003050361561059059, + "timestep_mean": 476.09375, + "epsilon_norm": 8.731934547424316, + "prediction_norm": 7.101536273956299, + "timestamp": "2025-07-14T12:34:18.316913" + }, + { + "epoch": 1255, + "batch_idx": 192, + "loss": 0.08373822271823883, + "learning_rate": 0.0003050361561059059, + "timestep_mean": 666.25, + "epsilon_norm": 2.62445330619812, + "prediction_norm": 2.282608985900879, + "timestamp": "2025-07-14T12:34:18.321893" + }, + { + "epoch": 1256, + "batch_idx": 0, + "loss": 0.3879595696926117, + "learning_rate": 0.0003043131665813988, + "timestep_mean": 481.6875, + "epsilon_norm": 8.628189086914062, + "prediction_norm": 7.008699893951416, + "timestamp": "2025-07-14T12:34:18.327004" + }, + { + "epoch": 1256, + "batch_idx": 32, + "loss": 0.2549671530723572, + "learning_rate": 0.0003043131665813988, + "timestep_mean": 511.375, + "epsilon_norm": 8.777511596679688, + "prediction_norm": 7.371028900146484, + "timestamp": "2025-07-14T12:34:18.332099" + }, + { + "epoch": 1256, + "batch_idx": 64, + "loss": 0.41652798652648926, + "learning_rate": 0.0003043131665813988, + "timestep_mean": 492.53125, + "epsilon_norm": 7.69263219833374, + "prediction_norm": 5.535777568817139, + "timestamp": "2025-07-14T12:34:18.337271" + }, + { + "epoch": 1256, + "batch_idx": 96, + "loss": 0.2789461612701416, + "learning_rate": 0.0003043131665813988, + "timestep_mean": 557.0625, + "epsilon_norm": 7.890662670135498, + "prediction_norm": 7.140722274780273, + "timestamp": "2025-07-14T12:34:18.342425" + }, + { + "epoch": 1256, + "batch_idx": 128, + "loss": 0.634619414806366, + "learning_rate": 0.0003043131665813988, + "timestep_mean": 456.84375, + "epsilon_norm": 8.610688209533691, + "prediction_norm": 6.360940933227539, + "timestamp": "2025-07-14T12:34:18.347526" + }, + { + "epoch": 1256, + "batch_idx": 160, + "loss": 0.25404202938079834, + "learning_rate": 0.0003043131665813988, + "timestep_mean": 478.75, + "epsilon_norm": 7.820746421813965, + "prediction_norm": 6.931480884552002, + "timestamp": "2025-07-14T12:34:18.352721" + }, + { + "epoch": 1256, + "batch_idx": 192, + "loss": 0.15316733717918396, + "learning_rate": 0.0003043131665813988, + "timestep_mean": 611.25, + "epsilon_norm": 3.601789951324463, + "prediction_norm": 2.9522790908813477, + "timestamp": "2025-07-14T12:34:18.357886" + }, + { + "epoch": 1257, + "batch_idx": 0, + "loss": 0.16484391689300537, + "learning_rate": 0.0003035906598947005, + "timestep_mean": 585.0, + "epsilon_norm": 7.668223857879639, + "prediction_norm": 7.206003189086914, + "timestamp": "2025-07-14T12:34:18.363264" + }, + { + "epoch": 1257, + "batch_idx": 32, + "loss": 0.19123181700706482, + "learning_rate": 0.0003035906598947005, + "timestep_mean": 577.4375, + "epsilon_norm": 8.73077392578125, + "prediction_norm": 7.826912879943848, + "timestamp": "2025-07-14T12:34:18.368421" + }, + { + "epoch": 1257, + "batch_idx": 64, + "loss": 0.20900101959705353, + "learning_rate": 0.0003035906598947005, + "timestep_mean": 548.4375, + "epsilon_norm": 7.575683116912842, + "prediction_norm": 6.023997783660889, + "timestamp": "2025-07-14T12:34:18.373628" + }, + { + "epoch": 1257, + "batch_idx": 96, + "loss": 0.21355512738227844, + "learning_rate": 0.0003035906598947005, + "timestep_mean": 500.15625, + "epsilon_norm": 7.393413066864014, + "prediction_norm": 6.843120574951172, + "timestamp": "2025-07-14T12:34:18.378829" + }, + { + "epoch": 1257, + "batch_idx": 128, + "loss": 0.3219340443611145, + "learning_rate": 0.0003035906598947005, + "timestep_mean": 445.71875, + "epsilon_norm": 7.474444389343262, + "prediction_norm": 5.932698726654053, + "timestamp": "2025-07-14T12:34:18.384085" + }, + { + "epoch": 1257, + "batch_idx": 160, + "loss": 0.2572648823261261, + "learning_rate": 0.0003035906598947005, + "timestep_mean": 556.125, + "epsilon_norm": 8.798084259033203, + "prediction_norm": 7.467185974121094, + "timestamp": "2025-07-14T12:34:18.389160" + }, + { + "epoch": 1257, + "batch_idx": 192, + "loss": 0.7580119371414185, + "learning_rate": 0.0003035906598947005, + "timestep_mean": 295.375, + "epsilon_norm": 4.193007469177246, + "prediction_norm": 2.392155170440674, + "timestamp": "2025-07-14T12:34:18.394285" + }, + { + "epoch": 1258, + "batch_idx": 0, + "loss": 0.2553981840610504, + "learning_rate": 0.00030286863782852435, + "timestep_mean": 537.09375, + "epsilon_norm": 7.438764572143555, + "prediction_norm": 5.857356548309326, + "timestamp": "2025-07-14T12:34:18.399529" + }, + { + "epoch": 1258, + "batch_idx": 32, + "loss": 0.18390582501888275, + "learning_rate": 0.00030286863782852435, + "timestep_mean": 521.875, + "epsilon_norm": 7.015946865081787, + "prediction_norm": 6.224156856536865, + "timestamp": "2025-07-14T12:34:18.404703" + }, + { + "epoch": 1258, + "batch_idx": 64, + "loss": 0.2344912886619568, + "learning_rate": 0.00030286863782852435, + "timestep_mean": 479.25, + "epsilon_norm": 8.285308837890625, + "prediction_norm": 7.997961521148682, + "timestamp": "2025-07-14T12:34:18.409522" + }, + { + "epoch": 1258, + "batch_idx": 96, + "loss": 0.25827687978744507, + "learning_rate": 0.00030286863782852435, + "timestep_mean": 489.0, + "epsilon_norm": 8.389617919921875, + "prediction_norm": 7.1826090812683105, + "timestamp": "2025-07-14T12:34:18.414443" + }, + { + "epoch": 1258, + "batch_idx": 128, + "loss": 0.2771419882774353, + "learning_rate": 0.00030286863782852435, + "timestep_mean": 454.3125, + "epsilon_norm": 7.029078483581543, + "prediction_norm": 6.465963840484619, + "timestamp": "2025-07-14T12:34:18.419516" + }, + { + "epoch": 1258, + "batch_idx": 160, + "loss": 0.25322502851486206, + "learning_rate": 0.00030286863782852435, + "timestep_mean": 513.4375, + "epsilon_norm": 7.3185811042785645, + "prediction_norm": 6.56151819229126, + "timestamp": "2025-07-14T12:34:18.424356" + }, + { + "epoch": 1258, + "batch_idx": 192, + "loss": 0.3068844676017761, + "learning_rate": 0.00030286863782852435, + "timestep_mean": 414.5, + "epsilon_norm": 3.4932477474212646, + "prediction_norm": 3.376331090927124, + "timestamp": "2025-07-14T12:34:18.429315" + }, + { + "epoch": 1259, + "batch_idx": 0, + "loss": 0.34727272391319275, + "learning_rate": 0.00030214710216438834, + "timestep_mean": 531.71875, + "epsilon_norm": 8.70047664642334, + "prediction_norm": 7.274091720581055, + "timestamp": "2025-07-14T12:34:18.434419" + }, + { + "epoch": 1259, + "batch_idx": 32, + "loss": 0.15919463336467743, + "learning_rate": 0.00030214710216438834, + "timestep_mean": 564.5625, + "epsilon_norm": 8.122121810913086, + "prediction_norm": 7.348393440246582, + "timestamp": "2025-07-14T12:34:18.439499" + }, + { + "epoch": 1259, + "batch_idx": 64, + "loss": 0.4383562207221985, + "learning_rate": 0.00030214710216438834, + "timestep_mean": 460.25, + "epsilon_norm": 8.477785110473633, + "prediction_norm": 6.148044586181641, + "timestamp": "2025-07-14T12:34:18.444601" + }, + { + "epoch": 1259, + "batch_idx": 96, + "loss": 0.14875710010528564, + "learning_rate": 0.00030214710216438834, + "timestep_mean": 541.53125, + "epsilon_norm": 6.671962261199951, + "prediction_norm": 6.162930965423584, + "timestamp": "2025-07-14T12:34:18.449732" + }, + { + "epoch": 1259, + "batch_idx": 128, + "loss": 0.3275899887084961, + "learning_rate": 0.00030214710216438834, + "timestep_mean": 420.46875, + "epsilon_norm": 8.72679615020752, + "prediction_norm": 7.701027870178223, + "timestamp": "2025-07-14T12:34:18.454960" + }, + { + "epoch": 1259, + "batch_idx": 160, + "loss": 0.1985265016555786, + "learning_rate": 0.00030214710216438834, + "timestep_mean": 488.4375, + "epsilon_norm": 8.130667686462402, + "prediction_norm": 7.216605186462402, + "timestamp": "2025-07-14T12:34:18.460150" + }, + { + "epoch": 1259, + "batch_idx": 192, + "loss": 0.02516566962003708, + "learning_rate": 0.00030214710216438834, + "timestep_mean": 711.625, + "epsilon_norm": 3.898376941680908, + "prediction_norm": 4.078678131103516, + "timestamp": "2025-07-14T12:34:18.465196" + }, + { + "epoch": 1260, + "batch_idx": 0, + "loss": 0.3666093945503235, + "learning_rate": 0.00030142605468260955, + "timestep_mean": 544.28125, + "epsilon_norm": 8.426023483276367, + "prediction_norm": 7.010125637054443, + "timestamp": "2025-07-14T12:34:18.470280" + }, + { + "epoch": 1260, + "batch_idx": 32, + "loss": 0.16424983739852905, + "learning_rate": 0.00030142605468260955, + "timestep_mean": 473.40625, + "epsilon_norm": 8.711917877197266, + "prediction_norm": 8.261313438415527, + "timestamp": "2025-07-14T12:34:18.475555" + }, + { + "epoch": 1260, + "batch_idx": 64, + "loss": 0.41411176323890686, + "learning_rate": 0.00030142605468260955, + "timestep_mean": 482.875, + "epsilon_norm": 8.614131927490234, + "prediction_norm": 7.033583641052246, + "timestamp": "2025-07-14T12:34:18.480549" + }, + { + "epoch": 1260, + "batch_idx": 96, + "loss": 0.35650137066841125, + "learning_rate": 0.00030142605468260955, + "timestep_mean": 555.25, + "epsilon_norm": 8.416739463806152, + "prediction_norm": 7.4604058265686035, + "timestamp": "2025-07-14T12:34:18.485587" + }, + { + "epoch": 1260, + "batch_idx": 128, + "loss": 0.27195316553115845, + "learning_rate": 0.00030142605468260955, + "timestep_mean": 424.59375, + "epsilon_norm": 7.4716691970825195, + "prediction_norm": 6.70793342590332, + "timestamp": "2025-07-14T12:34:18.490597" + }, + { + "epoch": 1260, + "batch_idx": 160, + "loss": 0.2289198786020279, + "learning_rate": 0.00030142605468260955, + "timestep_mean": 505.125, + "epsilon_norm": 8.41299819946289, + "prediction_norm": 7.051879405975342, + "timestamp": "2025-07-14T12:34:18.495707" + }, + { + "epoch": 1260, + "batch_idx": 192, + "loss": 0.08614220470190048, + "learning_rate": 0.00030142605468260955, + "timestep_mean": 363.75, + "epsilon_norm": 3.161696195602417, + "prediction_norm": 2.9564507007598877, + "timestamp": "2025-07-14T12:34:18.500624" + }, + { + "epoch": 1261, + "batch_idx": 0, + "loss": 0.15676090121269226, + "learning_rate": 0.00030070549716230136, + "timestep_mean": 567.46875, + "epsilon_norm": 9.017245292663574, + "prediction_norm": 8.579991340637207, + "timestamp": "2025-07-14T12:34:18.505487" + }, + { + "epoch": 1261, + "batch_idx": 32, + "loss": 0.26372000575065613, + "learning_rate": 0.00030070549716230136, + "timestep_mean": 541.59375, + "epsilon_norm": 9.301301002502441, + "prediction_norm": 8.118752479553223, + "timestamp": "2025-07-14T12:34:18.510348" + }, + { + "epoch": 1261, + "batch_idx": 64, + "loss": 0.29691046476364136, + "learning_rate": 0.00030070549716230136, + "timestep_mean": 509.78125, + "epsilon_norm": 8.876291275024414, + "prediction_norm": 7.904155254364014, + "timestamp": "2025-07-14T12:34:18.515224" + }, + { + "epoch": 1261, + "batch_idx": 96, + "loss": 0.18540018796920776, + "learning_rate": 0.00030070549716230136, + "timestep_mean": 511.09375, + "epsilon_norm": 7.522892951965332, + "prediction_norm": 6.620875835418701, + "timestamp": "2025-07-14T12:34:18.520097" + }, + { + "epoch": 1261, + "batch_idx": 128, + "loss": 0.4219830632209778, + "learning_rate": 0.00030070549716230136, + "timestep_mean": 368.28125, + "epsilon_norm": 7.334645748138428, + "prediction_norm": 6.242992877960205, + "timestamp": "2025-07-14T12:34:18.525039" + }, + { + "epoch": 1261, + "batch_idx": 160, + "loss": 0.2442367672920227, + "learning_rate": 0.00030070549716230136, + "timestep_mean": 492.40625, + "epsilon_norm": 6.76661491394043, + "prediction_norm": 5.207362174987793, + "timestamp": "2025-07-14T12:34:18.529888" + }, + { + "epoch": 1261, + "batch_idx": 192, + "loss": 0.2702520489692688, + "learning_rate": 0.00030070549716230136, + "timestep_mean": 485.0, + "epsilon_norm": 3.4995572566986084, + "prediction_norm": 2.0541951656341553, + "timestamp": "2025-07-14T12:34:18.534711" + }, + { + "epoch": 1262, + "batch_idx": 0, + "loss": 0.35888516902923584, + "learning_rate": 0.0002999854313813676, + "timestep_mean": 457.28125, + "epsilon_norm": 8.284329414367676, + "prediction_norm": 6.719235897064209, + "timestamp": "2025-07-14T12:34:18.539545" + }, + { + "epoch": 1262, + "batch_idx": 32, + "loss": 0.19988420605659485, + "learning_rate": 0.0002999854313813676, + "timestep_mean": 530.53125, + "epsilon_norm": 7.899425506591797, + "prediction_norm": 6.774311065673828, + "timestamp": "2025-07-14T12:34:18.544388" + }, + { + "epoch": 1262, + "batch_idx": 64, + "loss": 0.48509976267814636, + "learning_rate": 0.0002999854313813676, + "timestep_mean": 469.09375, + "epsilon_norm": 8.84882926940918, + "prediction_norm": 6.399479389190674, + "timestamp": "2025-07-14T12:34:18.549197" + }, + { + "epoch": 1262, + "batch_idx": 96, + "loss": 0.17126943171024323, + "learning_rate": 0.0002999854313813676, + "timestep_mean": 576.78125, + "epsilon_norm": 7.274096488952637, + "prediction_norm": 6.762337684631348, + "timestamp": "2025-07-14T12:34:18.554053" + }, + { + "epoch": 1262, + "batch_idx": 128, + "loss": 0.4009335935115814, + "learning_rate": 0.0002999854313813676, + "timestep_mean": 448.0625, + "epsilon_norm": 7.191206455230713, + "prediction_norm": 4.995389461517334, + "timestamp": "2025-07-14T12:34:18.558943" + }, + { + "epoch": 1262, + "batch_idx": 160, + "loss": 0.30396944284439087, + "learning_rate": 0.0002999854313813676, + "timestep_mean": 491.03125, + "epsilon_norm": 9.268962860107422, + "prediction_norm": 7.324592590332031, + "timestamp": "2025-07-14T12:34:18.563807" + }, + { + "epoch": 1262, + "batch_idx": 192, + "loss": 0.15743176639080048, + "learning_rate": 0.0002999854313813676, + "timestep_mean": 435.25, + "epsilon_norm": 2.4207262992858887, + "prediction_norm": 2.811682939529419, + "timestamp": "2025-07-14T12:34:18.568645" + }, + { + "epoch": 1263, + "batch_idx": 0, + "loss": 0.25442689657211304, + "learning_rate": 0.0002992658591164991, + "timestep_mean": 534.1875, + "epsilon_norm": 7.679069995880127, + "prediction_norm": 6.57090950012207, + "timestamp": "2025-07-14T12:34:18.573475" + }, + { + "epoch": 1263, + "batch_idx": 32, + "loss": 0.3168896436691284, + "learning_rate": 0.0002992658591164991, + "timestep_mean": 553.1875, + "epsilon_norm": 7.728521347045898, + "prediction_norm": 6.49120569229126, + "timestamp": "2025-07-14T12:34:18.578313" + }, + { + "epoch": 1263, + "batch_idx": 64, + "loss": 0.24162960052490234, + "learning_rate": 0.0002992658591164991, + "timestep_mean": 516.21875, + "epsilon_norm": 7.887925624847412, + "prediction_norm": 6.72155237197876, + "timestamp": "2025-07-14T12:34:18.583184" + }, + { + "epoch": 1263, + "batch_idx": 96, + "loss": 0.4985823631286621, + "learning_rate": 0.0002992658591164991, + "timestep_mean": 396.90625, + "epsilon_norm": 9.160552978515625, + "prediction_norm": 7.154801368713379, + "timestamp": "2025-07-14T12:34:18.588021" + }, + { + "epoch": 1263, + "batch_idx": 128, + "loss": 0.19504314661026, + "learning_rate": 0.0002992658591164991, + "timestep_mean": 529.40625, + "epsilon_norm": 7.632264137268066, + "prediction_norm": 6.3716721534729, + "timestamp": "2025-07-14T12:34:18.592840" + }, + { + "epoch": 1263, + "batch_idx": 160, + "loss": 0.37783342599868774, + "learning_rate": 0.0002992658591164991, + "timestep_mean": 514.5625, + "epsilon_norm": 8.69166374206543, + "prediction_norm": 7.04713773727417, + "timestamp": "2025-07-14T12:34:18.597644" + }, + { + "epoch": 1263, + "batch_idx": 192, + "loss": 0.32937973737716675, + "learning_rate": 0.0002992658591164991, + "timestep_mean": 475.625, + "epsilon_norm": 4.438014030456543, + "prediction_norm": 3.945228099822998, + "timestamp": "2025-07-14T12:34:18.605757" + }, + { + "epoch": 1264, + "batch_idx": 0, + "loss": 0.1433517336845398, + "learning_rate": 0.00029854678214316855, + "timestep_mean": 583.25, + "epsilon_norm": 9.240903854370117, + "prediction_norm": 8.526691436767578, + "timestamp": "2025-07-14T12:34:18.612392" + }, + { + "epoch": 1264, + "batch_idx": 32, + "loss": 0.18495631217956543, + "learning_rate": 0.00029854678214316855, + "timestep_mean": 587.9375, + "epsilon_norm": 7.026402473449707, + "prediction_norm": 6.465798377990723, + "timestamp": "2025-07-14T12:34:18.618502" + }, + { + "epoch": 1264, + "batch_idx": 64, + "loss": 0.29201042652130127, + "learning_rate": 0.00029854678214316855, + "timestep_mean": 467.65625, + "epsilon_norm": 7.463932037353516, + "prediction_norm": 5.785263538360596, + "timestamp": "2025-07-14T12:34:18.624830" + }, + { + "epoch": 1264, + "batch_idx": 96, + "loss": 0.1963358223438263, + "learning_rate": 0.00029854678214316855, + "timestep_mean": 487.875, + "epsilon_norm": 8.625746726989746, + "prediction_norm": 7.826070785522461, + "timestamp": "2025-07-14T12:34:18.633343" + }, + { + "epoch": 1264, + "batch_idx": 128, + "loss": 0.3706199526786804, + "learning_rate": 0.00029854678214316855, + "timestep_mean": 501.125, + "epsilon_norm": 8.100234031677246, + "prediction_norm": 6.309030055999756, + "timestamp": "2025-07-14T12:34:18.639828" + }, + { + "epoch": 1264, + "batch_idx": 160, + "loss": 0.6808339357376099, + "learning_rate": 0.00029854678214316855, + "timestep_mean": 392.09375, + "epsilon_norm": 7.472353458404541, + "prediction_norm": 4.197124481201172, + "timestamp": "2025-07-14T12:34:18.646053" + }, + { + "epoch": 1264, + "batch_idx": 192, + "loss": 0.6764290928840637, + "learning_rate": 0.00029854678214316855, + "timestep_mean": 389.625, + "epsilon_norm": 4.878741264343262, + "prediction_norm": 3.2259302139282227, + "timestamp": "2025-07-14T12:34:18.651585" + }, + { + "epoch": 1265, + "batch_idx": 0, + "loss": 0.16666211187839508, + "learning_rate": 0.00029782820223562737, + "timestep_mean": 563.03125, + "epsilon_norm": 6.8252763748168945, + "prediction_norm": 5.863768100738525, + "timestamp": "2025-07-14T12:34:18.657224" + }, + { + "epoch": 1265, + "batch_idx": 32, + "loss": 0.23666426539421082, + "learning_rate": 0.00029782820223562737, + "timestep_mean": 484.59375, + "epsilon_norm": 6.879814624786377, + "prediction_norm": 5.501803874969482, + "timestamp": "2025-07-14T12:34:18.662394" + }, + { + "epoch": 1265, + "batch_idx": 64, + "loss": 0.4169732332229614, + "learning_rate": 0.00029782820223562737, + "timestep_mean": 465.78125, + "epsilon_norm": 8.182083129882812, + "prediction_norm": 6.208041667938232, + "timestamp": "2025-07-14T12:34:18.667469" + }, + { + "epoch": 1265, + "batch_idx": 96, + "loss": 0.22312584519386292, + "learning_rate": 0.00029782820223562737, + "timestep_mean": 443.59375, + "epsilon_norm": 7.016638278961182, + "prediction_norm": 6.436595439910889, + "timestamp": "2025-07-14T12:34:18.672555" + }, + { + "epoch": 1265, + "batch_idx": 128, + "loss": 0.21194693446159363, + "learning_rate": 0.00029782820223562737, + "timestep_mean": 472.40625, + "epsilon_norm": 7.482365131378174, + "prediction_norm": 6.716541767120361, + "timestamp": "2025-07-14T12:34:18.677724" + }, + { + "epoch": 1265, + "batch_idx": 160, + "loss": 0.455360472202301, + "learning_rate": 0.00029782820223562737, + "timestep_mean": 487.75, + "epsilon_norm": 8.030208587646484, + "prediction_norm": 6.405221462249756, + "timestamp": "2025-07-14T12:34:18.682779" + }, + { + "epoch": 1265, + "batch_idx": 192, + "loss": 0.7731294631958008, + "learning_rate": 0.00029782820223562737, + "timestep_mean": 538.0, + "epsilon_norm": 4.934579372406006, + "prediction_norm": 4.14302396774292, + "timestamp": "2025-07-14T12:34:18.688097" + }, + { + "epoch": 1266, + "batch_idx": 0, + "loss": 0.3557892143726349, + "learning_rate": 0.0002971101211668999, + "timestep_mean": 474.65625, + "epsilon_norm": 8.481352806091309, + "prediction_norm": 7.406203746795654, + "timestamp": "2025-07-14T12:34:18.693137" + }, + { + "epoch": 1266, + "batch_idx": 32, + "loss": 0.3150584399700165, + "learning_rate": 0.0002971101211668999, + "timestep_mean": 477.125, + "epsilon_norm": 8.22730827331543, + "prediction_norm": 6.719740867614746, + "timestamp": "2025-07-14T12:34:18.698250" + }, + { + "epoch": 1266, + "batch_idx": 64, + "loss": 0.22309395670890808, + "learning_rate": 0.0002971101211668999, + "timestep_mean": 414.625, + "epsilon_norm": 7.259192943572998, + "prediction_norm": 5.80712890625, + "timestamp": "2025-07-14T12:34:18.703293" + }, + { + "epoch": 1266, + "batch_idx": 96, + "loss": 0.18787947297096252, + "learning_rate": 0.0002971101211668999, + "timestep_mean": 464.875, + "epsilon_norm": 6.891254425048828, + "prediction_norm": 6.005162715911865, + "timestamp": "2025-07-14T12:34:18.708360" + }, + { + "epoch": 1266, + "batch_idx": 128, + "loss": 0.18284085392951965, + "learning_rate": 0.0002971101211668999, + "timestep_mean": 470.75, + "epsilon_norm": 8.109538078308105, + "prediction_norm": 7.628711700439453, + "timestamp": "2025-07-14T12:34:18.713364" + }, + { + "epoch": 1266, + "batch_idx": 160, + "loss": 0.3433187007904053, + "learning_rate": 0.0002971101211668999, + "timestep_mean": 547.90625, + "epsilon_norm": 7.88515567779541, + "prediction_norm": 6.776761054992676, + "timestamp": "2025-07-14T12:34:18.718759" + }, + { + "epoch": 1266, + "batch_idx": 192, + "loss": 0.09706270694732666, + "learning_rate": 0.0002971101211668999, + "timestep_mean": 249.875, + "epsilon_norm": 3.0355112552642822, + "prediction_norm": 2.957648515701294, + "timestamp": "2025-07-14T12:34:18.724080" + }, + { + "epoch": 1267, + "batch_idx": 0, + "loss": 0.2176702916622162, + "learning_rate": 0.0002963925407087798, + "timestep_mean": 602.40625, + "epsilon_norm": 6.715611457824707, + "prediction_norm": 5.781129360198975, + "timestamp": "2025-07-14T12:34:18.729278" + }, + { + "epoch": 1267, + "batch_idx": 32, + "loss": 0.13943301141262054, + "learning_rate": 0.0002963925407087798, + "timestep_mean": 529.4375, + "epsilon_norm": 7.001271724700928, + "prediction_norm": 6.408466815948486, + "timestamp": "2025-07-14T12:34:18.734371" + }, + { + "epoch": 1267, + "batch_idx": 64, + "loss": 0.3539777994155884, + "learning_rate": 0.0002963925407087798, + "timestep_mean": 550.40625, + "epsilon_norm": 8.382122039794922, + "prediction_norm": 6.302443981170654, + "timestamp": "2025-07-14T12:34:18.739414" + }, + { + "epoch": 1267, + "batch_idx": 96, + "loss": 0.24669209122657776, + "learning_rate": 0.0002963925407087798, + "timestep_mean": 498.0, + "epsilon_norm": 8.447770118713379, + "prediction_norm": 7.003413677215576, + "timestamp": "2025-07-14T12:34:18.744445" + }, + { + "epoch": 1267, + "batch_idx": 128, + "loss": 0.45089370012283325, + "learning_rate": 0.0002963925407087798, + "timestep_mean": 495.375, + "epsilon_norm": 8.618553161621094, + "prediction_norm": 6.979134559631348, + "timestamp": "2025-07-14T12:34:18.749532" + }, + { + "epoch": 1267, + "batch_idx": 160, + "loss": 0.22157281637191772, + "learning_rate": 0.0002963925407087798, + "timestep_mean": 557.25, + "epsilon_norm": 7.640505313873291, + "prediction_norm": 6.679880619049072, + "timestamp": "2025-07-14T12:34:18.754645" + }, + { + "epoch": 1267, + "batch_idx": 192, + "loss": 0.3469851613044739, + "learning_rate": 0.0002963925407087798, + "timestep_mean": 465.75, + "epsilon_norm": 4.803621292114258, + "prediction_norm": 3.4564671516418457, + "timestamp": "2025-07-14T12:34:18.759769" + }, + { + "epoch": 1268, + "batch_idx": 0, + "loss": 0.1897244155406952, + "learning_rate": 0.0002956754626318254, + "timestep_mean": 505.1875, + "epsilon_norm": 8.690967559814453, + "prediction_norm": 8.077936172485352, + "timestamp": "2025-07-14T12:34:18.764845" + }, + { + "epoch": 1268, + "batch_idx": 32, + "loss": 0.19036585092544556, + "learning_rate": 0.0002956754626318254, + "timestep_mean": 527.84375, + "epsilon_norm": 6.619566440582275, + "prediction_norm": 5.219174385070801, + "timestamp": "2025-07-14T12:34:18.769821" + }, + { + "epoch": 1268, + "batch_idx": 64, + "loss": 0.13209515810012817, + "learning_rate": 0.0002956754626318254, + "timestep_mean": 586.40625, + "epsilon_norm": 7.723222732543945, + "prediction_norm": 6.601388931274414, + "timestamp": "2025-07-14T12:34:18.775390" + }, + { + "epoch": 1268, + "batch_idx": 96, + "loss": 0.24767157435417175, + "learning_rate": 0.0002956754626318254, + "timestep_mean": 465.28125, + "epsilon_norm": 8.0166015625, + "prediction_norm": 6.872462272644043, + "timestamp": "2025-07-14T12:34:18.780782" + }, + { + "epoch": 1268, + "batch_idx": 128, + "loss": 0.209907665848732, + "learning_rate": 0.0002956754626318254, + "timestep_mean": 499.15625, + "epsilon_norm": 7.966141700744629, + "prediction_norm": 6.869665145874023, + "timestamp": "2025-07-14T12:34:18.786054" + }, + { + "epoch": 1268, + "batch_idx": 160, + "loss": 0.1675334870815277, + "learning_rate": 0.0002956754626318254, + "timestep_mean": 489.3125, + "epsilon_norm": 8.222505569458008, + "prediction_norm": 7.369697570800781, + "timestamp": "2025-07-14T12:34:18.791497" + }, + { + "epoch": 1268, + "batch_idx": 192, + "loss": 0.5252764225006104, + "learning_rate": 0.0002956754626318254, + "timestep_mean": 420.5, + "epsilon_norm": 4.715063095092773, + "prediction_norm": 4.28627872467041, + "timestamp": "2025-07-14T12:34:18.796649" + }, + { + "epoch": 1269, + "batch_idx": 0, + "loss": 0.21887639164924622, + "learning_rate": 0.0002949588887053557, + "timestep_mean": 496.53125, + "epsilon_norm": 8.118783950805664, + "prediction_norm": 7.242367267608643, + "timestamp": "2025-07-14T12:34:18.801994" + }, + { + "epoch": 1269, + "batch_idx": 32, + "loss": 0.3119717836380005, + "learning_rate": 0.0002949588887053557, + "timestep_mean": 462.90625, + "epsilon_norm": 8.19544506072998, + "prediction_norm": 6.840205669403076, + "timestamp": "2025-07-14T12:34:18.807557" + }, + { + "epoch": 1269, + "batch_idx": 64, + "loss": 0.23932573199272156, + "learning_rate": 0.0002949588887053557, + "timestep_mean": 598.5, + "epsilon_norm": 7.048594951629639, + "prediction_norm": 5.862248420715332, + "timestamp": "2025-07-14T12:34:18.812711" + }, + { + "epoch": 1269, + "batch_idx": 96, + "loss": 0.3551331162452698, + "learning_rate": 0.0002949588887053557, + "timestep_mean": 492.34375, + "epsilon_norm": 8.578858375549316, + "prediction_norm": 6.223119258880615, + "timestamp": "2025-07-14T12:34:18.817703" + }, + { + "epoch": 1269, + "batch_idx": 128, + "loss": 0.2752014398574829, + "learning_rate": 0.0002949588887053557, + "timestep_mean": 496.40625, + "epsilon_norm": 7.7007856369018555, + "prediction_norm": 6.371722221374512, + "timestamp": "2025-07-14T12:34:18.822785" + }, + { + "epoch": 1269, + "batch_idx": 160, + "loss": 0.48643994331359863, + "learning_rate": 0.0002949588887053557, + "timestep_mean": 464.9375, + "epsilon_norm": 8.275425910949707, + "prediction_norm": 6.188831329345703, + "timestamp": "2025-07-14T12:34:18.827800" + }, + { + "epoch": 1269, + "batch_idx": 192, + "loss": 0.06165879964828491, + "learning_rate": 0.0002949588887053557, + "timestep_mean": 733.25, + "epsilon_norm": 3.2980847358703613, + "prediction_norm": 3.4270355701446533, + "timestamp": "2025-07-14T12:34:18.832995" + }, + { + "epoch": 1270, + "batch_idx": 0, + "loss": 0.2745244801044464, + "learning_rate": 0.0002942428206974455, + "timestep_mean": 550.5625, + "epsilon_norm": 7.468367576599121, + "prediction_norm": 6.079509258270264, + "timestamp": "2025-07-14T12:34:18.838093" + }, + { + "epoch": 1270, + "batch_idx": 32, + "loss": 0.15357549488544464, + "learning_rate": 0.0002942428206974455, + "timestep_mean": 493.78125, + "epsilon_norm": 9.063675880432129, + "prediction_norm": 7.946784973144531, + "timestamp": "2025-07-14T12:34:18.843062" + }, + { + "epoch": 1270, + "batch_idx": 64, + "loss": 0.2078828066587448, + "learning_rate": 0.0002942428206974455, + "timestep_mean": 535.1875, + "epsilon_norm": 7.461977481842041, + "prediction_norm": 6.418546676635742, + "timestamp": "2025-07-14T12:34:18.848026" + }, + { + "epoch": 1270, + "batch_idx": 96, + "loss": 0.3443886637687683, + "learning_rate": 0.0002942428206974455, + "timestep_mean": 459.28125, + "epsilon_norm": 7.416867256164551, + "prediction_norm": 5.817552089691162, + "timestamp": "2025-07-14T12:34:18.853041" + }, + { + "epoch": 1270, + "batch_idx": 128, + "loss": 0.15713973343372345, + "learning_rate": 0.0002942428206974455, + "timestep_mean": 470.90625, + "epsilon_norm": 7.915502548217773, + "prediction_norm": 7.0413713455200195, + "timestamp": "2025-07-14T12:34:18.858038" + }, + { + "epoch": 1270, + "batch_idx": 160, + "loss": 0.15755686163902283, + "learning_rate": 0.0002942428206974455, + "timestep_mean": 534.59375, + "epsilon_norm": 6.532055854797363, + "prediction_norm": 5.208934307098389, + "timestamp": "2025-07-14T12:34:18.863110" + }, + { + "epoch": 1270, + "batch_idx": 192, + "loss": 0.23194476962089539, + "learning_rate": 0.0002942428206974455, + "timestep_mean": 489.0, + "epsilon_norm": 4.4429931640625, + "prediction_norm": 3.883061647415161, + "timestamp": "2025-07-14T12:34:18.867978" + }, + { + "epoch": 1271, + "batch_idx": 0, + "loss": 0.1703229695558548, + "learning_rate": 0.0002935272603749215, + "timestep_mean": 505.46875, + "epsilon_norm": 8.57400131225586, + "prediction_norm": 8.07717514038086, + "timestamp": "2025-07-14T12:34:18.872854" + }, + { + "epoch": 1271, + "batch_idx": 32, + "loss": 0.16856497526168823, + "learning_rate": 0.0002935272603749215, + "timestep_mean": 527.5, + "epsilon_norm": 7.7484917640686035, + "prediction_norm": 6.756720542907715, + "timestamp": "2025-07-14T12:34:18.877846" + }, + { + "epoch": 1271, + "batch_idx": 64, + "loss": 0.5066014528274536, + "learning_rate": 0.0002935272603749215, + "timestep_mean": 435.53125, + "epsilon_norm": 10.224296569824219, + "prediction_norm": 7.821399211883545, + "timestamp": "2025-07-14T12:34:18.882763" + }, + { + "epoch": 1271, + "batch_idx": 96, + "loss": 0.16428512334823608, + "learning_rate": 0.0002935272603749215, + "timestep_mean": 550.1875, + "epsilon_norm": 6.942742347717285, + "prediction_norm": 6.294353008270264, + "timestamp": "2025-07-14T12:34:18.887796" + }, + { + "epoch": 1271, + "batch_idx": 128, + "loss": 0.22957032918930054, + "learning_rate": 0.0002935272603749215, + "timestep_mean": 450.25, + "epsilon_norm": 7.208493232727051, + "prediction_norm": 5.937664985656738, + "timestamp": "2025-07-14T12:34:18.892784" + }, + { + "epoch": 1271, + "batch_idx": 160, + "loss": 0.24331055581569672, + "learning_rate": 0.0002935272603749215, + "timestep_mean": 552.28125, + "epsilon_norm": 8.806407928466797, + "prediction_norm": 7.999915599822998, + "timestamp": "2025-07-14T12:34:18.897836" + }, + { + "epoch": 1271, + "batch_idx": 192, + "loss": 0.3845447301864624, + "learning_rate": 0.0002935272603749215, + "timestep_mean": 592.75, + "epsilon_norm": 3.372802972793579, + "prediction_norm": 2.5633015632629395, + "timestamp": "2025-07-14T12:34:18.902787" + }, + { + "epoch": 1272, + "batch_idx": 0, + "loss": 0.1177276074886322, + "learning_rate": 0.0002928122095033579, + "timestep_mean": 574.34375, + "epsilon_norm": 8.139161109924316, + "prediction_norm": 7.4623565673828125, + "timestamp": "2025-07-14T12:34:18.907702" + }, + { + "epoch": 1272, + "batch_idx": 32, + "loss": 0.3205912411212921, + "learning_rate": 0.0002928122095033579, + "timestep_mean": 508.65625, + "epsilon_norm": 8.99940013885498, + "prediction_norm": 6.436734199523926, + "timestamp": "2025-07-14T12:34:18.912647" + }, + { + "epoch": 1272, + "batch_idx": 64, + "loss": 0.2783339321613312, + "learning_rate": 0.0002928122095033579, + "timestep_mean": 505.5, + "epsilon_norm": 8.07907772064209, + "prediction_norm": 7.5048508644104, + "timestamp": "2025-07-14T12:34:18.917559" + }, + { + "epoch": 1272, + "batch_idx": 96, + "loss": 0.2086217999458313, + "learning_rate": 0.0002928122095033579, + "timestep_mean": 523.25, + "epsilon_norm": 7.7899017333984375, + "prediction_norm": 6.650425434112549, + "timestamp": "2025-07-14T12:34:18.922545" + }, + { + "epoch": 1272, + "batch_idx": 128, + "loss": 0.4048001170158386, + "learning_rate": 0.0002928122095033579, + "timestep_mean": 532.46875, + "epsilon_norm": 9.388823509216309, + "prediction_norm": 8.02091121673584, + "timestamp": "2025-07-14T12:34:18.927416" + }, + { + "epoch": 1272, + "batch_idx": 160, + "loss": 0.33835744857788086, + "learning_rate": 0.0002928122095033579, + "timestep_mean": 474.75, + "epsilon_norm": 8.630791664123535, + "prediction_norm": 7.002167701721191, + "timestamp": "2025-07-14T12:34:18.932277" + }, + { + "epoch": 1272, + "batch_idx": 192, + "loss": 0.5076325535774231, + "learning_rate": 0.0002928122095033579, + "timestep_mean": 399.25, + "epsilon_norm": 3.7236766815185547, + "prediction_norm": 2.0446665287017822, + "timestamp": "2025-07-14T12:34:18.937179" + }, + { + "epoch": 1273, + "batch_idx": 0, + "loss": 0.3050882816314697, + "learning_rate": 0.00029209766984707126, + "timestep_mean": 536.34375, + "epsilon_norm": 8.921585083007812, + "prediction_norm": 8.183221817016602, + "timestamp": "2025-07-14T12:34:18.942119" + }, + { + "epoch": 1273, + "batch_idx": 32, + "loss": 0.3181157410144806, + "learning_rate": 0.00029209766984707126, + "timestep_mean": 497.71875, + "epsilon_norm": 9.17885684967041, + "prediction_norm": 8.173872947692871, + "timestamp": "2025-07-14T12:34:18.947023" + }, + { + "epoch": 1273, + "batch_idx": 64, + "loss": 0.33494946360588074, + "learning_rate": 0.00029209766984707126, + "timestep_mean": 500.9375, + "epsilon_norm": 7.420801639556885, + "prediction_norm": 5.903400897979736, + "timestamp": "2025-07-14T12:34:18.951980" + }, + { + "epoch": 1273, + "batch_idx": 96, + "loss": 0.2142530381679535, + "learning_rate": 0.00029209766984707126, + "timestep_mean": 545.6875, + "epsilon_norm": 8.941784858703613, + "prediction_norm": 8.321219444274902, + "timestamp": "2025-07-14T12:34:18.956859" + }, + { + "epoch": 1273, + "batch_idx": 128, + "loss": 0.2882145047187805, + "learning_rate": 0.00029209766984707126, + "timestep_mean": 541.375, + "epsilon_norm": 8.656902313232422, + "prediction_norm": 7.099612712860107, + "timestamp": "2025-07-14T12:34:18.961769" + }, + { + "epoch": 1273, + "batch_idx": 160, + "loss": 0.37436288595199585, + "learning_rate": 0.00029209766984707126, + "timestep_mean": 511.25, + "epsilon_norm": 7.065009593963623, + "prediction_norm": 5.228158473968506, + "timestamp": "2025-07-14T12:34:18.966724" + }, + { + "epoch": 1273, + "batch_idx": 192, + "loss": 0.3173511028289795, + "learning_rate": 0.00029209766984707126, + "timestep_mean": 557.25, + "epsilon_norm": 2.9780333042144775, + "prediction_norm": 2.097041606903076, + "timestamp": "2025-07-14T12:34:18.971662" + }, + { + "epoch": 1274, + "batch_idx": 0, + "loss": 0.44381821155548096, + "learning_rate": 0.00029138364316911745, + "timestep_mean": 454.03125, + "epsilon_norm": 8.413992881774902, + "prediction_norm": 6.3520941734313965, + "timestamp": "2025-07-14T12:34:18.976536" + }, + { + "epoch": 1274, + "batch_idx": 32, + "loss": 0.44184815883636475, + "learning_rate": 0.00029138364316911745, + "timestep_mean": 502.84375, + "epsilon_norm": 7.637929916381836, + "prediction_norm": 6.282630443572998, + "timestamp": "2025-07-14T12:34:18.981438" + }, + { + "epoch": 1274, + "batch_idx": 64, + "loss": 0.20343175530433655, + "learning_rate": 0.00029138364316911745, + "timestep_mean": 559.53125, + "epsilon_norm": 8.304794311523438, + "prediction_norm": 7.342691898345947, + "timestamp": "2025-07-14T12:34:18.986527" + }, + { + "epoch": 1274, + "batch_idx": 96, + "loss": 0.21802301704883575, + "learning_rate": 0.00029138364316911745, + "timestep_mean": 429.53125, + "epsilon_norm": 6.785830497741699, + "prediction_norm": 6.177567005157471, + "timestamp": "2025-07-14T12:34:18.991761" + }, + { + "epoch": 1274, + "batch_idx": 128, + "loss": 0.27034205198287964, + "learning_rate": 0.00029138364316911745, + "timestep_mean": 482.40625, + "epsilon_norm": 7.502599716186523, + "prediction_norm": 6.777787685394287, + "timestamp": "2025-07-14T12:34:18.996894" + }, + { + "epoch": 1274, + "batch_idx": 160, + "loss": 0.19844508171081543, + "learning_rate": 0.00029138364316911745, + "timestep_mean": 577.375, + "epsilon_norm": 7.6009521484375, + "prediction_norm": 7.2680768966674805, + "timestamp": "2025-07-14T12:34:19.001954" + }, + { + "epoch": 1274, + "batch_idx": 192, + "loss": 0.24312248826026917, + "learning_rate": 0.00029138364316911745, + "timestep_mean": 475.625, + "epsilon_norm": 3.5771470069885254, + "prediction_norm": 3.310041904449463, + "timestamp": "2025-07-14T12:34:19.006928" + }, + { + "epoch": 1275, + "batch_idx": 0, + "loss": 0.26081493496894836, + "learning_rate": 0.00029067013123128586, + "timestep_mean": 551.46875, + "epsilon_norm": 7.062150478363037, + "prediction_norm": 6.164296627044678, + "timestamp": "2025-07-14T12:34:19.012209" + }, + { + "epoch": 1275, + "batch_idx": 32, + "loss": 0.2570449113845825, + "learning_rate": 0.00029067013123128586, + "timestep_mean": 508.71875, + "epsilon_norm": 7.3036041259765625, + "prediction_norm": 6.611819267272949, + "timestamp": "2025-07-14T12:34:19.017123" + }, + { + "epoch": 1275, + "batch_idx": 64, + "loss": 0.15296123921871185, + "learning_rate": 0.00029067013123128586, + "timestep_mean": 575.9375, + "epsilon_norm": 9.058550834655762, + "prediction_norm": 8.395014762878418, + "timestamp": "2025-07-14T12:34:19.022117" + }, + { + "epoch": 1275, + "batch_idx": 96, + "loss": 0.40059858560562134, + "learning_rate": 0.00029067013123128586, + "timestep_mean": 489.28125, + "epsilon_norm": 9.272655487060547, + "prediction_norm": 7.064544677734375, + "timestamp": "2025-07-14T12:34:19.027192" + }, + { + "epoch": 1275, + "batch_idx": 128, + "loss": 0.26911529898643494, + "learning_rate": 0.00029067013123128586, + "timestep_mean": 469.90625, + "epsilon_norm": 7.887272357940674, + "prediction_norm": 6.290907382965088, + "timestamp": "2025-07-14T12:34:19.032359" + }, + { + "epoch": 1275, + "batch_idx": 160, + "loss": 0.14553551375865936, + "learning_rate": 0.00029067013123128586, + "timestep_mean": 564.28125, + "epsilon_norm": 7.679121017456055, + "prediction_norm": 7.2183451652526855, + "timestamp": "2025-07-14T12:34:19.037477" + }, + { + "epoch": 1275, + "batch_idx": 192, + "loss": 0.6024901866912842, + "learning_rate": 0.00029067013123128586, + "timestep_mean": 381.5, + "epsilon_norm": 4.709517002105713, + "prediction_norm": 2.5589187145233154, + "timestamp": "2025-07-14T12:34:19.042554" + }, + { + "epoch": 1276, + "batch_idx": 0, + "loss": 0.17614971101284027, + "learning_rate": 0.00028995713579409686, + "timestep_mean": 588.21875, + "epsilon_norm": 7.408395290374756, + "prediction_norm": 6.316246032714844, + "timestamp": "2025-07-14T12:34:19.047681" + }, + { + "epoch": 1276, + "batch_idx": 32, + "loss": 0.47804075479507446, + "learning_rate": 0.00028995713579409686, + "timestep_mean": 445.59375, + "epsilon_norm": 7.497607231140137, + "prediction_norm": 6.48621129989624, + "timestamp": "2025-07-14T12:34:19.052831" + }, + { + "epoch": 1276, + "batch_idx": 64, + "loss": 0.2539520859718323, + "learning_rate": 0.00028995713579409686, + "timestep_mean": 544.90625, + "epsilon_norm": 7.7199883460998535, + "prediction_norm": 6.4460530281066895, + "timestamp": "2025-07-14T12:34:19.057944" + }, + { + "epoch": 1276, + "batch_idx": 96, + "loss": 0.2210545837879181, + "learning_rate": 0.00028995713579409686, + "timestep_mean": 538.15625, + "epsilon_norm": 8.539203643798828, + "prediction_norm": 7.2024078369140625, + "timestamp": "2025-07-14T12:34:19.063205" + }, + { + "epoch": 1276, + "batch_idx": 128, + "loss": 0.3003939390182495, + "learning_rate": 0.00028995713579409686, + "timestep_mean": 526.84375, + "epsilon_norm": 8.392221450805664, + "prediction_norm": 7.327481269836426, + "timestamp": "2025-07-14T12:34:19.068458" + }, + { + "epoch": 1276, + "batch_idx": 160, + "loss": 0.20829066634178162, + "learning_rate": 0.00028995713579409686, + "timestep_mean": 537.09375, + "epsilon_norm": 7.9412522315979, + "prediction_norm": 6.598842620849609, + "timestamp": "2025-07-14T12:34:19.073566" + }, + { + "epoch": 1276, + "batch_idx": 192, + "loss": 0.1284378468990326, + "learning_rate": 0.00028995713579409686, + "timestep_mean": 455.75, + "epsilon_norm": 3.452928304672241, + "prediction_norm": 3.3187813758850098, + "timestamp": "2025-07-14T12:34:19.078519" + }, + { + "epoch": 1277, + "batch_idx": 0, + "loss": 0.49252942204475403, + "learning_rate": 0.00028924465861679546, + "timestep_mean": 408.03125, + "epsilon_norm": 8.014825820922852, + "prediction_norm": 6.310433864593506, + "timestamp": "2025-07-14T12:34:19.083814" + }, + { + "epoch": 1277, + "batch_idx": 32, + "loss": 0.27980220317840576, + "learning_rate": 0.00028924465861679546, + "timestep_mean": 471.5, + "epsilon_norm": 7.740678787231445, + "prediction_norm": 6.067254543304443, + "timestamp": "2025-07-14T12:34:19.088724" + }, + { + "epoch": 1277, + "batch_idx": 64, + "loss": 0.37768447399139404, + "learning_rate": 0.00028924465861679546, + "timestep_mean": 400.5625, + "epsilon_norm": 7.2546186447143555, + "prediction_norm": 5.221668720245361, + "timestamp": "2025-07-14T12:34:19.093556" + }, + { + "epoch": 1277, + "batch_idx": 96, + "loss": 0.16523712873458862, + "learning_rate": 0.00028924465861679546, + "timestep_mean": 555.59375, + "epsilon_norm": 8.052706718444824, + "prediction_norm": 6.79252815246582, + "timestamp": "2025-07-14T12:34:19.098441" + }, + { + "epoch": 1277, + "batch_idx": 128, + "loss": 0.288380891084671, + "learning_rate": 0.00028924465861679546, + "timestep_mean": 488.5625, + "epsilon_norm": 7.635833740234375, + "prediction_norm": 6.17796516418457, + "timestamp": "2025-07-14T12:34:19.103311" + }, + { + "epoch": 1277, + "batch_idx": 160, + "loss": 0.2758561372756958, + "learning_rate": 0.00028924465861679546, + "timestep_mean": 502.8125, + "epsilon_norm": 7.628814697265625, + "prediction_norm": 6.176946640014648, + "timestamp": "2025-07-14T12:34:19.108664" + }, + { + "epoch": 1277, + "batch_idx": 192, + "loss": 0.45715096592903137, + "learning_rate": 0.00028924465861679546, + "timestep_mean": 648.375, + "epsilon_norm": 3.6275570392608643, + "prediction_norm": 3.143916130065918, + "timestamp": "2025-07-14T12:34:19.113778" + }, + { + "epoch": 1278, + "batch_idx": 0, + "loss": 0.3053880035877228, + "learning_rate": 0.0002885327014573484, + "timestep_mean": 563.03125, + "epsilon_norm": 8.442095756530762, + "prediction_norm": 7.2846999168396, + "timestamp": "2025-07-14T12:34:19.118829" + }, + { + "epoch": 1278, + "batch_idx": 32, + "loss": 0.3861932158470154, + "learning_rate": 0.0002885327014573484, + "timestep_mean": 434.125, + "epsilon_norm": 8.628954887390137, + "prediction_norm": 6.947742938995361, + "timestamp": "2025-07-14T12:34:19.123979" + }, + { + "epoch": 1278, + "batch_idx": 64, + "loss": 0.22846180200576782, + "learning_rate": 0.0002885327014573484, + "timestep_mean": 554.1875, + "epsilon_norm": 8.545883178710938, + "prediction_norm": 7.345152854919434, + "timestamp": "2025-07-14T12:34:19.129063" + }, + { + "epoch": 1278, + "batch_idx": 96, + "loss": 0.3508099913597107, + "learning_rate": 0.0002885327014573484, + "timestep_mean": 497.84375, + "epsilon_norm": 7.878657817840576, + "prediction_norm": 6.816282749176025, + "timestamp": "2025-07-14T12:34:19.134157" + }, + { + "epoch": 1278, + "batch_idx": 128, + "loss": 0.19937455654144287, + "learning_rate": 0.0002885327014573484, + "timestep_mean": 526.3125, + "epsilon_norm": 7.07110071182251, + "prediction_norm": 6.107511520385742, + "timestamp": "2025-07-14T12:34:19.139347" + }, + { + "epoch": 1278, + "batch_idx": 160, + "loss": 0.6646177768707275, + "learning_rate": 0.0002885327014573484, + "timestep_mean": 504.28125, + "epsilon_norm": 8.258909225463867, + "prediction_norm": 5.787789821624756, + "timestamp": "2025-07-14T12:34:19.144581" + }, + { + "epoch": 1278, + "batch_idx": 192, + "loss": 0.268104612827301, + "learning_rate": 0.0002885327014573484, + "timestep_mean": 413.75, + "epsilon_norm": 3.5887680053710938, + "prediction_norm": 2.6142640113830566, + "timestamp": "2025-07-14T12:34:19.149728" + }, + { + "epoch": 1279, + "batch_idx": 0, + "loss": 0.19785888493061066, + "learning_rate": 0.00028782126607243894, + "timestep_mean": 461.21875, + "epsilon_norm": 7.6516594886779785, + "prediction_norm": 6.711873531341553, + "timestamp": "2025-07-14T12:34:19.155043" + }, + { + "epoch": 1279, + "batch_idx": 32, + "loss": 0.24072080850601196, + "learning_rate": 0.00028782126607243894, + "timestep_mean": 553.8125, + "epsilon_norm": 7.430846691131592, + "prediction_norm": 6.703164100646973, + "timestamp": "2025-07-14T12:34:19.160181" + }, + { + "epoch": 1279, + "batch_idx": 64, + "loss": 0.19059911370277405, + "learning_rate": 0.00028782126607243894, + "timestep_mean": 562.21875, + "epsilon_norm": 7.565258502960205, + "prediction_norm": 6.687037467956543, + "timestamp": "2025-07-14T12:34:19.165389" + }, + { + "epoch": 1279, + "batch_idx": 96, + "loss": 0.19148652255535126, + "learning_rate": 0.00028782126607243894, + "timestep_mean": 508.625, + "epsilon_norm": 7.810782432556152, + "prediction_norm": 7.351254940032959, + "timestamp": "2025-07-14T12:34:19.170532" + }, + { + "epoch": 1279, + "batch_idx": 128, + "loss": 0.2714540660381317, + "learning_rate": 0.00028782126607243894, + "timestep_mean": 468.125, + "epsilon_norm": 7.654580593109131, + "prediction_norm": 6.074922561645508, + "timestamp": "2025-07-14T12:34:19.175685" + }, + { + "epoch": 1279, + "batch_idx": 160, + "loss": 0.31327393651008606, + "learning_rate": 0.00028782126607243894, + "timestep_mean": 476.09375, + "epsilon_norm": 8.838730812072754, + "prediction_norm": 7.24644136428833, + "timestamp": "2025-07-14T12:34:19.180551" + }, + { + "epoch": 1279, + "batch_idx": 192, + "loss": 0.20237354934215546, + "learning_rate": 0.00028782126607243894, + "timestep_mean": 454.625, + "epsilon_norm": 4.247626304626465, + "prediction_norm": 3.455451726913452, + "timestamp": "2025-07-14T12:34:19.185372" + }, + { + "epoch": 1280, + "batch_idx": 0, + "loss": 0.46944501996040344, + "learning_rate": 0.00028711035421746366, + "timestep_mean": 501.34375, + "epsilon_norm": 9.053744316101074, + "prediction_norm": 6.7856879234313965, + "timestamp": "2025-07-14T12:34:19.190308" + }, + { + "epoch": 1280, + "batch_idx": 32, + "loss": 0.1941695511341095, + "learning_rate": 0.00028711035421746366, + "timestep_mean": 482.28125, + "epsilon_norm": 7.120289325714111, + "prediction_norm": 6.023530006408691, + "timestamp": "2025-07-14T12:34:19.195195" + }, + { + "epoch": 1280, + "batch_idx": 64, + "loss": 0.23195409774780273, + "learning_rate": 0.00028711035421746366, + "timestep_mean": 530.28125, + "epsilon_norm": 7.026757717132568, + "prediction_norm": 5.673133373260498, + "timestamp": "2025-07-14T12:34:19.200168" + }, + { + "epoch": 1280, + "batch_idx": 96, + "loss": 0.2815564274787903, + "learning_rate": 0.00028711035421746366, + "timestep_mean": 589.71875, + "epsilon_norm": 9.115077018737793, + "prediction_norm": 8.182705879211426, + "timestamp": "2025-07-14T12:34:19.205079" + }, + { + "epoch": 1280, + "batch_idx": 128, + "loss": 0.2089829444885254, + "learning_rate": 0.00028711035421746366, + "timestep_mean": 483.8125, + "epsilon_norm": 7.869243621826172, + "prediction_norm": 6.870650291442871, + "timestamp": "2025-07-14T12:34:19.209998" + }, + { + "epoch": 1280, + "batch_idx": 160, + "loss": 0.3649201989173889, + "learning_rate": 0.00028711035421746366, + "timestep_mean": 492.46875, + "epsilon_norm": 8.28178882598877, + "prediction_norm": 6.849498271942139, + "timestamp": "2025-07-14T12:34:19.214860" + }, + { + "epoch": 1280, + "batch_idx": 192, + "loss": 0.3258865773677826, + "learning_rate": 0.00028711035421746366, + "timestep_mean": 606.625, + "epsilon_norm": 3.6772372722625732, + "prediction_norm": 3.024775981903076, + "timestamp": "2025-07-14T12:34:19.219737" + }, + { + "epoch": 1281, + "batch_idx": 0, + "loss": 0.3692297339439392, + "learning_rate": 0.0002863999676465265, + "timestep_mean": 557.9375, + "epsilon_norm": 8.63298225402832, + "prediction_norm": 6.702762126922607, + "timestamp": "2025-07-14T12:34:19.224658" + }, + { + "epoch": 1281, + "batch_idx": 32, + "loss": 0.1707252860069275, + "learning_rate": 0.0002863999676465265, + "timestep_mean": 525.21875, + "epsilon_norm": 7.523462295532227, + "prediction_norm": 6.480748176574707, + "timestamp": "2025-07-14T12:34:19.229603" + }, + { + "epoch": 1281, + "batch_idx": 64, + "loss": 0.10871811211109161, + "learning_rate": 0.0002863999676465265, + "timestep_mean": 640.53125, + "epsilon_norm": 7.607901573181152, + "prediction_norm": 7.559514045715332, + "timestamp": "2025-07-14T12:34:19.234538" + }, + { + "epoch": 1281, + "batch_idx": 96, + "loss": 0.2530510723590851, + "learning_rate": 0.0002863999676465265, + "timestep_mean": 539.375, + "epsilon_norm": 8.591423034667969, + "prediction_norm": 7.968430995941162, + "timestamp": "2025-07-14T12:34:19.239397" + }, + { + "epoch": 1281, + "batch_idx": 128, + "loss": 0.2641822397708893, + "learning_rate": 0.0002863999676465265, + "timestep_mean": 503.78125, + "epsilon_norm": 7.713953018188477, + "prediction_norm": 6.469976425170898, + "timestamp": "2025-07-14T12:34:19.244273" + }, + { + "epoch": 1281, + "batch_idx": 160, + "loss": 0.15362003445625305, + "learning_rate": 0.0002863999676465265, + "timestep_mean": 514.15625, + "epsilon_norm": 6.874802112579346, + "prediction_norm": 6.07924222946167, + "timestamp": "2025-07-14T12:34:19.249114" + }, + { + "epoch": 1281, + "batch_idx": 192, + "loss": 0.187677800655365, + "learning_rate": 0.0002863999676465265, + "timestep_mean": 477.75, + "epsilon_norm": 3.75533390045166, + "prediction_norm": 3.48113751411438, + "timestamp": "2025-07-14T12:34:19.253952" + }, + { + "epoch": 1282, + "batch_idx": 0, + "loss": 0.181494802236557, + "learning_rate": 0.00028569010811243584, + "timestep_mean": 536.53125, + "epsilon_norm": 7.97404146194458, + "prediction_norm": 7.151331424713135, + "timestamp": "2025-07-14T12:34:19.258941" + }, + { + "epoch": 1282, + "batch_idx": 32, + "loss": 0.2255793958902359, + "learning_rate": 0.00028569010811243584, + "timestep_mean": 432.40625, + "epsilon_norm": 8.616623878479004, + "prediction_norm": 7.810323238372803, + "timestamp": "2025-07-14T12:34:19.263854" + }, + { + "epoch": 1282, + "batch_idx": 64, + "loss": 0.23406288027763367, + "learning_rate": 0.00028569010811243584, + "timestep_mean": 501.875, + "epsilon_norm": 7.472503662109375, + "prediction_norm": 6.522593021392822, + "timestamp": "2025-07-14T12:34:19.268697" + }, + { + "epoch": 1282, + "batch_idx": 96, + "loss": 0.10652099549770355, + "learning_rate": 0.00028569010811243584, + "timestep_mean": 459.15625, + "epsilon_norm": 7.41271448135376, + "prediction_norm": 7.0341105461120605, + "timestamp": "2025-07-14T12:34:19.273611" + }, + { + "epoch": 1282, + "batch_idx": 128, + "loss": 0.29058265686035156, + "learning_rate": 0.00028569010811243584, + "timestep_mean": 494.8125, + "epsilon_norm": 8.54189682006836, + "prediction_norm": 6.832901477813721, + "timestamp": "2025-07-14T12:34:19.278509" + }, + { + "epoch": 1282, + "batch_idx": 160, + "loss": 0.25706160068511963, + "learning_rate": 0.00028569010811243584, + "timestep_mean": 488.15625, + "epsilon_norm": 7.360894680023193, + "prediction_norm": 6.52323579788208, + "timestamp": "2025-07-14T12:34:19.283496" + }, + { + "epoch": 1282, + "batch_idx": 192, + "loss": 0.1694379597902298, + "learning_rate": 0.00028569010811243584, + "timestep_mean": 499.125, + "epsilon_norm": 4.333583831787109, + "prediction_norm": 3.910297393798828, + "timestamp": "2025-07-14T12:34:19.288313" + }, + { + "epoch": 1283, + "batch_idx": 0, + "loss": 0.19851939380168915, + "learning_rate": 0.00028498077736669955, + "timestep_mean": 550.25, + "epsilon_norm": 7.871639728546143, + "prediction_norm": 6.9344916343688965, + "timestamp": "2025-07-14T12:34:19.293148" + }, + { + "epoch": 1283, + "batch_idx": 32, + "loss": 0.10679707676172256, + "learning_rate": 0.00028498077736669955, + "timestep_mean": 573.53125, + "epsilon_norm": 5.612505912780762, + "prediction_norm": 5.306960105895996, + "timestamp": "2025-07-14T12:34:19.298041" + }, + { + "epoch": 1283, + "batch_idx": 64, + "loss": 0.3018285930156708, + "learning_rate": 0.00028498077736669955, + "timestep_mean": 472.8125, + "epsilon_norm": 7.906705856323242, + "prediction_norm": 6.373226165771484, + "timestamp": "2025-07-14T12:34:19.302924" + }, + { + "epoch": 1283, + "batch_idx": 96, + "loss": 0.41292309761047363, + "learning_rate": 0.00028498077736669955, + "timestep_mean": 486.3125, + "epsilon_norm": 7.956089973449707, + "prediction_norm": 5.90482234954834, + "timestamp": "2025-07-14T12:34:19.307821" + }, + { + "epoch": 1283, + "batch_idx": 128, + "loss": 0.49377644062042236, + "learning_rate": 0.00028498077736669955, + "timestep_mean": 502.96875, + "epsilon_norm": 8.173219680786133, + "prediction_norm": 6.2171430587768555, + "timestamp": "2025-07-14T12:34:19.312793" + }, + { + "epoch": 1283, + "batch_idx": 160, + "loss": 0.2704591453075409, + "learning_rate": 0.00028498077736669955, + "timestep_mean": 440.53125, + "epsilon_norm": 8.815648078918457, + "prediction_norm": 7.273303985595703, + "timestamp": "2025-07-14T12:34:19.317713" + }, + { + "epoch": 1283, + "batch_idx": 192, + "loss": 0.43942415714263916, + "learning_rate": 0.00028498077736669955, + "timestep_mean": 417.625, + "epsilon_norm": 3.302845001220703, + "prediction_norm": 2.50274395942688, + "timestamp": "2025-07-14T12:34:19.322536" + }, + { + "epoch": 1284, + "batch_idx": 0, + "loss": 0.2417571097612381, + "learning_rate": 0.0002842719771595206, + "timestep_mean": 537.65625, + "epsilon_norm": 8.023392677307129, + "prediction_norm": 7.132122993469238, + "timestamp": "2025-07-14T12:34:19.327416" + }, + { + "epoch": 1284, + "batch_idx": 32, + "loss": 0.3980027139186859, + "learning_rate": 0.0002842719771595206, + "timestep_mean": 449.3125, + "epsilon_norm": 7.835251808166504, + "prediction_norm": 6.11273717880249, + "timestamp": "2025-07-14T12:34:19.332237" + }, + { + "epoch": 1284, + "batch_idx": 64, + "loss": 0.29438841342926025, + "learning_rate": 0.0002842719771595206, + "timestep_mean": 456.40625, + "epsilon_norm": 7.0724196434021, + "prediction_norm": 5.9715895652771, + "timestamp": "2025-07-14T12:34:19.337096" + }, + { + "epoch": 1284, + "batch_idx": 96, + "loss": 0.29936641454696655, + "learning_rate": 0.0002842719771595206, + "timestep_mean": 544.4375, + "epsilon_norm": 8.295987129211426, + "prediction_norm": 7.6075029373168945, + "timestamp": "2025-07-14T12:34:19.342082" + }, + { + "epoch": 1284, + "batch_idx": 128, + "loss": 0.3266058564186096, + "learning_rate": 0.0002842719771595206, + "timestep_mean": 529.8125, + "epsilon_norm": 8.761042594909668, + "prediction_norm": 7.6280975341796875, + "timestamp": "2025-07-14T12:34:19.346941" + }, + { + "epoch": 1284, + "batch_idx": 160, + "loss": 0.43073248863220215, + "learning_rate": 0.0002842719771595206, + "timestep_mean": 483.15625, + "epsilon_norm": 8.11876106262207, + "prediction_norm": 6.422387599945068, + "timestamp": "2025-07-14T12:34:19.351857" + }, + { + "epoch": 1284, + "batch_idx": 192, + "loss": 0.255320280790329, + "learning_rate": 0.0002842719771595206, + "timestep_mean": 586.25, + "epsilon_norm": 3.9994585514068604, + "prediction_norm": 3.2340011596679688, + "timestamp": "2025-07-14T12:34:19.356703" + }, + { + "epoch": 1285, + "batch_idx": 0, + "loss": 0.3393864333629608, + "learning_rate": 0.000283563709239793, + "timestep_mean": 493.5, + "epsilon_norm": 7.527224063873291, + "prediction_norm": 6.704360008239746, + "timestamp": "2025-07-14T12:34:19.361563" + }, + { + "epoch": 1285, + "batch_idx": 32, + "loss": 0.22320735454559326, + "learning_rate": 0.000283563709239793, + "timestep_mean": 498.0, + "epsilon_norm": 8.406652450561523, + "prediction_norm": 7.873098373413086, + "timestamp": "2025-07-14T12:34:19.366408" + }, + { + "epoch": 1285, + "batch_idx": 64, + "loss": 0.2902385890483856, + "learning_rate": 0.000283563709239793, + "timestep_mean": 511.78125, + "epsilon_norm": 8.64253044128418, + "prediction_norm": 7.564460754394531, + "timestamp": "2025-07-14T12:34:19.371338" + }, + { + "epoch": 1285, + "batch_idx": 96, + "loss": 0.44684037566185, + "learning_rate": 0.000283563709239793, + "timestep_mean": 593.65625, + "epsilon_norm": 8.371471405029297, + "prediction_norm": 6.628785133361816, + "timestamp": "2025-07-14T12:34:19.376196" + }, + { + "epoch": 1285, + "batch_idx": 128, + "loss": 0.24876391887664795, + "learning_rate": 0.000283563709239793, + "timestep_mean": 489.5625, + "epsilon_norm": 7.856587886810303, + "prediction_norm": 6.776003360748291, + "timestamp": "2025-07-14T12:34:19.381039" + }, + { + "epoch": 1285, + "batch_idx": 160, + "loss": 0.22507578134536743, + "learning_rate": 0.000283563709239793, + "timestep_mean": 475.0625, + "epsilon_norm": 7.507155895233154, + "prediction_norm": 6.642935752868652, + "timestamp": "2025-07-14T12:34:19.385940" + }, + { + "epoch": 1285, + "batch_idx": 192, + "loss": 0.25526463985443115, + "learning_rate": 0.000283563709239793, + "timestep_mean": 555.25, + "epsilon_norm": 3.335221767425537, + "prediction_norm": 3.2671408653259277, + "timestamp": "2025-07-14T12:34:19.390771" + }, + { + "epoch": 1286, + "batch_idx": 0, + "loss": 0.3357922434806824, + "learning_rate": 0.00028285597535509773, + "timestep_mean": 466.78125, + "epsilon_norm": 8.544135093688965, + "prediction_norm": 7.1208624839782715, + "timestamp": "2025-07-14T12:34:19.395714" + }, + { + "epoch": 1286, + "batch_idx": 32, + "loss": 0.4590722918510437, + "learning_rate": 0.00028285597535509773, + "timestep_mean": 419.5, + "epsilon_norm": 8.787473678588867, + "prediction_norm": 6.279932498931885, + "timestamp": "2025-07-14T12:34:19.400673" + }, + { + "epoch": 1286, + "batch_idx": 64, + "loss": 0.3788302540779114, + "learning_rate": 0.00028285597535509773, + "timestep_mean": 447.90625, + "epsilon_norm": 8.173456192016602, + "prediction_norm": 6.211910724639893, + "timestamp": "2025-07-14T12:34:19.405716" + }, + { + "epoch": 1286, + "batch_idx": 96, + "loss": 0.34294265508651733, + "learning_rate": 0.00028285597535509773, + "timestep_mean": 577.875, + "epsilon_norm": 8.752870559692383, + "prediction_norm": 7.69523811340332, + "timestamp": "2025-07-14T12:34:19.410658" + }, + { + "epoch": 1286, + "batch_idx": 128, + "loss": 0.3020526170730591, + "learning_rate": 0.00028285597535509773, + "timestep_mean": 432.59375, + "epsilon_norm": 7.716426849365234, + "prediction_norm": 6.245588302612305, + "timestamp": "2025-07-14T12:34:19.415750" + }, + { + "epoch": 1286, + "batch_idx": 160, + "loss": 0.30176377296447754, + "learning_rate": 0.00028285597535509773, + "timestep_mean": 604.15625, + "epsilon_norm": 8.101886749267578, + "prediction_norm": 6.489195823669434, + "timestamp": "2025-07-14T12:34:19.421095" + }, + { + "epoch": 1286, + "batch_idx": 192, + "loss": 0.7440018653869629, + "learning_rate": 0.00028285597535509773, + "timestep_mean": 276.625, + "epsilon_norm": 4.71759033203125, + "prediction_norm": 2.760657548904419, + "timestamp": "2025-07-14T12:34:19.426143" + }, + { + "epoch": 1287, + "batch_idx": 0, + "loss": 0.3342944383621216, + "learning_rate": 0.00028214877725169765, + "timestep_mean": 502.96875, + "epsilon_norm": 8.081815719604492, + "prediction_norm": 5.87146520614624, + "timestamp": "2025-07-14T12:34:19.431334" + }, + { + "epoch": 1287, + "batch_idx": 32, + "loss": 0.16596759855747223, + "learning_rate": 0.00028214877725169765, + "timestep_mean": 498.09375, + "epsilon_norm": 6.670979022979736, + "prediction_norm": 6.055863857269287, + "timestamp": "2025-07-14T12:34:19.436440" + }, + { + "epoch": 1287, + "batch_idx": 64, + "loss": 0.455323189496994, + "learning_rate": 0.00028214877725169765, + "timestep_mean": 502.15625, + "epsilon_norm": 7.752786636352539, + "prediction_norm": 5.741289138793945, + "timestamp": "2025-07-14T12:34:19.441769" + }, + { + "epoch": 1287, + "batch_idx": 96, + "loss": 0.31466323137283325, + "learning_rate": 0.00028214877725169765, + "timestep_mean": 457.90625, + "epsilon_norm": 9.6138277053833, + "prediction_norm": 8.393765449523926, + "timestamp": "2025-07-14T12:34:19.446979" + }, + { + "epoch": 1287, + "batch_idx": 128, + "loss": 0.4335262179374695, + "learning_rate": 0.00028214877725169765, + "timestep_mean": 468.0, + "epsilon_norm": 7.725468635559082, + "prediction_norm": 6.159172058105469, + "timestamp": "2025-07-14T12:34:19.452169" + }, + { + "epoch": 1287, + "batch_idx": 160, + "loss": 0.5319803953170776, + "learning_rate": 0.00028214877725169765, + "timestep_mean": 398.84375, + "epsilon_norm": 8.359282493591309, + "prediction_norm": 6.0031352043151855, + "timestamp": "2025-07-14T12:34:19.457415" + }, + { + "epoch": 1287, + "batch_idx": 192, + "loss": 0.5281604528427124, + "learning_rate": 0.00028214877725169765, + "timestep_mean": 403.5, + "epsilon_norm": 4.187746047973633, + "prediction_norm": 2.4502933025360107, + "timestamp": "2025-07-14T12:34:19.462695" + }, + { + "epoch": 1288, + "batch_idx": 0, + "loss": 0.38496002554893494, + "learning_rate": 0.0002814421166745337, + "timestep_mean": 438.53125, + "epsilon_norm": 8.062400817871094, + "prediction_norm": 5.970454692840576, + "timestamp": "2025-07-14T12:34:19.467905" + }, + { + "epoch": 1288, + "batch_idx": 32, + "loss": 0.3283082842826843, + "learning_rate": 0.0002814421166745337, + "timestep_mean": 481.15625, + "epsilon_norm": 6.737992286682129, + "prediction_norm": 5.482985973358154, + "timestamp": "2025-07-14T12:34:19.473175" + }, + { + "epoch": 1288, + "batch_idx": 64, + "loss": 0.5490962266921997, + "learning_rate": 0.0002814421166745337, + "timestep_mean": 414.03125, + "epsilon_norm": 8.949014663696289, + "prediction_norm": 6.080632209777832, + "timestamp": "2025-07-14T12:34:19.478478" + }, + { + "epoch": 1288, + "batch_idx": 96, + "loss": 0.32375335693359375, + "learning_rate": 0.0002814421166745337, + "timestep_mean": 484.28125, + "epsilon_norm": 8.894011497497559, + "prediction_norm": 6.873264312744141, + "timestamp": "2025-07-14T12:34:19.483551" + }, + { + "epoch": 1288, + "batch_idx": 128, + "loss": 0.32668882608413696, + "learning_rate": 0.0002814421166745337, + "timestep_mean": 544.96875, + "epsilon_norm": 8.676288604736328, + "prediction_norm": 7.934695720672607, + "timestamp": "2025-07-14T12:34:19.488691" + }, + { + "epoch": 1288, + "batch_idx": 160, + "loss": 0.2568897008895874, + "learning_rate": 0.0002814421166745337, + "timestep_mean": 556.34375, + "epsilon_norm": 8.454257011413574, + "prediction_norm": 7.217291831970215, + "timestamp": "2025-07-14T12:34:19.493926" + }, + { + "epoch": 1288, + "batch_idx": 192, + "loss": 0.06345058232545853, + "learning_rate": 0.0002814421166745337, + "timestep_mean": 570.75, + "epsilon_norm": 3.2180817127227783, + "prediction_norm": 3.5562992095947266, + "timestamp": "2025-07-14T12:34:19.498961" + }, + { + "epoch": 1289, + "batch_idx": 0, + "loss": 0.27131152153015137, + "learning_rate": 0.00028073599536722067, + "timestep_mean": 487.71875, + "epsilon_norm": 7.96094274520874, + "prediction_norm": 6.841509819030762, + "timestamp": "2025-07-14T12:34:19.504045" + }, + { + "epoch": 1289, + "batch_idx": 32, + "loss": 0.20880499482154846, + "learning_rate": 0.00028073599536722067, + "timestep_mean": 460.96875, + "epsilon_norm": 6.60709285736084, + "prediction_norm": 5.460785388946533, + "timestamp": "2025-07-14T12:34:19.509233" + }, + { + "epoch": 1289, + "batch_idx": 64, + "loss": 0.1802206188440323, + "learning_rate": 0.00028073599536722067, + "timestep_mean": 591.90625, + "epsilon_norm": 9.767333984375, + "prediction_norm": 8.967225074768066, + "timestamp": "2025-07-14T12:34:19.514369" + }, + { + "epoch": 1289, + "batch_idx": 96, + "loss": 0.3428652584552765, + "learning_rate": 0.00028073599536722067, + "timestep_mean": 490.15625, + "epsilon_norm": 8.523721694946289, + "prediction_norm": 7.233412742614746, + "timestamp": "2025-07-14T12:34:19.519592" + }, + { + "epoch": 1289, + "batch_idx": 128, + "loss": 0.49189749360084534, + "learning_rate": 0.00028073599536722067, + "timestep_mean": 478.28125, + "epsilon_norm": 8.598089218139648, + "prediction_norm": 6.892482280731201, + "timestamp": "2025-07-14T12:34:19.524510" + }, + { + "epoch": 1289, + "batch_idx": 160, + "loss": 0.18796998262405396, + "learning_rate": 0.00028073599536722067, + "timestep_mean": 579.90625, + "epsilon_norm": 8.472548484802246, + "prediction_norm": 7.288296222686768, + "timestamp": "2025-07-14T12:34:19.529673" + }, + { + "epoch": 1289, + "batch_idx": 192, + "loss": 0.41104137897491455, + "learning_rate": 0.00028073599536722067, + "timestep_mean": 351.125, + "epsilon_norm": 3.881700277328491, + "prediction_norm": 2.864755153656006, + "timestamp": "2025-07-14T12:34:19.534759" + }, + { + "epoch": 1290, + "batch_idx": 0, + "loss": 0.1283099353313446, + "learning_rate": 0.0002800304150720425, + "timestep_mean": 521.71875, + "epsilon_norm": 6.860265731811523, + "prediction_norm": 6.468762397766113, + "timestamp": "2025-07-14T12:34:19.539942" + }, + { + "epoch": 1290, + "batch_idx": 32, + "loss": 0.1846667230129242, + "learning_rate": 0.0002800304150720425, + "timestep_mean": 455.21875, + "epsilon_norm": 7.603492259979248, + "prediction_norm": 6.118441581726074, + "timestamp": "2025-07-14T12:34:19.545189" + }, + { + "epoch": 1290, + "batch_idx": 64, + "loss": 0.2089243233203888, + "learning_rate": 0.0002800304150720425, + "timestep_mean": 468.3125, + "epsilon_norm": 7.841578006744385, + "prediction_norm": 6.721997261047363, + "timestamp": "2025-07-14T12:34:19.550535" + }, + { + "epoch": 1290, + "batch_idx": 96, + "loss": 0.46604594588279724, + "learning_rate": 0.0002800304150720425, + "timestep_mean": 429.0, + "epsilon_norm": 7.803775310516357, + "prediction_norm": 6.131618022918701, + "timestamp": "2025-07-14T12:34:19.555697" + }, + { + "epoch": 1290, + "batch_idx": 128, + "loss": 0.1819499135017395, + "learning_rate": 0.0002800304150720425, + "timestep_mean": 530.375, + "epsilon_norm": 8.408917427062988, + "prediction_norm": 7.073057174682617, + "timestamp": "2025-07-14T12:34:19.560916" + }, + { + "epoch": 1290, + "batch_idx": 160, + "loss": 0.27770933508872986, + "learning_rate": 0.0002800304150720425, + "timestep_mean": 495.34375, + "epsilon_norm": 7.8927903175354, + "prediction_norm": 6.692587375640869, + "timestamp": "2025-07-14T12:34:19.566126" + }, + { + "epoch": 1290, + "batch_idx": 192, + "loss": 0.11759309470653534, + "learning_rate": 0.0002800304150720425, + "timestep_mean": 467.0, + "epsilon_norm": 3.0895919799804688, + "prediction_norm": 2.686615467071533, + "timestamp": "2025-07-14T12:34:19.571303" + }, + { + "epoch": 1291, + "batch_idx": 0, + "loss": 0.24242404103279114, + "learning_rate": 0.0002793253775299488, + "timestep_mean": 561.09375, + "epsilon_norm": 8.282708168029785, + "prediction_norm": 6.792538166046143, + "timestamp": "2025-07-14T12:34:19.576402" + }, + { + "epoch": 1291, + "batch_idx": 32, + "loss": 0.4154197573661804, + "learning_rate": 0.0002793253775299488, + "timestep_mean": 376.21875, + "epsilon_norm": 8.26220703125, + "prediction_norm": 6.100390911102295, + "timestamp": "2025-07-14T12:34:19.581589" + }, + { + "epoch": 1291, + "batch_idx": 64, + "loss": 0.24897401034832, + "learning_rate": 0.0002793253775299488, + "timestep_mean": 461.90625, + "epsilon_norm": 8.959626197814941, + "prediction_norm": 7.487552642822266, + "timestamp": "2025-07-14T12:34:19.586794" + }, + { + "epoch": 1291, + "batch_idx": 96, + "loss": 0.5168029069900513, + "learning_rate": 0.0002793253775299488, + "timestep_mean": 485.9375, + "epsilon_norm": 9.514430046081543, + "prediction_norm": 7.057271957397461, + "timestamp": "2025-07-14T12:34:19.592080" + }, + { + "epoch": 1291, + "batch_idx": 128, + "loss": 0.19277402758598328, + "learning_rate": 0.0002793253775299488, + "timestep_mean": 567.4375, + "epsilon_norm": 7.003057479858398, + "prediction_norm": 6.45371150970459, + "timestamp": "2025-07-14T12:34:19.597237" + }, + { + "epoch": 1291, + "batch_idx": 160, + "loss": 0.5708463191986084, + "learning_rate": 0.0002793253775299488, + "timestep_mean": 466.125, + "epsilon_norm": 9.476037979125977, + "prediction_norm": 7.771968364715576, + "timestamp": "2025-07-14T12:34:19.602405" + }, + { + "epoch": 1291, + "batch_idx": 192, + "loss": 0.23620493710041046, + "learning_rate": 0.0002793253775299488, + "timestep_mean": 548.875, + "epsilon_norm": 4.062311172485352, + "prediction_norm": 3.5971519947052, + "timestamp": "2025-07-14T12:34:19.607584" + }, + { + "epoch": 1292, + "batch_idx": 0, + "loss": 0.7272096276283264, + "learning_rate": 0.00027862088448054944, + "timestep_mean": 499.8125, + "epsilon_norm": 9.620537757873535, + "prediction_norm": 7.606151580810547, + "timestamp": "2025-07-14T12:34:19.612810" + }, + { + "epoch": 1292, + "batch_idx": 32, + "loss": 0.4280468225479126, + "learning_rate": 0.00027862088448054944, + "timestep_mean": 419.875, + "epsilon_norm": 7.8045783042907715, + "prediction_norm": 6.106979846954346, + "timestamp": "2025-07-14T12:34:19.618018" + }, + { + "epoch": 1292, + "batch_idx": 64, + "loss": 0.20690768957138062, + "learning_rate": 0.00027862088448054944, + "timestep_mean": 503.21875, + "epsilon_norm": 8.34716796875, + "prediction_norm": 8.06663703918457, + "timestamp": "2025-07-14T12:34:19.623180" + }, + { + "epoch": 1292, + "batch_idx": 96, + "loss": 0.15432360768318176, + "learning_rate": 0.00027862088448054944, + "timestep_mean": 498.09375, + "epsilon_norm": 7.372366905212402, + "prediction_norm": 6.944571018218994, + "timestamp": "2025-07-14T12:34:19.628401" + }, + { + "epoch": 1292, + "batch_idx": 128, + "loss": 0.15632127225399017, + "learning_rate": 0.00027862088448054944, + "timestep_mean": 522.3125, + "epsilon_norm": 8.086870193481445, + "prediction_norm": 7.730438709259033, + "timestamp": "2025-07-14T12:34:19.633610" + }, + { + "epoch": 1292, + "batch_idx": 160, + "loss": 0.18785201013088226, + "learning_rate": 0.00027862088448054944, + "timestep_mean": 585.78125, + "epsilon_norm": 7.797857284545898, + "prediction_norm": 7.383577823638916, + "timestamp": "2025-07-14T12:34:19.638813" + }, + { + "epoch": 1292, + "batch_idx": 192, + "loss": 0.22483041882514954, + "learning_rate": 0.00027862088448054944, + "timestep_mean": 560.375, + "epsilon_norm": 5.073925971984863, + "prediction_norm": 4.360846042633057, + "timestamp": "2025-07-14T12:34:19.644039" + }, + { + "epoch": 1293, + "batch_idx": 0, + "loss": 0.10952159762382507, + "learning_rate": 0.00027791693766211073, + "timestep_mean": 562.53125, + "epsilon_norm": 7.696695327758789, + "prediction_norm": 7.6406731605529785, + "timestamp": "2025-07-14T12:34:19.649210" + }, + { + "epoch": 1293, + "batch_idx": 32, + "loss": 0.6077982783317566, + "learning_rate": 0.00027791693766211073, + "timestep_mean": 433.375, + "epsilon_norm": 7.331579208374023, + "prediction_norm": 5.17529296875, + "timestamp": "2025-07-14T12:34:19.654451" + }, + { + "epoch": 1293, + "batch_idx": 64, + "loss": 0.442198246717453, + "learning_rate": 0.00027791693766211073, + "timestep_mean": 447.03125, + "epsilon_norm": 8.15780258178711, + "prediction_norm": 6.859897613525391, + "timestamp": "2025-07-14T12:34:19.659570" + }, + { + "epoch": 1293, + "batch_idx": 96, + "loss": 0.19190767407417297, + "learning_rate": 0.00027791693766211073, + "timestep_mean": 464.0, + "epsilon_norm": 7.404526710510254, + "prediction_norm": 6.610100269317627, + "timestamp": "2025-07-14T12:34:19.664811" + }, + { + "epoch": 1293, + "batch_idx": 128, + "loss": 0.31299078464508057, + "learning_rate": 0.00027791693766211073, + "timestep_mean": 524.3125, + "epsilon_norm": 8.414796829223633, + "prediction_norm": 7.134308338165283, + "timestamp": "2025-07-14T12:34:19.670042" + }, + { + "epoch": 1293, + "batch_idx": 160, + "loss": 0.34305375814437866, + "learning_rate": 0.00027791693766211073, + "timestep_mean": 534.53125, + "epsilon_norm": 8.030874252319336, + "prediction_norm": 5.997251510620117, + "timestamp": "2025-07-14T12:34:19.675291" + }, + { + "epoch": 1293, + "batch_idx": 192, + "loss": 0.4092913269996643, + "learning_rate": 0.00027791693766211073, + "timestep_mean": 372.25, + "epsilon_norm": 3.9005839824676514, + "prediction_norm": 2.710834503173828, + "timestamp": "2025-07-14T12:34:19.680501" + }, + { + "epoch": 1294, + "batch_idx": 0, + "loss": 0.19172939658164978, + "learning_rate": 0.00027721353881155197, + "timestep_mean": 515.21875, + "epsilon_norm": 6.876873016357422, + "prediction_norm": 6.05034065246582, + "timestamp": "2025-07-14T12:34:19.685713" + }, + { + "epoch": 1294, + "batch_idx": 32, + "loss": 0.2290688157081604, + "learning_rate": 0.00027721353881155197, + "timestep_mean": 451.65625, + "epsilon_norm": 8.39002513885498, + "prediction_norm": 6.776942253112793, + "timestamp": "2025-07-14T12:34:19.690894" + }, + { + "epoch": 1294, + "batch_idx": 64, + "loss": 0.30435189604759216, + "learning_rate": 0.00027721353881155197, + "timestep_mean": 469.6875, + "epsilon_norm": 8.102242469787598, + "prediction_norm": 6.799222946166992, + "timestamp": "2025-07-14T12:34:19.696054" + }, + { + "epoch": 1294, + "batch_idx": 96, + "loss": 0.2746937870979309, + "learning_rate": 0.00027721353881155197, + "timestep_mean": 505.5625, + "epsilon_norm": 7.476888179779053, + "prediction_norm": 6.360791206359863, + "timestamp": "2025-07-14T12:34:19.701188" + }, + { + "epoch": 1294, + "batch_idx": 128, + "loss": 0.1383441835641861, + "learning_rate": 0.00027721353881155197, + "timestep_mean": 544.71875, + "epsilon_norm": 7.593631744384766, + "prediction_norm": 6.982031345367432, + "timestamp": "2025-07-14T12:34:19.706361" + }, + { + "epoch": 1294, + "batch_idx": 160, + "loss": 0.39741063117980957, + "learning_rate": 0.00027721353881155197, + "timestep_mean": 430.9375, + "epsilon_norm": 8.443465232849121, + "prediction_norm": 6.897931098937988, + "timestamp": "2025-07-14T12:34:19.711643" + }, + { + "epoch": 1294, + "batch_idx": 192, + "loss": 0.06715549528598785, + "learning_rate": 0.00027721353881155197, + "timestep_mean": 574.375, + "epsilon_norm": 4.338771343231201, + "prediction_norm": 4.105537414550781, + "timestamp": "2025-07-14T12:34:19.716931" + }, + { + "epoch": 1295, + "batch_idx": 0, + "loss": 0.5020134449005127, + "learning_rate": 0.0002765106896644396, + "timestep_mean": 432.28125, + "epsilon_norm": 8.967463493347168, + "prediction_norm": 6.458564281463623, + "timestamp": "2025-07-14T12:34:19.722159" + }, + { + "epoch": 1295, + "batch_idx": 32, + "loss": 0.257138729095459, + "learning_rate": 0.0002765106896644396, + "timestep_mean": 499.84375, + "epsilon_norm": 6.918747425079346, + "prediction_norm": 5.832515716552734, + "timestamp": "2025-07-14T12:34:19.727363" + }, + { + "epoch": 1295, + "batch_idx": 64, + "loss": 0.2330911010503769, + "learning_rate": 0.0002765106896644396, + "timestep_mean": 531.90625, + "epsilon_norm": 8.861138343811035, + "prediction_norm": 7.862828254699707, + "timestamp": "2025-07-14T12:34:19.732538" + }, + { + "epoch": 1295, + "batch_idx": 96, + "loss": 0.2469523847103119, + "learning_rate": 0.0002765106896644396, + "timestep_mean": 489.71875, + "epsilon_norm": 7.471437454223633, + "prediction_norm": 6.2906670570373535, + "timestamp": "2025-07-14T12:34:19.737801" + }, + { + "epoch": 1295, + "batch_idx": 128, + "loss": 0.36143165826797485, + "learning_rate": 0.0002765106896644396, + "timestep_mean": 483.4375, + "epsilon_norm": 8.088468551635742, + "prediction_norm": 6.391297817230225, + "timestamp": "2025-07-14T12:34:19.742886" + }, + { + "epoch": 1295, + "batch_idx": 160, + "loss": 0.25657176971435547, + "learning_rate": 0.0002765106896644396, + "timestep_mean": 484.75, + "epsilon_norm": 6.73724889755249, + "prediction_norm": 5.593013763427734, + "timestamp": "2025-07-14T12:34:19.748143" + }, + { + "epoch": 1295, + "batch_idx": 192, + "loss": 0.16997259855270386, + "learning_rate": 0.0002765106896644396, + "timestep_mean": 429.625, + "epsilon_norm": 3.170330762863159, + "prediction_norm": 2.395406723022461, + "timestamp": "2025-07-14T12:34:19.753315" + }, + { + "epoch": 1296, + "batch_idx": 0, + "loss": 0.39723435044288635, + "learning_rate": 0.0002758083919549841, + "timestep_mean": 463.5, + "epsilon_norm": 9.231074333190918, + "prediction_norm": 7.409163475036621, + "timestamp": "2025-07-14T12:34:19.758633" + }, + { + "epoch": 1296, + "batch_idx": 32, + "loss": 0.3189772665500641, + "learning_rate": 0.0002758083919549841, + "timestep_mean": 589.1875, + "epsilon_norm": 7.869465351104736, + "prediction_norm": 6.796083927154541, + "timestamp": "2025-07-14T12:34:19.763825" + }, + { + "epoch": 1296, + "batch_idx": 64, + "loss": 0.283236026763916, + "learning_rate": 0.0002758083919549841, + "timestep_mean": 396.5, + "epsilon_norm": 8.042193412780762, + "prediction_norm": 6.9048967361450195, + "timestamp": "2025-07-14T12:34:19.768831" + }, + { + "epoch": 1296, + "batch_idx": 96, + "loss": 0.29594627022743225, + "learning_rate": 0.0002758083919549841, + "timestep_mean": 457.9375, + "epsilon_norm": 7.240059852600098, + "prediction_norm": 6.3068952560424805, + "timestamp": "2025-07-14T12:34:19.774079" + }, + { + "epoch": 1296, + "batch_idx": 128, + "loss": 0.20599417388439178, + "learning_rate": 0.0002758083919549841, + "timestep_mean": 442.5, + "epsilon_norm": 8.444392204284668, + "prediction_norm": 7.656663417816162, + "timestamp": "2025-07-14T12:34:19.779305" + }, + { + "epoch": 1296, + "batch_idx": 160, + "loss": 0.2542042136192322, + "learning_rate": 0.0002758083919549841, + "timestep_mean": 534.40625, + "epsilon_norm": 7.48549747467041, + "prediction_norm": 6.467850208282471, + "timestamp": "2025-07-14T12:34:19.784261" + }, + { + "epoch": 1296, + "batch_idx": 192, + "loss": 0.40501201152801514, + "learning_rate": 0.0002758083919549841, + "timestep_mean": 586.0, + "epsilon_norm": 4.314596176147461, + "prediction_norm": 3.7629456520080566, + "timestamp": "2025-07-14T12:34:19.789111" + }, + { + "epoch": 1297, + "batch_idx": 0, + "loss": 0.3834916949272156, + "learning_rate": 0.000275106647416035, + "timestep_mean": 456.9375, + "epsilon_norm": 7.9530816078186035, + "prediction_norm": 6.1613616943359375, + "timestamp": "2025-07-14T12:34:19.794008" + }, + { + "epoch": 1297, + "batch_idx": 32, + "loss": 0.16630089282989502, + "learning_rate": 0.000275106647416035, + "timestep_mean": 508.28125, + "epsilon_norm": 6.894997596740723, + "prediction_norm": 6.382419109344482, + "timestamp": "2025-07-14T12:34:19.798849" + }, + { + "epoch": 1297, + "batch_idx": 64, + "loss": 0.2735781669616699, + "learning_rate": 0.000275106647416035, + "timestep_mean": 451.625, + "epsilon_norm": 7.410854339599609, + "prediction_norm": 6.080483913421631, + "timestamp": "2025-07-14T12:34:19.803700" + }, + { + "epoch": 1297, + "batch_idx": 96, + "loss": 0.35317787528038025, + "learning_rate": 0.000275106647416035, + "timestep_mean": 495.125, + "epsilon_norm": 8.522276878356934, + "prediction_norm": 6.700597286224365, + "timestamp": "2025-07-14T12:34:19.808703" + }, + { + "epoch": 1297, + "batch_idx": 128, + "loss": 0.32334452867507935, + "learning_rate": 0.000275106647416035, + "timestep_mean": 546.78125, + "epsilon_norm": 8.034444808959961, + "prediction_norm": 6.459802150726318, + "timestamp": "2025-07-14T12:34:19.813549" + }, + { + "epoch": 1297, + "batch_idx": 160, + "loss": 0.30627477169036865, + "learning_rate": 0.000275106647416035, + "timestep_mean": 386.3125, + "epsilon_norm": 7.945338726043701, + "prediction_norm": 5.614927768707275, + "timestamp": "2025-07-14T12:34:19.818628" + }, + { + "epoch": 1297, + "batch_idx": 192, + "loss": 0.05109003931283951, + "learning_rate": 0.000275106647416035, + "timestep_mean": 645.875, + "epsilon_norm": 4.368518352508545, + "prediction_norm": 3.9473793506622314, + "timestamp": "2025-07-14T12:34:19.823717" + }, + { + "epoch": 1298, + "batch_idx": 0, + "loss": 0.1554420441389084, + "learning_rate": 0.0002744054577790776, + "timestep_mean": 570.75, + "epsilon_norm": 6.400768280029297, + "prediction_norm": 5.761695384979248, + "timestamp": "2025-07-14T12:34:19.828918" + }, + { + "epoch": 1298, + "batch_idx": 32, + "loss": 0.22727014124393463, + "learning_rate": 0.0002744054577790776, + "timestep_mean": 456.40625, + "epsilon_norm": 7.761518478393555, + "prediction_norm": 6.851110458374023, + "timestamp": "2025-07-14T12:34:19.833999" + }, + { + "epoch": 1298, + "batch_idx": 64, + "loss": 0.38808339834213257, + "learning_rate": 0.0002744054577790776, + "timestep_mean": 552.09375, + "epsilon_norm": 7.865307331085205, + "prediction_norm": 6.3960981369018555, + "timestamp": "2025-07-14T12:34:19.839159" + }, + { + "epoch": 1298, + "batch_idx": 96, + "loss": 0.36217203736305237, + "learning_rate": 0.0002744054577790776, + "timestep_mean": 468.9375, + "epsilon_norm": 8.269099235534668, + "prediction_norm": 6.051119804382324, + "timestamp": "2025-07-14T12:34:19.844348" + }, + { + "epoch": 1298, + "batch_idx": 128, + "loss": 0.23355379700660706, + "learning_rate": 0.0002744054577790776, + "timestep_mean": 528.9375, + "epsilon_norm": 8.077615737915039, + "prediction_norm": 7.654361248016357, + "timestamp": "2025-07-14T12:34:19.849515" + }, + { + "epoch": 1298, + "batch_idx": 160, + "loss": 0.19912943243980408, + "learning_rate": 0.0002744054577790776, + "timestep_mean": 632.1875, + "epsilon_norm": 7.3809099197387695, + "prediction_norm": 6.706768989562988, + "timestamp": "2025-07-14T12:34:19.854613" + }, + { + "epoch": 1298, + "batch_idx": 192, + "loss": 0.05840844660997391, + "learning_rate": 0.0002744054577790776, + "timestep_mean": 601.0, + "epsilon_norm": 3.7158560752868652, + "prediction_norm": 3.997976541519165, + "timestamp": "2025-07-14T12:34:19.859657" + }, + { + "epoch": 1299, + "batch_idx": 0, + "loss": 0.3209775686264038, + "learning_rate": 0.0002737048247742274, + "timestep_mean": 570.5625, + "epsilon_norm": 8.952799797058105, + "prediction_norm": 7.641357421875, + "timestamp": "2025-07-14T12:34:19.864775" + }, + { + "epoch": 1299, + "batch_idx": 32, + "loss": 0.21633639931678772, + "learning_rate": 0.0002737048247742274, + "timestep_mean": 417.09375, + "epsilon_norm": 8.253569602966309, + "prediction_norm": 7.08641242980957, + "timestamp": "2025-07-14T12:34:19.869987" + }, + { + "epoch": 1299, + "batch_idx": 64, + "loss": 0.4069772958755493, + "learning_rate": 0.0002737048247742274, + "timestep_mean": 501.25, + "epsilon_norm": 9.591198921203613, + "prediction_norm": 7.5857038497924805, + "timestamp": "2025-07-14T12:34:19.875271" + }, + { + "epoch": 1299, + "batch_idx": 96, + "loss": 0.2960548996925354, + "learning_rate": 0.0002737048247742274, + "timestep_mean": 547.28125, + "epsilon_norm": 7.801754474639893, + "prediction_norm": 6.699033260345459, + "timestamp": "2025-07-14T12:34:19.880421" + }, + { + "epoch": 1299, + "batch_idx": 128, + "loss": 0.28981655836105347, + "learning_rate": 0.0002737048247742274, + "timestep_mean": 577.25, + "epsilon_norm": 8.40701675415039, + "prediction_norm": 6.800857067108154, + "timestamp": "2025-07-14T12:34:19.885632" + }, + { + "epoch": 1299, + "batch_idx": 160, + "loss": 0.2706877291202545, + "learning_rate": 0.0002737048247742274, + "timestep_mean": 512.0625, + "epsilon_norm": 8.2406005859375, + "prediction_norm": 6.957120418548584, + "timestamp": "2025-07-14T12:34:19.890898" + }, + { + "epoch": 1299, + "batch_idx": 192, + "loss": 0.20988817512989044, + "learning_rate": 0.0002737048247742274, + "timestep_mean": 462.5, + "epsilon_norm": 3.0717508792877197, + "prediction_norm": 2.377511739730835, + "timestamp": "2025-07-14T12:34:19.896056" + }, + { + "epoch": 1300, + "batch_idx": 0, + "loss": 0.15524521470069885, + "learning_rate": 0.00027300475013022674, + "timestep_mean": 520.84375, + "epsilon_norm": 7.738590717315674, + "prediction_norm": 7.18744421005249, + "timestamp": "2025-07-14T12:34:19.901236" + }, + { + "epoch": 1300, + "batch_idx": 32, + "loss": 0.3185858726501465, + "learning_rate": 0.00027300475013022674, + "timestep_mean": 575.25, + "epsilon_norm": 7.8481855392456055, + "prediction_norm": 6.881155490875244, + "timestamp": "2025-07-14T12:34:19.906403" + }, + { + "epoch": 1300, + "batch_idx": 64, + "loss": 0.3822975754737854, + "learning_rate": 0.00027300475013022674, + "timestep_mean": 529.21875, + "epsilon_norm": 9.346939086914062, + "prediction_norm": 7.424226760864258, + "timestamp": "2025-07-14T12:34:19.911678" + }, + { + "epoch": 1300, + "batch_idx": 96, + "loss": 0.285228431224823, + "learning_rate": 0.00027300475013022674, + "timestep_mean": 521.375, + "epsilon_norm": 8.306909561157227, + "prediction_norm": 7.257727146148682, + "timestamp": "2025-07-14T12:34:19.917007" + }, + { + "epoch": 1300, + "batch_idx": 128, + "loss": 0.18534569442272186, + "learning_rate": 0.00027300475013022674, + "timestep_mean": 541.125, + "epsilon_norm": 7.768795490264893, + "prediction_norm": 6.444599628448486, + "timestamp": "2025-07-14T12:34:19.922148" + }, + { + "epoch": 1300, + "batch_idx": 160, + "loss": 0.24324889481067657, + "learning_rate": 0.00027300475013022674, + "timestep_mean": 505.15625, + "epsilon_norm": 8.074418067932129, + "prediction_norm": 7.011368274688721, + "timestamp": "2025-07-14T12:34:19.927307" + }, + { + "epoch": 1300, + "batch_idx": 192, + "loss": 0.2383800894021988, + "learning_rate": 0.00027300475013022674, + "timestep_mean": 370.5, + "epsilon_norm": 3.5345675945281982, + "prediction_norm": 3.171257734298706, + "timestamp": "2025-07-14T12:34:19.932242" + }, + { + "epoch": 1301, + "batch_idx": 0, + "loss": 0.4714195430278778, + "learning_rate": 0.00027230523557444025, + "timestep_mean": 550.8125, + "epsilon_norm": 8.374383926391602, + "prediction_norm": 6.85506534576416, + "timestamp": "2025-07-14T12:34:19.937120" + }, + { + "epoch": 1301, + "batch_idx": 32, + "loss": 0.40409427881240845, + "learning_rate": 0.00027230523557444025, + "timestep_mean": 517.5625, + "epsilon_norm": 8.514924049377441, + "prediction_norm": 6.990505218505859, + "timestamp": "2025-07-14T12:34:19.942202" + }, + { + "epoch": 1301, + "batch_idx": 64, + "loss": 0.5757935047149658, + "learning_rate": 0.00027230523557444025, + "timestep_mean": 446.8125, + "epsilon_norm": 8.788994789123535, + "prediction_norm": 6.302082061767578, + "timestamp": "2025-07-14T12:34:19.947294" + }, + { + "epoch": 1301, + "batch_idx": 96, + "loss": 0.24759399890899658, + "learning_rate": 0.00027230523557444025, + "timestep_mean": 543.6875, + "epsilon_norm": 7.61575174331665, + "prediction_norm": 6.167485237121582, + "timestamp": "2025-07-14T12:34:19.952322" + }, + { + "epoch": 1301, + "batch_idx": 128, + "loss": 0.20558574795722961, + "learning_rate": 0.00027230523557444025, + "timestep_mean": 482.59375, + "epsilon_norm": 7.494981288909912, + "prediction_norm": 6.753150939941406, + "timestamp": "2025-07-14T12:34:19.957482" + }, + { + "epoch": 1301, + "batch_idx": 160, + "loss": 0.11830106377601624, + "learning_rate": 0.00027230523557444025, + "timestep_mean": 541.9375, + "epsilon_norm": 6.6211700439453125, + "prediction_norm": 6.508511543273926, + "timestamp": "2025-07-14T12:34:19.962640" + }, + { + "epoch": 1301, + "batch_idx": 192, + "loss": 0.10788273811340332, + "learning_rate": 0.00027230523557444025, + "timestep_mean": 400.375, + "epsilon_norm": 3.7999420166015625, + "prediction_norm": 3.5916459560394287, + "timestamp": "2025-07-14T12:34:19.967732" + }, + { + "epoch": 1302, + "batch_idx": 0, + "loss": 0.2538379430770874, + "learning_rate": 0.0002716062828328505, + "timestep_mean": 531.875, + "epsilon_norm": 7.28935432434082, + "prediction_norm": 5.922627925872803, + "timestamp": "2025-07-14T12:34:19.972898" + }, + { + "epoch": 1302, + "batch_idx": 32, + "loss": 0.3240188658237457, + "learning_rate": 0.0002716062828328505, + "timestep_mean": 465.78125, + "epsilon_norm": 8.219582557678223, + "prediction_norm": 6.732224464416504, + "timestamp": "2025-07-14T12:34:19.978077" + }, + { + "epoch": 1302, + "batch_idx": 64, + "loss": 0.39057600498199463, + "learning_rate": 0.0002716062828328505, + "timestep_mean": 407.875, + "epsilon_norm": 7.96645975112915, + "prediction_norm": 5.920021057128906, + "timestamp": "2025-07-14T12:34:19.983373" + }, + { + "epoch": 1302, + "batch_idx": 96, + "loss": 0.5044758915901184, + "learning_rate": 0.0002716062828328505, + "timestep_mean": 522.3125, + "epsilon_norm": 8.354888916015625, + "prediction_norm": 7.211969375610352, + "timestamp": "2025-07-14T12:34:19.988512" + }, + { + "epoch": 1302, + "batch_idx": 128, + "loss": 0.3076002597808838, + "learning_rate": 0.0002716062828328505, + "timestep_mean": 460.5, + "epsilon_norm": 8.025721549987793, + "prediction_norm": 6.20849084854126, + "timestamp": "2025-07-14T12:34:19.993690" + }, + { + "epoch": 1302, + "batch_idx": 160, + "loss": 0.1300419121980667, + "learning_rate": 0.0002716062828328505, + "timestep_mean": 603.28125, + "epsilon_norm": 8.405031204223633, + "prediction_norm": 7.94853401184082, + "timestamp": "2025-07-14T12:34:19.998603" + }, + { + "epoch": 1302, + "batch_idx": 192, + "loss": 0.32043880224227905, + "learning_rate": 0.0002716062828328505, + "timestep_mean": 410.375, + "epsilon_norm": 4.210258960723877, + "prediction_norm": 3.123508930206299, + "timestamp": "2025-07-14T12:34:20.003436" + }, + { + "epoch": 1303, + "batch_idx": 0, + "loss": 0.34565120935440063, + "learning_rate": 0.0002709078936300537, + "timestep_mean": 509.4375, + "epsilon_norm": 9.776256561279297, + "prediction_norm": 7.9103593826293945, + "timestamp": "2025-07-14T12:34:20.008378" + }, + { + "epoch": 1303, + "batch_idx": 32, + "loss": 0.31213539838790894, + "learning_rate": 0.0002709078936300537, + "timestep_mean": 499.5625, + "epsilon_norm": 8.026834487915039, + "prediction_norm": 6.918800354003906, + "timestamp": "2025-07-14T12:34:20.013211" + }, + { + "epoch": 1303, + "batch_idx": 64, + "loss": 0.33963772654533386, + "learning_rate": 0.0002709078936300537, + "timestep_mean": 644.375, + "epsilon_norm": 7.780735015869141, + "prediction_norm": 6.361093521118164, + "timestamp": "2025-07-14T12:34:20.018052" + }, + { + "epoch": 1303, + "batch_idx": 96, + "loss": 0.2647596001625061, + "learning_rate": 0.0002709078936300537, + "timestep_mean": 530.875, + "epsilon_norm": 8.395774841308594, + "prediction_norm": 7.2627034187316895, + "timestamp": "2025-07-14T12:34:20.022863" + }, + { + "epoch": 1303, + "batch_idx": 128, + "loss": 0.18344157934188843, + "learning_rate": 0.0002709078936300537, + "timestep_mean": 477.90625, + "epsilon_norm": 6.9640421867370605, + "prediction_norm": 6.228901386260986, + "timestamp": "2025-07-14T12:34:20.027751" + }, + { + "epoch": 1303, + "batch_idx": 160, + "loss": 0.337178111076355, + "learning_rate": 0.0002709078936300537, + "timestep_mean": 507.03125, + "epsilon_norm": 7.617554664611816, + "prediction_norm": 5.449497222900391, + "timestamp": "2025-07-14T12:34:20.032604" + }, + { + "epoch": 1303, + "batch_idx": 192, + "loss": 0.23219211399555206, + "learning_rate": 0.0002709078936300537, + "timestep_mean": 537.625, + "epsilon_norm": 5.35388708114624, + "prediction_norm": 4.806941509246826, + "timestamp": "2025-07-14T12:34:20.037567" + }, + { + "epoch": 1304, + "batch_idx": 0, + "loss": 0.3209211230278015, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 490.09375, + "epsilon_norm": 7.981008052825928, + "prediction_norm": 7.264483451843262, + "timestamp": "2025-07-14T12:34:20.042499" + }, + { + "epoch": 1304, + "batch_idx": 32, + "loss": 0.3008514940738678, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 523.625, + "epsilon_norm": 8.198346138000488, + "prediction_norm": 7.218488693237305, + "timestamp": "2025-07-14T12:34:20.047346" + }, + { + "epoch": 1304, + "batch_idx": 64, + "loss": 0.2741759121417999, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 591.1875, + "epsilon_norm": 8.074929237365723, + "prediction_norm": 7.411504745483398, + "timestamp": "2025-07-14T12:34:20.052233" + }, + { + "epoch": 1304, + "batch_idx": 96, + "loss": 0.39470189809799194, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 410.96875, + "epsilon_norm": 8.803352355957031, + "prediction_norm": 6.845947265625, + "timestamp": "2025-07-14T12:34:20.057153" + }, + { + "epoch": 1304, + "batch_idx": 128, + "loss": 0.20030902326107025, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 461.78125, + "epsilon_norm": 8.008054733276367, + "prediction_norm": 7.239896297454834, + "timestamp": "2025-07-14T12:34:20.061969" + }, + { + "epoch": 1304, + "batch_idx": 160, + "loss": 0.3056011199951172, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 501.40625, + "epsilon_norm": 7.221263408660889, + "prediction_norm": 5.9534525871276855, + "timestamp": "2025-07-14T12:34:20.066891" + }, + { + "epoch": 1304, + "batch_idx": 192, + "loss": 0.1808602213859558, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 371.75, + "epsilon_norm": 2.678971290588379, + "prediction_norm": 2.340357780456543, + "timestamp": "2025-07-14T12:34:20.071683" + }, + { + "epoch": 1305, + "batch_idx": 0, + "loss": 0.2521201968193054, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 507.84375, + "epsilon_norm": 7.699542045593262, + "prediction_norm": 6.769864082336426, + "timestamp": "2025-07-14T12:34:20.076622" + }, + { + "epoch": 1305, + "batch_idx": 32, + "loss": 0.5121431350708008, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 392.71875, + "epsilon_norm": 7.378565311431885, + "prediction_norm": 6.062551021575928, + "timestamp": "2025-07-14T12:34:20.081447" + }, + { + "epoch": 1305, + "batch_idx": 64, + "loss": 0.21830147504806519, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 489.40625, + "epsilon_norm": 6.72113037109375, + "prediction_norm": 5.74629545211792, + "timestamp": "2025-07-14T12:34:20.086385" + }, + { + "epoch": 1305, + "batch_idx": 96, + "loss": 0.30279433727264404, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 483.3125, + "epsilon_norm": 7.9315619468688965, + "prediction_norm": 5.908528804779053, + "timestamp": "2025-07-14T12:34:20.091208" + }, + { + "epoch": 1305, + "batch_idx": 128, + "loss": 0.29067230224609375, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 464.90625, + "epsilon_norm": 8.477105140686035, + "prediction_norm": 7.130499839782715, + "timestamp": "2025-07-14T12:34:20.096081" + }, + { + "epoch": 1305, + "batch_idx": 160, + "loss": 0.2805114686489105, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 484.09375, + "epsilon_norm": 7.786065578460693, + "prediction_norm": 6.65680456161499, + "timestamp": "2025-07-14T12:34:20.100937" + }, + { + "epoch": 1305, + "batch_idx": 192, + "loss": 0.3174954950809479, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 603.875, + "epsilon_norm": 4.276848793029785, + "prediction_norm": 3.1962969303131104, + "timestamp": "2025-07-14T12:34:20.105812" + }, + { + "epoch": 1306, + "batch_idx": 0, + "loss": 0.34373241662979126, + "learning_rate": 0.0002688161244795042, + "timestep_mean": 491.40625, + "epsilon_norm": 8.370532035827637, + "prediction_norm": 6.513157844543457, + "timestamp": "2025-07-14T12:34:20.110689" + }, + { + "epoch": 1306, + "batch_idx": 32, + "loss": 0.23520609736442566, + "learning_rate": 0.0002688161244795042, + "timestep_mean": 487.75, + "epsilon_norm": 7.13939094543457, + "prediction_norm": 6.789875507354736, + "timestamp": "2025-07-14T12:34:20.115562" + }, + { + "epoch": 1306, + "batch_idx": 64, + "loss": 0.47278326749801636, + "learning_rate": 0.0002688161244795042, + "timestep_mean": 535.40625, + "epsilon_norm": 8.927895545959473, + "prediction_norm": 6.600623607635498, + "timestamp": "2025-07-14T12:34:20.120425" + }, + { + "epoch": 1306, + "batch_idx": 96, + "loss": 0.19087593257427216, + "learning_rate": 0.0002688161244795042, + "timestep_mean": 523.0, + "epsilon_norm": 8.291035652160645, + "prediction_norm": 7.408330917358398, + "timestamp": "2025-07-14T12:34:20.125361" + }, + { + "epoch": 1306, + "batch_idx": 128, + "loss": 0.15797671675682068, + "learning_rate": 0.0002688161244795042, + "timestep_mean": 522.96875, + "epsilon_norm": 8.747064590454102, + "prediction_norm": 8.447188377380371, + "timestamp": "2025-07-14T12:34:20.130230" + }, + { + "epoch": 1306, + "batch_idx": 160, + "loss": 0.09346846491098404, + "learning_rate": 0.0002688161244795042, + "timestep_mean": 583.34375, + "epsilon_norm": 8.080196380615234, + "prediction_norm": 7.530154228210449, + "timestamp": "2025-07-14T12:34:20.135147" + }, + { + "epoch": 1306, + "batch_idx": 192, + "loss": 0.04612646624445915, + "learning_rate": 0.0002688161244795042, + "timestep_mean": 519.25, + "epsilon_norm": 1.783307671546936, + "prediction_norm": 1.8451753854751587, + "timestamp": "2025-07-14T12:34:20.139963" + }, + { + "epoch": 1307, + "batch_idx": 0, + "loss": 0.25703418254852295, + "learning_rate": 0.00026812000664997126, + "timestep_mean": 444.75, + "epsilon_norm": 6.5857415199279785, + "prediction_norm": 4.874833106994629, + "timestamp": "2025-07-14T12:34:20.144841" + }, + { + "epoch": 1307, + "batch_idx": 32, + "loss": 0.2544611692428589, + "learning_rate": 0.00026812000664997126, + "timestep_mean": 575.125, + "epsilon_norm": 8.367788314819336, + "prediction_norm": 7.506925106048584, + "timestamp": "2025-07-14T12:34:20.149668" + }, + { + "epoch": 1307, + "batch_idx": 64, + "loss": 0.23534275591373444, + "learning_rate": 0.00026812000664997126, + "timestep_mean": 408.0625, + "epsilon_norm": 7.295114994049072, + "prediction_norm": 6.316963195800781, + "timestamp": "2025-07-14T12:34:20.154629" + }, + { + "epoch": 1307, + "batch_idx": 96, + "loss": 0.41494280099868774, + "learning_rate": 0.00026812000664997126, + "timestep_mean": 453.65625, + "epsilon_norm": 9.145188331604004, + "prediction_norm": 6.971514701843262, + "timestamp": "2025-07-14T12:34:20.159453" + }, + { + "epoch": 1307, + "batch_idx": 128, + "loss": 0.4754044711589813, + "learning_rate": 0.00026812000664997126, + "timestep_mean": 553.53125, + "epsilon_norm": 8.912930488586426, + "prediction_norm": 6.639981746673584, + "timestamp": "2025-07-14T12:34:20.164342" + }, + { + "epoch": 1307, + "batch_idx": 160, + "loss": 0.24986329674720764, + "learning_rate": 0.00026812000664997126, + "timestep_mean": 448.96875, + "epsilon_norm": 8.728529930114746, + "prediction_norm": 7.028165817260742, + "timestamp": "2025-07-14T12:34:20.169215" + }, + { + "epoch": 1307, + "batch_idx": 192, + "loss": 0.08567866683006287, + "learning_rate": 0.00026812000664997126, + "timestep_mean": 502.25, + "epsilon_norm": 2.535154104232788, + "prediction_norm": 2.5020856857299805, + "timestamp": "2025-07-14T12:34:20.174111" + }, + { + "epoch": 1308, + "batch_idx": 0, + "loss": 0.27262672781944275, + "learning_rate": 0.00026742446096127105, + "timestep_mean": 478.25, + "epsilon_norm": 7.882228374481201, + "prediction_norm": 6.59382963180542, + "timestamp": "2025-07-14T12:34:20.178951" + }, + { + "epoch": 1308, + "batch_idx": 32, + "loss": 0.2565406858921051, + "learning_rate": 0.00026742446096127105, + "timestep_mean": 558.8125, + "epsilon_norm": 7.820015907287598, + "prediction_norm": 6.651301383972168, + "timestamp": "2025-07-14T12:34:20.183864" + }, + { + "epoch": 1308, + "batch_idx": 64, + "loss": 0.14839349687099457, + "learning_rate": 0.00026742446096127105, + "timestep_mean": 601.03125, + "epsilon_norm": 8.608203887939453, + "prediction_norm": 7.611730098724365, + "timestamp": "2025-07-14T12:34:20.188719" + }, + { + "epoch": 1308, + "batch_idx": 96, + "loss": 0.3592103123664856, + "learning_rate": 0.00026742446096127105, + "timestep_mean": 493.03125, + "epsilon_norm": 9.353798866271973, + "prediction_norm": 8.155510902404785, + "timestamp": "2025-07-14T12:34:20.193586" + }, + { + "epoch": 1308, + "batch_idx": 128, + "loss": 0.16670861840248108, + "learning_rate": 0.00026742446096127105, + "timestep_mean": 465.21875, + "epsilon_norm": 7.167678356170654, + "prediction_norm": 6.504199981689453, + "timestamp": "2025-07-14T12:34:20.198423" + }, + { + "epoch": 1308, + "batch_idx": 160, + "loss": 0.20652779936790466, + "learning_rate": 0.00026742446096127105, + "timestep_mean": 576.34375, + "epsilon_norm": 8.23838996887207, + "prediction_norm": 7.2651848793029785, + "timestamp": "2025-07-14T12:34:20.203271" + }, + { + "epoch": 1308, + "batch_idx": 192, + "loss": 0.7598875761032104, + "learning_rate": 0.00026742446096127105, + "timestep_mean": 578.625, + "epsilon_norm": 6.0433502197265625, + "prediction_norm": 3.75527024269104, + "timestamp": "2025-07-14T12:34:20.208156" + }, + { + "epoch": 1309, + "batch_idx": 0, + "loss": 0.342579185962677, + "learning_rate": 0.0002667294891295939, + "timestep_mean": 518.71875, + "epsilon_norm": 10.57336139678955, + "prediction_norm": 9.93045425415039, + "timestamp": "2025-07-14T12:34:20.213164" + }, + { + "epoch": 1309, + "batch_idx": 32, + "loss": 0.24310818314552307, + "learning_rate": 0.0002667294891295939, + "timestep_mean": 487.8125, + "epsilon_norm": 8.022330284118652, + "prediction_norm": 6.448574066162109, + "timestamp": "2025-07-14T12:34:20.218112" + }, + { + "epoch": 1309, + "batch_idx": 64, + "loss": 0.16177599132061005, + "learning_rate": 0.0002667294891295939, + "timestep_mean": 542.78125, + "epsilon_norm": 8.222188949584961, + "prediction_norm": 7.464408874511719, + "timestamp": "2025-07-14T12:34:20.222962" + }, + { + "epoch": 1309, + "batch_idx": 96, + "loss": 0.4169166684150696, + "learning_rate": 0.0002667294891295939, + "timestep_mean": 460.75, + "epsilon_norm": 9.14953899383545, + "prediction_norm": 7.2540717124938965, + "timestamp": "2025-07-14T12:34:20.227855" + }, + { + "epoch": 1309, + "batch_idx": 128, + "loss": 0.29507097601890564, + "learning_rate": 0.0002667294891295939, + "timestep_mean": 547.8125, + "epsilon_norm": 8.545952796936035, + "prediction_norm": 7.3857879638671875, + "timestamp": "2025-07-14T12:34:20.232730" + }, + { + "epoch": 1309, + "batch_idx": 160, + "loss": 0.2732793688774109, + "learning_rate": 0.0002667294891295939, + "timestep_mean": 548.96875, + "epsilon_norm": 8.670025825500488, + "prediction_norm": 7.875837326049805, + "timestamp": "2025-07-14T12:34:20.237694" + }, + { + "epoch": 1309, + "batch_idx": 192, + "loss": 0.18705399334430695, + "learning_rate": 0.0002667294891295939, + "timestep_mean": 482.5, + "epsilon_norm": 3.713266372680664, + "prediction_norm": 3.2511098384857178, + "timestamp": "2025-07-14T12:34:20.242576" + }, + { + "epoch": 1310, + "batch_idx": 0, + "loss": 0.29033058881759644, + "learning_rate": 0.0002660350928697136, + "timestep_mean": 476.96875, + "epsilon_norm": 7.58104944229126, + "prediction_norm": 6.0436015129089355, + "timestamp": "2025-07-14T12:34:20.247479" + }, + { + "epoch": 1310, + "batch_idx": 32, + "loss": 0.3429754078388214, + "learning_rate": 0.0002660350928697136, + "timestep_mean": 481.03125, + "epsilon_norm": 7.10517692565918, + "prediction_norm": 6.014122009277344, + "timestamp": "2025-07-14T12:34:20.252357" + }, + { + "epoch": 1310, + "batch_idx": 64, + "loss": 0.3841647505760193, + "learning_rate": 0.0002660350928697136, + "timestep_mean": 466.25, + "epsilon_norm": 9.615314483642578, + "prediction_norm": 7.865270137786865, + "timestamp": "2025-07-14T12:34:20.257208" + }, + { + "epoch": 1310, + "batch_idx": 96, + "loss": 0.28598570823669434, + "learning_rate": 0.0002660350928697136, + "timestep_mean": 494.625, + "epsilon_norm": 8.059191703796387, + "prediction_norm": 6.436307430267334, + "timestamp": "2025-07-14T12:34:20.262111" + }, + { + "epoch": 1310, + "batch_idx": 128, + "loss": 0.17418840527534485, + "learning_rate": 0.0002660350928697136, + "timestep_mean": 513.15625, + "epsilon_norm": 7.099476337432861, + "prediction_norm": 6.3954291343688965, + "timestamp": "2025-07-14T12:34:20.267071" + }, + { + "epoch": 1310, + "batch_idx": 160, + "loss": 0.17083880305290222, + "learning_rate": 0.0002660350928697136, + "timestep_mean": 509.28125, + "epsilon_norm": 7.133691310882568, + "prediction_norm": 6.524470806121826, + "timestamp": "2025-07-14T12:34:20.271986" + }, + { + "epoch": 1310, + "batch_idx": 192, + "loss": 0.13006232678890228, + "learning_rate": 0.0002660350928697136, + "timestep_mean": 460.5, + "epsilon_norm": 3.2423148155212402, + "prediction_norm": 3.0969741344451904, + "timestamp": "2025-07-14T12:34:20.276834" + }, + { + "epoch": 1311, + "batch_idx": 0, + "loss": 0.18376758694648743, + "learning_rate": 0.0002653412738949837, + "timestep_mean": 558.71875, + "epsilon_norm": 7.453969478607178, + "prediction_norm": 6.823393821716309, + "timestamp": "2025-07-14T12:34:20.281754" + }, + { + "epoch": 1311, + "batch_idx": 32, + "loss": 0.42758727073669434, + "learning_rate": 0.0002653412738949837, + "timestep_mean": 420.5625, + "epsilon_norm": 7.692399978637695, + "prediction_norm": 5.9360504150390625, + "timestamp": "2025-07-14T12:34:20.286707" + }, + { + "epoch": 1311, + "batch_idx": 64, + "loss": 0.2244131863117218, + "learning_rate": 0.0002653412738949837, + "timestep_mean": 582.625, + "epsilon_norm": 8.4312162399292, + "prediction_norm": 7.057281017303467, + "timestamp": "2025-07-14T12:34:20.291583" + }, + { + "epoch": 1311, + "batch_idx": 96, + "loss": 0.41872653365135193, + "learning_rate": 0.0002653412738949837, + "timestep_mean": 449.5625, + "epsilon_norm": 7.872386932373047, + "prediction_norm": 5.839361667633057, + "timestamp": "2025-07-14T12:34:20.296480" + }, + { + "epoch": 1311, + "batch_idx": 128, + "loss": 0.3738124966621399, + "learning_rate": 0.0002653412738949837, + "timestep_mean": 509.5, + "epsilon_norm": 8.244146347045898, + "prediction_norm": 6.75272274017334, + "timestamp": "2025-07-14T12:34:20.301335" + }, + { + "epoch": 1311, + "batch_idx": 160, + "loss": 0.28360578417778015, + "learning_rate": 0.0002653412738949837, + "timestep_mean": 478.09375, + "epsilon_norm": 7.501491069793701, + "prediction_norm": 6.1725592613220215, + "timestamp": "2025-07-14T12:34:20.306244" + }, + { + "epoch": 1311, + "batch_idx": 192, + "loss": 0.5589559674263, + "learning_rate": 0.0002653412738949837, + "timestep_mean": 365.0, + "epsilon_norm": 5.296983242034912, + "prediction_norm": 4.431001663208008, + "timestamp": "2025-07-14T12:34:20.311088" + }, + { + "epoch": 1312, + "batch_idx": 0, + "loss": 0.10949137806892395, + "learning_rate": 0.00026464803391733414, + "timestep_mean": 587.5, + "epsilon_norm": 7.5744829177856445, + "prediction_norm": 6.555978775024414, + "timestamp": "2025-07-14T12:34:20.315934" + }, + { + "epoch": 1312, + "batch_idx": 32, + "loss": 0.26785770058631897, + "learning_rate": 0.00026464803391733414, + "timestep_mean": 524.28125, + "epsilon_norm": 8.040384292602539, + "prediction_norm": 6.984381198883057, + "timestamp": "2025-07-14T12:34:20.320894" + }, + { + "epoch": 1312, + "batch_idx": 64, + "loss": 0.21140873432159424, + "learning_rate": 0.00026464803391733414, + "timestep_mean": 511.03125, + "epsilon_norm": 7.677743434906006, + "prediction_norm": 7.5143842697143555, + "timestamp": "2025-07-14T12:34:20.325875" + }, + { + "epoch": 1312, + "batch_idx": 96, + "loss": 0.1785280406475067, + "learning_rate": 0.00026464803391733414, + "timestep_mean": 544.96875, + "epsilon_norm": 7.112606048583984, + "prediction_norm": 6.29475736618042, + "timestamp": "2025-07-14T12:34:20.330831" + }, + { + "epoch": 1312, + "batch_idx": 128, + "loss": 0.4847927689552307, + "learning_rate": 0.00026464803391733414, + "timestep_mean": 486.90625, + "epsilon_norm": 7.712899208068848, + "prediction_norm": 5.598557949066162, + "timestamp": "2025-07-14T12:34:20.335735" + }, + { + "epoch": 1312, + "batch_idx": 160, + "loss": 0.2836659848690033, + "learning_rate": 0.00026464803391733414, + "timestep_mean": 514.5, + "epsilon_norm": 7.325232028961182, + "prediction_norm": 6.2922186851501465, + "timestamp": "2025-07-14T12:34:20.340621" + }, + { + "epoch": 1312, + "batch_idx": 192, + "loss": 0.16676482558250427, + "learning_rate": 0.00026464803391733414, + "timestep_mean": 433.875, + "epsilon_norm": 3.0090227127075195, + "prediction_norm": 2.7725231647491455, + "timestamp": "2025-07-14T12:34:20.345542" + }, + { + "epoch": 1313, + "batch_idx": 0, + "loss": 0.14073319733142853, + "learning_rate": 0.00026395537464726483, + "timestep_mean": 502.5625, + "epsilon_norm": 8.808587074279785, + "prediction_norm": 8.210599899291992, + "timestamp": "2025-07-14T12:34:20.350428" + }, + { + "epoch": 1313, + "batch_idx": 32, + "loss": 0.30245262384414673, + "learning_rate": 0.00026395537464726483, + "timestep_mean": 494.65625, + "epsilon_norm": 8.002082824707031, + "prediction_norm": 6.686670303344727, + "timestamp": "2025-07-14T12:34:20.355252" + }, + { + "epoch": 1313, + "batch_idx": 64, + "loss": 0.2114245891571045, + "learning_rate": 0.00026395537464726483, + "timestep_mean": 568.65625, + "epsilon_norm": 9.341632843017578, + "prediction_norm": 7.957239151000977, + "timestamp": "2025-07-14T12:34:20.360159" + }, + { + "epoch": 1313, + "batch_idx": 96, + "loss": 0.3705236315727234, + "learning_rate": 0.00026395537464726483, + "timestep_mean": 499.78125, + "epsilon_norm": 7.8078484535217285, + "prediction_norm": 5.696454048156738, + "timestamp": "2025-07-14T12:34:20.365075" + }, + { + "epoch": 1313, + "batch_idx": 128, + "loss": 0.32666444778442383, + "learning_rate": 0.00026395537464726483, + "timestep_mean": 591.75, + "epsilon_norm": 8.707889556884766, + "prediction_norm": 6.6869635581970215, + "timestamp": "2025-07-14T12:34:20.369954" + }, + { + "epoch": 1313, + "batch_idx": 160, + "loss": 0.2008880078792572, + "learning_rate": 0.00026395537464726483, + "timestep_mean": 470.71875, + "epsilon_norm": 7.365461826324463, + "prediction_norm": 6.337399005889893, + "timestamp": "2025-07-14T12:34:20.374838" + }, + { + "epoch": 1313, + "batch_idx": 192, + "loss": 0.2675713896751404, + "learning_rate": 0.00026395537464726483, + "timestep_mean": 573.5, + "epsilon_norm": 4.797218322753906, + "prediction_norm": 4.301706314086914, + "timestamp": "2025-07-14T12:34:20.379806" + }, + { + "epoch": 1314, + "batch_idx": 0, + "loss": 0.4036717712879181, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 460.40625, + "epsilon_norm": 7.811339855194092, + "prediction_norm": 6.554746150970459, + "timestamp": "2025-07-14T12:34:20.384639" + }, + { + "epoch": 1314, + "batch_idx": 32, + "loss": 0.24317720532417297, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 546.625, + "epsilon_norm": 7.633969306945801, + "prediction_norm": 6.340046405792236, + "timestamp": "2025-07-14T12:34:20.389514" + }, + { + "epoch": 1314, + "batch_idx": 64, + "loss": 0.08798389881849289, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 545.6875, + "epsilon_norm": 7.423811912536621, + "prediction_norm": 6.901721477508545, + "timestamp": "2025-07-14T12:34:20.394396" + }, + { + "epoch": 1314, + "batch_idx": 96, + "loss": 0.30271977186203003, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 480.875, + "epsilon_norm": 7.5292253494262695, + "prediction_norm": 6.322835922241211, + "timestamp": "2025-07-14T12:34:20.399232" + }, + { + "epoch": 1314, + "batch_idx": 128, + "loss": 0.4516303241252899, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 529.875, + "epsilon_norm": 8.306794166564941, + "prediction_norm": 6.544371128082275, + "timestamp": "2025-07-14T12:34:20.404198" + }, + { + "epoch": 1314, + "batch_idx": 160, + "loss": 0.34626707434654236, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 483.125, + "epsilon_norm": 7.838226795196533, + "prediction_norm": 6.52826452255249, + "timestamp": "2025-07-14T12:34:20.409034" + }, + { + "epoch": 1314, + "batch_idx": 192, + "loss": 0.10967982560396194, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 490.0, + "epsilon_norm": 3.370100975036621, + "prediction_norm": 2.7843761444091797, + "timestamp": "2025-07-14T12:34:20.413894" + }, + { + "epoch": 1315, + "batch_idx": 0, + "loss": 0.2697136402130127, + "learning_rate": 0.00026257180506470307, + "timestep_mean": 516.5625, + "epsilon_norm": 8.361430168151855, + "prediction_norm": 7.079683780670166, + "timestamp": "2025-07-14T12:34:20.418942" + }, + { + "epoch": 1315, + "batch_idx": 32, + "loss": 0.2783088684082031, + "learning_rate": 0.00026257180506470307, + "timestep_mean": 469.0625, + "epsilon_norm": 6.927597999572754, + "prediction_norm": 6.009786128997803, + "timestamp": "2025-07-14T12:34:20.423925" + }, + { + "epoch": 1315, + "batch_idx": 64, + "loss": 0.2505839467048645, + "learning_rate": 0.00026257180506470307, + "timestep_mean": 497.65625, + "epsilon_norm": 8.391031265258789, + "prediction_norm": 7.264503479003906, + "timestamp": "2025-07-14T12:34:20.428841" + }, + { + "epoch": 1315, + "batch_idx": 96, + "loss": 0.1915920376777649, + "learning_rate": 0.00026257180506470307, + "timestep_mean": 602.78125, + "epsilon_norm": 7.787078857421875, + "prediction_norm": 7.155134677886963, + "timestamp": "2025-07-14T12:34:20.433874" + }, + { + "epoch": 1315, + "batch_idx": 128, + "loss": 0.3740936815738678, + "learning_rate": 0.00026257180506470307, + "timestep_mean": 426.96875, + "epsilon_norm": 7.436573028564453, + "prediction_norm": 5.608097553253174, + "timestamp": "2025-07-14T12:34:20.438815" + }, + { + "epoch": 1315, + "batch_idx": 160, + "loss": 0.3672466278076172, + "learning_rate": 0.00026257180506470307, + "timestep_mean": 514.0, + "epsilon_norm": 8.646860122680664, + "prediction_norm": 7.316461563110352, + "timestamp": "2025-07-14T12:34:20.443703" + }, + { + "epoch": 1315, + "batch_idx": 192, + "loss": 0.1476118117570877, + "learning_rate": 0.00026257180506470307, + "timestep_mean": 540.25, + "epsilon_norm": 3.523483991622925, + "prediction_norm": 2.97689151763916, + "timestamp": "2025-07-14T12:34:20.448719" + }, + { + "epoch": 1316, + "batch_idx": 0, + "loss": 0.1914052814245224, + "learning_rate": 0.0002618808981660307, + "timestep_mean": 450.375, + "epsilon_norm": 7.25091552734375, + "prediction_norm": 6.9076828956604, + "timestamp": "2025-07-14T12:34:20.453630" + }, + { + "epoch": 1316, + "batch_idx": 32, + "loss": 0.15869277715682983, + "learning_rate": 0.0002618808981660307, + "timestep_mean": 524.0, + "epsilon_norm": 6.221493721008301, + "prediction_norm": 6.140661239624023, + "timestamp": "2025-07-14T12:34:20.458643" + }, + { + "epoch": 1316, + "batch_idx": 64, + "loss": 0.15002784132957458, + "learning_rate": 0.0002618808981660307, + "timestep_mean": 533.53125, + "epsilon_norm": 8.225872039794922, + "prediction_norm": 8.50913143157959, + "timestamp": "2025-07-14T12:34:20.463717" + }, + { + "epoch": 1316, + "batch_idx": 96, + "loss": 0.17050039768218994, + "learning_rate": 0.0002618808981660307, + "timestep_mean": 515.9375, + "epsilon_norm": 7.620117664337158, + "prediction_norm": 7.18862771987915, + "timestamp": "2025-07-14T12:34:20.468954" + }, + { + "epoch": 1316, + "batch_idx": 128, + "loss": 0.3322056531906128, + "learning_rate": 0.0002618808981660307, + "timestep_mean": 513.15625, + "epsilon_norm": 7.771108627319336, + "prediction_norm": 6.677763938903809, + "timestamp": "2025-07-14T12:34:20.474158" + }, + { + "epoch": 1316, + "batch_idx": 160, + "loss": 0.23559480905532837, + "learning_rate": 0.0002618808981660307, + "timestep_mean": 545.40625, + "epsilon_norm": 8.101512908935547, + "prediction_norm": 7.6181769371032715, + "timestamp": "2025-07-14T12:34:20.479458" + }, + { + "epoch": 1316, + "batch_idx": 192, + "loss": 0.3581603467464447, + "learning_rate": 0.0002618808981660307, + "timestep_mean": 220.25, + "epsilon_norm": 2.9734318256378174, + "prediction_norm": 1.750922679901123, + "timestamp": "2025-07-14T12:34:20.484613" + }, + { + "epoch": 1317, + "batch_idx": 0, + "loss": 0.18603171408176422, + "learning_rate": 0.00026119057880257153, + "timestep_mean": 456.625, + "epsilon_norm": 6.309511661529541, + "prediction_norm": 5.799274921417236, + "timestamp": "2025-07-14T12:34:20.489820" + }, + { + "epoch": 1317, + "batch_idx": 32, + "loss": 0.267438143491745, + "learning_rate": 0.00026119057880257153, + "timestep_mean": 504.96875, + "epsilon_norm": 7.66397762298584, + "prediction_norm": 6.380868434906006, + "timestamp": "2025-07-14T12:34:20.495058" + }, + { + "epoch": 1317, + "batch_idx": 64, + "loss": 0.4918363094329834, + "learning_rate": 0.00026119057880257153, + "timestep_mean": 521.15625, + "epsilon_norm": 9.022440910339355, + "prediction_norm": 7.103128433227539, + "timestamp": "2025-07-14T12:34:20.500253" + }, + { + "epoch": 1317, + "batch_idx": 96, + "loss": 0.27029645442962646, + "learning_rate": 0.00026119057880257153, + "timestep_mean": 547.125, + "epsilon_norm": 7.825032711029053, + "prediction_norm": 7.235706806182861, + "timestamp": "2025-07-14T12:34:20.505443" + }, + { + "epoch": 1317, + "batch_idx": 128, + "loss": 0.3634735941886902, + "learning_rate": 0.00026119057880257153, + "timestep_mean": 490.34375, + "epsilon_norm": 8.189469337463379, + "prediction_norm": 6.531590938568115, + "timestamp": "2025-07-14T12:34:20.510640" + }, + { + "epoch": 1317, + "batch_idx": 160, + "loss": 0.23567163944244385, + "learning_rate": 0.00026119057880257153, + "timestep_mean": 513.0625, + "epsilon_norm": 7.600718975067139, + "prediction_norm": 6.68934440612793, + "timestamp": "2025-07-14T12:34:20.515949" + }, + { + "epoch": 1317, + "batch_idx": 192, + "loss": 0.34516817331314087, + "learning_rate": 0.00026119057880257153, + "timestep_mean": 460.75, + "epsilon_norm": 4.156609058380127, + "prediction_norm": 2.8329267501831055, + "timestamp": "2025-07-14T12:34:20.521108" + }, + { + "epoch": 1318, + "batch_idx": 0, + "loss": 0.2575807571411133, + "learning_rate": 0.0002605008486776198, + "timestep_mean": 486.375, + "epsilon_norm": 8.373329162597656, + "prediction_norm": 7.485301494598389, + "timestamp": "2025-07-14T12:34:20.526293" + }, + { + "epoch": 1318, + "batch_idx": 32, + "loss": 0.3431813716888428, + "learning_rate": 0.0002605008486776198, + "timestep_mean": 454.78125, + "epsilon_norm": 6.916362285614014, + "prediction_norm": 4.984824180603027, + "timestamp": "2025-07-14T12:34:20.531401" + }, + { + "epoch": 1318, + "batch_idx": 64, + "loss": 0.17200012505054474, + "learning_rate": 0.0002605008486776198, + "timestep_mean": 647.875, + "epsilon_norm": 6.408519744873047, + "prediction_norm": 5.722326278686523, + "timestamp": "2025-07-14T12:34:20.536299" + }, + { + "epoch": 1318, + "batch_idx": 96, + "loss": 0.3989693224430084, + "learning_rate": 0.0002605008486776198, + "timestep_mean": 492.78125, + "epsilon_norm": 8.127129554748535, + "prediction_norm": 5.928872108459473, + "timestamp": "2025-07-14T12:34:20.541431" + }, + { + "epoch": 1318, + "batch_idx": 128, + "loss": 0.23926430940628052, + "learning_rate": 0.0002605008486776198, + "timestep_mean": 522.78125, + "epsilon_norm": 9.284695625305176, + "prediction_norm": 8.050673484802246, + "timestamp": "2025-07-14T12:34:20.546609" + }, + { + "epoch": 1318, + "batch_idx": 160, + "loss": 0.297940194606781, + "learning_rate": 0.0002605008486776198, + "timestep_mean": 488.21875, + "epsilon_norm": 7.038440704345703, + "prediction_norm": 5.902083396911621, + "timestamp": "2025-07-14T12:34:20.551799" + }, + { + "epoch": 1318, + "batch_idx": 192, + "loss": 0.07541264593601227, + "learning_rate": 0.0002605008486776198, + "timestep_mean": 545.5, + "epsilon_norm": 4.102794170379639, + "prediction_norm": 4.210380554199219, + "timestamp": "2025-07-14T12:34:20.556991" + }, + { + "epoch": 1319, + "batch_idx": 0, + "loss": 0.25834912061691284, + "learning_rate": 0.0002598117094930161, + "timestep_mean": 454.75, + "epsilon_norm": 7.170166969299316, + "prediction_norm": 5.6079912185668945, + "timestamp": "2025-07-14T12:34:20.562163" + }, + { + "epoch": 1319, + "batch_idx": 32, + "loss": 0.16073483228683472, + "learning_rate": 0.0002598117094930161, + "timestep_mean": 507.53125, + "epsilon_norm": 7.14863395690918, + "prediction_norm": 6.167912006378174, + "timestamp": "2025-07-14T12:34:20.567452" + }, + { + "epoch": 1319, + "batch_idx": 64, + "loss": 0.4016653597354889, + "learning_rate": 0.0002598117094930161, + "timestep_mean": 460.28125, + "epsilon_norm": 8.707262992858887, + "prediction_norm": 6.27679443359375, + "timestamp": "2025-07-14T12:34:20.572537" + }, + { + "epoch": 1319, + "batch_idx": 96, + "loss": 0.12621472775936127, + "learning_rate": 0.0002598117094930161, + "timestep_mean": 658.28125, + "epsilon_norm": 8.108513832092285, + "prediction_norm": 7.243099212646484, + "timestamp": "2025-07-14T12:34:20.577669" + }, + { + "epoch": 1319, + "batch_idx": 128, + "loss": 0.16038888692855835, + "learning_rate": 0.0002598117094930161, + "timestep_mean": 589.4375, + "epsilon_norm": 7.530125141143799, + "prediction_norm": 6.597311496734619, + "timestamp": "2025-07-14T12:34:20.582859" + }, + { + "epoch": 1319, + "batch_idx": 160, + "loss": 0.21097798645496368, + "learning_rate": 0.0002598117094930161, + "timestep_mean": 452.5625, + "epsilon_norm": 7.203988552093506, + "prediction_norm": 6.352427959442139, + "timestamp": "2025-07-14T12:34:20.588049" + }, + { + "epoch": 1319, + "batch_idx": 192, + "loss": 0.33590394258499146, + "learning_rate": 0.0002598117094930161, + "timestep_mean": 550.375, + "epsilon_norm": 6.384980201721191, + "prediction_norm": 5.758316516876221, + "timestamp": "2025-07-14T12:34:20.593220" + }, + { + "epoch": 1320, + "batch_idx": 0, + "loss": 0.30541694164276123, + "learning_rate": 0.0002591231629491428, + "timestep_mean": 584.25, + "epsilon_norm": 7.9403276443481445, + "prediction_norm": 5.9623517990112305, + "timestamp": "2025-07-14T12:34:20.598405" + }, + { + "epoch": 1320, + "batch_idx": 32, + "loss": 0.39380133152008057, + "learning_rate": 0.0002591231629491428, + "timestep_mean": 530.3125, + "epsilon_norm": 8.704306602478027, + "prediction_norm": 6.903676509857178, + "timestamp": "2025-07-14T12:34:20.603673" + }, + { + "epoch": 1320, + "batch_idx": 64, + "loss": 0.29790377616882324, + "learning_rate": 0.0002591231629491428, + "timestep_mean": 487.46875, + "epsilon_norm": 9.415085792541504, + "prediction_norm": 7.54196834564209, + "timestamp": "2025-07-14T12:34:20.608883" + }, + { + "epoch": 1320, + "batch_idx": 96, + "loss": 0.18887409567832947, + "learning_rate": 0.0002591231629491428, + "timestep_mean": 455.0625, + "epsilon_norm": 7.136123180389404, + "prediction_norm": 6.27907133102417, + "timestamp": "2025-07-14T12:34:20.614048" + }, + { + "epoch": 1320, + "batch_idx": 128, + "loss": 0.348052442073822, + "learning_rate": 0.0002591231629491428, + "timestep_mean": 437.8125, + "epsilon_norm": 7.86665153503418, + "prediction_norm": 6.5570268630981445, + "timestamp": "2025-07-14T12:34:20.619270" + }, + { + "epoch": 1320, + "batch_idx": 160, + "loss": 0.27137064933776855, + "learning_rate": 0.0002591231629491428, + "timestep_mean": 491.6875, + "epsilon_norm": 8.66220474243164, + "prediction_norm": 6.960577487945557, + "timestamp": "2025-07-14T12:34:20.624476" + }, + { + "epoch": 1320, + "batch_idx": 192, + "loss": 0.11786650866270065, + "learning_rate": 0.0002591231629491428, + "timestep_mean": 433.25, + "epsilon_norm": 2.885924816131592, + "prediction_norm": 3.1794369220733643, + "timestamp": "2025-07-14T12:34:20.629764" + }, + { + "epoch": 1321, + "batch_idx": 0, + "loss": 0.3163604438304901, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 493.4375, + "epsilon_norm": 7.431827068328857, + "prediction_norm": 6.110389709472656, + "timestamp": "2025-07-14T12:34:20.634888" + }, + { + "epoch": 1321, + "batch_idx": 32, + "loss": 0.27805954217910767, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 501.25, + "epsilon_norm": 8.958490371704102, + "prediction_norm": 7.891871929168701, + "timestamp": "2025-07-14T12:34:20.640113" + }, + { + "epoch": 1321, + "batch_idx": 64, + "loss": 0.2891656458377838, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 458.96875, + "epsilon_norm": 7.66810941696167, + "prediction_norm": 6.048529624938965, + "timestamp": "2025-07-14T12:34:20.645303" + }, + { + "epoch": 1321, + "batch_idx": 96, + "loss": 0.23776641488075256, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 587.6875, + "epsilon_norm": 7.923181533813477, + "prediction_norm": 7.060213565826416, + "timestamp": "2025-07-14T12:34:20.650560" + }, + { + "epoch": 1321, + "batch_idx": 128, + "loss": 0.3703421354293823, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 438.96875, + "epsilon_norm": 6.950669765472412, + "prediction_norm": 5.676699161529541, + "timestamp": "2025-07-14T12:34:20.655757" + }, + { + "epoch": 1321, + "batch_idx": 160, + "loss": 0.26239240169525146, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 548.375, + "epsilon_norm": 8.796846389770508, + "prediction_norm": 7.307015419006348, + "timestamp": "2025-07-14T12:34:20.660961" + }, + { + "epoch": 1321, + "batch_idx": 192, + "loss": 0.1309734731912613, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 460.375, + "epsilon_norm": 3.132370710372925, + "prediction_norm": 2.9079110622406006, + "timestamp": "2025-07-14T12:34:20.666138" + }, + { + "epoch": 1322, + "batch_idx": 0, + "loss": 0.17667701840400696, + "learning_rate": 0.00025774785457780133, + "timestep_mean": 604.5625, + "epsilon_norm": 7.932619094848633, + "prediction_norm": 7.102458953857422, + "timestamp": "2025-07-14T12:34:20.671226" + }, + { + "epoch": 1322, + "batch_idx": 32, + "loss": 0.22562327980995178, + "learning_rate": 0.00025774785457780133, + "timestep_mean": 493.25, + "epsilon_norm": 8.019915580749512, + "prediction_norm": 6.397639274597168, + "timestamp": "2025-07-14T12:34:20.676378" + }, + { + "epoch": 1322, + "batch_idx": 64, + "loss": 0.3042469024658203, + "learning_rate": 0.00025774785457780133, + "timestep_mean": 508.75, + "epsilon_norm": 8.820176124572754, + "prediction_norm": 7.606995105743408, + "timestamp": "2025-07-14T12:34:20.681469" + }, + { + "epoch": 1322, + "batch_idx": 96, + "loss": 0.21133489906787872, + "learning_rate": 0.00025774785457780133, + "timestep_mean": 536.25, + "epsilon_norm": 8.43329906463623, + "prediction_norm": 7.503407001495361, + "timestamp": "2025-07-14T12:34:20.686524" + }, + { + "epoch": 1322, + "batch_idx": 128, + "loss": 0.18226730823516846, + "learning_rate": 0.00025774785457780133, + "timestep_mean": 504.21875, + "epsilon_norm": 8.588445663452148, + "prediction_norm": 7.675279140472412, + "timestamp": "2025-07-14T12:34:20.691620" + }, + { + "epoch": 1322, + "batch_idx": 160, + "loss": 0.2076818346977234, + "learning_rate": 0.00025774785457780133, + "timestep_mean": 523.84375, + "epsilon_norm": 7.194603443145752, + "prediction_norm": 6.209934234619141, + "timestamp": "2025-07-14T12:34:20.696780" + }, + { + "epoch": 1322, + "batch_idx": 192, + "loss": 0.08238089084625244, + "learning_rate": 0.00025774785457780133, + "timestep_mean": 648.0, + "epsilon_norm": 4.119548320770264, + "prediction_norm": 4.218550205230713, + "timestamp": "2025-07-14T12:34:20.701873" + }, + { + "epoch": 1323, + "batch_idx": 0, + "loss": 0.12022868543863297, + "learning_rate": 0.0002570610961437701, + "timestep_mean": 486.15625, + "epsilon_norm": 7.668467044830322, + "prediction_norm": 7.225843906402588, + "timestamp": "2025-07-14T12:34:20.706992" + }, + { + "epoch": 1323, + "batch_idx": 32, + "loss": 0.22546076774597168, + "learning_rate": 0.0002570610961437701, + "timestep_mean": 490.15625, + "epsilon_norm": 7.525576114654541, + "prediction_norm": 6.513032913208008, + "timestamp": "2025-07-14T12:34:20.712066" + }, + { + "epoch": 1323, + "batch_idx": 64, + "loss": 0.16746333241462708, + "learning_rate": 0.0002570610961437701, + "timestep_mean": 563.1875, + "epsilon_norm": 8.384352684020996, + "prediction_norm": 7.650187015533447, + "timestamp": "2025-07-14T12:34:20.717334" + }, + { + "epoch": 1323, + "batch_idx": 96, + "loss": 0.19976961612701416, + "learning_rate": 0.0002570610961437701, + "timestep_mean": 477.65625, + "epsilon_norm": 8.903881072998047, + "prediction_norm": 8.22379207611084, + "timestamp": "2025-07-14T12:34:20.722343" + }, + { + "epoch": 1323, + "batch_idx": 128, + "loss": 0.3762126564979553, + "learning_rate": 0.0002570610961437701, + "timestep_mean": 435.6875, + "epsilon_norm": 7.548003673553467, + "prediction_norm": 5.948712348937988, + "timestamp": "2025-07-14T12:34:20.727477" + }, + { + "epoch": 1323, + "batch_idx": 160, + "loss": 0.37428516149520874, + "learning_rate": 0.0002570610961437701, + "timestep_mean": 442.3125, + "epsilon_norm": 8.142833709716797, + "prediction_norm": 6.435837745666504, + "timestamp": "2025-07-14T12:34:20.732549" + }, + { + "epoch": 1323, + "batch_idx": 192, + "loss": 0.23530125617980957, + "learning_rate": 0.0002570610961437701, + "timestep_mean": 458.0, + "epsilon_norm": 6.641362190246582, + "prediction_norm": 6.673640727996826, + "timestamp": "2025-07-14T12:34:20.737817" + }, + { + "epoch": 1324, + "batch_idx": 0, + "loss": 0.37409359216690063, + "learning_rate": 0.0002563749371373343, + "timestep_mean": 486.96875, + "epsilon_norm": 7.6101765632629395, + "prediction_norm": 6.342494487762451, + "timestamp": "2025-07-14T12:34:20.742789" + }, + { + "epoch": 1324, + "batch_idx": 32, + "loss": 0.15525829792022705, + "learning_rate": 0.0002563749371373343, + "timestep_mean": 503.15625, + "epsilon_norm": 7.025813102722168, + "prediction_norm": 6.40433931350708, + "timestamp": "2025-07-14T12:34:20.747866" + }, + { + "epoch": 1324, + "batch_idx": 64, + "loss": 0.1702166646718979, + "learning_rate": 0.0002563749371373343, + "timestep_mean": 559.8125, + "epsilon_norm": 7.70793342590332, + "prediction_norm": 6.760373592376709, + "timestamp": "2025-07-14T12:34:20.752996" + }, + { + "epoch": 1324, + "batch_idx": 96, + "loss": 0.1591966152191162, + "learning_rate": 0.0002563749371373343, + "timestep_mean": 552.375, + "epsilon_norm": 6.905396938323975, + "prediction_norm": 6.131814956665039, + "timestamp": "2025-07-14T12:34:20.758137" + }, + { + "epoch": 1324, + "batch_idx": 128, + "loss": 0.15465685725212097, + "learning_rate": 0.0002563749371373343, + "timestep_mean": 517.8125, + "epsilon_norm": 7.82425594329834, + "prediction_norm": 7.0023064613342285, + "timestamp": "2025-07-14T12:34:20.763476" + }, + { + "epoch": 1324, + "batch_idx": 160, + "loss": 0.16635897755622864, + "learning_rate": 0.0002563749371373343, + "timestep_mean": 549.1875, + "epsilon_norm": 7.6313347816467285, + "prediction_norm": 6.437272071838379, + "timestamp": "2025-07-14T12:34:20.768644" + }, + { + "epoch": 1324, + "batch_idx": 192, + "loss": 0.15919426083564758, + "learning_rate": 0.0002563749371373343, + "timestep_mean": 551.5, + "epsilon_norm": 4.552279472351074, + "prediction_norm": 3.831873655319214, + "timestamp": "2025-07-14T12:34:20.773776" + }, + { + "epoch": 1325, + "batch_idx": 0, + "loss": 0.3303036391735077, + "learning_rate": 0.0002556893792515228, + "timestep_mean": 490.90625, + "epsilon_norm": 8.209674835205078, + "prediction_norm": 6.941542625427246, + "timestamp": "2025-07-14T12:34:20.779020" + }, + { + "epoch": 1325, + "batch_idx": 32, + "loss": 0.17723774909973145, + "learning_rate": 0.0002556893792515228, + "timestep_mean": 578.1875, + "epsilon_norm": 7.770141124725342, + "prediction_norm": 7.040255546569824, + "timestamp": "2025-07-14T12:34:20.784326" + }, + { + "epoch": 1325, + "batch_idx": 64, + "loss": 0.44371703267097473, + "learning_rate": 0.0002556893792515228, + "timestep_mean": 492.78125, + "epsilon_norm": 7.533681392669678, + "prediction_norm": 5.164848327636719, + "timestamp": "2025-07-14T12:34:20.789539" + }, + { + "epoch": 1325, + "batch_idx": 96, + "loss": 0.44312596321105957, + "learning_rate": 0.0002556893792515228, + "timestep_mean": 480.875, + "epsilon_norm": 8.093914985656738, + "prediction_norm": 6.229034423828125, + "timestamp": "2025-07-14T12:34:20.794755" + }, + { + "epoch": 1325, + "batch_idx": 128, + "loss": 0.4268583357334137, + "learning_rate": 0.0002556893792515228, + "timestep_mean": 473.28125, + "epsilon_norm": 8.054685592651367, + "prediction_norm": 5.906301498413086, + "timestamp": "2025-07-14T12:34:20.799957" + }, + { + "epoch": 1325, + "batch_idx": 160, + "loss": 0.2738487124443054, + "learning_rate": 0.0002556893792515228, + "timestep_mean": 519.46875, + "epsilon_norm": 8.082249641418457, + "prediction_norm": 6.154101848602295, + "timestamp": "2025-07-14T12:34:20.805367" + }, + { + "epoch": 1325, + "batch_idx": 192, + "loss": 0.43182113766670227, + "learning_rate": 0.0002556893792515228, + "timestep_mean": 355.125, + "epsilon_norm": 3.678840398788452, + "prediction_norm": 2.5888991355895996, + "timestamp": "2025-07-14T12:34:20.810529" + }, + { + "epoch": 1326, + "batch_idx": 0, + "loss": 0.3750045895576477, + "learning_rate": 0.0002550044241778822, + "timestep_mean": 421.6875, + "epsilon_norm": 8.910884857177734, + "prediction_norm": 6.8080549240112305, + "timestamp": "2025-07-14T12:34:20.815760" + }, + { + "epoch": 1326, + "batch_idx": 32, + "loss": 0.19373473525047302, + "learning_rate": 0.0002550044241778822, + "timestep_mean": 441.21875, + "epsilon_norm": 7.334135055541992, + "prediction_norm": 6.6194939613342285, + "timestamp": "2025-07-14T12:34:20.821083" + }, + { + "epoch": 1326, + "batch_idx": 64, + "loss": 0.22603195905685425, + "learning_rate": 0.0002550044241778822, + "timestep_mean": 506.34375, + "epsilon_norm": 7.724322319030762, + "prediction_norm": 6.779774188995361, + "timestamp": "2025-07-14T12:34:20.826195" + }, + { + "epoch": 1326, + "batch_idx": 96, + "loss": 0.2770542502403259, + "learning_rate": 0.0002550044241778822, + "timestep_mean": 562.875, + "epsilon_norm": 7.159807205200195, + "prediction_norm": 6.722158432006836, + "timestamp": "2025-07-14T12:34:20.831257" + }, + { + "epoch": 1326, + "batch_idx": 128, + "loss": 0.30315399169921875, + "learning_rate": 0.0002550044241778822, + "timestep_mean": 446.71875, + "epsilon_norm": 6.922240257263184, + "prediction_norm": 5.529853820800781, + "timestamp": "2025-07-14T12:34:20.836496" + }, + { + "epoch": 1326, + "batch_idx": 160, + "loss": 0.2448594570159912, + "learning_rate": 0.0002550044241778822, + "timestep_mean": 504.9375, + "epsilon_norm": 7.4799485206604, + "prediction_norm": 6.678357124328613, + "timestamp": "2025-07-14T12:34:20.841777" + }, + { + "epoch": 1326, + "batch_idx": 192, + "loss": 0.38586825132369995, + "learning_rate": 0.0002550044241778822, + "timestep_mean": 464.875, + "epsilon_norm": 4.408824443817139, + "prediction_norm": 3.9515902996063232, + "timestamp": "2025-07-14T12:34:20.846638" + }, + { + "epoch": 1327, + "batch_idx": 0, + "loss": 0.26270049810409546, + "learning_rate": 0.0002543200736064703, + "timestep_mean": 470.53125, + "epsilon_norm": 7.233119010925293, + "prediction_norm": 5.924134731292725, + "timestamp": "2025-07-14T12:34:20.851544" + }, + { + "epoch": 1327, + "batch_idx": 32, + "loss": 0.218522846698761, + "learning_rate": 0.0002543200736064703, + "timestep_mean": 563.8125, + "epsilon_norm": 8.124008178710938, + "prediction_norm": 7.31053352355957, + "timestamp": "2025-07-14T12:34:20.856351" + }, + { + "epoch": 1327, + "batch_idx": 64, + "loss": 0.30799901485443115, + "learning_rate": 0.0002543200736064703, + "timestep_mean": 436.75, + "epsilon_norm": 7.692209720611572, + "prediction_norm": 6.292633533477783, + "timestamp": "2025-07-14T12:34:20.861263" + }, + { + "epoch": 1327, + "batch_idx": 96, + "loss": 0.1489105224609375, + "learning_rate": 0.0002543200736064703, + "timestep_mean": 472.0625, + "epsilon_norm": 7.743783473968506, + "prediction_norm": 7.208296298980713, + "timestamp": "2025-07-14T12:34:20.866174" + }, + { + "epoch": 1327, + "batch_idx": 128, + "loss": 0.22335614264011383, + "learning_rate": 0.0002543200736064703, + "timestep_mean": 582.875, + "epsilon_norm": 6.874399185180664, + "prediction_norm": 5.838772773742676, + "timestamp": "2025-07-14T12:34:20.871220" + }, + { + "epoch": 1327, + "batch_idx": 160, + "loss": 0.25328686833381653, + "learning_rate": 0.0002543200736064703, + "timestep_mean": 466.21875, + "epsilon_norm": 7.820743560791016, + "prediction_norm": 6.505722999572754, + "timestamp": "2025-07-14T12:34:20.876069" + }, + { + "epoch": 1327, + "batch_idx": 192, + "loss": 0.28298476338386536, + "learning_rate": 0.0002543200736064703, + "timestep_mean": 528.25, + "epsilon_norm": 4.349351406097412, + "prediction_norm": 3.2015790939331055, + "timestamp": "2025-07-14T12:34:20.880927" + }, + { + "epoch": 1328, + "batch_idx": 0, + "loss": 0.2897418141365051, + "learning_rate": 0.00025363632922585443, + "timestep_mean": 491.125, + "epsilon_norm": 8.447150230407715, + "prediction_norm": 7.637136936187744, + "timestamp": "2025-07-14T12:34:20.885757" + }, + { + "epoch": 1328, + "batch_idx": 32, + "loss": 0.17307864129543304, + "learning_rate": 0.00025363632922585443, + "timestep_mean": 568.0, + "epsilon_norm": 7.635401248931885, + "prediction_norm": 6.849579811096191, + "timestamp": "2025-07-14T12:34:20.890724" + }, + { + "epoch": 1328, + "batch_idx": 64, + "loss": 0.251106321811676, + "learning_rate": 0.00025363632922585443, + "timestep_mean": 591.5, + "epsilon_norm": 8.165420532226562, + "prediction_norm": 7.156839370727539, + "timestamp": "2025-07-14T12:34:20.895625" + }, + { + "epoch": 1328, + "batch_idx": 96, + "loss": 0.29281678795814514, + "learning_rate": 0.00025363632922585443, + "timestep_mean": 516.75, + "epsilon_norm": 8.735920906066895, + "prediction_norm": 7.562055587768555, + "timestamp": "2025-07-14T12:34:20.900549" + }, + { + "epoch": 1328, + "batch_idx": 128, + "loss": 0.2765409052371979, + "learning_rate": 0.00025363632922585443, + "timestep_mean": 440.28125, + "epsilon_norm": 6.517659664154053, + "prediction_norm": 5.401861190795898, + "timestamp": "2025-07-14T12:34:20.905337" + }, + { + "epoch": 1328, + "batch_idx": 160, + "loss": 0.14926698803901672, + "learning_rate": 0.00025363632922585443, + "timestep_mean": 496.40625, + "epsilon_norm": 6.841100215911865, + "prediction_norm": 6.470329761505127, + "timestamp": "2025-07-14T12:34:20.910210" + }, + { + "epoch": 1328, + "batch_idx": 192, + "loss": 0.16921812295913696, + "learning_rate": 0.00025363632922585443, + "timestep_mean": 495.75, + "epsilon_norm": 3.8967199325561523, + "prediction_norm": 3.908640146255493, + "timestamp": "2025-07-14T12:34:20.915017" + }, + { + "epoch": 1329, + "batch_idx": 0, + "loss": 0.3302425146102905, + "learning_rate": 0.0002529531927231063, + "timestep_mean": 524.59375, + "epsilon_norm": 7.770218372344971, + "prediction_norm": 6.3816351890563965, + "timestamp": "2025-07-14T12:34:20.919931" + }, + { + "epoch": 1329, + "batch_idx": 32, + "loss": 0.31212273240089417, + "learning_rate": 0.0002529531927231063, + "timestep_mean": 630.625, + "epsilon_norm": 9.135150909423828, + "prediction_norm": 7.5362091064453125, + "timestamp": "2025-07-14T12:34:20.924770" + }, + { + "epoch": 1329, + "batch_idx": 64, + "loss": 0.4495700001716614, + "learning_rate": 0.0002529531927231063, + "timestep_mean": 373.21875, + "epsilon_norm": 8.60777473449707, + "prediction_norm": 6.2173614501953125, + "timestamp": "2025-07-14T12:34:20.929659" + }, + { + "epoch": 1329, + "batch_idx": 96, + "loss": 0.11018076539039612, + "learning_rate": 0.0002529531927231063, + "timestep_mean": 551.34375, + "epsilon_norm": 7.548236846923828, + "prediction_norm": 7.18745756149292, + "timestamp": "2025-07-14T12:34:20.934489" + }, + { + "epoch": 1329, + "batch_idx": 128, + "loss": 0.20668309926986694, + "learning_rate": 0.0002529531927231063, + "timestep_mean": 523.53125, + "epsilon_norm": 8.851973533630371, + "prediction_norm": 7.810619354248047, + "timestamp": "2025-07-14T12:34:20.939324" + }, + { + "epoch": 1329, + "batch_idx": 160, + "loss": 0.24948960542678833, + "learning_rate": 0.0002529531927231063, + "timestep_mean": 421.8125, + "epsilon_norm": 7.464482307434082, + "prediction_norm": 6.103604793548584, + "timestamp": "2025-07-14T12:34:20.944171" + }, + { + "epoch": 1329, + "batch_idx": 192, + "loss": 0.6434783935546875, + "learning_rate": 0.0002529531927231063, + "timestep_mean": 391.875, + "epsilon_norm": 4.672936916351318, + "prediction_norm": 3.1259913444519043, + "timestamp": "2025-07-14T12:34:20.948997" + }, + { + "epoch": 1330, + "batch_idx": 0, + "loss": 0.09868312627077103, + "learning_rate": 0.0002522706657837965, + "timestep_mean": 549.6875, + "epsilon_norm": 5.895328998565674, + "prediction_norm": 5.415592670440674, + "timestamp": "2025-07-14T12:34:20.953904" + }, + { + "epoch": 1330, + "batch_idx": 32, + "loss": 0.45488986372947693, + "learning_rate": 0.0002522706657837965, + "timestep_mean": 457.1875, + "epsilon_norm": 8.202400207519531, + "prediction_norm": 6.228180408477783, + "timestamp": "2025-07-14T12:34:20.958792" + }, + { + "epoch": 1330, + "batch_idx": 64, + "loss": 0.45103347301483154, + "learning_rate": 0.0002522706657837965, + "timestep_mean": 456.875, + "epsilon_norm": 8.447046279907227, + "prediction_norm": 6.340634822845459, + "timestamp": "2025-07-14T12:34:20.963595" + }, + { + "epoch": 1330, + "batch_idx": 96, + "loss": 0.18272367119789124, + "learning_rate": 0.0002522706657837965, + "timestep_mean": 523.125, + "epsilon_norm": 8.363551139831543, + "prediction_norm": 7.227571964263916, + "timestamp": "2025-07-14T12:34:20.968440" + }, + { + "epoch": 1330, + "batch_idx": 128, + "loss": 0.17772896587848663, + "learning_rate": 0.0002522706657837965, + "timestep_mean": 542.8125, + "epsilon_norm": 9.243490219116211, + "prediction_norm": 8.323843955993652, + "timestamp": "2025-07-14T12:34:20.973286" + }, + { + "epoch": 1330, + "batch_idx": 160, + "loss": 0.20889155566692352, + "learning_rate": 0.0002522706657837965, + "timestep_mean": 523.3125, + "epsilon_norm": 8.335796356201172, + "prediction_norm": 7.149926662445068, + "timestamp": "2025-07-14T12:34:20.978184" + }, + { + "epoch": 1330, + "batch_idx": 192, + "loss": 0.16631314158439636, + "learning_rate": 0.0002522706657837965, + "timestep_mean": 735.625, + "epsilon_norm": 4.495627403259277, + "prediction_norm": 3.9615302085876465, + "timestamp": "2025-07-14T12:34:20.982997" + }, + { + "epoch": 1331, + "batch_idx": 0, + "loss": 0.20772603154182434, + "learning_rate": 0.00025158875009199326, + "timestep_mean": 542.15625, + "epsilon_norm": 8.046370506286621, + "prediction_norm": 7.1857829093933105, + "timestamp": "2025-07-14T12:34:20.988025" + }, + { + "epoch": 1331, + "batch_idx": 32, + "loss": 0.13958127796649933, + "learning_rate": 0.00025158875009199326, + "timestep_mean": 592.375, + "epsilon_norm": 7.582056999206543, + "prediction_norm": 6.6411309242248535, + "timestamp": "2025-07-14T12:34:20.992870" + }, + { + "epoch": 1331, + "batch_idx": 64, + "loss": 0.26578783988952637, + "learning_rate": 0.00025158875009199326, + "timestep_mean": 514.53125, + "epsilon_norm": 6.801445007324219, + "prediction_norm": 6.063007354736328, + "timestamp": "2025-07-14T12:34:20.997721" + }, + { + "epoch": 1331, + "batch_idx": 96, + "loss": 0.15593627095222473, + "learning_rate": 0.00025158875009199326, + "timestep_mean": 417.21875, + "epsilon_norm": 6.9044294357299805, + "prediction_norm": 6.370059490203857, + "timestamp": "2025-07-14T12:34:21.002568" + }, + { + "epoch": 1331, + "batch_idx": 128, + "loss": 0.28676360845565796, + "learning_rate": 0.00025158875009199326, + "timestep_mean": 462.03125, + "epsilon_norm": 7.7595624923706055, + "prediction_norm": 6.806296348571777, + "timestamp": "2025-07-14T12:34:21.007487" + }, + { + "epoch": 1331, + "batch_idx": 160, + "loss": 0.23486238718032837, + "learning_rate": 0.00025158875009199326, + "timestep_mean": 485.71875, + "epsilon_norm": 7.500783443450928, + "prediction_norm": 6.207302570343018, + "timestamp": "2025-07-14T12:34:21.012507" + }, + { + "epoch": 1331, + "batch_idx": 192, + "loss": 0.0407930351793766, + "learning_rate": 0.00025158875009199326, + "timestep_mean": 571.25, + "epsilon_norm": 2.787611961364746, + "prediction_norm": 2.500361680984497, + "timestamp": "2025-07-14T12:34:21.017330" + }, + { + "epoch": 1332, + "batch_idx": 0, + "loss": 0.23026971518993378, + "learning_rate": 0.00025090744733025495, + "timestep_mean": 586.375, + "epsilon_norm": 8.496256828308105, + "prediction_norm": 7.427279472351074, + "timestamp": "2025-07-14T12:34:21.022224" + }, + { + "epoch": 1332, + "batch_idx": 32, + "loss": 0.4758022427558899, + "learning_rate": 0.00025090744733025495, + "timestep_mean": 507.4375, + "epsilon_norm": 8.511412620544434, + "prediction_norm": 7.204631328582764, + "timestamp": "2025-07-14T12:34:21.027130" + }, + { + "epoch": 1332, + "batch_idx": 64, + "loss": 0.2394753098487854, + "learning_rate": 0.00025090744733025495, + "timestep_mean": 470.09375, + "epsilon_norm": 8.856656074523926, + "prediction_norm": 7.770715713500977, + "timestamp": "2025-07-14T12:34:21.031965" + }, + { + "epoch": 1332, + "batch_idx": 96, + "loss": 0.27905428409576416, + "learning_rate": 0.00025090744733025495, + "timestep_mean": 536.84375, + "epsilon_norm": 8.607402801513672, + "prediction_norm": 7.5165181159973145, + "timestamp": "2025-07-14T12:34:21.036924" + }, + { + "epoch": 1332, + "batch_idx": 128, + "loss": 0.20711609721183777, + "learning_rate": 0.00025090744733025495, + "timestep_mean": 488.78125, + "epsilon_norm": 7.03306245803833, + "prediction_norm": 6.100500583648682, + "timestamp": "2025-07-14T12:34:21.041821" + }, + { + "epoch": 1332, + "batch_idx": 160, + "loss": 0.3066926598548889, + "learning_rate": 0.00025090744733025495, + "timestep_mean": 490.53125, + "epsilon_norm": 8.349666595458984, + "prediction_norm": 7.3404693603515625, + "timestamp": "2025-07-14T12:34:21.046687" + }, + { + "epoch": 1332, + "batch_idx": 192, + "loss": 0.423904150724411, + "learning_rate": 0.00025090744733025495, + "timestep_mean": 359.25, + "epsilon_norm": 4.634381294250488, + "prediction_norm": 3.8896729946136475, + "timestamp": "2025-07-14T12:34:21.051542" + }, + { + "epoch": 1333, + "batch_idx": 0, + "loss": 0.22894489765167236, + "learning_rate": 0.00025022675917962876, + "timestep_mean": 487.21875, + "epsilon_norm": 7.922689914703369, + "prediction_norm": 6.565747261047363, + "timestamp": "2025-07-14T12:34:21.056426" + }, + { + "epoch": 1333, + "batch_idx": 32, + "loss": 0.23428188264369965, + "learning_rate": 0.00025022675917962876, + "timestep_mean": 511.4375, + "epsilon_norm": 7.04290246963501, + "prediction_norm": 6.334160804748535, + "timestamp": "2025-07-14T12:34:21.061288" + }, + { + "epoch": 1333, + "batch_idx": 64, + "loss": 0.20950648188591003, + "learning_rate": 0.00025022675917962876, + "timestep_mean": 533.25, + "epsilon_norm": 7.506192207336426, + "prediction_norm": 6.474370002746582, + "timestamp": "2025-07-14T12:34:21.066132" + }, + { + "epoch": 1333, + "batch_idx": 96, + "loss": 0.3600408732891083, + "learning_rate": 0.00025022675917962876, + "timestep_mean": 514.15625, + "epsilon_norm": 7.800334930419922, + "prediction_norm": 6.614818096160889, + "timestamp": "2025-07-14T12:34:21.071134" + }, + { + "epoch": 1333, + "batch_idx": 128, + "loss": 0.460685133934021, + "learning_rate": 0.00025022675917962876, + "timestep_mean": 398.0625, + "epsilon_norm": 8.476255416870117, + "prediction_norm": 6.314887046813965, + "timestamp": "2025-07-14T12:34:21.076285" + }, + { + "epoch": 1333, + "batch_idx": 160, + "loss": 0.22373750805854797, + "learning_rate": 0.00025022675917962876, + "timestep_mean": 485.71875, + "epsilon_norm": 7.943822383880615, + "prediction_norm": 7.581867694854736, + "timestamp": "2025-07-14T12:34:21.081515" + }, + { + "epoch": 1333, + "batch_idx": 192, + "loss": 0.10522574931383133, + "learning_rate": 0.00025022675917962876, + "timestep_mean": 527.5, + "epsilon_norm": 3.780247688293457, + "prediction_norm": 3.1909189224243164, + "timestamp": "2025-07-14T12:34:21.086753" + }, + { + "epoch": 1334, + "batch_idx": 0, + "loss": 0.2090359628200531, + "learning_rate": 0.0002495466873196455, + "timestep_mean": 578.03125, + "epsilon_norm": 8.507509231567383, + "prediction_norm": 7.158686637878418, + "timestamp": "2025-07-14T12:34:21.091963" + }, + { + "epoch": 1334, + "batch_idx": 32, + "loss": 0.2743823230266571, + "learning_rate": 0.0002495466873196455, + "timestep_mean": 506.03125, + "epsilon_norm": 8.484773635864258, + "prediction_norm": 7.349581718444824, + "timestamp": "2025-07-14T12:34:21.097149" + }, + { + "epoch": 1334, + "batch_idx": 64, + "loss": 0.21883463859558105, + "learning_rate": 0.0002495466873196455, + "timestep_mean": 509.0625, + "epsilon_norm": 8.101088523864746, + "prediction_norm": 7.05609130859375, + "timestamp": "2025-07-14T12:34:21.102314" + }, + { + "epoch": 1334, + "batch_idx": 96, + "loss": 0.23686322569847107, + "learning_rate": 0.0002495466873196455, + "timestep_mean": 513.4375, + "epsilon_norm": 7.988983154296875, + "prediction_norm": 6.571600437164307, + "timestamp": "2025-07-14T12:34:21.107497" + }, + { + "epoch": 1334, + "batch_idx": 128, + "loss": 0.3466304838657379, + "learning_rate": 0.0002495466873196455, + "timestep_mean": 470.9375, + "epsilon_norm": 8.74404239654541, + "prediction_norm": 6.988877773284912, + "timestamp": "2025-07-14T12:34:21.112674" + }, + { + "epoch": 1334, + "batch_idx": 160, + "loss": 0.22662559151649475, + "learning_rate": 0.0002495466873196455, + "timestep_mean": 484.5, + "epsilon_norm": 7.5685224533081055, + "prediction_norm": 6.541111946105957, + "timestamp": "2025-07-14T12:34:21.117791" + }, + { + "epoch": 1334, + "batch_idx": 192, + "loss": 0.5033172965049744, + "learning_rate": 0.0002495466873196455, + "timestep_mean": 327.25, + "epsilon_norm": 3.53731632232666, + "prediction_norm": 2.553220272064209, + "timestamp": "2025-07-14T12:34:21.122936" + }, + { + "epoch": 1335, + "batch_idx": 0, + "loss": 0.2752133905887604, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 440.59375, + "epsilon_norm": 9.503006935119629, + "prediction_norm": 7.9085493087768555, + "timestamp": "2025-07-14T12:34:21.128132" + }, + { + "epoch": 1335, + "batch_idx": 32, + "loss": 0.16037406027317047, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 592.84375, + "epsilon_norm": 8.422380447387695, + "prediction_norm": 7.485702991485596, + "timestamp": "2025-07-14T12:34:21.133424" + }, + { + "epoch": 1335, + "batch_idx": 64, + "loss": 0.10801366716623306, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 593.59375, + "epsilon_norm": 7.0997114181518555, + "prediction_norm": 6.826859951019287, + "timestamp": "2025-07-14T12:34:21.138582" + }, + { + "epoch": 1335, + "batch_idx": 96, + "loss": 0.17931310832500458, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 487.84375, + "epsilon_norm": 7.115450859069824, + "prediction_norm": 6.395959377288818, + "timestamp": "2025-07-14T12:34:21.143774" + }, + { + "epoch": 1335, + "batch_idx": 128, + "loss": 0.16610132157802582, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 569.125, + "epsilon_norm": 7.587230682373047, + "prediction_norm": 6.961729526519775, + "timestamp": "2025-07-14T12:34:21.148986" + }, + { + "epoch": 1335, + "batch_idx": 160, + "loss": 0.25312697887420654, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 534.78125, + "epsilon_norm": 8.591206550598145, + "prediction_norm": 7.712909698486328, + "timestamp": "2025-07-14T12:34:21.154157" + }, + { + "epoch": 1335, + "batch_idx": 192, + "loss": 0.5648048520088196, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 394.125, + "epsilon_norm": 4.602065563201904, + "prediction_norm": 3.1222803592681885, + "timestamp": "2025-07-14T12:34:21.159282" + }, + { + "epoch": 1336, + "batch_idx": 0, + "loss": 0.11551280319690704, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 476.09375, + "epsilon_norm": 6.612367630004883, + "prediction_norm": 6.518158435821533, + "timestamp": "2025-07-14T12:34:21.164480" + }, + { + "epoch": 1336, + "batch_idx": 32, + "loss": 0.29653459787368774, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 487.25, + "epsilon_norm": 7.843574047088623, + "prediction_norm": 6.338270664215088, + "timestamp": "2025-07-14T12:34:21.169652" + }, + { + "epoch": 1336, + "batch_idx": 64, + "loss": 0.23424488306045532, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 530.75, + "epsilon_norm": 7.413295745849609, + "prediction_norm": 6.06720495223999, + "timestamp": "2025-07-14T12:34:21.174838" + }, + { + "epoch": 1336, + "batch_idx": 96, + "loss": 0.2716754078865051, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 445.03125, + "epsilon_norm": 8.086448669433594, + "prediction_norm": 7.468106269836426, + "timestamp": "2025-07-14T12:34:21.180155" + }, + { + "epoch": 1336, + "batch_idx": 128, + "loss": 0.25956881046295166, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 483.40625, + "epsilon_norm": 8.867417335510254, + "prediction_norm": 7.339348316192627, + "timestamp": "2025-07-14T12:34:21.185297" + }, + { + "epoch": 1336, + "batch_idx": 160, + "loss": 0.48769447207450867, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 449.96875, + "epsilon_norm": 8.711423873901367, + "prediction_norm": 6.928902626037598, + "timestamp": "2025-07-14T12:34:21.190526" + }, + { + "epoch": 1336, + "batch_idx": 192, + "loss": 0.42596927285194397, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 346.0, + "epsilon_norm": 4.09998893737793, + "prediction_norm": 3.8723549842834473, + "timestamp": "2025-07-14T12:34:21.195684" + }, + { + "epoch": 1337, + "batch_idx": 0, + "loss": 0.3216753602027893, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 494.75, + "epsilon_norm": 8.459827423095703, + "prediction_norm": 7.3363566398620605, + "timestamp": "2025-07-14T12:34:21.200921" + }, + { + "epoch": 1337, + "batch_idx": 32, + "loss": 0.30810868740081787, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 463.375, + "epsilon_norm": 8.544804573059082, + "prediction_norm": 7.243601322174072, + "timestamp": "2025-07-14T12:34:21.206152" + }, + { + "epoch": 1337, + "batch_idx": 64, + "loss": 0.21740135550498962, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 507.09375, + "epsilon_norm": 8.40872573852539, + "prediction_norm": 7.567336082458496, + "timestamp": "2025-07-14T12:34:21.211345" + }, + { + "epoch": 1337, + "batch_idx": 96, + "loss": 0.242072194814682, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 519.5, + "epsilon_norm": 6.833646297454834, + "prediction_norm": 5.5873003005981445, + "timestamp": "2025-07-14T12:34:21.216783" + }, + { + "epoch": 1337, + "batch_idx": 128, + "loss": 0.39980727434158325, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 490.3125, + "epsilon_norm": 8.013008117675781, + "prediction_norm": 6.440279006958008, + "timestamp": "2025-07-14T12:34:21.221950" + }, + { + "epoch": 1337, + "batch_idx": 160, + "loss": 0.19353356957435608, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 477.15625, + "epsilon_norm": 6.890319347381592, + "prediction_norm": 5.982751369476318, + "timestamp": "2025-07-14T12:34:21.227172" + }, + { + "epoch": 1337, + "batch_idx": 192, + "loss": 0.18715961277484894, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 522.5, + "epsilon_norm": 4.40272855758667, + "prediction_norm": 3.924988031387329, + "timestamp": "2025-07-14T12:34:21.232268" + }, + { + "epoch": 1338, + "batch_idx": 0, + "loss": 0.3034094572067261, + "learning_rate": 0.0002468325963234342, + "timestep_mean": 500.375, + "epsilon_norm": 7.562463760375977, + "prediction_norm": 6.346436977386475, + "timestamp": "2025-07-14T12:34:21.237511" + }, + { + "epoch": 1338, + "batch_idx": 32, + "loss": 0.18018190562725067, + "learning_rate": 0.0002468325963234342, + "timestep_mean": 505.375, + "epsilon_norm": 8.327707290649414, + "prediction_norm": 7.424315452575684, + "timestamp": "2025-07-14T12:34:21.242742" + }, + { + "epoch": 1338, + "batch_idx": 64, + "loss": 0.27063214778900146, + "learning_rate": 0.0002468325963234342, + "timestep_mean": 422.4375, + "epsilon_norm": 7.6177978515625, + "prediction_norm": 6.394880294799805, + "timestamp": "2025-07-14T12:34:21.247952" + }, + { + "epoch": 1338, + "batch_idx": 96, + "loss": 0.20867952704429626, + "learning_rate": 0.0002468325963234342, + "timestep_mean": 436.71875, + "epsilon_norm": 7.674128532409668, + "prediction_norm": 6.382267951965332, + "timestamp": "2025-07-14T12:34:21.253160" + }, + { + "epoch": 1338, + "batch_idx": 128, + "loss": 0.176611989736557, + "learning_rate": 0.0002468325963234342, + "timestep_mean": 547.125, + "epsilon_norm": 8.553462028503418, + "prediction_norm": 7.735283374786377, + "timestamp": "2025-07-14T12:34:21.258433" + }, + { + "epoch": 1338, + "batch_idx": 160, + "loss": 0.32157012820243835, + "learning_rate": 0.0002468325963234342, + "timestep_mean": 612.0, + "epsilon_norm": 9.043251037597656, + "prediction_norm": 8.07258129119873, + "timestamp": "2025-07-14T12:34:21.263600" + }, + { + "epoch": 1338, + "batch_idx": 192, + "loss": 0.19807130098342896, + "learning_rate": 0.0002468325963234342, + "timestep_mean": 592.375, + "epsilon_norm": 3.600998640060425, + "prediction_norm": 2.6728262901306152, + "timestamp": "2025-07-14T12:34:21.268738" + }, + { + "epoch": 1339, + "batch_idx": 0, + "loss": 0.37817561626434326, + "learning_rate": 0.0002461556310562511, + "timestep_mean": 490.75, + "epsilon_norm": 8.899903297424316, + "prediction_norm": 7.073536396026611, + "timestamp": "2025-07-14T12:34:21.274032" + }, + { + "epoch": 1339, + "batch_idx": 32, + "loss": 0.17681753635406494, + "learning_rate": 0.0002461556310562511, + "timestep_mean": 531.46875, + "epsilon_norm": 8.021659851074219, + "prediction_norm": 7.812809944152832, + "timestamp": "2025-07-14T12:34:21.279212" + }, + { + "epoch": 1339, + "batch_idx": 64, + "loss": 0.604714572429657, + "learning_rate": 0.0002461556310562511, + "timestep_mean": 461.53125, + "epsilon_norm": 8.896953582763672, + "prediction_norm": 5.995298862457275, + "timestamp": "2025-07-14T12:34:21.284408" + }, + { + "epoch": 1339, + "batch_idx": 96, + "loss": 0.2444809228181839, + "learning_rate": 0.0002461556310562511, + "timestep_mean": 516.53125, + "epsilon_norm": 8.295781135559082, + "prediction_norm": 7.486260890960693, + "timestamp": "2025-07-14T12:34:21.289603" + }, + { + "epoch": 1339, + "batch_idx": 128, + "loss": 0.19369962811470032, + "learning_rate": 0.0002461556310562511, + "timestep_mean": 499.65625, + "epsilon_norm": 8.314884185791016, + "prediction_norm": 7.425632953643799, + "timestamp": "2025-07-14T12:34:21.294823" + }, + { + "epoch": 1339, + "batch_idx": 160, + "loss": 0.3426116406917572, + "learning_rate": 0.0002461556310562511, + "timestep_mean": 394.15625, + "epsilon_norm": 6.958126068115234, + "prediction_norm": 5.583066463470459, + "timestamp": "2025-07-14T12:34:21.300103" + }, + { + "epoch": 1339, + "batch_idx": 192, + "loss": 0.2473086416721344, + "learning_rate": 0.0002461556310562511, + "timestep_mean": 479.625, + "epsilon_norm": 3.0604782104492188, + "prediction_norm": 3.073350429534912, + "timestamp": "2025-07-14T12:34:21.305224" + }, + { + "epoch": 1340, + "batch_idx": 0, + "loss": 0.46364524960517883, + "learning_rate": 0.0002454792921248147, + "timestep_mean": 411.65625, + "epsilon_norm": 8.684408187866211, + "prediction_norm": 7.100180625915527, + "timestamp": "2025-07-14T12:34:21.310433" + }, + { + "epoch": 1340, + "batch_idx": 32, + "loss": 0.34821802377700806, + "learning_rate": 0.0002454792921248147, + "timestep_mean": 436.15625, + "epsilon_norm": 8.633220672607422, + "prediction_norm": 7.821234226226807, + "timestamp": "2025-07-14T12:34:21.315697" + }, + { + "epoch": 1340, + "batch_idx": 64, + "loss": 0.32340821623802185, + "learning_rate": 0.0002454792921248147, + "timestep_mean": 616.1875, + "epsilon_norm": 9.290934562683105, + "prediction_norm": 8.248775482177734, + "timestamp": "2025-07-14T12:34:21.320865" + }, + { + "epoch": 1340, + "batch_idx": 96, + "loss": 0.285366415977478, + "learning_rate": 0.0002454792921248147, + "timestep_mean": 545.78125, + "epsilon_norm": 9.085285186767578, + "prediction_norm": 7.806457042694092, + "timestamp": "2025-07-14T12:34:21.325892" + }, + { + "epoch": 1340, + "batch_idx": 128, + "loss": 0.42013752460479736, + "learning_rate": 0.0002454792921248147, + "timestep_mean": 391.625, + "epsilon_norm": 7.196383476257324, + "prediction_norm": 5.221867084503174, + "timestamp": "2025-07-14T12:34:21.331018" + }, + { + "epoch": 1340, + "batch_idx": 160, + "loss": 0.4629930853843689, + "learning_rate": 0.0002454792921248147, + "timestep_mean": 476.9375, + "epsilon_norm": 8.984583854675293, + "prediction_norm": 7.161506175994873, + "timestamp": "2025-07-14T12:34:21.336209" + }, + { + "epoch": 1340, + "batch_idx": 192, + "loss": 0.3096410036087036, + "learning_rate": 0.0002454792921248147, + "timestep_mean": 411.0, + "epsilon_norm": 3.322737455368042, + "prediction_norm": 2.5145344734191895, + "timestamp": "2025-07-14T12:34:21.341438" + }, + { + "epoch": 1341, + "batch_idx": 0, + "loss": 0.25503379106521606, + "learning_rate": 0.00024480358119792375, + "timestep_mean": 552.8125, + "epsilon_norm": 8.93375301361084, + "prediction_norm": 7.212430000305176, + "timestamp": "2025-07-14T12:34:21.346807" + }, + { + "epoch": 1341, + "batch_idx": 32, + "loss": 0.34756797552108765, + "learning_rate": 0.00024480358119792375, + "timestep_mean": 535.46875, + "epsilon_norm": 7.925502777099609, + "prediction_norm": 6.648284912109375, + "timestamp": "2025-07-14T12:34:21.351969" + }, + { + "epoch": 1341, + "batch_idx": 64, + "loss": 0.4912295937538147, + "learning_rate": 0.00024480358119792375, + "timestep_mean": 448.96875, + "epsilon_norm": 9.955471992492676, + "prediction_norm": 7.883037090301514, + "timestamp": "2025-07-14T12:34:21.357166" + }, + { + "epoch": 1341, + "batch_idx": 96, + "loss": 0.3719657063484192, + "learning_rate": 0.00024480358119792375, + "timestep_mean": 480.8125, + "epsilon_norm": 6.633453369140625, + "prediction_norm": 5.125400066375732, + "timestamp": "2025-07-14T12:34:21.362323" + }, + { + "epoch": 1341, + "batch_idx": 128, + "loss": 0.1738692820072174, + "learning_rate": 0.00024480358119792375, + "timestep_mean": 510.28125, + "epsilon_norm": 6.542875289916992, + "prediction_norm": 5.875683784484863, + "timestamp": "2025-07-14T12:34:21.367601" + }, + { + "epoch": 1341, + "batch_idx": 160, + "loss": 0.31034988164901733, + "learning_rate": 0.00024480358119792375, + "timestep_mean": 449.28125, + "epsilon_norm": 7.5642313957214355, + "prediction_norm": 6.172010898590088, + "timestamp": "2025-07-14T12:34:21.372831" + }, + { + "epoch": 1341, + "batch_idx": 192, + "loss": 0.241184264421463, + "learning_rate": 0.00024480358119792375, + "timestep_mean": 513.25, + "epsilon_norm": 3.29109787940979, + "prediction_norm": 2.201927661895752, + "timestamp": "2025-07-14T12:34:21.378028" + }, + { + "epoch": 1342, + "batch_idx": 0, + "loss": 0.18835848569869995, + "learning_rate": 0.0002441284999428279, + "timestep_mean": 466.0, + "epsilon_norm": 7.609839916229248, + "prediction_norm": 6.612412452697754, + "timestamp": "2025-07-14T12:34:21.383403" + }, + { + "epoch": 1342, + "batch_idx": 32, + "loss": 0.2797510027885437, + "learning_rate": 0.0002441284999428279, + "timestep_mean": 445.90625, + "epsilon_norm": 7.591912746429443, + "prediction_norm": 6.453458786010742, + "timestamp": "2025-07-14T12:34:21.388604" + }, + { + "epoch": 1342, + "batch_idx": 64, + "loss": 0.3807489275932312, + "learning_rate": 0.0002441284999428279, + "timestep_mean": 446.625, + "epsilon_norm": 8.043539047241211, + "prediction_norm": 5.946889877319336, + "timestamp": "2025-07-14T12:34:21.393795" + }, + { + "epoch": 1342, + "batch_idx": 96, + "loss": 0.35499459505081177, + "learning_rate": 0.0002441284999428279, + "timestep_mean": 480.53125, + "epsilon_norm": 7.882680892944336, + "prediction_norm": 6.341928482055664, + "timestamp": "2025-07-14T12:34:21.399099" + }, + { + "epoch": 1342, + "batch_idx": 128, + "loss": 0.45675572752952576, + "learning_rate": 0.0002441284999428279, + "timestep_mean": 490.03125, + "epsilon_norm": 7.772331714630127, + "prediction_norm": 5.64321756362915, + "timestamp": "2025-07-14T12:34:21.404157" + }, + { + "epoch": 1342, + "batch_idx": 160, + "loss": 0.31452876329421997, + "learning_rate": 0.0002441284999428279, + "timestep_mean": 519.59375, + "epsilon_norm": 7.935083866119385, + "prediction_norm": 6.564136028289795, + "timestamp": "2025-07-14T12:34:21.409144" + }, + { + "epoch": 1342, + "batch_idx": 192, + "loss": 0.22876876592636108, + "learning_rate": 0.0002441284999428279, + "timestep_mean": 514.0, + "epsilon_norm": 4.577445030212402, + "prediction_norm": 3.465040922164917, + "timestamp": "2025-07-14T12:34:21.414121" + }, + { + "epoch": 1343, + "batch_idx": 0, + "loss": 0.20342102646827698, + "learning_rate": 0.00024345405002522302, + "timestep_mean": 423.03125, + "epsilon_norm": 8.931449890136719, + "prediction_norm": 8.6078462600708, + "timestamp": "2025-07-14T12:34:21.419215" + }, + { + "epoch": 1343, + "batch_idx": 32, + "loss": 0.3214465379714966, + "learning_rate": 0.00024345405002522302, + "timestep_mean": 531.03125, + "epsilon_norm": 9.15533447265625, + "prediction_norm": 7.325591087341309, + "timestamp": "2025-07-14T12:34:21.424456" + }, + { + "epoch": 1343, + "batch_idx": 64, + "loss": 0.2324739545583725, + "learning_rate": 0.00024345405002522302, + "timestep_mean": 470.1875, + "epsilon_norm": 9.29951000213623, + "prediction_norm": 7.952080249786377, + "timestamp": "2025-07-14T12:34:21.429804" + }, + { + "epoch": 1343, + "batch_idx": 96, + "loss": 0.2586011290550232, + "learning_rate": 0.00024345405002522302, + "timestep_mean": 482.65625, + "epsilon_norm": 7.54583215713501, + "prediction_norm": 6.104974269866943, + "timestamp": "2025-07-14T12:34:21.434988" + }, + { + "epoch": 1343, + "batch_idx": 128, + "loss": 0.23641332983970642, + "learning_rate": 0.00024345405002522302, + "timestep_mean": 468.40625, + "epsilon_norm": 8.024191856384277, + "prediction_norm": 6.55158805847168, + "timestamp": "2025-07-14T12:34:21.440184" + }, + { + "epoch": 1343, + "batch_idx": 160, + "loss": 0.43470075726509094, + "learning_rate": 0.00024345405002522302, + "timestep_mean": 426.5, + "epsilon_norm": 7.553986549377441, + "prediction_norm": 5.784981727600098, + "timestamp": "2025-07-14T12:34:21.445378" + }, + { + "epoch": 1343, + "batch_idx": 192, + "loss": 0.5221231579780579, + "learning_rate": 0.00024345405002522302, + "timestep_mean": 480.375, + "epsilon_norm": 3.4771482944488525, + "prediction_norm": 2.650540828704834, + "timestamp": "2025-07-14T12:34:21.450771" + }, + { + "epoch": 1344, + "batch_idx": 0, + "loss": 0.16731971502304077, + "learning_rate": 0.000242780233109247, + "timestep_mean": 537.25, + "epsilon_norm": 7.960211277008057, + "prediction_norm": 7.45387601852417, + "timestamp": "2025-07-14T12:34:21.455926" + }, + { + "epoch": 1344, + "batch_idx": 32, + "loss": 0.2766995131969452, + "learning_rate": 0.000242780233109247, + "timestep_mean": 505.4375, + "epsilon_norm": 8.968311309814453, + "prediction_norm": 7.69765043258667, + "timestamp": "2025-07-14T12:34:21.460958" + }, + { + "epoch": 1344, + "batch_idx": 64, + "loss": 0.22446785867214203, + "learning_rate": 0.000242780233109247, + "timestep_mean": 524.375, + "epsilon_norm": 8.5399808883667, + "prediction_norm": 7.822550296783447, + "timestamp": "2025-07-14T12:34:21.465906" + }, + { + "epoch": 1344, + "batch_idx": 96, + "loss": 0.41760528087615967, + "learning_rate": 0.000242780233109247, + "timestep_mean": 438.6875, + "epsilon_norm": 8.846511840820312, + "prediction_norm": 6.5942769050598145, + "timestamp": "2025-07-14T12:34:21.470738" + }, + { + "epoch": 1344, + "batch_idx": 128, + "loss": 0.3619763255119324, + "learning_rate": 0.000242780233109247, + "timestep_mean": 499.34375, + "epsilon_norm": 8.575129508972168, + "prediction_norm": 6.793651580810547, + "timestamp": "2025-07-14T12:34:21.475625" + }, + { + "epoch": 1344, + "batch_idx": 160, + "loss": 0.1384846568107605, + "learning_rate": 0.000242780233109247, + "timestep_mean": 554.28125, + "epsilon_norm": 8.54416561126709, + "prediction_norm": 7.6165876388549805, + "timestamp": "2025-07-14T12:34:21.480466" + }, + { + "epoch": 1344, + "batch_idx": 192, + "loss": 0.21240103244781494, + "learning_rate": 0.000242780233109247, + "timestep_mean": 540.875, + "epsilon_norm": 3.395224094390869, + "prediction_norm": 2.250945568084717, + "timestamp": "2025-07-14T12:34:21.485307" + }, + { + "epoch": 1345, + "batch_idx": 0, + "loss": 0.47357362508773804, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 439.40625, + "epsilon_norm": 7.641485214233398, + "prediction_norm": 5.608308792114258, + "timestamp": "2025-07-14T12:34:21.490328" + }, + { + "epoch": 1345, + "batch_idx": 32, + "loss": 0.10446441173553467, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 622.9375, + "epsilon_norm": 7.538137435913086, + "prediction_norm": 6.861055374145508, + "timestamp": "2025-07-14T12:34:21.495541" + }, + { + "epoch": 1345, + "batch_idx": 64, + "loss": 0.3454602360725403, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 500.8125, + "epsilon_norm": 7.378894805908203, + "prediction_norm": 5.68184757232666, + "timestamp": "2025-07-14T12:34:21.500739" + }, + { + "epoch": 1345, + "batch_idx": 96, + "loss": 0.5195760130882263, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 489.78125, + "epsilon_norm": 9.44566535949707, + "prediction_norm": 7.359731674194336, + "timestamp": "2025-07-14T12:34:21.505782" + }, + { + "epoch": 1345, + "batch_idx": 128, + "loss": 0.2846546769142151, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 500.84375, + "epsilon_norm": 7.423825263977051, + "prediction_norm": 6.357394218444824, + "timestamp": "2025-07-14T12:34:21.510908" + }, + { + "epoch": 1345, + "batch_idx": 160, + "loss": 0.31936115026474, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 569.125, + "epsilon_norm": 8.425464630126953, + "prediction_norm": 7.2646074295043945, + "timestamp": "2025-07-14T12:34:21.516091" + }, + { + "epoch": 1345, + "batch_idx": 192, + "loss": 0.07533273100852966, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 471.75, + "epsilon_norm": 3.949286460876465, + "prediction_norm": 3.8869752883911133, + "timestamp": "2025-07-14T12:34:21.521359" + }, + { + "epoch": 1346, + "batch_idx": 0, + "loss": 0.32207050919532776, + "learning_rate": 0.0002414345049309217, + "timestep_mean": 523.59375, + "epsilon_norm": 7.123641490936279, + "prediction_norm": 5.989088535308838, + "timestamp": "2025-07-14T12:34:21.526380" + }, + { + "epoch": 1346, + "batch_idx": 32, + "loss": 0.24296195805072784, + "learning_rate": 0.0002414345049309217, + "timestep_mean": 502.125, + "epsilon_norm": 9.324498176574707, + "prediction_norm": 8.423493385314941, + "timestamp": "2025-07-14T12:34:21.531417" + }, + { + "epoch": 1346, + "batch_idx": 64, + "loss": 0.18924295902252197, + "learning_rate": 0.0002414345049309217, + "timestep_mean": 548.8125, + "epsilon_norm": 7.297212600708008, + "prediction_norm": 6.2538161277771, + "timestamp": "2025-07-14T12:34:21.536645" + }, + { + "epoch": 1346, + "batch_idx": 96, + "loss": 0.4586501121520996, + "learning_rate": 0.0002414345049309217, + "timestep_mean": 451.21875, + "epsilon_norm": 8.743024826049805, + "prediction_norm": 6.914772987365723, + "timestamp": "2025-07-14T12:34:21.541934" + }, + { + "epoch": 1346, + "batch_idx": 128, + "loss": 0.3846944570541382, + "learning_rate": 0.0002414345049309217, + "timestep_mean": 496.40625, + "epsilon_norm": 7.980383396148682, + "prediction_norm": 6.314620018005371, + "timestamp": "2025-07-14T12:34:21.546863" + }, + { + "epoch": 1346, + "batch_idx": 160, + "loss": 0.24178850650787354, + "learning_rate": 0.0002414345049309217, + "timestep_mean": 501.3125, + "epsilon_norm": 8.105250358581543, + "prediction_norm": 6.541369438171387, + "timestamp": "2025-07-14T12:34:21.551927" + }, + { + "epoch": 1346, + "batch_idx": 192, + "loss": 0.39374127984046936, + "learning_rate": 0.0002414345049309217, + "timestep_mean": 465.125, + "epsilon_norm": 4.333470344543457, + "prediction_norm": 3.3506627082824707, + "timestamp": "2025-07-14T12:34:21.557054" + }, + { + "epoch": 1347, + "batch_idx": 0, + "loss": 0.31510111689567566, + "learning_rate": 0.00024076259698902258, + "timestep_mean": 484.34375, + "epsilon_norm": 7.557987689971924, + "prediction_norm": 6.403543949127197, + "timestamp": "2025-07-14T12:34:21.562351" + }, + { + "epoch": 1347, + "batch_idx": 32, + "loss": 0.18676148355007172, + "learning_rate": 0.00024076259698902258, + "timestep_mean": 493.6875, + "epsilon_norm": 7.326845169067383, + "prediction_norm": 6.351301193237305, + "timestamp": "2025-07-14T12:34:21.567618" + }, + { + "epoch": 1347, + "batch_idx": 64, + "loss": 0.27022674679756165, + "learning_rate": 0.00024076259698902258, + "timestep_mean": 448.59375, + "epsilon_norm": 8.487253189086914, + "prediction_norm": 6.878105640411377, + "timestamp": "2025-07-14T12:34:21.572806" + }, + { + "epoch": 1347, + "batch_idx": 96, + "loss": 0.2689220905303955, + "learning_rate": 0.00024076259698902258, + "timestep_mean": 428.3125, + "epsilon_norm": 8.844293594360352, + "prediction_norm": 7.52427339553833, + "timestamp": "2025-07-14T12:34:21.578000" + }, + { + "epoch": 1347, + "batch_idx": 128, + "loss": 0.18377386033535004, + "learning_rate": 0.00024076259698902258, + "timestep_mean": 521.0625, + "epsilon_norm": 8.75360107421875, + "prediction_norm": 8.099960327148438, + "timestamp": "2025-07-14T12:34:21.583379" + }, + { + "epoch": 1347, + "batch_idx": 160, + "loss": 0.19231101870536804, + "learning_rate": 0.00024076259698902258, + "timestep_mean": 537.125, + "epsilon_norm": 8.430273056030273, + "prediction_norm": 7.942395210266113, + "timestamp": "2025-07-14T12:34:21.588553" + }, + { + "epoch": 1347, + "batch_idx": 192, + "loss": 0.06724131852388382, + "learning_rate": 0.00024076259698902258, + "timestep_mean": 691.25, + "epsilon_norm": 4.288055896759033, + "prediction_norm": 3.8620827198028564, + "timestamp": "2025-07-14T12:34:21.593593" + }, + { + "epoch": 1348, + "batch_idx": 0, + "loss": 0.2509686052799225, + "learning_rate": 0.00024009132868964568, + "timestep_mean": 534.71875, + "epsilon_norm": 8.21360969543457, + "prediction_norm": 6.855930328369141, + "timestamp": "2025-07-14T12:34:21.598720" + }, + { + "epoch": 1348, + "batch_idx": 32, + "loss": 0.3876628279685974, + "learning_rate": 0.00024009132868964568, + "timestep_mean": 498.375, + "epsilon_norm": 7.25234317779541, + "prediction_norm": 5.805969715118408, + "timestamp": "2025-07-14T12:34:21.603848" + }, + { + "epoch": 1348, + "batch_idx": 64, + "loss": 0.18783092498779297, + "learning_rate": 0.00024009132868964568, + "timestep_mean": 523.96875, + "epsilon_norm": 7.786746025085449, + "prediction_norm": 6.530949592590332, + "timestamp": "2025-07-14T12:34:21.609056" + }, + { + "epoch": 1348, + "batch_idx": 96, + "loss": 0.2512732744216919, + "learning_rate": 0.00024009132868964568, + "timestep_mean": 450.65625, + "epsilon_norm": 7.650362968444824, + "prediction_norm": 6.730532169342041, + "timestamp": "2025-07-14T12:34:21.614184" + }, + { + "epoch": 1348, + "batch_idx": 128, + "loss": 0.23119044303894043, + "learning_rate": 0.00024009132868964568, + "timestep_mean": 482.40625, + "epsilon_norm": 6.716156959533691, + "prediction_norm": 5.840714454650879, + "timestamp": "2025-07-14T12:34:21.619469" + }, + { + "epoch": 1348, + "batch_idx": 160, + "loss": 0.36027950048446655, + "learning_rate": 0.00024009132868964568, + "timestep_mean": 437.375, + "epsilon_norm": 7.725244045257568, + "prediction_norm": 6.0896687507629395, + "timestamp": "2025-07-14T12:34:21.624734" + }, + { + "epoch": 1348, + "batch_idx": 192, + "loss": 0.5363362431526184, + "learning_rate": 0.00024009132868964568, + "timestep_mean": 499.75, + "epsilon_norm": 4.8416900634765625, + "prediction_norm": 3.7175650596618652, + "timestamp": "2025-07-14T12:34:21.629883" + }, + { + "epoch": 1349, + "batch_idx": 0, + "loss": 0.2427811622619629, + "learning_rate": 0.0002394207016890781, + "timestep_mean": 539.0625, + "epsilon_norm": 8.304567337036133, + "prediction_norm": 7.256284713745117, + "timestamp": "2025-07-14T12:34:21.635004" + }, + { + "epoch": 1349, + "batch_idx": 32, + "loss": 0.1418556421995163, + "learning_rate": 0.0002394207016890781, + "timestep_mean": 535.8125, + "epsilon_norm": 8.62033748626709, + "prediction_norm": 7.97828483581543, + "timestamp": "2025-07-14T12:34:21.640150" + }, + { + "epoch": 1349, + "batch_idx": 64, + "loss": 0.21037574112415314, + "learning_rate": 0.0002394207016890781, + "timestep_mean": 512.375, + "epsilon_norm": 7.2718186378479, + "prediction_norm": 6.622316360473633, + "timestamp": "2025-07-14T12:34:21.645292" + }, + { + "epoch": 1349, + "batch_idx": 96, + "loss": 0.3431120216846466, + "learning_rate": 0.0002394207016890781, + "timestep_mean": 455.3125, + "epsilon_norm": 8.517915725708008, + "prediction_norm": 6.556156158447266, + "timestamp": "2025-07-14T12:34:21.650489" + }, + { + "epoch": 1349, + "batch_idx": 128, + "loss": 0.12641748785972595, + "learning_rate": 0.0002394207016890781, + "timestep_mean": 518.21875, + "epsilon_norm": 6.17622709274292, + "prediction_norm": 5.501677513122559, + "timestamp": "2025-07-14T12:34:21.655678" + }, + { + "epoch": 1349, + "batch_idx": 160, + "loss": 0.31581491231918335, + "learning_rate": 0.0002394207016890781, + "timestep_mean": 493.28125, + "epsilon_norm": 7.337238788604736, + "prediction_norm": 5.94793176651001, + "timestamp": "2025-07-14T12:34:21.660866" + }, + { + "epoch": 1349, + "batch_idx": 192, + "loss": 0.10469328612089157, + "learning_rate": 0.0002394207016890781, + "timestep_mean": 512.75, + "epsilon_norm": 4.298933506011963, + "prediction_norm": 3.8413026332855225, + "timestamp": "2025-07-14T12:34:21.665959" + }, + { + "epoch": 1350, + "batch_idx": 0, + "loss": 0.15076108276844025, + "learning_rate": 0.0002387507176420259, + "timestep_mean": 534.03125, + "epsilon_norm": 8.133759498596191, + "prediction_norm": 7.310326099395752, + "timestamp": "2025-07-14T12:34:21.671186" + }, + { + "epoch": 1350, + "batch_idx": 32, + "loss": 0.18239617347717285, + "learning_rate": 0.0002387507176420259, + "timestep_mean": 583.0, + "epsilon_norm": 7.4243292808532715, + "prediction_norm": 6.705044746398926, + "timestamp": "2025-07-14T12:34:21.676263" + }, + { + "epoch": 1350, + "batch_idx": 64, + "loss": 0.245811328291893, + "learning_rate": 0.0002387507176420259, + "timestep_mean": 468.34375, + "epsilon_norm": 7.162786960601807, + "prediction_norm": 6.649322509765625, + "timestamp": "2025-07-14T12:34:21.681453" + }, + { + "epoch": 1350, + "batch_idx": 96, + "loss": 0.19657349586486816, + "learning_rate": 0.0002387507176420259, + "timestep_mean": 466.09375, + "epsilon_norm": 7.661855697631836, + "prediction_norm": 7.597207069396973, + "timestamp": "2025-07-14T12:34:21.686639" + }, + { + "epoch": 1350, + "batch_idx": 128, + "loss": 0.33439356088638306, + "learning_rate": 0.0002387507176420259, + "timestep_mean": 550.0, + "epsilon_norm": 7.314298152923584, + "prediction_norm": 6.328273773193359, + "timestamp": "2025-07-14T12:34:21.692031" + }, + { + "epoch": 1350, + "batch_idx": 160, + "loss": 0.3000987768173218, + "learning_rate": 0.0002387507176420259, + "timestep_mean": 497.40625, + "epsilon_norm": 7.775201320648193, + "prediction_norm": 6.184471607208252, + "timestamp": "2025-07-14T12:34:21.697208" + }, + { + "epoch": 1350, + "batch_idx": 192, + "loss": 0.8502779603004456, + "learning_rate": 0.0002387507176420259, + "timestep_mean": 366.75, + "epsilon_norm": 5.7443647384643555, + "prediction_norm": 4.485824108123779, + "timestamp": "2025-07-14T12:34:21.702360" + }, + { + "epoch": 1351, + "batch_idx": 0, + "loss": 0.3038427233695984, + "learning_rate": 0.00023808137820160788, + "timestep_mean": 487.15625, + "epsilon_norm": 8.50556755065918, + "prediction_norm": 7.5026535987854, + "timestamp": "2025-07-14T12:34:21.707593" + }, + { + "epoch": 1351, + "batch_idx": 32, + "loss": 0.42434316873550415, + "learning_rate": 0.00023808137820160788, + "timestep_mean": 481.65625, + "epsilon_norm": 9.168618202209473, + "prediction_norm": 7.573697090148926, + "timestamp": "2025-07-14T12:34:21.712806" + }, + { + "epoch": 1351, + "batch_idx": 64, + "loss": 0.24928522109985352, + "learning_rate": 0.00023808137820160788, + "timestep_mean": 553.09375, + "epsilon_norm": 8.114984512329102, + "prediction_norm": 7.434746265411377, + "timestamp": "2025-07-14T12:34:21.717976" + }, + { + "epoch": 1351, + "batch_idx": 96, + "loss": 0.1082131564617157, + "learning_rate": 0.00023808137820160788, + "timestep_mean": 557.34375, + "epsilon_norm": 6.769825458526611, + "prediction_norm": 5.822876453399658, + "timestamp": "2025-07-14T12:34:21.723246" + }, + { + "epoch": 1351, + "batch_idx": 128, + "loss": 0.42891180515289307, + "learning_rate": 0.00023808137820160788, + "timestep_mean": 489.25, + "epsilon_norm": 8.687163352966309, + "prediction_norm": 6.665730953216553, + "timestamp": "2025-07-14T12:34:21.728372" + }, + { + "epoch": 1351, + "batch_idx": 160, + "loss": 0.24449463188648224, + "learning_rate": 0.00023808137820160788, + "timestep_mean": 500.625, + "epsilon_norm": 7.731782913208008, + "prediction_norm": 5.980678081512451, + "timestamp": "2025-07-14T12:34:21.733648" + }, + { + "epoch": 1351, + "batch_idx": 192, + "loss": 0.1898638904094696, + "learning_rate": 0.00023808137820160788, + "timestep_mean": 518.125, + "epsilon_norm": 2.507878303527832, + "prediction_norm": 1.6647214889526367, + "timestamp": "2025-07-14T12:34:21.738793" + }, + { + "epoch": 1352, + "batch_idx": 0, + "loss": 0.5341764688491821, + "learning_rate": 0.0002374126850193524, + "timestep_mean": 499.28125, + "epsilon_norm": 8.318326950073242, + "prediction_norm": 6.346395492553711, + "timestamp": "2025-07-14T12:34:21.744010" + }, + { + "epoch": 1352, + "batch_idx": 32, + "loss": 0.4008468687534332, + "learning_rate": 0.0002374126850193524, + "timestep_mean": 461.34375, + "epsilon_norm": 7.871438503265381, + "prediction_norm": 6.44758415222168, + "timestamp": "2025-07-14T12:34:21.749220" + }, + { + "epoch": 1352, + "batch_idx": 64, + "loss": 0.26081597805023193, + "learning_rate": 0.0002374126850193524, + "timestep_mean": 493.21875, + "epsilon_norm": 7.444338798522949, + "prediction_norm": 5.880584239959717, + "timestamp": "2025-07-14T12:34:21.754412" + }, + { + "epoch": 1352, + "batch_idx": 96, + "loss": 0.3359408378601074, + "learning_rate": 0.0002374126850193524, + "timestep_mean": 500.5, + "epsilon_norm": 6.856078147888184, + "prediction_norm": 5.677597999572754, + "timestamp": "2025-07-14T12:34:21.759568" + }, + { + "epoch": 1352, + "batch_idx": 128, + "loss": 0.46520116925239563, + "learning_rate": 0.0002374126850193524, + "timestep_mean": 497.9375, + "epsilon_norm": 8.373480796813965, + "prediction_norm": 6.483420372009277, + "timestamp": "2025-07-14T12:34:21.764777" + }, + { + "epoch": 1352, + "batch_idx": 160, + "loss": 0.21882671117782593, + "learning_rate": 0.0002374126850193524, + "timestep_mean": 531.28125, + "epsilon_norm": 7.917629241943359, + "prediction_norm": 6.623180389404297, + "timestamp": "2025-07-14T12:34:21.770012" + }, + { + "epoch": 1352, + "batch_idx": 192, + "loss": 0.46212223172187805, + "learning_rate": 0.0002374126850193524, + "timestep_mean": 387.5, + "epsilon_norm": 3.9314863681793213, + "prediction_norm": 3.843294858932495, + "timestamp": "2025-07-14T12:34:21.775376" + }, + { + "epoch": 1353, + "batch_idx": 0, + "loss": 0.4571649432182312, + "learning_rate": 0.000236744639745194, + "timestep_mean": 463.65625, + "epsilon_norm": 8.420441627502441, + "prediction_norm": 6.480355262756348, + "timestamp": "2025-07-14T12:34:21.780554" + }, + { + "epoch": 1353, + "batch_idx": 32, + "loss": 0.2549710273742676, + "learning_rate": 0.000236744639745194, + "timestep_mean": 443.3125, + "epsilon_norm": 7.634417533874512, + "prediction_norm": 7.071836948394775, + "timestamp": "2025-07-14T12:34:21.785727" + }, + { + "epoch": 1353, + "batch_idx": 64, + "loss": 0.21638676524162292, + "learning_rate": 0.000236744639745194, + "timestep_mean": 455.3125, + "epsilon_norm": 7.062628746032715, + "prediction_norm": 5.952145099639893, + "timestamp": "2025-07-14T12:34:21.790988" + }, + { + "epoch": 1353, + "batch_idx": 96, + "loss": 0.27839213609695435, + "learning_rate": 0.000236744639745194, + "timestep_mean": 509.5, + "epsilon_norm": 7.569972991943359, + "prediction_norm": 6.5060038566589355, + "timestamp": "2025-07-14T12:34:21.796164" + }, + { + "epoch": 1353, + "batch_idx": 128, + "loss": 0.07067304849624634, + "learning_rate": 0.000236744639745194, + "timestep_mean": 624.53125, + "epsilon_norm": 7.703387260437012, + "prediction_norm": 7.173898220062256, + "timestamp": "2025-07-14T12:34:21.801411" + }, + { + "epoch": 1353, + "batch_idx": 160, + "loss": 0.2780216336250305, + "learning_rate": 0.000236744639745194, + "timestep_mean": 455.15625, + "epsilon_norm": 6.782446384429932, + "prediction_norm": 5.51399564743042, + "timestamp": "2025-07-14T12:34:21.806519" + }, + { + "epoch": 1353, + "batch_idx": 192, + "loss": 0.058649517595767975, + "learning_rate": 0.000236744639745194, + "timestep_mean": 463.25, + "epsilon_norm": 3.5416295528411865, + "prediction_norm": 3.5941638946533203, + "timestamp": "2025-07-14T12:34:21.811622" + }, + { + "epoch": 1354, + "batch_idx": 0, + "loss": 0.2746536135673523, + "learning_rate": 0.00023607724402746716, + "timestep_mean": 470.84375, + "epsilon_norm": 7.524539947509766, + "prediction_norm": 5.843266487121582, + "timestamp": "2025-07-14T12:34:21.817022" + }, + { + "epoch": 1354, + "batch_idx": 32, + "loss": 0.14914213120937347, + "learning_rate": 0.00023607724402746716, + "timestep_mean": 518.75, + "epsilon_norm": 8.39852523803711, + "prediction_norm": 8.474847793579102, + "timestamp": "2025-07-14T12:34:21.822125" + }, + { + "epoch": 1354, + "batch_idx": 64, + "loss": 0.23359867930412292, + "learning_rate": 0.00023607724402746716, + "timestep_mean": 487.0625, + "epsilon_norm": 7.981902599334717, + "prediction_norm": 6.575765132904053, + "timestamp": "2025-07-14T12:34:21.827323" + }, + { + "epoch": 1354, + "batch_idx": 96, + "loss": 0.259130597114563, + "learning_rate": 0.00023607724402746716, + "timestep_mean": 508.125, + "epsilon_norm": 8.482029914855957, + "prediction_norm": 7.103673458099365, + "timestamp": "2025-07-14T12:34:21.832530" + }, + { + "epoch": 1354, + "batch_idx": 128, + "loss": 0.2902684211730957, + "learning_rate": 0.00023607724402746716, + "timestep_mean": 516.625, + "epsilon_norm": 8.331855773925781, + "prediction_norm": 6.349330902099609, + "timestamp": "2025-07-14T12:34:21.837765" + }, + { + "epoch": 1354, + "batch_idx": 160, + "loss": 0.2625077962875366, + "learning_rate": 0.00023607724402746716, + "timestep_mean": 463.96875, + "epsilon_norm": 8.62807559967041, + "prediction_norm": 7.43684720993042, + "timestamp": "2025-07-14T12:34:21.842985" + }, + { + "epoch": 1354, + "batch_idx": 192, + "loss": 0.10884202271699905, + "learning_rate": 0.00023607724402746716, + "timestep_mean": 569.125, + "epsilon_norm": 3.73215651512146, + "prediction_norm": 3.309159994125366, + "timestamp": "2025-07-14T12:34:21.848106" + }, + { + "epoch": 1355, + "batch_idx": 0, + "loss": 0.20811817049980164, + "learning_rate": 0.00023541049951290505, + "timestep_mean": 514.5, + "epsilon_norm": 7.345460891723633, + "prediction_norm": 6.063339710235596, + "timestamp": "2025-07-14T12:34:21.853337" + }, + { + "epoch": 1355, + "batch_idx": 32, + "loss": 0.24464847147464752, + "learning_rate": 0.00023541049951290505, + "timestep_mean": 484.28125, + "epsilon_norm": 7.517321586608887, + "prediction_norm": 6.493549346923828, + "timestamp": "2025-07-14T12:34:21.858634" + }, + { + "epoch": 1355, + "batch_idx": 64, + "loss": 0.17638295888900757, + "learning_rate": 0.00023541049951290505, + "timestep_mean": 547.96875, + "epsilon_norm": 7.532465934753418, + "prediction_norm": 6.565358638763428, + "timestamp": "2025-07-14T12:34:21.863876" + }, + { + "epoch": 1355, + "batch_idx": 96, + "loss": 0.3338044583797455, + "learning_rate": 0.00023541049951290505, + "timestep_mean": 492.6875, + "epsilon_norm": 8.10293197631836, + "prediction_norm": 6.6817731857299805, + "timestamp": "2025-07-14T12:34:21.868986" + }, + { + "epoch": 1355, + "batch_idx": 128, + "loss": 0.27544674277305603, + "learning_rate": 0.00023541049951290505, + "timestep_mean": 531.125, + "epsilon_norm": 7.555838108062744, + "prediction_norm": 6.186949253082275, + "timestamp": "2025-07-14T12:34:21.874255" + }, + { + "epoch": 1355, + "batch_idx": 160, + "loss": 0.20839044451713562, + "learning_rate": 0.00023541049951290505, + "timestep_mean": 501.34375, + "epsilon_norm": 7.051196098327637, + "prediction_norm": 6.013532638549805, + "timestamp": "2025-07-14T12:34:21.879414" + }, + { + "epoch": 1355, + "batch_idx": 192, + "loss": 0.4163704514503479, + "learning_rate": 0.00023541049951290505, + "timestep_mean": 295.75, + "epsilon_norm": 3.9503986835479736, + "prediction_norm": 2.846341133117676, + "timestamp": "2025-07-14T12:34:21.884585" + }, + { + "epoch": 1356, + "batch_idx": 0, + "loss": 0.4783972203731537, + "learning_rate": 0.00023474440784663342, + "timestep_mean": 462.53125, + "epsilon_norm": 8.314181327819824, + "prediction_norm": 5.9820876121521, + "timestamp": "2025-07-14T12:34:21.889717" + }, + { + "epoch": 1356, + "batch_idx": 32, + "loss": 0.18763448297977448, + "learning_rate": 0.00023474440784663342, + "timestep_mean": 545.4375, + "epsilon_norm": 7.892191410064697, + "prediction_norm": 7.00820779800415, + "timestamp": "2025-07-14T12:34:21.894968" + }, + { + "epoch": 1356, + "batch_idx": 64, + "loss": 0.12986832857131958, + "learning_rate": 0.00023474440784663342, + "timestep_mean": 565.8125, + "epsilon_norm": 7.782989978790283, + "prediction_norm": 7.187723636627197, + "timestamp": "2025-07-14T12:34:21.900307" + }, + { + "epoch": 1356, + "batch_idx": 96, + "loss": 0.22272250056266785, + "learning_rate": 0.00023474440784663342, + "timestep_mean": 537.4375, + "epsilon_norm": 6.487773418426514, + "prediction_norm": 5.846972942352295, + "timestamp": "2025-07-14T12:34:21.905518" + }, + { + "epoch": 1356, + "batch_idx": 128, + "loss": 0.22861850261688232, + "learning_rate": 0.00023474440784663342, + "timestep_mean": 521.40625, + "epsilon_norm": 8.264032363891602, + "prediction_norm": 7.415506839752197, + "timestamp": "2025-07-14T12:34:21.910755" + }, + { + "epoch": 1356, + "batch_idx": 160, + "loss": 0.3464387059211731, + "learning_rate": 0.00023474440784663342, + "timestep_mean": 495.53125, + "epsilon_norm": 7.393874645233154, + "prediction_norm": 5.429675579071045, + "timestamp": "2025-07-14T12:34:21.915952" + }, + { + "epoch": 1356, + "batch_idx": 192, + "loss": 0.5742285847663879, + "learning_rate": 0.00023474440784663342, + "timestep_mean": 313.875, + "epsilon_norm": 4.426181316375732, + "prediction_norm": 2.9240238666534424, + "timestamp": "2025-07-14T12:34:21.921104" + }, + { + "epoch": 1357, + "batch_idx": 0, + "loss": 0.2643921375274658, + "learning_rate": 0.00023407897067216686, + "timestep_mean": 523.96875, + "epsilon_norm": 9.144006729125977, + "prediction_norm": 8.21937084197998, + "timestamp": "2025-07-14T12:34:21.926263" + }, + { + "epoch": 1357, + "batch_idx": 32, + "loss": 0.09768244624137878, + "learning_rate": 0.00023407897067216686, + "timestep_mean": 568.53125, + "epsilon_norm": 7.060906887054443, + "prediction_norm": 7.169325351715088, + "timestamp": "2025-07-14T12:34:21.931368" + }, + { + "epoch": 1357, + "batch_idx": 64, + "loss": 0.3466866612434387, + "learning_rate": 0.00023407897067216686, + "timestep_mean": 526.71875, + "epsilon_norm": 7.48155403137207, + "prediction_norm": 6.35461950302124, + "timestamp": "2025-07-14T12:34:21.936623" + }, + { + "epoch": 1357, + "batch_idx": 96, + "loss": 0.3824118375778198, + "learning_rate": 0.00023407897067216686, + "timestep_mean": 476.9375, + "epsilon_norm": 8.400395393371582, + "prediction_norm": 6.779766082763672, + "timestamp": "2025-07-14T12:34:21.941956" + }, + { + "epoch": 1357, + "batch_idx": 128, + "loss": 0.24456974864006042, + "learning_rate": 0.00023407897067216686, + "timestep_mean": 527.375, + "epsilon_norm": 7.92636251449585, + "prediction_norm": 7.0537848472595215, + "timestamp": "2025-07-14T12:34:21.947107" + }, + { + "epoch": 1357, + "batch_idx": 160, + "loss": 0.16796982288360596, + "learning_rate": 0.00023407897067216686, + "timestep_mean": 547.34375, + "epsilon_norm": 8.355560302734375, + "prediction_norm": 7.497315406799316, + "timestamp": "2025-07-14T12:34:21.952251" + }, + { + "epoch": 1357, + "batch_idx": 192, + "loss": 0.2014351189136505, + "learning_rate": 0.00023407897067216686, + "timestep_mean": 382.125, + "epsilon_norm": 3.450040578842163, + "prediction_norm": 2.9146363735198975, + "timestamp": "2025-07-14T12:34:21.957207" + }, + { + "epoch": 1358, + "batch_idx": 0, + "loss": 0.4417375922203064, + "learning_rate": 0.00023341418963140597, + "timestep_mean": 487.9375, + "epsilon_norm": 8.482215881347656, + "prediction_norm": 6.398225784301758, + "timestamp": "2025-07-14T12:34:21.962068" + }, + { + "epoch": 1358, + "batch_idx": 32, + "loss": 0.3787651062011719, + "learning_rate": 0.00023341418963140597, + "timestep_mean": 459.5, + "epsilon_norm": 8.494102478027344, + "prediction_norm": 6.657556056976318, + "timestamp": "2025-07-14T12:34:21.966953" + }, + { + "epoch": 1358, + "batch_idx": 64, + "loss": 0.24353398382663727, + "learning_rate": 0.00023341418963140597, + "timestep_mean": 473.1875, + "epsilon_norm": 7.137552738189697, + "prediction_norm": 5.959168910980225, + "timestamp": "2025-07-14T12:34:21.971828" + }, + { + "epoch": 1358, + "batch_idx": 96, + "loss": 0.28501439094543457, + "learning_rate": 0.00023341418963140597, + "timestep_mean": 482.1875, + "epsilon_norm": 7.448666095733643, + "prediction_norm": 6.179925441741943, + "timestamp": "2025-07-14T12:34:21.976731" + }, + { + "epoch": 1358, + "batch_idx": 128, + "loss": 0.21743977069854736, + "learning_rate": 0.00023341418963140597, + "timestep_mean": 521.1875, + "epsilon_norm": 7.7675395011901855, + "prediction_norm": 6.631967067718506, + "timestamp": "2025-07-14T12:34:21.981617" + }, + { + "epoch": 1358, + "batch_idx": 160, + "loss": 0.2005913406610489, + "learning_rate": 0.00023341418963140597, + "timestep_mean": 459.0625, + "epsilon_norm": 7.618746280670166, + "prediction_norm": 7.06223201751709, + "timestamp": "2025-07-14T12:34:21.986434" + }, + { + "epoch": 1358, + "batch_idx": 192, + "loss": 0.2607845962047577, + "learning_rate": 0.00023341418963140597, + "timestep_mean": 572.875, + "epsilon_norm": 3.942605495452881, + "prediction_norm": 3.4418466091156006, + "timestamp": "2025-07-14T12:34:21.991198" + }, + { + "epoch": 1359, + "batch_idx": 0, + "loss": 0.22559130191802979, + "learning_rate": 0.0002327500663646317, + "timestep_mean": 562.6875, + "epsilon_norm": 9.701576232910156, + "prediction_norm": 8.494173049926758, + "timestamp": "2025-07-14T12:34:21.996166" + }, + { + "epoch": 1359, + "batch_idx": 32, + "loss": 0.26789021492004395, + "learning_rate": 0.0002327500663646317, + "timestep_mean": 571.40625, + "epsilon_norm": 7.8372626304626465, + "prediction_norm": 6.975531578063965, + "timestamp": "2025-07-14T12:34:22.001026" + }, + { + "epoch": 1359, + "batch_idx": 64, + "loss": 0.14908108115196228, + "learning_rate": 0.0002327500663646317, + "timestep_mean": 551.59375, + "epsilon_norm": 7.239714622497559, + "prediction_norm": 6.183965682983398, + "timestamp": "2025-07-14T12:34:22.005883" + }, + { + "epoch": 1359, + "batch_idx": 96, + "loss": 0.23279568552970886, + "learning_rate": 0.0002327500663646317, + "timestep_mean": 489.59375, + "epsilon_norm": 6.386432647705078, + "prediction_norm": 5.618404865264893, + "timestamp": "2025-07-14T12:34:22.010728" + }, + { + "epoch": 1359, + "batch_idx": 128, + "loss": 0.5809515714645386, + "learning_rate": 0.0002327500663646317, + "timestep_mean": 479.25, + "epsilon_norm": 9.472684860229492, + "prediction_norm": 6.732922077178955, + "timestamp": "2025-07-14T12:34:22.015601" + }, + { + "epoch": 1359, + "batch_idx": 160, + "loss": 0.21597371995449066, + "learning_rate": 0.0002327500663646317, + "timestep_mean": 487.625, + "epsilon_norm": 8.054732322692871, + "prediction_norm": 7.645496368408203, + "timestamp": "2025-07-14T12:34:22.020443" + }, + { + "epoch": 1359, + "batch_idx": 192, + "loss": 0.2217423915863037, + "learning_rate": 0.0002327500663646317, + "timestep_mean": 524.625, + "epsilon_norm": 3.446845293045044, + "prediction_norm": 2.9420711994171143, + "timestamp": "2025-07-14T12:34:22.025406" + }, + { + "epoch": 1360, + "batch_idx": 0, + "loss": 0.16236039996147156, + "learning_rate": 0.00023208660251050213, + "timestep_mean": 522.71875, + "epsilon_norm": 7.5930633544921875, + "prediction_norm": 7.023626327514648, + "timestamp": "2025-07-14T12:34:22.030256" + }, + { + "epoch": 1360, + "batch_idx": 32, + "loss": 0.35178494453430176, + "learning_rate": 0.00023208660251050213, + "timestep_mean": 490.625, + "epsilon_norm": 8.737092971801758, + "prediction_norm": 7.084750175476074, + "timestamp": "2025-07-14T12:34:22.035083" + }, + { + "epoch": 1360, + "batch_idx": 64, + "loss": 0.24463534355163574, + "learning_rate": 0.00023208660251050213, + "timestep_mean": 452.1875, + "epsilon_norm": 7.750209808349609, + "prediction_norm": 6.779157638549805, + "timestamp": "2025-07-14T12:34:22.039971" + }, + { + "epoch": 1360, + "batch_idx": 96, + "loss": 0.2163153886795044, + "learning_rate": 0.00023208660251050213, + "timestep_mean": 545.53125, + "epsilon_norm": 7.625965118408203, + "prediction_norm": 6.693592071533203, + "timestamp": "2025-07-14T12:34:22.044878" + }, + { + "epoch": 1360, + "batch_idx": 128, + "loss": 0.14628687500953674, + "learning_rate": 0.00023208660251050213, + "timestep_mean": 521.65625, + "epsilon_norm": 7.617526054382324, + "prediction_norm": 6.870880126953125, + "timestamp": "2025-07-14T12:34:22.049730" + }, + { + "epoch": 1360, + "batch_idx": 160, + "loss": 0.2562539875507355, + "learning_rate": 0.00023208660251050213, + "timestep_mean": 565.125, + "epsilon_norm": 7.387783050537109, + "prediction_norm": 6.038455963134766, + "timestamp": "2025-07-14T12:34:22.054617" + }, + { + "epoch": 1360, + "batch_idx": 192, + "loss": 0.3680906891822815, + "learning_rate": 0.00023208660251050213, + "timestep_mean": 661.0, + "epsilon_norm": 3.696424722671509, + "prediction_norm": 2.641810655593872, + "timestamp": "2025-07-14T12:34:22.059407" + }, + { + "epoch": 1361, + "batch_idx": 0, + "loss": 0.4356139302253723, + "learning_rate": 0.00023142379970604818, + "timestep_mean": 466.65625, + "epsilon_norm": 8.349581718444824, + "prediction_norm": 6.571294784545898, + "timestamp": "2025-07-14T12:34:22.064235" + }, + { + "epoch": 1361, + "batch_idx": 32, + "loss": 0.42034152150154114, + "learning_rate": 0.00023142379970604818, + "timestep_mean": 528.96875, + "epsilon_norm": 7.386790752410889, + "prediction_norm": 5.932496547698975, + "timestamp": "2025-07-14T12:34:22.069050" + }, + { + "epoch": 1361, + "batch_idx": 64, + "loss": 0.2113790065050125, + "learning_rate": 0.00023142379970604818, + "timestep_mean": 527.25, + "epsilon_norm": 6.450361728668213, + "prediction_norm": 5.249795436859131, + "timestamp": "2025-07-14T12:34:22.073877" + }, + { + "epoch": 1361, + "batch_idx": 96, + "loss": 0.21476317942142487, + "learning_rate": 0.00023142379970604818, + "timestep_mean": 500.5625, + "epsilon_norm": 6.9866156578063965, + "prediction_norm": 6.012514591217041, + "timestamp": "2025-07-14T12:34:22.078766" + }, + { + "epoch": 1361, + "batch_idx": 128, + "loss": 0.29145485162734985, + "learning_rate": 0.00023142379970604818, + "timestep_mean": 503.75, + "epsilon_norm": 9.855323791503906, + "prediction_norm": 8.066184043884277, + "timestamp": "2025-07-14T12:34:22.083795" + }, + { + "epoch": 1361, + "batch_idx": 160, + "loss": 0.06625973433256149, + "learning_rate": 0.00023142379970604818, + "timestep_mean": 651.5625, + "epsilon_norm": 7.84437894821167, + "prediction_norm": 7.684101581573486, + "timestamp": "2025-07-14T12:34:22.088667" + }, + { + "epoch": 1361, + "batch_idx": 192, + "loss": 0.07750634104013443, + "learning_rate": 0.00023142379970604818, + "timestep_mean": 601.125, + "epsilon_norm": 3.767254590988159, + "prediction_norm": 3.421006441116333, + "timestamp": "2025-07-14T12:34:22.093504" + }, + { + "epoch": 1362, + "batch_idx": 0, + "loss": 0.22880913317203522, + "learning_rate": 0.00023076165958667042, + "timestep_mean": 463.0, + "epsilon_norm": 6.781782627105713, + "prediction_norm": 5.586264610290527, + "timestamp": "2025-07-14T12:34:22.098432" + }, + { + "epoch": 1362, + "batch_idx": 32, + "loss": 0.1110672727227211, + "learning_rate": 0.00023076165958667042, + "timestep_mean": 555.59375, + "epsilon_norm": 6.975872039794922, + "prediction_norm": 6.740324020385742, + "timestamp": "2025-07-14T12:34:22.103291" + }, + { + "epoch": 1362, + "batch_idx": 64, + "loss": 0.5114051103591919, + "learning_rate": 0.00023076165958667042, + "timestep_mean": 491.15625, + "epsilon_norm": 8.240439414978027, + "prediction_norm": 6.4048285484313965, + "timestamp": "2025-07-14T12:34:22.108162" + }, + { + "epoch": 1362, + "batch_idx": 96, + "loss": 0.32438603043556213, + "learning_rate": 0.00023076165958667042, + "timestep_mean": 486.09375, + "epsilon_norm": 8.292579650878906, + "prediction_norm": 6.9360857009887695, + "timestamp": "2025-07-14T12:34:22.113138" + }, + { + "epoch": 1362, + "batch_idx": 128, + "loss": 0.42562538385391235, + "learning_rate": 0.00023076165958667042, + "timestep_mean": 462.15625, + "epsilon_norm": 8.568373680114746, + "prediction_norm": 6.325397968292236, + "timestamp": "2025-07-14T12:34:22.117983" + }, + { + "epoch": 1362, + "batch_idx": 160, + "loss": 0.14824552834033966, + "learning_rate": 0.00023076165958667042, + "timestep_mean": 597.3125, + "epsilon_norm": 8.77531623840332, + "prediction_norm": 8.278857231140137, + "timestamp": "2025-07-14T12:34:22.122839" + }, + { + "epoch": 1362, + "batch_idx": 192, + "loss": 0.3142845928668976, + "learning_rate": 0.00023076165958667042, + "timestep_mean": 583.375, + "epsilon_norm": 3.151376247406006, + "prediction_norm": 2.5143494606018066, + "timestamp": "2025-07-14T12:34:22.127645" + }, + { + "epoch": 1363, + "batch_idx": 0, + "loss": 0.22801974415779114, + "learning_rate": 0.0002301001837861331, + "timestep_mean": 602.6875, + "epsilon_norm": 8.507804870605469, + "prediction_norm": 8.09249496459961, + "timestamp": "2025-07-14T12:34:22.132524" + }, + { + "epoch": 1363, + "batch_idx": 32, + "loss": 0.1524161845445633, + "learning_rate": 0.0002301001837861331, + "timestep_mean": 485.5, + "epsilon_norm": 6.513197898864746, + "prediction_norm": 6.143299579620361, + "timestamp": "2025-07-14T12:34:22.137322" + }, + { + "epoch": 1363, + "batch_idx": 64, + "loss": 0.38675493001937866, + "learning_rate": 0.0002301001837861331, + "timestep_mean": 442.34375, + "epsilon_norm": 8.123309135437012, + "prediction_norm": 5.4703874588012695, + "timestamp": "2025-07-14T12:34:22.142394" + }, + { + "epoch": 1363, + "batch_idx": 96, + "loss": 0.1867174506187439, + "learning_rate": 0.0002301001837861331, + "timestep_mean": 509.6875, + "epsilon_norm": 7.826582431793213, + "prediction_norm": 7.414066314697266, + "timestamp": "2025-07-14T12:34:22.147155" + }, + { + "epoch": 1363, + "batch_idx": 128, + "loss": 0.22385528683662415, + "learning_rate": 0.0002301001837861331, + "timestep_mean": 614.75, + "epsilon_norm": 8.40029525756836, + "prediction_norm": 7.479025840759277, + "timestamp": "2025-07-14T12:34:22.151985" + }, + { + "epoch": 1363, + "batch_idx": 160, + "loss": 0.1352662742137909, + "learning_rate": 0.0002301001837861331, + "timestep_mean": 574.25, + "epsilon_norm": 7.28619384765625, + "prediction_norm": 6.801814556121826, + "timestamp": "2025-07-14T12:34:22.156804" + }, + { + "epoch": 1363, + "batch_idx": 192, + "loss": 0.11024855077266693, + "learning_rate": 0.0002301001837861331, + "timestep_mean": 411.75, + "epsilon_norm": 2.919154167175293, + "prediction_norm": 2.728010654449463, + "timestamp": "2025-07-14T12:34:22.161606" + }, + { + "epoch": 1364, + "batch_idx": 0, + "loss": 0.4226805865764618, + "learning_rate": 0.00022943937393656247, + "timestep_mean": 501.59375, + "epsilon_norm": 7.414878845214844, + "prediction_norm": 5.5206732749938965, + "timestamp": "2025-07-14T12:34:22.166507" + }, + { + "epoch": 1364, + "batch_idx": 32, + "loss": 0.17983636260032654, + "learning_rate": 0.00022943937393656247, + "timestep_mean": 513.34375, + "epsilon_norm": 9.08870792388916, + "prediction_norm": 7.697910785675049, + "timestamp": "2025-07-14T12:34:22.171500" + }, + { + "epoch": 1364, + "batch_idx": 64, + "loss": 0.21759629249572754, + "learning_rate": 0.00022943937393656247, + "timestep_mean": 479.90625, + "epsilon_norm": 8.431927680969238, + "prediction_norm": 7.0967607498168945, + "timestamp": "2025-07-14T12:34:22.176372" + }, + { + "epoch": 1364, + "batch_idx": 96, + "loss": 0.14627400040626526, + "learning_rate": 0.00022943937393656247, + "timestep_mean": 535.21875, + "epsilon_norm": 7.750422477722168, + "prediction_norm": 6.471345901489258, + "timestamp": "2025-07-14T12:34:22.181257" + }, + { + "epoch": 1364, + "batch_idx": 128, + "loss": 0.12023968249559402, + "learning_rate": 0.00022943937393656247, + "timestep_mean": 568.875, + "epsilon_norm": 6.545622825622559, + "prediction_norm": 6.031383991241455, + "timestamp": "2025-07-14T12:34:22.186125" + }, + { + "epoch": 1364, + "batch_idx": 160, + "loss": 0.2061384618282318, + "learning_rate": 0.00022943937393656247, + "timestep_mean": 472.875, + "epsilon_norm": 8.204922676086426, + "prediction_norm": 7.296317100524902, + "timestamp": "2025-07-14T12:34:22.191014" + }, + { + "epoch": 1364, + "batch_idx": 192, + "loss": 0.5150524377822876, + "learning_rate": 0.00022943937393656247, + "timestep_mean": 361.75, + "epsilon_norm": 4.881948947906494, + "prediction_norm": 3.294766902923584, + "timestamp": "2025-07-14T12:34:22.196032" + }, + { + "epoch": 1365, + "batch_idx": 0, + "loss": 0.20245568454265594, + "learning_rate": 0.00022877923166844108, + "timestep_mean": 437.28125, + "epsilon_norm": 8.450974464416504, + "prediction_norm": 7.330272674560547, + "timestamp": "2025-07-14T12:34:22.200951" + }, + { + "epoch": 1365, + "batch_idx": 32, + "loss": 0.2254001796245575, + "learning_rate": 0.00022877923166844108, + "timestep_mean": 410.1875, + "epsilon_norm": 7.505687236785889, + "prediction_norm": 6.497118949890137, + "timestamp": "2025-07-14T12:34:22.205908" + }, + { + "epoch": 1365, + "batch_idx": 64, + "loss": 0.3670662045478821, + "learning_rate": 0.00022877923166844108, + "timestep_mean": 480.34375, + "epsilon_norm": 8.045424461364746, + "prediction_norm": 6.549676418304443, + "timestamp": "2025-07-14T12:34:22.210824" + }, + { + "epoch": 1365, + "batch_idx": 96, + "loss": 0.23315311968326569, + "learning_rate": 0.00022877923166844108, + "timestep_mean": 525.25, + "epsilon_norm": 8.592923164367676, + "prediction_norm": 7.6522321701049805, + "timestamp": "2025-07-14T12:34:22.215733" + }, + { + "epoch": 1365, + "batch_idx": 128, + "loss": 0.2079721838235855, + "learning_rate": 0.00022877923166844108, + "timestep_mean": 428.15625, + "epsilon_norm": 7.448627948760986, + "prediction_norm": 6.743892192840576, + "timestamp": "2025-07-14T12:34:22.220632" + }, + { + "epoch": 1365, + "batch_idx": 160, + "loss": 0.39904865622520447, + "learning_rate": 0.00022877923166844108, + "timestep_mean": 484.6875, + "epsilon_norm": 7.6148362159729, + "prediction_norm": 6.081595420837402, + "timestamp": "2025-07-14T12:34:22.225602" + }, + { + "epoch": 1365, + "batch_idx": 192, + "loss": 0.20132628083229065, + "learning_rate": 0.00022877923166844108, + "timestep_mean": 529.875, + "epsilon_norm": 3.4616713523864746, + "prediction_norm": 3.446852684020996, + "timestamp": "2025-07-14T12:34:22.230407" + }, + { + "epoch": 1366, + "batch_idx": 0, + "loss": 0.18281930685043335, + "learning_rate": 0.00022811975861060404, + "timestep_mean": 521.6875, + "epsilon_norm": 8.337158203125, + "prediction_norm": 7.618961811065674, + "timestamp": "2025-07-14T12:34:22.235458" + }, + { + "epoch": 1366, + "batch_idx": 32, + "loss": 0.2807534337043762, + "learning_rate": 0.00022811975861060404, + "timestep_mean": 508.625, + "epsilon_norm": 9.157357215881348, + "prediction_norm": 7.660867214202881, + "timestamp": "2025-07-14T12:34:22.240415" + }, + { + "epoch": 1366, + "batch_idx": 64, + "loss": 0.4682310223579407, + "learning_rate": 0.00022811975861060404, + "timestep_mean": 492.21875, + "epsilon_norm": 8.6377592086792, + "prediction_norm": 6.399163246154785, + "timestamp": "2025-07-14T12:34:22.245372" + }, + { + "epoch": 1366, + "batch_idx": 96, + "loss": 0.3656057119369507, + "learning_rate": 0.00022811975861060404, + "timestep_mean": 475.53125, + "epsilon_norm": 7.0979180335998535, + "prediction_norm": 5.293431758880615, + "timestamp": "2025-07-14T12:34:22.250410" + }, + { + "epoch": 1366, + "batch_idx": 128, + "loss": 0.27605393528938293, + "learning_rate": 0.00022811975861060404, + "timestep_mean": 519.15625, + "epsilon_norm": 8.138925552368164, + "prediction_norm": 6.698696613311768, + "timestamp": "2025-07-14T12:34:22.255370" + }, + { + "epoch": 1366, + "batch_idx": 160, + "loss": 0.2221297323703766, + "learning_rate": 0.00022811975861060404, + "timestep_mean": 601.21875, + "epsilon_norm": 9.050554275512695, + "prediction_norm": 7.906280517578125, + "timestamp": "2025-07-14T12:34:22.260265" + }, + { + "epoch": 1366, + "batch_idx": 192, + "loss": 0.39381060004234314, + "learning_rate": 0.00022811975861060404, + "timestep_mean": 409.25, + "epsilon_norm": 3.925166606903076, + "prediction_norm": 2.817466974258423, + "timestamp": "2025-07-14T12:34:22.265146" + }, + { + "epoch": 1367, + "batch_idx": 0, + "loss": 0.14751556515693665, + "learning_rate": 0.00022746095639023623, + "timestep_mean": 507.3125, + "epsilon_norm": 6.1031880378723145, + "prediction_norm": 5.951179027557373, + "timestamp": "2025-07-14T12:34:22.269999" + }, + { + "epoch": 1367, + "batch_idx": 32, + "loss": 0.32805368304252625, + "learning_rate": 0.00022746095639023623, + "timestep_mean": 451.15625, + "epsilon_norm": 8.904973983764648, + "prediction_norm": 7.274399280548096, + "timestamp": "2025-07-14T12:34:22.274886" + }, + { + "epoch": 1367, + "batch_idx": 64, + "loss": 0.3816506266593933, + "learning_rate": 0.00022746095639023623, + "timestep_mean": 481.625, + "epsilon_norm": 8.102520942687988, + "prediction_norm": 6.212068557739258, + "timestamp": "2025-07-14T12:34:22.279843" + }, + { + "epoch": 1367, + "batch_idx": 96, + "loss": 0.0657087042927742, + "learning_rate": 0.00022746095639023623, + "timestep_mean": 609.3125, + "epsilon_norm": 7.636314868927002, + "prediction_norm": 7.397524833679199, + "timestamp": "2025-07-14T12:34:22.284717" + }, + { + "epoch": 1367, + "batch_idx": 128, + "loss": 0.2106224000453949, + "learning_rate": 0.00022746095639023623, + "timestep_mean": 591.0, + "epsilon_norm": 7.932310581207275, + "prediction_norm": 7.196112632751465, + "timestamp": "2025-07-14T12:34:22.289648" + }, + { + "epoch": 1367, + "batch_idx": 160, + "loss": 0.23575565218925476, + "learning_rate": 0.00022746095639023623, + "timestep_mean": 557.90625, + "epsilon_norm": 8.575555801391602, + "prediction_norm": 7.468506336212158, + "timestamp": "2025-07-14T12:34:22.294581" + }, + { + "epoch": 1367, + "batch_idx": 192, + "loss": 0.15671643614768982, + "learning_rate": 0.00022746095639023623, + "timestep_mean": 537.75, + "epsilon_norm": 3.270415782928467, + "prediction_norm": 3.096024990081787, + "timestamp": "2025-07-14T12:34:22.299430" + }, + { + "epoch": 1368, + "batch_idx": 0, + "loss": 0.36661210656166077, + "learning_rate": 0.00022680282663286582, + "timestep_mean": 511.875, + "epsilon_norm": 6.984766006469727, + "prediction_norm": 6.4068074226379395, + "timestamp": "2025-07-14T12:34:22.304388" + }, + { + "epoch": 1368, + "batch_idx": 32, + "loss": 0.20038770139217377, + "learning_rate": 0.00022680282663286582, + "timestep_mean": 518.28125, + "epsilon_norm": 7.9754838943481445, + "prediction_norm": 7.633808612823486, + "timestamp": "2025-07-14T12:34:22.309311" + }, + { + "epoch": 1368, + "batch_idx": 64, + "loss": 0.23086878657341003, + "learning_rate": 0.00022680282663286582, + "timestep_mean": 424.71875, + "epsilon_norm": 7.781862258911133, + "prediction_norm": 6.812332630157471, + "timestamp": "2025-07-14T12:34:22.314242" + }, + { + "epoch": 1368, + "batch_idx": 96, + "loss": 0.23067380487918854, + "learning_rate": 0.00022680282663286582, + "timestep_mean": 506.53125, + "epsilon_norm": 9.026396751403809, + "prediction_norm": 8.644082069396973, + "timestamp": "2025-07-14T12:34:22.319145" + }, + { + "epoch": 1368, + "batch_idx": 128, + "loss": 0.24619512259960175, + "learning_rate": 0.00022680282663286582, + "timestep_mean": 571.96875, + "epsilon_norm": 8.083136558532715, + "prediction_norm": 7.411966323852539, + "timestamp": "2025-07-14T12:34:22.324011" + }, + { + "epoch": 1368, + "batch_idx": 160, + "loss": 0.14905691146850586, + "learning_rate": 0.00022680282663286582, + "timestep_mean": 511.65625, + "epsilon_norm": 7.314618110656738, + "prediction_norm": 6.7036614418029785, + "timestamp": "2025-07-14T12:34:22.328895" + }, + { + "epoch": 1368, + "batch_idx": 192, + "loss": 0.11296108365058899, + "learning_rate": 0.00022680282663286582, + "timestep_mean": 500.125, + "epsilon_norm": 3.8729212284088135, + "prediction_norm": 3.2997875213623047, + "timestamp": "2025-07-14T12:34:22.333800" + }, + { + "epoch": 1369, + "batch_idx": 0, + "loss": 0.2975676357746124, + "learning_rate": 0.00022614537096236296, + "timestep_mean": 477.625, + "epsilon_norm": 8.799421310424805, + "prediction_norm": 7.475062847137451, + "timestamp": "2025-07-14T12:34:22.338638" + }, + { + "epoch": 1369, + "batch_idx": 32, + "loss": 0.276384562253952, + "learning_rate": 0.00022614537096236296, + "timestep_mean": 483.15625, + "epsilon_norm": 7.12183952331543, + "prediction_norm": 5.451501846313477, + "timestamp": "2025-07-14T12:34:22.343514" + }, + { + "epoch": 1369, + "batch_idx": 64, + "loss": 0.3445068597793579, + "learning_rate": 0.00022614537096236296, + "timestep_mean": 493.125, + "epsilon_norm": 7.405396938323975, + "prediction_norm": 5.600953578948975, + "timestamp": "2025-07-14T12:34:22.348395" + }, + { + "epoch": 1369, + "batch_idx": 96, + "loss": 0.24858419597148895, + "learning_rate": 0.00022614537096236296, + "timestep_mean": 478.90625, + "epsilon_norm": 8.666913032531738, + "prediction_norm": 7.0709052085876465, + "timestamp": "2025-07-14T12:34:22.353283" + }, + { + "epoch": 1369, + "batch_idx": 128, + "loss": 0.3644983768463135, + "learning_rate": 0.00022614537096236296, + "timestep_mean": 396.0625, + "epsilon_norm": 7.75966739654541, + "prediction_norm": 6.11177921295166, + "timestamp": "2025-07-14T12:34:22.358178" + }, + { + "epoch": 1369, + "batch_idx": 160, + "loss": 0.39346885681152344, + "learning_rate": 0.00022614537096236296, + "timestep_mean": 554.09375, + "epsilon_norm": 7.899567127227783, + "prediction_norm": 6.203464508056641, + "timestamp": "2025-07-14T12:34:22.363199" + }, + { + "epoch": 1369, + "batch_idx": 192, + "loss": 0.23198390007019043, + "learning_rate": 0.00022614537096236296, + "timestep_mean": 337.625, + "epsilon_norm": 3.450206756591797, + "prediction_norm": 2.209601402282715, + "timestamp": "2025-07-14T12:34:22.368077" + }, + { + "epoch": 1370, + "batch_idx": 0, + "loss": 0.2439875602722168, + "learning_rate": 0.0002254885910009345, + "timestep_mean": 476.1875, + "epsilon_norm": 7.5631842613220215, + "prediction_norm": 6.240729808807373, + "timestamp": "2025-07-14T12:34:22.373042" + }, + { + "epoch": 1370, + "batch_idx": 32, + "loss": 0.15792204439640045, + "learning_rate": 0.0002254885910009345, + "timestep_mean": 537.3125, + "epsilon_norm": 7.387871742248535, + "prediction_norm": 6.41024923324585, + "timestamp": "2025-07-14T12:34:22.377874" + }, + { + "epoch": 1370, + "batch_idx": 64, + "loss": 0.12675166130065918, + "learning_rate": 0.0002254885910009345, + "timestep_mean": 567.15625, + "epsilon_norm": 7.940542221069336, + "prediction_norm": 7.407157897949219, + "timestamp": "2025-07-14T12:34:22.382734" + }, + { + "epoch": 1370, + "batch_idx": 96, + "loss": 0.34943723678588867, + "learning_rate": 0.0002254885910009345, + "timestep_mean": 544.96875, + "epsilon_norm": 8.967591285705566, + "prediction_norm": 7.73040771484375, + "timestamp": "2025-07-14T12:34:22.387698" + }, + { + "epoch": 1370, + "batch_idx": 128, + "loss": 0.332230806350708, + "learning_rate": 0.0002254885910009345, + "timestep_mean": 516.375, + "epsilon_norm": 8.573511123657227, + "prediction_norm": 6.9743218421936035, + "timestamp": "2025-07-14T12:34:22.392544" + }, + { + "epoch": 1370, + "batch_idx": 160, + "loss": 0.31244876980781555, + "learning_rate": 0.0002254885910009345, + "timestep_mean": 495.625, + "epsilon_norm": 8.476802825927734, + "prediction_norm": 6.8449320793151855, + "timestamp": "2025-07-14T12:34:22.397386" + }, + { + "epoch": 1370, + "batch_idx": 192, + "loss": 0.22665400803089142, + "learning_rate": 0.0002254885910009345, + "timestep_mean": 537.375, + "epsilon_norm": 4.320423126220703, + "prediction_norm": 4.235927581787109, + "timestamp": "2025-07-14T12:34:22.402224" + }, + { + "epoch": 1371, + "batch_idx": 0, + "loss": 0.25586652755737305, + "learning_rate": 0.00022483248836911908, + "timestep_mean": 446.90625, + "epsilon_norm": 7.587096691131592, + "prediction_norm": 6.271796226501465, + "timestamp": "2025-07-14T12:34:22.407093" + }, + { + "epoch": 1371, + "batch_idx": 32, + "loss": 0.45798957347869873, + "learning_rate": 0.00022483248836911908, + "timestep_mean": 452.25, + "epsilon_norm": 8.813321113586426, + "prediction_norm": 7.020182132720947, + "timestamp": "2025-07-14T12:34:22.412004" + }, + { + "epoch": 1371, + "batch_idx": 64, + "loss": 0.4183744788169861, + "learning_rate": 0.00022483248836911908, + "timestep_mean": 426.25, + "epsilon_norm": 7.556672096252441, + "prediction_norm": 6.029470920562744, + "timestamp": "2025-07-14T12:34:22.417198" + }, + { + "epoch": 1371, + "batch_idx": 96, + "loss": 0.12860698997974396, + "learning_rate": 0.00022483248836911908, + "timestep_mean": 583.75, + "epsilon_norm": 7.3000383377075195, + "prediction_norm": 6.71185302734375, + "timestamp": "2025-07-14T12:34:22.422158" + }, + { + "epoch": 1371, + "batch_idx": 128, + "loss": 0.31974899768829346, + "learning_rate": 0.00022483248836911908, + "timestep_mean": 557.25, + "epsilon_norm": 8.203989028930664, + "prediction_norm": 6.775200366973877, + "timestamp": "2025-07-14T12:34:22.427057" + }, + { + "epoch": 1371, + "batch_idx": 160, + "loss": 0.2732250392436981, + "learning_rate": 0.00022483248836911908, + "timestep_mean": 509.625, + "epsilon_norm": 7.345285415649414, + "prediction_norm": 6.309700965881348, + "timestamp": "2025-07-14T12:34:22.431985" + }, + { + "epoch": 1371, + "batch_idx": 192, + "loss": 0.3658634424209595, + "learning_rate": 0.00022483248836911908, + "timestep_mean": 406.875, + "epsilon_norm": 3.47986102104187, + "prediction_norm": 2.65684175491333, + "timestamp": "2025-07-14T12:34:22.436988" + }, + { + "epoch": 1372, + "batch_idx": 0, + "loss": 0.3636953830718994, + "learning_rate": 0.0002241770646857852, + "timestep_mean": 500.0, + "epsilon_norm": 8.632917404174805, + "prediction_norm": 6.5189361572265625, + "timestamp": "2025-07-14T12:34:22.441990" + }, + { + "epoch": 1372, + "batch_idx": 32, + "loss": 0.6168262958526611, + "learning_rate": 0.0002241770646857852, + "timestep_mean": 400.34375, + "epsilon_norm": 8.526104927062988, + "prediction_norm": 5.875787734985352, + "timestamp": "2025-07-14T12:34:22.446982" + }, + { + "epoch": 1372, + "batch_idx": 64, + "loss": 0.26948773860931396, + "learning_rate": 0.0002241770646857852, + "timestep_mean": 429.4375, + "epsilon_norm": 8.313523292541504, + "prediction_norm": 6.655914783477783, + "timestamp": "2025-07-14T12:34:22.451966" + }, + { + "epoch": 1372, + "batch_idx": 96, + "loss": 0.6370784640312195, + "learning_rate": 0.0002241770646857852, + "timestep_mean": 401.65625, + "epsilon_norm": 9.143844604492188, + "prediction_norm": 6.38381290435791, + "timestamp": "2025-07-14T12:34:22.456991" + }, + { + "epoch": 1372, + "batch_idx": 128, + "loss": 0.20355209708213806, + "learning_rate": 0.0002241770646857852, + "timestep_mean": 551.46875, + "epsilon_norm": 6.006299018859863, + "prediction_norm": 5.349639892578125, + "timestamp": "2025-07-14T12:34:22.461866" + }, + { + "epoch": 1372, + "batch_idx": 160, + "loss": 0.25692665576934814, + "learning_rate": 0.0002241770646857852, + "timestep_mean": 466.375, + "epsilon_norm": 7.509155750274658, + "prediction_norm": 6.1115498542785645, + "timestamp": "2025-07-14T12:34:22.466718" + }, + { + "epoch": 1372, + "batch_idx": 192, + "loss": 0.11745084822177887, + "learning_rate": 0.0002241770646857852, + "timestep_mean": 570.875, + "epsilon_norm": 2.5555026531219482, + "prediction_norm": 2.210965394973755, + "timestamp": "2025-07-14T12:34:22.471667" + }, + { + "epoch": 1373, + "batch_idx": 0, + "loss": 0.20922234654426575, + "learning_rate": 0.00022352232156812543, + "timestep_mean": 506.34375, + "epsilon_norm": 7.864912986755371, + "prediction_norm": 6.8403639793396, + "timestamp": "2025-07-14T12:34:22.476555" + }, + { + "epoch": 1373, + "batch_idx": 32, + "loss": 0.1478257030248642, + "learning_rate": 0.00022352232156812543, + "timestep_mean": 513.40625, + "epsilon_norm": 8.467971801757812, + "prediction_norm": 7.436028480529785, + "timestamp": "2025-07-14T12:34:22.481406" + }, + { + "epoch": 1373, + "batch_idx": 64, + "loss": 0.16820061206817627, + "learning_rate": 0.00022352232156812543, + "timestep_mean": 568.40625, + "epsilon_norm": 7.5686726570129395, + "prediction_norm": 6.556433200836182, + "timestamp": "2025-07-14T12:34:22.486310" + }, + { + "epoch": 1373, + "batch_idx": 96, + "loss": 0.20390135049819946, + "learning_rate": 0.00022352232156812543, + "timestep_mean": 472.9375, + "epsilon_norm": 8.258302688598633, + "prediction_norm": 7.286149978637695, + "timestamp": "2025-07-14T12:34:22.491157" + }, + { + "epoch": 1373, + "batch_idx": 128, + "loss": 0.3565590977668762, + "learning_rate": 0.00022352232156812543, + "timestep_mean": 433.125, + "epsilon_norm": 7.6975297927856445, + "prediction_norm": 5.471229076385498, + "timestamp": "2025-07-14T12:34:22.496098" + }, + { + "epoch": 1373, + "batch_idx": 160, + "loss": 0.14215238392353058, + "learning_rate": 0.00022352232156812543, + "timestep_mean": 450.90625, + "epsilon_norm": 6.775656700134277, + "prediction_norm": 5.839321136474609, + "timestamp": "2025-07-14T12:34:22.500910" + }, + { + "epoch": 1373, + "batch_idx": 192, + "loss": 0.8674290776252747, + "learning_rate": 0.00022352232156812543, + "timestep_mean": 327.75, + "epsilon_norm": 4.791385173797607, + "prediction_norm": 3.5295748710632324, + "timestamp": "2025-07-14T12:34:22.505801" + }, + { + "epoch": 1374, + "batch_idx": 0, + "loss": 0.22543787956237793, + "learning_rate": 0.00022286826063165337, + "timestep_mean": 537.21875, + "epsilon_norm": 8.20634937286377, + "prediction_norm": 7.325326442718506, + "timestamp": "2025-07-14T12:34:22.510717" + }, + { + "epoch": 1374, + "batch_idx": 32, + "loss": 0.32706165313720703, + "learning_rate": 0.00022286826063165337, + "timestep_mean": 474.1875, + "epsilon_norm": 9.208304405212402, + "prediction_norm": 7.254612445831299, + "timestamp": "2025-07-14T12:34:22.515601" + }, + { + "epoch": 1374, + "batch_idx": 64, + "loss": 0.24626508355140686, + "learning_rate": 0.00022286826063165337, + "timestep_mean": 494.3125, + "epsilon_norm": 8.242502212524414, + "prediction_norm": 6.643182754516602, + "timestamp": "2025-07-14T12:34:22.520439" + }, + { + "epoch": 1374, + "batch_idx": 96, + "loss": 0.21010923385620117, + "learning_rate": 0.00022286826063165337, + "timestep_mean": 485.84375, + "epsilon_norm": 6.747541427612305, + "prediction_norm": 5.515254020690918, + "timestamp": "2025-07-14T12:34:22.525412" + }, + { + "epoch": 1374, + "batch_idx": 128, + "loss": 0.3280770778656006, + "learning_rate": 0.00022286826063165337, + "timestep_mean": 529.6875, + "epsilon_norm": 8.190434455871582, + "prediction_norm": 6.7099127769470215, + "timestamp": "2025-07-14T12:34:22.530243" + }, + { + "epoch": 1374, + "batch_idx": 160, + "loss": 0.33797726035118103, + "learning_rate": 0.00022286826063165337, + "timestep_mean": 551.78125, + "epsilon_norm": 7.568994522094727, + "prediction_norm": 5.8629350662231445, + "timestamp": "2025-07-14T12:34:22.535044" + }, + { + "epoch": 1374, + "batch_idx": 192, + "loss": 0.2815346419811249, + "learning_rate": 0.00022286826063165337, + "timestep_mean": 529.875, + "epsilon_norm": 4.0265913009643555, + "prediction_norm": 3.590965747833252, + "timestamp": "2025-07-14T12:34:22.539886" + }, + { + "epoch": 1375, + "batch_idx": 0, + "loss": 0.2178625911474228, + "learning_rate": 0.00022221488349019933, + "timestep_mean": 556.40625, + "epsilon_norm": 7.9429826736450195, + "prediction_norm": 7.0262556076049805, + "timestamp": "2025-07-14T12:34:22.544741" + }, + { + "epoch": 1375, + "batch_idx": 32, + "loss": 0.38280731439590454, + "learning_rate": 0.00022221488349019933, + "timestep_mean": 472.75, + "epsilon_norm": 8.596881866455078, + "prediction_norm": 7.158090114593506, + "timestamp": "2025-07-14T12:34:22.549545" + }, + { + "epoch": 1375, + "batch_idx": 64, + "loss": 0.31981194019317627, + "learning_rate": 0.00022221488349019933, + "timestep_mean": 477.875, + "epsilon_norm": 7.666619777679443, + "prediction_norm": 6.021090507507324, + "timestamp": "2025-07-14T12:34:22.554463" + }, + { + "epoch": 1375, + "batch_idx": 96, + "loss": 0.29015052318573, + "learning_rate": 0.00022221488349019933, + "timestep_mean": 455.46875, + "epsilon_norm": 8.33924388885498, + "prediction_norm": 7.237002372741699, + "timestamp": "2025-07-14T12:34:22.559276" + }, + { + "epoch": 1375, + "batch_idx": 128, + "loss": 0.3189963102340698, + "learning_rate": 0.00022221488349019933, + "timestep_mean": 430.75, + "epsilon_norm": 7.604457855224609, + "prediction_norm": 5.800506591796875, + "timestamp": "2025-07-14T12:34:22.564179" + }, + { + "epoch": 1375, + "batch_idx": 160, + "loss": 0.1777631789445877, + "learning_rate": 0.00022221488349019933, + "timestep_mean": 445.59375, + "epsilon_norm": 7.4366960525512695, + "prediction_norm": 6.671616554260254, + "timestamp": "2025-07-14T12:34:22.569076" + }, + { + "epoch": 1375, + "batch_idx": 192, + "loss": 0.4383208155632019, + "learning_rate": 0.00022221488349019933, + "timestep_mean": 445.375, + "epsilon_norm": 4.652022361755371, + "prediction_norm": 3.0688343048095703, + "timestamp": "2025-07-14T12:34:22.573928" + }, + { + "epoch": 1376, + "batch_idx": 0, + "loss": 0.1773867905139923, + "learning_rate": 0.00022156219175590628, + "timestep_mean": 571.5625, + "epsilon_norm": 8.23483943939209, + "prediction_norm": 7.357808589935303, + "timestamp": "2025-07-14T12:34:22.578768" + }, + { + "epoch": 1376, + "batch_idx": 32, + "loss": 0.13915449380874634, + "learning_rate": 0.00022156219175590628, + "timestep_mean": 507.3125, + "epsilon_norm": 7.319477558135986, + "prediction_norm": 6.1757588386535645, + "timestamp": "2025-07-14T12:34:22.583690" + }, + { + "epoch": 1376, + "batch_idx": 64, + "loss": 0.2410130500793457, + "learning_rate": 0.00022156219175590628, + "timestep_mean": 510.75, + "epsilon_norm": 7.75009298324585, + "prediction_norm": 7.009931564331055, + "timestamp": "2025-07-14T12:34:22.588544" + }, + { + "epoch": 1376, + "batch_idx": 96, + "loss": 0.2368486523628235, + "learning_rate": 0.00022156219175590628, + "timestep_mean": 488.6875, + "epsilon_norm": 7.148520469665527, + "prediction_norm": 6.2024149894714355, + "timestamp": "2025-07-14T12:34:22.593378" + }, + { + "epoch": 1376, + "batch_idx": 128, + "loss": 0.3038454055786133, + "learning_rate": 0.00022156219175590628, + "timestep_mean": 477.15625, + "epsilon_norm": 8.943049430847168, + "prediction_norm": 8.066023826599121, + "timestamp": "2025-07-14T12:34:22.598275" + }, + { + "epoch": 1376, + "batch_idx": 160, + "loss": 0.5126990079879761, + "learning_rate": 0.00022156219175590628, + "timestep_mean": 479.625, + "epsilon_norm": 7.977274417877197, + "prediction_norm": 6.564539909362793, + "timestamp": "2025-07-14T12:34:22.603188" + }, + { + "epoch": 1376, + "batch_idx": 192, + "loss": 0.09129224717617035, + "learning_rate": 0.00022156219175590628, + "timestep_mean": 642.125, + "epsilon_norm": 4.055602550506592, + "prediction_norm": 3.8748764991760254, + "timestamp": "2025-07-14T12:34:22.608020" + }, + { + "epoch": 1377, + "batch_idx": 0, + "loss": 0.19595158100128174, + "learning_rate": 0.00022091018703922658, + "timestep_mean": 543.5625, + "epsilon_norm": 7.088500499725342, + "prediction_norm": 6.5681257247924805, + "timestamp": "2025-07-14T12:34:22.612930" + }, + { + "epoch": 1377, + "batch_idx": 32, + "loss": 0.41872209310531616, + "learning_rate": 0.00022091018703922658, + "timestep_mean": 452.25, + "epsilon_norm": 9.182933807373047, + "prediction_norm": 7.287199020385742, + "timestamp": "2025-07-14T12:34:22.617775" + }, + { + "epoch": 1377, + "batch_idx": 64, + "loss": 0.3165425658226013, + "learning_rate": 0.00022091018703922658, + "timestep_mean": 585.59375, + "epsilon_norm": 7.685686111450195, + "prediction_norm": 6.439182758331299, + "timestamp": "2025-07-14T12:34:22.622598" + }, + { + "epoch": 1377, + "batch_idx": 96, + "loss": 0.3684738278388977, + "learning_rate": 0.00022091018703922658, + "timestep_mean": 513.59375, + "epsilon_norm": 7.657540321350098, + "prediction_norm": 6.119470596313477, + "timestamp": "2025-07-14T12:34:22.627481" + }, + { + "epoch": 1377, + "batch_idx": 128, + "loss": 0.3709743618965149, + "learning_rate": 0.00022091018703922658, + "timestep_mean": 503.4375, + "epsilon_norm": 8.513693809509277, + "prediction_norm": 7.349175453186035, + "timestamp": "2025-07-14T12:34:22.632284" + }, + { + "epoch": 1377, + "batch_idx": 160, + "loss": 0.24907946586608887, + "learning_rate": 0.00022091018703922658, + "timestep_mean": 540.46875, + "epsilon_norm": 7.669400215148926, + "prediction_norm": 6.90675687789917, + "timestamp": "2025-07-14T12:34:22.637118" + }, + { + "epoch": 1377, + "batch_idx": 192, + "loss": 0.333769828081131, + "learning_rate": 0.00022091018703922658, + "timestep_mean": 399.625, + "epsilon_norm": 4.3515944480896, + "prediction_norm": 3.3625078201293945, + "timestamp": "2025-07-14T12:34:22.642068" + }, + { + "epoch": 1378, + "batch_idx": 0, + "loss": 0.24324539303779602, + "learning_rate": 0.0002202588709489169, + "timestep_mean": 509.90625, + "epsilon_norm": 9.441564559936523, + "prediction_norm": 7.638606071472168, + "timestamp": "2025-07-14T12:34:22.646918" + }, + { + "epoch": 1378, + "batch_idx": 32, + "loss": 0.34917721152305603, + "learning_rate": 0.0002202588709489169, + "timestep_mean": 457.25, + "epsilon_norm": 7.794052600860596, + "prediction_norm": 6.192030429840088, + "timestamp": "2025-07-14T12:34:22.651767" + }, + { + "epoch": 1378, + "batch_idx": 64, + "loss": 0.2953387498855591, + "learning_rate": 0.0002202588709489169, + "timestep_mean": 551.5, + "epsilon_norm": 9.261813163757324, + "prediction_norm": 7.693196773529053, + "timestamp": "2025-07-14T12:34:22.656641" + }, + { + "epoch": 1378, + "batch_idx": 96, + "loss": 0.5186969041824341, + "learning_rate": 0.0002202588709489169, + "timestep_mean": 425.65625, + "epsilon_norm": 8.700176239013672, + "prediction_norm": 7.078152179718018, + "timestamp": "2025-07-14T12:34:22.661696" + }, + { + "epoch": 1378, + "batch_idx": 128, + "loss": 0.21115374565124512, + "learning_rate": 0.0002202588709489169, + "timestep_mean": 460.8125, + "epsilon_norm": 6.903530597686768, + "prediction_norm": 6.307975769042969, + "timestamp": "2025-07-14T12:34:22.666852" + }, + { + "epoch": 1378, + "batch_idx": 160, + "loss": 0.3980758786201477, + "learning_rate": 0.0002202588709489169, + "timestep_mean": 529.96875, + "epsilon_norm": 8.387200355529785, + "prediction_norm": 6.8516526222229, + "timestamp": "2025-07-14T12:34:22.672001" + }, + { + "epoch": 1378, + "batch_idx": 192, + "loss": 0.14156827330589294, + "learning_rate": 0.0002202588709489169, + "timestep_mean": 550.625, + "epsilon_norm": 3.5952467918395996, + "prediction_norm": 3.5743467807769775, + "timestamp": "2025-07-14T12:34:22.677203" + }, + { + "epoch": 1379, + "batch_idx": 0, + "loss": 0.3984122574329376, + "learning_rate": 0.00021960824509203484, + "timestep_mean": 384.375, + "epsilon_norm": 9.942245483398438, + "prediction_norm": 8.306474685668945, + "timestamp": "2025-07-14T12:34:22.682354" + }, + { + "epoch": 1379, + "batch_idx": 32, + "loss": 0.37952175736427307, + "learning_rate": 0.00021960824509203484, + "timestep_mean": 442.0, + "epsilon_norm": 7.9775390625, + "prediction_norm": 6.540373802185059, + "timestamp": "2025-07-14T12:34:22.687630" + }, + { + "epoch": 1379, + "batch_idx": 64, + "loss": 0.4565923511981964, + "learning_rate": 0.00021960824509203484, + "timestep_mean": 460.3125, + "epsilon_norm": 7.051102161407471, + "prediction_norm": 5.155526638031006, + "timestamp": "2025-07-14T12:34:22.692767" + }, + { + "epoch": 1379, + "batch_idx": 96, + "loss": 0.3893783986568451, + "learning_rate": 0.00021960824509203484, + "timestep_mean": 505.78125, + "epsilon_norm": 8.155656814575195, + "prediction_norm": 6.609664440155029, + "timestamp": "2025-07-14T12:34:22.697913" + }, + { + "epoch": 1379, + "batch_idx": 128, + "loss": 0.45932984352111816, + "learning_rate": 0.00021960824509203484, + "timestep_mean": 463.25, + "epsilon_norm": 8.540578842163086, + "prediction_norm": 7.425184726715088, + "timestamp": "2025-07-14T12:34:22.703049" + }, + { + "epoch": 1379, + "batch_idx": 160, + "loss": 0.3466235101222992, + "learning_rate": 0.00021960824509203484, + "timestep_mean": 501.0625, + "epsilon_norm": 8.662644386291504, + "prediction_norm": 7.183195114135742, + "timestamp": "2025-07-14T12:34:22.708157" + }, + { + "epoch": 1379, + "batch_idx": 192, + "loss": 0.09633480757474899, + "learning_rate": 0.00021960824509203484, + "timestep_mean": 624.0, + "epsilon_norm": 3.692484140396118, + "prediction_norm": 3.580430030822754, + "timestamp": "2025-07-14T12:34:22.713264" + }, + { + "epoch": 1380, + "batch_idx": 0, + "loss": 0.32287168502807617, + "learning_rate": 0.00021895831107393498, + "timestep_mean": 453.875, + "epsilon_norm": 8.348767280578613, + "prediction_norm": 6.529053688049316, + "timestamp": "2025-07-14T12:34:22.718409" + }, + { + "epoch": 1380, + "batch_idx": 32, + "loss": 0.2674817442893982, + "learning_rate": 0.00021895831107393498, + "timestep_mean": 498.78125, + "epsilon_norm": 7.901676654815674, + "prediction_norm": 6.917994499206543, + "timestamp": "2025-07-14T12:34:22.723569" + }, + { + "epoch": 1380, + "batch_idx": 64, + "loss": 0.41039663553237915, + "learning_rate": 0.00021895831107393498, + "timestep_mean": 413.59375, + "epsilon_norm": 8.946735382080078, + "prediction_norm": 6.997963905334473, + "timestamp": "2025-07-14T12:34:22.728716" + }, + { + "epoch": 1380, + "batch_idx": 96, + "loss": 0.12491998821496964, + "learning_rate": 0.00021895831107393498, + "timestep_mean": 555.28125, + "epsilon_norm": 8.330672264099121, + "prediction_norm": 7.498826026916504, + "timestamp": "2025-07-14T12:34:22.733944" + }, + { + "epoch": 1380, + "batch_idx": 128, + "loss": 0.2130281627178192, + "learning_rate": 0.00021895831107393498, + "timestep_mean": 517.34375, + "epsilon_norm": 7.2256975173950195, + "prediction_norm": 6.3728437423706055, + "timestamp": "2025-07-14T12:34:22.739057" + }, + { + "epoch": 1380, + "batch_idx": 160, + "loss": 0.25200217962265015, + "learning_rate": 0.00021895831107393498, + "timestep_mean": 518.4375, + "epsilon_norm": 7.642361640930176, + "prediction_norm": 6.1397857666015625, + "timestamp": "2025-07-14T12:34:22.744262" + }, + { + "epoch": 1380, + "batch_idx": 192, + "loss": 0.5907005071640015, + "learning_rate": 0.00021895831107393498, + "timestep_mean": 446.0, + "epsilon_norm": 4.069798946380615, + "prediction_norm": 2.569103717803955, + "timestamp": "2025-07-14T12:34:22.749407" + }, + { + "epoch": 1381, + "batch_idx": 0, + "loss": 0.2322320193052292, + "learning_rate": 0.0002183090704982652, + "timestep_mean": 486.75, + "epsilon_norm": 8.327247619628906, + "prediction_norm": 7.709958553314209, + "timestamp": "2025-07-14T12:34:22.754672" + }, + { + "epoch": 1381, + "batch_idx": 32, + "loss": 0.19736947119235992, + "learning_rate": 0.0002183090704982652, + "timestep_mean": 544.09375, + "epsilon_norm": 6.718824863433838, + "prediction_norm": 5.916110992431641, + "timestamp": "2025-07-14T12:34:22.759921" + }, + { + "epoch": 1381, + "batch_idx": 64, + "loss": 0.19020500779151917, + "learning_rate": 0.0002183090704982652, + "timestep_mean": 530.90625, + "epsilon_norm": 8.948451042175293, + "prediction_norm": 7.68053674697876, + "timestamp": "2025-07-14T12:34:22.765075" + }, + { + "epoch": 1381, + "batch_idx": 96, + "loss": 0.18556375801563263, + "learning_rate": 0.0002183090704982652, + "timestep_mean": 492.5625, + "epsilon_norm": 7.340921878814697, + "prediction_norm": 6.729722023010254, + "timestamp": "2025-07-14T12:34:22.770269" + }, + { + "epoch": 1381, + "batch_idx": 128, + "loss": 0.24129101634025574, + "learning_rate": 0.0002183090704982652, + "timestep_mean": 506.25, + "epsilon_norm": 8.392494201660156, + "prediction_norm": 7.291504383087158, + "timestamp": "2025-07-14T12:34:22.775589" + }, + { + "epoch": 1381, + "batch_idx": 160, + "loss": 0.20833703875541687, + "learning_rate": 0.0002183090704982652, + "timestep_mean": 536.4375, + "epsilon_norm": 7.649201393127441, + "prediction_norm": 6.843194007873535, + "timestamp": "2025-07-14T12:34:22.780778" + }, + { + "epoch": 1381, + "batch_idx": 192, + "loss": 0.1623765528202057, + "learning_rate": 0.0002183090704982652, + "timestep_mean": 491.5, + "epsilon_norm": 4.639302730560303, + "prediction_norm": 4.294477462768555, + "timestamp": "2025-07-14T12:34:22.785897" + }, + { + "epoch": 1382, + "batch_idx": 0, + "loss": 0.1570536196231842, + "learning_rate": 0.00021766052496696186, + "timestep_mean": 493.9375, + "epsilon_norm": 7.407312870025635, + "prediction_norm": 7.14000940322876, + "timestamp": "2025-07-14T12:34:22.791148" + }, + { + "epoch": 1382, + "batch_idx": 32, + "loss": 0.18052034080028534, + "learning_rate": 0.00021766052496696186, + "timestep_mean": 496.78125, + "epsilon_norm": 6.416271686553955, + "prediction_norm": 5.852114677429199, + "timestamp": "2025-07-14T12:34:22.796454" + }, + { + "epoch": 1382, + "batch_idx": 64, + "loss": 0.24569477140903473, + "learning_rate": 0.00021766052496696186, + "timestep_mean": 508.1875, + "epsilon_norm": 6.184099197387695, + "prediction_norm": 5.230798244476318, + "timestamp": "2025-07-14T12:34:22.801584" + }, + { + "epoch": 1382, + "batch_idx": 96, + "loss": 0.15699952840805054, + "learning_rate": 0.00021766052496696186, + "timestep_mean": 597.5, + "epsilon_norm": 8.307886123657227, + "prediction_norm": 7.770998477935791, + "timestamp": "2025-07-14T12:34:22.806728" + }, + { + "epoch": 1382, + "batch_idx": 128, + "loss": 0.3475651741027832, + "learning_rate": 0.00021766052496696186, + "timestep_mean": 504.65625, + "epsilon_norm": 9.827255249023438, + "prediction_norm": 8.316787719726562, + "timestamp": "2025-07-14T12:34:22.811925" + }, + { + "epoch": 1382, + "batch_idx": 160, + "loss": 0.2711351215839386, + "learning_rate": 0.00021766052496696186, + "timestep_mean": 494.875, + "epsilon_norm": 8.886016845703125, + "prediction_norm": 7.972984790802002, + "timestamp": "2025-07-14T12:34:22.816989" + }, + { + "epoch": 1382, + "batch_idx": 192, + "loss": 0.2090853750705719, + "learning_rate": 0.00021766052496696186, + "timestep_mean": 578.125, + "epsilon_norm": 3.1701197624206543, + "prediction_norm": 2.813162088394165, + "timestamp": "2025-07-14T12:34:22.822052" + }, + { + "epoch": 1383, + "batch_idx": 0, + "loss": 0.24355953931808472, + "learning_rate": 0.0002170126760802464, + "timestep_mean": 495.53125, + "epsilon_norm": 8.323139190673828, + "prediction_norm": 6.546029567718506, + "timestamp": "2025-07-14T12:34:22.827213" + }, + { + "epoch": 1383, + "batch_idx": 32, + "loss": 0.2432527393102646, + "learning_rate": 0.0002170126760802464, + "timestep_mean": 507.96875, + "epsilon_norm": 9.343588829040527, + "prediction_norm": 7.77946662902832, + "timestamp": "2025-07-14T12:34:22.832346" + }, + { + "epoch": 1383, + "batch_idx": 64, + "loss": 0.1838088482618332, + "learning_rate": 0.0002170126760802464, + "timestep_mean": 601.5, + "epsilon_norm": 8.04449462890625, + "prediction_norm": 7.021806716918945, + "timestamp": "2025-07-14T12:34:22.837591" + }, + { + "epoch": 1383, + "batch_idx": 96, + "loss": 0.4798602759838104, + "learning_rate": 0.0002170126760802464, + "timestep_mean": 460.59375, + "epsilon_norm": 9.048150062561035, + "prediction_norm": 7.0459885597229, + "timestamp": "2025-07-14T12:34:22.842771" + }, + { + "epoch": 1383, + "batch_idx": 128, + "loss": 0.2768360376358032, + "learning_rate": 0.0002170126760802464, + "timestep_mean": 476.0625, + "epsilon_norm": 8.131444931030273, + "prediction_norm": 6.731552600860596, + "timestamp": "2025-07-14T12:34:22.847934" + }, + { + "epoch": 1383, + "batch_idx": 160, + "loss": 0.17194543778896332, + "learning_rate": 0.0002170126760802464, + "timestep_mean": 595.15625, + "epsilon_norm": 7.424167156219482, + "prediction_norm": 6.349350929260254, + "timestamp": "2025-07-14T12:34:22.853082" + }, + { + "epoch": 1383, + "batch_idx": 192, + "loss": 0.09156478941440582, + "learning_rate": 0.0002170126760802464, + "timestep_mean": 466.375, + "epsilon_norm": 3.9287338256835938, + "prediction_norm": 3.892606258392334, + "timestamp": "2025-07-14T12:34:22.858221" + }, + { + "epoch": 1384, + "batch_idx": 0, + "loss": 0.2314312756061554, + "learning_rate": 0.00021636552543662216, + "timestep_mean": 401.59375, + "epsilon_norm": 7.675328254699707, + "prediction_norm": 6.771769046783447, + "timestamp": "2025-07-14T12:34:22.863533" + }, + { + "epoch": 1384, + "batch_idx": 32, + "loss": 0.17233547568321228, + "learning_rate": 0.00021636552543662216, + "timestep_mean": 474.40625, + "epsilon_norm": 8.52630615234375, + "prediction_norm": 7.54966402053833, + "timestamp": "2025-07-14T12:34:22.868524" + }, + { + "epoch": 1384, + "batch_idx": 64, + "loss": 0.2877886891365051, + "learning_rate": 0.00021636552543662216, + "timestep_mean": 533.8125, + "epsilon_norm": 8.392923355102539, + "prediction_norm": 6.8674116134643555, + "timestamp": "2025-07-14T12:34:22.873628" + }, + { + "epoch": 1384, + "batch_idx": 96, + "loss": 0.40688031911849976, + "learning_rate": 0.00021636552543662216, + "timestep_mean": 479.0625, + "epsilon_norm": 8.36510181427002, + "prediction_norm": 7.242895603179932, + "timestamp": "2025-07-14T12:34:22.878672" + }, + { + "epoch": 1384, + "batch_idx": 128, + "loss": 0.4177091419696808, + "learning_rate": 0.00021636552543662216, + "timestep_mean": 500.53125, + "epsilon_norm": 8.480953216552734, + "prediction_norm": 6.2881999015808105, + "timestamp": "2025-07-14T12:34:22.883977" + }, + { + "epoch": 1384, + "batch_idx": 160, + "loss": 0.2151048332452774, + "learning_rate": 0.00021636552543662216, + "timestep_mean": 419.3125, + "epsilon_norm": 7.210049152374268, + "prediction_norm": 6.647083759307861, + "timestamp": "2025-07-14T12:34:22.889041" + }, + { + "epoch": 1384, + "batch_idx": 192, + "loss": 0.15607896447181702, + "learning_rate": 0.00021636552543662216, + "timestep_mean": 612.5, + "epsilon_norm": 3.758758068084717, + "prediction_norm": 3.1695823669433594, + "timestamp": "2025-07-14T12:34:22.894278" + }, + { + "epoch": 1385, + "batch_idx": 0, + "loss": 0.11921902000904083, + "learning_rate": 0.0002157190746328683, + "timestep_mean": 459.125, + "epsilon_norm": 6.689938068389893, + "prediction_norm": 6.190888404846191, + "timestamp": "2025-07-14T12:34:22.899440" + }, + { + "epoch": 1385, + "batch_idx": 32, + "loss": 0.34661537408828735, + "learning_rate": 0.0002157190746328683, + "timestep_mean": 495.125, + "epsilon_norm": 7.756432056427002, + "prediction_norm": 6.133106231689453, + "timestamp": "2025-07-14T12:34:22.904700" + }, + { + "epoch": 1385, + "batch_idx": 64, + "loss": 0.16363567113876343, + "learning_rate": 0.0002157190746328683, + "timestep_mean": 459.21875, + "epsilon_norm": 8.348394393920898, + "prediction_norm": 7.577393531799316, + "timestamp": "2025-07-14T12:34:22.909849" + }, + { + "epoch": 1385, + "batch_idx": 96, + "loss": 0.1373518705368042, + "learning_rate": 0.0002157190746328683, + "timestep_mean": 532.59375, + "epsilon_norm": 8.24182415008545, + "prediction_norm": 7.6751909255981445, + "timestamp": "2025-07-14T12:34:22.915047" + }, + { + "epoch": 1385, + "batch_idx": 128, + "loss": 0.25055038928985596, + "learning_rate": 0.0002157190746328683, + "timestep_mean": 485.96875, + "epsilon_norm": 8.120063781738281, + "prediction_norm": 7.562340259552002, + "timestamp": "2025-07-14T12:34:22.920181" + }, + { + "epoch": 1385, + "batch_idx": 160, + "loss": 0.3106592893600464, + "learning_rate": 0.0002157190746328683, + "timestep_mean": 480.4375, + "epsilon_norm": 8.720345497131348, + "prediction_norm": 7.293038845062256, + "timestamp": "2025-07-14T12:34:22.925421" + }, + { + "epoch": 1385, + "batch_idx": 192, + "loss": 0.3277331292629242, + "learning_rate": 0.0002157190746328683, + "timestep_mean": 533.125, + "epsilon_norm": 4.880782604217529, + "prediction_norm": 4.1016926765441895, + "timestamp": "2025-07-14T12:34:22.930495" + }, + { + "epoch": 1386, + "batch_idx": 0, + "loss": 0.6445626020431519, + "learning_rate": 0.00021507332526403864, + "timestep_mean": 457.34375, + "epsilon_norm": 7.860403060913086, + "prediction_norm": 5.55648136138916, + "timestamp": "2025-07-14T12:34:22.935633" + }, + { + "epoch": 1386, + "batch_idx": 32, + "loss": 0.3847111761569977, + "learning_rate": 0.00021507332526403864, + "timestep_mean": 481.75, + "epsilon_norm": 8.009003639221191, + "prediction_norm": 6.457920551300049, + "timestamp": "2025-07-14T12:34:22.940799" + }, + { + "epoch": 1386, + "batch_idx": 64, + "loss": 0.4512304663658142, + "learning_rate": 0.00021507332526403864, + "timestep_mean": 490.0, + "epsilon_norm": 8.075273513793945, + "prediction_norm": 6.601572513580322, + "timestamp": "2025-07-14T12:34:22.946033" + }, + { + "epoch": 1386, + "batch_idx": 96, + "loss": 0.21464115381240845, + "learning_rate": 0.00021507332526403864, + "timestep_mean": 474.28125, + "epsilon_norm": 8.730072021484375, + "prediction_norm": 7.268514156341553, + "timestamp": "2025-07-14T12:34:22.951185" + }, + { + "epoch": 1386, + "batch_idx": 128, + "loss": 0.3890911340713501, + "learning_rate": 0.00021507332526403864, + "timestep_mean": 403.90625, + "epsilon_norm": 7.647920608520508, + "prediction_norm": 5.281683444976807, + "timestamp": "2025-07-14T12:34:22.956208" + }, + { + "epoch": 1386, + "batch_idx": 160, + "loss": 0.30105409026145935, + "learning_rate": 0.00021507332526403864, + "timestep_mean": 506.3125, + "epsilon_norm": 7.844358921051025, + "prediction_norm": 6.20904541015625, + "timestamp": "2025-07-14T12:34:22.961200" + }, + { + "epoch": 1386, + "batch_idx": 192, + "loss": 0.14420776069164276, + "learning_rate": 0.00021507332526403864, + "timestep_mean": 431.75, + "epsilon_norm": 4.089840888977051, + "prediction_norm": 3.571668863296509, + "timestamp": "2025-07-14T12:34:22.965989" + }, + { + "epoch": 1387, + "batch_idx": 0, + "loss": 0.19136233627796173, + "learning_rate": 0.00021442827892345474, + "timestep_mean": 541.0, + "epsilon_norm": 8.59586238861084, + "prediction_norm": 7.779796600341797, + "timestamp": "2025-07-14T12:34:22.970923" + }, + { + "epoch": 1387, + "batch_idx": 32, + "loss": 0.6544888019561768, + "learning_rate": 0.00021442827892345474, + "timestep_mean": 478.0, + "epsilon_norm": 8.678282737731934, + "prediction_norm": 6.507531642913818, + "timestamp": "2025-07-14T12:34:22.975808" + }, + { + "epoch": 1387, + "batch_idx": 64, + "loss": 0.21039998531341553, + "learning_rate": 0.00021442827892345474, + "timestep_mean": 476.59375, + "epsilon_norm": 7.098112106323242, + "prediction_norm": 6.172278881072998, + "timestamp": "2025-07-14T12:34:22.980602" + }, + { + "epoch": 1387, + "batch_idx": 96, + "loss": 0.277954638004303, + "learning_rate": 0.00021442827892345474, + "timestep_mean": 504.875, + "epsilon_norm": 8.29123306274414, + "prediction_norm": 6.976380348205566, + "timestamp": "2025-07-14T12:34:22.985634" + }, + { + "epoch": 1387, + "batch_idx": 128, + "loss": 0.5225429534912109, + "learning_rate": 0.00021442827892345474, + "timestep_mean": 432.1875, + "epsilon_norm": 7.499222755432129, + "prediction_norm": 5.473207473754883, + "timestamp": "2025-07-14T12:34:22.990800" + }, + { + "epoch": 1387, + "batch_idx": 160, + "loss": 0.24436785280704498, + "learning_rate": 0.00021442827892345474, + "timestep_mean": 550.90625, + "epsilon_norm": 8.159144401550293, + "prediction_norm": 6.962527751922607, + "timestamp": "2025-07-14T12:34:22.996065" + }, + { + "epoch": 1387, + "batch_idx": 192, + "loss": 0.43231621384620667, + "learning_rate": 0.00021442827892345474, + "timestep_mean": 526.875, + "epsilon_norm": 4.203949928283691, + "prediction_norm": 3.466937303543091, + "timestamp": "2025-07-14T12:34:23.001124" + }, + { + "epoch": 1388, + "batch_idx": 0, + "loss": 0.516366183757782, + "learning_rate": 0.0002137839372027048, + "timestep_mean": 439.0, + "epsilon_norm": 8.662797927856445, + "prediction_norm": 6.584692478179932, + "timestamp": "2025-07-14T12:34:23.006220" + }, + { + "epoch": 1388, + "batch_idx": 32, + "loss": 0.42917996644973755, + "learning_rate": 0.0002137839372027048, + "timestep_mean": 524.28125, + "epsilon_norm": 7.549713134765625, + "prediction_norm": 5.314077854156494, + "timestamp": "2025-07-14T12:34:23.011309" + }, + { + "epoch": 1388, + "batch_idx": 64, + "loss": 0.2347518801689148, + "learning_rate": 0.0002137839372027048, + "timestep_mean": 550.8125, + "epsilon_norm": 7.540851593017578, + "prediction_norm": 6.441255569458008, + "timestamp": "2025-07-14T12:34:23.016306" + }, + { + "epoch": 1388, + "batch_idx": 96, + "loss": 0.4304679036140442, + "learning_rate": 0.0002137839372027048, + "timestep_mean": 533.03125, + "epsilon_norm": 8.678970336914062, + "prediction_norm": 6.373507499694824, + "timestamp": "2025-07-14T12:34:23.021391" + }, + { + "epoch": 1388, + "batch_idx": 128, + "loss": 0.20468290150165558, + "learning_rate": 0.0002137839372027048, + "timestep_mean": 497.3125, + "epsilon_norm": 7.962904453277588, + "prediction_norm": 6.654420852661133, + "timestamp": "2025-07-14T12:34:23.026588" + }, + { + "epoch": 1388, + "batch_idx": 160, + "loss": 0.3723784387111664, + "learning_rate": 0.0002137839372027048, + "timestep_mean": 505.59375, + "epsilon_norm": 8.21926212310791, + "prediction_norm": 6.834105968475342, + "timestamp": "2025-07-14T12:34:23.031681" + }, + { + "epoch": 1388, + "batch_idx": 192, + "loss": 0.2982790470123291, + "learning_rate": 0.0002137839372027048, + "timestep_mean": 527.0, + "epsilon_norm": 3.818563222885132, + "prediction_norm": 2.9874861240386963, + "timestamp": "2025-07-14T12:34:23.036908" + }, + { + "epoch": 1389, + "batch_idx": 0, + "loss": 0.28532299399375916, + "learning_rate": 0.00021314030169163823, + "timestep_mean": 509.53125, + "epsilon_norm": 8.693860054016113, + "prediction_norm": 7.2367753982543945, + "timestamp": "2025-07-14T12:34:23.042052" + }, + { + "epoch": 1389, + "batch_idx": 32, + "loss": 0.1647697240114212, + "learning_rate": 0.00021314030169163823, + "timestep_mean": 481.4375, + "epsilon_norm": 5.952835559844971, + "prediction_norm": 5.602060794830322, + "timestamp": "2025-07-14T12:34:23.047123" + }, + { + "epoch": 1389, + "batch_idx": 64, + "loss": 0.17625126242637634, + "learning_rate": 0.00021314030169163823, + "timestep_mean": 505.84375, + "epsilon_norm": 8.737009048461914, + "prediction_norm": 7.85382604598999, + "timestamp": "2025-07-14T12:34:23.052354" + }, + { + "epoch": 1389, + "batch_idx": 96, + "loss": 0.3078107535839081, + "learning_rate": 0.00021314030169163823, + "timestep_mean": 429.46875, + "epsilon_norm": 8.249110221862793, + "prediction_norm": 6.99766731262207, + "timestamp": "2025-07-14T12:34:23.057521" + }, + { + "epoch": 1389, + "batch_idx": 128, + "loss": 0.21966564655303955, + "learning_rate": 0.00021314030169163823, + "timestep_mean": 560.40625, + "epsilon_norm": 7.5599493980407715, + "prediction_norm": 7.069016456604004, + "timestamp": "2025-07-14T12:34:23.062684" + }, + { + "epoch": 1389, + "batch_idx": 160, + "loss": 0.4153248965740204, + "learning_rate": 0.00021314030169163823, + "timestep_mean": 411.375, + "epsilon_norm": 9.14807415008545, + "prediction_norm": 6.369542598724365, + "timestamp": "2025-07-14T12:34:23.067675" + }, + { + "epoch": 1389, + "batch_idx": 192, + "loss": 0.2676176428794861, + "learning_rate": 0.00021314030169163823, + "timestep_mean": 532.5, + "epsilon_norm": 4.7766618728637695, + "prediction_norm": 3.7345199584960938, + "timestamp": "2025-07-14T12:34:23.072632" + }, + { + "epoch": 1390, + "batch_idx": 0, + "loss": 0.37249863147735596, + "learning_rate": 0.000212497373978361, + "timestep_mean": 465.5, + "epsilon_norm": 7.261246681213379, + "prediction_norm": 5.719228267669678, + "timestamp": "2025-07-14T12:34:23.077713" + }, + { + "epoch": 1390, + "batch_idx": 32, + "loss": 0.44514936208724976, + "learning_rate": 0.000212497373978361, + "timestep_mean": 513.59375, + "epsilon_norm": 8.515127182006836, + "prediction_norm": 6.517690658569336, + "timestamp": "2025-07-14T12:34:23.082840" + }, + { + "epoch": 1390, + "batch_idx": 64, + "loss": 0.3434889316558838, + "learning_rate": 0.000212497373978361, + "timestep_mean": 438.75, + "epsilon_norm": 7.2508063316345215, + "prediction_norm": 5.777422904968262, + "timestamp": "2025-07-14T12:34:23.088073" + }, + { + "epoch": 1390, + "batch_idx": 96, + "loss": 0.3511512577533722, + "learning_rate": 0.000212497373978361, + "timestep_mean": 459.5, + "epsilon_norm": 8.106976509094238, + "prediction_norm": 7.315843105316162, + "timestamp": "2025-07-14T12:34:23.093201" + }, + { + "epoch": 1390, + "batch_idx": 128, + "loss": 0.3352762460708618, + "learning_rate": 0.000212497373978361, + "timestep_mean": 476.9375, + "epsilon_norm": 7.498504161834717, + "prediction_norm": 6.070170879364014, + "timestamp": "2025-07-14T12:34:23.098332" + }, + { + "epoch": 1390, + "batch_idx": 160, + "loss": 0.36417970061302185, + "learning_rate": 0.000212497373978361, + "timestep_mean": 485.84375, + "epsilon_norm": 8.956311225891113, + "prediction_norm": 7.4274468421936035, + "timestamp": "2025-07-14T12:34:23.103475" + }, + { + "epoch": 1390, + "batch_idx": 192, + "loss": 0.17260953783988953, + "learning_rate": 0.000212497373978361, + "timestep_mean": 598.875, + "epsilon_norm": 6.330978870391846, + "prediction_norm": 6.140945911407471, + "timestamp": "2025-07-14T12:34:23.108560" + }, + { + "epoch": 1391, + "batch_idx": 0, + "loss": 0.32170942425727844, + "learning_rate": 0.00021185515564923384, + "timestep_mean": 445.0625, + "epsilon_norm": 8.685233116149902, + "prediction_norm": 7.770844459533691, + "timestamp": "2025-07-14T12:34:23.113717" + }, + { + "epoch": 1391, + "batch_idx": 32, + "loss": 0.29696810245513916, + "learning_rate": 0.00021185515564923384, + "timestep_mean": 503.5625, + "epsilon_norm": 8.396336555480957, + "prediction_norm": 7.4486775398254395, + "timestamp": "2025-07-14T12:34:23.118797" + }, + { + "epoch": 1391, + "batch_idx": 64, + "loss": 0.17270943522453308, + "learning_rate": 0.00021185515564923384, + "timestep_mean": 473.84375, + "epsilon_norm": 7.445080757141113, + "prediction_norm": 7.603781223297119, + "timestamp": "2025-07-14T12:34:23.123660" + }, + { + "epoch": 1391, + "batch_idx": 96, + "loss": 0.251955509185791, + "learning_rate": 0.00021185515564923384, + "timestep_mean": 500.84375, + "epsilon_norm": 7.299159049987793, + "prediction_norm": 6.269255638122559, + "timestamp": "2025-07-14T12:34:23.128552" + }, + { + "epoch": 1391, + "batch_idx": 128, + "loss": 0.21081241965293884, + "learning_rate": 0.00021185515564923384, + "timestep_mean": 534.1875, + "epsilon_norm": 7.4923224449157715, + "prediction_norm": 7.208329677581787, + "timestamp": "2025-07-14T12:34:23.133389" + }, + { + "epoch": 1391, + "batch_idx": 160, + "loss": 0.2901439070701599, + "learning_rate": 0.00021185515564923384, + "timestep_mean": 443.625, + "epsilon_norm": 8.032235145568848, + "prediction_norm": 6.94043493270874, + "timestamp": "2025-07-14T12:34:23.138365" + }, + { + "epoch": 1391, + "batch_idx": 192, + "loss": 0.16736140847206116, + "learning_rate": 0.00021185515564923384, + "timestep_mean": 506.875, + "epsilon_norm": 3.6288301944732666, + "prediction_norm": 3.370255708694458, + "timestamp": "2025-07-14T12:34:23.143179" + }, + { + "epoch": 1392, + "batch_idx": 0, + "loss": 0.24466189742088318, + "learning_rate": 0.00021121364828886657, + "timestep_mean": 520.59375, + "epsilon_norm": 7.289355754852295, + "prediction_norm": 6.405293941497803, + "timestamp": "2025-07-14T12:34:23.148069" + }, + { + "epoch": 1392, + "batch_idx": 32, + "loss": 0.24436138570308685, + "learning_rate": 0.00021121364828886657, + "timestep_mean": 592.3125, + "epsilon_norm": 7.106176376342773, + "prediction_norm": 6.4500627517700195, + "timestamp": "2025-07-14T12:34:23.152906" + }, + { + "epoch": 1392, + "batch_idx": 64, + "loss": 0.2589870095252991, + "learning_rate": 0.00021121364828886657, + "timestep_mean": 415.0625, + "epsilon_norm": 8.082712173461914, + "prediction_norm": 7.672851085662842, + "timestamp": "2025-07-14T12:34:23.157979" + }, + { + "epoch": 1392, + "batch_idx": 96, + "loss": 0.20985881984233856, + "learning_rate": 0.00021121364828886657, + "timestep_mean": 513.96875, + "epsilon_norm": 8.728982925415039, + "prediction_norm": 7.299034595489502, + "timestamp": "2025-07-14T12:34:23.163326" + }, + { + "epoch": 1392, + "batch_idx": 128, + "loss": 0.1482146978378296, + "learning_rate": 0.00021121364828886657, + "timestep_mean": 503.8125, + "epsilon_norm": 8.43734073638916, + "prediction_norm": 8.043289184570312, + "timestamp": "2025-07-14T12:34:23.168570" + }, + { + "epoch": 1392, + "batch_idx": 160, + "loss": 0.2813912630081177, + "learning_rate": 0.00021121364828886657, + "timestep_mean": 484.75, + "epsilon_norm": 7.506921768188477, + "prediction_norm": 6.642776012420654, + "timestamp": "2025-07-14T12:34:23.173728" + }, + { + "epoch": 1392, + "batch_idx": 192, + "loss": 0.2308812290430069, + "learning_rate": 0.00021121364828886657, + "timestep_mean": 569.875, + "epsilon_norm": 3.8842437267303467, + "prediction_norm": 2.9412291049957275, + "timestamp": "2025-07-14T12:34:23.178920" + }, + { + "epoch": 1393, + "batch_idx": 0, + "loss": 0.1580462008714676, + "learning_rate": 0.0002105728534801145, + "timestep_mean": 545.84375, + "epsilon_norm": 8.03504753112793, + "prediction_norm": 6.9252495765686035, + "timestamp": "2025-07-14T12:34:23.184124" + }, + { + "epoch": 1393, + "batch_idx": 32, + "loss": 0.16804881393909454, + "learning_rate": 0.0002105728534801145, + "timestep_mean": 479.65625, + "epsilon_norm": 8.493040084838867, + "prediction_norm": 7.233750820159912, + "timestamp": "2025-07-14T12:34:23.189292" + }, + { + "epoch": 1393, + "batch_idx": 64, + "loss": 0.378936767578125, + "learning_rate": 0.0002105728534801145, + "timestep_mean": 513.65625, + "epsilon_norm": 8.303582191467285, + "prediction_norm": 7.3624348640441895, + "timestamp": "2025-07-14T12:34:23.194545" + }, + { + "epoch": 1393, + "batch_idx": 96, + "loss": 0.3430873453617096, + "learning_rate": 0.0002105728534801145, + "timestep_mean": 415.625, + "epsilon_norm": 8.006858825683594, + "prediction_norm": 6.453363418579102, + "timestamp": "2025-07-14T12:34:23.199707" + }, + { + "epoch": 1393, + "batch_idx": 128, + "loss": 0.10333073884248734, + "learning_rate": 0.0002105728534801145, + "timestep_mean": 580.84375, + "epsilon_norm": 8.19144058227539, + "prediction_norm": 7.708563804626465, + "timestamp": "2025-07-14T12:34:23.204937" + }, + { + "epoch": 1393, + "batch_idx": 160, + "loss": 0.19970500469207764, + "learning_rate": 0.0002105728534801145, + "timestep_mean": 554.15625, + "epsilon_norm": 7.452357769012451, + "prediction_norm": 6.190404891967773, + "timestamp": "2025-07-14T12:34:23.210191" + }, + { + "epoch": 1393, + "batch_idx": 192, + "loss": 0.6455387473106384, + "learning_rate": 0.0002105728534801145, + "timestep_mean": 445.75, + "epsilon_norm": 4.8598103523254395, + "prediction_norm": 3.1943743228912354, + "timestamp": "2025-07-14T12:34:23.215314" + }, + { + "epoch": 1394, + "batch_idx": 0, + "loss": 0.3562124967575073, + "learning_rate": 0.00020993277280407556, + "timestep_mean": 517.0, + "epsilon_norm": 8.712509155273438, + "prediction_norm": 7.024849891662598, + "timestamp": "2025-07-14T12:34:23.220557" + }, + { + "epoch": 1394, + "batch_idx": 32, + "loss": 0.2401483952999115, + "learning_rate": 0.00020993277280407556, + "timestep_mean": 528.59375, + "epsilon_norm": 7.399321556091309, + "prediction_norm": 6.238668441772461, + "timestamp": "2025-07-14T12:34:23.225724" + }, + { + "epoch": 1394, + "batch_idx": 64, + "loss": 0.23975303769111633, + "learning_rate": 0.00020993277280407556, + "timestep_mean": 524.625, + "epsilon_norm": 7.404843330383301, + "prediction_norm": 6.32307243347168, + "timestamp": "2025-07-14T12:34:23.230684" + }, + { + "epoch": 1394, + "batch_idx": 96, + "loss": 0.33804693818092346, + "learning_rate": 0.00020993277280407556, + "timestep_mean": 504.5, + "epsilon_norm": 7.747217178344727, + "prediction_norm": 6.706002235412598, + "timestamp": "2025-07-14T12:34:23.235500" + }, + { + "epoch": 1394, + "batch_idx": 128, + "loss": 0.14031222462654114, + "learning_rate": 0.00020993277280407556, + "timestep_mean": 476.375, + "epsilon_norm": 6.931643009185791, + "prediction_norm": 6.114249229431152, + "timestamp": "2025-07-14T12:34:23.240352" + }, + { + "epoch": 1394, + "batch_idx": 160, + "loss": 0.4841785430908203, + "learning_rate": 0.00020993277280407556, + "timestep_mean": 453.625, + "epsilon_norm": 8.174657821655273, + "prediction_norm": 5.556310653686523, + "timestamp": "2025-07-14T12:34:23.245154" + }, + { + "epoch": 1394, + "batch_idx": 192, + "loss": 0.18418774008750916, + "learning_rate": 0.00020993277280407556, + "timestep_mean": 650.0, + "epsilon_norm": 2.8377668857574463, + "prediction_norm": 2.3848092555999756, + "timestamp": "2025-07-14T12:34:23.250084" + }, + { + "epoch": 1395, + "batch_idx": 0, + "loss": 0.2758864462375641, + "learning_rate": 0.00020929340784008496, + "timestep_mean": 581.46875, + "epsilon_norm": 6.620378017425537, + "prediction_norm": 5.552105903625488, + "timestamp": "2025-07-14T12:34:23.254964" + }, + { + "epoch": 1395, + "batch_idx": 32, + "loss": 0.3056696057319641, + "learning_rate": 0.00020929340784008496, + "timestep_mean": 527.0, + "epsilon_norm": 8.451894760131836, + "prediction_norm": 6.228229999542236, + "timestamp": "2025-07-14T12:34:23.259890" + }, + { + "epoch": 1395, + "batch_idx": 64, + "loss": 0.4068342447280884, + "learning_rate": 0.00020929340784008496, + "timestep_mean": 409.625, + "epsilon_norm": 8.621108055114746, + "prediction_norm": 6.230692386627197, + "timestamp": "2025-07-14T12:34:23.264953" + }, + { + "epoch": 1395, + "batch_idx": 96, + "loss": 0.09428320825099945, + "learning_rate": 0.00020929340784008496, + "timestep_mean": 611.40625, + "epsilon_norm": 7.425004959106445, + "prediction_norm": 7.016586780548096, + "timestamp": "2025-07-14T12:34:23.270044" + }, + { + "epoch": 1395, + "batch_idx": 128, + "loss": 0.2823668122291565, + "learning_rate": 0.00020929340784008496, + "timestep_mean": 565.4375, + "epsilon_norm": 7.2105817794799805, + "prediction_norm": 6.216802597045898, + "timestamp": "2025-07-14T12:34:23.275256" + }, + { + "epoch": 1395, + "batch_idx": 160, + "loss": 0.29496800899505615, + "learning_rate": 0.00020929340784008496, + "timestep_mean": 487.96875, + "epsilon_norm": 8.223663330078125, + "prediction_norm": 5.916095733642578, + "timestamp": "2025-07-14T12:34:23.280314" + }, + { + "epoch": 1395, + "batch_idx": 192, + "loss": 0.3599317669868469, + "learning_rate": 0.00020929340784008496, + "timestep_mean": 546.625, + "epsilon_norm": 4.211015224456787, + "prediction_norm": 3.7050058841705322, + "timestamp": "2025-07-14T12:34:23.285349" + }, + { + "epoch": 1396, + "batch_idx": 0, + "loss": 0.15193329751491547, + "learning_rate": 0.00020865476016571224, + "timestep_mean": 541.0, + "epsilon_norm": 7.754063606262207, + "prediction_norm": 6.8798980712890625, + "timestamp": "2025-07-14T12:34:23.290463" + }, + { + "epoch": 1396, + "batch_idx": 32, + "loss": 0.15361705422401428, + "learning_rate": 0.00020865476016571224, + "timestep_mean": 514.15625, + "epsilon_norm": 6.980907440185547, + "prediction_norm": 6.627655506134033, + "timestamp": "2025-07-14T12:34:23.295593" + }, + { + "epoch": 1396, + "batch_idx": 64, + "loss": 0.3555413484573364, + "learning_rate": 0.00020865476016571224, + "timestep_mean": 504.53125, + "epsilon_norm": 8.258709907531738, + "prediction_norm": 6.0832366943359375, + "timestamp": "2025-07-14T12:34:23.300754" + }, + { + "epoch": 1396, + "batch_idx": 96, + "loss": 0.1733459085226059, + "learning_rate": 0.00020865476016571224, + "timestep_mean": 552.25, + "epsilon_norm": 7.654341220855713, + "prediction_norm": 6.995357036590576, + "timestamp": "2025-07-14T12:34:23.305883" + }, + { + "epoch": 1396, + "batch_idx": 128, + "loss": 0.2774151563644409, + "learning_rate": 0.00020865476016571224, + "timestep_mean": 500.5625, + "epsilon_norm": 8.853090286254883, + "prediction_norm": 6.981263160705566, + "timestamp": "2025-07-14T12:34:23.310929" + }, + { + "epoch": 1396, + "batch_idx": 160, + "loss": 0.2803809642791748, + "learning_rate": 0.00020865476016571224, + "timestep_mean": 437.15625, + "epsilon_norm": 8.007394790649414, + "prediction_norm": 6.483603477478027, + "timestamp": "2025-07-14T12:34:23.315960" + }, + { + "epoch": 1396, + "batch_idx": 192, + "loss": 0.12476831674575806, + "learning_rate": 0.00020865476016571224, + "timestep_mean": 455.25, + "epsilon_norm": 3.924175262451172, + "prediction_norm": 3.8250691890716553, + "timestamp": "2025-07-14T12:34:23.320772" + }, + { + "epoch": 1397, + "batch_idx": 0, + "loss": 0.17769332230091095, + "learning_rate": 0.00020801683135675709, + "timestep_mean": 536.625, + "epsilon_norm": 7.545292377471924, + "prediction_norm": 6.585282325744629, + "timestamp": "2025-07-14T12:34:23.325653" + }, + { + "epoch": 1397, + "batch_idx": 32, + "loss": 0.0937688872218132, + "learning_rate": 0.00020801683135675709, + "timestep_mean": 501.84375, + "epsilon_norm": 7.604411602020264, + "prediction_norm": 7.1616740226745605, + "timestamp": "2025-07-14T12:34:23.330500" + }, + { + "epoch": 1397, + "batch_idx": 64, + "loss": 0.5372022390365601, + "learning_rate": 0.00020801683135675709, + "timestep_mean": 412.84375, + "epsilon_norm": 8.398048400878906, + "prediction_norm": 5.6508965492248535, + "timestamp": "2025-07-14T12:34:23.335433" + }, + { + "epoch": 1397, + "batch_idx": 96, + "loss": 0.356365442276001, + "learning_rate": 0.00020801683135675709, + "timestep_mean": 415.46875, + "epsilon_norm": 6.623077869415283, + "prediction_norm": 5.1283087730407715, + "timestamp": "2025-07-14T12:34:23.340265" + }, + { + "epoch": 1397, + "batch_idx": 128, + "loss": 0.24639317393302917, + "learning_rate": 0.00020801683135675709, + "timestep_mean": 519.9375, + "epsilon_norm": 7.601032257080078, + "prediction_norm": 6.403017044067383, + "timestamp": "2025-07-14T12:34:23.345115" + }, + { + "epoch": 1397, + "batch_idx": 160, + "loss": 0.2547152638435364, + "learning_rate": 0.00020801683135675709, + "timestep_mean": 498.34375, + "epsilon_norm": 5.869355201721191, + "prediction_norm": 4.460048675537109, + "timestamp": "2025-07-14T12:34:23.350074" + }, + { + "epoch": 1397, + "batch_idx": 192, + "loss": 0.14858105778694153, + "learning_rate": 0.00020801683135675709, + "timestep_mean": 634.75, + "epsilon_norm": 4.502167224884033, + "prediction_norm": 4.0242204666137695, + "timestamp": "2025-07-14T12:34:23.354952" + }, + { + "epoch": 1398, + "batch_idx": 0, + "loss": 0.3536168038845062, + "learning_rate": 0.00020737962298724534, + "timestep_mean": 540.75, + "epsilon_norm": 7.81830358505249, + "prediction_norm": 6.074450492858887, + "timestamp": "2025-07-14T12:34:23.359760" + }, + { + "epoch": 1398, + "batch_idx": 32, + "loss": 0.3153451085090637, + "learning_rate": 0.00020737962298724534, + "timestep_mean": 541.625, + "epsilon_norm": 9.08205795288086, + "prediction_norm": 8.133034706115723, + "timestamp": "2025-07-14T12:34:23.364600" + }, + { + "epoch": 1398, + "batch_idx": 64, + "loss": 0.3687394857406616, + "learning_rate": 0.00020737962298724534, + "timestep_mean": 449.53125, + "epsilon_norm": 8.396461486816406, + "prediction_norm": 6.79381799697876, + "timestamp": "2025-07-14T12:34:23.369443" + }, + { + "epoch": 1398, + "batch_idx": 96, + "loss": 0.23212307691574097, + "learning_rate": 0.00020737962298724534, + "timestep_mean": 503.65625, + "epsilon_norm": 7.211635112762451, + "prediction_norm": 6.467434406280518, + "timestamp": "2025-07-14T12:34:23.374267" + }, + { + "epoch": 1398, + "batch_idx": 128, + "loss": 0.4803861975669861, + "learning_rate": 0.00020737962298724534, + "timestep_mean": 426.6875, + "epsilon_norm": 8.071273803710938, + "prediction_norm": 6.611340522766113, + "timestamp": "2025-07-14T12:34:23.379106" + }, + { + "epoch": 1398, + "batch_idx": 160, + "loss": 0.31096965074539185, + "learning_rate": 0.00020737962298724534, + "timestep_mean": 520.75, + "epsilon_norm": 8.248597145080566, + "prediction_norm": 6.8733391761779785, + "timestamp": "2025-07-14T12:34:23.383956" + }, + { + "epoch": 1398, + "batch_idx": 192, + "loss": 0.23647207021713257, + "learning_rate": 0.00020737962298724534, + "timestep_mean": 606.375, + "epsilon_norm": 4.328579902648926, + "prediction_norm": 3.1948063373565674, + "timestamp": "2025-07-14T12:34:23.388791" + }, + { + "epoch": 1399, + "batch_idx": 0, + "loss": 0.29227596521377563, + "learning_rate": 0.00020674313662942515, + "timestep_mean": 533.59375, + "epsilon_norm": 7.863425254821777, + "prediction_norm": 6.296780586242676, + "timestamp": "2025-07-14T12:34:23.393706" + }, + { + "epoch": 1399, + "batch_idx": 32, + "loss": 0.2100927233695984, + "learning_rate": 0.00020674313662942515, + "timestep_mean": 471.5625, + "epsilon_norm": 8.238673210144043, + "prediction_norm": 7.412198543548584, + "timestamp": "2025-07-14T12:34:23.398541" + }, + { + "epoch": 1399, + "batch_idx": 64, + "loss": 0.3672134280204773, + "learning_rate": 0.00020674313662942515, + "timestep_mean": 463.3125, + "epsilon_norm": 7.716738700866699, + "prediction_norm": 6.094611167907715, + "timestamp": "2025-07-14T12:34:23.403445" + }, + { + "epoch": 1399, + "batch_idx": 96, + "loss": 0.34449559450149536, + "learning_rate": 0.00020674313662942515, + "timestep_mean": 476.625, + "epsilon_norm": 7.897403717041016, + "prediction_norm": 6.346578121185303, + "timestamp": "2025-07-14T12:34:23.408418" + }, + { + "epoch": 1399, + "batch_idx": 128, + "loss": 0.18678490817546844, + "learning_rate": 0.00020674313662942515, + "timestep_mean": 578.75, + "epsilon_norm": 7.235611915588379, + "prediction_norm": 6.383122444152832, + "timestamp": "2025-07-14T12:34:23.413264" + }, + { + "epoch": 1399, + "batch_idx": 160, + "loss": 0.1558288037776947, + "learning_rate": 0.00020674313662942515, + "timestep_mean": 460.84375, + "epsilon_norm": 6.636023044586182, + "prediction_norm": 5.9583001136779785, + "timestamp": "2025-07-14T12:34:23.418399" + }, + { + "epoch": 1399, + "batch_idx": 192, + "loss": 0.38048025965690613, + "learning_rate": 0.00020674313662942515, + "timestep_mean": 340.625, + "epsilon_norm": 3.693176031112671, + "prediction_norm": 2.6400816440582275, + "timestamp": "2025-07-14T12:34:23.423565" + }, + { + "epoch": 1400, + "batch_idx": 0, + "loss": 0.6471366882324219, + "learning_rate": 0.00020610737385376375, + "timestep_mean": 361.09375, + "epsilon_norm": 9.186918258666992, + "prediction_norm": 6.4163079261779785, + "timestamp": "2025-07-14T12:34:23.428804" + }, + { + "epoch": 1400, + "batch_idx": 32, + "loss": 0.18407167494297028, + "learning_rate": 0.00020610737385376375, + "timestep_mean": 502.375, + "epsilon_norm": 7.653639793395996, + "prediction_norm": 6.37503719329834, + "timestamp": "2025-07-14T12:34:23.433802" + }, + { + "epoch": 1400, + "batch_idx": 64, + "loss": 0.16175132989883423, + "learning_rate": 0.00020610737385376375, + "timestep_mean": 563.1875, + "epsilon_norm": 8.264022827148438, + "prediction_norm": 7.707156181335449, + "timestamp": "2025-07-14T12:34:23.438809" + }, + { + "epoch": 1400, + "batch_idx": 96, + "loss": 0.48147881031036377, + "learning_rate": 0.00020610737385376375, + "timestep_mean": 496.40625, + "epsilon_norm": 7.985796928405762, + "prediction_norm": 5.891627788543701, + "timestamp": "2025-07-14T12:34:23.444467" + }, + { + "epoch": 1400, + "batch_idx": 128, + "loss": 0.2022264301776886, + "learning_rate": 0.00020610737385376375, + "timestep_mean": 571.5625, + "epsilon_norm": 7.744884490966797, + "prediction_norm": 7.05210542678833, + "timestamp": "2025-07-14T12:34:23.449761" + }, + { + "epoch": 1400, + "batch_idx": 160, + "loss": 0.41553735733032227, + "learning_rate": 0.00020610737385376375, + "timestep_mean": 460.6875, + "epsilon_norm": 7.295699596405029, + "prediction_norm": 4.9658403396606445, + "timestamp": "2025-07-14T12:34:23.454882" + }, + { + "epoch": 1400, + "batch_idx": 192, + "loss": 0.06303300708532333, + "learning_rate": 0.00020610737385376375, + "timestep_mean": 479.75, + "epsilon_norm": 3.2548203468322754, + "prediction_norm": 3.5069308280944824, + "timestamp": "2025-07-14T12:34:23.460088" + }, + { + "epoch": 1401, + "batch_idx": 0, + "loss": 0.44480210542678833, + "learning_rate": 0.00020547233622894234, + "timestep_mean": 424.125, + "epsilon_norm": 8.699063301086426, + "prediction_norm": 6.863938331604004, + "timestamp": "2025-07-14T12:34:23.465041" + }, + { + "epoch": 1401, + "batch_idx": 32, + "loss": 0.2624276280403137, + "learning_rate": 0.00020547233622894234, + "timestep_mean": 537.125, + "epsilon_norm": 8.837023735046387, + "prediction_norm": 8.139970779418945, + "timestamp": "2025-07-14T12:34:23.470015" + }, + { + "epoch": 1401, + "batch_idx": 64, + "loss": 0.21302883327007294, + "learning_rate": 0.00020547233622894234, + "timestep_mean": 510.03125, + "epsilon_norm": 8.205720901489258, + "prediction_norm": 7.189503192901611, + "timestamp": "2025-07-14T12:34:23.475020" + }, + { + "epoch": 1401, + "batch_idx": 96, + "loss": 0.24490514397621155, + "learning_rate": 0.00020547233622894234, + "timestep_mean": 563.3125, + "epsilon_norm": 8.024823188781738, + "prediction_norm": 7.002919673919678, + "timestamp": "2025-07-14T12:34:23.479957" + }, + { + "epoch": 1401, + "batch_idx": 128, + "loss": 0.24765419960021973, + "learning_rate": 0.00020547233622894234, + "timestep_mean": 398.5625, + "epsilon_norm": 6.98296594619751, + "prediction_norm": 5.86244010925293, + "timestamp": "2025-07-14T12:34:23.484833" + }, + { + "epoch": 1401, + "batch_idx": 160, + "loss": 0.34054720401763916, + "learning_rate": 0.00020547233622894234, + "timestep_mean": 526.125, + "epsilon_norm": 7.986883640289307, + "prediction_norm": 6.118912220001221, + "timestamp": "2025-07-14T12:34:23.489785" + }, + { + "epoch": 1401, + "batch_idx": 192, + "loss": 0.49303945899009705, + "learning_rate": 0.00020547233622894234, + "timestep_mean": 424.75, + "epsilon_norm": 4.046136856079102, + "prediction_norm": 3.271130323410034, + "timestamp": "2025-07-14T12:34:23.494742" + }, + { + "epoch": 1402, + "batch_idx": 0, + "loss": 0.3105090260505676, + "learning_rate": 0.0002048380253218529, + "timestep_mean": 480.5, + "epsilon_norm": 8.619736671447754, + "prediction_norm": 7.222568988800049, + "timestamp": "2025-07-14T12:34:23.499632" + }, + { + "epoch": 1402, + "batch_idx": 32, + "loss": 0.3075034022331238, + "learning_rate": 0.0002048380253218529, + "timestep_mean": 557.25, + "epsilon_norm": 7.716922283172607, + "prediction_norm": 6.189360618591309, + "timestamp": "2025-07-14T12:34:23.504647" + }, + { + "epoch": 1402, + "batch_idx": 64, + "loss": 0.2610960304737091, + "learning_rate": 0.0002048380253218529, + "timestep_mean": 514.28125, + "epsilon_norm": 7.138556480407715, + "prediction_norm": 6.504031658172607, + "timestamp": "2025-07-14T12:34:23.509599" + }, + { + "epoch": 1402, + "batch_idx": 96, + "loss": 0.24651341140270233, + "learning_rate": 0.0002048380253218529, + "timestep_mean": 417.84375, + "epsilon_norm": 7.722693920135498, + "prediction_norm": 7.549032688140869, + "timestamp": "2025-07-14T12:34:23.514538" + }, + { + "epoch": 1402, + "batch_idx": 128, + "loss": 0.25329816341400146, + "learning_rate": 0.0002048380253218529, + "timestep_mean": 530.5, + "epsilon_norm": 8.86535358428955, + "prediction_norm": 7.6360249519348145, + "timestamp": "2025-07-14T12:34:23.519420" + }, + { + "epoch": 1402, + "batch_idx": 160, + "loss": 0.2495613545179367, + "learning_rate": 0.0002048380253218529, + "timestep_mean": 476.625, + "epsilon_norm": 6.786930084228516, + "prediction_norm": 5.728259086608887, + "timestamp": "2025-07-14T12:34:23.524330" + }, + { + "epoch": 1402, + "batch_idx": 192, + "loss": 0.04011355713009834, + "learning_rate": 0.0002048380253218529, + "timestep_mean": 553.875, + "epsilon_norm": 4.223268032073975, + "prediction_norm": 4.513242721557617, + "timestamp": "2025-07-14T12:34:23.529192" + }, + { + "epoch": 1403, + "batch_idx": 0, + "loss": 0.3147018551826477, + "learning_rate": 0.00020420444269759523, + "timestep_mean": 520.15625, + "epsilon_norm": 8.32307243347168, + "prediction_norm": 7.363570213317871, + "timestamp": "2025-07-14T12:34:23.534109" + }, + { + "epoch": 1403, + "batch_idx": 32, + "loss": 0.20988139510154724, + "learning_rate": 0.00020420444269759523, + "timestep_mean": 529.65625, + "epsilon_norm": 7.627564907073975, + "prediction_norm": 6.8353776931762695, + "timestamp": "2025-07-14T12:34:23.538960" + }, + { + "epoch": 1403, + "batch_idx": 64, + "loss": 0.32394739985466003, + "learning_rate": 0.00020420444269759523, + "timestep_mean": 515.125, + "epsilon_norm": 7.834706783294678, + "prediction_norm": 6.896629333496094, + "timestamp": "2025-07-14T12:34:23.543806" + }, + { + "epoch": 1403, + "batch_idx": 96, + "loss": 0.25641292333602905, + "learning_rate": 0.00020420444269759523, + "timestep_mean": 553.53125, + "epsilon_norm": 6.959366321563721, + "prediction_norm": 6.669122695922852, + "timestamp": "2025-07-14T12:34:23.548701" + }, + { + "epoch": 1403, + "batch_idx": 128, + "loss": 0.26151037216186523, + "learning_rate": 0.00020420444269759523, + "timestep_mean": 441.75, + "epsilon_norm": 7.4588093757629395, + "prediction_norm": 7.229885578155518, + "timestamp": "2025-07-14T12:34:23.553570" + }, + { + "epoch": 1403, + "batch_idx": 160, + "loss": 0.15601040422916412, + "learning_rate": 0.00020420444269759523, + "timestep_mean": 593.3125, + "epsilon_norm": 7.498407363891602, + "prediction_norm": 6.6501007080078125, + "timestamp": "2025-07-14T12:34:23.558532" + }, + { + "epoch": 1403, + "batch_idx": 192, + "loss": 0.05833711102604866, + "learning_rate": 0.00020420444269759523, + "timestep_mean": 537.5, + "epsilon_norm": 3.626209259033203, + "prediction_norm": 3.3447670936584473, + "timestamp": "2025-07-14T12:34:23.563438" + }, + { + "epoch": 1404, + "batch_idx": 0, + "loss": 0.525762140750885, + "learning_rate": 0.00020357158991947063, + "timestep_mean": 381.9375, + "epsilon_norm": 8.49856948852539, + "prediction_norm": 6.106054306030273, + "timestamp": "2025-07-14T12:34:23.568396" + }, + { + "epoch": 1404, + "batch_idx": 32, + "loss": 0.28111541271209717, + "learning_rate": 0.00020357158991947063, + "timestep_mean": 427.6875, + "epsilon_norm": 7.758358001708984, + "prediction_norm": 6.450188159942627, + "timestamp": "2025-07-14T12:34:23.573291" + }, + { + "epoch": 1404, + "batch_idx": 64, + "loss": 0.49314504861831665, + "learning_rate": 0.00020357158991947063, + "timestep_mean": 458.09375, + "epsilon_norm": 8.7827730178833, + "prediction_norm": 6.98813009262085, + "timestamp": "2025-07-14T12:34:23.578166" + }, + { + "epoch": 1404, + "batch_idx": 96, + "loss": 0.16050858795642853, + "learning_rate": 0.00020357158991947063, + "timestep_mean": 507.625, + "epsilon_norm": 8.139589309692383, + "prediction_norm": 7.266491889953613, + "timestamp": "2025-07-14T12:34:23.583050" + }, + { + "epoch": 1404, + "batch_idx": 128, + "loss": 0.1340702772140503, + "learning_rate": 0.00020357158991947063, + "timestep_mean": 500.40625, + "epsilon_norm": 8.03564167022705, + "prediction_norm": 7.277109622955322, + "timestamp": "2025-07-14T12:34:23.587980" + }, + { + "epoch": 1404, + "batch_idx": 160, + "loss": 0.28955408930778503, + "learning_rate": 0.00020357158991947063, + "timestep_mean": 482.4375, + "epsilon_norm": 8.498716354370117, + "prediction_norm": 7.443081378936768, + "timestamp": "2025-07-14T12:34:23.592899" + }, + { + "epoch": 1404, + "batch_idx": 192, + "loss": 0.9545350670814514, + "learning_rate": 0.00020357158991947063, + "timestep_mean": 340.0, + "epsilon_norm": 5.493602275848389, + "prediction_norm": 3.325000047683716, + "timestamp": "2025-07-14T12:34:23.598043" + }, + { + "epoch": 1405, + "batch_idx": 0, + "loss": 0.3432263135910034, + "learning_rate": 0.00020293946854898085, + "timestep_mean": 510.0625, + "epsilon_norm": 9.257651329040527, + "prediction_norm": 7.177622318267822, + "timestamp": "2025-07-14T12:34:23.603145" + }, + { + "epoch": 1405, + "batch_idx": 32, + "loss": 0.2511773705482483, + "learning_rate": 0.00020293946854898085, + "timestep_mean": 579.1875, + "epsilon_norm": 9.784406661987305, + "prediction_norm": 8.625824928283691, + "timestamp": "2025-07-14T12:34:23.608225" + }, + { + "epoch": 1405, + "batch_idx": 64, + "loss": 0.15330198407173157, + "learning_rate": 0.00020293946854898085, + "timestep_mean": 539.1875, + "epsilon_norm": 6.656955242156982, + "prediction_norm": 6.3261332511901855, + "timestamp": "2025-07-14T12:34:23.613373" + }, + { + "epoch": 1405, + "batch_idx": 96, + "loss": 0.3193800449371338, + "learning_rate": 0.00020293946854898085, + "timestep_mean": 532.34375, + "epsilon_norm": 8.580732345581055, + "prediction_norm": 7.946920871734619, + "timestamp": "2025-07-14T12:34:23.618353" + }, + { + "epoch": 1405, + "batch_idx": 128, + "loss": 0.3393329977989197, + "learning_rate": 0.00020293946854898085, + "timestep_mean": 526.15625, + "epsilon_norm": 7.791905879974365, + "prediction_norm": 6.471884250640869, + "timestamp": "2025-07-14T12:34:23.623299" + }, + { + "epoch": 1405, + "batch_idx": 160, + "loss": 0.29355692863464355, + "learning_rate": 0.00020293946854898085, + "timestep_mean": 504.25, + "epsilon_norm": 7.706523418426514, + "prediction_norm": 6.271576404571533, + "timestamp": "2025-07-14T12:34:23.628194" + }, + { + "epoch": 1405, + "batch_idx": 192, + "loss": 0.19174353778362274, + "learning_rate": 0.00020293946854898085, + "timestep_mean": 632.125, + "epsilon_norm": 5.537870407104492, + "prediction_norm": 4.474209308624268, + "timestamp": "2025-07-14T12:34:23.633230" + }, + { + "epoch": 1406, + "batch_idx": 0, + "loss": 0.5862858295440674, + "learning_rate": 0.0002023080801458229, + "timestep_mean": 457.84375, + "epsilon_norm": 7.11714506149292, + "prediction_norm": 5.070316314697266, + "timestamp": "2025-07-14T12:34:23.638252" + }, + { + "epoch": 1406, + "batch_idx": 32, + "loss": 0.1599523276090622, + "learning_rate": 0.0002023080801458229, + "timestep_mean": 635.53125, + "epsilon_norm": 7.305866718292236, + "prediction_norm": 6.580515384674072, + "timestamp": "2025-07-14T12:34:23.643166" + }, + { + "epoch": 1406, + "batch_idx": 64, + "loss": 0.3674381375312805, + "learning_rate": 0.0002023080801458229, + "timestep_mean": 504.0625, + "epsilon_norm": 8.315811157226562, + "prediction_norm": 6.804566860198975, + "timestamp": "2025-07-14T12:34:23.648082" + }, + { + "epoch": 1406, + "batch_idx": 96, + "loss": 0.28239086270332336, + "learning_rate": 0.0002023080801458229, + "timestep_mean": 481.3125, + "epsilon_norm": 8.084039688110352, + "prediction_norm": 7.393318176269531, + "timestamp": "2025-07-14T12:34:23.652931" + }, + { + "epoch": 1406, + "batch_idx": 128, + "loss": 0.2956085801124573, + "learning_rate": 0.0002023080801458229, + "timestep_mean": 521.0625, + "epsilon_norm": 7.777235984802246, + "prediction_norm": 6.510044574737549, + "timestamp": "2025-07-14T12:34:23.657815" + }, + { + "epoch": 1406, + "batch_idx": 160, + "loss": 0.423821359872818, + "learning_rate": 0.0002023080801458229, + "timestep_mean": 409.15625, + "epsilon_norm": 7.875639915466309, + "prediction_norm": 6.290434837341309, + "timestamp": "2025-07-14T12:34:23.662773" + }, + { + "epoch": 1406, + "batch_idx": 192, + "loss": 0.23951424658298492, + "learning_rate": 0.0002023080801458229, + "timestep_mean": 398.0, + "epsilon_norm": 3.3589186668395996, + "prediction_norm": 2.9132330417633057, + "timestamp": "2025-07-14T12:34:23.667690" + }, + { + "epoch": 1407, + "batch_idx": 0, + "loss": 0.17768125236034393, + "learning_rate": 0.00020167742626788407, + "timestep_mean": 493.21875, + "epsilon_norm": 6.835495471954346, + "prediction_norm": 5.956589221954346, + "timestamp": "2025-07-14T12:34:23.672599" + }, + { + "epoch": 1407, + "batch_idx": 32, + "loss": 0.2612559497356415, + "learning_rate": 0.00020167742626788407, + "timestep_mean": 473.59375, + "epsilon_norm": 7.883469104766846, + "prediction_norm": 6.323709011077881, + "timestamp": "2025-07-14T12:34:23.677463" + }, + { + "epoch": 1407, + "batch_idx": 64, + "loss": 0.31467515230178833, + "learning_rate": 0.00020167742626788407, + "timestep_mean": 453.375, + "epsilon_norm": 8.749868392944336, + "prediction_norm": 7.090771198272705, + "timestamp": "2025-07-14T12:34:23.682327" + }, + { + "epoch": 1407, + "batch_idx": 96, + "loss": 0.31870079040527344, + "learning_rate": 0.00020167742626788407, + "timestep_mean": 427.65625, + "epsilon_norm": 6.55091667175293, + "prediction_norm": 5.0791239738464355, + "timestamp": "2025-07-14T12:34:23.687224" + }, + { + "epoch": 1407, + "batch_idx": 128, + "loss": 0.2272762954235077, + "learning_rate": 0.00020167742626788407, + "timestep_mean": 604.53125, + "epsilon_norm": 8.35313606262207, + "prediction_norm": 7.46876335144043, + "timestamp": "2025-07-14T12:34:23.692189" + }, + { + "epoch": 1407, + "batch_idx": 160, + "loss": 0.331615686416626, + "learning_rate": 0.00020167742626788407, + "timestep_mean": 455.28125, + "epsilon_norm": 8.464409828186035, + "prediction_norm": 7.0920281410217285, + "timestamp": "2025-07-14T12:34:23.697085" + }, + { + "epoch": 1407, + "batch_idx": 192, + "loss": 0.32670313119888306, + "learning_rate": 0.00020167742626788407, + "timestep_mean": 568.625, + "epsilon_norm": 3.958916664123535, + "prediction_norm": 3.199373483657837, + "timestamp": "2025-07-14T12:34:23.701940" + }, + { + "epoch": 1408, + "batch_idx": 0, + "loss": 0.33905574679374695, + "learning_rate": 0.00020104750847124098, + "timestep_mean": 513.34375, + "epsilon_norm": 7.660887718200684, + "prediction_norm": 7.146249294281006, + "timestamp": "2025-07-14T12:34:23.706827" + }, + { + "epoch": 1408, + "batch_idx": 32, + "loss": 0.2360478639602661, + "learning_rate": 0.00020104750847124098, + "timestep_mean": 543.5, + "epsilon_norm": 8.119553565979004, + "prediction_norm": 6.686443328857422, + "timestamp": "2025-07-14T12:34:23.711689" + }, + { + "epoch": 1408, + "batch_idx": 64, + "loss": 0.3146326541900635, + "learning_rate": 0.00020104750847124098, + "timestep_mean": 493.71875, + "epsilon_norm": 8.364529609680176, + "prediction_norm": 7.22517728805542, + "timestamp": "2025-07-14T12:34:23.716697" + }, + { + "epoch": 1408, + "batch_idx": 96, + "loss": 0.1548299789428711, + "learning_rate": 0.00020104750847124098, + "timestep_mean": 538.625, + "epsilon_norm": 6.329456806182861, + "prediction_norm": 5.693953990936279, + "timestamp": "2025-07-14T12:34:23.721577" + }, + { + "epoch": 1408, + "batch_idx": 128, + "loss": 0.154626727104187, + "learning_rate": 0.00020104750847124098, + "timestep_mean": 517.75, + "epsilon_norm": 7.868821144104004, + "prediction_norm": 7.299771785736084, + "timestamp": "2025-07-14T12:34:23.726427" + }, + { + "epoch": 1408, + "batch_idx": 160, + "loss": 0.13347776234149933, + "learning_rate": 0.00020104750847124098, + "timestep_mean": 565.5, + "epsilon_norm": 8.024948120117188, + "prediction_norm": 7.221297740936279, + "timestamp": "2025-07-14T12:34:23.731334" + }, + { + "epoch": 1408, + "batch_idx": 192, + "loss": 0.11400839686393738, + "learning_rate": 0.00020104750847124098, + "timestep_mean": 491.75, + "epsilon_norm": 2.777311086654663, + "prediction_norm": 2.1218273639678955, + "timestamp": "2025-07-14T12:34:23.736495" + }, + { + "epoch": 1409, + "batch_idx": 0, + "loss": 0.13151293992996216, + "learning_rate": 0.00020041832831015234, + "timestep_mean": 495.375, + "epsilon_norm": 8.061702728271484, + "prediction_norm": 7.296111106872559, + "timestamp": "2025-07-14T12:34:23.741549" + }, + { + "epoch": 1409, + "batch_idx": 32, + "loss": 0.24202793836593628, + "learning_rate": 0.00020041832831015234, + "timestep_mean": 621.96875, + "epsilon_norm": 8.713959693908691, + "prediction_norm": 7.201879978179932, + "timestamp": "2025-07-14T12:34:23.746874" + }, + { + "epoch": 1409, + "batch_idx": 64, + "loss": 0.2172679305076599, + "learning_rate": 0.00020041832831015234, + "timestep_mean": 433.6875, + "epsilon_norm": 8.737092018127441, + "prediction_norm": 7.82363224029541, + "timestamp": "2025-07-14T12:34:23.751871" + }, + { + "epoch": 1409, + "batch_idx": 96, + "loss": 0.27927136421203613, + "learning_rate": 0.00020041832831015234, + "timestep_mean": 481.96875, + "epsilon_norm": 8.56714153289795, + "prediction_norm": 7.253695964813232, + "timestamp": "2025-07-14T12:34:23.756772" + }, + { + "epoch": 1409, + "batch_idx": 128, + "loss": 0.3498510718345642, + "learning_rate": 0.00020041832831015234, + "timestep_mean": 494.9375, + "epsilon_norm": 8.075818061828613, + "prediction_norm": 6.392916679382324, + "timestamp": "2025-07-14T12:34:23.761736" + }, + { + "epoch": 1409, + "batch_idx": 160, + "loss": 0.25533348321914673, + "learning_rate": 0.00020041832831015234, + "timestep_mean": 511.03125, + "epsilon_norm": 9.443601608276367, + "prediction_norm": 8.314356803894043, + "timestamp": "2025-07-14T12:34:23.766743" + }, + { + "epoch": 1409, + "batch_idx": 192, + "loss": 0.569744348526001, + "learning_rate": 0.00020041832831015234, + "timestep_mean": 542.75, + "epsilon_norm": 5.758398056030273, + "prediction_norm": 4.409073352813721, + "timestamp": "2025-07-14T12:34:23.771768" + }, + { + "epoch": 1410, + "batch_idx": 0, + "loss": 0.2815486490726471, + "learning_rate": 0.0001997898873370583, + "timestep_mean": 490.875, + "epsilon_norm": 8.774846076965332, + "prediction_norm": 7.357916831970215, + "timestamp": "2025-07-14T12:34:23.776747" + }, + { + "epoch": 1410, + "batch_idx": 32, + "loss": 0.2386932075023651, + "learning_rate": 0.0001997898873370583, + "timestep_mean": 558.46875, + "epsilon_norm": 8.15782356262207, + "prediction_norm": 7.359730243682861, + "timestamp": "2025-07-14T12:34:23.781605" + }, + { + "epoch": 1410, + "batch_idx": 64, + "loss": 0.31220290064811707, + "learning_rate": 0.0001997898873370583, + "timestep_mean": 509.09375, + "epsilon_norm": 7.357908725738525, + "prediction_norm": 5.232586860656738, + "timestamp": "2025-07-14T12:34:23.786547" + }, + { + "epoch": 1410, + "batch_idx": 96, + "loss": 0.28325170278549194, + "learning_rate": 0.0001997898873370583, + "timestep_mean": 456.84375, + "epsilon_norm": 7.4838690757751465, + "prediction_norm": 6.157962322235107, + "timestamp": "2025-07-14T12:34:23.791430" + }, + { + "epoch": 1410, + "batch_idx": 128, + "loss": 0.4491319954395294, + "learning_rate": 0.0001997898873370583, + "timestep_mean": 476.21875, + "epsilon_norm": 8.511025428771973, + "prediction_norm": 6.968875885009766, + "timestamp": "2025-07-14T12:34:23.796455" + }, + { + "epoch": 1410, + "batch_idx": 160, + "loss": 0.26937663555145264, + "learning_rate": 0.0001997898873370583, + "timestep_mean": 468.96875, + "epsilon_norm": 7.992917060852051, + "prediction_norm": 6.540907859802246, + "timestamp": "2025-07-14T12:34:23.801351" + }, + { + "epoch": 1410, + "batch_idx": 192, + "loss": 0.0960293710231781, + "learning_rate": 0.0001997898873370583, + "timestep_mean": 628.875, + "epsilon_norm": 4.5029778480529785, + "prediction_norm": 4.195678234100342, + "timestamp": "2025-07-14T12:34:23.806260" + }, + { + "epoch": 1411, + "batch_idx": 0, + "loss": 0.23588252067565918, + "learning_rate": 0.0001991621871025742, + "timestep_mean": 498.40625, + "epsilon_norm": 8.24416732788086, + "prediction_norm": 7.0008673667907715, + "timestamp": "2025-07-14T12:34:23.811154" + }, + { + "epoch": 1411, + "batch_idx": 32, + "loss": 0.29556024074554443, + "learning_rate": 0.0001991621871025742, + "timestep_mean": 524.28125, + "epsilon_norm": 7.820163249969482, + "prediction_norm": 7.267807483673096, + "timestamp": "2025-07-14T12:34:23.816090" + }, + { + "epoch": 1411, + "batch_idx": 64, + "loss": 0.33881744742393494, + "learning_rate": 0.0001991621871025742, + "timestep_mean": 523.09375, + "epsilon_norm": 7.660709857940674, + "prediction_norm": 6.083721160888672, + "timestamp": "2025-07-14T12:34:23.820939" + }, + { + "epoch": 1411, + "batch_idx": 96, + "loss": 0.24587005376815796, + "learning_rate": 0.0001991621871025742, + "timestep_mean": 525.125, + "epsilon_norm": 7.209700584411621, + "prediction_norm": 5.820552825927734, + "timestamp": "2025-07-14T12:34:23.825882" + }, + { + "epoch": 1411, + "batch_idx": 128, + "loss": 0.14280639588832855, + "learning_rate": 0.0001991621871025742, + "timestep_mean": 552.0, + "epsilon_norm": 7.014842987060547, + "prediction_norm": 6.23522424697876, + "timestamp": "2025-07-14T12:34:23.831060" + }, + { + "epoch": 1411, + "batch_idx": 160, + "loss": 0.28010624647140503, + "learning_rate": 0.0001991621871025742, + "timestep_mean": 474.46875, + "epsilon_norm": 7.649811267852783, + "prediction_norm": 6.446218490600586, + "timestamp": "2025-07-14T12:34:23.836199" + }, + { + "epoch": 1411, + "batch_idx": 192, + "loss": 0.021834850311279297, + "learning_rate": 0.0001991621871025742, + "timestep_mean": 485.5, + "epsilon_norm": 3.61921763420105, + "prediction_norm": 3.584308385848999, + "timestamp": "2025-07-14T12:34:23.841462" + }, + { + "epoch": 1412, + "batch_idx": 0, + "loss": 0.16522730886936188, + "learning_rate": 0.00019853522915548786, + "timestep_mean": 587.53125, + "epsilon_norm": 7.190845012664795, + "prediction_norm": 6.877511501312256, + "timestamp": "2025-07-14T12:34:23.846795" + }, + { + "epoch": 1412, + "batch_idx": 32, + "loss": 0.21387530863285065, + "learning_rate": 0.00019853522915548786, + "timestep_mean": 621.9375, + "epsilon_norm": 9.019804000854492, + "prediction_norm": 7.979282855987549, + "timestamp": "2025-07-14T12:34:23.851955" + }, + { + "epoch": 1412, + "batch_idx": 64, + "loss": 0.22045499086380005, + "learning_rate": 0.00019853522915548786, + "timestep_mean": 570.59375, + "epsilon_norm": 8.213634490966797, + "prediction_norm": 6.975428581237793, + "timestamp": "2025-07-14T12:34:23.857164" + }, + { + "epoch": 1412, + "batch_idx": 96, + "loss": 0.1539095640182495, + "learning_rate": 0.00019853522915548786, + "timestep_mean": 557.40625, + "epsilon_norm": 6.823179721832275, + "prediction_norm": 6.45540714263916, + "timestamp": "2025-07-14T12:34:23.862383" + }, + { + "epoch": 1412, + "batch_idx": 128, + "loss": 0.4141533076763153, + "learning_rate": 0.00019853522915548786, + "timestep_mean": 531.0625, + "epsilon_norm": 7.50714635848999, + "prediction_norm": 6.0238728523254395, + "timestamp": "2025-07-14T12:34:23.867598" + }, + { + "epoch": 1412, + "batch_idx": 160, + "loss": 0.2757352590560913, + "learning_rate": 0.00019853522915548786, + "timestep_mean": 479.375, + "epsilon_norm": 8.265314102172852, + "prediction_norm": 7.034643650054932, + "timestamp": "2025-07-14T12:34:23.872825" + }, + { + "epoch": 1412, + "batch_idx": 192, + "loss": 0.09819239377975464, + "learning_rate": 0.00019853522915548786, + "timestep_mean": 625.875, + "epsilon_norm": 3.921908140182495, + "prediction_norm": 3.8189241886138916, + "timestamp": "2025-07-14T12:34:23.878041" + }, + { + "epoch": 1413, + "batch_idx": 0, + "loss": 0.280150830745697, + "learning_rate": 0.00019790901504275601, + "timestep_mean": 438.34375, + "epsilon_norm": 7.652149200439453, + "prediction_norm": 6.501628875732422, + "timestamp": "2025-07-14T12:34:23.883210" + }, + { + "epoch": 1413, + "batch_idx": 32, + "loss": 0.19027341902256012, + "learning_rate": 0.00019790901504275601, + "timestep_mean": 560.3125, + "epsilon_norm": 7.727947235107422, + "prediction_norm": 6.83071231842041, + "timestamp": "2025-07-14T12:34:23.888654" + }, + { + "epoch": 1413, + "batch_idx": 64, + "loss": 0.39038413763046265, + "learning_rate": 0.00019790901504275601, + "timestep_mean": 451.4375, + "epsilon_norm": 8.331281661987305, + "prediction_norm": 7.111809730529785, + "timestamp": "2025-07-14T12:34:23.893940" + }, + { + "epoch": 1413, + "batch_idx": 96, + "loss": 0.2903655767440796, + "learning_rate": 0.00019790901504275601, + "timestep_mean": 534.65625, + "epsilon_norm": 6.307775974273682, + "prediction_norm": 5.547804355621338, + "timestamp": "2025-07-14T12:34:23.899188" + }, + { + "epoch": 1413, + "batch_idx": 128, + "loss": 0.34875863790512085, + "learning_rate": 0.00019790901504275601, + "timestep_mean": 459.65625, + "epsilon_norm": 8.174101829528809, + "prediction_norm": 6.682210445404053, + "timestamp": "2025-07-14T12:34:23.904340" + }, + { + "epoch": 1413, + "batch_idx": 160, + "loss": 0.34415972232818604, + "learning_rate": 0.00019790901504275601, + "timestep_mean": 507.9375, + "epsilon_norm": 9.225471496582031, + "prediction_norm": 7.6528778076171875, + "timestamp": "2025-07-14T12:34:23.909512" + }, + { + "epoch": 1413, + "batch_idx": 192, + "loss": 0.12900416553020477, + "learning_rate": 0.00019790901504275601, + "timestep_mean": 417.625, + "epsilon_norm": 3.309617757797241, + "prediction_norm": 2.72072696685791, + "timestamp": "2025-07-14T12:34:23.914690" + }, + { + "epoch": 1414, + "batch_idx": 0, + "loss": 0.12237662076950073, + "learning_rate": 0.0001972835463094996, + "timestep_mean": 518.46875, + "epsilon_norm": 6.800380229949951, + "prediction_norm": 6.498743057250977, + "timestamp": "2025-07-14T12:34:23.919922" + }, + { + "epoch": 1414, + "batch_idx": 32, + "loss": 0.43124064803123474, + "learning_rate": 0.0001972835463094996, + "timestep_mean": 431.4375, + "epsilon_norm": 7.700784206390381, + "prediction_norm": 5.449223518371582, + "timestamp": "2025-07-14T12:34:23.925230" + }, + { + "epoch": 1414, + "batch_idx": 64, + "loss": 0.1906755119562149, + "learning_rate": 0.0001972835463094996, + "timestep_mean": 533.34375, + "epsilon_norm": 6.849647045135498, + "prediction_norm": 5.88530158996582, + "timestamp": "2025-07-14T12:34:23.930441" + }, + { + "epoch": 1414, + "batch_idx": 96, + "loss": 0.25112631916999817, + "learning_rate": 0.0001972835463094996, + "timestep_mean": 559.5, + "epsilon_norm": 8.191370964050293, + "prediction_norm": 7.337681293487549, + "timestamp": "2025-07-14T12:34:23.935495" + }, + { + "epoch": 1414, + "batch_idx": 128, + "loss": 0.2439250648021698, + "learning_rate": 0.0001972835463094996, + "timestep_mean": 464.0, + "epsilon_norm": 7.2101545333862305, + "prediction_norm": 5.92364501953125, + "timestamp": "2025-07-14T12:34:23.940786" + }, + { + "epoch": 1414, + "batch_idx": 160, + "loss": 0.5337440967559814, + "learning_rate": 0.0001972835463094996, + "timestep_mean": 309.6875, + "epsilon_norm": 9.22117805480957, + "prediction_norm": 6.051656723022461, + "timestamp": "2025-07-14T12:34:23.945919" + }, + { + "epoch": 1414, + "batch_idx": 192, + "loss": 0.21598190069198608, + "learning_rate": 0.0001972835463094996, + "timestep_mean": 458.5, + "epsilon_norm": 3.7448766231536865, + "prediction_norm": 3.519747495651245, + "timestamp": "2025-07-14T12:34:23.951055" + }, + { + "epoch": 1415, + "batch_idx": 0, + "loss": 0.2265227735042572, + "learning_rate": 0.00019665882449900049, + "timestep_mean": 449.4375, + "epsilon_norm": 7.0838117599487305, + "prediction_norm": 5.853739261627197, + "timestamp": "2025-07-14T12:34:23.956209" + }, + { + "epoch": 1415, + "batch_idx": 32, + "loss": 0.196808859705925, + "learning_rate": 0.00019665882449900049, + "timestep_mean": 593.96875, + "epsilon_norm": 7.552307605743408, + "prediction_norm": 6.628597736358643, + "timestamp": "2025-07-14T12:34:23.961358" + }, + { + "epoch": 1415, + "batch_idx": 64, + "loss": 0.1971207559108734, + "learning_rate": 0.00019665882449900049, + "timestep_mean": 475.46875, + "epsilon_norm": 7.70824670791626, + "prediction_norm": 6.353775501251221, + "timestamp": "2025-07-14T12:34:23.966780" + }, + { + "epoch": 1415, + "batch_idx": 96, + "loss": 0.35610276460647583, + "learning_rate": 0.00019665882449900049, + "timestep_mean": 469.3125, + "epsilon_norm": 7.576453685760498, + "prediction_norm": 6.087670803070068, + "timestamp": "2025-07-14T12:34:23.971988" + }, + { + "epoch": 1415, + "batch_idx": 128, + "loss": 0.26696687936782837, + "learning_rate": 0.00019665882449900049, + "timestep_mean": 509.9375, + "epsilon_norm": 8.05173397064209, + "prediction_norm": 6.89649772644043, + "timestamp": "2025-07-14T12:34:23.977164" + }, + { + "epoch": 1415, + "batch_idx": 160, + "loss": 0.23423394560813904, + "learning_rate": 0.00019665882449900049, + "timestep_mean": 423.96875, + "epsilon_norm": 8.130845069885254, + "prediction_norm": 7.109274387359619, + "timestamp": "2025-07-14T12:34:23.982315" + }, + { + "epoch": 1415, + "batch_idx": 192, + "loss": 0.11320846527814865, + "learning_rate": 0.00019665882449900049, + "timestep_mean": 639.25, + "epsilon_norm": 3.756187915802002, + "prediction_norm": 3.383030652999878, + "timestamp": "2025-07-14T12:34:23.987445" + }, + { + "epoch": 1416, + "batch_idx": 0, + "loss": 0.16001732647418976, + "learning_rate": 0.00019603485115269752, + "timestep_mean": 576.21875, + "epsilon_norm": 8.24850082397461, + "prediction_norm": 7.696839332580566, + "timestamp": "2025-07-14T12:34:23.992603" + }, + { + "epoch": 1416, + "batch_idx": 32, + "loss": 0.24254830181598663, + "learning_rate": 0.00019603485115269752, + "timestep_mean": 550.90625, + "epsilon_norm": 7.392310619354248, + "prediction_norm": 6.481982707977295, + "timestamp": "2025-07-14T12:34:23.997806" + }, + { + "epoch": 1416, + "batch_idx": 64, + "loss": 0.20560936629772186, + "learning_rate": 0.00019603485115269752, + "timestep_mean": 543.03125, + "epsilon_norm": 8.154701232910156, + "prediction_norm": 7.572175025939941, + "timestamp": "2025-07-14T12:34:24.003004" + }, + { + "epoch": 1416, + "batch_idx": 96, + "loss": 0.2846493721008301, + "learning_rate": 0.00019603485115269752, + "timestep_mean": 488.65625, + "epsilon_norm": 8.062566757202148, + "prediction_norm": 6.337714672088623, + "timestamp": "2025-07-14T12:34:24.008079" + }, + { + "epoch": 1416, + "batch_idx": 128, + "loss": 0.6888656616210938, + "learning_rate": 0.00019603485115269752, + "timestep_mean": 425.1875, + "epsilon_norm": 8.976661682128906, + "prediction_norm": 6.376196384429932, + "timestamp": "2025-07-14T12:34:24.013229" + }, + { + "epoch": 1416, + "batch_idx": 160, + "loss": 0.25713270902633667, + "learning_rate": 0.00019603485115269752, + "timestep_mean": 533.9375, + "epsilon_norm": 7.171917915344238, + "prediction_norm": 6.29251766204834, + "timestamp": "2025-07-14T12:34:24.018369" + }, + { + "epoch": 1416, + "batch_idx": 192, + "loss": 0.7589192390441895, + "learning_rate": 0.00019603485115269752, + "timestep_mean": 567.625, + "epsilon_norm": 5.82738733291626, + "prediction_norm": 4.6917266845703125, + "timestamp": "2025-07-14T12:34:24.023484" + }, + { + "epoch": 1417, + "batch_idx": 0, + "loss": 0.42834848165512085, + "learning_rate": 0.00019541162781018322, + "timestep_mean": 382.09375, + "epsilon_norm": 8.505534172058105, + "prediction_norm": 6.617222785949707, + "timestamp": "2025-07-14T12:34:24.028679" + }, + { + "epoch": 1417, + "batch_idx": 32, + "loss": 0.2780020833015442, + "learning_rate": 0.00019541162781018322, + "timestep_mean": 454.3125, + "epsilon_norm": 7.491226673126221, + "prediction_norm": 6.110232353210449, + "timestamp": "2025-07-14T12:34:24.034106" + }, + { + "epoch": 1417, + "batch_idx": 64, + "loss": 0.1612125188112259, + "learning_rate": 0.00019541162781018322, + "timestep_mean": 434.875, + "epsilon_norm": 9.258295059204102, + "prediction_norm": 8.620676040649414, + "timestamp": "2025-07-14T12:34:24.039172" + }, + { + "epoch": 1417, + "batch_idx": 96, + "loss": 0.4709433913230896, + "learning_rate": 0.00019541162781018322, + "timestep_mean": 465.96875, + "epsilon_norm": 7.56224250793457, + "prediction_norm": 5.872608184814453, + "timestamp": "2025-07-14T12:34:24.044406" + }, + { + "epoch": 1417, + "batch_idx": 128, + "loss": 0.5319983959197998, + "learning_rate": 0.00019541162781018322, + "timestep_mean": 439.34375, + "epsilon_norm": 8.206007957458496, + "prediction_norm": 5.650888442993164, + "timestamp": "2025-07-14T12:34:24.049498" + }, + { + "epoch": 1417, + "batch_idx": 160, + "loss": 0.24912357330322266, + "learning_rate": 0.00019541162781018322, + "timestep_mean": 440.15625, + "epsilon_norm": 8.434541702270508, + "prediction_norm": 7.938688278198242, + "timestamp": "2025-07-14T12:34:24.054656" + }, + { + "epoch": 1417, + "batch_idx": 192, + "loss": 0.5735758543014526, + "learning_rate": 0.00019541162781018322, + "timestep_mean": 427.25, + "epsilon_norm": 4.6262006759643555, + "prediction_norm": 3.8105533123016357, + "timestamp": "2025-07-14T12:34:24.059911" + }, + { + "epoch": 1418, + "batch_idx": 0, + "loss": 0.3986680209636688, + "learning_rate": 0.00019478915600919903, + "timestep_mean": 476.90625, + "epsilon_norm": 7.359646797180176, + "prediction_norm": 5.696626663208008, + "timestamp": "2025-07-14T12:34:24.065103" + }, + { + "epoch": 1418, + "batch_idx": 32, + "loss": 0.46515753865242004, + "learning_rate": 0.00019478915600919903, + "timestep_mean": 487.09375, + "epsilon_norm": 8.049793243408203, + "prediction_norm": 6.151160717010498, + "timestamp": "2025-07-14T12:34:24.070169" + }, + { + "epoch": 1418, + "batch_idx": 64, + "loss": 0.2449016571044922, + "learning_rate": 0.00019478915600919903, + "timestep_mean": 482.8125, + "epsilon_norm": 8.232359886169434, + "prediction_norm": 7.18375301361084, + "timestamp": "2025-07-14T12:34:24.075287" + }, + { + "epoch": 1418, + "batch_idx": 96, + "loss": 0.12865981459617615, + "learning_rate": 0.00019478915600919903, + "timestep_mean": 533.84375, + "epsilon_norm": 7.617547035217285, + "prediction_norm": 7.0301384925842285, + "timestamp": "2025-07-14T12:34:24.080394" + }, + { + "epoch": 1418, + "batch_idx": 128, + "loss": 0.18376599252223969, + "learning_rate": 0.00019478915600919903, + "timestep_mean": 581.34375, + "epsilon_norm": 7.763378143310547, + "prediction_norm": 7.251241683959961, + "timestamp": "2025-07-14T12:34:24.085480" + }, + { + "epoch": 1418, + "batch_idx": 160, + "loss": 0.16738227009773254, + "learning_rate": 0.00019478915600919903, + "timestep_mean": 499.28125, + "epsilon_norm": 7.703174591064453, + "prediction_norm": 7.045634746551514, + "timestamp": "2025-07-14T12:34:24.090748" + }, + { + "epoch": 1418, + "batch_idx": 192, + "loss": 0.3352179229259491, + "learning_rate": 0.00019478915600919903, + "timestep_mean": 412.0, + "epsilon_norm": 4.365116596221924, + "prediction_norm": 4.035494327545166, + "timestamp": "2025-07-14T12:34:24.095899" + }, + { + "epoch": 1419, + "batch_idx": 0, + "loss": 0.23500479757785797, + "learning_rate": 0.0001941674372856321, + "timestep_mean": 449.6875, + "epsilon_norm": 8.072787284851074, + "prediction_norm": 7.214293956756592, + "timestamp": "2025-07-14T12:34:24.101033" + }, + { + "epoch": 1419, + "batch_idx": 32, + "loss": 0.30995458364486694, + "learning_rate": 0.0001941674372856321, + "timestep_mean": 430.4375, + "epsilon_norm": 8.69508171081543, + "prediction_norm": 7.483078479766846, + "timestamp": "2025-07-14T12:34:24.106295" + }, + { + "epoch": 1419, + "batch_idx": 64, + "loss": 0.32617777585983276, + "learning_rate": 0.0001941674372856321, + "timestep_mean": 525.34375, + "epsilon_norm": 8.900985717773438, + "prediction_norm": 6.988035678863525, + "timestamp": "2025-07-14T12:34:24.111490" + }, + { + "epoch": 1419, + "batch_idx": 96, + "loss": 0.22748811542987823, + "learning_rate": 0.0001941674372856321, + "timestep_mean": 511.59375, + "epsilon_norm": 7.659580230712891, + "prediction_norm": 6.303641319274902, + "timestamp": "2025-07-14T12:34:24.116785" + }, + { + "epoch": 1419, + "batch_idx": 128, + "loss": 0.17623993754386902, + "learning_rate": 0.0001941674372856321, + "timestep_mean": 539.78125, + "epsilon_norm": 7.116482257843018, + "prediction_norm": 5.938924789428711, + "timestamp": "2025-07-14T12:34:24.121989" + }, + { + "epoch": 1419, + "batch_idx": 160, + "loss": 0.44367533922195435, + "learning_rate": 0.0001941674372856321, + "timestep_mean": 456.40625, + "epsilon_norm": 7.312570095062256, + "prediction_norm": 5.677903652191162, + "timestamp": "2025-07-14T12:34:24.127158" + }, + { + "epoch": 1419, + "batch_idx": 192, + "loss": 0.11949079483747482, + "learning_rate": 0.0001941674372856321, + "timestep_mean": 570.875, + "epsilon_norm": 3.660933256149292, + "prediction_norm": 3.52193546295166, + "timestamp": "2025-07-14T12:34:24.132219" + }, + { + "epoch": 1420, + "batch_idx": 0, + "loss": 0.4067274332046509, + "learning_rate": 0.00019354647317351212, + "timestep_mean": 497.84375, + "epsilon_norm": 8.462886810302734, + "prediction_norm": 6.157504081726074, + "timestamp": "2025-07-14T12:34:24.137406" + }, + { + "epoch": 1420, + "batch_idx": 32, + "loss": 0.1688777506351471, + "learning_rate": 0.00019354647317351212, + "timestep_mean": 454.28125, + "epsilon_norm": 7.9837517738342285, + "prediction_norm": 7.201552867889404, + "timestamp": "2025-07-14T12:34:24.142637" + }, + { + "epoch": 1420, + "batch_idx": 64, + "loss": 0.23904143273830414, + "learning_rate": 0.00019354647317351212, + "timestep_mean": 489.4375, + "epsilon_norm": 8.116272926330566, + "prediction_norm": 6.988423824310303, + "timestamp": "2025-07-14T12:34:24.147781" + }, + { + "epoch": 1420, + "batch_idx": 96, + "loss": 0.43530982732772827, + "learning_rate": 0.00019354647317351212, + "timestep_mean": 450.625, + "epsilon_norm": 8.743927955627441, + "prediction_norm": 6.369452953338623, + "timestamp": "2025-07-14T12:34:24.153065" + }, + { + "epoch": 1420, + "batch_idx": 128, + "loss": 0.26658734679222107, + "learning_rate": 0.00019354647317351212, + "timestep_mean": 561.96875, + "epsilon_norm": 8.292943000793457, + "prediction_norm": 6.71231746673584, + "timestamp": "2025-07-14T12:34:24.158120" + }, + { + "epoch": 1420, + "batch_idx": 160, + "loss": 0.17495840787887573, + "learning_rate": 0.00019354647317351212, + "timestep_mean": 582.15625, + "epsilon_norm": 7.672940731048584, + "prediction_norm": 6.665618896484375, + "timestamp": "2025-07-14T12:34:24.163184" + }, + { + "epoch": 1420, + "batch_idx": 192, + "loss": 0.21884137392044067, + "learning_rate": 0.00019354647317351212, + "timestep_mean": 396.375, + "epsilon_norm": 3.7799887657165527, + "prediction_norm": 3.590143918991089, + "timestamp": "2025-07-14T12:34:24.168323" + }, + { + "epoch": 1421, + "batch_idx": 0, + "loss": 0.24935929477214813, + "learning_rate": 0.00019292626520500558, + "timestep_mean": 480.1875, + "epsilon_norm": 8.190113067626953, + "prediction_norm": 7.462032318115234, + "timestamp": "2025-07-14T12:34:24.173561" + }, + { + "epoch": 1421, + "batch_idx": 32, + "loss": 0.4592670202255249, + "learning_rate": 0.00019292626520500558, + "timestep_mean": 465.25, + "epsilon_norm": 9.436216354370117, + "prediction_norm": 6.854977130889893, + "timestamp": "2025-07-14T12:34:24.178658" + }, + { + "epoch": 1421, + "batch_idx": 64, + "loss": 0.2037079930305481, + "learning_rate": 0.00019292626520500558, + "timestep_mean": 553.71875, + "epsilon_norm": 7.721737861633301, + "prediction_norm": 6.95495080947876, + "timestamp": "2025-07-14T12:34:24.183936" + }, + { + "epoch": 1421, + "batch_idx": 96, + "loss": 0.35160326957702637, + "learning_rate": 0.00019292626520500558, + "timestep_mean": 509.53125, + "epsilon_norm": 7.735157012939453, + "prediction_norm": 5.727904796600342, + "timestamp": "2025-07-14T12:34:24.189122" + }, + { + "epoch": 1421, + "batch_idx": 128, + "loss": 0.22232772409915924, + "learning_rate": 0.00019292626520500558, + "timestep_mean": 508.09375, + "epsilon_norm": 7.219882488250732, + "prediction_norm": 6.649508953094482, + "timestamp": "2025-07-14T12:34:24.194246" + }, + { + "epoch": 1421, + "batch_idx": 160, + "loss": 0.17038795351982117, + "learning_rate": 0.00019292626520500558, + "timestep_mean": 491.40625, + "epsilon_norm": 6.240375995635986, + "prediction_norm": 5.205631256103516, + "timestamp": "2025-07-14T12:34:24.199441" + }, + { + "epoch": 1421, + "batch_idx": 192, + "loss": 0.07085151225328445, + "learning_rate": 0.00019292626520500558, + "timestep_mean": 695.375, + "epsilon_norm": 3.658188581466675, + "prediction_norm": 3.56608247756958, + "timestamp": "2025-07-14T12:34:24.204696" + }, + { + "epoch": 1422, + "batch_idx": 0, + "loss": 0.26839369535446167, + "learning_rate": 0.00019230681491041473, + "timestep_mean": 553.65625, + "epsilon_norm": 8.36231803894043, + "prediction_norm": 6.925311088562012, + "timestamp": "2025-07-14T12:34:24.209805" + }, + { + "epoch": 1422, + "batch_idx": 32, + "loss": 0.29570630192756653, + "learning_rate": 0.00019230681491041473, + "timestep_mean": 432.46875, + "epsilon_norm": 7.9139723777771, + "prediction_norm": 6.9148783683776855, + "timestamp": "2025-07-14T12:34:24.215046" + }, + { + "epoch": 1422, + "batch_idx": 64, + "loss": 0.17119792103767395, + "learning_rate": 0.00019230681491041473, + "timestep_mean": 521.59375, + "epsilon_norm": 7.344344615936279, + "prediction_norm": 6.173393249511719, + "timestamp": "2025-07-14T12:34:24.220237" + }, + { + "epoch": 1422, + "batch_idx": 96, + "loss": 0.14630979299545288, + "learning_rate": 0.00019230681491041473, + "timestep_mean": 592.90625, + "epsilon_norm": 8.093670845031738, + "prediction_norm": 7.899786472320557, + "timestamp": "2025-07-14T12:34:24.225565" + }, + { + "epoch": 1422, + "batch_idx": 128, + "loss": 0.23070281744003296, + "learning_rate": 0.00019230681491041473, + "timestep_mean": 505.3125, + "epsilon_norm": 8.509833335876465, + "prediction_norm": 7.620431423187256, + "timestamp": "2025-07-14T12:34:24.230787" + }, + { + "epoch": 1422, + "batch_idx": 160, + "loss": 0.3811376094818115, + "learning_rate": 0.00019230681491041473, + "timestep_mean": 491.625, + "epsilon_norm": 8.154638290405273, + "prediction_norm": 6.01522970199585, + "timestamp": "2025-07-14T12:34:24.235955" + }, + { + "epoch": 1422, + "batch_idx": 192, + "loss": 0.17471584677696228, + "learning_rate": 0.00019230681491041473, + "timestep_mean": 368.0, + "epsilon_norm": 3.942160129547119, + "prediction_norm": 3.1824939250946045, + "timestamp": "2025-07-14T12:34:24.240888" + }, + { + "epoch": 1423, + "batch_idx": 0, + "loss": 0.36015745997428894, + "learning_rate": 0.0001916881238181708, + "timestep_mean": 447.90625, + "epsilon_norm": 7.980620861053467, + "prediction_norm": 6.624266147613525, + "timestamp": "2025-07-14T12:34:24.245776" + }, + { + "epoch": 1423, + "batch_idx": 32, + "loss": 0.4316186308860779, + "learning_rate": 0.0001916881238181708, + "timestep_mean": 482.625, + "epsilon_norm": 8.819644927978516, + "prediction_norm": 6.866671562194824, + "timestamp": "2025-07-14T12:34:24.250704" + }, + { + "epoch": 1423, + "batch_idx": 64, + "loss": 0.18565846979618073, + "learning_rate": 0.0001916881238181708, + "timestep_mean": 526.9375, + "epsilon_norm": 7.256767749786377, + "prediction_norm": 6.228835105895996, + "timestamp": "2025-07-14T12:34:24.255590" + }, + { + "epoch": 1423, + "batch_idx": 96, + "loss": 0.37452423572540283, + "learning_rate": 0.0001916881238181708, + "timestep_mean": 443.71875, + "epsilon_norm": 9.222509384155273, + "prediction_norm": 7.173813343048096, + "timestamp": "2025-07-14T12:34:24.260481" + }, + { + "epoch": 1423, + "batch_idx": 128, + "loss": 0.199586421251297, + "learning_rate": 0.0001916881238181708, + "timestep_mean": 565.4375, + "epsilon_norm": 8.15068244934082, + "prediction_norm": 6.7180657386779785, + "timestamp": "2025-07-14T12:34:24.265361" + }, + { + "epoch": 1423, + "batch_idx": 160, + "loss": 0.14681684970855713, + "learning_rate": 0.0001916881238181708, + "timestep_mean": 498.84375, + "epsilon_norm": 7.239517688751221, + "prediction_norm": 6.4697957038879395, + "timestamp": "2025-07-14T12:34:24.270223" + }, + { + "epoch": 1423, + "batch_idx": 192, + "loss": 0.05527954176068306, + "learning_rate": 0.0001916881238181708, + "timestep_mean": 588.25, + "epsilon_norm": 4.637238502502441, + "prediction_norm": 4.388296604156494, + "timestamp": "2025-07-14T12:34:24.275241" + }, + { + "epoch": 1424, + "batch_idx": 0, + "loss": 0.20184051990509033, + "learning_rate": 0.00019107019345483302, + "timestep_mean": 551.65625, + "epsilon_norm": 8.635627746582031, + "prediction_norm": 7.602962970733643, + "timestamp": "2025-07-14T12:34:24.280146" + }, + { + "epoch": 1424, + "batch_idx": 32, + "loss": 0.3431926369667053, + "learning_rate": 0.00019107019345483302, + "timestep_mean": 473.375, + "epsilon_norm": 7.675092697143555, + "prediction_norm": 6.164343357086182, + "timestamp": "2025-07-14T12:34:24.285082" + }, + { + "epoch": 1424, + "batch_idx": 64, + "loss": 0.23070135712623596, + "learning_rate": 0.00019107019345483302, + "timestep_mean": 469.75, + "epsilon_norm": 6.826258182525635, + "prediction_norm": 6.0384297370910645, + "timestamp": "2025-07-14T12:34:24.290018" + }, + { + "epoch": 1424, + "batch_idx": 96, + "loss": 0.3738402724266052, + "learning_rate": 0.00019107019345483302, + "timestep_mean": 481.375, + "epsilon_norm": 9.26201343536377, + "prediction_norm": 7.369844913482666, + "timestamp": "2025-07-14T12:34:24.295003" + }, + { + "epoch": 1424, + "batch_idx": 128, + "loss": 0.09325219690799713, + "learning_rate": 0.00019107019345483302, + "timestep_mean": 546.34375, + "epsilon_norm": 8.013482093811035, + "prediction_norm": 7.653589248657227, + "timestamp": "2025-07-14T12:34:24.300319" + }, + { + "epoch": 1424, + "batch_idx": 160, + "loss": 0.3392406702041626, + "learning_rate": 0.00019107019345483302, + "timestep_mean": 467.90625, + "epsilon_norm": 7.391044616699219, + "prediction_norm": 5.805500030517578, + "timestamp": "2025-07-14T12:34:24.305483" + }, + { + "epoch": 1424, + "batch_idx": 192, + "loss": 0.05768810212612152, + "learning_rate": 0.00019107019345483302, + "timestep_mean": 663.5, + "epsilon_norm": 5.406254768371582, + "prediction_norm": 5.027266025543213, + "timestamp": "2025-07-14T12:34:24.310609" + }, + { + "epoch": 1425, + "batch_idx": 0, + "loss": 0.3938937783241272, + "learning_rate": 0.00019045302534508341, + "timestep_mean": 505.875, + "epsilon_norm": 9.2874755859375, + "prediction_norm": 7.369711399078369, + "timestamp": "2025-07-14T12:34:24.315841" + }, + { + "epoch": 1425, + "batch_idx": 32, + "loss": 0.26008498668670654, + "learning_rate": 0.00019045302534508341, + "timestep_mean": 491.25, + "epsilon_norm": 7.779517650604248, + "prediction_norm": 6.400146484375, + "timestamp": "2025-07-14T12:34:24.320936" + }, + { + "epoch": 1425, + "batch_idx": 64, + "loss": 0.3071914613246918, + "learning_rate": 0.00019045302534508341, + "timestep_mean": 437.375, + "epsilon_norm": 7.842608451843262, + "prediction_norm": 6.274656772613525, + "timestamp": "2025-07-14T12:34:24.325977" + }, + { + "epoch": 1425, + "batch_idx": 96, + "loss": 0.24154706299304962, + "learning_rate": 0.00019045302534508341, + "timestep_mean": 481.71875, + "epsilon_norm": 8.758673667907715, + "prediction_norm": 7.522193431854248, + "timestamp": "2025-07-14T12:34:24.331108" + }, + { + "epoch": 1425, + "batch_idx": 128, + "loss": 0.22361476719379425, + "learning_rate": 0.00019045302534508341, + "timestep_mean": 565.84375, + "epsilon_norm": 8.08672046661377, + "prediction_norm": 7.331048488616943, + "timestamp": "2025-07-14T12:34:24.336142" + }, + { + "epoch": 1425, + "batch_idx": 160, + "loss": 0.21292313933372498, + "learning_rate": 0.00019045302534508341, + "timestep_mean": 519.9375, + "epsilon_norm": 8.196961402893066, + "prediction_norm": 7.417400360107422, + "timestamp": "2025-07-14T12:34:24.341328" + }, + { + "epoch": 1425, + "batch_idx": 192, + "loss": 0.09873466193675995, + "learning_rate": 0.00019045302534508341, + "timestep_mean": 494.0, + "epsilon_norm": 3.1639909744262695, + "prediction_norm": 3.2667853832244873, + "timestamp": "2025-07-14T12:34:24.346646" + }, + { + "epoch": 1426, + "batch_idx": 0, + "loss": 0.2418990582227707, + "learning_rate": 0.00018983662101172222, + "timestep_mean": 522.46875, + "epsilon_norm": 8.349709510803223, + "prediction_norm": 7.193845272064209, + "timestamp": "2025-07-14T12:34:24.351817" + }, + { + "epoch": 1426, + "batch_idx": 32, + "loss": 0.2417675405740738, + "learning_rate": 0.00018983662101172222, + "timestep_mean": 506.125, + "epsilon_norm": 6.430114269256592, + "prediction_norm": 4.703917980194092, + "timestamp": "2025-07-14T12:34:24.356956" + }, + { + "epoch": 1426, + "batch_idx": 64, + "loss": 0.2590841054916382, + "learning_rate": 0.00018983662101172222, + "timestep_mean": 457.59375, + "epsilon_norm": 6.9423604011535645, + "prediction_norm": 5.7539448738098145, + "timestamp": "2025-07-14T12:34:24.361971" + }, + { + "epoch": 1426, + "batch_idx": 96, + "loss": 0.4688747227191925, + "learning_rate": 0.00018983662101172222, + "timestep_mean": 500.75, + "epsilon_norm": 7.711598873138428, + "prediction_norm": 5.745298385620117, + "timestamp": "2025-07-14T12:34:24.366936" + }, + { + "epoch": 1426, + "batch_idx": 128, + "loss": 0.16118484735488892, + "learning_rate": 0.00018983662101172222, + "timestep_mean": 518.6875, + "epsilon_norm": 7.5688676834106445, + "prediction_norm": 6.991633415222168, + "timestamp": "2025-07-14T12:34:24.371721" + }, + { + "epoch": 1426, + "batch_idx": 160, + "loss": 0.17214922606945038, + "learning_rate": 0.00018983662101172222, + "timestep_mean": 452.625, + "epsilon_norm": 7.704574108123779, + "prediction_norm": 7.121267795562744, + "timestamp": "2025-07-14T12:34:24.376658" + }, + { + "epoch": 1426, + "batch_idx": 192, + "loss": 0.5576065182685852, + "learning_rate": 0.00018983662101172222, + "timestep_mean": 572.25, + "epsilon_norm": 4.5305495262146, + "prediction_norm": 2.9972774982452393, + "timestamp": "2025-07-14T12:34:24.381517" + }, + { + "epoch": 1427, + "batch_idx": 0, + "loss": 0.262772798538208, + "learning_rate": 0.0001892209819756665, + "timestep_mean": 422.40625, + "epsilon_norm": 6.945295333862305, + "prediction_norm": 5.7259111404418945, + "timestamp": "2025-07-14T12:34:24.386428" + }, + { + "epoch": 1427, + "batch_idx": 32, + "loss": 0.27979031205177307, + "learning_rate": 0.0001892209819756665, + "timestep_mean": 590.90625, + "epsilon_norm": 8.423625946044922, + "prediction_norm": 7.3549370765686035, + "timestamp": "2025-07-14T12:34:24.391295" + }, + { + "epoch": 1427, + "batch_idx": 64, + "loss": 0.20906206965446472, + "learning_rate": 0.0001892209819756665, + "timestep_mean": 619.96875, + "epsilon_norm": 8.887434005737305, + "prediction_norm": 7.814574241638184, + "timestamp": "2025-07-14T12:34:24.396232" + }, + { + "epoch": 1427, + "batch_idx": 96, + "loss": 0.35982075333595276, + "learning_rate": 0.0001892209819756665, + "timestep_mean": 541.46875, + "epsilon_norm": 7.9889302253723145, + "prediction_norm": 7.087898254394531, + "timestamp": "2025-07-14T12:34:24.401131" + }, + { + "epoch": 1427, + "batch_idx": 128, + "loss": 0.2409130334854126, + "learning_rate": 0.0001892209819756665, + "timestep_mean": 568.71875, + "epsilon_norm": 7.314550876617432, + "prediction_norm": 6.616686820983887, + "timestamp": "2025-07-14T12:34:24.406026" + }, + { + "epoch": 1427, + "batch_idx": 160, + "loss": 0.27387091517448425, + "learning_rate": 0.0001892209819756665, + "timestep_mean": 493.0625, + "epsilon_norm": 6.929989337921143, + "prediction_norm": 5.6918721199035645, + "timestamp": "2025-07-14T12:34:24.410863" + }, + { + "epoch": 1427, + "batch_idx": 192, + "loss": 0.048357002437114716, + "learning_rate": 0.0001892209819756665, + "timestep_mean": 675.625, + "epsilon_norm": 3.4403178691864014, + "prediction_norm": 3.3050429821014404, + "timestamp": "2025-07-14T12:34:24.415703" + }, + { + "epoch": 1428, + "batch_idx": 0, + "loss": 0.48456287384033203, + "learning_rate": 0.00018860610975594412, + "timestep_mean": 473.375, + "epsilon_norm": 7.938223838806152, + "prediction_norm": 5.95481014251709, + "timestamp": "2025-07-14T12:34:24.420836" + }, + { + "epoch": 1428, + "batch_idx": 32, + "loss": 0.1574600636959076, + "learning_rate": 0.00018860610975594412, + "timestep_mean": 540.5625, + "epsilon_norm": 7.2515974044799805, + "prediction_norm": 6.688679218292236, + "timestamp": "2025-07-14T12:34:24.425805" + }, + { + "epoch": 1428, + "batch_idx": 64, + "loss": 0.2564346194267273, + "learning_rate": 0.00018860610975594412, + "timestep_mean": 448.90625, + "epsilon_norm": 7.773104667663574, + "prediction_norm": 6.194318771362305, + "timestamp": "2025-07-14T12:34:24.430696" + }, + { + "epoch": 1428, + "batch_idx": 96, + "loss": 0.19792407751083374, + "learning_rate": 0.00018860610975594412, + "timestep_mean": 445.875, + "epsilon_norm": 7.370016098022461, + "prediction_norm": 6.327486515045166, + "timestamp": "2025-07-14T12:34:24.435557" + }, + { + "epoch": 1428, + "batch_idx": 128, + "loss": 0.3312510848045349, + "learning_rate": 0.00018860610975594412, + "timestep_mean": 525.9375, + "epsilon_norm": 8.708207130432129, + "prediction_norm": 7.420932769775391, + "timestamp": "2025-07-14T12:34:24.440418" + }, + { + "epoch": 1428, + "batch_idx": 160, + "loss": 0.2812204957008362, + "learning_rate": 0.00018860610975594412, + "timestep_mean": 466.6875, + "epsilon_norm": 11.024894714355469, + "prediction_norm": 9.847768783569336, + "timestamp": "2025-07-14T12:34:24.445502" + }, + { + "epoch": 1428, + "batch_idx": 192, + "loss": 0.10114125162363052, + "learning_rate": 0.00018860610975594412, + "timestep_mean": 513.375, + "epsilon_norm": 4.380766868591309, + "prediction_norm": 3.9311327934265137, + "timestamp": "2025-07-14T12:34:24.450519" + }, + { + "epoch": 1429, + "batch_idx": 0, + "loss": 0.2678118348121643, + "learning_rate": 0.00018799200586969096, + "timestep_mean": 519.625, + "epsilon_norm": 7.270426273345947, + "prediction_norm": 6.129528045654297, + "timestamp": "2025-07-14T12:34:24.455436" + }, + { + "epoch": 1429, + "batch_idx": 32, + "loss": 0.37070518732070923, + "learning_rate": 0.00018799200586969096, + "timestep_mean": 425.625, + "epsilon_norm": 8.689543724060059, + "prediction_norm": 7.355753421783447, + "timestamp": "2025-07-14T12:34:24.460272" + }, + { + "epoch": 1429, + "batch_idx": 64, + "loss": 0.24523010849952698, + "learning_rate": 0.00018799200586969096, + "timestep_mean": 503.1875, + "epsilon_norm": 7.880980968475342, + "prediction_norm": 6.637599945068359, + "timestamp": "2025-07-14T12:34:24.465107" + }, + { + "epoch": 1429, + "batch_idx": 96, + "loss": 0.25708702206611633, + "learning_rate": 0.00018799200586969096, + "timestep_mean": 488.34375, + "epsilon_norm": 7.991409778594971, + "prediction_norm": 6.387197971343994, + "timestamp": "2025-07-14T12:34:24.470082" + }, + { + "epoch": 1429, + "batch_idx": 128, + "loss": 0.4444252848625183, + "learning_rate": 0.00018799200586969096, + "timestep_mean": 464.84375, + "epsilon_norm": 8.312468528747559, + "prediction_norm": 6.39815616607666, + "timestamp": "2025-07-14T12:34:24.475082" + }, + { + "epoch": 1429, + "batch_idx": 160, + "loss": 0.22988161444664001, + "learning_rate": 0.00018799200586969096, + "timestep_mean": 563.4375, + "epsilon_norm": 8.745992660522461, + "prediction_norm": 7.842879772186279, + "timestamp": "2025-07-14T12:34:24.479938" + }, + { + "epoch": 1429, + "batch_idx": 192, + "loss": 0.43792659044265747, + "learning_rate": 0.00018799200586969096, + "timestep_mean": 421.5, + "epsilon_norm": 4.262162208557129, + "prediction_norm": 3.4580187797546387, + "timestamp": "2025-07-14T12:34:24.484736" + }, + { + "epoch": 1430, + "batch_idx": 0, + "loss": 0.1869937926530838, + "learning_rate": 0.00018737867183214765, + "timestep_mean": 497.65625, + "epsilon_norm": 6.498116970062256, + "prediction_norm": 5.868168354034424, + "timestamp": "2025-07-14T12:34:24.489624" + }, + { + "epoch": 1430, + "batch_idx": 32, + "loss": 0.25753647089004517, + "learning_rate": 0.00018737867183214765, + "timestep_mean": 504.1875, + "epsilon_norm": 7.299435615539551, + "prediction_norm": 6.1454315185546875, + "timestamp": "2025-07-14T12:34:24.494453" + }, + { + "epoch": 1430, + "batch_idx": 64, + "loss": 0.12107907980680466, + "learning_rate": 0.00018737867183214765, + "timestep_mean": 494.1875, + "epsilon_norm": 6.972869396209717, + "prediction_norm": 6.102388858795166, + "timestamp": "2025-07-14T12:34:24.499318" + }, + { + "epoch": 1430, + "batch_idx": 96, + "loss": 0.21172569692134857, + "learning_rate": 0.00018737867183214765, + "timestep_mean": 470.125, + "epsilon_norm": 7.486837863922119, + "prediction_norm": 6.003885269165039, + "timestamp": "2025-07-14T12:34:24.504219" + }, + { + "epoch": 1430, + "batch_idx": 128, + "loss": 0.22078050673007965, + "learning_rate": 0.00018737867183214765, + "timestep_mean": 475.65625, + "epsilon_norm": 7.153716564178467, + "prediction_norm": 6.398906230926514, + "timestamp": "2025-07-14T12:34:24.509198" + }, + { + "epoch": 1430, + "batch_idx": 160, + "loss": 0.22581064701080322, + "learning_rate": 0.00018737867183214765, + "timestep_mean": 336.6875, + "epsilon_norm": 6.7046637535095215, + "prediction_norm": 6.0416646003723145, + "timestamp": "2025-07-14T12:34:24.514031" + }, + { + "epoch": 1430, + "batch_idx": 192, + "loss": 0.15693186223506927, + "learning_rate": 0.00018737867183214765, + "timestep_mean": 467.75, + "epsilon_norm": 4.449438571929932, + "prediction_norm": 4.093638896942139, + "timestamp": "2025-07-14T12:34:24.519264" + }, + { + "epoch": 1431, + "batch_idx": 0, + "loss": 0.28379374742507935, + "learning_rate": 0.0001867661091566549, + "timestep_mean": 524.96875, + "epsilon_norm": 9.368875503540039, + "prediction_norm": 7.800169944763184, + "timestamp": "2025-07-14T12:34:24.524123" + }, + { + "epoch": 1431, + "batch_idx": 32, + "loss": 0.17620524764060974, + "learning_rate": 0.0001867661091566549, + "timestep_mean": 477.0, + "epsilon_norm": 7.437414646148682, + "prediction_norm": 7.030901908874512, + "timestamp": "2025-07-14T12:34:24.529046" + }, + { + "epoch": 1431, + "batch_idx": 64, + "loss": 0.18168511986732483, + "learning_rate": 0.0001867661091566549, + "timestep_mean": 547.5625, + "epsilon_norm": 7.912121772766113, + "prediction_norm": 7.260282516479492, + "timestamp": "2025-07-14T12:34:24.534189" + }, + { + "epoch": 1431, + "batch_idx": 96, + "loss": 0.3517373502254486, + "learning_rate": 0.0001867661091566549, + "timestep_mean": 483.46875, + "epsilon_norm": 8.423775672912598, + "prediction_norm": 6.378019332885742, + "timestamp": "2025-07-14T12:34:24.539040" + }, + { + "epoch": 1431, + "batch_idx": 128, + "loss": 0.2888813614845276, + "learning_rate": 0.0001867661091566549, + "timestep_mean": 461.46875, + "epsilon_norm": 8.61186408996582, + "prediction_norm": 6.712178707122803, + "timestamp": "2025-07-14T12:34:24.543883" + }, + { + "epoch": 1431, + "batch_idx": 160, + "loss": 0.3830166459083557, + "learning_rate": 0.0001867661091566549, + "timestep_mean": 441.34375, + "epsilon_norm": 8.095240592956543, + "prediction_norm": 6.253894329071045, + "timestamp": "2025-07-14T12:34:24.548968" + }, + { + "epoch": 1431, + "batch_idx": 192, + "loss": 0.06320834904909134, + "learning_rate": 0.0001867661091566549, + "timestep_mean": 691.625, + "epsilon_norm": 3.4075911045074463, + "prediction_norm": 3.3539226055145264, + "timestamp": "2025-07-14T12:34:24.553781" + }, + { + "epoch": 1432, + "batch_idx": 0, + "loss": 0.2019139528274536, + "learning_rate": 0.00018615431935465007, + "timestep_mean": 483.59375, + "epsilon_norm": 7.132203102111816, + "prediction_norm": 5.81193733215332, + "timestamp": "2025-07-14T12:34:24.558732" + }, + { + "epoch": 1432, + "batch_idx": 32, + "loss": 0.2611658573150635, + "learning_rate": 0.00018615431935465007, + "timestep_mean": 463.03125, + "epsilon_norm": 8.249526023864746, + "prediction_norm": 6.903152942657471, + "timestamp": "2025-07-14T12:34:24.563587" + }, + { + "epoch": 1432, + "batch_idx": 64, + "loss": 0.20380280911922455, + "learning_rate": 0.00018615431935465007, + "timestep_mean": 560.03125, + "epsilon_norm": 6.527854919433594, + "prediction_norm": 5.419606685638428, + "timestamp": "2025-07-14T12:34:24.568528" + }, + { + "epoch": 1432, + "batch_idx": 96, + "loss": 0.5437337160110474, + "learning_rate": 0.00018615431935465007, + "timestep_mean": 504.5, + "epsilon_norm": 9.337146759033203, + "prediction_norm": 8.303922653198242, + "timestamp": "2025-07-14T12:34:24.573384" + }, + { + "epoch": 1432, + "batch_idx": 128, + "loss": 0.2894538938999176, + "learning_rate": 0.00018615431935465007, + "timestep_mean": 451.0, + "epsilon_norm": 7.8799729347229, + "prediction_norm": 7.075071334838867, + "timestamp": "2025-07-14T12:34:24.578397" + }, + { + "epoch": 1432, + "batch_idx": 160, + "loss": 0.19530382752418518, + "learning_rate": 0.00018615431935465007, + "timestep_mean": 522.96875, + "epsilon_norm": 8.550443649291992, + "prediction_norm": 8.337906837463379, + "timestamp": "2025-07-14T12:34:24.583392" + }, + { + "epoch": 1432, + "batch_idx": 192, + "loss": 0.0900309830904007, + "learning_rate": 0.00018615431935465007, + "timestep_mean": 652.875, + "epsilon_norm": 4.3786234855651855, + "prediction_norm": 3.814540147781372, + "timestamp": "2025-07-14T12:34:24.588346" + }, + { + "epoch": 1433, + "batch_idx": 0, + "loss": 0.27417847514152527, + "learning_rate": 0.00018554330393566384, + "timestep_mean": 444.125, + "epsilon_norm": 8.079756736755371, + "prediction_norm": 6.334732532501221, + "timestamp": "2025-07-14T12:34:24.593188" + }, + { + "epoch": 1433, + "batch_idx": 32, + "loss": 0.13450540602207184, + "learning_rate": 0.00018554330393566384, + "timestep_mean": 514.9375, + "epsilon_norm": 7.398966312408447, + "prediction_norm": 6.727758407592773, + "timestamp": "2025-07-14T12:34:24.598113" + }, + { + "epoch": 1433, + "batch_idx": 64, + "loss": 0.14588101208209991, + "learning_rate": 0.00018554330393566384, + "timestep_mean": 544.71875, + "epsilon_norm": 7.375880241394043, + "prediction_norm": 7.360760688781738, + "timestamp": "2025-07-14T12:34:24.603048" + }, + { + "epoch": 1433, + "batch_idx": 96, + "loss": 0.20503655076026917, + "learning_rate": 0.00018554330393566384, + "timestep_mean": 554.53125, + "epsilon_norm": 8.767208099365234, + "prediction_norm": 8.115346908569336, + "timestamp": "2025-07-14T12:34:24.608090" + }, + { + "epoch": 1433, + "batch_idx": 128, + "loss": 0.23222683370113373, + "learning_rate": 0.00018554330393566384, + "timestep_mean": 515.125, + "epsilon_norm": 7.102356433868408, + "prediction_norm": 6.3200507164001465, + "timestamp": "2025-07-14T12:34:24.613150" + }, + { + "epoch": 1433, + "batch_idx": 160, + "loss": 0.316591739654541, + "learning_rate": 0.00018554330393566384, + "timestep_mean": 518.71875, + "epsilon_norm": 7.428786754608154, + "prediction_norm": 5.972918510437012, + "timestamp": "2025-07-14T12:34:24.618107" + }, + { + "epoch": 1433, + "batch_idx": 192, + "loss": 0.36338889598846436, + "learning_rate": 0.00018554330393566384, + "timestep_mean": 375.75, + "epsilon_norm": 4.505373001098633, + "prediction_norm": 3.7351479530334473, + "timestamp": "2025-07-14T12:34:24.623023" + }, + { + "epoch": 1434, + "batch_idx": 0, + "loss": 0.28879621624946594, + "learning_rate": 0.00018493306440731585, + "timestep_mean": 530.28125, + "epsilon_norm": 8.212912559509277, + "prediction_norm": 7.184516429901123, + "timestamp": "2025-07-14T12:34:24.628083" + }, + { + "epoch": 1434, + "batch_idx": 32, + "loss": 0.43615642189979553, + "learning_rate": 0.00018493306440731585, + "timestep_mean": 409.0625, + "epsilon_norm": 7.942254543304443, + "prediction_norm": 5.802672386169434, + "timestamp": "2025-07-14T12:34:24.632971" + }, + { + "epoch": 1434, + "batch_idx": 64, + "loss": 0.1546781361103058, + "learning_rate": 0.00018493306440731585, + "timestep_mean": 543.65625, + "epsilon_norm": 7.910573482513428, + "prediction_norm": 7.449491500854492, + "timestamp": "2025-07-14T12:34:24.638118" + }, + { + "epoch": 1434, + "batch_idx": 96, + "loss": 0.19926688075065613, + "learning_rate": 0.00018493306440731585, + "timestep_mean": 474.34375, + "epsilon_norm": 8.105863571166992, + "prediction_norm": 7.003291130065918, + "timestamp": "2025-07-14T12:34:24.643001" + }, + { + "epoch": 1434, + "batch_idx": 128, + "loss": 0.2740404009819031, + "learning_rate": 0.00018493306440731585, + "timestep_mean": 580.90625, + "epsilon_norm": 9.098438262939453, + "prediction_norm": 7.697511672973633, + "timestamp": "2025-07-14T12:34:24.647889" + }, + { + "epoch": 1434, + "batch_idx": 160, + "loss": 0.3223097324371338, + "learning_rate": 0.00018493306440731585, + "timestep_mean": 479.25, + "epsilon_norm": 7.938066005706787, + "prediction_norm": 6.6757588386535645, + "timestamp": "2025-07-14T12:34:24.652754" + }, + { + "epoch": 1434, + "batch_idx": 192, + "loss": 0.28882071375846863, + "learning_rate": 0.00018493306440731585, + "timestep_mean": 440.0, + "epsilon_norm": 4.805360317230225, + "prediction_norm": 4.221378803253174, + "timestamp": "2025-07-14T12:34:24.657604" + }, + { + "epoch": 1435, + "batch_idx": 0, + "loss": 0.2235082983970642, + "learning_rate": 0.00018432360227531145, + "timestep_mean": 466.1875, + "epsilon_norm": 8.004372596740723, + "prediction_norm": 6.854931831359863, + "timestamp": "2025-07-14T12:34:24.662552" + }, + { + "epoch": 1435, + "batch_idx": 32, + "loss": 0.21939577162265778, + "learning_rate": 0.00018432360227531145, + "timestep_mean": 464.0, + "epsilon_norm": 6.851395130157471, + "prediction_norm": 5.890904903411865, + "timestamp": "2025-07-14T12:34:24.667548" + }, + { + "epoch": 1435, + "batch_idx": 64, + "loss": 0.27543574571609497, + "learning_rate": 0.00018432360227531145, + "timestep_mean": 471.875, + "epsilon_norm": 7.16637659072876, + "prediction_norm": 5.407825469970703, + "timestamp": "2025-07-14T12:34:24.672379" + }, + { + "epoch": 1435, + "batch_idx": 96, + "loss": 0.5075920820236206, + "learning_rate": 0.00018432360227531145, + "timestep_mean": 470.3125, + "epsilon_norm": 10.054308891296387, + "prediction_norm": 7.7769880294799805, + "timestamp": "2025-07-14T12:34:24.677253" + }, + { + "epoch": 1435, + "batch_idx": 128, + "loss": 0.2049599140882492, + "learning_rate": 0.00018432360227531145, + "timestep_mean": 514.125, + "epsilon_norm": 8.757975578308105, + "prediction_norm": 7.8326873779296875, + "timestamp": "2025-07-14T12:34:24.682111" + }, + { + "epoch": 1435, + "batch_idx": 160, + "loss": 0.31525760889053345, + "learning_rate": 0.00018432360227531145, + "timestep_mean": 493.6875, + "epsilon_norm": 8.575121879577637, + "prediction_norm": 7.689351558685303, + "timestamp": "2025-07-14T12:34:24.687014" + }, + { + "epoch": 1435, + "batch_idx": 192, + "loss": 0.08310258388519287, + "learning_rate": 0.00018432360227531145, + "timestep_mean": 383.75, + "epsilon_norm": 3.5192034244537354, + "prediction_norm": 3.573118209838867, + "timestamp": "2025-07-14T12:34:24.691951" + }, + { + "epoch": 1436, + "batch_idx": 0, + "loss": 0.3317202925682068, + "learning_rate": 0.0001837149190434381, + "timestep_mean": 476.6875, + "epsilon_norm": 8.277050018310547, + "prediction_norm": 6.811760425567627, + "timestamp": "2025-07-14T12:34:24.696834" + }, + { + "epoch": 1436, + "batch_idx": 32, + "loss": 0.23821403086185455, + "learning_rate": 0.0001837149190434381, + "timestep_mean": 518.09375, + "epsilon_norm": 7.761085033416748, + "prediction_norm": 7.20115327835083, + "timestamp": "2025-07-14T12:34:24.701770" + }, + { + "epoch": 1436, + "batch_idx": 64, + "loss": 0.2734659016132355, + "learning_rate": 0.0001837149190434381, + "timestep_mean": 502.5625, + "epsilon_norm": 7.18071985244751, + "prediction_norm": 5.5327982902526855, + "timestamp": "2025-07-14T12:34:24.706630" + }, + { + "epoch": 1436, + "batch_idx": 96, + "loss": 0.350508451461792, + "learning_rate": 0.0001837149190434381, + "timestep_mean": 581.125, + "epsilon_norm": 9.63939094543457, + "prediction_norm": 8.19411563873291, + "timestamp": "2025-07-14T12:34:24.711473" + }, + { + "epoch": 1436, + "batch_idx": 128, + "loss": 0.26194101572036743, + "learning_rate": 0.0001837149190434381, + "timestep_mean": 550.625, + "epsilon_norm": 8.918825149536133, + "prediction_norm": 8.053762435913086, + "timestamp": "2025-07-14T12:34:24.716389" + }, + { + "epoch": 1436, + "batch_idx": 160, + "loss": 0.4356614947319031, + "learning_rate": 0.0001837149190434381, + "timestep_mean": 431.03125, + "epsilon_norm": 8.498054504394531, + "prediction_norm": 7.233198165893555, + "timestamp": "2025-07-14T12:34:24.721253" + }, + { + "epoch": 1436, + "batch_idx": 192, + "loss": 0.618337869644165, + "learning_rate": 0.0001837149190434381, + "timestep_mean": 430.0, + "epsilon_norm": 3.875361442565918, + "prediction_norm": 2.2299530506134033, + "timestamp": "2025-07-14T12:34:24.726105" + }, + { + "epoch": 1437, + "batch_idx": 0, + "loss": 0.2528397738933563, + "learning_rate": 0.00018310701621356105, + "timestep_mean": 464.75, + "epsilon_norm": 7.694448947906494, + "prediction_norm": 7.328802108764648, + "timestamp": "2025-07-14T12:34:24.730960" + }, + { + "epoch": 1437, + "batch_idx": 32, + "loss": 0.42443910241127014, + "learning_rate": 0.00018310701621356105, + "timestep_mean": 425.0, + "epsilon_norm": 8.795433044433594, + "prediction_norm": 7.362683296203613, + "timestamp": "2025-07-14T12:34:24.735883" + }, + { + "epoch": 1437, + "batch_idx": 64, + "loss": 0.18086373805999756, + "learning_rate": 0.00018310701621356105, + "timestep_mean": 504.46875, + "epsilon_norm": 6.80230188369751, + "prediction_norm": 5.916916370391846, + "timestamp": "2025-07-14T12:34:24.740720" + }, + { + "epoch": 1437, + "batch_idx": 96, + "loss": 0.4819345474243164, + "learning_rate": 0.00018310701621356105, + "timestep_mean": 359.34375, + "epsilon_norm": 8.425444602966309, + "prediction_norm": 7.116919040679932, + "timestamp": "2025-07-14T12:34:24.745675" + }, + { + "epoch": 1437, + "batch_idx": 128, + "loss": 0.25624364614486694, + "learning_rate": 0.00018310701621356105, + "timestep_mean": 420.34375, + "epsilon_norm": 8.273198127746582, + "prediction_norm": 7.8515305519104, + "timestamp": "2025-07-14T12:34:24.750662" + }, + { + "epoch": 1437, + "batch_idx": 160, + "loss": 0.13485082983970642, + "learning_rate": 0.00018310701621356105, + "timestep_mean": 557.09375, + "epsilon_norm": 6.5878729820251465, + "prediction_norm": 6.58478307723999, + "timestamp": "2025-07-14T12:34:24.755576" + }, + { + "epoch": 1437, + "batch_idx": 192, + "loss": 0.7095810174942017, + "learning_rate": 0.00018310701621356105, + "timestep_mean": 384.625, + "epsilon_norm": 4.468555927276611, + "prediction_norm": 3.38625431060791, + "timestamp": "2025-07-14T12:34:24.760425" + }, + { + "epoch": 1438, + "batch_idx": 0, + "loss": 0.41846731305122375, + "learning_rate": 0.00018249989528561992, + "timestep_mean": 549.65625, + "epsilon_norm": 10.076094627380371, + "prediction_norm": 7.791065692901611, + "timestamp": "2025-07-14T12:34:24.765389" + }, + { + "epoch": 1438, + "batch_idx": 32, + "loss": 0.3451237082481384, + "learning_rate": 0.00018249989528561992, + "timestep_mean": 534.4375, + "epsilon_norm": 8.492623329162598, + "prediction_norm": 6.972444534301758, + "timestamp": "2025-07-14T12:34:24.770276" + }, + { + "epoch": 1438, + "batch_idx": 64, + "loss": 0.10052041709423065, + "learning_rate": 0.00018249989528561992, + "timestep_mean": 583.84375, + "epsilon_norm": 8.284223556518555, + "prediction_norm": 8.109000205993652, + "timestamp": "2025-07-14T12:34:24.775274" + }, + { + "epoch": 1438, + "batch_idx": 96, + "loss": 0.3899076581001282, + "learning_rate": 0.00018249989528561992, + "timestep_mean": 458.625, + "epsilon_norm": 8.571769714355469, + "prediction_norm": 6.881420612335205, + "timestamp": "2025-07-14T12:34:24.780101" + }, + { + "epoch": 1438, + "batch_idx": 128, + "loss": 0.3454240560531616, + "learning_rate": 0.00018249989528561992, + "timestep_mean": 413.6875, + "epsilon_norm": 8.5682373046875, + "prediction_norm": 6.7607645988464355, + "timestamp": "2025-07-14T12:34:24.785019" + }, + { + "epoch": 1438, + "batch_idx": 160, + "loss": 0.5322392582893372, + "learning_rate": 0.00018249989528561992, + "timestep_mean": 433.6875, + "epsilon_norm": 9.052774429321289, + "prediction_norm": 7.361989974975586, + "timestamp": "2025-07-14T12:34:24.789909" + }, + { + "epoch": 1438, + "batch_idx": 192, + "loss": 0.16577261686325073, + "learning_rate": 0.00018249989528561992, + "timestep_mean": 520.125, + "epsilon_norm": 3.8023667335510254, + "prediction_norm": 3.0072779655456543, + "timestamp": "2025-07-14T12:34:24.794784" + }, + { + "epoch": 1439, + "batch_idx": 0, + "loss": 0.2874693274497986, + "learning_rate": 0.00018189355775762576, + "timestep_mean": 413.78125, + "epsilon_norm": 7.931785583496094, + "prediction_norm": 6.447669506072998, + "timestamp": "2025-07-14T12:34:24.799751" + }, + { + "epoch": 1439, + "batch_idx": 32, + "loss": 0.1961624026298523, + "learning_rate": 0.00018189355775762576, + "timestep_mean": 523.65625, + "epsilon_norm": 8.386017799377441, + "prediction_norm": 7.853651523590088, + "timestamp": "2025-07-14T12:34:24.804600" + }, + { + "epoch": 1439, + "batch_idx": 64, + "loss": 0.3464910089969635, + "learning_rate": 0.00018189355775762576, + "timestep_mean": 519.03125, + "epsilon_norm": 7.961947917938232, + "prediction_norm": 5.515257358551025, + "timestamp": "2025-07-14T12:34:24.809404" + }, + { + "epoch": 1439, + "batch_idx": 96, + "loss": 0.21510115265846252, + "learning_rate": 0.00018189355775762576, + "timestep_mean": 414.78125, + "epsilon_norm": 8.175006866455078, + "prediction_norm": 7.589753150939941, + "timestamp": "2025-07-14T12:34:24.814247" + }, + { + "epoch": 1439, + "batch_idx": 128, + "loss": 0.262234091758728, + "learning_rate": 0.00018189355775762576, + "timestep_mean": 561.875, + "epsilon_norm": 7.803542137145996, + "prediction_norm": 6.5713396072387695, + "timestamp": "2025-07-14T12:34:24.819156" + }, + { + "epoch": 1439, + "batch_idx": 160, + "loss": 0.41464024782180786, + "learning_rate": 0.00018189355775762576, + "timestep_mean": 417.90625, + "epsilon_norm": 7.539570331573486, + "prediction_norm": 6.3089494705200195, + "timestamp": "2025-07-14T12:34:24.824030" + }, + { + "epoch": 1439, + "batch_idx": 192, + "loss": 0.2372148483991623, + "learning_rate": 0.00018189355775762576, + "timestep_mean": 467.75, + "epsilon_norm": 4.604852676391602, + "prediction_norm": 4.625219345092773, + "timestamp": "2025-07-14T12:34:24.828847" + }, + { + "epoch": 1440, + "batch_idx": 0, + "loss": 0.16698786616325378, + "learning_rate": 0.00018128800512565542, + "timestep_mean": 423.34375, + "epsilon_norm": 7.507872581481934, + "prediction_norm": 7.357694625854492, + "timestamp": "2025-07-14T12:34:24.833830" + }, + { + "epoch": 1440, + "batch_idx": 32, + "loss": 0.16483061015605927, + "learning_rate": 0.00018128800512565542, + "timestep_mean": 517.84375, + "epsilon_norm": 6.460778713226318, + "prediction_norm": 6.083678245544434, + "timestamp": "2025-07-14T12:34:24.838684" + }, + { + "epoch": 1440, + "batch_idx": 64, + "loss": 0.4277929663658142, + "learning_rate": 0.00018128800512565542, + "timestep_mean": 449.53125, + "epsilon_norm": 7.864844799041748, + "prediction_norm": 5.849039077758789, + "timestamp": "2025-07-14T12:34:24.843618" + }, + { + "epoch": 1440, + "batch_idx": 96, + "loss": 0.1682872474193573, + "learning_rate": 0.00018128800512565542, + "timestep_mean": 587.40625, + "epsilon_norm": 8.044635772705078, + "prediction_norm": 7.498630046844482, + "timestamp": "2025-07-14T12:34:24.848540" + }, + { + "epoch": 1440, + "batch_idx": 128, + "loss": 0.5559219121932983, + "learning_rate": 0.00018128800512565542, + "timestep_mean": 439.5, + "epsilon_norm": 7.493685245513916, + "prediction_norm": 5.706573963165283, + "timestamp": "2025-07-14T12:34:24.853508" + }, + { + "epoch": 1440, + "batch_idx": 160, + "loss": 0.3300195336341858, + "learning_rate": 0.00018128800512565542, + "timestep_mean": 497.75, + "epsilon_norm": 7.6007466316223145, + "prediction_norm": 6.782817363739014, + "timestamp": "2025-07-14T12:34:24.858574" + }, + { + "epoch": 1440, + "batch_idx": 192, + "loss": 0.5050622820854187, + "learning_rate": 0.00018128800512565542, + "timestep_mean": 441.0, + "epsilon_norm": 4.022254467010498, + "prediction_norm": 2.4681036472320557, + "timestamp": "2025-07-14T12:34:24.863429" + }, + { + "epoch": 1441, + "batch_idx": 0, + "loss": 0.36791521310806274, + "learning_rate": 0.00018068323888385026, + "timestep_mean": 483.875, + "epsilon_norm": 9.447298049926758, + "prediction_norm": 7.569186687469482, + "timestamp": "2025-07-14T12:34:24.868350" + }, + { + "epoch": 1441, + "batch_idx": 32, + "loss": 0.17579960823059082, + "learning_rate": 0.00018068323888385026, + "timestep_mean": 503.28125, + "epsilon_norm": 8.614255905151367, + "prediction_norm": 7.173122406005859, + "timestamp": "2025-07-14T12:34:24.873250" + }, + { + "epoch": 1441, + "batch_idx": 64, + "loss": 0.12718507647514343, + "learning_rate": 0.00018068323888385026, + "timestep_mean": 541.65625, + "epsilon_norm": 6.955624103546143, + "prediction_norm": 6.360011100769043, + "timestamp": "2025-07-14T12:34:24.878135" + }, + { + "epoch": 1441, + "batch_idx": 96, + "loss": 0.4214118719100952, + "learning_rate": 0.00018068323888385026, + "timestep_mean": 524.59375, + "epsilon_norm": 9.829096794128418, + "prediction_norm": 7.88726806640625, + "timestamp": "2025-07-14T12:34:24.883049" + }, + { + "epoch": 1441, + "batch_idx": 128, + "loss": 0.21482080221176147, + "learning_rate": 0.00018068323888385026, + "timestep_mean": 512.0625, + "epsilon_norm": 8.675130844116211, + "prediction_norm": 7.174029350280762, + "timestamp": "2025-07-14T12:34:24.887969" + }, + { + "epoch": 1441, + "batch_idx": 160, + "loss": 0.23651129007339478, + "learning_rate": 0.00018068323888385026, + "timestep_mean": 512.59375, + "epsilon_norm": 7.12557315826416, + "prediction_norm": 5.469288349151611, + "timestamp": "2025-07-14T12:34:24.892936" + }, + { + "epoch": 1441, + "batch_idx": 192, + "loss": 0.06427977979183197, + "learning_rate": 0.00018068323888385026, + "timestep_mean": 532.375, + "epsilon_norm": 3.8222403526306152, + "prediction_norm": 3.6270339488983154, + "timestamp": "2025-07-14T12:34:24.897833" + }, + { + "epoch": 1442, + "batch_idx": 0, + "loss": 0.3194313645362854, + "learning_rate": 0.00018007926052441116, + "timestep_mean": 496.71875, + "epsilon_norm": 7.635438919067383, + "prediction_norm": 6.2399725914001465, + "timestamp": "2025-07-14T12:34:24.902728" + }, + { + "epoch": 1442, + "batch_idx": 32, + "loss": 0.17151768505573273, + "learning_rate": 0.00018007926052441116, + "timestep_mean": 514.6875, + "epsilon_norm": 7.796504974365234, + "prediction_norm": 7.0720906257629395, + "timestamp": "2025-07-14T12:34:24.907699" + }, + { + "epoch": 1442, + "batch_idx": 64, + "loss": 0.16047701239585876, + "learning_rate": 0.00018007926052441116, + "timestep_mean": 473.71875, + "epsilon_norm": 6.763369083404541, + "prediction_norm": 5.894476890563965, + "timestamp": "2025-07-14T12:34:24.912640" + }, + { + "epoch": 1442, + "batch_idx": 96, + "loss": 0.5023742318153381, + "learning_rate": 0.00018007926052441116, + "timestep_mean": 498.78125, + "epsilon_norm": 8.852346420288086, + "prediction_norm": 7.277969837188721, + "timestamp": "2025-07-14T12:34:24.917616" + }, + { + "epoch": 1442, + "batch_idx": 128, + "loss": 0.16459733247756958, + "learning_rate": 0.00018007926052441116, + "timestep_mean": 545.71875, + "epsilon_norm": 6.283699989318848, + "prediction_norm": 6.069761753082275, + "timestamp": "2025-07-14T12:34:24.922465" + }, + { + "epoch": 1442, + "batch_idx": 160, + "loss": 0.2675117254257202, + "learning_rate": 0.00018007926052441116, + "timestep_mean": 613.8125, + "epsilon_norm": 8.187456130981445, + "prediction_norm": 6.967276573181152, + "timestamp": "2025-07-14T12:34:24.927386" + }, + { + "epoch": 1442, + "batch_idx": 192, + "loss": 0.1646335870027542, + "learning_rate": 0.00018007926052441116, + "timestep_mean": 696.375, + "epsilon_norm": 4.762986183166504, + "prediction_norm": 4.36180305480957, + "timestamp": "2025-07-14T12:34:24.932336" + }, + { + "epoch": 1443, + "batch_idx": 0, + "loss": 0.27860280871391296, + "learning_rate": 0.00017947607153759394, + "timestep_mean": 539.46875, + "epsilon_norm": 7.547464847564697, + "prediction_norm": 7.171473026275635, + "timestamp": "2025-07-14T12:34:24.937147" + }, + { + "epoch": 1443, + "batch_idx": 32, + "loss": 0.2179393768310547, + "learning_rate": 0.00017947607153759394, + "timestep_mean": 542.3125, + "epsilon_norm": 8.167362213134766, + "prediction_norm": 7.463416576385498, + "timestamp": "2025-07-14T12:34:24.942142" + }, + { + "epoch": 1443, + "batch_idx": 64, + "loss": 0.2026975452899933, + "learning_rate": 0.00017947607153759394, + "timestep_mean": 634.09375, + "epsilon_norm": 7.303557395935059, + "prediction_norm": 6.503452777862549, + "timestamp": "2025-07-14T12:34:24.947002" + }, + { + "epoch": 1443, + "batch_idx": 96, + "loss": 0.30810609459877014, + "learning_rate": 0.00017947607153759394, + "timestep_mean": 424.5, + "epsilon_norm": 8.385650634765625, + "prediction_norm": 6.9218974113464355, + "timestamp": "2025-07-14T12:34:24.951882" + }, + { + "epoch": 1443, + "batch_idx": 128, + "loss": 0.47254806756973267, + "learning_rate": 0.00017947607153759394, + "timestep_mean": 480.375, + "epsilon_norm": 8.595782279968262, + "prediction_norm": 6.76179838180542, + "timestamp": "2025-07-14T12:34:24.956816" + }, + { + "epoch": 1443, + "batch_idx": 160, + "loss": 0.3345828354358673, + "learning_rate": 0.00017947607153759394, + "timestep_mean": 517.8125, + "epsilon_norm": 8.806283950805664, + "prediction_norm": 7.542790412902832, + "timestamp": "2025-07-14T12:34:24.961738" + }, + { + "epoch": 1443, + "batch_idx": 192, + "loss": 0.20075097680091858, + "learning_rate": 0.00017947607153759394, + "timestep_mean": 493.5, + "epsilon_norm": 3.2066500186920166, + "prediction_norm": 2.7073371410369873, + "timestamp": "2025-07-14T12:34:24.966724" + }, + { + "epoch": 1444, + "batch_idx": 0, + "loss": 0.20125515758991241, + "learning_rate": 0.00017887367341170825, + "timestep_mean": 618.4375, + "epsilon_norm": 8.237939834594727, + "prediction_norm": 7.325150489807129, + "timestamp": "2025-07-14T12:34:24.971649" + }, + { + "epoch": 1444, + "batch_idx": 32, + "loss": 0.43748900294303894, + "learning_rate": 0.00017887367341170825, + "timestep_mean": 472.53125, + "epsilon_norm": 9.174118041992188, + "prediction_norm": 7.674837112426758, + "timestamp": "2025-07-14T12:34:24.976492" + }, + { + "epoch": 1444, + "batch_idx": 64, + "loss": 0.2727697193622589, + "learning_rate": 0.00017887367341170825, + "timestep_mean": 455.625, + "epsilon_norm": 8.503141403198242, + "prediction_norm": 7.678977966308594, + "timestamp": "2025-07-14T12:34:24.981304" + }, + { + "epoch": 1444, + "batch_idx": 96, + "loss": 0.1993282437324524, + "learning_rate": 0.00017887367341170825, + "timestep_mean": 543.8125, + "epsilon_norm": 8.4078950881958, + "prediction_norm": 7.599846363067627, + "timestamp": "2025-07-14T12:34:24.986176" + }, + { + "epoch": 1444, + "batch_idx": 128, + "loss": 0.32405659556388855, + "learning_rate": 0.00017887367341170825, + "timestep_mean": 507.34375, + "epsilon_norm": 8.472271919250488, + "prediction_norm": 7.211360931396484, + "timestamp": "2025-07-14T12:34:24.991106" + }, + { + "epoch": 1444, + "batch_idx": 160, + "loss": 0.3383544087409973, + "learning_rate": 0.00017887367341170825, + "timestep_mean": 551.65625, + "epsilon_norm": 8.73678970336914, + "prediction_norm": 7.62448787689209, + "timestamp": "2025-07-14T12:34:24.995997" + }, + { + "epoch": 1444, + "batch_idx": 192, + "loss": 0.5710804462432861, + "learning_rate": 0.00017887367341170825, + "timestep_mean": 510.125, + "epsilon_norm": 4.192597389221191, + "prediction_norm": 2.5916619300842285, + "timestamp": "2025-07-14T12:34:25.000861" + }, + { + "epoch": 1445, + "batch_idx": 0, + "loss": 0.14869365096092224, + "learning_rate": 0.00017827206763311085, + "timestep_mean": 520.9375, + "epsilon_norm": 8.115476608276367, + "prediction_norm": 7.401539325714111, + "timestamp": "2025-07-14T12:34:25.005821" + }, + { + "epoch": 1445, + "batch_idx": 32, + "loss": 0.19916291534900665, + "learning_rate": 0.00017827206763311085, + "timestep_mean": 556.875, + "epsilon_norm": 7.125384330749512, + "prediction_norm": 6.717249393463135, + "timestamp": "2025-07-14T12:34:25.010687" + }, + { + "epoch": 1445, + "batch_idx": 64, + "loss": 0.26676392555236816, + "learning_rate": 0.00017827206763311085, + "timestep_mean": 484.46875, + "epsilon_norm": 7.947615146636963, + "prediction_norm": 6.586587905883789, + "timestamp": "2025-07-14T12:34:25.015582" + }, + { + "epoch": 1445, + "batch_idx": 96, + "loss": 0.29507315158843994, + "learning_rate": 0.00017827206763311085, + "timestep_mean": 475.53125, + "epsilon_norm": 8.557926177978516, + "prediction_norm": 7.015503883361816, + "timestamp": "2025-07-14T12:34:25.020480" + }, + { + "epoch": 1445, + "batch_idx": 128, + "loss": 0.5412824153900146, + "learning_rate": 0.00017827206763311085, + "timestep_mean": 388.59375, + "epsilon_norm": 7.778161525726318, + "prediction_norm": 5.494264602661133, + "timestamp": "2025-07-14T12:34:25.025496" + }, + { + "epoch": 1445, + "batch_idx": 160, + "loss": 0.30579185485839844, + "learning_rate": 0.00017827206763311085, + "timestep_mean": 537.1875, + "epsilon_norm": 7.066330909729004, + "prediction_norm": 6.0337419509887695, + "timestamp": "2025-07-14T12:34:25.030434" + }, + { + "epoch": 1445, + "batch_idx": 192, + "loss": 0.0784587562084198, + "learning_rate": 0.00017827206763311085, + "timestep_mean": 667.75, + "epsilon_norm": 2.866462469100952, + "prediction_norm": 2.6869728565216064, + "timestamp": "2025-07-14T12:34:25.035245" + }, + { + "epoch": 1446, + "batch_idx": 0, + "loss": 0.26643744111061096, + "learning_rate": 0.00017767125568620464, + "timestep_mean": 536.90625, + "epsilon_norm": 7.951401233673096, + "prediction_norm": 6.8237385749816895, + "timestamp": "2025-07-14T12:34:25.040131" + }, + { + "epoch": 1446, + "batch_idx": 32, + "loss": 0.3422149419784546, + "learning_rate": 0.00017767125568620464, + "timestep_mean": 480.75, + "epsilon_norm": 8.10626220703125, + "prediction_norm": 6.55902624130249, + "timestamp": "2025-07-14T12:34:25.044992" + }, + { + "epoch": 1446, + "batch_idx": 64, + "loss": 0.2250525802373886, + "learning_rate": 0.00017767125568620464, + "timestep_mean": 575.875, + "epsilon_norm": 8.355961799621582, + "prediction_norm": 7.723623275756836, + "timestamp": "2025-07-14T12:34:25.049885" + }, + { + "epoch": 1446, + "batch_idx": 96, + "loss": 0.2378610372543335, + "learning_rate": 0.00017767125568620464, + "timestep_mean": 501.59375, + "epsilon_norm": 8.001976013183594, + "prediction_norm": 6.491603374481201, + "timestamp": "2025-07-14T12:34:25.054824" + }, + { + "epoch": 1446, + "batch_idx": 128, + "loss": 0.24982252717018127, + "learning_rate": 0.00017767125568620464, + "timestep_mean": 518.53125, + "epsilon_norm": 8.573663711547852, + "prediction_norm": 7.307530879974365, + "timestamp": "2025-07-14T12:34:25.059666" + }, + { + "epoch": 1446, + "batch_idx": 160, + "loss": 0.26395928859710693, + "learning_rate": 0.00017767125568620464, + "timestep_mean": 503.90625, + "epsilon_norm": 8.499321937561035, + "prediction_norm": 7.258020401000977, + "timestamp": "2025-07-14T12:34:25.064521" + }, + { + "epoch": 1446, + "batch_idx": 192, + "loss": 0.14997771382331848, + "learning_rate": 0.00017767125568620464, + "timestep_mean": 509.0, + "epsilon_norm": 3.063962697982788, + "prediction_norm": 3.1181883811950684, + "timestamp": "2025-07-14T12:34:25.069390" + }, + { + "epoch": 1447, + "batch_idx": 0, + "loss": 0.19927138090133667, + "learning_rate": 0.00017707123905343332, + "timestep_mean": 468.6875, + "epsilon_norm": 8.201647758483887, + "prediction_norm": 6.995530128479004, + "timestamp": "2025-07-14T12:34:25.074271" + }, + { + "epoch": 1447, + "batch_idx": 32, + "loss": 0.3353479206562042, + "learning_rate": 0.00017707123905343332, + "timestep_mean": 504.03125, + "epsilon_norm": 8.360551834106445, + "prediction_norm": 6.312559604644775, + "timestamp": "2025-07-14T12:34:25.079158" + }, + { + "epoch": 1447, + "batch_idx": 64, + "loss": 0.15890106558799744, + "learning_rate": 0.00017707123905343332, + "timestep_mean": 475.53125, + "epsilon_norm": 7.729474067687988, + "prediction_norm": 6.34691858291626, + "timestamp": "2025-07-14T12:34:25.084206" + }, + { + "epoch": 1447, + "batch_idx": 96, + "loss": 0.16095082461833954, + "learning_rate": 0.00017707123905343332, + "timestep_mean": 549.28125, + "epsilon_norm": 7.664830684661865, + "prediction_norm": 6.603568077087402, + "timestamp": "2025-07-14T12:34:25.089066" + }, + { + "epoch": 1447, + "batch_idx": 128, + "loss": 0.32476645708084106, + "learning_rate": 0.00017707123905343332, + "timestep_mean": 515.15625, + "epsilon_norm": 9.198760986328125, + "prediction_norm": 7.509400844573975, + "timestamp": "2025-07-14T12:34:25.094035" + }, + { + "epoch": 1447, + "batch_idx": 160, + "loss": 0.3804071843624115, + "learning_rate": 0.00017707123905343332, + "timestep_mean": 502.21875, + "epsilon_norm": 8.282404899597168, + "prediction_norm": 6.815474510192871, + "timestamp": "2025-07-14T12:34:25.098932" + }, + { + "epoch": 1447, + "batch_idx": 192, + "loss": 0.2547721862792969, + "learning_rate": 0.00017707123905343332, + "timestep_mean": 578.0, + "epsilon_norm": 3.341479778289795, + "prediction_norm": 2.8883557319641113, + "timestamp": "2025-07-14T12:34:25.103862" + }, + { + "epoch": 1448, + "batch_idx": 0, + "loss": 0.2138112187385559, + "learning_rate": 0.00017647201921527808, + "timestep_mean": 438.3125, + "epsilon_norm": 6.41572904586792, + "prediction_norm": 5.336174488067627, + "timestamp": "2025-07-14T12:34:25.108850" + }, + { + "epoch": 1448, + "batch_idx": 32, + "loss": 0.2899646759033203, + "learning_rate": 0.00017647201921527808, + "timestep_mean": 466.125, + "epsilon_norm": 8.367164611816406, + "prediction_norm": 6.627919673919678, + "timestamp": "2025-07-14T12:34:25.113730" + }, + { + "epoch": 1448, + "batch_idx": 64, + "loss": 0.1972699761390686, + "learning_rate": 0.00017647201921527808, + "timestep_mean": 526.46875, + "epsilon_norm": 7.57794189453125, + "prediction_norm": 6.784317493438721, + "timestamp": "2025-07-14T12:34:25.118591" + }, + { + "epoch": 1448, + "batch_idx": 96, + "loss": 0.2867446541786194, + "learning_rate": 0.00017647201921527808, + "timestep_mean": 491.78125, + "epsilon_norm": 8.14782428741455, + "prediction_norm": 7.362462043762207, + "timestamp": "2025-07-14T12:34:25.123450" + }, + { + "epoch": 1448, + "batch_idx": 128, + "loss": 0.6350730061531067, + "learning_rate": 0.00017647201921527808, + "timestep_mean": 446.71875, + "epsilon_norm": 7.918659687042236, + "prediction_norm": 6.6446123123168945, + "timestamp": "2025-07-14T12:34:25.128304" + }, + { + "epoch": 1448, + "batch_idx": 160, + "loss": 0.24619387090206146, + "learning_rate": 0.00017647201921527808, + "timestep_mean": 500.21875, + "epsilon_norm": 7.634615898132324, + "prediction_norm": 6.98299503326416, + "timestamp": "2025-07-14T12:34:25.133474" + }, + { + "epoch": 1448, + "batch_idx": 192, + "loss": 0.3382555842399597, + "learning_rate": 0.00017647201921527808, + "timestep_mean": 401.0, + "epsilon_norm": 3.242064952850342, + "prediction_norm": 2.7676424980163574, + "timestamp": "2025-07-14T12:34:25.138670" + }, + { + "epoch": 1449, + "batch_idx": 0, + "loss": 0.21024523675441742, + "learning_rate": 0.00017587359765025465, + "timestep_mean": 501.25, + "epsilon_norm": 6.960334777832031, + "prediction_norm": 6.201913833618164, + "timestamp": "2025-07-14T12:34:25.143746" + }, + { + "epoch": 1449, + "batch_idx": 32, + "loss": 0.2206190526485443, + "learning_rate": 0.00017587359765025465, + "timestep_mean": 436.5, + "epsilon_norm": 7.7419328689575195, + "prediction_norm": 6.89655065536499, + "timestamp": "2025-07-14T12:34:25.148914" + }, + { + "epoch": 1449, + "batch_idx": 64, + "loss": 0.31982237100601196, + "learning_rate": 0.00017587359765025465, + "timestep_mean": 485.65625, + "epsilon_norm": 7.784402847290039, + "prediction_norm": 6.259206295013428, + "timestamp": "2025-07-14T12:34:25.154171" + }, + { + "epoch": 1449, + "batch_idx": 96, + "loss": 0.17587634921073914, + "learning_rate": 0.00017587359765025465, + "timestep_mean": 520.03125, + "epsilon_norm": 8.090935707092285, + "prediction_norm": 7.283713340759277, + "timestamp": "2025-07-14T12:34:25.159290" + }, + { + "epoch": 1449, + "batch_idx": 128, + "loss": 0.3163864016532898, + "learning_rate": 0.00017587359765025465, + "timestep_mean": 448.59375, + "epsilon_norm": 8.215290069580078, + "prediction_norm": 6.85416316986084, + "timestamp": "2025-07-14T12:34:25.164464" + }, + { + "epoch": 1449, + "batch_idx": 160, + "loss": 0.3751971423625946, + "learning_rate": 0.00017587359765025465, + "timestep_mean": 519.40625, + "epsilon_norm": 6.925344467163086, + "prediction_norm": 5.348341941833496, + "timestamp": "2025-07-14T12:34:25.169666" + }, + { + "epoch": 1449, + "batch_idx": 192, + "loss": 0.3703705370426178, + "learning_rate": 0.00017587359765025465, + "timestep_mean": 339.875, + "epsilon_norm": 3.4805092811584473, + "prediction_norm": 2.5929083824157715, + "timestamp": "2025-07-14T12:34:25.174764" + }, + { + "epoch": 1450, + "batch_idx": 0, + "loss": 0.3258017301559448, + "learning_rate": 0.00017527597583490853, + "timestep_mean": 439.21875, + "epsilon_norm": 7.652246952056885, + "prediction_norm": 5.913812160491943, + "timestamp": "2025-07-14T12:34:25.180108" + }, + { + "epoch": 1450, + "batch_idx": 32, + "loss": 0.2173219919204712, + "learning_rate": 0.00017527597583490853, + "timestep_mean": 516.84375, + "epsilon_norm": 7.61539363861084, + "prediction_norm": 6.595381736755371, + "timestamp": "2025-07-14T12:34:25.185199" + }, + { + "epoch": 1450, + "batch_idx": 64, + "loss": 0.1609877049922943, + "learning_rate": 0.00017527597583490853, + "timestep_mean": 499.53125, + "epsilon_norm": 7.27288293838501, + "prediction_norm": 6.742843151092529, + "timestamp": "2025-07-14T12:34:25.190522" + }, + { + "epoch": 1450, + "batch_idx": 96, + "loss": 0.5509241819381714, + "learning_rate": 0.00017527597583490853, + "timestep_mean": 428.65625, + "epsilon_norm": 8.620471954345703, + "prediction_norm": 5.735384941101074, + "timestamp": "2025-07-14T12:34:25.195731" + }, + { + "epoch": 1450, + "batch_idx": 128, + "loss": 0.2944192886352539, + "learning_rate": 0.00017527597583490853, + "timestep_mean": 473.375, + "epsilon_norm": 6.512514114379883, + "prediction_norm": 6.177820682525635, + "timestamp": "2025-07-14T12:34:25.200897" + }, + { + "epoch": 1450, + "batch_idx": 160, + "loss": 0.3023748993873596, + "learning_rate": 0.00017527597583490853, + "timestep_mean": 471.875, + "epsilon_norm": 7.742345333099365, + "prediction_norm": 6.357326984405518, + "timestamp": "2025-07-14T12:34:25.206044" + }, + { + "epoch": 1450, + "batch_idx": 192, + "loss": 0.046791285276412964, + "learning_rate": 0.00017527597583490853, + "timestep_mean": 595.5, + "epsilon_norm": 4.277257442474365, + "prediction_norm": 4.032283306121826, + "timestamp": "2025-07-14T12:34:25.211189" + }, + { + "epoch": 1451, + "batch_idx": 0, + "loss": 0.3850589096546173, + "learning_rate": 0.00017467915524381212, + "timestep_mean": 545.40625, + "epsilon_norm": 8.4419527053833, + "prediction_norm": 7.041897773742676, + "timestamp": "2025-07-14T12:34:25.216399" + }, + { + "epoch": 1451, + "batch_idx": 32, + "loss": 0.2338089942932129, + "learning_rate": 0.00017467915524381212, + "timestep_mean": 423.375, + "epsilon_norm": 7.936583042144775, + "prediction_norm": 6.494045257568359, + "timestamp": "2025-07-14T12:34:25.221594" + }, + { + "epoch": 1451, + "batch_idx": 64, + "loss": 0.2557632625102997, + "learning_rate": 0.00017467915524381212, + "timestep_mean": 541.0625, + "epsilon_norm": 8.924577713012695, + "prediction_norm": 7.111883640289307, + "timestamp": "2025-07-14T12:34:25.226739" + }, + { + "epoch": 1451, + "batch_idx": 96, + "loss": 0.2543509006500244, + "learning_rate": 0.00017467915524381212, + "timestep_mean": 496.46875, + "epsilon_norm": 7.443253517150879, + "prediction_norm": 6.1493239402771, + "timestamp": "2025-07-14T12:34:25.231890" + }, + { + "epoch": 1451, + "batch_idx": 128, + "loss": 0.29730185866355896, + "learning_rate": 0.00017467915524381212, + "timestep_mean": 552.40625, + "epsilon_norm": 8.22433090209961, + "prediction_norm": 6.09235143661499, + "timestamp": "2025-07-14T12:34:25.237107" + }, + { + "epoch": 1451, + "batch_idx": 160, + "loss": 0.3889238238334656, + "learning_rate": 0.00017467915524381212, + "timestep_mean": 503.84375, + "epsilon_norm": 8.482176780700684, + "prediction_norm": 7.0085344314575195, + "timestamp": "2025-07-14T12:34:25.242497" + }, + { + "epoch": 1451, + "batch_idx": 192, + "loss": 0.2000320553779602, + "learning_rate": 0.00017467915524381212, + "timestep_mean": 631.125, + "epsilon_norm": 4.494511604309082, + "prediction_norm": 3.9880852699279785, + "timestamp": "2025-07-14T12:34:25.247541" + }, + { + "epoch": 1452, + "batch_idx": 0, + "loss": 0.33761560916900635, + "learning_rate": 0.00017408313734956085, + "timestep_mean": 434.1875, + "epsilon_norm": 8.520113945007324, + "prediction_norm": 6.721047878265381, + "timestamp": "2025-07-14T12:34:25.252769" + }, + { + "epoch": 1452, + "batch_idx": 32, + "loss": 0.21196478605270386, + "learning_rate": 0.00017408313734956085, + "timestep_mean": 599.34375, + "epsilon_norm": 7.895480155944824, + "prediction_norm": 6.7603230476379395, + "timestamp": "2025-07-14T12:34:25.257932" + }, + { + "epoch": 1452, + "batch_idx": 64, + "loss": 0.2030160129070282, + "learning_rate": 0.00017408313734956085, + "timestep_mean": 534.65625, + "epsilon_norm": 6.774379730224609, + "prediction_norm": 6.34716272354126, + "timestamp": "2025-07-14T12:34:25.263189" + }, + { + "epoch": 1452, + "batch_idx": 96, + "loss": 0.2064094841480255, + "learning_rate": 0.00017408313734956085, + "timestep_mean": 517.6875, + "epsilon_norm": 7.690552234649658, + "prediction_norm": 6.798238277435303, + "timestamp": "2025-07-14T12:34:25.268366" + }, + { + "epoch": 1452, + "batch_idx": 128, + "loss": 0.18435345590114594, + "learning_rate": 0.00017408313734956085, + "timestep_mean": 475.9375, + "epsilon_norm": 8.393060684204102, + "prediction_norm": 7.228959560394287, + "timestamp": "2025-07-14T12:34:25.273486" + }, + { + "epoch": 1452, + "batch_idx": 160, + "loss": 0.3443523049354553, + "learning_rate": 0.00017408313734956085, + "timestep_mean": 433.8125, + "epsilon_norm": 8.895931243896484, + "prediction_norm": 7.685484409332275, + "timestamp": "2025-07-14T12:34:25.278537" + }, + { + "epoch": 1452, + "batch_idx": 192, + "loss": 0.24413836002349854, + "learning_rate": 0.00017408313734956085, + "timestep_mean": 370.375, + "epsilon_norm": 2.406534433364868, + "prediction_norm": 2.2416419982910156, + "timestamp": "2025-07-14T12:34:25.283877" + }, + { + "epoch": 1453, + "batch_idx": 0, + "loss": 0.38885682821273804, + "learning_rate": 0.0001734879236227699, + "timestep_mean": 455.28125, + "epsilon_norm": 7.333725452423096, + "prediction_norm": 5.867558479309082, + "timestamp": "2025-07-14T12:34:25.289087" + }, + { + "epoch": 1453, + "batch_idx": 32, + "loss": 0.21147547662258148, + "learning_rate": 0.0001734879236227699, + "timestep_mean": 484.0625, + "epsilon_norm": 7.124466896057129, + "prediction_norm": 6.627152442932129, + "timestamp": "2025-07-14T12:34:25.294233" + }, + { + "epoch": 1453, + "batch_idx": 64, + "loss": 0.4160469174385071, + "learning_rate": 0.0001734879236227699, + "timestep_mean": 396.25, + "epsilon_norm": 8.465209007263184, + "prediction_norm": 7.131287097930908, + "timestamp": "2025-07-14T12:34:25.299455" + }, + { + "epoch": 1453, + "batch_idx": 96, + "loss": 0.22266337275505066, + "learning_rate": 0.0001734879236227699, + "timestep_mean": 495.4375, + "epsilon_norm": 8.973358154296875, + "prediction_norm": 7.310347080230713, + "timestamp": "2025-07-14T12:34:25.304789" + }, + { + "epoch": 1453, + "batch_idx": 128, + "loss": 0.1989191770553589, + "learning_rate": 0.0001734879236227699, + "timestep_mean": 490.78125, + "epsilon_norm": 8.524526596069336, + "prediction_norm": 7.782834529876709, + "timestamp": "2025-07-14T12:34:25.309734" + }, + { + "epoch": 1453, + "batch_idx": 160, + "loss": 0.1629733443260193, + "learning_rate": 0.0001734879236227699, + "timestep_mean": 476.65625, + "epsilon_norm": 7.488554000854492, + "prediction_norm": 6.543300628662109, + "timestamp": "2025-07-14T12:34:25.314645" + }, + { + "epoch": 1453, + "batch_idx": 192, + "loss": 0.2407960295677185, + "learning_rate": 0.0001734879236227699, + "timestep_mean": 580.5, + "epsilon_norm": 3.81660795211792, + "prediction_norm": 2.941066026687622, + "timestamp": "2025-07-14T12:34:25.319639" + }, + { + "epoch": 1454, + "batch_idx": 0, + "loss": 0.24511653184890747, + "learning_rate": 0.00017289351553206975, + "timestep_mean": 541.25, + "epsilon_norm": 7.989871978759766, + "prediction_norm": 6.8226637840271, + "timestamp": "2025-07-14T12:34:25.324600" + }, + { + "epoch": 1454, + "batch_idx": 32, + "loss": 0.3659922480583191, + "learning_rate": 0.00017289351553206975, + "timestep_mean": 408.78125, + "epsilon_norm": 7.888742923736572, + "prediction_norm": 6.396838188171387, + "timestamp": "2025-07-14T12:34:25.329862" + }, + { + "epoch": 1454, + "batch_idx": 64, + "loss": 0.11821290850639343, + "learning_rate": 0.00017289351553206975, + "timestep_mean": 542.1875, + "epsilon_norm": 7.643381595611572, + "prediction_norm": 6.7433977127075195, + "timestamp": "2025-07-14T12:34:25.334848" + }, + { + "epoch": 1454, + "batch_idx": 96, + "loss": 0.38962090015411377, + "learning_rate": 0.00017289351553206975, + "timestep_mean": 427.625, + "epsilon_norm": 7.47415828704834, + "prediction_norm": 5.923102855682373, + "timestamp": "2025-07-14T12:34:25.339903" + }, + { + "epoch": 1454, + "batch_idx": 128, + "loss": 0.6052130460739136, + "learning_rate": 0.00017289351553206975, + "timestep_mean": 468.71875, + "epsilon_norm": 9.256617546081543, + "prediction_norm": 6.996615409851074, + "timestamp": "2025-07-14T12:34:25.345008" + }, + { + "epoch": 1454, + "batch_idx": 160, + "loss": 0.3548215627670288, + "learning_rate": 0.00017289351553206975, + "timestep_mean": 460.09375, + "epsilon_norm": 7.494563579559326, + "prediction_norm": 6.086157321929932, + "timestamp": "2025-07-14T12:34:25.350276" + }, + { + "epoch": 1454, + "batch_idx": 192, + "loss": 0.08216530084609985, + "learning_rate": 0.00017289351553206975, + "timestep_mean": 587.75, + "epsilon_norm": 2.6626405715942383, + "prediction_norm": 2.595360517501831, + "timestamp": "2025-07-14T12:34:25.355307" + }, + { + "epoch": 1455, + "batch_idx": 0, + "loss": 0.12789735198020935, + "learning_rate": 0.0001722999145441034, + "timestep_mean": 543.59375, + "epsilon_norm": 8.14521312713623, + "prediction_norm": 7.540624141693115, + "timestamp": "2025-07-14T12:34:25.360385" + }, + { + "epoch": 1455, + "batch_idx": 32, + "loss": 0.3128359019756317, + "learning_rate": 0.0001722999145441034, + "timestep_mean": 534.6875, + "epsilon_norm": 8.905343055725098, + "prediction_norm": 7.276373863220215, + "timestamp": "2025-07-14T12:34:25.365555" + }, + { + "epoch": 1455, + "batch_idx": 64, + "loss": 0.5469359159469604, + "learning_rate": 0.0001722999145441034, + "timestep_mean": 575.46875, + "epsilon_norm": 9.154167175292969, + "prediction_norm": 7.382422924041748, + "timestamp": "2025-07-14T12:34:25.370676" + }, + { + "epoch": 1455, + "batch_idx": 96, + "loss": 0.22288846969604492, + "learning_rate": 0.0001722999145441034, + "timestep_mean": 545.34375, + "epsilon_norm": 8.195882797241211, + "prediction_norm": 6.9574761390686035, + "timestamp": "2025-07-14T12:34:25.376023" + }, + { + "epoch": 1455, + "batch_idx": 128, + "loss": 0.29307109117507935, + "learning_rate": 0.0001722999145441034, + "timestep_mean": 412.28125, + "epsilon_norm": 8.262533187866211, + "prediction_norm": 6.991377353668213, + "timestamp": "2025-07-14T12:34:25.381212" + }, + { + "epoch": 1455, + "batch_idx": 160, + "loss": 0.32263126969337463, + "learning_rate": 0.0001722999145441034, + "timestep_mean": 513.03125, + "epsilon_norm": 7.515787601470947, + "prediction_norm": 6.327818393707275, + "timestamp": "2025-07-14T12:34:25.386449" + }, + { + "epoch": 1455, + "batch_idx": 192, + "loss": 0.29832690954208374, + "learning_rate": 0.0001722999145441034, + "timestep_mean": 411.625, + "epsilon_norm": 3.929725408554077, + "prediction_norm": 3.0527961254119873, + "timestamp": "2025-07-14T12:34:25.391536" + }, + { + "epoch": 1456, + "batch_idx": 0, + "loss": 0.16626445949077606, + "learning_rate": 0.00017170712212352215, + "timestep_mean": 473.6875, + "epsilon_norm": 7.846739768981934, + "prediction_norm": 7.211182594299316, + "timestamp": "2025-07-14T12:34:25.396612" + }, + { + "epoch": 1456, + "batch_idx": 32, + "loss": 0.24479952454566956, + "learning_rate": 0.00017170712212352215, + "timestep_mean": 477.09375, + "epsilon_norm": 6.9291181564331055, + "prediction_norm": 6.313954830169678, + "timestamp": "2025-07-14T12:34:25.401711" + }, + { + "epoch": 1456, + "batch_idx": 64, + "loss": 0.2817496061325073, + "learning_rate": 0.00017170712212352215, + "timestep_mean": 556.21875, + "epsilon_norm": 9.125593185424805, + "prediction_norm": 8.0348539352417, + "timestamp": "2025-07-14T12:34:25.406765" + }, + { + "epoch": 1456, + "batch_idx": 96, + "loss": 0.3298989534378052, + "learning_rate": 0.00017170712212352215, + "timestep_mean": 475.71875, + "epsilon_norm": 8.070818901062012, + "prediction_norm": 6.602224826812744, + "timestamp": "2025-07-14T12:34:25.411614" + }, + { + "epoch": 1456, + "batch_idx": 128, + "loss": 0.22170954942703247, + "learning_rate": 0.00017170712212352215, + "timestep_mean": 510.28125, + "epsilon_norm": 8.045952796936035, + "prediction_norm": 7.200446605682373, + "timestamp": "2025-07-14T12:34:25.417023" + }, + { + "epoch": 1456, + "batch_idx": 160, + "loss": 0.16006909310817719, + "learning_rate": 0.00017170712212352215, + "timestep_mean": 518.53125, + "epsilon_norm": 6.200199127197266, + "prediction_norm": 5.821207523345947, + "timestamp": "2025-07-14T12:34:25.422084" + }, + { + "epoch": 1456, + "batch_idx": 192, + "loss": 0.23275041580200195, + "learning_rate": 0.00017170712212352215, + "timestep_mean": 602.125, + "epsilon_norm": 4.2645158767700195, + "prediction_norm": 3.9091336727142334, + "timestamp": "2025-07-14T12:34:25.427316" + }, + { + "epoch": 1457, + "batch_idx": 0, + "loss": 0.18267302215099335, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 560.25, + "epsilon_norm": 7.9859724044799805, + "prediction_norm": 6.98153018951416, + "timestamp": "2025-07-14T12:34:25.432577" + }, + { + "epoch": 1457, + "batch_idx": 32, + "loss": 0.3623737394809723, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 471.4375, + "epsilon_norm": 7.976277828216553, + "prediction_norm": 6.461740970611572, + "timestamp": "2025-07-14T12:34:25.437727" + }, + { + "epoch": 1457, + "batch_idx": 64, + "loss": 0.2859811782836914, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 498.875, + "epsilon_norm": 7.991397857666016, + "prediction_norm": 6.541152000427246, + "timestamp": "2025-07-14T12:34:25.442721" + }, + { + "epoch": 1457, + "batch_idx": 96, + "loss": 0.46285200119018555, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 455.0625, + "epsilon_norm": 7.830168724060059, + "prediction_norm": 6.326055526733398, + "timestamp": "2025-07-14T12:34:25.447937" + }, + { + "epoch": 1457, + "batch_idx": 128, + "loss": 0.38725724816322327, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 538.09375, + "epsilon_norm": 8.163421630859375, + "prediction_norm": 7.4857497215271, + "timestamp": "2025-07-14T12:34:25.453134" + }, + { + "epoch": 1457, + "batch_idx": 160, + "loss": 0.3710899353027344, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 423.6875, + "epsilon_norm": 8.145146369934082, + "prediction_norm": 6.611009120941162, + "timestamp": "2025-07-14T12:34:25.458405" + }, + { + "epoch": 1457, + "batch_idx": 192, + "loss": 0.09301469475030899, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 567.75, + "epsilon_norm": 3.2862186431884766, + "prediction_norm": 3.3290977478027344, + "timestamp": "2025-07-14T12:34:25.463641" + }, + { + "epoch": 1458, + "batch_idx": 0, + "loss": 0.2814664840698242, + "learning_rate": 0.00017052396883314197, + "timestep_mean": 514.65625, + "epsilon_norm": 8.895472526550293, + "prediction_norm": 7.536461353302002, + "timestamp": "2025-07-14T12:34:25.468855" + }, + { + "epoch": 1458, + "batch_idx": 32, + "loss": 0.24026188254356384, + "learning_rate": 0.00017052396883314197, + "timestep_mean": 437.34375, + "epsilon_norm": 7.38199520111084, + "prediction_norm": 6.7233757972717285, + "timestamp": "2025-07-14T12:34:25.474061" + }, + { + "epoch": 1458, + "batch_idx": 64, + "loss": 0.4527985155582428, + "learning_rate": 0.00017052396883314197, + "timestep_mean": 438.78125, + "epsilon_norm": 9.176421165466309, + "prediction_norm": 7.680559158325195, + "timestamp": "2025-07-14T12:34:25.479252" + }, + { + "epoch": 1458, + "batch_idx": 96, + "loss": 0.24951985478401184, + "learning_rate": 0.00017052396883314197, + "timestep_mean": 472.03125, + "epsilon_norm": 8.627910614013672, + "prediction_norm": 7.452329158782959, + "timestamp": "2025-07-14T12:34:25.484476" + }, + { + "epoch": 1458, + "batch_idx": 128, + "loss": 0.45138978958129883, + "learning_rate": 0.00017052396883314197, + "timestep_mean": 468.375, + "epsilon_norm": 9.625733375549316, + "prediction_norm": 7.331610679626465, + "timestamp": "2025-07-14T12:34:25.489649" + }, + { + "epoch": 1458, + "batch_idx": 160, + "loss": 0.3947375416755676, + "learning_rate": 0.00017052396883314197, + "timestep_mean": 472.59375, + "epsilon_norm": 7.876626491546631, + "prediction_norm": 6.805659294128418, + "timestamp": "2025-07-14T12:34:25.494820" + }, + { + "epoch": 1458, + "batch_idx": 192, + "loss": 0.1858157217502594, + "learning_rate": 0.00017052396883314197, + "timestep_mean": 687.125, + "epsilon_norm": 2.8108513355255127, + "prediction_norm": 2.7806026935577393, + "timestamp": "2025-07-14T12:34:25.500061" + }, + { + "epoch": 1459, + "batch_idx": 0, + "loss": 0.29605239629745483, + "learning_rate": 0.00016993361088265603, + "timestep_mean": 483.65625, + "epsilon_norm": 8.616455078125, + "prediction_norm": 6.865511894226074, + "timestamp": "2025-07-14T12:34:25.505270" + }, + { + "epoch": 1459, + "batch_idx": 32, + "loss": 0.23328988254070282, + "learning_rate": 0.00016993361088265603, + "timestep_mean": 482.6875, + "epsilon_norm": 6.629000186920166, + "prediction_norm": 6.029916763305664, + "timestamp": "2025-07-14T12:34:25.510528" + }, + { + "epoch": 1459, + "batch_idx": 64, + "loss": 0.22278685867786407, + "learning_rate": 0.00016993361088265603, + "timestep_mean": 518.625, + "epsilon_norm": 8.969610214233398, + "prediction_norm": 7.8828935623168945, + "timestamp": "2025-07-14T12:34:25.515761" + }, + { + "epoch": 1459, + "batch_idx": 96, + "loss": 0.2336072325706482, + "learning_rate": 0.00016993361088265603, + "timestep_mean": 507.21875, + "epsilon_norm": 8.042346954345703, + "prediction_norm": 6.957798480987549, + "timestamp": "2025-07-14T12:34:25.520845" + }, + { + "epoch": 1459, + "batch_idx": 128, + "loss": 0.376885324716568, + "learning_rate": 0.00016993361088265603, + "timestep_mean": 447.03125, + "epsilon_norm": 8.447526931762695, + "prediction_norm": 6.953397274017334, + "timestamp": "2025-07-14T12:34:25.526000" + }, + { + "epoch": 1459, + "batch_idx": 160, + "loss": 0.20145899057388306, + "learning_rate": 0.00016993361088265603, + "timestep_mean": 482.0625, + "epsilon_norm": 7.472924709320068, + "prediction_norm": 6.7288498878479, + "timestamp": "2025-07-14T12:34:25.531117" + }, + { + "epoch": 1459, + "batch_idx": 192, + "loss": 0.16515758633613586, + "learning_rate": 0.00016993361088265603, + "timestep_mean": 575.125, + "epsilon_norm": 3.6383819580078125, + "prediction_norm": 2.938295841217041, + "timestamp": "2025-07-14T12:34:25.536306" + }, + { + "epoch": 1460, + "batch_idx": 0, + "loss": 0.24906253814697266, + "learning_rate": 0.00016934406733817427, + "timestep_mean": 457.25, + "epsilon_norm": 8.304948806762695, + "prediction_norm": 6.814962387084961, + "timestamp": "2025-07-14T12:34:25.541487" + }, + { + "epoch": 1460, + "batch_idx": 32, + "loss": 0.5533660054206848, + "learning_rate": 0.00016934406733817427, + "timestep_mean": 374.03125, + "epsilon_norm": 9.308541297912598, + "prediction_norm": 7.331763744354248, + "timestamp": "2025-07-14T12:34:25.546709" + }, + { + "epoch": 1460, + "batch_idx": 64, + "loss": 0.20871511101722717, + "learning_rate": 0.00016934406733817427, + "timestep_mean": 542.0625, + "epsilon_norm": 8.192106246948242, + "prediction_norm": 7.164608955383301, + "timestamp": "2025-07-14T12:34:25.551912" + }, + { + "epoch": 1460, + "batch_idx": 96, + "loss": 0.21042034029960632, + "learning_rate": 0.00016934406733817427, + "timestep_mean": 558.8125, + "epsilon_norm": 8.181500434875488, + "prediction_norm": 7.209050178527832, + "timestamp": "2025-07-14T12:34:25.556891" + }, + { + "epoch": 1460, + "batch_idx": 128, + "loss": 0.31796714663505554, + "learning_rate": 0.00016934406733817427, + "timestep_mean": 413.75, + "epsilon_norm": 8.274057388305664, + "prediction_norm": 6.603517532348633, + "timestamp": "2025-07-14T12:34:25.561995" + }, + { + "epoch": 1460, + "batch_idx": 160, + "loss": 0.24110549688339233, + "learning_rate": 0.00016934406733817427, + "timestep_mean": 511.09375, + "epsilon_norm": 8.811834335327148, + "prediction_norm": 7.14042329788208, + "timestamp": "2025-07-14T12:34:25.567261" + }, + { + "epoch": 1460, + "batch_idx": 192, + "loss": 0.13355548679828644, + "learning_rate": 0.00016934406733817427, + "timestep_mean": 636.125, + "epsilon_norm": 3.804690361022949, + "prediction_norm": 3.2025349140167236, + "timestamp": "2025-07-14T12:34:25.572280" + }, + { + "epoch": 1461, + "batch_idx": 0, + "loss": 0.3056792914867401, + "learning_rate": 0.0001687553396543371, + "timestep_mean": 515.53125, + "epsilon_norm": 7.802237510681152, + "prediction_norm": 6.184779167175293, + "timestamp": "2025-07-14T12:34:25.577454" + }, + { + "epoch": 1461, + "batch_idx": 32, + "loss": 0.3204303979873657, + "learning_rate": 0.0001687553396543371, + "timestep_mean": 470.90625, + "epsilon_norm": 7.585256099700928, + "prediction_norm": 6.014937400817871, + "timestamp": "2025-07-14T12:34:25.582632" + }, + { + "epoch": 1461, + "batch_idx": 64, + "loss": 0.21624426543712616, + "learning_rate": 0.0001687553396543371, + "timestep_mean": 525.84375, + "epsilon_norm": 7.606109142303467, + "prediction_norm": 6.0852227210998535, + "timestamp": "2025-07-14T12:34:25.587788" + }, + { + "epoch": 1461, + "batch_idx": 96, + "loss": 0.15622927248477936, + "learning_rate": 0.0001687553396543371, + "timestep_mean": 524.75, + "epsilon_norm": 7.5951924324035645, + "prediction_norm": 7.565272331237793, + "timestamp": "2025-07-14T12:34:25.592754" + }, + { + "epoch": 1461, + "batch_idx": 128, + "loss": 0.15917649865150452, + "learning_rate": 0.0001687553396543371, + "timestep_mean": 527.8125, + "epsilon_norm": 7.4715256690979, + "prediction_norm": 6.591642379760742, + "timestamp": "2025-07-14T12:34:25.597757" + }, + { + "epoch": 1461, + "batch_idx": 160, + "loss": 0.23893174529075623, + "learning_rate": 0.0001687553396543371, + "timestep_mean": 502.53125, + "epsilon_norm": 7.775184631347656, + "prediction_norm": 6.531463623046875, + "timestamp": "2025-07-14T12:34:25.602993" + }, + { + "epoch": 1461, + "batch_idx": 192, + "loss": 0.11725044250488281, + "learning_rate": 0.0001687553396543371, + "timestep_mean": 386.875, + "epsilon_norm": 4.052021026611328, + "prediction_norm": 3.5866706371307373, + "timestamp": "2025-07-14T12:34:25.608059" + }, + { + "epoch": 1462, + "batch_idx": 0, + "loss": 0.31035107374191284, + "learning_rate": 0.000168167429283771, + "timestep_mean": 477.9375, + "epsilon_norm": 7.819002628326416, + "prediction_norm": 6.122165679931641, + "timestamp": "2025-07-14T12:34:25.613129" + }, + { + "epoch": 1462, + "batch_idx": 32, + "loss": 0.25801724195480347, + "learning_rate": 0.000168167429283771, + "timestep_mean": 520.90625, + "epsilon_norm": 8.905126571655273, + "prediction_norm": 7.767683506011963, + "timestamp": "2025-07-14T12:34:25.618250" + }, + { + "epoch": 1462, + "batch_idx": 64, + "loss": 0.2617042064666748, + "learning_rate": 0.000168167429283771, + "timestep_mean": 544.75, + "epsilon_norm": 8.403467178344727, + "prediction_norm": 6.642166614532471, + "timestamp": "2025-07-14T12:34:25.623398" + }, + { + "epoch": 1462, + "batch_idx": 96, + "loss": 0.22849474847316742, + "learning_rate": 0.000168167429283771, + "timestep_mean": 507.3125, + "epsilon_norm": 7.989498615264893, + "prediction_norm": 6.680331230163574, + "timestamp": "2025-07-14T12:34:25.628632" + }, + { + "epoch": 1462, + "batch_idx": 128, + "loss": 0.23995116353034973, + "learning_rate": 0.000168167429283771, + "timestep_mean": 601.40625, + "epsilon_norm": 7.379052639007568, + "prediction_norm": 6.743276119232178, + "timestamp": "2025-07-14T12:34:25.633885" + }, + { + "epoch": 1462, + "batch_idx": 160, + "loss": 0.2363346517086029, + "learning_rate": 0.000168167429283771, + "timestep_mean": 530.28125, + "epsilon_norm": 7.140133857727051, + "prediction_norm": 6.871919631958008, + "timestamp": "2025-07-14T12:34:25.638967" + }, + { + "epoch": 1462, + "batch_idx": 192, + "loss": 0.6590574383735657, + "learning_rate": 0.000168167429283771, + "timestep_mean": 332.25, + "epsilon_norm": 3.865100383758545, + "prediction_norm": 2.9764249324798584, + "timestamp": "2025-07-14T12:34:25.644075" + }, + { + "epoch": 1463, + "batch_idx": 0, + "loss": 0.19151705503463745, + "learning_rate": 0.0001675803376770868, + "timestep_mean": 492.34375, + "epsilon_norm": 7.762818336486816, + "prediction_norm": 6.668369293212891, + "timestamp": "2025-07-14T12:34:25.649204" + }, + { + "epoch": 1463, + "batch_idx": 32, + "loss": 0.1785935014486313, + "learning_rate": 0.0001675803376770868, + "timestep_mean": 543.34375, + "epsilon_norm": 8.10947322845459, + "prediction_norm": 8.1768217086792, + "timestamp": "2025-07-14T12:34:25.654351" + }, + { + "epoch": 1463, + "batch_idx": 64, + "loss": 0.21001428365707397, + "learning_rate": 0.0001675803376770868, + "timestep_mean": 535.90625, + "epsilon_norm": 7.834733486175537, + "prediction_norm": 7.2231316566467285, + "timestamp": "2025-07-14T12:34:25.659543" + }, + { + "epoch": 1463, + "batch_idx": 96, + "loss": 0.24202056229114532, + "learning_rate": 0.0001675803376770868, + "timestep_mean": 489.6875, + "epsilon_norm": 8.619607925415039, + "prediction_norm": 8.09853458404541, + "timestamp": "2025-07-14T12:34:25.664532" + }, + { + "epoch": 1463, + "batch_idx": 128, + "loss": 0.28841882944107056, + "learning_rate": 0.0001675803376770868, + "timestep_mean": 489.03125, + "epsilon_norm": 7.820581912994385, + "prediction_norm": 6.363523006439209, + "timestamp": "2025-07-14T12:34:25.669395" + }, + { + "epoch": 1463, + "batch_idx": 160, + "loss": 0.3213961720466614, + "learning_rate": 0.0001675803376770868, + "timestep_mean": 453.96875, + "epsilon_norm": 7.645534992218018, + "prediction_norm": 5.938955783843994, + "timestamp": "2025-07-14T12:34:25.674193" + }, + { + "epoch": 1463, + "batch_idx": 192, + "loss": 0.6417359113693237, + "learning_rate": 0.0001675803376770868, + "timestep_mean": 481.25, + "epsilon_norm": 5.104644298553467, + "prediction_norm": 3.6164863109588623, + "timestamp": "2025-07-14T12:34:25.679010" + }, + { + "epoch": 1464, + "batch_idx": 0, + "loss": 0.2711459994316101, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 563.78125, + "epsilon_norm": 7.268749237060547, + "prediction_norm": 6.550018310546875, + "timestamp": "2025-07-14T12:34:25.684017" + }, + { + "epoch": 1464, + "batch_idx": 32, + "loss": 0.2654957175254822, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 509.75, + "epsilon_norm": 9.039334297180176, + "prediction_norm": 7.909826755523682, + "timestamp": "2025-07-14T12:34:25.688963" + }, + { + "epoch": 1464, + "batch_idx": 64, + "loss": 0.2852368950843811, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 484.3125, + "epsilon_norm": 6.170072555541992, + "prediction_norm": 4.843475341796875, + "timestamp": "2025-07-14T12:34:25.693869" + }, + { + "epoch": 1464, + "batch_idx": 96, + "loss": 0.40154358744621277, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 372.375, + "epsilon_norm": 7.733377456665039, + "prediction_norm": 6.379084587097168, + "timestamp": "2025-07-14T12:34:25.699202" + }, + { + "epoch": 1464, + "batch_idx": 128, + "loss": 0.34842389822006226, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 485.4375, + "epsilon_norm": 8.034183502197266, + "prediction_norm": 6.521531105041504, + "timestamp": "2025-07-14T12:34:25.704563" + }, + { + "epoch": 1464, + "batch_idx": 160, + "loss": 0.26965755224227905, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 526.59375, + "epsilon_norm": 8.285799026489258, + "prediction_norm": 6.991461277008057, + "timestamp": "2025-07-14T12:34:25.709675" + }, + { + "epoch": 1464, + "batch_idx": 192, + "loss": 0.06211717426776886, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 539.5, + "epsilon_norm": 3.5885908603668213, + "prediction_norm": 3.2222115993499756, + "timestamp": "2025-07-14T12:34:25.714800" + }, + { + "epoch": 1465, + "batch_idx": 0, + "loss": 0.15590113401412964, + "learning_rate": 0.00016640861654770037, + "timestep_mean": 556.125, + "epsilon_norm": 6.685939311981201, + "prediction_norm": 6.290310859680176, + "timestamp": "2025-07-14T12:34:25.719844" + }, + { + "epoch": 1465, + "batch_idx": 32, + "loss": 0.16161136329174042, + "learning_rate": 0.00016640861654770037, + "timestep_mean": 566.5625, + "epsilon_norm": 8.205520629882812, + "prediction_norm": 7.360753059387207, + "timestamp": "2025-07-14T12:34:25.724761" + }, + { + "epoch": 1465, + "batch_idx": 64, + "loss": 0.21379967033863068, + "learning_rate": 0.00016640861654770037, + "timestep_mean": 532.0625, + "epsilon_norm": 8.188272476196289, + "prediction_norm": 6.739383220672607, + "timestamp": "2025-07-14T12:34:25.729638" + }, + { + "epoch": 1465, + "batch_idx": 96, + "loss": 0.26693835854530334, + "learning_rate": 0.00016640861654770037, + "timestep_mean": 473.96875, + "epsilon_norm": 8.979735374450684, + "prediction_norm": 7.515336036682129, + "timestamp": "2025-07-14T12:34:25.734485" + }, + { + "epoch": 1465, + "batch_idx": 128, + "loss": 0.2675950527191162, + "learning_rate": 0.00016640861654770037, + "timestep_mean": 509.0, + "epsilon_norm": 7.459859848022461, + "prediction_norm": 5.929751396179199, + "timestamp": "2025-07-14T12:34:25.739299" + }, + { + "epoch": 1465, + "batch_idx": 160, + "loss": 0.3972095549106598, + "learning_rate": 0.00016640861654770037, + "timestep_mean": 442.5625, + "epsilon_norm": 7.428234100341797, + "prediction_norm": 5.872091293334961, + "timestamp": "2025-07-14T12:34:25.744253" + }, + { + "epoch": 1465, + "batch_idx": 192, + "loss": 0.1346609890460968, + "learning_rate": 0.00016640861654770037, + "timestep_mean": 494.125, + "epsilon_norm": 3.653294563293457, + "prediction_norm": 3.1021018028259277, + "timestamp": "2025-07-14T12:34:25.749088" + }, + { + "epoch": 1466, + "batch_idx": 0, + "loss": 0.35629451274871826, + "learning_rate": 0.0001658239899161039, + "timestep_mean": 610.15625, + "epsilon_norm": 7.21938943862915, + "prediction_norm": 6.133548259735107, + "timestamp": "2025-07-14T12:34:25.753872" + }, + { + "epoch": 1466, + "batch_idx": 32, + "loss": 0.22685083746910095, + "learning_rate": 0.0001658239899161039, + "timestep_mean": 532.71875, + "epsilon_norm": 8.205138206481934, + "prediction_norm": 6.560584545135498, + "timestamp": "2025-07-14T12:34:25.758838" + }, + { + "epoch": 1466, + "batch_idx": 64, + "loss": 0.2079140543937683, + "learning_rate": 0.0001658239899161039, + "timestep_mean": 507.28125, + "epsilon_norm": 8.19677448272705, + "prediction_norm": 7.423080921173096, + "timestamp": "2025-07-14T12:34:25.763666" + }, + { + "epoch": 1466, + "batch_idx": 96, + "loss": 0.19938458502292633, + "learning_rate": 0.0001658239899161039, + "timestep_mean": 479.125, + "epsilon_norm": 6.165131568908691, + "prediction_norm": 5.190910816192627, + "timestamp": "2025-07-14T12:34:25.768494" + }, + { + "epoch": 1466, + "batch_idx": 128, + "loss": 0.35767367482185364, + "learning_rate": 0.0001658239899161039, + "timestep_mean": 483.96875, + "epsilon_norm": 8.095216751098633, + "prediction_norm": 6.461062908172607, + "timestamp": "2025-07-14T12:34:25.773400" + }, + { + "epoch": 1466, + "batch_idx": 160, + "loss": 0.3782320022583008, + "learning_rate": 0.0001658239899161039, + "timestep_mean": 487.21875, + "epsilon_norm": 8.314068794250488, + "prediction_norm": 7.056155204772949, + "timestamp": "2025-07-14T12:34:25.778293" + }, + { + "epoch": 1466, + "batch_idx": 192, + "loss": 0.6388376355171204, + "learning_rate": 0.0001658239899161039, + "timestep_mean": 467.625, + "epsilon_norm": 4.063014507293701, + "prediction_norm": 3.175330400466919, + "timestamp": "2025-07-14T12:34:25.783250" + }, + { + "epoch": 1467, + "batch_idx": 0, + "loss": 0.3133091330528259, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 501.03125, + "epsilon_norm": 8.55986213684082, + "prediction_norm": 7.082128524780273, + "timestamp": "2025-07-14T12:34:25.788409" + }, + { + "epoch": 1467, + "batch_idx": 32, + "loss": 0.4209060072898865, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 440.46875, + "epsilon_norm": 8.00894546508789, + "prediction_norm": 5.832962512969971, + "timestamp": "2025-07-14T12:34:25.793257" + }, + { + "epoch": 1467, + "batch_idx": 64, + "loss": 0.431935578584671, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 374.90625, + "epsilon_norm": 7.7640838623046875, + "prediction_norm": 6.010318279266357, + "timestamp": "2025-07-14T12:34:25.798144" + }, + { + "epoch": 1467, + "batch_idx": 96, + "loss": 0.32833659648895264, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 480.5625, + "epsilon_norm": 7.378631114959717, + "prediction_norm": 6.419288158416748, + "timestamp": "2025-07-14T12:34:25.803075" + }, + { + "epoch": 1467, + "batch_idx": 128, + "loss": 0.3804171681404114, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 447.25, + "epsilon_norm": 8.856620788574219, + "prediction_norm": 6.757726669311523, + "timestamp": "2025-07-14T12:34:25.808168" + }, + { + "epoch": 1467, + "batch_idx": 160, + "loss": 0.2453879714012146, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 553.34375, + "epsilon_norm": 6.812159061431885, + "prediction_norm": 6.275782585144043, + "timestamp": "2025-07-14T12:34:25.813210" + }, + { + "epoch": 1467, + "batch_idx": 192, + "loss": 0.09278009086847305, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 516.25, + "epsilon_norm": 2.443871259689331, + "prediction_norm": 2.4935455322265625, + "timestamp": "2025-07-14T12:34:25.818007" + }, + { + "epoch": 1468, + "batch_idx": 0, + "loss": 0.2469015121459961, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 468.1875, + "epsilon_norm": 7.462454319000244, + "prediction_norm": 6.459052562713623, + "timestamp": "2025-07-14T12:34:25.822893" + }, + { + "epoch": 1468, + "batch_idx": 32, + "loss": 0.19102896749973297, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 465.0625, + "epsilon_norm": 7.457984924316406, + "prediction_norm": 6.441164016723633, + "timestamp": "2025-07-14T12:34:25.827691" + }, + { + "epoch": 1468, + "batch_idx": 64, + "loss": 0.28677791357040405, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 487.96875, + "epsilon_norm": 7.73419713973999, + "prediction_norm": 6.028667449951172, + "timestamp": "2025-07-14T12:34:25.832656" + }, + { + "epoch": 1468, + "batch_idx": 96, + "loss": 0.2938570976257324, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 407.5625, + "epsilon_norm": 7.6617817878723145, + "prediction_norm": 6.040935516357422, + "timestamp": "2025-07-14T12:34:25.837501" + }, + { + "epoch": 1468, + "batch_idx": 128, + "loss": 0.23884239792823792, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 496.71875, + "epsilon_norm": 7.685605525970459, + "prediction_norm": 6.614805221557617, + "timestamp": "2025-07-14T12:34:25.842339" + }, + { + "epoch": 1468, + "batch_idx": 160, + "loss": 0.3272849917411804, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 480.15625, + "epsilon_norm": 7.570793628692627, + "prediction_norm": 6.691824913024902, + "timestamp": "2025-07-14T12:34:25.847174" + }, + { + "epoch": 1468, + "batch_idx": 192, + "loss": 0.20399439334869385, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 591.875, + "epsilon_norm": 4.183128833770752, + "prediction_norm": 3.6253700256347656, + "timestamp": "2025-07-14T12:34:25.852010" + }, + { + "epoch": 1469, + "batch_idx": 0, + "loss": 0.22566862404346466, + "learning_rate": 0.00016407506305768276, + "timestep_mean": 403.71875, + "epsilon_norm": 7.690411567687988, + "prediction_norm": 6.432894229888916, + "timestamp": "2025-07-14T12:34:25.856842" + }, + { + "epoch": 1469, + "batch_idx": 32, + "loss": 0.26945051550865173, + "learning_rate": 0.00016407506305768276, + "timestep_mean": 526.71875, + "epsilon_norm": 6.549227237701416, + "prediction_norm": 5.860096454620361, + "timestamp": "2025-07-14T12:34:25.861675" + }, + { + "epoch": 1469, + "batch_idx": 64, + "loss": 0.3531898856163025, + "learning_rate": 0.00016407506305768276, + "timestep_mean": 464.5625, + "epsilon_norm": 6.969118595123291, + "prediction_norm": 6.112877368927002, + "timestamp": "2025-07-14T12:34:25.866489" + }, + { + "epoch": 1469, + "batch_idx": 96, + "loss": 0.20801526308059692, + "learning_rate": 0.00016407506305768276, + "timestep_mean": 542.0625, + "epsilon_norm": 6.927857875823975, + "prediction_norm": 5.938989639282227, + "timestamp": "2025-07-14T12:34:25.871474" + }, + { + "epoch": 1469, + "batch_idx": 128, + "loss": 0.2503533959388733, + "learning_rate": 0.00016407506305768276, + "timestep_mean": 517.0625, + "epsilon_norm": 7.590367794036865, + "prediction_norm": 6.174474716186523, + "timestamp": "2025-07-14T12:34:25.876245" + }, + { + "epoch": 1469, + "batch_idx": 160, + "loss": 0.23982354998588562, + "learning_rate": 0.00016407506305768276, + "timestep_mean": 556.8125, + "epsilon_norm": 6.755923271179199, + "prediction_norm": 5.180154323577881, + "timestamp": "2025-07-14T12:34:25.881058" + }, + { + "epoch": 1469, + "batch_idx": 192, + "loss": 0.24045026302337646, + "learning_rate": 0.00016407506305768276, + "timestep_mean": 576.125, + "epsilon_norm": 4.315356731414795, + "prediction_norm": 3.4132261276245117, + "timestamp": "2025-07-14T12:34:25.885907" + }, + { + "epoch": 1470, + "batch_idx": 0, + "loss": 0.12758009135723114, + "learning_rate": 0.00016349374324511377, + "timestep_mean": 479.0, + "epsilon_norm": 6.921685218811035, + "prediction_norm": 6.014142036437988, + "timestamp": "2025-07-14T12:34:25.890754" + }, + { + "epoch": 1470, + "batch_idx": 32, + "loss": 0.26613113284111023, + "learning_rate": 0.00016349374324511377, + "timestep_mean": 531.78125, + "epsilon_norm": 7.105068206787109, + "prediction_norm": 5.871885299682617, + "timestamp": "2025-07-14T12:34:25.895631" + }, + { + "epoch": 1470, + "batch_idx": 64, + "loss": 0.35692280530929565, + "learning_rate": 0.00016349374324511377, + "timestep_mean": 456.875, + "epsilon_norm": 8.695857048034668, + "prediction_norm": 6.316778659820557, + "timestamp": "2025-07-14T12:34:25.900901" + }, + { + "epoch": 1470, + "batch_idx": 96, + "loss": 0.14416863024234772, + "learning_rate": 0.00016349374324511377, + "timestep_mean": 534.5625, + "epsilon_norm": 7.785964012145996, + "prediction_norm": 7.059303283691406, + "timestamp": "2025-07-14T12:34:25.905892" + }, + { + "epoch": 1470, + "batch_idx": 128, + "loss": 0.21530380845069885, + "learning_rate": 0.00016349374324511377, + "timestep_mean": 559.09375, + "epsilon_norm": 8.520825386047363, + "prediction_norm": 7.005462646484375, + "timestamp": "2025-07-14T12:34:25.911041" + }, + { + "epoch": 1470, + "batch_idx": 160, + "loss": 0.1844644844532013, + "learning_rate": 0.00016349374324511377, + "timestep_mean": 575.65625, + "epsilon_norm": 7.643184661865234, + "prediction_norm": 6.859059810638428, + "timestamp": "2025-07-14T12:34:25.916240" + }, + { + "epoch": 1470, + "batch_idx": 192, + "loss": 0.25322428345680237, + "learning_rate": 0.00016349374324511377, + "timestep_mean": 564.375, + "epsilon_norm": 4.970132350921631, + "prediction_norm": 3.892584800720215, + "timestamp": "2025-07-14T12:34:25.921382" + }, + { + "epoch": 1471, + "batch_idx": 0, + "loss": 0.14569436013698578, + "learning_rate": 0.000162913253728282, + "timestep_mean": 511.5, + "epsilon_norm": 7.3452653884887695, + "prediction_norm": 6.361258029937744, + "timestamp": "2025-07-14T12:34:25.926513" + }, + { + "epoch": 1471, + "batch_idx": 32, + "loss": 0.25390321016311646, + "learning_rate": 0.000162913253728282, + "timestep_mean": 478.15625, + "epsilon_norm": 8.120796203613281, + "prediction_norm": 6.813797950744629, + "timestamp": "2025-07-14T12:34:25.931566" + }, + { + "epoch": 1471, + "batch_idx": 64, + "loss": 0.2777990996837616, + "learning_rate": 0.000162913253728282, + "timestep_mean": 576.78125, + "epsilon_norm": 8.153582572937012, + "prediction_norm": 6.765452861785889, + "timestamp": "2025-07-14T12:34:25.936619" + }, + { + "epoch": 1471, + "batch_idx": 96, + "loss": 0.3563039004802704, + "learning_rate": 0.000162913253728282, + "timestep_mean": 465.9375, + "epsilon_norm": 7.684445381164551, + "prediction_norm": 6.294765949249268, + "timestamp": "2025-07-14T12:34:25.941830" + }, + { + "epoch": 1471, + "batch_idx": 128, + "loss": 0.14492399990558624, + "learning_rate": 0.000162913253728282, + "timestep_mean": 436.78125, + "epsilon_norm": 8.61296272277832, + "prediction_norm": 8.010758399963379, + "timestamp": "2025-07-14T12:34:25.947012" + }, + { + "epoch": 1471, + "batch_idx": 160, + "loss": 0.18573233485221863, + "learning_rate": 0.000162913253728282, + "timestep_mean": 531.15625, + "epsilon_norm": 8.939953804016113, + "prediction_norm": 8.016988754272461, + "timestamp": "2025-07-14T12:34:25.952094" + }, + { + "epoch": 1471, + "batch_idx": 192, + "loss": 0.8283277153968811, + "learning_rate": 0.000162913253728282, + "timestep_mean": 355.125, + "epsilon_norm": 4.72060489654541, + "prediction_norm": 3.591507911682129, + "timestamp": "2025-07-14T12:34:25.957222" + }, + { + "epoch": 1472, + "batch_idx": 0, + "loss": 0.1849195659160614, + "learning_rate": 0.00016233359593948807, + "timestep_mean": 562.40625, + "epsilon_norm": 7.147404670715332, + "prediction_norm": 5.8603410720825195, + "timestamp": "2025-07-14T12:34:25.962383" + }, + { + "epoch": 1472, + "batch_idx": 32, + "loss": 0.4404071271419525, + "learning_rate": 0.00016233359593948807, + "timestep_mean": 524.0625, + "epsilon_norm": 6.610705375671387, + "prediction_norm": 5.533920764923096, + "timestamp": "2025-07-14T12:34:25.967701" + }, + { + "epoch": 1472, + "batch_idx": 64, + "loss": 0.32656151056289673, + "learning_rate": 0.00016233359593948807, + "timestep_mean": 402.15625, + "epsilon_norm": 8.144922256469727, + "prediction_norm": 6.687058925628662, + "timestamp": "2025-07-14T12:34:25.972910" + }, + { + "epoch": 1472, + "batch_idx": 96, + "loss": 0.23074987530708313, + "learning_rate": 0.00016233359593948807, + "timestep_mean": 498.8125, + "epsilon_norm": 8.102521896362305, + "prediction_norm": 7.380465507507324, + "timestamp": "2025-07-14T12:34:25.978174" + }, + { + "epoch": 1472, + "batch_idx": 128, + "loss": 0.28063201904296875, + "learning_rate": 0.00016233359593948807, + "timestep_mean": 560.875, + "epsilon_norm": 8.682973861694336, + "prediction_norm": 7.452782154083252, + "timestamp": "2025-07-14T12:34:25.983457" + }, + { + "epoch": 1472, + "batch_idx": 160, + "loss": 0.28775346279144287, + "learning_rate": 0.00016233359593948807, + "timestep_mean": 474.15625, + "epsilon_norm": 7.96812105178833, + "prediction_norm": 7.028682708740234, + "timestamp": "2025-07-14T12:34:25.988568" + }, + { + "epoch": 1472, + "batch_idx": 192, + "loss": 0.1697159707546234, + "learning_rate": 0.00016233359593948807, + "timestep_mean": 528.125, + "epsilon_norm": 3.3452978134155273, + "prediction_norm": 2.9562935829162598, + "timestamp": "2025-07-14T12:34:25.993547" + }, + { + "epoch": 1473, + "batch_idx": 0, + "loss": 0.1778288632631302, + "learning_rate": 0.00016175477130897972, + "timestep_mean": 515.8125, + "epsilon_norm": 7.942503929138184, + "prediction_norm": 7.137179374694824, + "timestamp": "2025-07-14T12:34:25.998586" + }, + { + "epoch": 1473, + "batch_idx": 32, + "loss": 0.24166086316108704, + "learning_rate": 0.00016175477130897972, + "timestep_mean": 459.21875, + "epsilon_norm": 8.588372230529785, + "prediction_norm": 7.034877300262451, + "timestamp": "2025-07-14T12:34:26.003552" + }, + { + "epoch": 1473, + "batch_idx": 64, + "loss": 0.25455424189567566, + "learning_rate": 0.00016175477130897972, + "timestep_mean": 414.0, + "epsilon_norm": 6.984495162963867, + "prediction_norm": 5.947882175445557, + "timestamp": "2025-07-14T12:34:26.008427" + }, + { + "epoch": 1473, + "batch_idx": 96, + "loss": 0.29772818088531494, + "learning_rate": 0.00016175477130897972, + "timestep_mean": 485.4375, + "epsilon_norm": 8.58774185180664, + "prediction_norm": 7.063937187194824, + "timestamp": "2025-07-14T12:34:26.013212" + }, + { + "epoch": 1473, + "batch_idx": 128, + "loss": 0.23704078793525696, + "learning_rate": 0.00016175477130897972, + "timestep_mean": 548.3125, + "epsilon_norm": 8.103742599487305, + "prediction_norm": 7.411022186279297, + "timestamp": "2025-07-14T12:34:26.017983" + }, + { + "epoch": 1473, + "batch_idx": 160, + "loss": 0.15480847656726837, + "learning_rate": 0.00016175477130897972, + "timestep_mean": 604.71875, + "epsilon_norm": 8.692745208740234, + "prediction_norm": 8.201288223266602, + "timestamp": "2025-07-14T12:34:26.022772" + }, + { + "epoch": 1473, + "batch_idx": 192, + "loss": 0.4238361120223999, + "learning_rate": 0.00016175477130897972, + "timestep_mean": 400.375, + "epsilon_norm": 4.811722278594971, + "prediction_norm": 4.203495502471924, + "timestamp": "2025-07-14T12:34:26.027606" + }, + { + "epoch": 1474, + "batch_idx": 0, + "loss": 0.2591477334499359, + "learning_rate": 0.00016117678126494907, + "timestep_mean": 508.0, + "epsilon_norm": 7.900538921356201, + "prediction_norm": 6.91710090637207, + "timestamp": "2025-07-14T12:34:26.032454" + }, + { + "epoch": 1474, + "batch_idx": 32, + "loss": 0.28615283966064453, + "learning_rate": 0.00016117678126494907, + "timestep_mean": 499.03125, + "epsilon_norm": 8.585648536682129, + "prediction_norm": 8.212021827697754, + "timestamp": "2025-07-14T12:34:26.037352" + }, + { + "epoch": 1474, + "batch_idx": 64, + "loss": 0.3068743944168091, + "learning_rate": 0.00016117678126494907, + "timestep_mean": 467.4375, + "epsilon_norm": 7.710670471191406, + "prediction_norm": 6.266761779785156, + "timestamp": "2025-07-14T12:34:26.042352" + }, + { + "epoch": 1474, + "batch_idx": 96, + "loss": 0.3468988537788391, + "learning_rate": 0.00016117678126494907, + "timestep_mean": 504.65625, + "epsilon_norm": 9.023944854736328, + "prediction_norm": 7.712069988250732, + "timestamp": "2025-07-14T12:34:26.047134" + }, + { + "epoch": 1474, + "batch_idx": 128, + "loss": 0.19626358151435852, + "learning_rate": 0.00016117678126494907, + "timestep_mean": 470.34375, + "epsilon_norm": 9.100968360900879, + "prediction_norm": 8.356439590454102, + "timestamp": "2025-07-14T12:34:26.051951" + }, + { + "epoch": 1474, + "batch_idx": 160, + "loss": 0.1657380759716034, + "learning_rate": 0.00016117678126494907, + "timestep_mean": 512.5, + "epsilon_norm": 7.56462287902832, + "prediction_norm": 6.473022937774658, + "timestamp": "2025-07-14T12:34:26.056765" + }, + { + "epoch": 1474, + "batch_idx": 192, + "loss": 0.07193915545940399, + "learning_rate": 0.00016117678126494907, + "timestep_mean": 335.5, + "epsilon_norm": 2.7024006843566895, + "prediction_norm": 2.725848436355591, + "timestamp": "2025-07-14T12:34:26.061611" + }, + { + "epoch": 1475, + "batch_idx": 0, + "loss": 0.18047890067100525, + "learning_rate": 0.0001605996272335295, + "timestep_mean": 419.25, + "epsilon_norm": 7.132315635681152, + "prediction_norm": 6.358941555023193, + "timestamp": "2025-07-14T12:34:26.066437" + }, + { + "epoch": 1475, + "batch_idx": 32, + "loss": 0.48599255084991455, + "learning_rate": 0.0001605996272335295, + "timestep_mean": 504.21875, + "epsilon_norm": 7.76505708694458, + "prediction_norm": 6.3342976570129395, + "timestamp": "2025-07-14T12:34:26.071397" + }, + { + "epoch": 1475, + "batch_idx": 64, + "loss": 0.3365456461906433, + "learning_rate": 0.0001605996272335295, + "timestep_mean": 482.53125, + "epsilon_norm": 7.629669189453125, + "prediction_norm": 6.963161468505859, + "timestamp": "2025-07-14T12:34:26.076213" + }, + { + "epoch": 1475, + "batch_idx": 96, + "loss": 0.4884607493877411, + "learning_rate": 0.0001605996272335295, + "timestep_mean": 443.40625, + "epsilon_norm": 8.305450439453125, + "prediction_norm": 6.095219612121582, + "timestamp": "2025-07-14T12:34:26.081052" + }, + { + "epoch": 1475, + "batch_idx": 128, + "loss": 0.22881273925304413, + "learning_rate": 0.0001605996272335295, + "timestep_mean": 497.40625, + "epsilon_norm": 8.74793529510498, + "prediction_norm": 7.7722320556640625, + "timestamp": "2025-07-14T12:34:26.085936" + }, + { + "epoch": 1475, + "batch_idx": 160, + "loss": 0.30808305740356445, + "learning_rate": 0.0001605996272335295, + "timestep_mean": 450.3125, + "epsilon_norm": 7.014312267303467, + "prediction_norm": 6.5877251625061035, + "timestamp": "2025-07-14T12:34:26.090760" + }, + { + "epoch": 1475, + "batch_idx": 192, + "loss": 0.16554279625415802, + "learning_rate": 0.0001605996272335295, + "timestep_mean": 392.375, + "epsilon_norm": 3.422028064727783, + "prediction_norm": 3.3453996181488037, + "timestamp": "2025-07-14T12:34:26.095576" + }, + { + "epoch": 1476, + "batch_idx": 0, + "loss": 0.24161314964294434, + "learning_rate": 0.00016002331063879067, + "timestep_mean": 493.84375, + "epsilon_norm": 8.009570121765137, + "prediction_norm": 6.876946926116943, + "timestamp": "2025-07-14T12:34:26.100489" + }, + { + "epoch": 1476, + "batch_idx": 32, + "loss": 0.2296898066997528, + "learning_rate": 0.00016002331063879067, + "timestep_mean": 472.96875, + "epsilon_norm": 6.801448822021484, + "prediction_norm": 6.147471904754639, + "timestamp": "2025-07-14T12:34:26.105347" + }, + { + "epoch": 1476, + "batch_idx": 64, + "loss": 0.3126681447029114, + "learning_rate": 0.00016002331063879067, + "timestep_mean": 483.53125, + "epsilon_norm": 8.069100379943848, + "prediction_norm": 7.012711048126221, + "timestamp": "2025-07-14T12:34:26.110123" + }, + { + "epoch": 1476, + "batch_idx": 96, + "loss": 0.3897116184234619, + "learning_rate": 0.00016002331063879067, + "timestep_mean": 462.125, + "epsilon_norm": 7.117684364318848, + "prediction_norm": 5.336182117462158, + "timestamp": "2025-07-14T12:34:26.114975" + }, + { + "epoch": 1476, + "batch_idx": 128, + "loss": 0.4542253911495209, + "learning_rate": 0.00016002331063879067, + "timestep_mean": 459.03125, + "epsilon_norm": 8.182829856872559, + "prediction_norm": 6.806489944458008, + "timestamp": "2025-07-14T12:34:26.119801" + }, + { + "epoch": 1476, + "batch_idx": 160, + "loss": 0.26057857275009155, + "learning_rate": 0.00016002331063879067, + "timestep_mean": 462.96875, + "epsilon_norm": 6.815927982330322, + "prediction_norm": 5.0707197189331055, + "timestamp": "2025-07-14T12:34:26.124622" + }, + { + "epoch": 1476, + "batch_idx": 192, + "loss": 0.059403207153081894, + "learning_rate": 0.00016002331063879067, + "timestep_mean": 617.75, + "epsilon_norm": 3.087890625, + "prediction_norm": 3.2488770484924316, + "timestamp": "2025-07-14T12:34:26.129465" + }, + { + "epoch": 1477, + "batch_idx": 0, + "loss": 0.16680818796157837, + "learning_rate": 0.00015944783290273708, + "timestep_mean": 432.59375, + "epsilon_norm": 6.474283695220947, + "prediction_norm": 5.834794044494629, + "timestamp": "2025-07-14T12:34:26.134320" + }, + { + "epoch": 1477, + "batch_idx": 32, + "loss": 0.3801082968711853, + "learning_rate": 0.00015944783290273708, + "timestep_mean": 531.90625, + "epsilon_norm": 8.250083923339844, + "prediction_norm": 5.542740821838379, + "timestamp": "2025-07-14T12:34:26.139227" + }, + { + "epoch": 1477, + "batch_idx": 64, + "loss": 0.22532802820205688, + "learning_rate": 0.00015944783290273708, + "timestep_mean": 527.3125, + "epsilon_norm": 8.583152770996094, + "prediction_norm": 7.4537129402160645, + "timestamp": "2025-07-14T12:34:26.144100" + }, + { + "epoch": 1477, + "batch_idx": 96, + "loss": 0.15837673842906952, + "learning_rate": 0.00015944783290273708, + "timestep_mean": 511.5625, + "epsilon_norm": 7.363089561462402, + "prediction_norm": 6.6463942527771, + "timestamp": "2025-07-14T12:34:26.148942" + }, + { + "epoch": 1477, + "batch_idx": 128, + "loss": 0.2290584146976471, + "learning_rate": 0.00015944783290273708, + "timestep_mean": 423.1875, + "epsilon_norm": 7.2824296951293945, + "prediction_norm": 6.223005771636963, + "timestamp": "2025-07-14T12:34:26.153796" + }, + { + "epoch": 1477, + "batch_idx": 160, + "loss": 0.20962408185005188, + "learning_rate": 0.00015944783290273708, + "timestep_mean": 534.6875, + "epsilon_norm": 7.395326614379883, + "prediction_norm": 6.057620525360107, + "timestamp": "2025-07-14T12:34:26.158771" + }, + { + "epoch": 1477, + "batch_idx": 192, + "loss": 0.5543925762176514, + "learning_rate": 0.00015944783290273708, + "timestep_mean": 390.25, + "epsilon_norm": 3.7211153507232666, + "prediction_norm": 2.3358633518218994, + "timestamp": "2025-07-14T12:34:26.163664" + }, + { + "epoch": 1478, + "batch_idx": 0, + "loss": 0.23220527172088623, + "learning_rate": 0.0001588731954453021, + "timestep_mean": 483.5625, + "epsilon_norm": 7.155587673187256, + "prediction_norm": 6.143520355224609, + "timestamp": "2025-07-14T12:34:26.168494" + }, + { + "epoch": 1478, + "batch_idx": 32, + "loss": 0.29892489314079285, + "learning_rate": 0.0001588731954453021, + "timestep_mean": 525.65625, + "epsilon_norm": 8.725622177124023, + "prediction_norm": 7.303693771362305, + "timestamp": "2025-07-14T12:34:26.173400" + }, + { + "epoch": 1478, + "batch_idx": 64, + "loss": 0.4767219126224518, + "learning_rate": 0.0001588731954453021, + "timestep_mean": 521.1875, + "epsilon_norm": 9.238921165466309, + "prediction_norm": 7.0846662521362305, + "timestamp": "2025-07-14T12:34:26.178194" + }, + { + "epoch": 1478, + "batch_idx": 96, + "loss": 0.3580077886581421, + "learning_rate": 0.0001588731954453021, + "timestep_mean": 476.96875, + "epsilon_norm": 7.683373928070068, + "prediction_norm": 5.815418243408203, + "timestamp": "2025-07-14T12:34:26.183011" + }, + { + "epoch": 1478, + "batch_idx": 128, + "loss": 0.4457520842552185, + "learning_rate": 0.0001588731954453021, + "timestep_mean": 445.875, + "epsilon_norm": 7.553093433380127, + "prediction_norm": 5.619913578033447, + "timestamp": "2025-07-14T12:34:26.187981" + }, + { + "epoch": 1478, + "batch_idx": 160, + "loss": 0.2400486171245575, + "learning_rate": 0.0001588731954453021, + "timestep_mean": 507.25, + "epsilon_norm": 8.708691596984863, + "prediction_norm": 7.110196590423584, + "timestamp": "2025-07-14T12:34:26.192824" + }, + { + "epoch": 1478, + "batch_idx": 192, + "loss": 0.09347153455018997, + "learning_rate": 0.0001588731954453021, + "timestep_mean": 652.75, + "epsilon_norm": 3.4349544048309326, + "prediction_norm": 3.29082989692688, + "timestamp": "2025-07-14T12:34:26.197622" + }, + { + "epoch": 1479, + "batch_idx": 0, + "loss": 0.29099392890930176, + "learning_rate": 0.00015829939968434704, + "timestep_mean": 511.0625, + "epsilon_norm": 7.751119613647461, + "prediction_norm": 6.484065055847168, + "timestamp": "2025-07-14T12:34:26.202490" + }, + { + "epoch": 1479, + "batch_idx": 32, + "loss": 0.41666269302368164, + "learning_rate": 0.00015829939968434704, + "timestep_mean": 369.0, + "epsilon_norm": 8.433196067810059, + "prediction_norm": 6.183428764343262, + "timestamp": "2025-07-14T12:34:26.207286" + }, + { + "epoch": 1479, + "batch_idx": 64, + "loss": 0.24942588806152344, + "learning_rate": 0.00015829939968434704, + "timestep_mean": 530.09375, + "epsilon_norm": 6.881004333496094, + "prediction_norm": 5.0279459953308105, + "timestamp": "2025-07-14T12:34:26.212126" + }, + { + "epoch": 1479, + "batch_idx": 96, + "loss": 0.363575279712677, + "learning_rate": 0.00015829939968434704, + "timestep_mean": 505.5, + "epsilon_norm": 8.902918815612793, + "prediction_norm": 7.620335102081299, + "timestamp": "2025-07-14T12:34:26.217069" + }, + { + "epoch": 1479, + "batch_idx": 128, + "loss": 0.36359113454818726, + "learning_rate": 0.00015829939968434704, + "timestep_mean": 590.53125, + "epsilon_norm": 8.950469017028809, + "prediction_norm": 6.909289360046387, + "timestamp": "2025-07-14T12:34:26.221923" + }, + { + "epoch": 1479, + "batch_idx": 160, + "loss": 0.1511095017194748, + "learning_rate": 0.00015829939968434704, + "timestep_mean": 518.1875, + "epsilon_norm": 7.366805076599121, + "prediction_norm": 6.5784592628479, + "timestamp": "2025-07-14T12:34:26.226822" + }, + { + "epoch": 1479, + "batch_idx": 192, + "loss": 0.16593265533447266, + "learning_rate": 0.00015829939968434704, + "timestep_mean": 524.0, + "epsilon_norm": 4.368930339813232, + "prediction_norm": 3.6384167671203613, + "timestamp": "2025-07-14T12:34:26.231688" + }, + { + "epoch": 1480, + "batch_idx": 0, + "loss": 0.18074649572372437, + "learning_rate": 0.0001577264470356561, + "timestep_mean": 563.09375, + "epsilon_norm": 7.35833215713501, + "prediction_norm": 6.5650434494018555, + "timestamp": "2025-07-14T12:34:26.236547" + }, + { + "epoch": 1480, + "batch_idx": 32, + "loss": 0.3528941869735718, + "learning_rate": 0.0001577264470356561, + "timestep_mean": 551.96875, + "epsilon_norm": 8.334433555603027, + "prediction_norm": 6.38906192779541, + "timestamp": "2025-07-14T12:34:26.241422" + }, + { + "epoch": 1480, + "batch_idx": 64, + "loss": 0.2930159270763397, + "learning_rate": 0.0001577264470356561, + "timestep_mean": 446.5625, + "epsilon_norm": 6.634389400482178, + "prediction_norm": 5.161781311035156, + "timestamp": "2025-07-14T12:34:26.246362" + }, + { + "epoch": 1480, + "batch_idx": 96, + "loss": 0.29734253883361816, + "learning_rate": 0.0001577264470356561, + "timestep_mean": 456.46875, + "epsilon_norm": 7.304963111877441, + "prediction_norm": 6.0340256690979, + "timestamp": "2025-07-14T12:34:26.251257" + }, + { + "epoch": 1480, + "batch_idx": 128, + "loss": 0.2319049835205078, + "learning_rate": 0.0001577264470356561, + "timestep_mean": 465.90625, + "epsilon_norm": 7.645761489868164, + "prediction_norm": 6.120350360870361, + "timestamp": "2025-07-14T12:34:26.256110" + }, + { + "epoch": 1480, + "batch_idx": 160, + "loss": 0.4966244697570801, + "learning_rate": 0.0001577264470356561, + "timestep_mean": 534.65625, + "epsilon_norm": 8.561403274536133, + "prediction_norm": 7.2006354331970215, + "timestamp": "2025-07-14T12:34:26.261096" + }, + { + "epoch": 1480, + "batch_idx": 192, + "loss": 0.1436154842376709, + "learning_rate": 0.0001577264470356561, + "timestep_mean": 512.875, + "epsilon_norm": 4.619359493255615, + "prediction_norm": 3.8191447257995605, + "timestamp": "2025-07-14T12:34:26.265959" + }, + { + "epoch": 1481, + "batch_idx": 0, + "loss": 0.44970011711120605, + "learning_rate": 0.00015715433891293237, + "timestep_mean": 445.59375, + "epsilon_norm": 7.855423450469971, + "prediction_norm": 6.038942337036133, + "timestamp": "2025-07-14T12:34:26.270971" + }, + { + "epoch": 1481, + "batch_idx": 32, + "loss": 0.4611450135707855, + "learning_rate": 0.00015715433891293237, + "timestep_mean": 453.71875, + "epsilon_norm": 9.387547492980957, + "prediction_norm": 6.672068119049072, + "timestamp": "2025-07-14T12:34:26.275886" + }, + { + "epoch": 1481, + "batch_idx": 64, + "loss": 0.22406630218029022, + "learning_rate": 0.00015715433891293237, + "timestep_mean": 473.40625, + "epsilon_norm": 6.190107345581055, + "prediction_norm": 5.9211297035217285, + "timestamp": "2025-07-14T12:34:26.280765" + }, + { + "epoch": 1481, + "batch_idx": 96, + "loss": 0.457077294588089, + "learning_rate": 0.00015715433891293237, + "timestep_mean": 466.15625, + "epsilon_norm": 8.301669120788574, + "prediction_norm": 6.532475471496582, + "timestamp": "2025-07-14T12:34:26.285564" + }, + { + "epoch": 1481, + "batch_idx": 128, + "loss": 0.25092828273773193, + "learning_rate": 0.00015715433891293237, + "timestep_mean": 521.5, + "epsilon_norm": 8.387940406799316, + "prediction_norm": 7.833171367645264, + "timestamp": "2025-07-14T12:34:26.290369" + }, + { + "epoch": 1481, + "batch_idx": 160, + "loss": 0.4174375832080841, + "learning_rate": 0.00015715433891293237, + "timestep_mean": 473.59375, + "epsilon_norm": 7.877415657043457, + "prediction_norm": 6.135091304779053, + "timestamp": "2025-07-14T12:34:26.295201" + }, + { + "epoch": 1481, + "batch_idx": 192, + "loss": 0.19918277859687805, + "learning_rate": 0.00015715433891293237, + "timestep_mean": 546.25, + "epsilon_norm": 3.3361904621124268, + "prediction_norm": 2.7965543270111084, + "timestamp": "2025-07-14T12:34:26.299993" + }, + { + "epoch": 1482, + "batch_idx": 0, + "loss": 0.4525962769985199, + "learning_rate": 0.00015658307672779622, + "timestep_mean": 472.75, + "epsilon_norm": 8.0689697265625, + "prediction_norm": 6.488657474517822, + "timestamp": "2025-07-14T12:34:26.304858" + }, + { + "epoch": 1482, + "batch_idx": 32, + "loss": 0.23027780652046204, + "learning_rate": 0.00015658307672779622, + "timestep_mean": 569.90625, + "epsilon_norm": 7.590609550476074, + "prediction_norm": 6.863560199737549, + "timestamp": "2025-07-14T12:34:26.309683" + }, + { + "epoch": 1482, + "batch_idx": 64, + "loss": 0.37529098987579346, + "learning_rate": 0.00015658307672779622, + "timestep_mean": 420.09375, + "epsilon_norm": 7.985445022583008, + "prediction_norm": 6.428459644317627, + "timestamp": "2025-07-14T12:34:26.314547" + }, + { + "epoch": 1482, + "batch_idx": 96, + "loss": 0.3290402889251709, + "learning_rate": 0.00015658307672779622, + "timestep_mean": 488.21875, + "epsilon_norm": 8.590728759765625, + "prediction_norm": 6.925854682922363, + "timestamp": "2025-07-14T12:34:26.319403" + }, + { + "epoch": 1482, + "batch_idx": 128, + "loss": 0.21338161826133728, + "learning_rate": 0.00015658307672779622, + "timestep_mean": 597.15625, + "epsilon_norm": 7.006597518920898, + "prediction_norm": 5.936255931854248, + "timestamp": "2025-07-14T12:34:26.324243" + }, + { + "epoch": 1482, + "batch_idx": 160, + "loss": 0.510581374168396, + "learning_rate": 0.00015658307672779622, + "timestep_mean": 482.75, + "epsilon_norm": 8.62621021270752, + "prediction_norm": 6.7197418212890625, + "timestamp": "2025-07-14T12:34:26.329094" + }, + { + "epoch": 1482, + "batch_idx": 192, + "loss": 0.7588646411895752, + "learning_rate": 0.00015658307672779622, + "timestep_mean": 624.25, + "epsilon_norm": 4.071109771728516, + "prediction_norm": 2.4077911376953125, + "timestamp": "2025-07-14T12:34:26.333948" + }, + { + "epoch": 1483, + "batch_idx": 0, + "loss": 0.2376173883676529, + "learning_rate": 0.00015601266188978015, + "timestep_mean": 431.78125, + "epsilon_norm": 8.13750171661377, + "prediction_norm": 7.091450214385986, + "timestamp": "2025-07-14T12:34:26.338746" + }, + { + "epoch": 1483, + "batch_idx": 32, + "loss": 0.3462037444114685, + "learning_rate": 0.00015601266188978015, + "timestep_mean": 533.78125, + "epsilon_norm": 8.994804382324219, + "prediction_norm": 7.709386825561523, + "timestamp": "2025-07-14T12:34:26.343631" + }, + { + "epoch": 1483, + "batch_idx": 64, + "loss": 0.2659146189689636, + "learning_rate": 0.00015601266188978015, + "timestep_mean": 533.375, + "epsilon_norm": 8.973467826843262, + "prediction_norm": 7.831374645233154, + "timestamp": "2025-07-14T12:34:26.348497" + }, + { + "epoch": 1483, + "batch_idx": 96, + "loss": 0.2867124378681183, + "learning_rate": 0.00015601266188978015, + "timestep_mean": 421.3125, + "epsilon_norm": 7.493392467498779, + "prediction_norm": 6.689394474029541, + "timestamp": "2025-07-14T12:34:26.353411" + }, + { + "epoch": 1483, + "batch_idx": 128, + "loss": 0.15978676080703735, + "learning_rate": 0.00015601266188978015, + "timestep_mean": 522.9375, + "epsilon_norm": 8.113210678100586, + "prediction_norm": 7.510124683380127, + "timestamp": "2025-07-14T12:34:26.358269" + }, + { + "epoch": 1483, + "batch_idx": 160, + "loss": 0.21753734350204468, + "learning_rate": 0.00015601266188978015, + "timestep_mean": 533.1875, + "epsilon_norm": 6.952460765838623, + "prediction_norm": 6.3911542892456055, + "timestamp": "2025-07-14T12:34:26.363189" + }, + { + "epoch": 1483, + "batch_idx": 192, + "loss": 0.3097352087497711, + "learning_rate": 0.00015601266188978015, + "timestep_mean": 514.375, + "epsilon_norm": 4.396899223327637, + "prediction_norm": 3.642498254776001, + "timestamp": "2025-07-14T12:34:26.368009" + }, + { + "epoch": 1484, + "batch_idx": 0, + "loss": 0.3585057258605957, + "learning_rate": 0.000155443095806326, + "timestep_mean": 456.53125, + "epsilon_norm": 7.382333278656006, + "prediction_norm": 5.753702163696289, + "timestamp": "2025-07-14T12:34:26.372896" + }, + { + "epoch": 1484, + "batch_idx": 32, + "loss": 0.20054100453853607, + "learning_rate": 0.000155443095806326, + "timestep_mean": 550.5625, + "epsilon_norm": 7.311356544494629, + "prediction_norm": 7.210643291473389, + "timestamp": "2025-07-14T12:34:26.377732" + }, + { + "epoch": 1484, + "batch_idx": 64, + "loss": 0.20093417167663574, + "learning_rate": 0.000155443095806326, + "timestep_mean": 471.375, + "epsilon_norm": 7.305144309997559, + "prediction_norm": 6.287032604217529, + "timestamp": "2025-07-14T12:34:26.382583" + }, + { + "epoch": 1484, + "batch_idx": 96, + "loss": 0.1638982892036438, + "learning_rate": 0.000155443095806326, + "timestep_mean": 536.6875, + "epsilon_norm": 7.348345756530762, + "prediction_norm": 6.306121349334717, + "timestamp": "2025-07-14T12:34:26.387549" + }, + { + "epoch": 1484, + "batch_idx": 128, + "loss": 0.32424336671829224, + "learning_rate": 0.000155443095806326, + "timestep_mean": 510.75, + "epsilon_norm": 7.751571178436279, + "prediction_norm": 6.898329734802246, + "timestamp": "2025-07-14T12:34:26.392464" + }, + { + "epoch": 1484, + "batch_idx": 160, + "loss": 0.13667495548725128, + "learning_rate": 0.000155443095806326, + "timestep_mean": 513.375, + "epsilon_norm": 7.024573802947998, + "prediction_norm": 5.7627387046813965, + "timestamp": "2025-07-14T12:34:26.397239" + }, + { + "epoch": 1484, + "batch_idx": 192, + "loss": 0.5423576831817627, + "learning_rate": 0.000155443095806326, + "timestep_mean": 345.375, + "epsilon_norm": 4.276615142822266, + "prediction_norm": 2.9759812355041504, + "timestamp": "2025-07-14T12:34:26.402029" + }, + { + "epoch": 1485, + "batch_idx": 0, + "loss": 0.39087527990341187, + "learning_rate": 0.0001548743798827817, + "timestep_mean": 367.96875, + "epsilon_norm": 8.028313636779785, + "prediction_norm": 6.450324058532715, + "timestamp": "2025-07-14T12:34:26.406890" + }, + { + "epoch": 1485, + "batch_idx": 32, + "loss": 0.20268382132053375, + "learning_rate": 0.0001548743798827817, + "timestep_mean": 456.09375, + "epsilon_norm": 7.911500930786133, + "prediction_norm": 7.156284332275391, + "timestamp": "2025-07-14T12:34:26.411761" + }, + { + "epoch": 1485, + "batch_idx": 64, + "loss": 0.11810516566038132, + "learning_rate": 0.0001548743798827817, + "timestep_mean": 555.4375, + "epsilon_norm": 7.038870811462402, + "prediction_norm": 6.589445114135742, + "timestamp": "2025-07-14T12:34:26.416715" + }, + { + "epoch": 1485, + "batch_idx": 96, + "loss": 0.20600315928459167, + "learning_rate": 0.0001548743798827817, + "timestep_mean": 471.75, + "epsilon_norm": 7.538063049316406, + "prediction_norm": 7.005572319030762, + "timestamp": "2025-07-14T12:34:26.421739" + }, + { + "epoch": 1485, + "batch_idx": 128, + "loss": 0.2686687707901001, + "learning_rate": 0.0001548743798827817, + "timestep_mean": 536.8125, + "epsilon_norm": 8.114243507385254, + "prediction_norm": 7.114001274108887, + "timestamp": "2025-07-14T12:34:26.426582" + }, + { + "epoch": 1485, + "batch_idx": 160, + "loss": 0.22803831100463867, + "learning_rate": 0.0001548743798827817, + "timestep_mean": 513.0, + "epsilon_norm": 7.884645938873291, + "prediction_norm": 6.572947978973389, + "timestamp": "2025-07-14T12:34:26.431500" + }, + { + "epoch": 1485, + "batch_idx": 192, + "loss": 0.8086562752723694, + "learning_rate": 0.0001548743798827817, + "timestep_mean": 398.75, + "epsilon_norm": 4.163924217224121, + "prediction_norm": 2.5912599563598633, + "timestamp": "2025-07-14T12:34:26.436683" + }, + { + "epoch": 1486, + "batch_idx": 0, + "loss": 0.3074934482574463, + "learning_rate": 0.0001543065155223971, + "timestep_mean": 467.21875, + "epsilon_norm": 7.860308647155762, + "prediction_norm": 6.46044921875, + "timestamp": "2025-07-14T12:34:26.441624" + }, + { + "epoch": 1486, + "batch_idx": 32, + "loss": 0.41752421855926514, + "learning_rate": 0.0001543065155223971, + "timestep_mean": 367.53125, + "epsilon_norm": 7.649679183959961, + "prediction_norm": 6.041290760040283, + "timestamp": "2025-07-14T12:34:26.446544" + }, + { + "epoch": 1486, + "batch_idx": 64, + "loss": 0.2063141167163849, + "learning_rate": 0.0001543065155223971, + "timestep_mean": 493.25, + "epsilon_norm": 6.528337001800537, + "prediction_norm": 5.536760330200195, + "timestamp": "2025-07-14T12:34:26.451413" + }, + { + "epoch": 1486, + "batch_idx": 96, + "loss": 0.3797808885574341, + "learning_rate": 0.0001543065155223971, + "timestep_mean": 437.625, + "epsilon_norm": 8.675824165344238, + "prediction_norm": 6.688408851623535, + "timestamp": "2025-07-14T12:34:26.456301" + }, + { + "epoch": 1486, + "batch_idx": 128, + "loss": 0.21486994624137878, + "learning_rate": 0.0001543065155223971, + "timestep_mean": 417.40625, + "epsilon_norm": 7.601919174194336, + "prediction_norm": 6.464085578918457, + "timestamp": "2025-07-14T12:34:26.461210" + }, + { + "epoch": 1486, + "batch_idx": 160, + "loss": 0.25703415274620056, + "learning_rate": 0.0001543065155223971, + "timestep_mean": 475.59375, + "epsilon_norm": 7.988515853881836, + "prediction_norm": 6.335638046264648, + "timestamp": "2025-07-14T12:34:26.466067" + }, + { + "epoch": 1486, + "batch_idx": 192, + "loss": 0.14795108139514923, + "learning_rate": 0.0001543065155223971, + "timestep_mean": 456.375, + "epsilon_norm": 4.568940162658691, + "prediction_norm": 4.4896416664123535, + "timestamp": "2025-07-14T12:34:26.471057" + }, + { + "epoch": 1487, + "batch_idx": 0, + "loss": 0.24012218415737152, + "learning_rate": 0.00015373950412632102, + "timestep_mean": 517.65625, + "epsilon_norm": 7.804856300354004, + "prediction_norm": 6.953855991363525, + "timestamp": "2025-07-14T12:34:26.476021" + }, + { + "epoch": 1487, + "batch_idx": 32, + "loss": 0.46451207995414734, + "learning_rate": 0.00015373950412632102, + "timestep_mean": 467.125, + "epsilon_norm": 7.968626499176025, + "prediction_norm": 6.659521579742432, + "timestamp": "2025-07-14T12:34:26.480895" + }, + { + "epoch": 1487, + "batch_idx": 64, + "loss": 0.16751965880393982, + "learning_rate": 0.00015373950412632102, + "timestep_mean": 524.71875, + "epsilon_norm": 7.330039024353027, + "prediction_norm": 6.515712738037109, + "timestamp": "2025-07-14T12:34:26.485756" + }, + { + "epoch": 1487, + "batch_idx": 96, + "loss": 0.35458672046661377, + "learning_rate": 0.00015373950412632102, + "timestep_mean": 458.0, + "epsilon_norm": 8.882356643676758, + "prediction_norm": 6.797726154327393, + "timestamp": "2025-07-14T12:34:26.490949" + }, + { + "epoch": 1487, + "batch_idx": 128, + "loss": 0.2120479941368103, + "learning_rate": 0.00015373950412632102, + "timestep_mean": 490.59375, + "epsilon_norm": 7.2581400871276855, + "prediction_norm": 6.3714704513549805, + "timestamp": "2025-07-14T12:34:26.496145" + }, + { + "epoch": 1487, + "batch_idx": 160, + "loss": 0.30460333824157715, + "learning_rate": 0.00015373950412632102, + "timestep_mean": 515.53125, + "epsilon_norm": 8.66396427154541, + "prediction_norm": 7.304894924163818, + "timestamp": "2025-07-14T12:34:26.501245" + }, + { + "epoch": 1487, + "batch_idx": 192, + "loss": 0.15779916942119598, + "learning_rate": 0.00015373950412632102, + "timestep_mean": 601.25, + "epsilon_norm": 3.492898941040039, + "prediction_norm": 2.7411530017852783, + "timestamp": "2025-07-14T12:34:26.506506" + }, + { + "epoch": 1488, + "batch_idx": 0, + "loss": 0.21784177422523499, + "learning_rate": 0.00015317334709359786, + "timestep_mean": 426.90625, + "epsilon_norm": 7.878545761108398, + "prediction_norm": 6.50444221496582, + "timestamp": "2025-07-14T12:34:26.511786" + }, + { + "epoch": 1488, + "batch_idx": 32, + "loss": 0.14929740130901337, + "learning_rate": 0.00015317334709359786, + "timestep_mean": 519.75, + "epsilon_norm": 7.198026657104492, + "prediction_norm": 6.098320007324219, + "timestamp": "2025-07-14T12:34:26.517022" + }, + { + "epoch": 1488, + "batch_idx": 64, + "loss": 0.14350195229053497, + "learning_rate": 0.00015317334709359786, + "timestep_mean": 474.28125, + "epsilon_norm": 7.3101911544799805, + "prediction_norm": 6.15464448928833, + "timestamp": "2025-07-14T12:34:26.522026" + }, + { + "epoch": 1488, + "batch_idx": 96, + "loss": 0.34376487135887146, + "learning_rate": 0.00015317334709359786, + "timestep_mean": 505.78125, + "epsilon_norm": 8.210672378540039, + "prediction_norm": 6.453434944152832, + "timestamp": "2025-07-14T12:34:26.527094" + }, + { + "epoch": 1488, + "batch_idx": 128, + "loss": 0.18491367995738983, + "learning_rate": 0.00015317334709359786, + "timestep_mean": 474.4375, + "epsilon_norm": 7.7103800773620605, + "prediction_norm": 6.163224697113037, + "timestamp": "2025-07-14T12:34:26.532252" + }, + { + "epoch": 1488, + "batch_idx": 160, + "loss": 0.27776631712913513, + "learning_rate": 0.00015317334709359786, + "timestep_mean": 470.9375, + "epsilon_norm": 7.616562843322754, + "prediction_norm": 6.318559646606445, + "timestamp": "2025-07-14T12:34:26.537408" + }, + { + "epoch": 1488, + "batch_idx": 192, + "loss": 0.4830377995967865, + "learning_rate": 0.00015317334709359786, + "timestep_mean": 596.375, + "epsilon_norm": 4.403945446014404, + "prediction_norm": 3.280324935913086, + "timestamp": "2025-07-14T12:34:26.542487" + }, + { + "epoch": 1489, + "batch_idx": 0, + "loss": 0.1979156732559204, + "learning_rate": 0.00015260804582116355, + "timestep_mean": 516.78125, + "epsilon_norm": 8.137203216552734, + "prediction_norm": 7.2451677322387695, + "timestamp": "2025-07-14T12:34:26.547696" + }, + { + "epoch": 1489, + "batch_idx": 32, + "loss": 0.12811681628227234, + "learning_rate": 0.00015260804582116355, + "timestep_mean": 554.0625, + "epsilon_norm": 7.341822624206543, + "prediction_norm": 6.441883087158203, + "timestamp": "2025-07-14T12:34:26.552909" + }, + { + "epoch": 1489, + "batch_idx": 64, + "loss": 0.28120875358581543, + "learning_rate": 0.00015260804582116355, + "timestep_mean": 515.5, + "epsilon_norm": 8.261563301086426, + "prediction_norm": 7.257723808288574, + "timestamp": "2025-07-14T12:34:26.558014" + }, + { + "epoch": 1489, + "batch_idx": 96, + "loss": 0.17314200103282928, + "learning_rate": 0.00015260804582116355, + "timestep_mean": 574.5, + "epsilon_norm": 7.567968368530273, + "prediction_norm": 6.676754951477051, + "timestamp": "2025-07-14T12:34:26.563249" + }, + { + "epoch": 1489, + "batch_idx": 128, + "loss": 0.16099447011947632, + "learning_rate": 0.00015260804582116355, + "timestep_mean": 457.875, + "epsilon_norm": 7.906875133514404, + "prediction_norm": 6.797409534454346, + "timestamp": "2025-07-14T12:34:26.568334" + }, + { + "epoch": 1489, + "batch_idx": 160, + "loss": 0.19422271847724915, + "learning_rate": 0.00015260804582116355, + "timestep_mean": 499.0, + "epsilon_norm": 6.792737007141113, + "prediction_norm": 6.0376176834106445, + "timestamp": "2025-07-14T12:34:26.573390" + }, + { + "epoch": 1489, + "batch_idx": 192, + "loss": 0.23748627305030823, + "learning_rate": 0.00015260804582116355, + "timestep_mean": 506.125, + "epsilon_norm": 3.7444941997528076, + "prediction_norm": 2.870126962661743, + "timestamp": "2025-07-14T12:34:26.578618" + }, + { + "epoch": 1490, + "batch_idx": 0, + "loss": 0.14895352721214294, + "learning_rate": 0.00015204360170384312, + "timestep_mean": 473.40625, + "epsilon_norm": 7.676016330718994, + "prediction_norm": 6.562191486358643, + "timestamp": "2025-07-14T12:34:26.583836" + }, + { + "epoch": 1490, + "batch_idx": 32, + "loss": 0.38251256942749023, + "learning_rate": 0.00015204360170384312, + "timestep_mean": 454.25, + "epsilon_norm": 7.500818729400635, + "prediction_norm": 6.527028560638428, + "timestamp": "2025-07-14T12:34:26.588811" + }, + { + "epoch": 1490, + "batch_idx": 64, + "loss": 0.183025062084198, + "learning_rate": 0.00015204360170384312, + "timestep_mean": 528.875, + "epsilon_norm": 7.978550910949707, + "prediction_norm": 6.604328155517578, + "timestamp": "2025-07-14T12:34:26.594018" + }, + { + "epoch": 1490, + "batch_idx": 96, + "loss": 0.3035888969898224, + "learning_rate": 0.00015204360170384312, + "timestep_mean": 538.8125, + "epsilon_norm": 7.454800128936768, + "prediction_norm": 5.632410526275635, + "timestamp": "2025-07-14T12:34:26.599272" + }, + { + "epoch": 1490, + "batch_idx": 128, + "loss": 0.2762829065322876, + "learning_rate": 0.00015204360170384312, + "timestep_mean": 507.4375, + "epsilon_norm": 7.5788469314575195, + "prediction_norm": 7.229347229003906, + "timestamp": "2025-07-14T12:34:26.604461" + }, + { + "epoch": 1490, + "batch_idx": 160, + "loss": 0.49564164876937866, + "learning_rate": 0.00015204360170384312, + "timestep_mean": 521.0625, + "epsilon_norm": 7.656303882598877, + "prediction_norm": 6.522058010101318, + "timestamp": "2025-07-14T12:34:26.609410" + }, + { + "epoch": 1490, + "batch_idx": 192, + "loss": 0.03813950717449188, + "learning_rate": 0.00015204360170384312, + "timestep_mean": 708.125, + "epsilon_norm": 4.399134635925293, + "prediction_norm": 4.581679821014404, + "timestamp": "2025-07-14T12:34:26.614444" + }, + { + "epoch": 1491, + "batch_idx": 0, + "loss": 0.2866280674934387, + "learning_rate": 0.00015148001613434612, + "timestep_mean": 543.15625, + "epsilon_norm": 8.948677062988281, + "prediction_norm": 7.78601598739624, + "timestamp": "2025-07-14T12:34:26.619950" + }, + { + "epoch": 1491, + "batch_idx": 32, + "loss": 0.16473238170146942, + "learning_rate": 0.00015148001613434612, + "timestep_mean": 518.09375, + "epsilon_norm": 8.513707160949707, + "prediction_norm": 8.402362823486328, + "timestamp": "2025-07-14T12:34:26.625117" + }, + { + "epoch": 1491, + "batch_idx": 64, + "loss": 0.27563706040382385, + "learning_rate": 0.00015148001613434612, + "timestep_mean": 488.3125, + "epsilon_norm": 7.99456787109375, + "prediction_norm": 7.019600868225098, + "timestamp": "2025-07-14T12:34:26.630220" + }, + { + "epoch": 1491, + "batch_idx": 96, + "loss": 0.24212363362312317, + "learning_rate": 0.00015148001613434612, + "timestep_mean": 478.53125, + "epsilon_norm": 7.6243577003479, + "prediction_norm": 6.637940883636475, + "timestamp": "2025-07-14T12:34:26.635398" + }, + { + "epoch": 1491, + "batch_idx": 128, + "loss": 0.20884305238723755, + "learning_rate": 0.00015148001613434612, + "timestep_mean": 520.5625, + "epsilon_norm": 8.62856674194336, + "prediction_norm": 7.99557638168335, + "timestamp": "2025-07-14T12:34:26.640733" + }, + { + "epoch": 1491, + "batch_idx": 160, + "loss": 0.33172863721847534, + "learning_rate": 0.00015148001613434612, + "timestep_mean": 458.46875, + "epsilon_norm": 7.722878932952881, + "prediction_norm": 6.267447471618652, + "timestamp": "2025-07-14T12:34:26.646110" + }, + { + "epoch": 1491, + "batch_idx": 192, + "loss": 0.03582824021577835, + "learning_rate": 0.00015148001613434612, + "timestep_mean": 598.625, + "epsilon_norm": 2.4375009536743164, + "prediction_norm": 2.337341070175171, + "timestamp": "2025-07-14T12:34:26.651355" + }, + { + "epoch": 1492, + "batch_idx": 0, + "loss": 0.2835714519023895, + "learning_rate": 0.000150917290503264, + "timestep_mean": 483.625, + "epsilon_norm": 7.117825984954834, + "prediction_norm": 6.135290622711182, + "timestamp": "2025-07-14T12:34:26.656572" + }, + { + "epoch": 1492, + "batch_idx": 32, + "loss": 0.1767261028289795, + "learning_rate": 0.000150917290503264, + "timestep_mean": 511.375, + "epsilon_norm": 9.0193510055542, + "prediction_norm": 8.037521362304688, + "timestamp": "2025-07-14T12:34:26.661754" + }, + { + "epoch": 1492, + "batch_idx": 64, + "loss": 0.35348212718963623, + "learning_rate": 0.000150917290503264, + "timestep_mean": 501.15625, + "epsilon_norm": 8.453152656555176, + "prediction_norm": 7.172731399536133, + "timestamp": "2025-07-14T12:34:26.666902" + }, + { + "epoch": 1492, + "batch_idx": 96, + "loss": 0.22292889654636383, + "learning_rate": 0.000150917290503264, + "timestep_mean": 466.34375, + "epsilon_norm": 7.457921504974365, + "prediction_norm": 6.258082389831543, + "timestamp": "2025-07-14T12:34:26.672034" + }, + { + "epoch": 1492, + "batch_idx": 128, + "loss": 0.46746891736984253, + "learning_rate": 0.000150917290503264, + "timestep_mean": 434.84375, + "epsilon_norm": 8.597241401672363, + "prediction_norm": 6.695247173309326, + "timestamp": "2025-07-14T12:34:26.677098" + }, + { + "epoch": 1492, + "batch_idx": 160, + "loss": 0.3506377935409546, + "learning_rate": 0.000150917290503264, + "timestep_mean": 466.84375, + "epsilon_norm": 7.634433746337891, + "prediction_norm": 6.5204997062683105, + "timestamp": "2025-07-14T12:34:26.682361" + }, + { + "epoch": 1492, + "batch_idx": 192, + "loss": 1.6877108812332153, + "learning_rate": 0.000150917290503264, + "timestep_mean": 316.125, + "epsilon_norm": 5.486788272857666, + "prediction_norm": 2.9446048736572266, + "timestamp": "2025-07-14T12:34:26.687610" + }, + { + "epoch": 1493, + "batch_idx": 0, + "loss": 0.17944782972335815, + "learning_rate": 0.00015035542619906608, + "timestep_mean": 558.75, + "epsilon_norm": 7.12487268447876, + "prediction_norm": 5.843646049499512, + "timestamp": "2025-07-14T12:34:26.692787" + }, + { + "epoch": 1493, + "batch_idx": 32, + "loss": 0.13206034898757935, + "learning_rate": 0.00015035542619906608, + "timestep_mean": 506.5, + "epsilon_norm": 7.073125839233398, + "prediction_norm": 5.954268932342529, + "timestamp": "2025-07-14T12:34:26.697894" + }, + { + "epoch": 1493, + "batch_idx": 64, + "loss": 0.1806875467300415, + "learning_rate": 0.00015035542619906608, + "timestep_mean": 577.34375, + "epsilon_norm": 8.6619291305542, + "prediction_norm": 7.672141075134277, + "timestamp": "2025-07-14T12:34:26.703060" + }, + { + "epoch": 1493, + "batch_idx": 96, + "loss": 0.3445906639099121, + "learning_rate": 0.00015035542619906608, + "timestep_mean": 472.5, + "epsilon_norm": 8.126585006713867, + "prediction_norm": 6.423988342285156, + "timestamp": "2025-07-14T12:34:26.708271" + }, + { + "epoch": 1493, + "batch_idx": 128, + "loss": 0.28325071930885315, + "learning_rate": 0.00015035542619906608, + "timestep_mean": 440.625, + "epsilon_norm": 7.403159141540527, + "prediction_norm": 6.24997615814209, + "timestamp": "2025-07-14T12:34:26.713465" + }, + { + "epoch": 1493, + "batch_idx": 160, + "loss": 0.2179892361164093, + "learning_rate": 0.00015035542619906608, + "timestep_mean": 565.0, + "epsilon_norm": 8.529603958129883, + "prediction_norm": 7.133471965789795, + "timestamp": "2025-07-14T12:34:26.718675" + }, + { + "epoch": 1493, + "batch_idx": 192, + "loss": 0.24815280735492706, + "learning_rate": 0.00015035542619906608, + "timestep_mean": 466.875, + "epsilon_norm": 5.0987653732299805, + "prediction_norm": 4.585080623626709, + "timestamp": "2025-07-14T12:34:26.723831" + }, + { + "epoch": 1494, + "batch_idx": 0, + "loss": 0.3689730167388916, + "learning_rate": 0.0001497944246080972, + "timestep_mean": 465.21875, + "epsilon_norm": 8.296135902404785, + "prediction_norm": 6.638923168182373, + "timestamp": "2025-07-14T12:34:26.729061" + }, + { + "epoch": 1494, + "batch_idx": 32, + "loss": 0.17957234382629395, + "learning_rate": 0.0001497944246080972, + "timestep_mean": 541.1875, + "epsilon_norm": 7.434850215911865, + "prediction_norm": 6.667184829711914, + "timestamp": "2025-07-14T12:34:26.734154" + }, + { + "epoch": 1494, + "batch_idx": 64, + "loss": 0.461516797542572, + "learning_rate": 0.0001497944246080972, + "timestep_mean": 370.8125, + "epsilon_norm": 8.519734382629395, + "prediction_norm": 6.263016700744629, + "timestamp": "2025-07-14T12:34:26.739344" + }, + { + "epoch": 1494, + "batch_idx": 96, + "loss": 0.1928807497024536, + "learning_rate": 0.0001497944246080972, + "timestep_mean": 541.9375, + "epsilon_norm": 7.58963680267334, + "prediction_norm": 6.751527786254883, + "timestamp": "2025-07-14T12:34:26.744336" + }, + { + "epoch": 1494, + "batch_idx": 128, + "loss": 0.21508486568927765, + "learning_rate": 0.0001497944246080972, + "timestep_mean": 463.78125, + "epsilon_norm": 7.110667705535889, + "prediction_norm": 6.53901481628418, + "timestamp": "2025-07-14T12:34:26.749577" + }, + { + "epoch": 1494, + "batch_idx": 160, + "loss": 0.2755270004272461, + "learning_rate": 0.0001497944246080972, + "timestep_mean": 438.65625, + "epsilon_norm": 7.521365642547607, + "prediction_norm": 6.764977931976318, + "timestamp": "2025-07-14T12:34:26.754761" + }, + { + "epoch": 1494, + "batch_idx": 192, + "loss": 0.3860909044742584, + "learning_rate": 0.0001497944246080972, + "timestep_mean": 355.75, + "epsilon_norm": 3.8690028190612793, + "prediction_norm": 3.870274305343628, + "timestamp": "2025-07-14T12:34:26.759801" + }, + { + "epoch": 1495, + "batch_idx": 0, + "loss": 0.22161775827407837, + "learning_rate": 0.0001492342871145724, + "timestep_mean": 502.21875, + "epsilon_norm": 7.408548831939697, + "prediction_norm": 6.096272945404053, + "timestamp": "2025-07-14T12:34:26.764941" + }, + { + "epoch": 1495, + "batch_idx": 32, + "loss": 0.2758740186691284, + "learning_rate": 0.0001492342871145724, + "timestep_mean": 601.0625, + "epsilon_norm": 7.917109966278076, + "prediction_norm": 6.774819850921631, + "timestamp": "2025-07-14T12:34:26.770093" + }, + { + "epoch": 1495, + "batch_idx": 64, + "loss": 0.3533359169960022, + "learning_rate": 0.0001492342871145724, + "timestep_mean": 489.96875, + "epsilon_norm": 6.850264549255371, + "prediction_norm": 5.478992938995361, + "timestamp": "2025-07-14T12:34:26.775206" + }, + { + "epoch": 1495, + "batch_idx": 96, + "loss": 0.2127259224653244, + "learning_rate": 0.0001492342871145724, + "timestep_mean": 478.28125, + "epsilon_norm": 7.753929138183594, + "prediction_norm": 6.437540054321289, + "timestamp": "2025-07-14T12:34:26.780262" + }, + { + "epoch": 1495, + "batch_idx": 128, + "loss": 0.3377626836299896, + "learning_rate": 0.0001492342871145724, + "timestep_mean": 498.46875, + "epsilon_norm": 9.544052124023438, + "prediction_norm": 8.569486618041992, + "timestamp": "2025-07-14T12:34:26.785333" + }, + { + "epoch": 1495, + "batch_idx": 160, + "loss": 0.4456164538860321, + "learning_rate": 0.0001492342871145724, + "timestep_mean": 423.03125, + "epsilon_norm": 9.703302383422852, + "prediction_norm": 7.314303398132324, + "timestamp": "2025-07-14T12:34:26.790526" + }, + { + "epoch": 1495, + "batch_idx": 192, + "loss": 0.36134085059165955, + "learning_rate": 0.0001492342871145724, + "timestep_mean": 388.625, + "epsilon_norm": 3.4342989921569824, + "prediction_norm": 2.5847973823547363, + "timestamp": "2025-07-14T12:34:26.795753" + }, + { + "epoch": 1496, + "batch_idx": 0, + "loss": 0.2392670065164566, + "learning_rate": 0.00014867501510057554, + "timestep_mean": 548.5625, + "epsilon_norm": 7.348231315612793, + "prediction_norm": 6.1583571434021, + "timestamp": "2025-07-14T12:34:26.800972" + }, + { + "epoch": 1496, + "batch_idx": 32, + "loss": 0.2899610698223114, + "learning_rate": 0.00014867501510057554, + "timestep_mean": 487.0, + "epsilon_norm": 7.780249118804932, + "prediction_norm": 6.411178112030029, + "timestamp": "2025-07-14T12:34:26.806126" + }, + { + "epoch": 1496, + "batch_idx": 64, + "loss": 0.3410288691520691, + "learning_rate": 0.00014867501510057554, + "timestep_mean": 419.125, + "epsilon_norm": 7.736590385437012, + "prediction_norm": 6.343600749969482, + "timestamp": "2025-07-14T12:34:26.811253" + }, + { + "epoch": 1496, + "batch_idx": 96, + "loss": 0.27524334192276, + "learning_rate": 0.00014867501510057554, + "timestep_mean": 433.21875, + "epsilon_norm": 7.592881202697754, + "prediction_norm": 6.41566276550293, + "timestamp": "2025-07-14T12:34:26.816522" + }, + { + "epoch": 1496, + "batch_idx": 128, + "loss": 0.2442474663257599, + "learning_rate": 0.00014867501510057554, + "timestep_mean": 575.84375, + "epsilon_norm": 8.520734786987305, + "prediction_norm": 7.08062219619751, + "timestamp": "2025-07-14T12:34:26.821614" + }, + { + "epoch": 1496, + "batch_idx": 160, + "loss": 0.3224853575229645, + "learning_rate": 0.00014867501510057554, + "timestep_mean": 403.34375, + "epsilon_norm": 7.418421745300293, + "prediction_norm": 5.628566265106201, + "timestamp": "2025-07-14T12:34:26.826622" + }, + { + "epoch": 1496, + "batch_idx": 192, + "loss": 0.4186212122440338, + "learning_rate": 0.00014867501510057554, + "timestep_mean": 398.0, + "epsilon_norm": 4.424323081970215, + "prediction_norm": 3.463097095489502, + "timestamp": "2025-07-14T12:34:26.831699" + }, + { + "epoch": 1497, + "batch_idx": 0, + "loss": 0.3354477882385254, + "learning_rate": 0.00014811660994605504, + "timestep_mean": 472.78125, + "epsilon_norm": 7.612988471984863, + "prediction_norm": 6.600619792938232, + "timestamp": "2025-07-14T12:34:26.836827" + }, + { + "epoch": 1497, + "batch_idx": 32, + "loss": 0.5784486532211304, + "learning_rate": 0.00014811660994605504, + "timestep_mean": 384.625, + "epsilon_norm": 8.458465576171875, + "prediction_norm": 6.075416564941406, + "timestamp": "2025-07-14T12:34:26.842053" + }, + { + "epoch": 1497, + "batch_idx": 64, + "loss": 0.28921711444854736, + "learning_rate": 0.00014811660994605504, + "timestep_mean": 471.09375, + "epsilon_norm": 8.346844673156738, + "prediction_norm": 6.887002944946289, + "timestamp": "2025-07-14T12:34:26.847076" + }, + { + "epoch": 1497, + "batch_idx": 96, + "loss": 0.23042258620262146, + "learning_rate": 0.00014811660994605504, + "timestep_mean": 519.0, + "epsilon_norm": 7.529400825500488, + "prediction_norm": 6.749044895172119, + "timestamp": "2025-07-14T12:34:26.852215" + }, + { + "epoch": 1497, + "batch_idx": 128, + "loss": 0.16065962612628937, + "learning_rate": 0.00014811660994605504, + "timestep_mean": 555.3125, + "epsilon_norm": 8.725621223449707, + "prediction_norm": 8.21546745300293, + "timestamp": "2025-07-14T12:34:26.857465" + }, + { + "epoch": 1497, + "batch_idx": 160, + "loss": 0.24129220843315125, + "learning_rate": 0.00014811660994605504, + "timestep_mean": 464.0625, + "epsilon_norm": 7.968922138214111, + "prediction_norm": 7.220156192779541, + "timestamp": "2025-07-14T12:34:26.862769" + }, + { + "epoch": 1497, + "batch_idx": 192, + "loss": 0.16276663541793823, + "learning_rate": 0.00014811660994605504, + "timestep_mean": 447.625, + "epsilon_norm": 4.470061302185059, + "prediction_norm": 4.281826972961426, + "timestamp": "2025-07-14T12:34:26.867878" + }, + { + "epoch": 1498, + "batch_idx": 0, + "loss": 0.15063418447971344, + "learning_rate": 0.0001475590730288195, + "timestep_mean": 449.6875, + "epsilon_norm": 8.098750114440918, + "prediction_norm": 7.627941131591797, + "timestamp": "2025-07-14T12:34:26.873134" + }, + { + "epoch": 1498, + "batch_idx": 32, + "loss": 0.341445654630661, + "learning_rate": 0.0001475590730288195, + "timestep_mean": 474.5625, + "epsilon_norm": 8.197368621826172, + "prediction_norm": 6.677665710449219, + "timestamp": "2025-07-14T12:34:26.878277" + }, + { + "epoch": 1498, + "batch_idx": 64, + "loss": 0.13486340641975403, + "learning_rate": 0.0001475590730288195, + "timestep_mean": 587.53125, + "epsilon_norm": 8.388200759887695, + "prediction_norm": 8.12509822845459, + "timestamp": "2025-07-14T12:34:26.883467" + }, + { + "epoch": 1498, + "batch_idx": 96, + "loss": 0.18630115687847137, + "learning_rate": 0.0001475590730288195, + "timestep_mean": 525.6875, + "epsilon_norm": 9.550641059875488, + "prediction_norm": 8.297500610351562, + "timestamp": "2025-07-14T12:34:26.888567" + }, + { + "epoch": 1498, + "batch_idx": 128, + "loss": 0.18456213176250458, + "learning_rate": 0.0001475590730288195, + "timestep_mean": 549.53125, + "epsilon_norm": 8.252816200256348, + "prediction_norm": 7.685605525970459, + "timestamp": "2025-07-14T12:34:26.893522" + }, + { + "epoch": 1498, + "batch_idx": 160, + "loss": 0.26108062267303467, + "learning_rate": 0.0001475590730288195, + "timestep_mean": 454.6875, + "epsilon_norm": 8.257312774658203, + "prediction_norm": 6.807577133178711, + "timestamp": "2025-07-14T12:34:26.898898" + }, + { + "epoch": 1498, + "batch_idx": 192, + "loss": 0.4585091471672058, + "learning_rate": 0.0001475590730288195, + "timestep_mean": 416.625, + "epsilon_norm": 3.8733091354370117, + "prediction_norm": 3.010066270828247, + "timestamp": "2025-07-14T12:34:26.903993" + }, + { + "epoch": 1499, + "batch_idx": 0, + "loss": 0.2357696145772934, + "learning_rate": 0.00014700240572453643, + "timestep_mean": 509.21875, + "epsilon_norm": 8.5767822265625, + "prediction_norm": 7.525699138641357, + "timestamp": "2025-07-14T12:34:26.909209" + }, + { + "epoch": 1499, + "batch_idx": 32, + "loss": 0.295674592256546, + "learning_rate": 0.00014700240572453643, + "timestep_mean": 483.84375, + "epsilon_norm": 7.565877914428711, + "prediction_norm": 6.407968997955322, + "timestamp": "2025-07-14T12:34:26.914467" + }, + { + "epoch": 1499, + "batch_idx": 64, + "loss": 0.5244356989860535, + "learning_rate": 0.00014700240572453643, + "timestep_mean": 407.0, + "epsilon_norm": 8.310248374938965, + "prediction_norm": 5.954448699951172, + "timestamp": "2025-07-14T12:34:26.919612" + }, + { + "epoch": 1499, + "batch_idx": 96, + "loss": 0.19021518528461456, + "learning_rate": 0.00014700240572453643, + "timestep_mean": 526.03125, + "epsilon_norm": 8.013113021850586, + "prediction_norm": 7.383687973022461, + "timestamp": "2025-07-14T12:34:26.924890" + }, + { + "epoch": 1499, + "batch_idx": 128, + "loss": 0.22340308129787445, + "learning_rate": 0.00014700240572453643, + "timestep_mean": 503.96875, + "epsilon_norm": 8.827637672424316, + "prediction_norm": 7.415349960327148, + "timestamp": "2025-07-14T12:34:26.930127" + }, + { + "epoch": 1499, + "batch_idx": 160, + "loss": 0.2141539305448532, + "learning_rate": 0.00014700240572453643, + "timestep_mean": 496.75, + "epsilon_norm": 6.649877071380615, + "prediction_norm": 5.477367877960205, + "timestamp": "2025-07-14T12:34:26.935222" + }, + { + "epoch": 1499, + "batch_idx": 192, + "loss": 0.20475056767463684, + "learning_rate": 0.00014700240572453643, + "timestep_mean": 394.125, + "epsilon_norm": 3.565214157104492, + "prediction_norm": 3.123173236846924, + "timestamp": "2025-07-14T12:34:26.940476" + }, + { + "epoch": 1500, + "batch_idx": 0, + "loss": 0.22314350306987762, + "learning_rate": 0.00014644660940672647, + "timestep_mean": 507.53125, + "epsilon_norm": 7.78355073928833, + "prediction_norm": 6.842938423156738, + "timestamp": "2025-07-14T12:34:26.945651" + }, + { + "epoch": 1500, + "batch_idx": 32, + "loss": 0.11385466158390045, + "learning_rate": 0.00014644660940672647, + "timestep_mean": 554.96875, + "epsilon_norm": 8.809121131896973, + "prediction_norm": 8.160531997680664, + "timestamp": "2025-07-14T12:34:26.950915" + }, + { + "epoch": 1500, + "batch_idx": 64, + "loss": 0.29257330298423767, + "learning_rate": 0.00014644660940672647, + "timestep_mean": 488.28125, + "epsilon_norm": 8.666738510131836, + "prediction_norm": 7.6548967361450195, + "timestamp": "2025-07-14T12:34:26.956087" + }, + { + "epoch": 1500, + "batch_idx": 96, + "loss": 0.2815745770931244, + "learning_rate": 0.00014644660940672647, + "timestep_mean": 573.75, + "epsilon_norm": 8.479904174804688, + "prediction_norm": 7.319019317626953, + "timestamp": "2025-07-14T12:34:26.961187" + }, + { + "epoch": 1500, + "batch_idx": 128, + "loss": 0.4625374376773834, + "learning_rate": 0.00014644660940672647, + "timestep_mean": 474.03125, + "epsilon_norm": 9.42732048034668, + "prediction_norm": 7.911520957946777, + "timestamp": "2025-07-14T12:34:26.966379" + }, + { + "epoch": 1500, + "batch_idx": 160, + "loss": 0.19991567730903625, + "learning_rate": 0.00014644660940672647, + "timestep_mean": 518.65625, + "epsilon_norm": 7.543951988220215, + "prediction_norm": 6.923558235168457, + "timestamp": "2025-07-14T12:34:26.971633" + }, + { + "epoch": 1500, + "batch_idx": 192, + "loss": 0.8916890621185303, + "learning_rate": 0.00014644660940672647, + "timestep_mean": 328.0, + "epsilon_norm": 4.70428466796875, + "prediction_norm": 2.322643280029297, + "timestamp": "2025-07-14T12:34:26.976661" + }, + { + "epoch": 1501, + "batch_idx": 0, + "loss": 0.17669112980365753, + "learning_rate": 0.00014589168544676208, + "timestep_mean": 441.25, + "epsilon_norm": 9.000993728637695, + "prediction_norm": 8.197705268859863, + "timestamp": "2025-07-14T12:34:26.981786" + }, + { + "epoch": 1501, + "batch_idx": 32, + "loss": 0.24673806130886078, + "learning_rate": 0.00014589168544676208, + "timestep_mean": 477.09375, + "epsilon_norm": 10.045381546020508, + "prediction_norm": 8.853665351867676, + "timestamp": "2025-07-14T12:34:26.987071" + }, + { + "epoch": 1501, + "batch_idx": 64, + "loss": 0.41199803352355957, + "learning_rate": 0.00014589168544676208, + "timestep_mean": 466.6875, + "epsilon_norm": 7.828338146209717, + "prediction_norm": 6.249042510986328, + "timestamp": "2025-07-14T12:34:26.992256" + }, + { + "epoch": 1501, + "batch_idx": 96, + "loss": 0.31956005096435547, + "learning_rate": 0.00014589168544676208, + "timestep_mean": 463.90625, + "epsilon_norm": 7.407713890075684, + "prediction_norm": 5.970884323120117, + "timestamp": "2025-07-14T12:34:26.997416" + }, + { + "epoch": 1501, + "batch_idx": 128, + "loss": 0.20798353850841522, + "learning_rate": 0.00014589168544676208, + "timestep_mean": 475.9375, + "epsilon_norm": 6.5981926918029785, + "prediction_norm": 5.211274147033691, + "timestamp": "2025-07-14T12:34:27.002559" + }, + { + "epoch": 1501, + "batch_idx": 160, + "loss": 0.17873990535736084, + "learning_rate": 0.00014589168544676208, + "timestep_mean": 479.78125, + "epsilon_norm": 8.148359298706055, + "prediction_norm": 7.135525226593018, + "timestamp": "2025-07-14T12:34:27.007759" + }, + { + "epoch": 1501, + "batch_idx": 192, + "loss": 0.23217053711414337, + "learning_rate": 0.00014589168544676208, + "timestep_mean": 599.25, + "epsilon_norm": 3.3202829360961914, + "prediction_norm": 2.7836456298828125, + "timestamp": "2025-07-14T12:34:27.012795" + }, + { + "epoch": 1502, + "batch_idx": 0, + "loss": 0.22386296093463898, + "learning_rate": 0.00014533763521386336, + "timestep_mean": 503.59375, + "epsilon_norm": 8.807249069213867, + "prediction_norm": 8.251286506652832, + "timestamp": "2025-07-14T12:34:27.017646" + }, + { + "epoch": 1502, + "batch_idx": 32, + "loss": 0.28275445103645325, + "learning_rate": 0.00014533763521386336, + "timestep_mean": 469.65625, + "epsilon_norm": 7.704739093780518, + "prediction_norm": 6.865292072296143, + "timestamp": "2025-07-14T12:34:27.022537" + }, + { + "epoch": 1502, + "batch_idx": 64, + "loss": 0.22007882595062256, + "learning_rate": 0.00014533763521386336, + "timestep_mean": 502.5625, + "epsilon_norm": 7.16933012008667, + "prediction_norm": 6.011160373687744, + "timestamp": "2025-07-14T12:34:27.027491" + }, + { + "epoch": 1502, + "batch_idx": 96, + "loss": 0.23985141515731812, + "learning_rate": 0.00014533763521386336, + "timestep_mean": 527.34375, + "epsilon_norm": 7.750632286071777, + "prediction_norm": 6.801502704620361, + "timestamp": "2025-07-14T12:34:27.032423" + }, + { + "epoch": 1502, + "batch_idx": 128, + "loss": 0.5312918424606323, + "learning_rate": 0.00014533763521386336, + "timestep_mean": 439.125, + "epsilon_norm": 7.765377044677734, + "prediction_norm": 5.495090961456299, + "timestamp": "2025-07-14T12:34:27.037326" + }, + { + "epoch": 1502, + "batch_idx": 160, + "loss": 0.33584946393966675, + "learning_rate": 0.00014533763521386336, + "timestep_mean": 495.65625, + "epsilon_norm": 9.042189598083496, + "prediction_norm": 7.5837249755859375, + "timestamp": "2025-07-14T12:34:27.042336" + }, + { + "epoch": 1502, + "batch_idx": 192, + "loss": 0.4538094401359558, + "learning_rate": 0.00014533763521386336, + "timestep_mean": 362.75, + "epsilon_norm": 3.8107235431671143, + "prediction_norm": 2.3382375240325928, + "timestamp": "2025-07-14T12:34:27.047205" + }, + { + "epoch": 1503, + "batch_idx": 0, + "loss": 0.35020968317985535, + "learning_rate": 0.00014478446007509346, + "timestep_mean": 502.1875, + "epsilon_norm": 8.243478775024414, + "prediction_norm": 6.675475597381592, + "timestamp": "2025-07-14T12:34:27.052090" + }, + { + "epoch": 1503, + "batch_idx": 32, + "loss": 0.6513991355895996, + "learning_rate": 0.00014478446007509346, + "timestep_mean": 495.6875, + "epsilon_norm": 9.332056999206543, + "prediction_norm": 7.12011194229126, + "timestamp": "2025-07-14T12:34:27.057014" + }, + { + "epoch": 1503, + "batch_idx": 64, + "loss": 0.17866560816764832, + "learning_rate": 0.00014478446007509346, + "timestep_mean": 593.5625, + "epsilon_norm": 8.042576789855957, + "prediction_norm": 7.0008673667907715, + "timestamp": "2025-07-14T12:34:27.061956" + }, + { + "epoch": 1503, + "batch_idx": 96, + "loss": 0.22663486003875732, + "learning_rate": 0.00014478446007509346, + "timestep_mean": 488.46875, + "epsilon_norm": 7.606988430023193, + "prediction_norm": 6.778780937194824, + "timestamp": "2025-07-14T12:34:27.066759" + }, + { + "epoch": 1503, + "batch_idx": 128, + "loss": 0.33593568205833435, + "learning_rate": 0.00014478446007509346, + "timestep_mean": 537.1875, + "epsilon_norm": 8.241480827331543, + "prediction_norm": 6.672206878662109, + "timestamp": "2025-07-14T12:34:27.071668" + }, + { + "epoch": 1503, + "batch_idx": 160, + "loss": 0.41484951972961426, + "learning_rate": 0.00014478446007509346, + "timestep_mean": 521.0625, + "epsilon_norm": 8.432408332824707, + "prediction_norm": 6.491523265838623, + "timestamp": "2025-07-14T12:34:27.076478" + }, + { + "epoch": 1503, + "batch_idx": 192, + "loss": 0.2639455199241638, + "learning_rate": 0.00014478446007509346, + "timestep_mean": 492.125, + "epsilon_norm": 2.9431281089782715, + "prediction_norm": 2.1409692764282227, + "timestamp": "2025-07-14T12:34:27.081376" + }, + { + "epoch": 1504, + "batch_idx": 0, + "loss": 0.520215630531311, + "learning_rate": 0.00014423216139535753, + "timestep_mean": 409.28125, + "epsilon_norm": 9.125398635864258, + "prediction_norm": 6.623836994171143, + "timestamp": "2025-07-14T12:34:27.086224" + }, + { + "epoch": 1504, + "batch_idx": 32, + "loss": 0.27768251299858093, + "learning_rate": 0.00014423216139535753, + "timestep_mean": 434.1875, + "epsilon_norm": 7.613230228424072, + "prediction_norm": 5.650190353393555, + "timestamp": "2025-07-14T12:34:27.091087" + }, + { + "epoch": 1504, + "batch_idx": 64, + "loss": 0.21508212387561798, + "learning_rate": 0.00014423216139535753, + "timestep_mean": 487.71875, + "epsilon_norm": 6.61776876449585, + "prediction_norm": 6.487459659576416, + "timestamp": "2025-07-14T12:34:27.095911" + }, + { + "epoch": 1504, + "batch_idx": 96, + "loss": 0.27696123719215393, + "learning_rate": 0.00014423216139535753, + "timestep_mean": 370.34375, + "epsilon_norm": 7.650177478790283, + "prediction_norm": 6.1677422523498535, + "timestamp": "2025-07-14T12:34:27.100842" + }, + { + "epoch": 1504, + "batch_idx": 128, + "loss": 0.35378551483154297, + "learning_rate": 0.00014423216139535753, + "timestep_mean": 460.53125, + "epsilon_norm": 8.01500415802002, + "prediction_norm": 6.792067527770996, + "timestamp": "2025-07-14T12:34:27.105691" + }, + { + "epoch": 1504, + "batch_idx": 160, + "loss": 0.2678676247596741, + "learning_rate": 0.00014423216139535753, + "timestep_mean": 446.15625, + "epsilon_norm": 7.491172790527344, + "prediction_norm": 6.732769012451172, + "timestamp": "2025-07-14T12:34:27.110553" + }, + { + "epoch": 1504, + "batch_idx": 192, + "loss": 0.36759623885154724, + "learning_rate": 0.00014423216139535753, + "timestep_mean": 462.125, + "epsilon_norm": 4.545816421508789, + "prediction_norm": 3.7974841594696045, + "timestamp": "2025-07-14T12:34:27.115386" + }, + { + "epoch": 1505, + "batch_idx": 0, + "loss": 0.5041103959083557, + "learning_rate": 0.00014368074053739752, + "timestep_mean": 504.96875, + "epsilon_norm": 7.740848064422607, + "prediction_norm": 5.959938049316406, + "timestamp": "2025-07-14T12:34:27.120224" + }, + { + "epoch": 1505, + "batch_idx": 32, + "loss": 0.23321057856082916, + "learning_rate": 0.00014368074053739752, + "timestep_mean": 485.125, + "epsilon_norm": 8.407917022705078, + "prediction_norm": 7.268428325653076, + "timestamp": "2025-07-14T12:34:27.125109" + }, + { + "epoch": 1505, + "batch_idx": 64, + "loss": 0.1770535111427307, + "learning_rate": 0.00014368074053739752, + "timestep_mean": 520.375, + "epsilon_norm": 6.069403648376465, + "prediction_norm": 5.362661361694336, + "timestamp": "2025-07-14T12:34:27.129995" + }, + { + "epoch": 1505, + "batch_idx": 96, + "loss": 0.2869747281074524, + "learning_rate": 0.00014368074053739752, + "timestep_mean": 483.4375, + "epsilon_norm": 7.465878009796143, + "prediction_norm": 6.020035266876221, + "timestamp": "2025-07-14T12:34:27.134730" + }, + { + "epoch": 1505, + "batch_idx": 128, + "loss": 0.4836607575416565, + "learning_rate": 0.00014368074053739752, + "timestep_mean": 425.90625, + "epsilon_norm": 8.070865631103516, + "prediction_norm": 6.454196453094482, + "timestamp": "2025-07-14T12:34:27.139583" + }, + { + "epoch": 1505, + "batch_idx": 160, + "loss": 0.7860289812088013, + "learning_rate": 0.00014368074053739752, + "timestep_mean": 501.25, + "epsilon_norm": 9.373808860778809, + "prediction_norm": 6.698678493499756, + "timestamp": "2025-07-14T12:34:27.144413" + }, + { + "epoch": 1505, + "batch_idx": 192, + "loss": 0.5879435539245605, + "learning_rate": 0.00014368074053739752, + "timestep_mean": 584.625, + "epsilon_norm": 5.92584753036499, + "prediction_norm": 5.424526691436768, + "timestamp": "2025-07-14T12:34:27.149233" + }, + { + "epoch": 1506, + "batch_idx": 0, + "loss": 0.08080092817544937, + "learning_rate": 0.00014313019886178966, + "timestep_mean": 644.46875, + "epsilon_norm": 7.0986127853393555, + "prediction_norm": 6.630572319030762, + "timestamp": "2025-07-14T12:34:27.154064" + }, + { + "epoch": 1506, + "batch_idx": 32, + "loss": 0.27228158712387085, + "learning_rate": 0.00014313019886178966, + "timestep_mean": 478.3125, + "epsilon_norm": 7.40598726272583, + "prediction_norm": 6.15627384185791, + "timestamp": "2025-07-14T12:34:27.159023" + }, + { + "epoch": 1506, + "batch_idx": 64, + "loss": 0.35386019945144653, + "learning_rate": 0.00014313019886178966, + "timestep_mean": 481.09375, + "epsilon_norm": 7.887515544891357, + "prediction_norm": 6.564510822296143, + "timestamp": "2025-07-14T12:34:27.163854" + }, + { + "epoch": 1506, + "batch_idx": 96, + "loss": 0.2813870906829834, + "learning_rate": 0.00014313019886178966, + "timestep_mean": 486.75, + "epsilon_norm": 8.062335968017578, + "prediction_norm": 7.140642166137695, + "timestamp": "2025-07-14T12:34:27.168719" + }, + { + "epoch": 1506, + "batch_idx": 128, + "loss": 0.31025007367134094, + "learning_rate": 0.00014313019886178966, + "timestep_mean": 437.0625, + "epsilon_norm": 8.733869552612305, + "prediction_norm": 7.433377265930176, + "timestamp": "2025-07-14T12:34:27.173564" + }, + { + "epoch": 1506, + "batch_idx": 160, + "loss": 0.13421641290187836, + "learning_rate": 0.00014313019886178966, + "timestep_mean": 546.25, + "epsilon_norm": 8.286842346191406, + "prediction_norm": 7.99972677230835, + "timestamp": "2025-07-14T12:34:27.178448" + }, + { + "epoch": 1506, + "batch_idx": 192, + "loss": 0.09879232943058014, + "learning_rate": 0.00014313019886178966, + "timestep_mean": 589.5, + "epsilon_norm": 4.65008020401001, + "prediction_norm": 4.525362491607666, + "timestamp": "2025-07-14T12:34:27.183383" + }, + { + "epoch": 1507, + "batch_idx": 0, + "loss": 0.13043756783008575, + "learning_rate": 0.00014258053772694048, + "timestep_mean": 464.625, + "epsilon_norm": 7.055624961853027, + "prediction_norm": 6.314696311950684, + "timestamp": "2025-07-14T12:34:27.188212" + }, + { + "epoch": 1507, + "batch_idx": 32, + "loss": 0.34700506925582886, + "learning_rate": 0.00014258053772694048, + "timestep_mean": 357.25, + "epsilon_norm": 7.648820877075195, + "prediction_norm": 6.7015790939331055, + "timestamp": "2025-07-14T12:34:27.193622" + }, + { + "epoch": 1507, + "batch_idx": 64, + "loss": 0.14755979180335999, + "learning_rate": 0.00014258053772694048, + "timestep_mean": 503.5625, + "epsilon_norm": 7.340090274810791, + "prediction_norm": 7.217635631561279, + "timestamp": "2025-07-14T12:34:27.198827" + }, + { + "epoch": 1507, + "batch_idx": 96, + "loss": 0.21949198842048645, + "learning_rate": 0.00014258053772694048, + "timestep_mean": 459.71875, + "epsilon_norm": 7.181140422821045, + "prediction_norm": 6.171482563018799, + "timestamp": "2025-07-14T12:34:27.203892" + }, + { + "epoch": 1507, + "batch_idx": 128, + "loss": 0.611067533493042, + "learning_rate": 0.00014258053772694048, + "timestep_mean": 586.0625, + "epsilon_norm": 10.085357666015625, + "prediction_norm": 8.169727325439453, + "timestamp": "2025-07-14T12:34:27.208845" + }, + { + "epoch": 1507, + "batch_idx": 160, + "loss": 0.3237835168838501, + "learning_rate": 0.00014258053772694048, + "timestep_mean": 525.25, + "epsilon_norm": 7.760812759399414, + "prediction_norm": 6.4169769287109375, + "timestamp": "2025-07-14T12:34:27.214796" + }, + { + "epoch": 1507, + "batch_idx": 192, + "loss": 0.23935288190841675, + "learning_rate": 0.00014258053772694048, + "timestep_mean": 423.5, + "epsilon_norm": 4.405044078826904, + "prediction_norm": 3.3727517127990723, + "timestamp": "2025-07-14T12:34:27.224292" + }, + { + "epoch": 1508, + "batch_idx": 0, + "loss": 0.2929297387599945, + "learning_rate": 0.0001420317584890846, + "timestep_mean": 531.03125, + "epsilon_norm": 7.758559703826904, + "prediction_norm": 6.211061477661133, + "timestamp": "2025-07-14T12:34:27.229630" + }, + { + "epoch": 1508, + "batch_idx": 32, + "loss": 0.38739579916000366, + "learning_rate": 0.0001420317584890846, + "timestep_mean": 446.96875, + "epsilon_norm": 8.515706062316895, + "prediction_norm": 6.807076454162598, + "timestamp": "2025-07-14T12:34:27.234550" + }, + { + "epoch": 1508, + "batch_idx": 64, + "loss": 0.2511710822582245, + "learning_rate": 0.0001420317584890846, + "timestep_mean": 473.5625, + "epsilon_norm": 7.659426212310791, + "prediction_norm": 6.021501064300537, + "timestamp": "2025-07-14T12:34:27.239451" + }, + { + "epoch": 1508, + "batch_idx": 96, + "loss": 0.34024274349212646, + "learning_rate": 0.0001420317584890846, + "timestep_mean": 422.96875, + "epsilon_norm": 7.39661169052124, + "prediction_norm": 6.552670001983643, + "timestamp": "2025-07-14T12:34:27.244259" + }, + { + "epoch": 1508, + "batch_idx": 128, + "loss": 0.17464782297611237, + "learning_rate": 0.0001420317584890846, + "timestep_mean": 490.75, + "epsilon_norm": 7.564778804779053, + "prediction_norm": 6.808134078979492, + "timestamp": "2025-07-14T12:34:27.249179" + }, + { + "epoch": 1508, + "batch_idx": 160, + "loss": 0.35587435960769653, + "learning_rate": 0.0001420317584890846, + "timestep_mean": 504.53125, + "epsilon_norm": 9.084885597229004, + "prediction_norm": 7.401549339294434, + "timestamp": "2025-07-14T12:34:27.254376" + }, + { + "epoch": 1508, + "batch_idx": 192, + "loss": 0.1033487319946289, + "learning_rate": 0.0001420317584890846, + "timestep_mean": 441.375, + "epsilon_norm": 3.9569790363311768, + "prediction_norm": 3.9257569313049316, + "timestamp": "2025-07-14T12:34:27.259702" + }, + { + "epoch": 1509, + "batch_idx": 0, + "loss": 0.20536133646965027, + "learning_rate": 0.0001414838625022801, + "timestep_mean": 574.625, + "epsilon_norm": 7.330162525177002, + "prediction_norm": 6.265369892120361, + "timestamp": "2025-07-14T12:34:27.264946" + }, + { + "epoch": 1509, + "batch_idx": 32, + "loss": 0.1598346084356308, + "learning_rate": 0.0001414838625022801, + "timestep_mean": 495.96875, + "epsilon_norm": 8.65621280670166, + "prediction_norm": 8.070067405700684, + "timestamp": "2025-07-14T12:34:27.270134" + }, + { + "epoch": 1509, + "batch_idx": 64, + "loss": 0.34898602962493896, + "learning_rate": 0.0001414838625022801, + "timestep_mean": 523.8125, + "epsilon_norm": 8.9025239944458, + "prediction_norm": 8.228323936462402, + "timestamp": "2025-07-14T12:34:27.275515" + }, + { + "epoch": 1509, + "batch_idx": 96, + "loss": 0.2127939760684967, + "learning_rate": 0.0001414838625022801, + "timestep_mean": 530.4375, + "epsilon_norm": 7.076028823852539, + "prediction_norm": 5.946902751922607, + "timestamp": "2025-07-14T12:34:27.280569" + }, + { + "epoch": 1509, + "batch_idx": 128, + "loss": 0.1589004248380661, + "learning_rate": 0.0001414838625022801, + "timestep_mean": 530.46875, + "epsilon_norm": 8.489656448364258, + "prediction_norm": 7.505453109741211, + "timestamp": "2025-07-14T12:34:27.285689" + }, + { + "epoch": 1509, + "batch_idx": 160, + "loss": 0.1306159645318985, + "learning_rate": 0.0001414838625022801, + "timestep_mean": 475.96875, + "epsilon_norm": 6.529629707336426, + "prediction_norm": 5.916841983795166, + "timestamp": "2025-07-14T12:34:27.290875" + }, + { + "epoch": 1509, + "batch_idx": 192, + "loss": 0.13055306673049927, + "learning_rate": 0.0001414838625022801, + "timestep_mean": 369.125, + "epsilon_norm": 3.3920552730560303, + "prediction_norm": 3.3930697441101074, + "timestamp": "2025-07-14T12:34:27.296037" + }, + { + "epoch": 1510, + "batch_idx": 0, + "loss": 0.23044124245643616, + "learning_rate": 0.00014093685111840585, + "timestep_mean": 539.0, + "epsilon_norm": 6.637691020965576, + "prediction_norm": 5.9362382888793945, + "timestamp": "2025-07-14T12:34:27.301179" + }, + { + "epoch": 1510, + "batch_idx": 32, + "loss": 0.23410290479660034, + "learning_rate": 0.00014093685111840585, + "timestep_mean": 525.8125, + "epsilon_norm": 7.646151065826416, + "prediction_norm": 6.64569091796875, + "timestamp": "2025-07-14T12:34:27.306492" + }, + { + "epoch": 1510, + "batch_idx": 64, + "loss": 0.5839003324508667, + "learning_rate": 0.00014093685111840585, + "timestep_mean": 451.21875, + "epsilon_norm": 8.135199546813965, + "prediction_norm": 5.003599643707275, + "timestamp": "2025-07-14T12:34:27.311708" + }, + { + "epoch": 1510, + "batch_idx": 96, + "loss": 0.1540956199169159, + "learning_rate": 0.00014093685111840585, + "timestep_mean": 539.5625, + "epsilon_norm": 7.429139614105225, + "prediction_norm": 6.692654132843018, + "timestamp": "2025-07-14T12:34:27.316996" + }, + { + "epoch": 1510, + "batch_idx": 128, + "loss": 0.2114349752664566, + "learning_rate": 0.00014093685111840585, + "timestep_mean": 461.8125, + "epsilon_norm": 6.92752742767334, + "prediction_norm": 5.904603004455566, + "timestamp": "2025-07-14T12:34:27.322008" + }, + { + "epoch": 1510, + "batch_idx": 160, + "loss": 0.38639938831329346, + "learning_rate": 0.00014093685111840585, + "timestep_mean": 501.0, + "epsilon_norm": 8.677825927734375, + "prediction_norm": 6.519109725952148, + "timestamp": "2025-07-14T12:34:27.327112" + }, + { + "epoch": 1510, + "batch_idx": 192, + "loss": 0.15279823541641235, + "learning_rate": 0.00014093685111840585, + "timestep_mean": 538.125, + "epsilon_norm": 4.440991401672363, + "prediction_norm": 3.6669998168945312, + "timestamp": "2025-07-14T12:34:27.332341" + }, + { + "epoch": 1511, + "batch_idx": 0, + "loss": 0.13535936176776886, + "learning_rate": 0.00014039072568715802, + "timestep_mean": 530.0, + "epsilon_norm": 7.52351188659668, + "prediction_norm": 6.3870978355407715, + "timestamp": "2025-07-14T12:34:27.337346" + }, + { + "epoch": 1511, + "batch_idx": 32, + "loss": 0.3534112274646759, + "learning_rate": 0.00014039072568715802, + "timestep_mean": 542.53125, + "epsilon_norm": 9.095527648925781, + "prediction_norm": 8.141545295715332, + "timestamp": "2025-07-14T12:34:27.342333" + }, + { + "epoch": 1511, + "batch_idx": 64, + "loss": 0.23949883878231049, + "learning_rate": 0.00014039072568715802, + "timestep_mean": 524.125, + "epsilon_norm": 8.580540657043457, + "prediction_norm": 7.200521469116211, + "timestamp": "2025-07-14T12:34:27.347427" + }, + { + "epoch": 1511, + "batch_idx": 96, + "loss": 0.20577000081539154, + "learning_rate": 0.00014039072568715802, + "timestep_mean": 527.375, + "epsilon_norm": 7.882666110992432, + "prediction_norm": 6.7770538330078125, + "timestamp": "2025-07-14T12:34:27.352616" + }, + { + "epoch": 1511, + "batch_idx": 128, + "loss": 0.38806870579719543, + "learning_rate": 0.00014039072568715802, + "timestep_mean": 475.5, + "epsilon_norm": 8.681788444519043, + "prediction_norm": 6.989880561828613, + "timestamp": "2025-07-14T12:34:27.357812" + }, + { + "epoch": 1511, + "batch_idx": 160, + "loss": 0.33360129594802856, + "learning_rate": 0.00014039072568715802, + "timestep_mean": 437.125, + "epsilon_norm": 7.89486026763916, + "prediction_norm": 6.248081207275391, + "timestamp": "2025-07-14T12:34:27.363059" + }, + { + "epoch": 1511, + "batch_idx": 192, + "loss": 0.08079014718532562, + "learning_rate": 0.00014039072568715802, + "timestep_mean": 447.0, + "epsilon_norm": 3.7415215969085693, + "prediction_norm": 3.433823823928833, + "timestamp": "2025-07-14T12:34:27.368028" + }, + { + "epoch": 1512, + "batch_idx": 0, + "loss": 0.1528037190437317, + "learning_rate": 0.00013984548755604674, + "timestep_mean": 572.65625, + "epsilon_norm": 7.633583068847656, + "prediction_norm": 6.657185077667236, + "timestamp": "2025-07-14T12:34:27.373264" + }, + { + "epoch": 1512, + "batch_idx": 32, + "loss": 0.2479424923658371, + "learning_rate": 0.00013984548755604674, + "timestep_mean": 468.0625, + "epsilon_norm": 8.051753997802734, + "prediction_norm": 7.0829057693481445, + "timestamp": "2025-07-14T12:34:27.378366" + }, + { + "epoch": 1512, + "batch_idx": 64, + "loss": 0.4594513177871704, + "learning_rate": 0.00013984548755604674, + "timestep_mean": 445.78125, + "epsilon_norm": 9.259527206420898, + "prediction_norm": 7.136366844177246, + "timestamp": "2025-07-14T12:34:27.383623" + }, + { + "epoch": 1512, + "batch_idx": 96, + "loss": 0.24811838567256927, + "learning_rate": 0.00013984548755604674, + "timestep_mean": 504.375, + "epsilon_norm": 7.460493564605713, + "prediction_norm": 6.531722545623779, + "timestamp": "2025-07-14T12:34:27.388739" + }, + { + "epoch": 1512, + "batch_idx": 128, + "loss": 0.28498053550720215, + "learning_rate": 0.00013984548755604674, + "timestep_mean": 488.75, + "epsilon_norm": 7.2523956298828125, + "prediction_norm": 5.996647357940674, + "timestamp": "2025-07-14T12:34:27.393755" + }, + { + "epoch": 1512, + "batch_idx": 160, + "loss": 0.22209498286247253, + "learning_rate": 0.00013984548755604674, + "timestep_mean": 504.03125, + "epsilon_norm": 8.167841911315918, + "prediction_norm": 7.2182769775390625, + "timestamp": "2025-07-14T12:34:27.398985" + }, + { + "epoch": 1512, + "batch_idx": 192, + "loss": 0.31654223799705505, + "learning_rate": 0.00013984548755604674, + "timestep_mean": 356.75, + "epsilon_norm": 3.4789490699768066, + "prediction_norm": 2.254802703857422, + "timestamp": "2025-07-14T12:34:27.404130" + }, + { + "epoch": 1513, + "batch_idx": 0, + "loss": 0.12576326727867126, + "learning_rate": 0.00013930113807039327, + "timestep_mean": 515.0, + "epsilon_norm": 6.288127422332764, + "prediction_norm": 5.843965530395508, + "timestamp": "2025-07-14T12:34:27.409037" + }, + { + "epoch": 1513, + "batch_idx": 32, + "loss": 0.5321088433265686, + "learning_rate": 0.00013930113807039327, + "timestep_mean": 447.78125, + "epsilon_norm": 7.715875625610352, + "prediction_norm": 5.290998458862305, + "timestamp": "2025-07-14T12:34:27.413934" + }, + { + "epoch": 1513, + "batch_idx": 64, + "loss": 0.34945785999298096, + "learning_rate": 0.00013930113807039327, + "timestep_mean": 494.8125, + "epsilon_norm": 7.95165491104126, + "prediction_norm": 6.43593692779541, + "timestamp": "2025-07-14T12:34:27.419126" + }, + { + "epoch": 1513, + "batch_idx": 96, + "loss": 0.21202248334884644, + "learning_rate": 0.00013930113807039327, + "timestep_mean": 499.09375, + "epsilon_norm": 8.064066886901855, + "prediction_norm": 7.220168113708496, + "timestamp": "2025-07-14T12:34:27.424299" + }, + { + "epoch": 1513, + "batch_idx": 128, + "loss": 0.20754870772361755, + "learning_rate": 0.00013930113807039327, + "timestep_mean": 560.25, + "epsilon_norm": 7.883674621582031, + "prediction_norm": 6.575930118560791, + "timestamp": "2025-07-14T12:34:27.429391" + }, + { + "epoch": 1513, + "batch_idx": 160, + "loss": 0.31362414360046387, + "learning_rate": 0.00013930113807039327, + "timestep_mean": 508.5625, + "epsilon_norm": 8.06590461730957, + "prediction_norm": 6.888626575469971, + "timestamp": "2025-07-14T12:34:27.434376" + }, + { + "epoch": 1513, + "batch_idx": 192, + "loss": 0.11295740306377411, + "learning_rate": 0.00013930113807039327, + "timestep_mean": 573.625, + "epsilon_norm": 5.6461405754089355, + "prediction_norm": 5.174218654632568, + "timestamp": "2025-07-14T12:34:27.439449" + }, + { + "epoch": 1514, + "batch_idx": 0, + "loss": 0.3292079567909241, + "learning_rate": 0.0001387576785733253, + "timestep_mean": 467.1875, + "epsilon_norm": 7.455857753753662, + "prediction_norm": 5.679219722747803, + "timestamp": "2025-07-14T12:34:27.444464" + }, + { + "epoch": 1514, + "batch_idx": 32, + "loss": 0.212492436170578, + "learning_rate": 0.0001387576785733253, + "timestep_mean": 562.21875, + "epsilon_norm": 8.742144584655762, + "prediction_norm": 7.655605792999268, + "timestamp": "2025-07-14T12:34:27.449339" + }, + { + "epoch": 1514, + "batch_idx": 64, + "loss": 0.1753644347190857, + "learning_rate": 0.0001387576785733253, + "timestep_mean": 594.09375, + "epsilon_norm": 7.370971202850342, + "prediction_norm": 7.0403642654418945, + "timestamp": "2025-07-14T12:34:27.454233" + }, + { + "epoch": 1514, + "batch_idx": 96, + "loss": 0.2668038606643677, + "learning_rate": 0.0001387576785733253, + "timestep_mean": 537.71875, + "epsilon_norm": 9.20019817352295, + "prediction_norm": 8.088737487792969, + "timestamp": "2025-07-14T12:34:27.459198" + }, + { + "epoch": 1514, + "batch_idx": 128, + "loss": 0.38171446323394775, + "learning_rate": 0.0001387576785733253, + "timestep_mean": 464.40625, + "epsilon_norm": 7.688750743865967, + "prediction_norm": 6.0597004890441895, + "timestamp": "2025-07-14T12:34:27.464042" + }, + { + "epoch": 1514, + "batch_idx": 160, + "loss": 0.1664298176765442, + "learning_rate": 0.0001387576785733253, + "timestep_mean": 484.53125, + "epsilon_norm": 6.802198886871338, + "prediction_norm": 6.000297546386719, + "timestamp": "2025-07-14T12:34:27.468913" + }, + { + "epoch": 1514, + "batch_idx": 192, + "loss": 0.08193013072013855, + "learning_rate": 0.0001387576785733253, + "timestep_mean": 617.75, + "epsilon_norm": 2.6057164669036865, + "prediction_norm": 2.552297353744507, + "timestamp": "2025-07-14T12:34:27.473772" + }, + { + "epoch": 1515, + "batch_idx": 0, + "loss": 0.23670703172683716, + "learning_rate": 0.00013821511040577547, + "timestep_mean": 583.15625, + "epsilon_norm": 9.348785400390625, + "prediction_norm": 8.390782356262207, + "timestamp": "2025-07-14T12:34:27.478678" + }, + { + "epoch": 1515, + "batch_idx": 32, + "loss": 0.10786738991737366, + "learning_rate": 0.00013821511040577547, + "timestep_mean": 540.15625, + "epsilon_norm": 7.97020959854126, + "prediction_norm": 7.415741443634033, + "timestamp": "2025-07-14T12:34:27.483636" + }, + { + "epoch": 1515, + "batch_idx": 64, + "loss": 0.1427946388721466, + "learning_rate": 0.00013821511040577547, + "timestep_mean": 539.9375, + "epsilon_norm": 6.681293487548828, + "prediction_norm": 6.031439304351807, + "timestamp": "2025-07-14T12:34:27.488501" + }, + { + "epoch": 1515, + "batch_idx": 96, + "loss": 0.3225046992301941, + "learning_rate": 0.00013821511040577547, + "timestep_mean": 451.59375, + "epsilon_norm": 7.201893329620361, + "prediction_norm": 6.189916133880615, + "timestamp": "2025-07-14T12:34:27.493454" + }, + { + "epoch": 1515, + "batch_idx": 128, + "loss": 0.3796287477016449, + "learning_rate": 0.00013821511040577547, + "timestep_mean": 450.03125, + "epsilon_norm": 8.009305000305176, + "prediction_norm": 6.5593414306640625, + "timestamp": "2025-07-14T12:34:27.498314" + }, + { + "epoch": 1515, + "batch_idx": 160, + "loss": 0.15865713357925415, + "learning_rate": 0.00013821511040577547, + "timestep_mean": 479.0625, + "epsilon_norm": 6.868008613586426, + "prediction_norm": 6.337432861328125, + "timestamp": "2025-07-14T12:34:27.503166" + }, + { + "epoch": 1515, + "batch_idx": 192, + "loss": 0.4958122670650482, + "learning_rate": 0.00013821511040577547, + "timestep_mean": 560.375, + "epsilon_norm": 3.9425148963928223, + "prediction_norm": 2.971304416656494, + "timestamp": "2025-07-14T12:34:27.508034" + }, + { + "epoch": 1516, + "batch_idx": 0, + "loss": 0.27075597643852234, + "learning_rate": 0.00013767343490647696, + "timestep_mean": 506.34375, + "epsilon_norm": 8.83152961730957, + "prediction_norm": 7.329629898071289, + "timestamp": "2025-07-14T12:34:27.513003" + }, + { + "epoch": 1516, + "batch_idx": 32, + "loss": 0.29315680265426636, + "learning_rate": 0.00013767343490647696, + "timestep_mean": 433.125, + "epsilon_norm": 7.338226318359375, + "prediction_norm": 5.9584269523620605, + "timestamp": "2025-07-14T12:34:27.517823" + }, + { + "epoch": 1516, + "batch_idx": 64, + "loss": 0.18201151490211487, + "learning_rate": 0.00013767343490647696, + "timestep_mean": 461.9375, + "epsilon_norm": 7.204431056976318, + "prediction_norm": 6.362078666687012, + "timestamp": "2025-07-14T12:34:27.522703" + }, + { + "epoch": 1516, + "batch_idx": 96, + "loss": 0.21475917100906372, + "learning_rate": 0.00013767343490647696, + "timestep_mean": 562.125, + "epsilon_norm": 7.49621057510376, + "prediction_norm": 6.456684589385986, + "timestamp": "2025-07-14T12:34:27.527561" + }, + { + "epoch": 1516, + "batch_idx": 128, + "loss": 0.1409062296152115, + "learning_rate": 0.00013767343490647696, + "timestep_mean": 507.8125, + "epsilon_norm": 7.581649303436279, + "prediction_norm": 7.239383697509766, + "timestamp": "2025-07-14T12:34:27.532398" + }, + { + "epoch": 1516, + "batch_idx": 160, + "loss": 0.2054748386144638, + "learning_rate": 0.00013767343490647696, + "timestep_mean": 501.78125, + "epsilon_norm": 7.476093292236328, + "prediction_norm": 6.63771390914917, + "timestamp": "2025-07-14T12:34:27.537275" + }, + { + "epoch": 1516, + "batch_idx": 192, + "loss": 0.14026254415512085, + "learning_rate": 0.00013767343490647696, + "timestep_mean": 530.875, + "epsilon_norm": 3.6117289066314697, + "prediction_norm": 3.194061517715454, + "timestamp": "2025-07-14T12:34:27.542177" + }, + { + "epoch": 1517, + "batch_idx": 0, + "loss": 0.2487199306488037, + "learning_rate": 0.00013713265341195975, + "timestep_mean": 522.0625, + "epsilon_norm": 7.985857009887695, + "prediction_norm": 6.682767391204834, + "timestamp": "2025-07-14T12:34:27.547075" + }, + { + "epoch": 1517, + "batch_idx": 32, + "loss": 0.17272117733955383, + "learning_rate": 0.00013713265341195975, + "timestep_mean": 456.15625, + "epsilon_norm": 7.708151817321777, + "prediction_norm": 6.938162326812744, + "timestamp": "2025-07-14T12:34:27.551904" + }, + { + "epoch": 1517, + "batch_idx": 64, + "loss": 0.5901700258255005, + "learning_rate": 0.00013713265341195975, + "timestep_mean": 519.71875, + "epsilon_norm": 8.734862327575684, + "prediction_norm": 6.585782527923584, + "timestamp": "2025-07-14T12:34:27.556750" + }, + { + "epoch": 1517, + "batch_idx": 96, + "loss": 0.18075495958328247, + "learning_rate": 0.00013713265341195975, + "timestep_mean": 544.28125, + "epsilon_norm": 7.556034088134766, + "prediction_norm": 6.672931671142578, + "timestamp": "2025-07-14T12:34:27.561643" + }, + { + "epoch": 1517, + "batch_idx": 128, + "loss": 0.28424516320228577, + "learning_rate": 0.00013713265341195975, + "timestep_mean": 516.125, + "epsilon_norm": 7.706867694854736, + "prediction_norm": 6.869451522827148, + "timestamp": "2025-07-14T12:34:27.566516" + }, + { + "epoch": 1517, + "batch_idx": 160, + "loss": 0.19567465782165527, + "learning_rate": 0.00013713265341195975, + "timestep_mean": 425.46875, + "epsilon_norm": 7.209308624267578, + "prediction_norm": 6.473451137542725, + "timestamp": "2025-07-14T12:34:27.571508" + }, + { + "epoch": 1517, + "batch_idx": 192, + "loss": 0.15565937757492065, + "learning_rate": 0.00013713265341195975, + "timestep_mean": 437.375, + "epsilon_norm": 4.012519836425781, + "prediction_norm": 4.196213722229004, + "timestamp": "2025-07-14T12:34:27.576389" + }, + { + "epoch": 1518, + "batch_idx": 0, + "loss": 0.1904793679714203, + "learning_rate": 0.0001365927672565488, + "timestep_mean": 473.03125, + "epsilon_norm": 8.762445449829102, + "prediction_norm": 7.07110595703125, + "timestamp": "2025-07-14T12:34:27.581256" + }, + { + "epoch": 1518, + "batch_idx": 32, + "loss": 0.34837719798088074, + "learning_rate": 0.0001365927672565488, + "timestep_mean": 461.75, + "epsilon_norm": 8.833869934082031, + "prediction_norm": 6.888210773468018, + "timestamp": "2025-07-14T12:34:27.586131" + }, + { + "epoch": 1518, + "batch_idx": 64, + "loss": 0.2642032504081726, + "learning_rate": 0.0001365927672565488, + "timestep_mean": 437.125, + "epsilon_norm": 7.573843002319336, + "prediction_norm": 6.717829704284668, + "timestamp": "2025-07-14T12:34:27.591017" + }, + { + "epoch": 1518, + "batch_idx": 96, + "loss": 0.37071090936660767, + "learning_rate": 0.0001365927672565488, + "timestep_mean": 515.375, + "epsilon_norm": 8.256378173828125, + "prediction_norm": 7.328622341156006, + "timestamp": "2025-07-14T12:34:27.595875" + }, + { + "epoch": 1518, + "batch_idx": 128, + "loss": 0.23809805512428284, + "learning_rate": 0.0001365927672565488, + "timestep_mean": 481.65625, + "epsilon_norm": 7.720423221588135, + "prediction_norm": 6.567480564117432, + "timestamp": "2025-07-14T12:34:27.600662" + }, + { + "epoch": 1518, + "batch_idx": 160, + "loss": 0.3041088581085205, + "learning_rate": 0.0001365927672565488, + "timestep_mean": 515.28125, + "epsilon_norm": 9.454204559326172, + "prediction_norm": 8.51308822631836, + "timestamp": "2025-07-14T12:34:27.605521" + }, + { + "epoch": 1518, + "batch_idx": 192, + "loss": 0.17164529860019684, + "learning_rate": 0.0001365927672565488, + "timestep_mean": 383.875, + "epsilon_norm": 3.0416948795318604, + "prediction_norm": 3.0115787982940674, + "timestamp": "2025-07-14T12:34:27.610391" + }, + { + "epoch": 1519, + "batch_idx": 0, + "loss": 0.36919957399368286, + "learning_rate": 0.0001360537777723594, + "timestep_mean": 519.875, + "epsilon_norm": 9.826308250427246, + "prediction_norm": 8.693004608154297, + "timestamp": "2025-07-14T12:34:27.615260" + }, + { + "epoch": 1519, + "batch_idx": 32, + "loss": 0.24443355202674866, + "learning_rate": 0.0001360537777723594, + "timestep_mean": 610.9375, + "epsilon_norm": 6.759275436401367, + "prediction_norm": 5.872901439666748, + "timestamp": "2025-07-14T12:34:27.620177" + }, + { + "epoch": 1519, + "batch_idx": 64, + "loss": 0.3394039571285248, + "learning_rate": 0.0001360537777723594, + "timestep_mean": 456.15625, + "epsilon_norm": 8.310348510742188, + "prediction_norm": 6.7585344314575195, + "timestamp": "2025-07-14T12:34:27.625107" + }, + { + "epoch": 1519, + "batch_idx": 96, + "loss": 0.34354931116104126, + "learning_rate": 0.0001360537777723594, + "timestep_mean": 461.0, + "epsilon_norm": 8.739680290222168, + "prediction_norm": 7.404051303863525, + "timestamp": "2025-07-14T12:34:27.630004" + }, + { + "epoch": 1519, + "batch_idx": 128, + "loss": 0.7279820442199707, + "learning_rate": 0.0001360537777723594, + "timestep_mean": 505.5, + "epsilon_norm": 9.05798053741455, + "prediction_norm": 7.06745719909668, + "timestamp": "2025-07-14T12:34:27.634885" + }, + { + "epoch": 1519, + "batch_idx": 160, + "loss": 0.2631917893886566, + "learning_rate": 0.0001360537777723594, + "timestep_mean": 466.125, + "epsilon_norm": 7.671646595001221, + "prediction_norm": 6.845001220703125, + "timestamp": "2025-07-14T12:34:27.639912" + }, + { + "epoch": 1519, + "batch_idx": 192, + "loss": 0.4619169235229492, + "learning_rate": 0.0001360537777723594, + "timestep_mean": 462.75, + "epsilon_norm": 4.268555164337158, + "prediction_norm": 3.2185628414154053, + "timestamp": "2025-07-14T12:34:27.644793" + }, + { + "epoch": 1520, + "batch_idx": 0, + "loss": 0.2532358169555664, + "learning_rate": 0.00013551568628929433, + "timestep_mean": 534.90625, + "epsilon_norm": 7.946979999542236, + "prediction_norm": 7.04054594039917, + "timestamp": "2025-07-14T12:34:27.649685" + }, + { + "epoch": 1520, + "batch_idx": 32, + "loss": 0.1669866144657135, + "learning_rate": 0.00013551568628929433, + "timestep_mean": 541.59375, + "epsilon_norm": 7.8833441734313965, + "prediction_norm": 7.270853042602539, + "timestamp": "2025-07-14T12:34:27.654653" + }, + { + "epoch": 1520, + "batch_idx": 64, + "loss": 0.37578946352005005, + "learning_rate": 0.00013551568628929433, + "timestep_mean": 497.09375, + "epsilon_norm": 9.478635787963867, + "prediction_norm": 7.807488441467285, + "timestamp": "2025-07-14T12:34:27.659624" + }, + { + "epoch": 1520, + "batch_idx": 96, + "loss": 0.2833646237850189, + "learning_rate": 0.00013551568628929433, + "timestep_mean": 540.25, + "epsilon_norm": 8.086468696594238, + "prediction_norm": 6.842128753662109, + "timestamp": "2025-07-14T12:34:27.664576" + }, + { + "epoch": 1520, + "batch_idx": 128, + "loss": 0.15327990055084229, + "learning_rate": 0.00013551568628929433, + "timestep_mean": 547.6875, + "epsilon_norm": 7.063522815704346, + "prediction_norm": 6.550174236297607, + "timestamp": "2025-07-14T12:34:27.669458" + }, + { + "epoch": 1520, + "batch_idx": 160, + "loss": 0.283296674489975, + "learning_rate": 0.00013551568628929433, + "timestep_mean": 561.25, + "epsilon_norm": 7.88718318939209, + "prediction_norm": 6.816246032714844, + "timestamp": "2025-07-14T12:34:27.674380" + }, + { + "epoch": 1520, + "batch_idx": 192, + "loss": 0.41104769706726074, + "learning_rate": 0.00013551568628929433, + "timestep_mean": 682.875, + "epsilon_norm": 6.004556655883789, + "prediction_norm": 5.471379280090332, + "timestamp": "2025-07-14T12:34:27.679252" + }, + { + "epoch": 1521, + "batch_idx": 0, + "loss": 0.19062452018260956, + "learning_rate": 0.00013497849413504135, + "timestep_mean": 549.1875, + "epsilon_norm": 8.35137939453125, + "prediction_norm": 7.4366278648376465, + "timestamp": "2025-07-14T12:34:27.684186" + }, + { + "epoch": 1521, + "batch_idx": 32, + "loss": 0.2687867283821106, + "learning_rate": 0.00013497849413504135, + "timestep_mean": 471.5, + "epsilon_norm": 8.087530136108398, + "prediction_norm": 6.977025985717773, + "timestamp": "2025-07-14T12:34:27.689120" + }, + { + "epoch": 1521, + "batch_idx": 64, + "loss": 0.1978607475757599, + "learning_rate": 0.00013497849413504135, + "timestep_mean": 551.15625, + "epsilon_norm": 7.890030860900879, + "prediction_norm": 6.9410319328308105, + "timestamp": "2025-07-14T12:34:27.693999" + }, + { + "epoch": 1521, + "batch_idx": 96, + "loss": 0.11374281346797943, + "learning_rate": 0.00013497849413504135, + "timestep_mean": 657.71875, + "epsilon_norm": 7.974979877471924, + "prediction_norm": 7.916418552398682, + "timestamp": "2025-07-14T12:34:27.698922" + }, + { + "epoch": 1521, + "batch_idx": 128, + "loss": 0.33979612588882446, + "learning_rate": 0.00013497849413504135, + "timestep_mean": 435.25, + "epsilon_norm": 7.860365867614746, + "prediction_norm": 6.422762393951416, + "timestamp": "2025-07-14T12:34:27.703793" + }, + { + "epoch": 1521, + "batch_idx": 160, + "loss": 0.2835228145122528, + "learning_rate": 0.00013497849413504135, + "timestep_mean": 516.4375, + "epsilon_norm": 8.035423278808594, + "prediction_norm": 6.848872184753418, + "timestamp": "2025-07-14T12:34:27.708888" + }, + { + "epoch": 1521, + "batch_idx": 192, + "loss": 0.1697062999010086, + "learning_rate": 0.00013497849413504135, + "timestep_mean": 660.625, + "epsilon_norm": 3.6680145263671875, + "prediction_norm": 3.206664562225342, + "timestamp": "2025-07-14T12:34:27.713770" + }, + { + "epoch": 1522, + "batch_idx": 0, + "loss": 0.4148574471473694, + "learning_rate": 0.0001344422026350681, + "timestep_mean": 486.28125, + "epsilon_norm": 9.098217964172363, + "prediction_norm": 7.321436882019043, + "timestamp": "2025-07-14T12:34:27.718711" + }, + { + "epoch": 1522, + "batch_idx": 32, + "loss": 0.32339999079704285, + "learning_rate": 0.0001344422026350681, + "timestep_mean": 474.25, + "epsilon_norm": 8.464094161987305, + "prediction_norm": 6.643275737762451, + "timestamp": "2025-07-14T12:34:27.723652" + }, + { + "epoch": 1522, + "batch_idx": 64, + "loss": 0.17467910051345825, + "learning_rate": 0.0001344422026350681, + "timestep_mean": 453.75, + "epsilon_norm": 6.805246829986572, + "prediction_norm": 5.6472344398498535, + "timestamp": "2025-07-14T12:34:27.728544" + }, + { + "epoch": 1522, + "batch_idx": 96, + "loss": 0.3308815658092499, + "learning_rate": 0.0001344422026350681, + "timestep_mean": 561.71875, + "epsilon_norm": 7.882604598999023, + "prediction_norm": 6.366264343261719, + "timestamp": "2025-07-14T12:34:27.733567" + }, + { + "epoch": 1522, + "batch_idx": 128, + "loss": 0.24131235480308533, + "learning_rate": 0.0001344422026350681, + "timestep_mean": 513.78125, + "epsilon_norm": 7.648437976837158, + "prediction_norm": 6.5114874839782715, + "timestamp": "2025-07-14T12:34:27.738408" + }, + { + "epoch": 1522, + "batch_idx": 160, + "loss": 0.31754249334335327, + "learning_rate": 0.0001344422026350681, + "timestep_mean": 422.15625, + "epsilon_norm": 8.505257606506348, + "prediction_norm": 6.918403148651123, + "timestamp": "2025-07-14T12:34:27.743356" + }, + { + "epoch": 1522, + "batch_idx": 192, + "loss": 0.5866819620132446, + "learning_rate": 0.0001344422026350681, + "timestep_mean": 515.25, + "epsilon_norm": 4.228294372558594, + "prediction_norm": 3.2926011085510254, + "timestamp": "2025-07-14T12:34:27.748370" + }, + { + "epoch": 1523, + "batch_idx": 0, + "loss": 0.37445443868637085, + "learning_rate": 0.00013390681311262095, + "timestep_mean": 524.875, + "epsilon_norm": 9.325980186462402, + "prediction_norm": 7.376796722412109, + "timestamp": "2025-07-14T12:34:27.753452" + }, + { + "epoch": 1523, + "batch_idx": 32, + "loss": 0.32571324706077576, + "learning_rate": 0.00013390681311262095, + "timestep_mean": 372.125, + "epsilon_norm": 8.015650749206543, + "prediction_norm": 6.585284233093262, + "timestamp": "2025-07-14T12:34:27.758605" + }, + { + "epoch": 1523, + "batch_idx": 64, + "loss": 0.39441537857055664, + "learning_rate": 0.00013390681311262095, + "timestep_mean": 487.40625, + "epsilon_norm": 8.582529067993164, + "prediction_norm": 7.1921796798706055, + "timestamp": "2025-07-14T12:34:27.763500" + }, + { + "epoch": 1523, + "batch_idx": 96, + "loss": 0.15566010773181915, + "learning_rate": 0.00013390681311262095, + "timestep_mean": 502.9375, + "epsilon_norm": 7.334636688232422, + "prediction_norm": 7.27756929397583, + "timestamp": "2025-07-14T12:34:27.768471" + }, + { + "epoch": 1523, + "batch_idx": 128, + "loss": 0.40581777691841125, + "learning_rate": 0.00013390681311262095, + "timestep_mean": 534.0625, + "epsilon_norm": 8.995955467224121, + "prediction_norm": 7.63800573348999, + "timestamp": "2025-07-14T12:34:27.773380" + }, + { + "epoch": 1523, + "batch_idx": 160, + "loss": 0.5396337509155273, + "learning_rate": 0.00013390681311262095, + "timestep_mean": 452.65625, + "epsilon_norm": 8.378754615783691, + "prediction_norm": 6.349533557891846, + "timestamp": "2025-07-14T12:34:27.778277" + }, + { + "epoch": 1523, + "batch_idx": 192, + "loss": 0.0788811445236206, + "learning_rate": 0.00013390681311262095, + "timestep_mean": 625.5, + "epsilon_norm": 5.216712951660156, + "prediction_norm": 4.93297815322876, + "timestamp": "2025-07-14T12:34:27.783386" + }, + { + "epoch": 1524, + "batch_idx": 0, + "loss": 0.3235721290111542, + "learning_rate": 0.0001333723268887202, + "timestep_mean": 537.84375, + "epsilon_norm": 8.879762649536133, + "prediction_norm": 7.156373977661133, + "timestamp": "2025-07-14T12:34:27.788307" + }, + { + "epoch": 1524, + "batch_idx": 32, + "loss": 0.5488226413726807, + "learning_rate": 0.0001333723268887202, + "timestep_mean": 373.375, + "epsilon_norm": 9.426250457763672, + "prediction_norm": 7.004351615905762, + "timestamp": "2025-07-14T12:34:27.793169" + }, + { + "epoch": 1524, + "batch_idx": 64, + "loss": 0.19209472835063934, + "learning_rate": 0.0001333723268887202, + "timestep_mean": 543.0, + "epsilon_norm": 7.409666061401367, + "prediction_norm": 6.5557355880737305, + "timestamp": "2025-07-14T12:34:27.798068" + }, + { + "epoch": 1524, + "batch_idx": 96, + "loss": 0.21829208731651306, + "learning_rate": 0.0001333723268887202, + "timestep_mean": 525.5625, + "epsilon_norm": 8.344338417053223, + "prediction_norm": 7.463715076446533, + "timestamp": "2025-07-14T12:34:27.803064" + }, + { + "epoch": 1524, + "batch_idx": 128, + "loss": 0.1620384007692337, + "learning_rate": 0.0001333723268887202, + "timestep_mean": 511.28125, + "epsilon_norm": 7.779648780822754, + "prediction_norm": 7.691587448120117, + "timestamp": "2025-07-14T12:34:27.807961" + }, + { + "epoch": 1524, + "batch_idx": 160, + "loss": 0.1919083297252655, + "learning_rate": 0.0001333723268887202, + "timestep_mean": 499.4375, + "epsilon_norm": 7.737863540649414, + "prediction_norm": 7.077805995941162, + "timestamp": "2025-07-14T12:34:27.812957" + }, + { + "epoch": 1524, + "batch_idx": 192, + "loss": 0.21818234026432037, + "learning_rate": 0.0001333723268887202, + "timestep_mean": 591.5, + "epsilon_norm": 3.793712854385376, + "prediction_norm": 3.650280714035034, + "timestamp": "2025-07-14T12:34:27.817830" + }, + { + "epoch": 1525, + "batch_idx": 0, + "loss": 0.2455415576696396, + "learning_rate": 0.00013283874528215734, + "timestep_mean": 539.4375, + "epsilon_norm": 7.242295742034912, + "prediction_norm": 5.780175685882568, + "timestamp": "2025-07-14T12:34:27.822769" + }, + { + "epoch": 1525, + "batch_idx": 32, + "loss": 0.24117252230644226, + "learning_rate": 0.00013283874528215734, + "timestep_mean": 557.96875, + "epsilon_norm": 7.891053199768066, + "prediction_norm": 6.498070240020752, + "timestamp": "2025-07-14T12:34:27.827727" + }, + { + "epoch": 1525, + "batch_idx": 64, + "loss": 0.12456769496202469, + "learning_rate": 0.00013283874528215734, + "timestep_mean": 533.53125, + "epsilon_norm": 6.858123302459717, + "prediction_norm": 6.221510887145996, + "timestamp": "2025-07-14T12:34:27.832697" + }, + { + "epoch": 1525, + "batch_idx": 96, + "loss": 0.3162466287612915, + "learning_rate": 0.00013283874528215734, + "timestep_mean": 448.90625, + "epsilon_norm": 9.2128267288208, + "prediction_norm": 7.597525596618652, + "timestamp": "2025-07-14T12:34:27.837559" + }, + { + "epoch": 1525, + "batch_idx": 128, + "loss": 0.22478467226028442, + "learning_rate": 0.00013283874528215734, + "timestep_mean": 537.5625, + "epsilon_norm": 8.693399429321289, + "prediction_norm": 7.676320552825928, + "timestamp": "2025-07-14T12:34:27.842502" + }, + { + "epoch": 1525, + "batch_idx": 160, + "loss": 0.19368886947631836, + "learning_rate": 0.00013283874528215734, + "timestep_mean": 518.21875, + "epsilon_norm": 6.740583896636963, + "prediction_norm": 6.05408239364624, + "timestamp": "2025-07-14T12:34:27.847422" + }, + { + "epoch": 1525, + "batch_idx": 192, + "loss": 0.29566705226898193, + "learning_rate": 0.00013283874528215734, + "timestep_mean": 601.25, + "epsilon_norm": 3.494579792022705, + "prediction_norm": 3.302380323410034, + "timestamp": "2025-07-14T12:34:27.852310" + }, + { + "epoch": 1526, + "batch_idx": 0, + "loss": 0.5029658675193787, + "learning_rate": 0.00013230606960949214, + "timestep_mean": 442.125, + "epsilon_norm": 8.704044342041016, + "prediction_norm": 6.401862144470215, + "timestamp": "2025-07-14T12:34:27.857265" + }, + { + "epoch": 1526, + "batch_idx": 32, + "loss": 0.28728875517845154, + "learning_rate": 0.00013230606960949214, + "timestep_mean": 496.40625, + "epsilon_norm": 7.198093414306641, + "prediction_norm": 5.810468673706055, + "timestamp": "2025-07-14T12:34:27.862107" + }, + { + "epoch": 1526, + "batch_idx": 64, + "loss": 0.2004881501197815, + "learning_rate": 0.00013230606960949214, + "timestep_mean": 504.09375, + "epsilon_norm": 7.217067241668701, + "prediction_norm": 6.415804862976074, + "timestamp": "2025-07-14T12:34:27.867138" + }, + { + "epoch": 1526, + "batch_idx": 96, + "loss": 0.20959237217903137, + "learning_rate": 0.00013230606960949214, + "timestep_mean": 538.78125, + "epsilon_norm": 8.937432289123535, + "prediction_norm": 8.208712577819824, + "timestamp": "2025-07-14T12:34:27.872020" + }, + { + "epoch": 1526, + "batch_idx": 128, + "loss": 0.3790821135044098, + "learning_rate": 0.00013230606960949214, + "timestep_mean": 506.25, + "epsilon_norm": 7.871486663818359, + "prediction_norm": 6.745445251464844, + "timestamp": "2025-07-14T12:34:27.876888" + }, + { + "epoch": 1526, + "batch_idx": 160, + "loss": 0.30764061212539673, + "learning_rate": 0.00013230606960949214, + "timestep_mean": 439.65625, + "epsilon_norm": 8.174428939819336, + "prediction_norm": 6.771853923797607, + "timestamp": "2025-07-14T12:34:27.881777" + }, + { + "epoch": 1526, + "batch_idx": 192, + "loss": 0.38062694668769836, + "learning_rate": 0.00013230606960949214, + "timestep_mean": 457.625, + "epsilon_norm": 4.398887634277344, + "prediction_norm": 3.6156582832336426, + "timestamp": "2025-07-14T12:34:27.886620" + }, + { + "epoch": 1527, + "batch_idx": 0, + "loss": 0.3519380986690521, + "learning_rate": 0.00013177430118504888, + "timestep_mean": 461.09375, + "epsilon_norm": 8.48904037475586, + "prediction_norm": 7.176451206207275, + "timestamp": "2025-07-14T12:34:27.891539" + }, + { + "epoch": 1527, + "batch_idx": 32, + "loss": 0.29133695363998413, + "learning_rate": 0.00013177430118504888, + "timestep_mean": 466.78125, + "epsilon_norm": 7.45109748840332, + "prediction_norm": 6.259483337402344, + "timestamp": "2025-07-14T12:34:27.896508" + }, + { + "epoch": 1527, + "batch_idx": 64, + "loss": 0.2555624544620514, + "learning_rate": 0.00013177430118504888, + "timestep_mean": 436.125, + "epsilon_norm": 6.856218338012695, + "prediction_norm": 5.414549827575684, + "timestamp": "2025-07-14T12:34:27.901333" + }, + { + "epoch": 1527, + "batch_idx": 96, + "loss": 0.15883779525756836, + "learning_rate": 0.00013177430118504888, + "timestep_mean": 484.9375, + "epsilon_norm": 6.223476886749268, + "prediction_norm": 5.010496139526367, + "timestamp": "2025-07-14T12:34:27.906270" + }, + { + "epoch": 1527, + "batch_idx": 128, + "loss": 0.16229695081710815, + "learning_rate": 0.00013177430118504888, + "timestep_mean": 611.6875, + "epsilon_norm": 7.693541526794434, + "prediction_norm": 7.085536003112793, + "timestamp": "2025-07-14T12:34:27.911161" + }, + { + "epoch": 1527, + "batch_idx": 160, + "loss": 0.21877488493919373, + "learning_rate": 0.00013177430118504888, + "timestep_mean": 552.53125, + "epsilon_norm": 8.2196044921875, + "prediction_norm": 7.10804557800293, + "timestamp": "2025-07-14T12:34:27.916067" + }, + { + "epoch": 1527, + "batch_idx": 192, + "loss": 0.0871143490076065, + "learning_rate": 0.00013177430118504888, + "timestep_mean": 478.0, + "epsilon_norm": 3.6820998191833496, + "prediction_norm": 3.5551583766937256, + "timestamp": "2025-07-14T12:34:27.921094" + }, + { + "epoch": 1528, + "batch_idx": 0, + "loss": 0.14836707711219788, + "learning_rate": 0.00013124344132091318, + "timestep_mean": 563.6875, + "epsilon_norm": 7.902097702026367, + "prediction_norm": 6.742469310760498, + "timestamp": "2025-07-14T12:34:27.926079" + }, + { + "epoch": 1528, + "batch_idx": 32, + "loss": 0.05456000193953514, + "learning_rate": 0.00013124344132091318, + "timestep_mean": 640.53125, + "epsilon_norm": 6.861838340759277, + "prediction_norm": 6.389740943908691, + "timestamp": "2025-07-14T12:34:27.930953" + }, + { + "epoch": 1528, + "batch_idx": 64, + "loss": 0.45232704281806946, + "learning_rate": 0.00013124344132091318, + "timestep_mean": 473.53125, + "epsilon_norm": 7.685108184814453, + "prediction_norm": 6.10452938079834, + "timestamp": "2025-07-14T12:34:27.938653" + }, + { + "epoch": 1528, + "batch_idx": 96, + "loss": 0.2007269263267517, + "learning_rate": 0.00013124344132091318, + "timestep_mean": 487.3125, + "epsilon_norm": 8.197185516357422, + "prediction_norm": 7.3494696617126465, + "timestamp": "2025-07-14T12:34:27.948538" + }, + { + "epoch": 1528, + "batch_idx": 128, + "loss": 0.46083134412765503, + "learning_rate": 0.00013124344132091318, + "timestep_mean": 391.0625, + "epsilon_norm": 7.118530750274658, + "prediction_norm": 4.999138832092285, + "timestamp": "2025-07-14T12:34:27.960997" + }, + { + "epoch": 1528, + "batch_idx": 160, + "loss": 0.435494065284729, + "learning_rate": 0.00013124344132091318, + "timestep_mean": 445.1875, + "epsilon_norm": 8.358881950378418, + "prediction_norm": 6.820000171661377, + "timestamp": "2025-07-14T12:34:27.968706" + }, + { + "epoch": 1528, + "batch_idx": 192, + "loss": 0.3608643412590027, + "learning_rate": 0.00013124344132091318, + "timestep_mean": 311.75, + "epsilon_norm": 3.0443286895751953, + "prediction_norm": 2.362349510192871, + "timestamp": "2025-07-14T12:34:27.976284" + }, + { + "epoch": 1529, + "batch_idx": 0, + "loss": 0.2686007618904114, + "learning_rate": 0.00013071349132692892, + "timestep_mean": 502.03125, + "epsilon_norm": 7.418971538543701, + "prediction_norm": 6.589045524597168, + "timestamp": "2025-07-14T12:34:27.984432" + }, + { + "epoch": 1529, + "batch_idx": 32, + "loss": 0.2268758863210678, + "learning_rate": 0.00013071349132692892, + "timestep_mean": 483.4375, + "epsilon_norm": 8.752381324768066, + "prediction_norm": 7.497647762298584, + "timestamp": "2025-07-14T12:34:27.991950" + }, + { + "epoch": 1529, + "batch_idx": 64, + "loss": 0.2845425009727478, + "learning_rate": 0.00013071349132692892, + "timestep_mean": 496.4375, + "epsilon_norm": 8.550003051757812, + "prediction_norm": 6.907153606414795, + "timestamp": "2025-07-14T12:34:27.998493" + }, + { + "epoch": 1529, + "batch_idx": 96, + "loss": 0.33136633038520813, + "learning_rate": 0.00013071349132692892, + "timestep_mean": 486.25, + "epsilon_norm": 9.634223937988281, + "prediction_norm": 8.400293350219727, + "timestamp": "2025-07-14T12:34:28.007472" + }, + { + "epoch": 1529, + "batch_idx": 128, + "loss": 0.17432105541229248, + "learning_rate": 0.00013071349132692892, + "timestep_mean": 513.75, + "epsilon_norm": 7.780345916748047, + "prediction_norm": 6.746540069580078, + "timestamp": "2025-07-14T12:34:28.017113" + }, + { + "epoch": 1529, + "batch_idx": 160, + "loss": 0.33444374799728394, + "learning_rate": 0.00013071349132692892, + "timestep_mean": 549.40625, + "epsilon_norm": 8.151601791381836, + "prediction_norm": 6.295714378356934, + "timestamp": "2025-07-14T12:34:28.023846" + }, + { + "epoch": 1529, + "batch_idx": 192, + "loss": 0.759905219078064, + "learning_rate": 0.00013071349132692892, + "timestep_mean": 324.25, + "epsilon_norm": 4.280314922332764, + "prediction_norm": 2.3200764656066895, + "timestamp": "2025-07-14T12:34:28.033966" + }, + { + "epoch": 1530, + "batch_idx": 0, + "loss": 0.21427875757217407, + "learning_rate": 0.00013018445251069535, + "timestep_mean": 479.03125, + "epsilon_norm": 7.202629566192627, + "prediction_norm": 6.134235382080078, + "timestamp": "2025-07-14T12:34:28.040165" + }, + { + "epoch": 1530, + "batch_idx": 32, + "loss": 0.46961814165115356, + "learning_rate": 0.00013018445251069535, + "timestep_mean": 479.78125, + "epsilon_norm": 8.871574401855469, + "prediction_norm": 7.051857948303223, + "timestamp": "2025-07-14T12:34:28.050224" + }, + { + "epoch": 1530, + "batch_idx": 64, + "loss": 0.22531680762767792, + "learning_rate": 0.00013018445251069535, + "timestep_mean": 480.84375, + "epsilon_norm": 8.313817024230957, + "prediction_norm": 6.945290565490723, + "timestamp": "2025-07-14T12:34:28.056551" + }, + { + "epoch": 1530, + "batch_idx": 96, + "loss": 0.2888627052307129, + "learning_rate": 0.00013018445251069535, + "timestep_mean": 438.65625, + "epsilon_norm": 7.446263313293457, + "prediction_norm": 5.700400352478027, + "timestamp": "2025-07-14T12:34:28.063019" + }, + { + "epoch": 1530, + "batch_idx": 128, + "loss": 0.14669615030288696, + "learning_rate": 0.00013018445251069535, + "timestep_mean": 565.3125, + "epsilon_norm": 8.786492347717285, + "prediction_norm": 8.04998779296875, + "timestamp": "2025-07-14T12:34:28.068312" + }, + { + "epoch": 1530, + "batch_idx": 160, + "loss": 0.3364222049713135, + "learning_rate": 0.00013018445251069535, + "timestep_mean": 466.21875, + "epsilon_norm": 7.562573432922363, + "prediction_norm": 5.892489910125732, + "timestamp": "2025-07-14T12:34:28.074063" + }, + { + "epoch": 1530, + "batch_idx": 192, + "loss": 0.9866774082183838, + "learning_rate": 0.00013018445251069535, + "timestep_mean": 590.125, + "epsilon_norm": 6.5087480545043945, + "prediction_norm": 4.465449333190918, + "timestamp": "2025-07-14T12:34:28.079392" + }, + { + "epoch": 1531, + "batch_idx": 0, + "loss": 0.252871572971344, + "learning_rate": 0.00012965632617756268, + "timestep_mean": 468.15625, + "epsilon_norm": 8.271750450134277, + "prediction_norm": 7.7041850090026855, + "timestamp": "2025-07-14T12:34:28.084638" + }, + { + "epoch": 1531, + "batch_idx": 32, + "loss": 0.34845229983329773, + "learning_rate": 0.00012965632617756268, + "timestep_mean": 532.625, + "epsilon_norm": 7.8894429206848145, + "prediction_norm": 5.7536444664001465, + "timestamp": "2025-07-14T12:34:28.089763" + }, + { + "epoch": 1531, + "batch_idx": 64, + "loss": 0.4602307677268982, + "learning_rate": 0.00012965632617756268, + "timestep_mean": 459.3125, + "epsilon_norm": 8.775951385498047, + "prediction_norm": 6.311539173126221, + "timestamp": "2025-07-14T12:34:28.094887" + }, + { + "epoch": 1531, + "batch_idx": 96, + "loss": 0.2527869641780853, + "learning_rate": 0.00012965632617756268, + "timestep_mean": 577.125, + "epsilon_norm": 8.295236587524414, + "prediction_norm": 7.300498962402344, + "timestamp": "2025-07-14T12:34:28.100222" + }, + { + "epoch": 1531, + "batch_idx": 128, + "loss": 0.2097446322441101, + "learning_rate": 0.00012965632617756268, + "timestep_mean": 436.28125, + "epsilon_norm": 7.385629653930664, + "prediction_norm": 6.411520004272461, + "timestamp": "2025-07-14T12:34:28.105290" + }, + { + "epoch": 1531, + "batch_idx": 160, + "loss": 0.09737730026245117, + "learning_rate": 0.00012965632617756268, + "timestep_mean": 584.0625, + "epsilon_norm": 7.054662227630615, + "prediction_norm": 6.756645679473877, + "timestamp": "2025-07-14T12:34:28.110480" + }, + { + "epoch": 1531, + "batch_idx": 192, + "loss": 0.06542223691940308, + "learning_rate": 0.00012965632617756268, + "timestep_mean": 528.75, + "epsilon_norm": 4.165789604187012, + "prediction_norm": 4.017140865325928, + "timestamp": "2025-07-14T12:34:28.115558" + }, + { + "epoch": 1532, + "batch_idx": 0, + "loss": 0.19925056397914886, + "learning_rate": 0.00012912911363063053, + "timestep_mean": 564.53125, + "epsilon_norm": 8.081196784973145, + "prediction_norm": 7.107070446014404, + "timestamp": "2025-07-14T12:34:28.120752" + }, + { + "epoch": 1532, + "batch_idx": 32, + "loss": 0.2689446806907654, + "learning_rate": 0.00012912911363063053, + "timestep_mean": 471.375, + "epsilon_norm": 7.224891662597656, + "prediction_norm": 6.067286968231201, + "timestamp": "2025-07-14T12:34:28.125662" + }, + { + "epoch": 1532, + "batch_idx": 64, + "loss": 0.23844578862190247, + "learning_rate": 0.00012912911363063053, + "timestep_mean": 564.34375, + "epsilon_norm": 7.618492126464844, + "prediction_norm": 7.200027942657471, + "timestamp": "2025-07-14T12:34:28.130760" + }, + { + "epoch": 1532, + "batch_idx": 96, + "loss": 0.4174678325653076, + "learning_rate": 0.00012912911363063053, + "timestep_mean": 546.40625, + "epsilon_norm": 8.247513771057129, + "prediction_norm": 6.4793901443481445, + "timestamp": "2025-07-14T12:34:28.135973" + }, + { + "epoch": 1532, + "batch_idx": 128, + "loss": 0.3233199715614319, + "learning_rate": 0.00012912911363063053, + "timestep_mean": 467.3125, + "epsilon_norm": 7.541964530944824, + "prediction_norm": 6.095196723937988, + "timestamp": "2025-07-14T12:34:28.141271" + }, + { + "epoch": 1532, + "batch_idx": 160, + "loss": 0.2151867151260376, + "learning_rate": 0.00012912911363063053, + "timestep_mean": 470.46875, + "epsilon_norm": 9.038594245910645, + "prediction_norm": 8.459615707397461, + "timestamp": "2025-07-14T12:34:28.146660" + }, + { + "epoch": 1532, + "batch_idx": 192, + "loss": 0.11805133521556854, + "learning_rate": 0.00012912911363063053, + "timestep_mean": 629.125, + "epsilon_norm": 4.308159351348877, + "prediction_norm": 3.973970413208008, + "timestamp": "2025-07-14T12:34:28.152027" + }, + { + "epoch": 1533, + "batch_idx": 0, + "loss": 0.1678120493888855, + "learning_rate": 0.00012860281617074328, + "timestep_mean": 506.75, + "epsilon_norm": 6.65061616897583, + "prediction_norm": 5.93914270401001, + "timestamp": "2025-07-14T12:34:28.157353" + }, + { + "epoch": 1533, + "batch_idx": 32, + "loss": 0.19538727402687073, + "learning_rate": 0.00012860281617074328, + "timestep_mean": 544.125, + "epsilon_norm": 7.314480304718018, + "prediction_norm": 6.5984787940979, + "timestamp": "2025-07-14T12:34:28.162795" + }, + { + "epoch": 1533, + "batch_idx": 64, + "loss": 0.1473233699798584, + "learning_rate": 0.00012860281617074328, + "timestep_mean": 538.3125, + "epsilon_norm": 8.287389755249023, + "prediction_norm": 7.646319389343262, + "timestamp": "2025-07-14T12:34:28.168177" + }, + { + "epoch": 1533, + "batch_idx": 96, + "loss": 0.25366467237472534, + "learning_rate": 0.00012860281617074328, + "timestep_mean": 477.21875, + "epsilon_norm": 8.210975646972656, + "prediction_norm": 6.416740417480469, + "timestamp": "2025-07-14T12:34:28.173464" + }, + { + "epoch": 1533, + "batch_idx": 128, + "loss": 0.3631719946861267, + "learning_rate": 0.00012860281617074328, + "timestep_mean": 464.78125, + "epsilon_norm": 8.23147201538086, + "prediction_norm": 6.404553413391113, + "timestamp": "2025-07-14T12:34:28.178595" + }, + { + "epoch": 1533, + "batch_idx": 160, + "loss": 0.18970715999603271, + "learning_rate": 0.00012860281617074328, + "timestep_mean": 612.25, + "epsilon_norm": 8.29219913482666, + "prediction_norm": 7.235048770904541, + "timestamp": "2025-07-14T12:34:28.184029" + }, + { + "epoch": 1533, + "batch_idx": 192, + "loss": 0.33252617716789246, + "learning_rate": 0.00012860281617074328, + "timestep_mean": 364.5, + "epsilon_norm": 3.411282777786255, + "prediction_norm": 3.18391489982605, + "timestamp": "2025-07-14T12:34:28.189451" + }, + { + "epoch": 1534, + "batch_idx": 0, + "loss": 0.19250139594078064, + "learning_rate": 0.00012807743509648753, + "timestep_mean": 522.75, + "epsilon_norm": 8.876453399658203, + "prediction_norm": 7.977744102478027, + "timestamp": "2025-07-14T12:34:28.194620" + }, + { + "epoch": 1534, + "batch_idx": 32, + "loss": 0.27477702498435974, + "learning_rate": 0.00012807743509648753, + "timestep_mean": 468.6875, + "epsilon_norm": 8.330995559692383, + "prediction_norm": 7.5994873046875, + "timestamp": "2025-07-14T12:34:28.199933" + }, + { + "epoch": 1534, + "batch_idx": 64, + "loss": 0.24089089035987854, + "learning_rate": 0.00012807743509648753, + "timestep_mean": 555.3125, + "epsilon_norm": 8.984901428222656, + "prediction_norm": 7.710941314697266, + "timestamp": "2025-07-14T12:34:28.205195" + }, + { + "epoch": 1534, + "batch_idx": 96, + "loss": 0.40964698791503906, + "learning_rate": 0.00012807743509648753, + "timestep_mean": 493.96875, + "epsilon_norm": 7.860356330871582, + "prediction_norm": 5.699678421020508, + "timestamp": "2025-07-14T12:34:28.210379" + }, + { + "epoch": 1534, + "batch_idx": 128, + "loss": 0.126054584980011, + "learning_rate": 0.00012807743509648753, + "timestep_mean": 512.4375, + "epsilon_norm": 7.710468292236328, + "prediction_norm": 7.2431488037109375, + "timestamp": "2025-07-14T12:34:28.215632" + }, + { + "epoch": 1534, + "batch_idx": 160, + "loss": 0.17681771516799927, + "learning_rate": 0.00012807743509648753, + "timestep_mean": 546.4375, + "epsilon_norm": 7.37052059173584, + "prediction_norm": 7.0450520515441895, + "timestamp": "2025-07-14T12:34:28.220727" + }, + { + "epoch": 1534, + "batch_idx": 192, + "loss": 0.28201502561569214, + "learning_rate": 0.00012807743509648753, + "timestep_mean": 344.875, + "epsilon_norm": 3.9251809120178223, + "prediction_norm": 2.831894636154175, + "timestamp": "2025-07-14T12:34:28.225969" + }, + { + "epoch": 1535, + "batch_idx": 0, + "loss": 0.17504136264324188, + "learning_rate": 0.00012755297170418919, + "timestep_mean": 505.03125, + "epsilon_norm": 7.846040725708008, + "prediction_norm": 7.304781436920166, + "timestamp": "2025-07-14T12:34:28.231107" + }, + { + "epoch": 1535, + "batch_idx": 32, + "loss": 0.18006464838981628, + "learning_rate": 0.00012755297170418919, + "timestep_mean": 555.84375, + "epsilon_norm": 9.138014793395996, + "prediction_norm": 8.120437622070312, + "timestamp": "2025-07-14T12:34:28.236403" + }, + { + "epoch": 1535, + "batch_idx": 64, + "loss": 0.2867963910102844, + "learning_rate": 0.00012755297170418919, + "timestep_mean": 534.28125, + "epsilon_norm": 8.405473709106445, + "prediction_norm": 7.350924491882324, + "timestamp": "2025-07-14T12:34:28.241762" + }, + { + "epoch": 1535, + "batch_idx": 96, + "loss": 0.335345596075058, + "learning_rate": 0.00012755297170418919, + "timestep_mean": 398.0, + "epsilon_norm": 7.631810188293457, + "prediction_norm": 5.776979446411133, + "timestamp": "2025-07-14T12:34:28.246912" + }, + { + "epoch": 1535, + "batch_idx": 128, + "loss": 0.3810160756111145, + "learning_rate": 0.00012755297170418919, + "timestep_mean": 523.59375, + "epsilon_norm": 7.866860866546631, + "prediction_norm": 6.700288772583008, + "timestamp": "2025-07-14T12:34:28.252127" + }, + { + "epoch": 1535, + "batch_idx": 160, + "loss": 0.13326647877693176, + "learning_rate": 0.00012755297170418919, + "timestep_mean": 450.5625, + "epsilon_norm": 6.411807537078857, + "prediction_norm": 5.9702630043029785, + "timestamp": "2025-07-14T12:34:28.257427" + }, + { + "epoch": 1535, + "batch_idx": 192, + "loss": 0.0922805666923523, + "learning_rate": 0.00012755297170418919, + "timestep_mean": 613.75, + "epsilon_norm": 3.2965595722198486, + "prediction_norm": 3.1798627376556396, + "timestamp": "2025-07-14T12:34:28.262592" + }, + { + "epoch": 1536, + "batch_idx": 0, + "loss": 0.33115676045417786, + "learning_rate": 0.00012702942728790901, + "timestep_mean": 452.34375, + "epsilon_norm": 8.402836799621582, + "prediction_norm": 7.079946994781494, + "timestamp": "2025-07-14T12:34:28.267722" + }, + { + "epoch": 1536, + "batch_idx": 32, + "loss": 0.12757736444473267, + "learning_rate": 0.00012702942728790901, + "timestep_mean": 526.5, + "epsilon_norm": 7.295313358306885, + "prediction_norm": 7.722931861877441, + "timestamp": "2025-07-14T12:34:28.272923" + }, + { + "epoch": 1536, + "batch_idx": 64, + "loss": 0.6051571369171143, + "learning_rate": 0.00012702942728790901, + "timestep_mean": 485.6875, + "epsilon_norm": 9.152353286743164, + "prediction_norm": 7.230616569519043, + "timestamp": "2025-07-14T12:34:28.278165" + }, + { + "epoch": 1536, + "batch_idx": 96, + "loss": 0.26075291633605957, + "learning_rate": 0.00012702942728790901, + "timestep_mean": 523.0, + "epsilon_norm": 7.662198066711426, + "prediction_norm": 6.156056880950928, + "timestamp": "2025-07-14T12:34:28.283478" + }, + { + "epoch": 1536, + "batch_idx": 128, + "loss": 0.42150622606277466, + "learning_rate": 0.00012702942728790901, + "timestep_mean": 507.59375, + "epsilon_norm": 8.723959922790527, + "prediction_norm": 7.010214805603027, + "timestamp": "2025-07-14T12:34:28.295144" + }, + { + "epoch": 1536, + "batch_idx": 160, + "loss": 0.15021242201328278, + "learning_rate": 0.00012702942728790901, + "timestep_mean": 551.28125, + "epsilon_norm": 7.237964630126953, + "prediction_norm": 6.332912445068359, + "timestamp": "2025-07-14T12:34:28.301372" + }, + { + "epoch": 1536, + "batch_idx": 192, + "loss": 0.12759296596050262, + "learning_rate": 0.00012702942728790901, + "timestep_mean": 576.5, + "epsilon_norm": 3.4925646781921387, + "prediction_norm": 2.975782871246338, + "timestamp": "2025-07-14T12:34:28.311124" + }, + { + "epoch": 1537, + "batch_idx": 0, + "loss": 0.12327045947313309, + "learning_rate": 0.00012650680313944107, + "timestep_mean": 643.21875, + "epsilon_norm": 8.194510459899902, + "prediction_norm": 7.73135232925415, + "timestamp": "2025-07-14T12:34:28.318421" + }, + { + "epoch": 1537, + "batch_idx": 32, + "loss": 0.2553709149360657, + "learning_rate": 0.00012650680313944107, + "timestep_mean": 524.84375, + "epsilon_norm": 7.935324192047119, + "prediction_norm": 6.7426276206970215, + "timestamp": "2025-07-14T12:34:28.326265" + }, + { + "epoch": 1537, + "batch_idx": 64, + "loss": 0.1516304910182953, + "learning_rate": 0.00012650680313944107, + "timestep_mean": 458.8125, + "epsilon_norm": 8.04891586303711, + "prediction_norm": 7.587291240692139, + "timestamp": "2025-07-14T12:34:28.334606" + }, + { + "epoch": 1537, + "batch_idx": 96, + "loss": 0.2689768671989441, + "learning_rate": 0.00012650680313944107, + "timestep_mean": 422.6875, + "epsilon_norm": 8.10849666595459, + "prediction_norm": 6.603485107421875, + "timestamp": "2025-07-14T12:34:28.340918" + }, + { + "epoch": 1537, + "batch_idx": 128, + "loss": 0.38814324140548706, + "learning_rate": 0.00012650680313944107, + "timestep_mean": 455.96875, + "epsilon_norm": 7.320616245269775, + "prediction_norm": 6.106287956237793, + "timestamp": "2025-07-14T12:34:28.346918" + }, + { + "epoch": 1537, + "batch_idx": 160, + "loss": 0.23672199249267578, + "learning_rate": 0.00012650680313944107, + "timestep_mean": 445.71875, + "epsilon_norm": 8.566682815551758, + "prediction_norm": 7.604249000549316, + "timestamp": "2025-07-14T12:34:28.352919" + }, + { + "epoch": 1537, + "batch_idx": 192, + "loss": 0.09898334741592407, + "learning_rate": 0.00012650680313944107, + "timestep_mean": 684.625, + "epsilon_norm": 3.6076436042785645, + "prediction_norm": 3.7945163249969482, + "timestamp": "2025-07-14T12:34:28.359754" + }, + { + "epoch": 1538, + "batch_idx": 0, + "loss": 0.1355552077293396, + "learning_rate": 0.00012598510054830886, + "timestep_mean": 513.4375, + "epsilon_norm": 7.527454376220703, + "prediction_norm": 7.02353572845459, + "timestamp": "2025-07-14T12:34:28.368424" + }, + { + "epoch": 1538, + "batch_idx": 32, + "loss": 0.16735798120498657, + "learning_rate": 0.00012598510054830886, + "timestep_mean": 522.78125, + "epsilon_norm": 7.53215217590332, + "prediction_norm": 7.0070013999938965, + "timestamp": "2025-07-14T12:34:28.374570" + }, + { + "epoch": 1538, + "batch_idx": 64, + "loss": 0.15656176209449768, + "learning_rate": 0.00012598510054830886, + "timestep_mean": 458.0625, + "epsilon_norm": 7.990286827087402, + "prediction_norm": 7.150308132171631, + "timestamp": "2025-07-14T12:34:28.380594" + }, + { + "epoch": 1538, + "batch_idx": 96, + "loss": 0.3399917483329773, + "learning_rate": 0.00012598510054830886, + "timestep_mean": 466.625, + "epsilon_norm": 7.992981910705566, + "prediction_norm": 7.131186008453369, + "timestamp": "2025-07-14T12:34:28.386906" + }, + { + "epoch": 1538, + "batch_idx": 128, + "loss": 0.2998723089694977, + "learning_rate": 0.00012598510054830886, + "timestep_mean": 503.53125, + "epsilon_norm": 7.677610874176025, + "prediction_norm": 6.686192512512207, + "timestamp": "2025-07-14T12:34:28.393091" + }, + { + "epoch": 1538, + "batch_idx": 160, + "loss": 0.21333742141723633, + "learning_rate": 0.00012598510054830886, + "timestep_mean": 497.75, + "epsilon_norm": 9.454890251159668, + "prediction_norm": 8.412891387939453, + "timestamp": "2025-07-14T12:34:28.400815" + }, + { + "epoch": 1538, + "batch_idx": 192, + "loss": 0.24039241671562195, + "learning_rate": 0.00012598510054830886, + "timestep_mean": 438.125, + "epsilon_norm": 4.233438491821289, + "prediction_norm": 3.060809373855591, + "timestamp": "2025-07-14T12:34:28.410082" + }, + { + "epoch": 1539, + "batch_idx": 0, + "loss": 0.18296825885772705, + "learning_rate": 0.00012546432080176107, + "timestep_mean": 473.5625, + "epsilon_norm": 7.83233118057251, + "prediction_norm": 6.740060329437256, + "timestamp": "2025-07-14T12:34:28.416110" + }, + { + "epoch": 1539, + "batch_idx": 32, + "loss": 0.16164827346801758, + "learning_rate": 0.00012546432080176107, + "timestep_mean": 497.25, + "epsilon_norm": 7.548952102661133, + "prediction_norm": 6.468408107757568, + "timestamp": "2025-07-14T12:34:28.422754" + }, + { + "epoch": 1539, + "batch_idx": 64, + "loss": 0.2476610243320465, + "learning_rate": 0.00012546432080176107, + "timestep_mean": 450.09375, + "epsilon_norm": 7.995404243469238, + "prediction_norm": 6.599869251251221, + "timestamp": "2025-07-14T12:34:28.431143" + }, + { + "epoch": 1539, + "batch_idx": 96, + "loss": 0.32957401871681213, + "learning_rate": 0.00012546432080176107, + "timestep_mean": 461.46875, + "epsilon_norm": 7.144876956939697, + "prediction_norm": 6.1096296310424805, + "timestamp": "2025-07-14T12:34:28.438981" + }, + { + "epoch": 1539, + "batch_idx": 128, + "loss": 0.32716992497444153, + "learning_rate": 0.00012546432080176107, + "timestep_mean": 544.0625, + "epsilon_norm": 7.960572719573975, + "prediction_norm": 6.636517524719238, + "timestamp": "2025-07-14T12:34:28.445006" + }, + { + "epoch": 1539, + "batch_idx": 160, + "loss": 0.20285411179065704, + "learning_rate": 0.00012546432080176107, + "timestep_mean": 529.34375, + "epsilon_norm": 7.511318683624268, + "prediction_norm": 6.928480625152588, + "timestamp": "2025-07-14T12:34:28.452189" + }, + { + "epoch": 1539, + "batch_idx": 192, + "loss": 0.7099578976631165, + "learning_rate": 0.00012546432080176107, + "timestep_mean": 323.375, + "epsilon_norm": 3.8196048736572266, + "prediction_norm": 2.6858487129211426, + "timestamp": "2025-07-14T12:34:28.461869" + }, + { + "epoch": 1540, + "batch_idx": 0, + "loss": 0.20213884115219116, + "learning_rate": 0.00012494446518477025, + "timestep_mean": 453.59375, + "epsilon_norm": 7.49979829788208, + "prediction_norm": 6.189301013946533, + "timestamp": "2025-07-14T12:34:28.471234" + }, + { + "epoch": 1540, + "batch_idx": 32, + "loss": 0.3178739547729492, + "learning_rate": 0.00012494446518477025, + "timestep_mean": 519.28125, + "epsilon_norm": 7.714409828186035, + "prediction_norm": 6.086348056793213, + "timestamp": "2025-07-14T12:34:28.480894" + }, + { + "epoch": 1540, + "batch_idx": 64, + "loss": 0.22996889054775238, + "learning_rate": 0.00012494446518477025, + "timestep_mean": 507.5, + "epsilon_norm": 8.699938774108887, + "prediction_norm": 7.776904106140137, + "timestamp": "2025-07-14T12:34:28.488992" + }, + { + "epoch": 1540, + "batch_idx": 96, + "loss": 0.2087005078792572, + "learning_rate": 0.00012494446518477025, + "timestep_mean": 509.375, + "epsilon_norm": 6.737428188323975, + "prediction_norm": 5.443756580352783, + "timestamp": "2025-07-14T12:34:28.497617" + }, + { + "epoch": 1540, + "batch_idx": 128, + "loss": 0.2617607116699219, + "learning_rate": 0.00012494446518477025, + "timestep_mean": 480.3125, + "epsilon_norm": 8.488720893859863, + "prediction_norm": 7.45081901550293, + "timestamp": "2025-07-14T12:34:28.503258" + }, + { + "epoch": 1540, + "batch_idx": 160, + "loss": 0.22372546792030334, + "learning_rate": 0.00012494446518477025, + "timestep_mean": 499.125, + "epsilon_norm": 7.567446231842041, + "prediction_norm": 6.7113776206970215, + "timestamp": "2025-07-14T12:34:28.513253" + }, + { + "epoch": 1540, + "batch_idx": 192, + "loss": 0.0880969911813736, + "learning_rate": 0.00012494446518477025, + "timestep_mean": 501.0, + "epsilon_norm": 3.571136236190796, + "prediction_norm": 3.187622308731079, + "timestamp": "2025-07-14T12:34:28.518594" + }, + { + "epoch": 1541, + "batch_idx": 0, + "loss": 0.3280288875102997, + "learning_rate": 0.0001244255349800285, + "timestep_mean": 425.6875, + "epsilon_norm": 8.874813079833984, + "prediction_norm": 7.142716884613037, + "timestamp": "2025-07-14T12:34:28.523824" + }, + { + "epoch": 1541, + "batch_idx": 32, + "loss": 0.30949336290359497, + "learning_rate": 0.0001244255349800285, + "timestep_mean": 542.03125, + "epsilon_norm": 8.208065032958984, + "prediction_norm": 6.914806365966797, + "timestamp": "2025-07-14T12:34:28.529086" + }, + { + "epoch": 1541, + "batch_idx": 64, + "loss": 0.38664156198501587, + "learning_rate": 0.0001244255349800285, + "timestep_mean": 529.4375, + "epsilon_norm": 7.704944133758545, + "prediction_norm": 6.945914268493652, + "timestamp": "2025-07-14T12:34:28.534044" + }, + { + "epoch": 1541, + "batch_idx": 96, + "loss": 0.2215687483549118, + "learning_rate": 0.0001244255349800285, + "timestep_mean": 488.8125, + "epsilon_norm": 7.192571640014648, + "prediction_norm": 6.498908519744873, + "timestamp": "2025-07-14T12:34:28.539123" + }, + { + "epoch": 1541, + "batch_idx": 128, + "loss": 0.3804353177547455, + "learning_rate": 0.0001244255349800285, + "timestep_mean": 548.53125, + "epsilon_norm": 9.784097671508789, + "prediction_norm": 7.879220008850098, + "timestamp": "2025-07-14T12:34:28.544138" + }, + { + "epoch": 1541, + "batch_idx": 160, + "loss": 0.23879121243953705, + "learning_rate": 0.0001244255349800285, + "timestep_mean": 486.03125, + "epsilon_norm": 7.897452354431152, + "prediction_norm": 7.014170169830322, + "timestamp": "2025-07-14T12:34:28.549233" + }, + { + "epoch": 1541, + "batch_idx": 192, + "loss": 0.07381652295589447, + "learning_rate": 0.0001244255349800285, + "timestep_mean": 686.625, + "epsilon_norm": 3.2583842277526855, + "prediction_norm": 3.2112393379211426, + "timestamp": "2025-07-14T12:34:28.554289" + }, + { + "epoch": 1542, + "batch_idx": 0, + "loss": 0.22725442051887512, + "learning_rate": 0.0001239075314679444, + "timestep_mean": 478.3125, + "epsilon_norm": 8.86876106262207, + "prediction_norm": 8.098167419433594, + "timestamp": "2025-07-14T12:34:28.559361" + }, + { + "epoch": 1542, + "batch_idx": 32, + "loss": 0.21200409531593323, + "learning_rate": 0.0001239075314679444, + "timestep_mean": 475.3125, + "epsilon_norm": 7.188710689544678, + "prediction_norm": 6.4997124671936035, + "timestamp": "2025-07-14T12:34:28.564247" + }, + { + "epoch": 1542, + "batch_idx": 64, + "loss": 0.2017848789691925, + "learning_rate": 0.0001239075314679444, + "timestep_mean": 509.6875, + "epsilon_norm": 8.446097373962402, + "prediction_norm": 7.5409626960754395, + "timestamp": "2025-07-14T12:34:28.569234" + }, + { + "epoch": 1542, + "batch_idx": 96, + "loss": 0.2672833800315857, + "learning_rate": 0.0001239075314679444, + "timestep_mean": 461.59375, + "epsilon_norm": 7.990682125091553, + "prediction_norm": 6.648350715637207, + "timestamp": "2025-07-14T12:34:28.574155" + }, + { + "epoch": 1542, + "batch_idx": 128, + "loss": 0.16316772997379303, + "learning_rate": 0.0001239075314679444, + "timestep_mean": 537.03125, + "epsilon_norm": 7.364019870758057, + "prediction_norm": 6.609344005584717, + "timestamp": "2025-07-14T12:34:28.579151" + }, + { + "epoch": 1542, + "batch_idx": 160, + "loss": 0.26883840560913086, + "learning_rate": 0.0001239075314679444, + "timestep_mean": 609.6875, + "epsilon_norm": 7.797378063201904, + "prediction_norm": 6.460679531097412, + "timestamp": "2025-07-14T12:34:28.584252" + }, + { + "epoch": 1542, + "batch_idx": 192, + "loss": 0.15180039405822754, + "learning_rate": 0.0001239075314679444, + "timestep_mean": 513.5, + "epsilon_norm": 5.25827169418335, + "prediction_norm": 4.541801452636719, + "timestamp": "2025-07-14T12:34:28.589184" + }, + { + "epoch": 1543, + "batch_idx": 0, + "loss": 0.2686058580875397, + "learning_rate": 0.00012339045592664013, + "timestep_mean": 474.71875, + "epsilon_norm": 6.840328216552734, + "prediction_norm": 5.573856830596924, + "timestamp": "2025-07-14T12:34:28.594176" + }, + { + "epoch": 1543, + "batch_idx": 32, + "loss": 0.16993555426597595, + "learning_rate": 0.00012339045592664013, + "timestep_mean": 475.09375, + "epsilon_norm": 7.955926895141602, + "prediction_norm": 7.756269931793213, + "timestamp": "2025-07-14T12:34:28.599077" + }, + { + "epoch": 1543, + "batch_idx": 64, + "loss": 0.20417949557304382, + "learning_rate": 0.00012339045592664013, + "timestep_mean": 555.15625, + "epsilon_norm": 7.465754985809326, + "prediction_norm": 6.390139579772949, + "timestamp": "2025-07-14T12:34:28.604142" + }, + { + "epoch": 1543, + "batch_idx": 96, + "loss": 0.3189442455768585, + "learning_rate": 0.00012339045592664013, + "timestep_mean": 455.28125, + "epsilon_norm": 8.87177562713623, + "prediction_norm": 7.271071434020996, + "timestamp": "2025-07-14T12:34:28.609070" + }, + { + "epoch": 1543, + "batch_idx": 128, + "loss": 0.2191636562347412, + "learning_rate": 0.00012339045592664013, + "timestep_mean": 633.4375, + "epsilon_norm": 7.614262580871582, + "prediction_norm": 6.361598491668701, + "timestamp": "2025-07-14T12:34:28.614074" + }, + { + "epoch": 1543, + "batch_idx": 160, + "loss": 0.39771074056625366, + "learning_rate": 0.00012339045592664013, + "timestep_mean": 459.03125, + "epsilon_norm": 8.72858715057373, + "prediction_norm": 7.1496381759643555, + "timestamp": "2025-07-14T12:34:28.618973" + }, + { + "epoch": 1543, + "batch_idx": 192, + "loss": 0.19255831837654114, + "learning_rate": 0.00012339045592664013, + "timestep_mean": 489.0, + "epsilon_norm": 3.3788046836853027, + "prediction_norm": 3.180110216140747, + "timestamp": "2025-07-14T12:34:28.623935" + }, + { + "epoch": 1544, + "batch_idx": 0, + "loss": 0.17228202521800995, + "learning_rate": 0.0001228743096319481, + "timestep_mean": 548.0625, + "epsilon_norm": 8.089491844177246, + "prediction_norm": 7.1714959144592285, + "timestamp": "2025-07-14T12:34:28.628826" + }, + { + "epoch": 1544, + "batch_idx": 32, + "loss": 0.29381412267684937, + "learning_rate": 0.0001228743096319481, + "timestep_mean": 449.625, + "epsilon_norm": 8.18871784210205, + "prediction_norm": 6.238500595092773, + "timestamp": "2025-07-14T12:34:28.633899" + }, + { + "epoch": 1544, + "batch_idx": 64, + "loss": 0.1793404519557953, + "learning_rate": 0.0001228743096319481, + "timestep_mean": 512.8125, + "epsilon_norm": 7.809980392456055, + "prediction_norm": 7.212238311767578, + "timestamp": "2025-07-14T12:34:28.638803" + }, + { + "epoch": 1544, + "batch_idx": 96, + "loss": 0.20936459302902222, + "learning_rate": 0.0001228743096319481, + "timestep_mean": 487.8125, + "epsilon_norm": 7.56132698059082, + "prediction_norm": 6.802156448364258, + "timestamp": "2025-07-14T12:34:28.643827" + }, + { + "epoch": 1544, + "batch_idx": 128, + "loss": 0.34232163429260254, + "learning_rate": 0.0001228743096319481, + "timestep_mean": 467.9375, + "epsilon_norm": 8.586808204650879, + "prediction_norm": 6.895170211791992, + "timestamp": "2025-07-14T12:34:28.648760" + }, + { + "epoch": 1544, + "batch_idx": 160, + "loss": 0.36504262685775757, + "learning_rate": 0.0001228743096319481, + "timestep_mean": 381.09375, + "epsilon_norm": 8.621939659118652, + "prediction_norm": 6.572061061859131, + "timestamp": "2025-07-14T12:34:28.653684" + }, + { + "epoch": 1544, + "batch_idx": 192, + "loss": 0.418607234954834, + "learning_rate": 0.0001228743096319481, + "timestep_mean": 397.25, + "epsilon_norm": 3.7966558933258057, + "prediction_norm": 3.044337749481201, + "timestamp": "2025-07-14T12:34:28.658681" + }, + { + "epoch": 1545, + "batch_idx": 0, + "loss": 0.24701496958732605, + "learning_rate": 0.00012235909385740825, + "timestep_mean": 534.84375, + "epsilon_norm": 8.302011489868164, + "prediction_norm": 7.224536895751953, + "timestamp": "2025-07-14T12:34:28.663620" + }, + { + "epoch": 1545, + "batch_idx": 32, + "loss": 0.2575424909591675, + "learning_rate": 0.00012235909385740825, + "timestep_mean": 513.6875, + "epsilon_norm": 7.603647232055664, + "prediction_norm": 6.158050537109375, + "timestamp": "2025-07-14T12:34:28.668463" + }, + { + "epoch": 1545, + "batch_idx": 64, + "loss": 0.21163567900657654, + "learning_rate": 0.00012235909385740825, + "timestep_mean": 523.59375, + "epsilon_norm": 7.970613956451416, + "prediction_norm": 7.300998210906982, + "timestamp": "2025-07-14T12:34:28.673317" + }, + { + "epoch": 1545, + "batch_idx": 96, + "loss": 0.3804948329925537, + "learning_rate": 0.00012235909385740825, + "timestep_mean": 556.53125, + "epsilon_norm": 8.270203590393066, + "prediction_norm": 7.660417556762695, + "timestamp": "2025-07-14T12:34:28.678216" + }, + { + "epoch": 1545, + "batch_idx": 128, + "loss": 0.19431045651435852, + "learning_rate": 0.00012235909385740825, + "timestep_mean": 472.5625, + "epsilon_norm": 7.341069221496582, + "prediction_norm": 5.794191360473633, + "timestamp": "2025-07-14T12:34:28.683236" + }, + { + "epoch": 1545, + "batch_idx": 160, + "loss": 0.24840997159481049, + "learning_rate": 0.00012235909385740825, + "timestep_mean": 436.0625, + "epsilon_norm": 6.836280822753906, + "prediction_norm": 5.577474117279053, + "timestamp": "2025-07-14T12:34:28.688486" + }, + { + "epoch": 1545, + "batch_idx": 192, + "loss": 0.18130487203598022, + "learning_rate": 0.00012235909385740825, + "timestep_mean": 436.0, + "epsilon_norm": 3.6946089267730713, + "prediction_norm": 3.202120542526245, + "timestamp": "2025-07-14T12:34:28.693499" + }, + { + "epoch": 1546, + "batch_idx": 0, + "loss": 0.26465603709220886, + "learning_rate": 0.00012184480987426407, + "timestep_mean": 547.75, + "epsilon_norm": 8.246806144714355, + "prediction_norm": 6.951747417449951, + "timestamp": "2025-07-14T12:34:28.698876" + }, + { + "epoch": 1546, + "batch_idx": 32, + "loss": 0.45295074582099915, + "learning_rate": 0.00012184480987426407, + "timestep_mean": 449.1875, + "epsilon_norm": 8.083361625671387, + "prediction_norm": 6.5803985595703125, + "timestamp": "2025-07-14T12:34:28.705190" + }, + { + "epoch": 1546, + "batch_idx": 64, + "loss": 0.38524606823921204, + "learning_rate": 0.00012184480987426407, + "timestep_mean": 407.9375, + "epsilon_norm": 8.456375122070312, + "prediction_norm": 5.780344486236572, + "timestamp": "2025-07-14T12:34:28.718440" + }, + { + "epoch": 1546, + "batch_idx": 96, + "loss": 0.4715338945388794, + "learning_rate": 0.00012184480987426407, + "timestep_mean": 516.71875, + "epsilon_norm": 8.82791805267334, + "prediction_norm": 6.887967586517334, + "timestamp": "2025-07-14T12:34:28.726873" + }, + { + "epoch": 1546, + "batch_idx": 128, + "loss": 0.26927506923675537, + "learning_rate": 0.00012184480987426407, + "timestep_mean": 474.03125, + "epsilon_norm": 6.778100967407227, + "prediction_norm": 5.25168514251709, + "timestamp": "2025-07-14T12:34:28.734717" + }, + { + "epoch": 1546, + "batch_idx": 160, + "loss": 0.16463981568813324, + "learning_rate": 0.00012184480987426407, + "timestep_mean": 536.5, + "epsilon_norm": 8.60296630859375, + "prediction_norm": 8.255319595336914, + "timestamp": "2025-07-14T12:34:28.743123" + }, + { + "epoch": 1546, + "batch_idx": 192, + "loss": 0.2814408838748932, + "learning_rate": 0.00012184480987426407, + "timestep_mean": 439.875, + "epsilon_norm": 3.9042763710021973, + "prediction_norm": 3.1202642917633057, + "timestamp": "2025-07-14T12:34:28.751089" + }, + { + "epoch": 1547, + "batch_idx": 0, + "loss": 0.3066742420196533, + "learning_rate": 0.00012133145895146033, + "timestep_mean": 379.4375, + "epsilon_norm": 8.399940490722656, + "prediction_norm": 6.688532829284668, + "timestamp": "2025-07-14T12:34:28.757240" + }, + { + "epoch": 1547, + "batch_idx": 32, + "loss": 0.25094208121299744, + "learning_rate": 0.00012133145895146033, + "timestep_mean": 487.6875, + "epsilon_norm": 8.18700122833252, + "prediction_norm": 7.326484680175781, + "timestamp": "2025-07-14T12:34:28.763333" + }, + { + "epoch": 1547, + "batch_idx": 64, + "loss": 0.22110748291015625, + "learning_rate": 0.00012133145895146033, + "timestep_mean": 610.375, + "epsilon_norm": 7.784700870513916, + "prediction_norm": 6.539761543273926, + "timestamp": "2025-07-14T12:34:28.769161" + }, + { + "epoch": 1547, + "batch_idx": 96, + "loss": 0.2680956721305847, + "learning_rate": 0.00012133145895146033, + "timestep_mean": 462.125, + "epsilon_norm": 6.893956184387207, + "prediction_norm": 6.060095310211182, + "timestamp": "2025-07-14T12:34:28.775402" + }, + { + "epoch": 1547, + "batch_idx": 128, + "loss": 0.11892985552549362, + "learning_rate": 0.00012133145895146033, + "timestep_mean": 607.40625, + "epsilon_norm": 8.174234390258789, + "prediction_norm": 7.137964725494385, + "timestamp": "2025-07-14T12:34:28.781637" + }, + { + "epoch": 1547, + "batch_idx": 160, + "loss": 0.22276534140110016, + "learning_rate": 0.00012133145895146033, + "timestep_mean": 544.25, + "epsilon_norm": 8.151617050170898, + "prediction_norm": 7.039633750915527, + "timestamp": "2025-07-14T12:34:28.788026" + }, + { + "epoch": 1547, + "batch_idx": 192, + "loss": 0.2419530600309372, + "learning_rate": 0.00012133145895146033, + "timestep_mean": 594.0, + "epsilon_norm": 5.035034656524658, + "prediction_norm": 4.099338054656982, + "timestamp": "2025-07-14T12:34:28.794159" + }, + { + "epoch": 1548, + "batch_idx": 0, + "loss": 0.10672503709793091, + "learning_rate": 0.00012081904235563908, + "timestep_mean": 566.09375, + "epsilon_norm": 6.811578273773193, + "prediction_norm": 6.815649509429932, + "timestamp": "2025-07-14T12:34:28.800929" + }, + { + "epoch": 1548, + "batch_idx": 32, + "loss": 0.19962267577648163, + "learning_rate": 0.00012081904235563908, + "timestep_mean": 485.34375, + "epsilon_norm": 7.907980442047119, + "prediction_norm": 6.909053325653076, + "timestamp": "2025-07-14T12:34:28.807246" + }, + { + "epoch": 1548, + "batch_idx": 64, + "loss": 0.20615226030349731, + "learning_rate": 0.00012081904235563908, + "timestep_mean": 470.9375, + "epsilon_norm": 8.98005199432373, + "prediction_norm": 8.068819046020508, + "timestamp": "2025-07-14T12:34:28.814023" + }, + { + "epoch": 1548, + "batch_idx": 96, + "loss": 0.2946748435497284, + "learning_rate": 0.00012081904235563908, + "timestep_mean": 496.90625, + "epsilon_norm": 8.374429702758789, + "prediction_norm": 7.418859958648682, + "timestamp": "2025-07-14T12:34:28.819369" + }, + { + "epoch": 1548, + "batch_idx": 128, + "loss": 0.3045903444290161, + "learning_rate": 0.00012081904235563908, + "timestep_mean": 455.84375, + "epsilon_norm": 8.035442352294922, + "prediction_norm": 6.207601547241211, + "timestamp": "2025-07-14T12:34:28.825209" + }, + { + "epoch": 1548, + "batch_idx": 160, + "loss": 0.1953446865081787, + "learning_rate": 0.00012081904235563908, + "timestep_mean": 528.65625, + "epsilon_norm": 6.679985523223877, + "prediction_norm": 6.037069797515869, + "timestamp": "2025-07-14T12:34:28.830520" + }, + { + "epoch": 1548, + "batch_idx": 192, + "loss": 0.18912068009376526, + "learning_rate": 0.00012081904235563908, + "timestep_mean": 477.875, + "epsilon_norm": 3.263779640197754, + "prediction_norm": 2.745253086090088, + "timestamp": "2025-07-14T12:34:28.835874" + }, + { + "epoch": 1549, + "batch_idx": 0, + "loss": 0.3335452377796173, + "learning_rate": 0.00012030756135113787, + "timestep_mean": 478.125, + "epsilon_norm": 7.502713203430176, + "prediction_norm": 6.661500930786133, + "timestamp": "2025-07-14T12:34:28.841156" + }, + { + "epoch": 1549, + "batch_idx": 32, + "loss": 0.1905679553747177, + "learning_rate": 0.00012030756135113787, + "timestep_mean": 517.78125, + "epsilon_norm": 8.9089994430542, + "prediction_norm": 8.419711112976074, + "timestamp": "2025-07-14T12:34:28.846485" + }, + { + "epoch": 1549, + "batch_idx": 64, + "loss": 0.3843454420566559, + "learning_rate": 0.00012030756135113787, + "timestep_mean": 395.40625, + "epsilon_norm": 7.199802398681641, + "prediction_norm": 5.918967247009277, + "timestamp": "2025-07-14T12:34:28.851647" + }, + { + "epoch": 1549, + "batch_idx": 96, + "loss": 0.3772493004798889, + "learning_rate": 0.00012030756135113787, + "timestep_mean": 474.3125, + "epsilon_norm": 9.18984603881836, + "prediction_norm": 7.110138893127441, + "timestamp": "2025-07-14T12:34:28.856770" + }, + { + "epoch": 1549, + "batch_idx": 128, + "loss": 0.30408263206481934, + "learning_rate": 0.00012030756135113787, + "timestep_mean": 545.5, + "epsilon_norm": 7.23581600189209, + "prediction_norm": 5.48970365524292, + "timestamp": "2025-07-14T12:34:28.861919" + }, + { + "epoch": 1549, + "batch_idx": 160, + "loss": 0.2921561002731323, + "learning_rate": 0.00012030756135113787, + "timestep_mean": 512.09375, + "epsilon_norm": 8.116110801696777, + "prediction_norm": 6.609989166259766, + "timestamp": "2025-07-14T12:34:28.867274" + }, + { + "epoch": 1549, + "batch_idx": 192, + "loss": 0.15652874112129211, + "learning_rate": 0.00012030756135113787, + "timestep_mean": 509.125, + "epsilon_norm": 3.909907341003418, + "prediction_norm": 3.295205593109131, + "timestamp": "2025-07-14T12:34:28.872456" + }, + { + "epoch": 1550, + "batch_idx": 0, + "loss": 0.22761471569538116, + "learning_rate": 0.0001197970171999846, + "timestep_mean": 580.625, + "epsilon_norm": 7.590976238250732, + "prediction_norm": 6.775193691253662, + "timestamp": "2025-07-14T12:34:28.877529" + }, + { + "epoch": 1550, + "batch_idx": 32, + "loss": 0.23397739231586456, + "learning_rate": 0.0001197970171999846, + "timestep_mean": 505.9375, + "epsilon_norm": 7.873081207275391, + "prediction_norm": 7.41123104095459, + "timestamp": "2025-07-14T12:34:28.882688" + }, + { + "epoch": 1550, + "batch_idx": 64, + "loss": 0.2536712884902954, + "learning_rate": 0.0001197970171999846, + "timestep_mean": 456.53125, + "epsilon_norm": 6.031587600708008, + "prediction_norm": 5.327724933624268, + "timestamp": "2025-07-14T12:34:28.887784" + }, + { + "epoch": 1550, + "batch_idx": 96, + "loss": 0.4553256630897522, + "learning_rate": 0.0001197970171999846, + "timestep_mean": 459.25, + "epsilon_norm": 8.202164649963379, + "prediction_norm": 6.01953125, + "timestamp": "2025-07-14T12:34:28.892898" + }, + { + "epoch": 1550, + "batch_idx": 128, + "loss": 0.14650657773017883, + "learning_rate": 0.0001197970171999846, + "timestep_mean": 544.0625, + "epsilon_norm": 7.61138916015625, + "prediction_norm": 6.822376251220703, + "timestamp": "2025-07-14T12:34:28.898261" + }, + { + "epoch": 1550, + "batch_idx": 160, + "loss": 0.2595828175544739, + "learning_rate": 0.0001197970171999846, + "timestep_mean": 560.15625, + "epsilon_norm": 8.104313850402832, + "prediction_norm": 6.774871349334717, + "timestamp": "2025-07-14T12:34:28.903456" + }, + { + "epoch": 1550, + "batch_idx": 192, + "loss": 0.32589051127433777, + "learning_rate": 0.0001197970171999846, + "timestep_mean": 304.875, + "epsilon_norm": 4.884848594665527, + "prediction_norm": 3.6038010120391846, + "timestamp": "2025-07-14T12:34:28.908722" + }, + { + "epoch": 1551, + "batch_idx": 0, + "loss": 0.14857885241508484, + "learning_rate": 0.00011928741116189652, + "timestep_mean": 633.1875, + "epsilon_norm": 8.030562400817871, + "prediction_norm": 7.701486587524414, + "timestamp": "2025-07-14T12:34:28.913885" + }, + { + "epoch": 1551, + "batch_idx": 32, + "loss": 0.12499919533729553, + "learning_rate": 0.00011928741116189652, + "timestep_mean": 471.15625, + "epsilon_norm": 7.962827682495117, + "prediction_norm": 7.307060718536377, + "timestamp": "2025-07-14T12:34:28.919107" + }, + { + "epoch": 1551, + "batch_idx": 64, + "loss": 0.18284371495246887, + "learning_rate": 0.00011928741116189652, + "timestep_mean": 515.59375, + "epsilon_norm": 7.480447292327881, + "prediction_norm": 6.7337327003479, + "timestamp": "2025-07-14T12:34:28.924813" + }, + { + "epoch": 1551, + "batch_idx": 96, + "loss": 0.09554257243871689, + "learning_rate": 0.00011928741116189652, + "timestep_mean": 520.9375, + "epsilon_norm": 8.873395919799805, + "prediction_norm": 8.18798542022705, + "timestamp": "2025-07-14T12:34:28.929961" + }, + { + "epoch": 1551, + "batch_idx": 128, + "loss": 0.18107175827026367, + "learning_rate": 0.00011928741116189652, + "timestep_mean": 512.625, + "epsilon_norm": 7.659554481506348, + "prediction_norm": 6.546360015869141, + "timestamp": "2025-07-14T12:34:28.937332" + }, + { + "epoch": 1551, + "batch_idx": 160, + "loss": 0.24254052340984344, + "learning_rate": 0.00011928741116189652, + "timestep_mean": 512.0, + "epsilon_norm": 7.4723076820373535, + "prediction_norm": 5.743863582611084, + "timestamp": "2025-07-14T12:34:28.942470" + }, + { + "epoch": 1551, + "batch_idx": 192, + "loss": 0.38314080238342285, + "learning_rate": 0.00011928741116189652, + "timestep_mean": 381.125, + "epsilon_norm": 4.384318828582764, + "prediction_norm": 3.7504823207855225, + "timestamp": "2025-07-14T12:34:28.947771" + }, + { + "epoch": 1552, + "batch_idx": 0, + "loss": 0.26982152462005615, + "learning_rate": 0.00011877874449427619, + "timestep_mean": 555.59375, + "epsilon_norm": 7.657711982727051, + "prediction_norm": 6.440352439880371, + "timestamp": "2025-07-14T12:34:28.952762" + }, + { + "epoch": 1552, + "batch_idx": 32, + "loss": 0.34794488549232483, + "learning_rate": 0.00011877874449427619, + "timestep_mean": 494.125, + "epsilon_norm": 9.129481315612793, + "prediction_norm": 6.883243083953857, + "timestamp": "2025-07-14T12:34:28.957742" + }, + { + "epoch": 1552, + "batch_idx": 64, + "loss": 0.3290538489818573, + "learning_rate": 0.00011877874449427619, + "timestep_mean": 433.8125, + "epsilon_norm": 8.038146018981934, + "prediction_norm": 6.601088523864746, + "timestamp": "2025-07-14T12:34:28.962939" + }, + { + "epoch": 1552, + "batch_idx": 96, + "loss": 0.31596848368644714, + "learning_rate": 0.00011877874449427619, + "timestep_mean": 476.84375, + "epsilon_norm": 7.766106128692627, + "prediction_norm": 5.921665668487549, + "timestamp": "2025-07-14T12:34:28.967897" + }, + { + "epoch": 1552, + "batch_idx": 128, + "loss": 0.29102498292922974, + "learning_rate": 0.00011877874449427619, + "timestep_mean": 432.53125, + "epsilon_norm": 7.201282978057861, + "prediction_norm": 5.390805244445801, + "timestamp": "2025-07-14T12:34:28.972875" + }, + { + "epoch": 1552, + "batch_idx": 160, + "loss": 0.4825246334075928, + "learning_rate": 0.00011877874449427619, + "timestep_mean": 435.28125, + "epsilon_norm": 9.620818138122559, + "prediction_norm": 7.85044527053833, + "timestamp": "2025-07-14T12:34:28.977807" + }, + { + "epoch": 1552, + "batch_idx": 192, + "loss": 0.1562139391899109, + "learning_rate": 0.00011877874449427619, + "timestep_mean": 650.0, + "epsilon_norm": 4.388118267059326, + "prediction_norm": 3.4238290786743164, + "timestamp": "2025-07-14T12:34:28.982739" + }, + { + "epoch": 1553, + "batch_idx": 0, + "loss": 0.18038274347782135, + "learning_rate": 0.0001182710184522074, + "timestep_mean": 521.28125, + "epsilon_norm": 8.68689250946045, + "prediction_norm": 7.349080562591553, + "timestamp": "2025-07-14T12:34:28.987798" + }, + { + "epoch": 1553, + "batch_idx": 32, + "loss": 0.11232049763202667, + "learning_rate": 0.0001182710184522074, + "timestep_mean": 571.53125, + "epsilon_norm": 7.76604700088501, + "prediction_norm": 6.920966148376465, + "timestamp": "2025-07-14T12:34:28.992647" + }, + { + "epoch": 1553, + "batch_idx": 64, + "loss": 0.18268655240535736, + "learning_rate": 0.0001182710184522074, + "timestep_mean": 507.78125, + "epsilon_norm": 8.030323028564453, + "prediction_norm": 7.401682376861572, + "timestamp": "2025-07-14T12:34:28.998144" + }, + { + "epoch": 1553, + "batch_idx": 96, + "loss": 0.25956839323043823, + "learning_rate": 0.0001182710184522074, + "timestep_mean": 467.0, + "epsilon_norm": 7.699434757232666, + "prediction_norm": 6.030850410461426, + "timestamp": "2025-07-14T12:34:29.003373" + }, + { + "epoch": 1553, + "batch_idx": 128, + "loss": 0.28730878233909607, + "learning_rate": 0.0001182710184522074, + "timestep_mean": 455.84375, + "epsilon_norm": 9.18294906616211, + "prediction_norm": 7.0237250328063965, + "timestamp": "2025-07-14T12:34:29.008820" + }, + { + "epoch": 1553, + "batch_idx": 160, + "loss": 0.31765878200531006, + "learning_rate": 0.0001182710184522074, + "timestep_mean": 477.0, + "epsilon_norm": 7.164159297943115, + "prediction_norm": 5.462913513183594, + "timestamp": "2025-07-14T12:34:29.016020" + }, + { + "epoch": 1553, + "batch_idx": 192, + "loss": 0.37756484746932983, + "learning_rate": 0.0001182710184522074, + "timestep_mean": 434.375, + "epsilon_norm": 3.761824607849121, + "prediction_norm": 2.650024890899658, + "timestamp": "2025-07-14T12:34:29.021695" + }, + { + "epoch": 1554, + "batch_idx": 0, + "loss": 0.19883546233177185, + "learning_rate": 0.00011776423428845437, + "timestep_mean": 515.375, + "epsilon_norm": 7.426846027374268, + "prediction_norm": 6.736161708831787, + "timestamp": "2025-07-14T12:34:29.027844" + }, + { + "epoch": 1554, + "batch_idx": 32, + "loss": 0.3483794629573822, + "learning_rate": 0.00011776423428845437, + "timestep_mean": 585.5625, + "epsilon_norm": 8.407052040100098, + "prediction_norm": 6.924979209899902, + "timestamp": "2025-07-14T12:34:29.033687" + }, + { + "epoch": 1554, + "batch_idx": 64, + "loss": 0.2881764769554138, + "learning_rate": 0.00011776423428845437, + "timestep_mean": 442.28125, + "epsilon_norm": 6.569432735443115, + "prediction_norm": 6.027997016906738, + "timestamp": "2025-07-14T12:34:29.039004" + }, + { + "epoch": 1554, + "batch_idx": 96, + "loss": 0.169904887676239, + "learning_rate": 0.00011776423428845437, + "timestep_mean": 482.21875, + "epsilon_norm": 7.502880096435547, + "prediction_norm": 7.054375171661377, + "timestamp": "2025-07-14T12:34:29.044895" + }, + { + "epoch": 1554, + "batch_idx": 128, + "loss": 0.10038910806179047, + "learning_rate": 0.00011776423428845437, + "timestep_mean": 559.53125, + "epsilon_norm": 6.870532989501953, + "prediction_norm": 6.5493669509887695, + "timestamp": "2025-07-14T12:34:29.050304" + }, + { + "epoch": 1554, + "batch_idx": 160, + "loss": 0.250568687915802, + "learning_rate": 0.00011776423428845437, + "timestep_mean": 573.4375, + "epsilon_norm": 8.37181568145752, + "prediction_norm": 7.439795017242432, + "timestamp": "2025-07-14T12:34:29.055935" + }, + { + "epoch": 1554, + "batch_idx": 192, + "loss": 0.7815865278244019, + "learning_rate": 0.00011776423428845437, + "timestep_mean": 426.25, + "epsilon_norm": 4.732212543487549, + "prediction_norm": 3.1321563720703125, + "timestamp": "2025-07-14T12:34:29.063778" + }, + { + "epoch": 1555, + "batch_idx": 0, + "loss": 0.2068464159965515, + "learning_rate": 0.00011725839325345601, + "timestep_mean": 528.03125, + "epsilon_norm": 7.8822021484375, + "prediction_norm": 6.941980361938477, + "timestamp": "2025-07-14T12:34:29.069269" + }, + { + "epoch": 1555, + "batch_idx": 32, + "loss": 0.47912368178367615, + "learning_rate": 0.00011725839325345601, + "timestep_mean": 517.625, + "epsilon_norm": 7.540550708770752, + "prediction_norm": 6.395135402679443, + "timestamp": "2025-07-14T12:34:29.074251" + }, + { + "epoch": 1555, + "batch_idx": 64, + "loss": 0.3669411540031433, + "learning_rate": 0.00011725839325345601, + "timestep_mean": 513.40625, + "epsilon_norm": 8.29816722869873, + "prediction_norm": 6.737311363220215, + "timestamp": "2025-07-14T12:34:29.079375" + }, + { + "epoch": 1555, + "batch_idx": 96, + "loss": 0.3916977643966675, + "learning_rate": 0.00011725839325345601, + "timestep_mean": 463.40625, + "epsilon_norm": 8.291325569152832, + "prediction_norm": 6.9354023933410645, + "timestamp": "2025-07-14T12:34:29.084503" + }, + { + "epoch": 1555, + "batch_idx": 128, + "loss": 0.2056104689836502, + "learning_rate": 0.00011725839325345601, + "timestep_mean": 481.8125, + "epsilon_norm": 7.409645080566406, + "prediction_norm": 6.34107780456543, + "timestamp": "2025-07-14T12:34:29.090368" + }, + { + "epoch": 1555, + "batch_idx": 160, + "loss": 0.15373949706554413, + "learning_rate": 0.00011725839325345601, + "timestep_mean": 609.625, + "epsilon_norm": 7.37736177444458, + "prediction_norm": 6.707315444946289, + "timestamp": "2025-07-14T12:34:29.095718" + }, + { + "epoch": 1555, + "batch_idx": 192, + "loss": 0.2988511025905609, + "learning_rate": 0.00011725839325345601, + "timestep_mean": 606.875, + "epsilon_norm": 3.24723482131958, + "prediction_norm": 2.6972715854644775, + "timestamp": "2025-07-14T12:34:29.107015" + }, + { + "epoch": 1556, + "batch_idx": 0, + "loss": 0.32664987444877625, + "learning_rate": 0.00011675349659532504, + "timestep_mean": 469.15625, + "epsilon_norm": 8.06629753112793, + "prediction_norm": 5.993716239929199, + "timestamp": "2025-07-14T12:34:29.112626" + }, + { + "epoch": 1556, + "batch_idx": 32, + "loss": 0.40023425221443176, + "learning_rate": 0.00011675349659532504, + "timestep_mean": 518.75, + "epsilon_norm": 8.239107131958008, + "prediction_norm": 7.089168548583984, + "timestamp": "2025-07-14T12:34:29.117910" + }, + { + "epoch": 1556, + "batch_idx": 64, + "loss": 0.53337162733078, + "learning_rate": 0.00011675349659532504, + "timestep_mean": 483.1875, + "epsilon_norm": 9.522533416748047, + "prediction_norm": 7.440408706665039, + "timestamp": "2025-07-14T12:34:29.122998" + }, + { + "epoch": 1556, + "batch_idx": 96, + "loss": 0.41818636655807495, + "learning_rate": 0.00011675349659532504, + "timestep_mean": 500.9375, + "epsilon_norm": 10.256940841674805, + "prediction_norm": 8.498334884643555, + "timestamp": "2025-07-14T12:34:29.128108" + }, + { + "epoch": 1556, + "batch_idx": 128, + "loss": 0.11702940613031387, + "learning_rate": 0.00011675349659532504, + "timestep_mean": 514.0625, + "epsilon_norm": 7.658366680145264, + "prediction_norm": 7.283148765563965, + "timestamp": "2025-07-14T12:34:29.133222" + }, + { + "epoch": 1556, + "batch_idx": 160, + "loss": 0.2543659806251526, + "learning_rate": 0.00011675349659532504, + "timestep_mean": 498.125, + "epsilon_norm": 6.555442810058594, + "prediction_norm": 5.7664875984191895, + "timestamp": "2025-07-14T12:34:29.138183" + }, + { + "epoch": 1556, + "batch_idx": 192, + "loss": 0.16021905839443207, + "learning_rate": 0.00011675349659532504, + "timestep_mean": 425.5, + "epsilon_norm": 3.2706704139709473, + "prediction_norm": 3.279315710067749, + "timestamp": "2025-07-14T12:34:29.143209" + }, + { + "epoch": 1557, + "batch_idx": 0, + "loss": 0.5499494075775146, + "learning_rate": 0.00011624954555984408, + "timestep_mean": 427.65625, + "epsilon_norm": 9.373435020446777, + "prediction_norm": 7.370858192443848, + "timestamp": "2025-07-14T12:34:29.148231" + }, + { + "epoch": 1557, + "batch_idx": 32, + "loss": 0.21180418133735657, + "learning_rate": 0.00011624954555984408, + "timestep_mean": 524.71875, + "epsilon_norm": 8.639263153076172, + "prediction_norm": 7.744636535644531, + "timestamp": "2025-07-14T12:34:29.153200" + }, + { + "epoch": 1557, + "batch_idx": 64, + "loss": 0.32042816281318665, + "learning_rate": 0.00011624954555984408, + "timestep_mean": 508.625, + "epsilon_norm": 8.555290222167969, + "prediction_norm": 7.379486083984375, + "timestamp": "2025-07-14T12:34:29.158257" + }, + { + "epoch": 1557, + "batch_idx": 96, + "loss": 0.3041932284832001, + "learning_rate": 0.00011624954555984408, + "timestep_mean": 460.625, + "epsilon_norm": 8.45627212524414, + "prediction_norm": 6.950922966003418, + "timestamp": "2025-07-14T12:34:29.163365" + }, + { + "epoch": 1557, + "batch_idx": 128, + "loss": 0.17020300030708313, + "learning_rate": 0.00011624954555984408, + "timestep_mean": 535.4375, + "epsilon_norm": 7.15415096282959, + "prediction_norm": 6.328962802886963, + "timestamp": "2025-07-14T12:34:29.168263" + }, + { + "epoch": 1557, + "batch_idx": 160, + "loss": 0.1747620552778244, + "learning_rate": 0.00011624954555984408, + "timestep_mean": 492.90625, + "epsilon_norm": 7.0861406326293945, + "prediction_norm": 6.362488746643066, + "timestamp": "2025-07-14T12:34:29.173175" + }, + { + "epoch": 1557, + "batch_idx": 192, + "loss": 0.9285054206848145, + "learning_rate": 0.00011624954555984408, + "timestep_mean": 486.125, + "epsilon_norm": 4.0185651779174805, + "prediction_norm": 2.8535773754119873, + "timestamp": "2025-07-14T12:34:29.178118" + }, + { + "epoch": 1558, + "batch_idx": 0, + "loss": 0.3407399356365204, + "learning_rate": 0.0001157465413904617, + "timestep_mean": 486.78125, + "epsilon_norm": 7.134843826293945, + "prediction_norm": 5.640990734100342, + "timestamp": "2025-07-14T12:34:29.183099" + }, + { + "epoch": 1558, + "batch_idx": 32, + "loss": 0.1435086727142334, + "learning_rate": 0.0001157465413904617, + "timestep_mean": 522.71875, + "epsilon_norm": 6.769964694976807, + "prediction_norm": 6.068792819976807, + "timestamp": "2025-07-14T12:34:29.188202" + }, + { + "epoch": 1558, + "batch_idx": 64, + "loss": 0.3219476640224457, + "learning_rate": 0.0001157465413904617, + "timestep_mean": 435.28125, + "epsilon_norm": 8.511785507202148, + "prediction_norm": 7.1150288581848145, + "timestamp": "2025-07-14T12:34:29.193121" + }, + { + "epoch": 1558, + "batch_idx": 96, + "loss": 0.2812064588069916, + "learning_rate": 0.0001157465413904617, + "timestep_mean": 468.25, + "epsilon_norm": 7.754648208618164, + "prediction_norm": 6.624623775482178, + "timestamp": "2025-07-14T12:34:29.198044" + }, + { + "epoch": 1558, + "batch_idx": 128, + "loss": 0.26087141036987305, + "learning_rate": 0.0001157465413904617, + "timestep_mean": 569.5, + "epsilon_norm": 8.989269256591797, + "prediction_norm": 7.457152366638184, + "timestamp": "2025-07-14T12:34:29.202971" + }, + { + "epoch": 1558, + "batch_idx": 160, + "loss": 0.39674806594848633, + "learning_rate": 0.0001157465413904617, + "timestep_mean": 430.53125, + "epsilon_norm": 9.451309204101562, + "prediction_norm": 8.03102970123291, + "timestamp": "2025-07-14T12:34:29.207986" + }, + { + "epoch": 1558, + "batch_idx": 192, + "loss": 0.2850993871688843, + "learning_rate": 0.0001157465413904617, + "timestep_mean": 519.5, + "epsilon_norm": 3.8733255863189697, + "prediction_norm": 3.0811855792999268, + "timestamp": "2025-07-14T12:34:29.213051" + }, + { + "epoch": 1559, + "batch_idx": 0, + "loss": 0.14074856042861938, + "learning_rate": 0.00011524448532829107, + "timestep_mean": 563.75, + "epsilon_norm": 7.640213966369629, + "prediction_norm": 7.33305549621582, + "timestamp": "2025-07-14T12:34:29.218032" + }, + { + "epoch": 1559, + "batch_idx": 32, + "loss": 0.3463681638240814, + "learning_rate": 0.00011524448532829107, + "timestep_mean": 472.78125, + "epsilon_norm": 8.549283027648926, + "prediction_norm": 6.564448833465576, + "timestamp": "2025-07-14T12:34:29.222997" + }, + { + "epoch": 1559, + "batch_idx": 64, + "loss": 0.1775875687599182, + "learning_rate": 0.00011524448532829107, + "timestep_mean": 553.9375, + "epsilon_norm": 8.423417091369629, + "prediction_norm": 7.638424873352051, + "timestamp": "2025-07-14T12:34:29.227920" + }, + { + "epoch": 1559, + "batch_idx": 96, + "loss": 0.2794835567474365, + "learning_rate": 0.00011524448532829107, + "timestep_mean": 572.21875, + "epsilon_norm": 7.996119976043701, + "prediction_norm": 6.61292839050293, + "timestamp": "2025-07-14T12:34:29.232896" + }, + { + "epoch": 1559, + "batch_idx": 128, + "loss": 0.360599547624588, + "learning_rate": 0.00011524448532829107, + "timestep_mean": 430.875, + "epsilon_norm": 8.650283813476562, + "prediction_norm": 7.170693874359131, + "timestamp": "2025-07-14T12:34:29.237986" + }, + { + "epoch": 1559, + "batch_idx": 160, + "loss": 0.18221110105514526, + "learning_rate": 0.00011524448532829107, + "timestep_mean": 556.3125, + "epsilon_norm": 7.508141040802002, + "prediction_norm": 6.392994403839111, + "timestamp": "2025-07-14T12:34:29.242922" + }, + { + "epoch": 1559, + "batch_idx": 192, + "loss": 0.3823663890361786, + "learning_rate": 0.00011524448532829107, + "timestep_mean": 459.0, + "epsilon_norm": 4.595066547393799, + "prediction_norm": 3.568298816680908, + "timestamp": "2025-07-14T12:34:29.247898" + }, + { + "epoch": 1560, + "batch_idx": 0, + "loss": 0.2244860827922821, + "learning_rate": 0.00011474337861210544, + "timestep_mean": 427.28125, + "epsilon_norm": 7.76560115814209, + "prediction_norm": 6.742228984832764, + "timestamp": "2025-07-14T12:34:29.252855" + }, + { + "epoch": 1560, + "batch_idx": 32, + "loss": 0.3232840895652771, + "learning_rate": 0.00011474337861210544, + "timestep_mean": 434.0625, + "epsilon_norm": 8.150032043457031, + "prediction_norm": 6.676571369171143, + "timestamp": "2025-07-14T12:34:29.257789" + }, + { + "epoch": 1560, + "batch_idx": 64, + "loss": 0.2847914397716522, + "learning_rate": 0.00011474337861210544, + "timestep_mean": 497.875, + "epsilon_norm": 7.592591762542725, + "prediction_norm": 6.386541843414307, + "timestamp": "2025-07-14T12:34:29.262822" + }, + { + "epoch": 1560, + "batch_idx": 96, + "loss": 0.36867380142211914, + "learning_rate": 0.00011474337861210544, + "timestep_mean": 455.84375, + "epsilon_norm": 8.139723777770996, + "prediction_norm": 6.642356872558594, + "timestamp": "2025-07-14T12:34:29.267777" + }, + { + "epoch": 1560, + "batch_idx": 128, + "loss": 0.22422118484973907, + "learning_rate": 0.00011474337861210544, + "timestep_mean": 459.8125, + "epsilon_norm": 8.024548530578613, + "prediction_norm": 6.708344459533691, + "timestamp": "2025-07-14T12:34:29.272730" + }, + { + "epoch": 1560, + "batch_idx": 160, + "loss": 0.446090966463089, + "learning_rate": 0.00011474337861210544, + "timestep_mean": 476.78125, + "epsilon_norm": 8.40359878540039, + "prediction_norm": 5.9201250076293945, + "timestamp": "2025-07-14T12:34:29.277686" + }, + { + "epoch": 1560, + "batch_idx": 192, + "loss": 0.451494961977005, + "learning_rate": 0.00011474337861210544, + "timestep_mean": 381.125, + "epsilon_norm": 4.992728233337402, + "prediction_norm": 3.8968894481658936, + "timestamp": "2025-07-14T12:34:29.282550" + }, + { + "epoch": 1561, + "batch_idx": 0, + "loss": 0.05952121689915657, + "learning_rate": 0.00011424322247833575, + "timestep_mean": 562.3125, + "epsilon_norm": 8.105997085571289, + "prediction_norm": 7.88488245010376, + "timestamp": "2025-07-14T12:34:29.287649" + }, + { + "epoch": 1561, + "batch_idx": 32, + "loss": 0.5430339574813843, + "learning_rate": 0.00011424322247833575, + "timestep_mean": 410.15625, + "epsilon_norm": 9.355225563049316, + "prediction_norm": 6.9450531005859375, + "timestamp": "2025-07-14T12:34:29.292592" + }, + { + "epoch": 1561, + "batch_idx": 64, + "loss": 0.2751063406467438, + "learning_rate": 0.00011424322247833575, + "timestep_mean": 519.125, + "epsilon_norm": 8.128151893615723, + "prediction_norm": 6.872978210449219, + "timestamp": "2025-07-14T12:34:29.297585" + }, + { + "epoch": 1561, + "batch_idx": 96, + "loss": 0.24862615764141083, + "learning_rate": 0.00011424322247833575, + "timestep_mean": 460.96875, + "epsilon_norm": 7.894665718078613, + "prediction_norm": 6.839297771453857, + "timestamp": "2025-07-14T12:34:29.302516" + }, + { + "epoch": 1561, + "batch_idx": 128, + "loss": 0.3452754318714142, + "learning_rate": 0.00011424322247833575, + "timestep_mean": 341.6875, + "epsilon_norm": 7.664702415466309, + "prediction_norm": 5.962646484375, + "timestamp": "2025-07-14T12:34:29.307463" + }, + { + "epoch": 1561, + "batch_idx": 160, + "loss": 0.29159390926361084, + "learning_rate": 0.00011424322247833575, + "timestep_mean": 546.40625, + "epsilon_norm": 8.10799503326416, + "prediction_norm": 7.491747856140137, + "timestamp": "2025-07-14T12:34:29.312561" + }, + { + "epoch": 1561, + "batch_idx": 192, + "loss": 0.05822303891181946, + "learning_rate": 0.00011424322247833575, + "timestep_mean": 574.25, + "epsilon_norm": 2.7262587547302246, + "prediction_norm": 3.014826536178589, + "timestamp": "2025-07-14T12:34:29.317549" + }, + { + "epoch": 1562, + "batch_idx": 0, + "loss": 0.2951146960258484, + "learning_rate": 0.00011374401816106778, + "timestep_mean": 519.0625, + "epsilon_norm": 8.120096206665039, + "prediction_norm": 6.6083879470825195, + "timestamp": "2025-07-14T12:34:29.322498" + }, + { + "epoch": 1562, + "batch_idx": 32, + "loss": 0.3966241776943207, + "learning_rate": 0.00011374401816106778, + "timestep_mean": 403.78125, + "epsilon_norm": 7.675623416900635, + "prediction_norm": 6.372151851654053, + "timestamp": "2025-07-14T12:34:29.327482" + }, + { + "epoch": 1562, + "batch_idx": 64, + "loss": 0.3669610619544983, + "learning_rate": 0.00011374401816106778, + "timestep_mean": 432.75, + "epsilon_norm": 8.328632354736328, + "prediction_norm": 6.463488578796387, + "timestamp": "2025-07-14T12:34:29.332373" + }, + { + "epoch": 1562, + "batch_idx": 96, + "loss": 0.20837388932704926, + "learning_rate": 0.00011374401816106778, + "timestep_mean": 546.125, + "epsilon_norm": 7.165358543395996, + "prediction_norm": 6.258955955505371, + "timestamp": "2025-07-14T12:34:29.337340" + }, + { + "epoch": 1562, + "batch_idx": 128, + "loss": 0.319497674703598, + "learning_rate": 0.00011374401816106778, + "timestep_mean": 532.46875, + "epsilon_norm": 8.642983436584473, + "prediction_norm": 7.118407249450684, + "timestamp": "2025-07-14T12:34:29.343124" + }, + { + "epoch": 1562, + "batch_idx": 160, + "loss": 0.161283940076828, + "learning_rate": 0.00011374401816106778, + "timestep_mean": 442.28125, + "epsilon_norm": 7.190748691558838, + "prediction_norm": 6.779935836791992, + "timestamp": "2025-07-14T12:34:29.349570" + }, + { + "epoch": 1562, + "batch_idx": 192, + "loss": 0.24386417865753174, + "learning_rate": 0.00011374401816106778, + "timestep_mean": 289.875, + "epsilon_norm": 3.7349061965942383, + "prediction_norm": 3.2686097621917725, + "timestamp": "2025-07-14T12:34:29.365022" + }, + { + "epoch": 1563, + "batch_idx": 0, + "loss": 0.11515732109546661, + "learning_rate": 0.00011324576689203842, + "timestep_mean": 486.875, + "epsilon_norm": 6.607074737548828, + "prediction_norm": 6.355302333831787, + "timestamp": "2025-07-14T12:34:29.372087" + }, + { + "epoch": 1563, + "batch_idx": 32, + "loss": 0.3047817349433899, + "learning_rate": 0.00011324576689203842, + "timestep_mean": 433.5625, + "epsilon_norm": 7.6321539878845215, + "prediction_norm": 6.126655101776123, + "timestamp": "2025-07-14T12:34:29.380299" + }, + { + "epoch": 1563, + "batch_idx": 64, + "loss": 0.18380343914031982, + "learning_rate": 0.00011324576689203842, + "timestep_mean": 517.71875, + "epsilon_norm": 8.2788724899292, + "prediction_norm": 7.616716384887695, + "timestamp": "2025-07-14T12:34:29.388921" + }, + { + "epoch": 1563, + "batch_idx": 96, + "loss": 0.24799196422100067, + "learning_rate": 0.00011324576689203842, + "timestep_mean": 544.34375, + "epsilon_norm": 7.350503921508789, + "prediction_norm": 7.031247138977051, + "timestamp": "2025-07-14T12:34:29.397108" + }, + { + "epoch": 1563, + "batch_idx": 128, + "loss": 0.3456709384918213, + "learning_rate": 0.00011324576689203842, + "timestep_mean": 391.625, + "epsilon_norm": 7.983992099761963, + "prediction_norm": 6.690125942230225, + "timestamp": "2025-07-14T12:34:29.405405" + }, + { + "epoch": 1563, + "batch_idx": 160, + "loss": 0.314983606338501, + "learning_rate": 0.00011324576689203842, + "timestep_mean": 515.1875, + "epsilon_norm": 8.589315414428711, + "prediction_norm": 6.783679008483887, + "timestamp": "2025-07-14T12:34:29.411581" + }, + { + "epoch": 1563, + "batch_idx": 192, + "loss": 0.3814127445220947, + "learning_rate": 0.00011324576689203842, + "timestep_mean": 421.25, + "epsilon_norm": 3.9500792026519775, + "prediction_norm": 2.677129030227661, + "timestamp": "2025-07-14T12:34:29.417799" + }, + { + "epoch": 1564, + "batch_idx": 0, + "loss": 0.1949245184659958, + "learning_rate": 0.00011274846990063315, + "timestep_mean": 555.25, + "epsilon_norm": 6.928218841552734, + "prediction_norm": 6.064349174499512, + "timestamp": "2025-07-14T12:34:29.425896" + }, + { + "epoch": 1564, + "batch_idx": 32, + "loss": 0.2598764896392822, + "learning_rate": 0.00011274846990063315, + "timestep_mean": 533.6875, + "epsilon_norm": 7.722479343414307, + "prediction_norm": 6.002089023590088, + "timestamp": "2025-07-14T12:34:29.431657" + }, + { + "epoch": 1564, + "batch_idx": 64, + "loss": 0.12368202209472656, + "learning_rate": 0.00011274846990063315, + "timestep_mean": 635.15625, + "epsilon_norm": 7.864852428436279, + "prediction_norm": 7.3110456466674805, + "timestamp": "2025-07-14T12:34:29.439472" + }, + { + "epoch": 1564, + "batch_idx": 96, + "loss": 0.14667931199073792, + "learning_rate": 0.00011274846990063315, + "timestep_mean": 493.78125, + "epsilon_norm": 7.920163154602051, + "prediction_norm": 7.026605606079102, + "timestamp": "2025-07-14T12:34:29.445590" + }, + { + "epoch": 1564, + "batch_idx": 128, + "loss": 0.25732558965682983, + "learning_rate": 0.00011274846990063315, + "timestep_mean": 480.8125, + "epsilon_norm": 8.368003845214844, + "prediction_norm": 7.009675025939941, + "timestamp": "2025-07-14T12:34:29.451300" + }, + { + "epoch": 1564, + "batch_idx": 160, + "loss": 0.3249593675136566, + "learning_rate": 0.00011274846990063315, + "timestep_mean": 431.34375, + "epsilon_norm": 7.892227649688721, + "prediction_norm": 6.894811630249023, + "timestamp": "2025-07-14T12:34:29.457073" + }, + { + "epoch": 1564, + "batch_idx": 192, + "loss": 0.05014362931251526, + "learning_rate": 0.00011274846990063315, + "timestep_mean": 601.5, + "epsilon_norm": 3.6364989280700684, + "prediction_norm": 3.3722360134124756, + "timestamp": "2025-07-14T12:34:29.462308" + }, + { + "epoch": 1565, + "batch_idx": 0, + "loss": 0.3626653254032135, + "learning_rate": 0.00011225212841388282, + "timestep_mean": 572.03125, + "epsilon_norm": 7.912062644958496, + "prediction_norm": 6.957863807678223, + "timestamp": "2025-07-14T12:34:29.467705" + }, + { + "epoch": 1565, + "batch_idx": 32, + "loss": 0.23492223024368286, + "learning_rate": 0.00011225212841388282, + "timestep_mean": 448.71875, + "epsilon_norm": 7.976684093475342, + "prediction_norm": 6.505499839782715, + "timestamp": "2025-07-14T12:34:29.472781" + }, + { + "epoch": 1565, + "batch_idx": 64, + "loss": 0.24939599633216858, + "learning_rate": 0.00011225212841388282, + "timestep_mean": 456.6875, + "epsilon_norm": 7.1559367179870605, + "prediction_norm": 5.845524787902832, + "timestamp": "2025-07-14T12:34:29.477929" + }, + { + "epoch": 1565, + "batch_idx": 96, + "loss": 0.5651829242706299, + "learning_rate": 0.00011225212841388282, + "timestep_mean": 508.84375, + "epsilon_norm": 7.780148029327393, + "prediction_norm": 5.577662467956543, + "timestamp": "2025-07-14T12:34:29.483235" + }, + { + "epoch": 1565, + "batch_idx": 128, + "loss": 0.3237285017967224, + "learning_rate": 0.00011225212841388282, + "timestep_mean": 568.1875, + "epsilon_norm": 8.545806884765625, + "prediction_norm": 7.359452724456787, + "timestamp": "2025-07-14T12:34:29.488311" + }, + { + "epoch": 1565, + "batch_idx": 160, + "loss": 0.14298966526985168, + "learning_rate": 0.00011225212841388282, + "timestep_mean": 549.71875, + "epsilon_norm": 8.04818344116211, + "prediction_norm": 7.569197177886963, + "timestamp": "2025-07-14T12:34:29.493358" + }, + { + "epoch": 1565, + "batch_idx": 192, + "loss": 0.3210376799106598, + "learning_rate": 0.00011225212841388282, + "timestep_mean": 518.25, + "epsilon_norm": 4.749475479125977, + "prediction_norm": 4.458433628082275, + "timestamp": "2025-07-14T12:34:29.498612" + }, + { + "epoch": 1566, + "batch_idx": 0, + "loss": 0.25458142161369324, + "learning_rate": 0.00011175674365646083, + "timestep_mean": 528.0, + "epsilon_norm": 7.446470260620117, + "prediction_norm": 5.917273998260498, + "timestamp": "2025-07-14T12:34:29.503600" + }, + { + "epoch": 1566, + "batch_idx": 32, + "loss": 0.15523982048034668, + "learning_rate": 0.00011175674365646083, + "timestep_mean": 518.09375, + "epsilon_norm": 7.999553680419922, + "prediction_norm": 6.819956302642822, + "timestamp": "2025-07-14T12:34:29.508652" + }, + { + "epoch": 1566, + "batch_idx": 64, + "loss": 0.40280526876449585, + "learning_rate": 0.00011175674365646083, + "timestep_mean": 489.5, + "epsilon_norm": 8.543734550476074, + "prediction_norm": 6.427739143371582, + "timestamp": "2025-07-14T12:34:29.513645" + }, + { + "epoch": 1566, + "batch_idx": 96, + "loss": 0.13172243535518646, + "learning_rate": 0.00011175674365646083, + "timestep_mean": 498.96875, + "epsilon_norm": 7.62324333190918, + "prediction_norm": 7.130527973175049, + "timestamp": "2025-07-14T12:34:29.518560" + }, + { + "epoch": 1566, + "batch_idx": 128, + "loss": 0.25334858894348145, + "learning_rate": 0.00011175674365646083, + "timestep_mean": 524.53125, + "epsilon_norm": 7.626412391662598, + "prediction_norm": 6.633161544799805, + "timestamp": "2025-07-14T12:34:29.523921" + }, + { + "epoch": 1566, + "batch_idx": 160, + "loss": 0.1854093074798584, + "learning_rate": 0.00011175674365646083, + "timestep_mean": 513.3125, + "epsilon_norm": 7.658825874328613, + "prediction_norm": 6.61692476272583, + "timestamp": "2025-07-14T12:34:29.531137" + }, + { + "epoch": 1566, + "batch_idx": 192, + "loss": 0.12877757847309113, + "learning_rate": 0.00011175674365646083, + "timestep_mean": 462.75, + "epsilon_norm": 4.137506484985352, + "prediction_norm": 4.108834266662598, + "timestamp": "2025-07-14T12:34:29.543873" + }, + { + "epoch": 1567, + "batch_idx": 0, + "loss": 0.34707963466644287, + "learning_rate": 0.00011126231685067956, + "timestep_mean": 442.28125, + "epsilon_norm": 7.96074914932251, + "prediction_norm": 5.9326491355896, + "timestamp": "2025-07-14T12:34:29.550227" + }, + { + "epoch": 1567, + "batch_idx": 32, + "loss": 0.2669028341770172, + "learning_rate": 0.00011126231685067956, + "timestep_mean": 519.625, + "epsilon_norm": 8.589256286621094, + "prediction_norm": 7.503971099853516, + "timestamp": "2025-07-14T12:34:29.555861" + }, + { + "epoch": 1567, + "batch_idx": 64, + "loss": 0.28833237290382385, + "learning_rate": 0.00011126231685067956, + "timestep_mean": 516.25, + "epsilon_norm": 7.904598236083984, + "prediction_norm": 6.494758605957031, + "timestamp": "2025-07-14T12:34:29.566200" + }, + { + "epoch": 1567, + "batch_idx": 96, + "loss": 0.3079507052898407, + "learning_rate": 0.00011126231685067956, + "timestep_mean": 560.75, + "epsilon_norm": 8.151902198791504, + "prediction_norm": 7.142376899719238, + "timestamp": "2025-07-14T12:34:29.575305" + }, + { + "epoch": 1567, + "batch_idx": 128, + "loss": 0.36423712968826294, + "learning_rate": 0.00011126231685067956, + "timestep_mean": 466.59375, + "epsilon_norm": 8.762761116027832, + "prediction_norm": 6.7473626136779785, + "timestamp": "2025-07-14T12:34:29.585616" + }, + { + "epoch": 1567, + "batch_idx": 160, + "loss": 0.22566020488739014, + "learning_rate": 0.00011126231685067956, + "timestep_mean": 505.0625, + "epsilon_norm": 8.300553321838379, + "prediction_norm": 6.72796630859375, + "timestamp": "2025-07-14T12:34:29.594812" + }, + { + "epoch": 1567, + "batch_idx": 192, + "loss": 0.36996787786483765, + "learning_rate": 0.00011126231685067956, + "timestep_mean": 402.125, + "epsilon_norm": 4.585994243621826, + "prediction_norm": 3.574172258377075, + "timestamp": "2025-07-14T12:34:29.602024" + }, + { + "epoch": 1568, + "batch_idx": 0, + "loss": 0.6001790761947632, + "learning_rate": 0.00011076884921648833, + "timestep_mean": 443.875, + "epsilon_norm": 9.45070743560791, + "prediction_norm": 6.76131534576416, + "timestamp": "2025-07-14T12:34:29.608052" + }, + { + "epoch": 1568, + "batch_idx": 32, + "loss": 0.2000260353088379, + "learning_rate": 0.00011076884921648833, + "timestep_mean": 489.34375, + "epsilon_norm": 7.31836462020874, + "prediction_norm": 6.834695816040039, + "timestamp": "2025-07-14T12:34:29.614209" + }, + { + "epoch": 1568, + "batch_idx": 64, + "loss": 0.23597531020641327, + "learning_rate": 0.00011076884921648833, + "timestep_mean": 500.21875, + "epsilon_norm": 8.111541748046875, + "prediction_norm": 6.348677158355713, + "timestamp": "2025-07-14T12:34:29.622289" + }, + { + "epoch": 1568, + "batch_idx": 96, + "loss": 0.3905051648616791, + "learning_rate": 0.00011076884921648833, + "timestep_mean": 473.4375, + "epsilon_norm": 8.82714557647705, + "prediction_norm": 7.279679775238037, + "timestamp": "2025-07-14T12:34:29.628072" + }, + { + "epoch": 1568, + "batch_idx": 128, + "loss": 0.36793050169944763, + "learning_rate": 0.00011076884921648833, + "timestep_mean": 435.40625, + "epsilon_norm": 7.833518028259277, + "prediction_norm": 6.443249702453613, + "timestamp": "2025-07-14T12:34:29.633235" + }, + { + "epoch": 1568, + "batch_idx": 160, + "loss": 0.22714346647262573, + "learning_rate": 0.00011076884921648833, + "timestep_mean": 512.0625, + "epsilon_norm": 8.07400894165039, + "prediction_norm": 7.193734169006348, + "timestamp": "2025-07-14T12:34:29.639030" + }, + { + "epoch": 1568, + "batch_idx": 192, + "loss": 0.44199520349502563, + "learning_rate": 0.00011076884921648833, + "timestep_mean": 627.625, + "epsilon_norm": 4.756828784942627, + "prediction_norm": 4.473270416259766, + "timestamp": "2025-07-14T12:34:29.644279" + }, + { + "epoch": 1569, + "batch_idx": 0, + "loss": 0.13789141178131104, + "learning_rate": 0.00011027634197146929, + "timestep_mean": 515.4375, + "epsilon_norm": 6.652789115905762, + "prediction_norm": 5.966996669769287, + "timestamp": "2025-07-14T12:34:29.649623" + }, + { + "epoch": 1569, + "batch_idx": 32, + "loss": 0.22463372349739075, + "learning_rate": 0.00011027634197146929, + "timestep_mean": 391.65625, + "epsilon_norm": 7.972354888916016, + "prediction_norm": 6.531433582305908, + "timestamp": "2025-07-14T12:34:29.656097" + }, + { + "epoch": 1569, + "batch_idx": 64, + "loss": 0.21580788493156433, + "learning_rate": 0.00011027634197146929, + "timestep_mean": 521.0625, + "epsilon_norm": 8.642111778259277, + "prediction_norm": 7.845979690551758, + "timestamp": "2025-07-14T12:34:29.661855" + }, + { + "epoch": 1569, + "batch_idx": 96, + "loss": 0.25083115696907043, + "learning_rate": 0.00011027634197146929, + "timestep_mean": 412.21875, + "epsilon_norm": 6.778383255004883, + "prediction_norm": 5.495146751403809, + "timestamp": "2025-07-14T12:34:29.668701" + }, + { + "epoch": 1569, + "batch_idx": 128, + "loss": 0.2046995311975479, + "learning_rate": 0.00011027634197146929, + "timestep_mean": 529.40625, + "epsilon_norm": 7.689508438110352, + "prediction_norm": 7.2361907958984375, + "timestamp": "2025-07-14T12:34:29.674246" + }, + { + "epoch": 1569, + "batch_idx": 160, + "loss": 0.18775424361228943, + "learning_rate": 0.00011027634197146929, + "timestep_mean": 582.125, + "epsilon_norm": 8.29208755493164, + "prediction_norm": 7.53196382522583, + "timestamp": "2025-07-14T12:34:29.680783" + }, + { + "epoch": 1569, + "batch_idx": 192, + "loss": 0.840717613697052, + "learning_rate": 0.00011027634197146929, + "timestep_mean": 495.5, + "epsilon_norm": 5.012826919555664, + "prediction_norm": 3.3812575340270996, + "timestamp": "2025-07-14T12:34:29.686554" + }, + { + "epoch": 1570, + "batch_idx": 0, + "loss": 0.27397871017456055, + "learning_rate": 0.0001097847963308351, + "timestep_mean": 581.03125, + "epsilon_norm": 8.281070709228516, + "prediction_norm": 6.687669277191162, + "timestamp": "2025-07-14T12:34:29.694521" + }, + { + "epoch": 1570, + "batch_idx": 32, + "loss": 0.25342193245887756, + "learning_rate": 0.0001097847963308351, + "timestep_mean": 513.09375, + "epsilon_norm": 7.166887283325195, + "prediction_norm": 6.644359111785889, + "timestamp": "2025-07-14T12:34:29.701200" + }, + { + "epoch": 1570, + "batch_idx": 64, + "loss": 0.2835776209831238, + "learning_rate": 0.0001097847963308351, + "timestep_mean": 514.9375, + "epsilon_norm": 7.932623863220215, + "prediction_norm": 6.550640106201172, + "timestamp": "2025-07-14T12:34:29.707111" + }, + { + "epoch": 1570, + "batch_idx": 96, + "loss": 0.15967699885368347, + "learning_rate": 0.0001097847963308351, + "timestep_mean": 578.6875, + "epsilon_norm": 7.862384796142578, + "prediction_norm": 7.532113552093506, + "timestamp": "2025-07-14T12:34:29.717723" + }, + { + "epoch": 1570, + "batch_idx": 128, + "loss": 0.32473188638687134, + "learning_rate": 0.0001097847963308351, + "timestep_mean": 522.3125, + "epsilon_norm": 7.837809085845947, + "prediction_norm": 7.140661239624023, + "timestamp": "2025-07-14T12:34:29.727447" + }, + { + "epoch": 1570, + "batch_idx": 160, + "loss": 0.29696863889694214, + "learning_rate": 0.0001097847963308351, + "timestep_mean": 478.6875, + "epsilon_norm": 6.880119323730469, + "prediction_norm": 6.0224289894104, + "timestamp": "2025-07-14T12:34:29.735984" + }, + { + "epoch": 1570, + "batch_idx": 192, + "loss": 0.5237424373626709, + "learning_rate": 0.0001097847963308351, + "timestep_mean": 589.75, + "epsilon_norm": 3.7994208335876465, + "prediction_norm": 2.5516345500946045, + "timestamp": "2025-07-14T12:34:29.742500" + }, + { + "epoch": 1571, + "batch_idx": 0, + "loss": 0.3287964463233948, + "learning_rate": 0.00010929421350742601, + "timestep_mean": 412.9375, + "epsilon_norm": 8.320685386657715, + "prediction_norm": 7.4929938316345215, + "timestamp": "2025-07-14T12:34:29.752447" + }, + { + "epoch": 1571, + "batch_idx": 32, + "loss": 0.2279188632965088, + "learning_rate": 0.00010929421350742601, + "timestep_mean": 507.78125, + "epsilon_norm": 8.635009765625, + "prediction_norm": 7.649865627288818, + "timestamp": "2025-07-14T12:34:29.758991" + }, + { + "epoch": 1571, + "batch_idx": 64, + "loss": 0.21886023879051208, + "learning_rate": 0.00010929421350742601, + "timestep_mean": 441.28125, + "epsilon_norm": 8.451838493347168, + "prediction_norm": 7.221818923950195, + "timestamp": "2025-07-14T12:34:29.767385" + }, + { + "epoch": 1571, + "batch_idx": 96, + "loss": 0.20246775448322296, + "learning_rate": 0.00010929421350742601, + "timestep_mean": 534.28125, + "epsilon_norm": 7.7925238609313965, + "prediction_norm": 7.0385212898254395, + "timestamp": "2025-07-14T12:34:29.780079" + }, + { + "epoch": 1571, + "batch_idx": 128, + "loss": 0.24940107762813568, + "learning_rate": 0.00010929421350742601, + "timestep_mean": 413.15625, + "epsilon_norm": 8.152665138244629, + "prediction_norm": 7.531879425048828, + "timestamp": "2025-07-14T12:34:29.787697" + }, + { + "epoch": 1571, + "batch_idx": 160, + "loss": 0.48360583186149597, + "learning_rate": 0.00010929421350742601, + "timestep_mean": 550.0625, + "epsilon_norm": 8.358461380004883, + "prediction_norm": 7.50698709487915, + "timestamp": "2025-07-14T12:34:29.796946" + }, + { + "epoch": 1571, + "batch_idx": 192, + "loss": 0.2619602382183075, + "learning_rate": 0.00010929421350742601, + "timestep_mean": 451.625, + "epsilon_norm": 4.46924352645874, + "prediction_norm": 4.1443772315979, + "timestamp": "2025-07-14T12:34:29.806091" + }, + { + "epoch": 1572, + "batch_idx": 0, + "loss": 0.144734188914299, + "learning_rate": 0.00010880459471170594, + "timestep_mean": 567.40625, + "epsilon_norm": 7.068885803222656, + "prediction_norm": 6.520621299743652, + "timestamp": "2025-07-14T12:34:29.813918" + }, + { + "epoch": 1572, + "batch_idx": 32, + "loss": 0.23107066750526428, + "learning_rate": 0.00010880459471170594, + "timestep_mean": 493.65625, + "epsilon_norm": 7.944366455078125, + "prediction_norm": 7.150104522705078, + "timestamp": "2025-07-14T12:34:29.820187" + }, + { + "epoch": 1572, + "batch_idx": 64, + "loss": 0.23149938881397247, + "learning_rate": 0.00010880459471170594, + "timestep_mean": 456.21875, + "epsilon_norm": 7.332962989807129, + "prediction_norm": 6.863330364227295, + "timestamp": "2025-07-14T12:34:29.826329" + }, + { + "epoch": 1572, + "batch_idx": 96, + "loss": 0.6464698314666748, + "learning_rate": 0.00010880459471170594, + "timestep_mean": 499.34375, + "epsilon_norm": 8.686545372009277, + "prediction_norm": 5.88995361328125, + "timestamp": "2025-07-14T12:34:29.832057" + }, + { + "epoch": 1572, + "batch_idx": 128, + "loss": 0.43380439281463623, + "learning_rate": 0.00010880459471170594, + "timestep_mean": 483.5, + "epsilon_norm": 8.319099426269531, + "prediction_norm": 6.693519115447998, + "timestamp": "2025-07-14T12:34:29.837873" + }, + { + "epoch": 1572, + "batch_idx": 160, + "loss": 0.25650060176849365, + "learning_rate": 0.00010880459471170594, + "timestep_mean": 531.25, + "epsilon_norm": 7.82680606842041, + "prediction_norm": 6.619521141052246, + "timestamp": "2025-07-14T12:34:29.845477" + }, + { + "epoch": 1572, + "batch_idx": 192, + "loss": 0.027326054871082306, + "learning_rate": 0.00010880459471170594, + "timestep_mean": 557.5, + "epsilon_norm": 3.261359930038452, + "prediction_norm": 3.34816837310791, + "timestamp": "2025-07-14T12:34:29.853714" + }, + { + "epoch": 1573, + "batch_idx": 0, + "loss": 0.1965392678976059, + "learning_rate": 0.00010831594115176085, + "timestep_mean": 511.4375, + "epsilon_norm": 6.426974773406982, + "prediction_norm": 5.900690078735352, + "timestamp": "2025-07-14T12:34:29.860594" + }, + { + "epoch": 1573, + "batch_idx": 32, + "loss": 0.37061017751693726, + "learning_rate": 0.00010831594115176085, + "timestep_mean": 475.90625, + "epsilon_norm": 8.58107852935791, + "prediction_norm": 6.898112773895264, + "timestamp": "2025-07-14T12:34:29.866658" + }, + { + "epoch": 1573, + "batch_idx": 64, + "loss": 0.32657262682914734, + "learning_rate": 0.00010831594115176085, + "timestep_mean": 512.03125, + "epsilon_norm": 8.925621032714844, + "prediction_norm": 7.791799068450928, + "timestamp": "2025-07-14T12:34:29.872507" + }, + { + "epoch": 1573, + "batch_idx": 96, + "loss": 0.3781220316886902, + "learning_rate": 0.00010831594115176085, + "timestep_mean": 414.09375, + "epsilon_norm": 8.360479354858398, + "prediction_norm": 6.794602870941162, + "timestamp": "2025-07-14T12:34:29.878924" + }, + { + "epoch": 1573, + "batch_idx": 128, + "loss": 0.25834938883781433, + "learning_rate": 0.00010831594115176085, + "timestep_mean": 481.59375, + "epsilon_norm": 8.129734992980957, + "prediction_norm": 7.6085052490234375, + "timestamp": "2025-07-14T12:34:29.887018" + }, + { + "epoch": 1573, + "batch_idx": 160, + "loss": 0.3496602475643158, + "learning_rate": 0.00010831594115176085, + "timestep_mean": 523.96875, + "epsilon_norm": 7.630840301513672, + "prediction_norm": 5.911010265350342, + "timestamp": "2025-07-14T12:34:29.893563" + }, + { + "epoch": 1573, + "batch_idx": 192, + "loss": 0.429851233959198, + "learning_rate": 0.00010831594115176085, + "timestep_mean": 507.25, + "epsilon_norm": 4.038400650024414, + "prediction_norm": 3.309624433517456, + "timestamp": "2025-07-14T12:34:29.899342" + }, + { + "epoch": 1574, + "batch_idx": 0, + "loss": 0.21072907745838165, + "learning_rate": 0.00010782825403329504, + "timestep_mean": 477.75, + "epsilon_norm": 7.245016098022461, + "prediction_norm": 6.970213413238525, + "timestamp": "2025-07-14T12:34:29.904903" + }, + { + "epoch": 1574, + "batch_idx": 32, + "loss": 0.22540327906608582, + "learning_rate": 0.00010782825403329504, + "timestep_mean": 454.28125, + "epsilon_norm": 7.0738844871521, + "prediction_norm": 6.061661243438721, + "timestamp": "2025-07-14T12:34:29.909967" + }, + { + "epoch": 1574, + "batch_idx": 64, + "loss": 0.17139479517936707, + "learning_rate": 0.00010782825403329504, + "timestep_mean": 569.5625, + "epsilon_norm": 8.904210090637207, + "prediction_norm": 7.888211250305176, + "timestamp": "2025-07-14T12:34:29.915046" + }, + { + "epoch": 1574, + "batch_idx": 96, + "loss": 0.2529679536819458, + "learning_rate": 0.00010782825403329504, + "timestep_mean": 489.53125, + "epsilon_norm": 7.396631240844727, + "prediction_norm": 5.607349872589111, + "timestamp": "2025-07-14T12:34:29.920083" + }, + { + "epoch": 1574, + "batch_idx": 128, + "loss": 0.2894781827926636, + "learning_rate": 0.00010782825403329504, + "timestep_mean": 624.53125, + "epsilon_norm": 9.189996719360352, + "prediction_norm": 8.004903793334961, + "timestamp": "2025-07-14T12:34:29.925123" + }, + { + "epoch": 1574, + "batch_idx": 160, + "loss": 0.36024972796440125, + "learning_rate": 0.00010782825403329504, + "timestep_mean": 473.96875, + "epsilon_norm": 8.686341285705566, + "prediction_norm": 7.044755458831787, + "timestamp": "2025-07-14T12:34:29.930068" + }, + { + "epoch": 1574, + "batch_idx": 192, + "loss": 0.19838522374629974, + "learning_rate": 0.00010782825403329504, + "timestep_mean": 597.25, + "epsilon_norm": 3.1963894367218018, + "prediction_norm": 2.484748125076294, + "timestamp": "2025-07-14T12:34:29.935050" + }, + { + "epoch": 1575, + "batch_idx": 0, + "loss": 0.2051803171634674, + "learning_rate": 0.00010734153455962745, + "timestep_mean": 463.78125, + "epsilon_norm": 7.3419294357299805, + "prediction_norm": 6.544029712677002, + "timestamp": "2025-07-14T12:34:29.939973" + }, + { + "epoch": 1575, + "batch_idx": 32, + "loss": 0.17446543276309967, + "learning_rate": 0.00010734153455962745, + "timestep_mean": 554.875, + "epsilon_norm": 9.081202507019043, + "prediction_norm": 7.734866619110107, + "timestamp": "2025-07-14T12:34:29.944748" + }, + { + "epoch": 1575, + "batch_idx": 64, + "loss": 0.16727761924266815, + "learning_rate": 0.00010734153455962745, + "timestep_mean": 493.40625, + "epsilon_norm": 8.261914253234863, + "prediction_norm": 7.43677282333374, + "timestamp": "2025-07-14T12:34:29.949485" + }, + { + "epoch": 1575, + "batch_idx": 96, + "loss": 0.2583927810192108, + "learning_rate": 0.00010734153455962745, + "timestep_mean": 474.125, + "epsilon_norm": 7.862672805786133, + "prediction_norm": 6.6120734214782715, + "timestamp": "2025-07-14T12:34:29.954375" + }, + { + "epoch": 1575, + "batch_idx": 128, + "loss": 0.0791245847940445, + "learning_rate": 0.00010734153455962745, + "timestep_mean": 565.78125, + "epsilon_norm": 7.372291564941406, + "prediction_norm": 7.381539344787598, + "timestamp": "2025-07-14T12:34:29.959184" + }, + { + "epoch": 1575, + "batch_idx": 160, + "loss": 0.210723876953125, + "learning_rate": 0.00010734153455962745, + "timestep_mean": 561.34375, + "epsilon_norm": 7.757397651672363, + "prediction_norm": 7.177745342254639, + "timestamp": "2025-07-14T12:34:29.963927" + }, + { + "epoch": 1575, + "batch_idx": 192, + "loss": 0.25559520721435547, + "learning_rate": 0.00010734153455962745, + "timestep_mean": 689.0, + "epsilon_norm": 2.8391783237457275, + "prediction_norm": 2.437992811203003, + "timestamp": "2025-07-14T12:34:29.968884" + }, + { + "epoch": 1576, + "batch_idx": 0, + "loss": 0.24093259871006012, + "learning_rate": 0.00010685578393169069, + "timestep_mean": 562.84375, + "epsilon_norm": 8.027363777160645, + "prediction_norm": 6.828562259674072, + "timestamp": "2025-07-14T12:34:29.973645" + }, + { + "epoch": 1576, + "batch_idx": 32, + "loss": 0.21440137922763824, + "learning_rate": 0.00010685578393169069, + "timestep_mean": 552.1875, + "epsilon_norm": 7.975935459136963, + "prediction_norm": 6.988868713378906, + "timestamp": "2025-07-14T12:34:29.978430" + }, + { + "epoch": 1576, + "batch_idx": 64, + "loss": 0.3381480574607849, + "learning_rate": 0.00010685578393169069, + "timestep_mean": 495.625, + "epsilon_norm": 9.122363090515137, + "prediction_norm": 8.215439796447754, + "timestamp": "2025-07-14T12:34:29.983144" + }, + { + "epoch": 1576, + "batch_idx": 96, + "loss": 0.2037261724472046, + "learning_rate": 0.00010685578393169069, + "timestep_mean": 486.375, + "epsilon_norm": 8.490313529968262, + "prediction_norm": 7.700342655181885, + "timestamp": "2025-07-14T12:34:29.988021" + }, + { + "epoch": 1576, + "batch_idx": 128, + "loss": 0.2391907423734665, + "learning_rate": 0.00010685578393169069, + "timestep_mean": 511.53125, + "epsilon_norm": 7.266188621520996, + "prediction_norm": 6.250715255737305, + "timestamp": "2025-07-14T12:34:29.992811" + }, + { + "epoch": 1576, + "batch_idx": 160, + "loss": 0.2825385332107544, + "learning_rate": 0.00010685578393169069, + "timestep_mean": 475.9375, + "epsilon_norm": 8.198785781860352, + "prediction_norm": 7.001073360443115, + "timestamp": "2025-07-14T12:34:29.998034" + }, + { + "epoch": 1576, + "batch_idx": 192, + "loss": 0.07583140581846237, + "learning_rate": 0.00010685578393169069, + "timestep_mean": 641.875, + "epsilon_norm": 3.011657238006592, + "prediction_norm": 2.7489781379699707, + "timestamp": "2025-07-14T12:34:30.003155" + }, + { + "epoch": 1577, + "batch_idx": 0, + "loss": 0.1549525260925293, + "learning_rate": 0.00010637100334802539, + "timestep_mean": 547.03125, + "epsilon_norm": 9.045284271240234, + "prediction_norm": 7.701938152313232, + "timestamp": "2025-07-14T12:34:30.008015" + }, + { + "epoch": 1577, + "batch_idx": 32, + "loss": 0.29681944847106934, + "learning_rate": 0.00010637100334802539, + "timestep_mean": 466.34375, + "epsilon_norm": 7.275196075439453, + "prediction_norm": 6.03593111038208, + "timestamp": "2025-07-14T12:34:30.013015" + }, + { + "epoch": 1577, + "batch_idx": 64, + "loss": 0.5169349908828735, + "learning_rate": 0.00010637100334802539, + "timestep_mean": 390.09375, + "epsilon_norm": 8.558162689208984, + "prediction_norm": 5.586620807647705, + "timestamp": "2025-07-14T12:34:30.017868" + }, + { + "epoch": 1577, + "batch_idx": 96, + "loss": 0.2536221146583557, + "learning_rate": 0.00010637100334802539, + "timestep_mean": 415.375, + "epsilon_norm": 7.384922027587891, + "prediction_norm": 6.011805534362793, + "timestamp": "2025-07-14T12:34:30.022610" + }, + { + "epoch": 1577, + "batch_idx": 128, + "loss": 0.474229097366333, + "learning_rate": 0.00010637100334802539, + "timestep_mean": 481.375, + "epsilon_norm": 9.27880573272705, + "prediction_norm": 7.767898082733154, + "timestamp": "2025-07-14T12:34:30.027370" + }, + { + "epoch": 1577, + "batch_idx": 160, + "loss": 0.29320406913757324, + "learning_rate": 0.00010637100334802539, + "timestep_mean": 485.90625, + "epsilon_norm": 7.462148666381836, + "prediction_norm": 5.854889392852783, + "timestamp": "2025-07-14T12:34:30.032114" + }, + { + "epoch": 1577, + "batch_idx": 192, + "loss": 0.36316564679145813, + "learning_rate": 0.00010637100334802539, + "timestep_mean": 354.75, + "epsilon_norm": 3.3134090900421143, + "prediction_norm": 2.386615514755249, + "timestamp": "2025-07-14T12:34:30.036932" + }, + { + "epoch": 1578, + "batch_idx": 0, + "loss": 0.38851282000541687, + "learning_rate": 0.00010588719400478001, + "timestep_mean": 391.46875, + "epsilon_norm": 8.037755966186523, + "prediction_norm": 5.848872184753418, + "timestamp": "2025-07-14T12:34:30.041801" + }, + { + "epoch": 1578, + "batch_idx": 32, + "loss": 0.2355508953332901, + "learning_rate": 0.00010588719400478001, + "timestep_mean": 526.53125, + "epsilon_norm": 8.293147087097168, + "prediction_norm": 6.726813793182373, + "timestamp": "2025-07-14T12:34:30.046632" + }, + { + "epoch": 1578, + "batch_idx": 64, + "loss": 0.2702833116054535, + "learning_rate": 0.00010588719400478001, + "timestep_mean": 495.125, + "epsilon_norm": 6.662450790405273, + "prediction_norm": 5.931442737579346, + "timestamp": "2025-07-14T12:34:30.051360" + }, + { + "epoch": 1578, + "batch_idx": 96, + "loss": 0.22543585300445557, + "learning_rate": 0.00010588719400478001, + "timestep_mean": 505.5, + "epsilon_norm": 7.55393648147583, + "prediction_norm": 6.807605266571045, + "timestamp": "2025-07-14T12:34:30.056265" + }, + { + "epoch": 1578, + "batch_idx": 128, + "loss": 0.3520019054412842, + "learning_rate": 0.00010588719400478001, + "timestep_mean": 507.40625, + "epsilon_norm": 9.336483001708984, + "prediction_norm": 7.601484298706055, + "timestamp": "2025-07-14T12:34:30.061050" + }, + { + "epoch": 1578, + "batch_idx": 160, + "loss": 0.437593936920166, + "learning_rate": 0.00010588719400478001, + "timestep_mean": 469.40625, + "epsilon_norm": 8.798795700073242, + "prediction_norm": 6.95728874206543, + "timestamp": "2025-07-14T12:34:30.065878" + }, + { + "epoch": 1578, + "batch_idx": 192, + "loss": 0.19614240527153015, + "learning_rate": 0.00010588719400478001, + "timestep_mean": 561.375, + "epsilon_norm": 3.4093737602233887, + "prediction_norm": 3.0873992443084717, + "timestamp": "2025-07-14T12:34:30.070636" + }, + { + "epoch": 1579, + "batch_idx": 0, + "loss": 0.295969694852829, + "learning_rate": 0.00010540435709570582, + "timestep_mean": 589.4375, + "epsilon_norm": 8.812966346740723, + "prediction_norm": 7.417081832885742, + "timestamp": "2025-07-14T12:34:30.075452" + }, + { + "epoch": 1579, + "batch_idx": 32, + "loss": 0.3803956210613251, + "learning_rate": 0.00010540435709570582, + "timestep_mean": 431.09375, + "epsilon_norm": 8.188084602355957, + "prediction_norm": 6.656446933746338, + "timestamp": "2025-07-14T12:34:30.080339" + }, + { + "epoch": 1579, + "batch_idx": 64, + "loss": 0.4722568988800049, + "learning_rate": 0.00010540435709570582, + "timestep_mean": 438.46875, + "epsilon_norm": 8.187244415283203, + "prediction_norm": 6.848501682281494, + "timestamp": "2025-07-14T12:34:30.085124" + }, + { + "epoch": 1579, + "batch_idx": 96, + "loss": 0.14031928777694702, + "learning_rate": 0.00010540435709570582, + "timestep_mean": 470.6875, + "epsilon_norm": 7.294956207275391, + "prediction_norm": 6.633695125579834, + "timestamp": "2025-07-14T12:34:30.090002" + }, + { + "epoch": 1579, + "batch_idx": 128, + "loss": 0.26729869842529297, + "learning_rate": 0.00010540435709570582, + "timestep_mean": 531.125, + "epsilon_norm": 7.528897285461426, + "prediction_norm": 6.326754570007324, + "timestamp": "2025-07-14T12:34:30.094857" + }, + { + "epoch": 1579, + "batch_idx": 160, + "loss": 0.21951454877853394, + "learning_rate": 0.00010540435709570582, + "timestep_mean": 548.0, + "epsilon_norm": 8.543169021606445, + "prediction_norm": 7.085776329040527, + "timestamp": "2025-07-14T12:34:30.099779" + }, + { + "epoch": 1579, + "batch_idx": 192, + "loss": 0.7387605905532837, + "learning_rate": 0.00010540435709570582, + "timestep_mean": 305.375, + "epsilon_norm": 4.324221611022949, + "prediction_norm": 3.0441055297851562, + "timestamp": "2025-07-14T12:34:30.104762" + }, + { + "epoch": 1580, + "batch_idx": 0, + "loss": 0.2815955877304077, + "learning_rate": 0.00010492249381215478, + "timestep_mean": 489.125, + "epsilon_norm": 7.997186183929443, + "prediction_norm": 6.446052074432373, + "timestamp": "2025-07-14T12:34:30.109651" + }, + { + "epoch": 1580, + "batch_idx": 32, + "loss": 0.34187835454940796, + "learning_rate": 0.00010492249381215478, + "timestep_mean": 485.03125, + "epsilon_norm": 7.628741264343262, + "prediction_norm": 5.9527268409729, + "timestamp": "2025-07-14T12:34:30.114750" + }, + { + "epoch": 1580, + "batch_idx": 64, + "loss": 0.21582841873168945, + "learning_rate": 0.00010492249381215478, + "timestep_mean": 507.59375, + "epsilon_norm": 8.40201473236084, + "prediction_norm": 7.307766914367676, + "timestamp": "2025-07-14T12:34:30.119828" + }, + { + "epoch": 1580, + "batch_idx": 96, + "loss": 0.622205376625061, + "learning_rate": 0.00010492249381215478, + "timestep_mean": 466.53125, + "epsilon_norm": 8.956745147705078, + "prediction_norm": 6.593619346618652, + "timestamp": "2025-07-14T12:34:30.124893" + }, + { + "epoch": 1580, + "batch_idx": 128, + "loss": 0.23561863601207733, + "learning_rate": 0.00010492249381215478, + "timestep_mean": 540.28125, + "epsilon_norm": 7.50980806350708, + "prediction_norm": 6.511740684509277, + "timestamp": "2025-07-14T12:34:30.130209" + }, + { + "epoch": 1580, + "batch_idx": 160, + "loss": 0.2528175115585327, + "learning_rate": 0.00010492249381215478, + "timestep_mean": 474.4375, + "epsilon_norm": 7.44687032699585, + "prediction_norm": 6.193431377410889, + "timestamp": "2025-07-14T12:34:30.135201" + }, + { + "epoch": 1580, + "batch_idx": 192, + "loss": 0.21489384770393372, + "learning_rate": 0.00010492249381215478, + "timestep_mean": 393.75, + "epsilon_norm": 4.080293655395508, + "prediction_norm": 4.270230770111084, + "timestamp": "2025-07-14T12:34:30.140203" + }, + { + "epoch": 1581, + "batch_idx": 0, + "loss": 0.27378690242767334, + "learning_rate": 0.00010444160534307688, + "timestep_mean": 505.40625, + "epsilon_norm": 7.839380741119385, + "prediction_norm": 6.932971954345703, + "timestamp": "2025-07-14T12:34:30.145412" + }, + { + "epoch": 1581, + "batch_idx": 32, + "loss": 0.2666659951210022, + "learning_rate": 0.00010444160534307688, + "timestep_mean": 531.28125, + "epsilon_norm": 7.638272285461426, + "prediction_norm": 6.808403968811035, + "timestamp": "2025-07-14T12:34:30.150708" + }, + { + "epoch": 1581, + "batch_idx": 64, + "loss": 0.19368226826190948, + "learning_rate": 0.00010444160534307688, + "timestep_mean": 562.78125, + "epsilon_norm": 8.289929389953613, + "prediction_norm": 7.182590007781982, + "timestamp": "2025-07-14T12:34:30.155825" + }, + { + "epoch": 1581, + "batch_idx": 96, + "loss": 0.33538907766342163, + "learning_rate": 0.00010444160534307688, + "timestep_mean": 465.21875, + "epsilon_norm": 8.495017051696777, + "prediction_norm": 6.361772060394287, + "timestamp": "2025-07-14T12:34:30.160896" + }, + { + "epoch": 1581, + "batch_idx": 128, + "loss": 0.2748844623565674, + "learning_rate": 0.00010444160534307688, + "timestep_mean": 502.3125, + "epsilon_norm": 8.096685409545898, + "prediction_norm": 6.160703659057617, + "timestamp": "2025-07-14T12:34:30.165924" + }, + { + "epoch": 1581, + "batch_idx": 160, + "loss": 0.2661733627319336, + "learning_rate": 0.00010444160534307688, + "timestep_mean": 497.8125, + "epsilon_norm": 7.6629509925842285, + "prediction_norm": 6.093275547027588, + "timestamp": "2025-07-14T12:34:30.171274" + }, + { + "epoch": 1581, + "batch_idx": 192, + "loss": 0.14645427465438843, + "learning_rate": 0.00010444160534307688, + "timestep_mean": 637.0, + "epsilon_norm": 4.088371276855469, + "prediction_norm": 3.581571102142334, + "timestamp": "2025-07-14T12:34:30.176668" + }, + { + "epoch": 1582, + "batch_idx": 0, + "loss": 0.2688525319099426, + "learning_rate": 0.00010396169287501648, + "timestep_mean": 485.09375, + "epsilon_norm": 7.477025032043457, + "prediction_norm": 6.323188304901123, + "timestamp": "2025-07-14T12:34:30.182009" + }, + { + "epoch": 1582, + "batch_idx": 32, + "loss": 0.21340316534042358, + "learning_rate": 0.00010396169287501648, + "timestep_mean": 430.46875, + "epsilon_norm": 7.2983808517456055, + "prediction_norm": 6.136902809143066, + "timestamp": "2025-07-14T12:34:30.187573" + }, + { + "epoch": 1582, + "batch_idx": 64, + "loss": 0.34360021352767944, + "learning_rate": 0.00010396169287501648, + "timestep_mean": 408.9375, + "epsilon_norm": 8.249303817749023, + "prediction_norm": 6.463435173034668, + "timestamp": "2025-07-14T12:34:30.192766" + }, + { + "epoch": 1582, + "batch_idx": 96, + "loss": 0.16401006281375885, + "learning_rate": 0.00010396169287501648, + "timestep_mean": 548.53125, + "epsilon_norm": 7.700774669647217, + "prediction_norm": 7.233951568603516, + "timestamp": "2025-07-14T12:34:30.198013" + }, + { + "epoch": 1582, + "batch_idx": 128, + "loss": 0.12553545832633972, + "learning_rate": 0.00010396169287501648, + "timestep_mean": 577.9375, + "epsilon_norm": 8.352926254272461, + "prediction_norm": 8.123409271240234, + "timestamp": "2025-07-14T12:34:30.203279" + }, + { + "epoch": 1582, + "batch_idx": 160, + "loss": 0.278944194316864, + "learning_rate": 0.00010396169287501648, + "timestep_mean": 499.375, + "epsilon_norm": 7.208281517028809, + "prediction_norm": 6.097188949584961, + "timestamp": "2025-07-14T12:34:30.208377" + }, + { + "epoch": 1582, + "batch_idx": 192, + "loss": 0.9621139764785767, + "learning_rate": 0.00010396169287501648, + "timestep_mean": 308.25, + "epsilon_norm": 4.490245819091797, + "prediction_norm": 2.683912515640259, + "timestamp": "2025-07-14T12:34:30.213652" + }, + { + "epoch": 1583, + "batch_idx": 0, + "loss": 0.2299378365278244, + "learning_rate": 0.00010348275759210993, + "timestep_mean": 488.3125, + "epsilon_norm": 7.748589515686035, + "prediction_norm": 6.560176849365234, + "timestamp": "2025-07-14T12:34:30.219033" + }, + { + "epoch": 1583, + "batch_idx": 32, + "loss": 0.1076168566942215, + "learning_rate": 0.00010348275759210993, + "timestep_mean": 654.3125, + "epsilon_norm": 6.5936994552612305, + "prediction_norm": 6.130700588226318, + "timestamp": "2025-07-14T12:34:30.224241" + }, + { + "epoch": 1583, + "batch_idx": 64, + "loss": 0.2468569129705429, + "learning_rate": 0.00010348275759210993, + "timestep_mean": 545.8125, + "epsilon_norm": 8.923182487487793, + "prediction_norm": 7.88500452041626, + "timestamp": "2025-07-14T12:34:30.229795" + }, + { + "epoch": 1583, + "batch_idx": 96, + "loss": 0.3309857249259949, + "learning_rate": 0.00010348275759210993, + "timestep_mean": 490.65625, + "epsilon_norm": 8.217890739440918, + "prediction_norm": 7.427607536315918, + "timestamp": "2025-07-14T12:34:30.235210" + }, + { + "epoch": 1583, + "batch_idx": 128, + "loss": 0.17005230486392975, + "learning_rate": 0.00010348275759210993, + "timestep_mean": 513.5625, + "epsilon_norm": 8.092580795288086, + "prediction_norm": 7.222377777099609, + "timestamp": "2025-07-14T12:34:30.240526" + }, + { + "epoch": 1583, + "batch_idx": 160, + "loss": 0.3246561884880066, + "learning_rate": 0.00010348275759210993, + "timestep_mean": 503.46875, + "epsilon_norm": 7.868429660797119, + "prediction_norm": 6.588009834289551, + "timestamp": "2025-07-14T12:34:30.245918" + }, + { + "epoch": 1583, + "batch_idx": 192, + "loss": 0.07832947373390198, + "learning_rate": 0.00010348275759210993, + "timestep_mean": 585.25, + "epsilon_norm": 3.8810482025146484, + "prediction_norm": 3.689678192138672, + "timestamp": "2025-07-14T12:34:30.251357" + }, + { + "epoch": 1584, + "batch_idx": 0, + "loss": 0.12995274364948273, + "learning_rate": 0.00010300480067608228, + "timestep_mean": 516.3125, + "epsilon_norm": 7.7632317543029785, + "prediction_norm": 6.989648342132568, + "timestamp": "2025-07-14T12:34:30.256564" + }, + { + "epoch": 1584, + "batch_idx": 32, + "loss": 0.32725441455841064, + "learning_rate": 0.00010300480067608228, + "timestep_mean": 445.15625, + "epsilon_norm": 7.16769552230835, + "prediction_norm": 5.6439690589904785, + "timestamp": "2025-07-14T12:34:30.261878" + }, + { + "epoch": 1584, + "batch_idx": 64, + "loss": 0.26113361120224, + "learning_rate": 0.00010300480067608228, + "timestep_mean": 556.40625, + "epsilon_norm": 8.745866775512695, + "prediction_norm": 7.500193119049072, + "timestamp": "2025-07-14T12:34:30.267154" + }, + { + "epoch": 1584, + "batch_idx": 96, + "loss": 0.2620105743408203, + "learning_rate": 0.00010300480067608228, + "timestep_mean": 510.03125, + "epsilon_norm": 7.758127212524414, + "prediction_norm": 6.807224750518799, + "timestamp": "2025-07-14T12:34:30.272330" + }, + { + "epoch": 1584, + "batch_idx": 128, + "loss": 0.1842377781867981, + "learning_rate": 0.00010300480067608228, + "timestep_mean": 571.3125, + "epsilon_norm": 8.408918380737305, + "prediction_norm": 7.76188850402832, + "timestamp": "2025-07-14T12:34:30.277701" + }, + { + "epoch": 1584, + "batch_idx": 160, + "loss": 0.15622064471244812, + "learning_rate": 0.00010300480067608228, + "timestep_mean": 586.46875, + "epsilon_norm": 8.740291595458984, + "prediction_norm": 8.342117309570312, + "timestamp": "2025-07-14T12:34:30.283131" + }, + { + "epoch": 1584, + "batch_idx": 192, + "loss": 0.7131417989730835, + "learning_rate": 0.00010300480067608228, + "timestep_mean": 339.25, + "epsilon_norm": 4.427000045776367, + "prediction_norm": 2.6916725635528564, + "timestamp": "2025-07-14T12:34:30.288452" + }, + { + "epoch": 1585, + "batch_idx": 0, + "loss": 0.15254108607769012, + "learning_rate": 0.00010252782330624507, + "timestep_mean": 496.5625, + "epsilon_norm": 7.068444728851318, + "prediction_norm": 6.439239978790283, + "timestamp": "2025-07-14T12:34:30.294015" + }, + { + "epoch": 1585, + "batch_idx": 32, + "loss": 0.2465566098690033, + "learning_rate": 0.00010252782330624507, + "timestep_mean": 538.25, + "epsilon_norm": 8.570427894592285, + "prediction_norm": 7.417644023895264, + "timestamp": "2025-07-14T12:34:30.299323" + }, + { + "epoch": 1585, + "batch_idx": 64, + "loss": 0.13826006650924683, + "learning_rate": 0.00010252782330624507, + "timestep_mean": 557.09375, + "epsilon_norm": 7.047816276550293, + "prediction_norm": 6.330308437347412, + "timestamp": "2025-07-14T12:34:30.304485" + }, + { + "epoch": 1585, + "batch_idx": 96, + "loss": 0.24785125255584717, + "learning_rate": 0.00010252782330624507, + "timestep_mean": 483.8125, + "epsilon_norm": 6.692006587982178, + "prediction_norm": 5.446567058563232, + "timestamp": "2025-07-14T12:34:30.309651" + }, + { + "epoch": 1585, + "batch_idx": 128, + "loss": 0.20885904133319855, + "learning_rate": 0.00010252782330624507, + "timestep_mean": 555.09375, + "epsilon_norm": 8.630014419555664, + "prediction_norm": 7.746399402618408, + "timestamp": "2025-07-14T12:34:30.314943" + }, + { + "epoch": 1585, + "batch_idx": 160, + "loss": 0.23445077240467072, + "learning_rate": 0.00010252782330624507, + "timestep_mean": 537.65625, + "epsilon_norm": 7.3759942054748535, + "prediction_norm": 6.65660285949707, + "timestamp": "2025-07-14T12:34:30.320273" + }, + { + "epoch": 1585, + "batch_idx": 192, + "loss": 0.3325083255767822, + "learning_rate": 0.00010252782330624507, + "timestep_mean": 567.625, + "epsilon_norm": 4.396931171417236, + "prediction_norm": 4.013654708862305, + "timestamp": "2025-07-14T12:34:30.325580" + }, + { + "epoch": 1586, + "batch_idx": 0, + "loss": 0.13656602799892426, + "learning_rate": 0.00010205182665949206, + "timestep_mean": 591.9375, + "epsilon_norm": 8.13277816772461, + "prediction_norm": 7.276416301727295, + "timestamp": "2025-07-14T12:34:30.330760" + }, + { + "epoch": 1586, + "batch_idx": 32, + "loss": 0.2900284230709076, + "learning_rate": 0.00010205182665949206, + "timestep_mean": 462.21875, + "epsilon_norm": 8.42331600189209, + "prediction_norm": 7.124423980712891, + "timestamp": "2025-07-14T12:34:30.336486" + }, + { + "epoch": 1586, + "batch_idx": 64, + "loss": 0.3067670464515686, + "learning_rate": 0.00010205182665949206, + "timestep_mean": 529.21875, + "epsilon_norm": 8.64120864868164, + "prediction_norm": 7.438283920288086, + "timestamp": "2025-07-14T12:34:30.341806" + }, + { + "epoch": 1586, + "batch_idx": 96, + "loss": 0.4417765140533447, + "learning_rate": 0.00010205182665949206, + "timestep_mean": 385.28125, + "epsilon_norm": 8.580362319946289, + "prediction_norm": 6.456559658050537, + "timestamp": "2025-07-14T12:34:30.346941" + }, + { + "epoch": 1586, + "batch_idx": 128, + "loss": 0.29105544090270996, + "learning_rate": 0.00010205182665949206, + "timestep_mean": 471.0, + "epsilon_norm": 9.133306503295898, + "prediction_norm": 7.694543838500977, + "timestamp": "2025-07-14T12:34:30.352169" + }, + { + "epoch": 1586, + "batch_idx": 160, + "loss": 0.29634031653404236, + "learning_rate": 0.00010205182665949206, + "timestep_mean": 551.34375, + "epsilon_norm": 8.678995132446289, + "prediction_norm": 7.400663375854492, + "timestamp": "2025-07-14T12:34:30.357420" + }, + { + "epoch": 1586, + "batch_idx": 192, + "loss": 0.058609090745449066, + "learning_rate": 0.00010205182665949206, + "timestep_mean": 627.5, + "epsilon_norm": 2.698122978210449, + "prediction_norm": 2.8772082328796387, + "timestamp": "2025-07-14T12:34:30.362914" + }, + { + "epoch": 1587, + "batch_idx": 0, + "loss": 0.24895623326301575, + "learning_rate": 0.00010157681191029802, + "timestep_mean": 440.0, + "epsilon_norm": 6.5835676193237305, + "prediction_norm": 5.4695916175842285, + "timestamp": "2025-07-14T12:34:30.368340" + }, + { + "epoch": 1587, + "batch_idx": 32, + "loss": 0.18612879514694214, + "learning_rate": 0.00010157681191029802, + "timestep_mean": 509.875, + "epsilon_norm": 7.643773555755615, + "prediction_norm": 6.418459415435791, + "timestamp": "2025-07-14T12:34:30.373543" + }, + { + "epoch": 1587, + "batch_idx": 64, + "loss": 0.3260948359966278, + "learning_rate": 0.00010157681191029802, + "timestep_mean": 552.125, + "epsilon_norm": 8.219435691833496, + "prediction_norm": 6.899010181427002, + "timestamp": "2025-07-14T12:34:30.378993" + }, + { + "epoch": 1587, + "batch_idx": 96, + "loss": 0.3314792513847351, + "learning_rate": 0.00010157681191029802, + "timestep_mean": 521.71875, + "epsilon_norm": 8.6160306930542, + "prediction_norm": 7.165603160858154, + "timestamp": "2025-07-14T12:34:30.384457" + }, + { + "epoch": 1587, + "batch_idx": 128, + "loss": 0.2887064516544342, + "learning_rate": 0.00010157681191029802, + "timestep_mean": 504.9375, + "epsilon_norm": 8.537382125854492, + "prediction_norm": 6.926114082336426, + "timestamp": "2025-07-14T12:34:30.389764" + }, + { + "epoch": 1587, + "batch_idx": 160, + "loss": 0.2277626395225525, + "learning_rate": 0.00010157681191029802, + "timestep_mean": 544.65625, + "epsilon_norm": 8.504213333129883, + "prediction_norm": 7.41097354888916, + "timestamp": "2025-07-14T12:34:30.395111" + }, + { + "epoch": 1587, + "batch_idx": 192, + "loss": 0.15952551364898682, + "learning_rate": 0.00010157681191029802, + "timestep_mean": 473.25, + "epsilon_norm": 4.971020221710205, + "prediction_norm": 4.822575092315674, + "timestamp": "2025-07-14T12:34:30.400448" + }, + { + "epoch": 1588, + "batch_idx": 0, + "loss": 0.1591702401638031, + "learning_rate": 0.00010110278023071453, + "timestep_mean": 534.78125, + "epsilon_norm": 8.495912551879883, + "prediction_norm": 7.641912937164307, + "timestamp": "2025-07-14T12:34:30.405592" + }, + { + "epoch": 1588, + "batch_idx": 32, + "loss": 0.2237314134836197, + "learning_rate": 0.00010110278023071453, + "timestep_mean": 465.90625, + "epsilon_norm": 8.241998672485352, + "prediction_norm": 7.078372955322266, + "timestamp": "2025-07-14T12:34:30.410576" + }, + { + "epoch": 1588, + "batch_idx": 64, + "loss": 0.3233976662158966, + "learning_rate": 0.00010110278023071453, + "timestep_mean": 514.0625, + "epsilon_norm": 9.588772773742676, + "prediction_norm": 7.341683387756348, + "timestamp": "2025-07-14T12:34:30.415885" + }, + { + "epoch": 1588, + "batch_idx": 96, + "loss": 0.2488279491662979, + "learning_rate": 0.00010110278023071453, + "timestep_mean": 495.125, + "epsilon_norm": 6.845458984375, + "prediction_norm": 5.290665149688721, + "timestamp": "2025-07-14T12:34:30.421321" + }, + { + "epoch": 1588, + "batch_idx": 128, + "loss": 0.2348659187555313, + "learning_rate": 0.00010110278023071453, + "timestep_mean": 557.15625, + "epsilon_norm": 7.376533031463623, + "prediction_norm": 6.798353672027588, + "timestamp": "2025-07-14T12:34:30.426377" + }, + { + "epoch": 1588, + "batch_idx": 160, + "loss": 0.2084055244922638, + "learning_rate": 0.00010110278023071453, + "timestep_mean": 540.59375, + "epsilon_norm": 7.134897232055664, + "prediction_norm": 6.244055271148682, + "timestamp": "2025-07-14T12:34:30.431406" + }, + { + "epoch": 1588, + "batch_idx": 192, + "loss": 0.34949302673339844, + "learning_rate": 0.00010110278023071453, + "timestep_mean": 455.375, + "epsilon_norm": 4.645226955413818, + "prediction_norm": 4.073399543762207, + "timestamp": "2025-07-14T12:34:30.436481" + }, + { + "epoch": 1589, + "batch_idx": 0, + "loss": 0.15673816204071045, + "learning_rate": 0.00010062973279036749, + "timestep_mean": 556.0, + "epsilon_norm": 8.098479270935059, + "prediction_norm": 7.568258762359619, + "timestamp": "2025-07-14T12:34:30.441789" + }, + { + "epoch": 1589, + "batch_idx": 32, + "loss": 0.34198421239852905, + "learning_rate": 0.00010062973279036749, + "timestep_mean": 478.5, + "epsilon_norm": 7.726077079772949, + "prediction_norm": 6.241794109344482, + "timestamp": "2025-07-14T12:34:30.446924" + }, + { + "epoch": 1589, + "batch_idx": 64, + "loss": 0.180082768201828, + "learning_rate": 0.00010062973279036749, + "timestep_mean": 517.15625, + "epsilon_norm": 8.006647109985352, + "prediction_norm": 7.927257061004639, + "timestamp": "2025-07-14T12:34:30.451971" + }, + { + "epoch": 1589, + "batch_idx": 96, + "loss": 0.19524382054805756, + "learning_rate": 0.00010062973279036749, + "timestep_mean": 494.09375, + "epsilon_norm": 8.274006843566895, + "prediction_norm": 7.497666358947754, + "timestamp": "2025-07-14T12:34:30.456928" + }, + { + "epoch": 1589, + "batch_idx": 128, + "loss": 0.21009942889213562, + "learning_rate": 0.00010062973279036749, + "timestep_mean": 489.59375, + "epsilon_norm": 7.620820999145508, + "prediction_norm": 6.508971691131592, + "timestamp": "2025-07-14T12:34:30.461979" + }, + { + "epoch": 1589, + "batch_idx": 160, + "loss": 0.27978515625, + "learning_rate": 0.00010062973279036749, + "timestep_mean": 546.375, + "epsilon_norm": 8.341979026794434, + "prediction_norm": 7.410219192504883, + "timestamp": "2025-07-14T12:34:30.467092" + }, + { + "epoch": 1589, + "batch_idx": 192, + "loss": 0.33032527565956116, + "learning_rate": 0.00010062973279036749, + "timestep_mean": 366.875, + "epsilon_norm": 3.213505268096924, + "prediction_norm": 2.513408660888672, + "timestamp": "2025-07-14T12:34:30.472078" + }, + { + "epoch": 1590, + "batch_idx": 0, + "loss": 0.136166051030159, + "learning_rate": 0.00010015767075645485, + "timestep_mean": 531.96875, + "epsilon_norm": 7.885730266571045, + "prediction_norm": 7.2847900390625, + "timestamp": "2025-07-14T12:34:30.477238" + }, + { + "epoch": 1590, + "batch_idx": 32, + "loss": 0.3990749418735504, + "learning_rate": 0.00010015767075645485, + "timestep_mean": 454.90625, + "epsilon_norm": 7.818434715270996, + "prediction_norm": 5.849135398864746, + "timestamp": "2025-07-14T12:34:30.482187" + }, + { + "epoch": 1590, + "batch_idx": 64, + "loss": 0.3399975597858429, + "learning_rate": 0.00010015767075645485, + "timestep_mean": 496.3125, + "epsilon_norm": 8.413538932800293, + "prediction_norm": 6.66342830657959, + "timestamp": "2025-07-14T12:34:30.487172" + }, + { + "epoch": 1590, + "batch_idx": 96, + "loss": 0.25746673345565796, + "learning_rate": 0.00010015767075645485, + "timestep_mean": 468.375, + "epsilon_norm": 7.117221355438232, + "prediction_norm": 6.169222354888916, + "timestamp": "2025-07-14T12:34:30.492327" + }, + { + "epoch": 1590, + "batch_idx": 128, + "loss": 0.15588463842868805, + "learning_rate": 0.00010015767075645485, + "timestep_mean": 539.90625, + "epsilon_norm": 7.132470607757568, + "prediction_norm": 6.313508987426758, + "timestamp": "2025-07-14T12:34:30.497307" + }, + { + "epoch": 1590, + "batch_idx": 160, + "loss": 0.11228485405445099, + "learning_rate": 0.00010015767075645485, + "timestep_mean": 591.21875, + "epsilon_norm": 7.943477630615234, + "prediction_norm": 7.487477779388428, + "timestamp": "2025-07-14T12:34:30.502221" + }, + { + "epoch": 1590, + "batch_idx": 192, + "loss": 0.03811581805348396, + "learning_rate": 0.00010015767075645485, + "timestep_mean": 507.75, + "epsilon_norm": 4.068193435668945, + "prediction_norm": 3.958226442337036, + "timestamp": "2025-07-14T12:34:30.507222" + }, + { + "epoch": 1591, + "batch_idx": 0, + "loss": 0.1610913872718811, + "learning_rate": 9.968659529374216e-05, + "timestep_mean": 490.4375, + "epsilon_norm": 7.659003257751465, + "prediction_norm": 6.932651996612549, + "timestamp": "2025-07-14T12:34:30.512227" + }, + { + "epoch": 1591, + "batch_idx": 32, + "loss": 0.22874413430690765, + "learning_rate": 9.968659529374216e-05, + "timestep_mean": 462.21875, + "epsilon_norm": 6.636128902435303, + "prediction_norm": 6.056674480438232, + "timestamp": "2025-07-14T12:34:30.517274" + }, + { + "epoch": 1591, + "batch_idx": 64, + "loss": 0.3323083519935608, + "learning_rate": 9.968659529374216e-05, + "timestep_mean": 508.3125, + "epsilon_norm": 8.257285118103027, + "prediction_norm": 6.6289873123168945, + "timestamp": "2025-07-14T12:34:30.522238" + }, + { + "epoch": 1591, + "batch_idx": 96, + "loss": 0.20670434832572937, + "learning_rate": 9.968659529374216e-05, + "timestep_mean": 542.09375, + "epsilon_norm": 8.359848976135254, + "prediction_norm": 7.329441070556641, + "timestamp": "2025-07-14T12:34:30.527165" + }, + { + "epoch": 1591, + "batch_idx": 128, + "loss": 0.33354002237319946, + "learning_rate": 9.968659529374216e-05, + "timestep_mean": 472.9375, + "epsilon_norm": 8.724211692810059, + "prediction_norm": 7.206012725830078, + "timestamp": "2025-07-14T12:34:30.532095" + }, + { + "epoch": 1591, + "batch_idx": 160, + "loss": 0.2465486228466034, + "learning_rate": 9.968659529374216e-05, + "timestep_mean": 514.5, + "epsilon_norm": 8.004231452941895, + "prediction_norm": 7.260164737701416, + "timestamp": "2025-07-14T12:34:30.537016" + }, + { + "epoch": 1591, + "batch_idx": 192, + "loss": 0.22928917407989502, + "learning_rate": 9.968659529374216e-05, + "timestep_mean": 591.5, + "epsilon_norm": 3.587132215499878, + "prediction_norm": 3.2275357246398926, + "timestamp": "2025-07-14T12:34:30.542125" + }, + { + "epoch": 1592, + "batch_idx": 0, + "loss": 0.2655852437019348, + "learning_rate": 9.921650756456161e-05, + "timestep_mean": 486.1875, + "epsilon_norm": 8.084613800048828, + "prediction_norm": 6.5243916511535645, + "timestamp": "2025-07-14T12:34:30.547073" + }, + { + "epoch": 1592, + "batch_idx": 32, + "loss": 0.2863750457763672, + "learning_rate": 9.921650756456161e-05, + "timestep_mean": 456.0625, + "epsilon_norm": 7.402961254119873, + "prediction_norm": 5.920513153076172, + "timestamp": "2025-07-14T12:34:30.552020" + }, + { + "epoch": 1592, + "batch_idx": 64, + "loss": 0.2724490761756897, + "learning_rate": 9.921650756456161e-05, + "timestep_mean": 480.375, + "epsilon_norm": 8.080435752868652, + "prediction_norm": 6.813820838928223, + "timestamp": "2025-07-14T12:34:30.556915" + }, + { + "epoch": 1592, + "batch_idx": 96, + "loss": 0.32222679257392883, + "learning_rate": 9.921650756456161e-05, + "timestep_mean": 514.40625, + "epsilon_norm": 7.953101634979248, + "prediction_norm": 6.848811626434326, + "timestamp": "2025-07-14T12:34:30.561892" + }, + { + "epoch": 1592, + "batch_idx": 128, + "loss": 0.2620559334754944, + "learning_rate": 9.921650756456161e-05, + "timestep_mean": 382.15625, + "epsilon_norm": 7.51122522354126, + "prediction_norm": 6.61642599105835, + "timestamp": "2025-07-14T12:34:30.566991" + }, + { + "epoch": 1592, + "batch_idx": 160, + "loss": 0.3845175802707672, + "learning_rate": 9.921650756456161e-05, + "timestep_mean": 411.0, + "epsilon_norm": 7.530187129974365, + "prediction_norm": 5.2707695960998535, + "timestamp": "2025-07-14T12:34:30.571942" + }, + { + "epoch": 1592, + "batch_idx": 192, + "loss": 0.19428043067455292, + "learning_rate": 9.921650756456161e-05, + "timestep_mean": 475.75, + "epsilon_norm": 3.746506452560425, + "prediction_norm": 3.0993492603302, + "timestamp": "2025-07-14T12:34:30.576976" + }, + { + "epoch": 1593, + "batch_idx": 0, + "loss": 0.18011915683746338, + "learning_rate": 9.87474087288082e-05, + "timestep_mean": 545.28125, + "epsilon_norm": 6.947481155395508, + "prediction_norm": 5.683330059051514, + "timestamp": "2025-07-14T12:34:30.582033" + }, + { + "epoch": 1593, + "batch_idx": 32, + "loss": 0.25983861088752747, + "learning_rate": 9.87474087288082e-05, + "timestep_mean": 479.5, + "epsilon_norm": 7.636862754821777, + "prediction_norm": 6.299045085906982, + "timestamp": "2025-07-14T12:34:30.587106" + }, + { + "epoch": 1593, + "batch_idx": 64, + "loss": 0.1834721714258194, + "learning_rate": 9.87474087288082e-05, + "timestep_mean": 559.625, + "epsilon_norm": 8.104763984680176, + "prediction_norm": 7.604894638061523, + "timestamp": "2025-07-14T12:34:30.592109" + }, + { + "epoch": 1593, + "batch_idx": 96, + "loss": 0.17780835926532745, + "learning_rate": 9.87474087288082e-05, + "timestep_mean": 527.25, + "epsilon_norm": 7.977485179901123, + "prediction_norm": 7.124844551086426, + "timestamp": "2025-07-14T12:34:30.597134" + }, + { + "epoch": 1593, + "batch_idx": 128, + "loss": 0.22089345753192902, + "learning_rate": 9.87474087288082e-05, + "timestep_mean": 510.8125, + "epsilon_norm": 8.257174491882324, + "prediction_norm": 7.156461715698242, + "timestamp": "2025-07-14T12:34:30.602137" + }, + { + "epoch": 1593, + "batch_idx": 160, + "loss": 0.2828361392021179, + "learning_rate": 9.87474087288082e-05, + "timestep_mean": 449.0, + "epsilon_norm": 7.620790958404541, + "prediction_norm": 6.582470417022705, + "timestamp": "2025-07-14T12:34:30.607199" + }, + { + "epoch": 1593, + "batch_idx": 192, + "loss": 0.16201171278953552, + "learning_rate": 9.87474087288082e-05, + "timestep_mean": 505.625, + "epsilon_norm": 5.426341533660889, + "prediction_norm": 5.049317359924316, + "timestamp": "2025-07-14T12:34:30.612191" + }, + { + "epoch": 1594, + "batch_idx": 0, + "loss": 0.22679468989372253, + "learning_rate": 9.827929994393617e-05, + "timestep_mean": 477.53125, + "epsilon_norm": 7.063409328460693, + "prediction_norm": 6.252468585968018, + "timestamp": "2025-07-14T12:34:30.617294" + }, + { + "epoch": 1594, + "batch_idx": 32, + "loss": 0.23494163155555725, + "learning_rate": 9.827929994393617e-05, + "timestep_mean": 499.125, + "epsilon_norm": 7.472464084625244, + "prediction_norm": 5.835034370422363, + "timestamp": "2025-07-14T12:34:30.622362" + }, + { + "epoch": 1594, + "batch_idx": 64, + "loss": 0.21779942512512207, + "learning_rate": 9.827929994393617e-05, + "timestep_mean": 595.59375, + "epsilon_norm": 6.73370361328125, + "prediction_norm": 6.0943284034729, + "timestamp": "2025-07-14T12:34:30.627580" + }, + { + "epoch": 1594, + "batch_idx": 96, + "loss": 0.1371414065361023, + "learning_rate": 9.827929994393617e-05, + "timestep_mean": 537.59375, + "epsilon_norm": 7.773827075958252, + "prediction_norm": 7.616247653961182, + "timestamp": "2025-07-14T12:34:30.632765" + }, + { + "epoch": 1594, + "batch_idx": 128, + "loss": 0.39917027950286865, + "learning_rate": 9.827929994393617e-05, + "timestep_mean": 433.21875, + "epsilon_norm": 7.790289878845215, + "prediction_norm": 6.37545919418335, + "timestamp": "2025-07-14T12:34:30.637802" + }, + { + "epoch": 1594, + "batch_idx": 160, + "loss": 0.13035258650779724, + "learning_rate": 9.827929994393617e-05, + "timestep_mean": 546.8125, + "epsilon_norm": 8.867729187011719, + "prediction_norm": 8.010820388793945, + "timestamp": "2025-07-14T12:34:30.642766" + }, + { + "epoch": 1594, + "batch_idx": 192, + "loss": 0.3558306097984314, + "learning_rate": 9.827929994393617e-05, + "timestep_mean": 327.125, + "epsilon_norm": 3.0220446586608887, + "prediction_norm": 2.064758539199829, + "timestamp": "2025-07-14T12:34:30.647927" + }, + { + "epoch": 1595, + "batch_idx": 0, + "loss": 0.3603764772415161, + "learning_rate": 9.781218236495773e-05, + "timestep_mean": 521.96875, + "epsilon_norm": 8.048054695129395, + "prediction_norm": 6.9389872550964355, + "timestamp": "2025-07-14T12:34:30.652959" + }, + { + "epoch": 1595, + "batch_idx": 32, + "loss": 0.3290151357650757, + "learning_rate": 9.781218236495773e-05, + "timestep_mean": 481.96875, + "epsilon_norm": 7.860074043273926, + "prediction_norm": 6.452149391174316, + "timestamp": "2025-07-14T12:34:30.658012" + }, + { + "epoch": 1595, + "batch_idx": 64, + "loss": 0.25648409128189087, + "learning_rate": 9.781218236495773e-05, + "timestep_mean": 536.71875, + "epsilon_norm": 7.169713497161865, + "prediction_norm": 6.059906005859375, + "timestamp": "2025-07-14T12:34:30.663215" + }, + { + "epoch": 1595, + "batch_idx": 96, + "loss": 0.16634777188301086, + "learning_rate": 9.781218236495773e-05, + "timestep_mean": 609.3125, + "epsilon_norm": 6.904179096221924, + "prediction_norm": 6.0647077560424805, + "timestamp": "2025-07-14T12:34:30.668147" + }, + { + "epoch": 1595, + "batch_idx": 128, + "loss": 0.30336764454841614, + "learning_rate": 9.781218236495773e-05, + "timestep_mean": 544.1875, + "epsilon_norm": 8.036155700683594, + "prediction_norm": 7.066164493560791, + "timestamp": "2025-07-14T12:34:30.673209" + }, + { + "epoch": 1595, + "batch_idx": 160, + "loss": 0.15600454807281494, + "learning_rate": 9.781218236495773e-05, + "timestep_mean": 499.875, + "epsilon_norm": 7.331184387207031, + "prediction_norm": 6.451560020446777, + "timestamp": "2025-07-14T12:34:30.678167" + }, + { + "epoch": 1595, + "batch_idx": 192, + "loss": 0.15707743167877197, + "learning_rate": 9.781218236495773e-05, + "timestep_mean": 610.0, + "epsilon_norm": 4.365102767944336, + "prediction_norm": 3.8839547634124756, + "timestamp": "2025-07-14T12:34:30.683163" + }, + { + "epoch": 1596, + "batch_idx": 0, + "loss": 0.2432713359594345, + "learning_rate": 9.734605714443904e-05, + "timestep_mean": 464.8125, + "epsilon_norm": 8.232738494873047, + "prediction_norm": 6.4458231925964355, + "timestamp": "2025-07-14T12:34:30.688198" + }, + { + "epoch": 1596, + "batch_idx": 32, + "loss": 0.31143099069595337, + "learning_rate": 9.734605714443904e-05, + "timestep_mean": 458.65625, + "epsilon_norm": 8.170022964477539, + "prediction_norm": 6.703139781951904, + "timestamp": "2025-07-14T12:34:30.693197" + }, + { + "epoch": 1596, + "batch_idx": 64, + "loss": 0.34542950987815857, + "learning_rate": 9.734605714443904e-05, + "timestep_mean": 465.90625, + "epsilon_norm": 7.461779594421387, + "prediction_norm": 5.502213954925537, + "timestamp": "2025-07-14T12:34:30.698285" + }, + { + "epoch": 1596, + "batch_idx": 96, + "loss": 0.5501794219017029, + "learning_rate": 9.734605714443904e-05, + "timestep_mean": 484.6875, + "epsilon_norm": 7.939319610595703, + "prediction_norm": 5.728431224822998, + "timestamp": "2025-07-14T12:34:30.703267" + }, + { + "epoch": 1596, + "batch_idx": 128, + "loss": 0.20173271000385284, + "learning_rate": 9.734605714443904e-05, + "timestep_mean": 488.21875, + "epsilon_norm": 8.41444206237793, + "prediction_norm": 7.550755977630615, + "timestamp": "2025-07-14T12:34:30.708229" + }, + { + "epoch": 1596, + "batch_idx": 160, + "loss": 0.19772177934646606, + "learning_rate": 9.734605714443904e-05, + "timestep_mean": 539.28125, + "epsilon_norm": 7.177724361419678, + "prediction_norm": 6.212911605834961, + "timestamp": "2025-07-14T12:34:30.713211" + }, + { + "epoch": 1596, + "batch_idx": 192, + "loss": 0.15021009743213654, + "learning_rate": 9.734605714443904e-05, + "timestep_mean": 535.125, + "epsilon_norm": 3.417346715927124, + "prediction_norm": 2.891519069671631, + "timestamp": "2025-07-14T12:34:30.718186" + }, + { + "epoch": 1597, + "batch_idx": 0, + "loss": 0.2205040454864502, + "learning_rate": 9.688092543249758e-05, + "timestep_mean": 458.03125, + "epsilon_norm": 8.114745140075684, + "prediction_norm": 7.046867847442627, + "timestamp": "2025-07-14T12:34:30.723297" + }, + { + "epoch": 1597, + "batch_idx": 32, + "loss": 0.46804922819137573, + "learning_rate": 9.688092543249758e-05, + "timestep_mean": 458.65625, + "epsilon_norm": 7.893893718719482, + "prediction_norm": 6.495285511016846, + "timestamp": "2025-07-14T12:34:30.728427" + }, + { + "epoch": 1597, + "batch_idx": 64, + "loss": 0.17514611780643463, + "learning_rate": 9.688092543249758e-05, + "timestep_mean": 536.71875, + "epsilon_norm": 7.427659511566162, + "prediction_norm": 6.576311111450195, + "timestamp": "2025-07-14T12:34:30.733417" + }, + { + "epoch": 1597, + "batch_idx": 96, + "loss": 0.21711108088493347, + "learning_rate": 9.688092543249758e-05, + "timestep_mean": 483.9375, + "epsilon_norm": 7.638843536376953, + "prediction_norm": 7.137660503387451, + "timestamp": "2025-07-14T12:34:30.738460" + }, + { + "epoch": 1597, + "batch_idx": 128, + "loss": 0.26462745666503906, + "learning_rate": 9.688092543249758e-05, + "timestep_mean": 500.28125, + "epsilon_norm": 7.5800018310546875, + "prediction_norm": 6.859657287597656, + "timestamp": "2025-07-14T12:34:30.743471" + }, + { + "epoch": 1597, + "batch_idx": 160, + "loss": 0.15132969617843628, + "learning_rate": 9.688092543249758e-05, + "timestep_mean": 541.03125, + "epsilon_norm": 8.075704574584961, + "prediction_norm": 7.229010581970215, + "timestamp": "2025-07-14T12:34:30.748447" + }, + { + "epoch": 1597, + "batch_idx": 192, + "loss": 0.06837840378284454, + "learning_rate": 9.688092543249758e-05, + "timestep_mean": 572.625, + "epsilon_norm": 3.6662814617156982, + "prediction_norm": 3.8099796772003174, + "timestamp": "2025-07-14T12:34:30.753531" + }, + { + "epoch": 1598, + "batch_idx": 0, + "loss": 0.45877015590667725, + "learning_rate": 9.641678837679994e-05, + "timestep_mean": 466.875, + "epsilon_norm": 9.501448631286621, + "prediction_norm": 7.454692840576172, + "timestamp": "2025-07-14T12:34:30.758502" + }, + { + "epoch": 1598, + "batch_idx": 32, + "loss": 0.2288879156112671, + "learning_rate": 9.641678837679994e-05, + "timestep_mean": 508.4375, + "epsilon_norm": 7.635885715484619, + "prediction_norm": 6.952564239501953, + "timestamp": "2025-07-14T12:34:30.763568" + }, + { + "epoch": 1598, + "batch_idx": 64, + "loss": 0.2537636458873749, + "learning_rate": 9.641678837679994e-05, + "timestep_mean": 472.84375, + "epsilon_norm": 6.820833683013916, + "prediction_norm": 6.008309841156006, + "timestamp": "2025-07-14T12:34:30.768659" + }, + { + "epoch": 1598, + "batch_idx": 96, + "loss": 0.31961965560913086, + "learning_rate": 9.641678837679994e-05, + "timestep_mean": 486.78125, + "epsilon_norm": 7.457187175750732, + "prediction_norm": 5.384036064147949, + "timestamp": "2025-07-14T12:34:30.773604" + }, + { + "epoch": 1598, + "batch_idx": 128, + "loss": 0.316892147064209, + "learning_rate": 9.641678837679994e-05, + "timestep_mean": 428.1875, + "epsilon_norm": 7.598320484161377, + "prediction_norm": 5.986454963684082, + "timestamp": "2025-07-14T12:34:30.778668" + }, + { + "epoch": 1598, + "batch_idx": 160, + "loss": 0.2662302255630493, + "learning_rate": 9.641678837679994e-05, + "timestep_mean": 440.0, + "epsilon_norm": 7.729323863983154, + "prediction_norm": 6.692962169647217, + "timestamp": "2025-07-14T12:34:30.783690" + }, + { + "epoch": 1598, + "batch_idx": 192, + "loss": 0.09919144213199615, + "learning_rate": 9.641678837679994e-05, + "timestep_mean": 570.5, + "epsilon_norm": 3.127455234527588, + "prediction_norm": 2.5353970527648926, + "timestamp": "2025-07-14T12:34:30.788704" + }, + { + "epoch": 1599, + "batch_idx": 0, + "loss": 0.23431673645973206, + "learning_rate": 9.595364712255771e-05, + "timestep_mean": 510.65625, + "epsilon_norm": 7.20519495010376, + "prediction_norm": 6.180440425872803, + "timestamp": "2025-07-14T12:34:30.793771" + }, + { + "epoch": 1599, + "batch_idx": 32, + "loss": 0.5324582457542419, + "learning_rate": 9.595364712255771e-05, + "timestep_mean": 450.21875, + "epsilon_norm": 8.336162567138672, + "prediction_norm": 6.303905963897705, + "timestamp": "2025-07-14T12:34:30.798751" + }, + { + "epoch": 1599, + "batch_idx": 64, + "loss": 0.31606629490852356, + "learning_rate": 9.595364712255771e-05, + "timestep_mean": 449.625, + "epsilon_norm": 7.757850170135498, + "prediction_norm": 5.983731269836426, + "timestamp": "2025-07-14T12:34:30.803695" + }, + { + "epoch": 1599, + "batch_idx": 96, + "loss": 0.28478336334228516, + "learning_rate": 9.595364712255771e-05, + "timestep_mean": 425.1875, + "epsilon_norm": 7.405614376068115, + "prediction_norm": 6.407025337219238, + "timestamp": "2025-07-14T12:34:30.808739" + }, + { + "epoch": 1599, + "batch_idx": 128, + "loss": 0.2559497058391571, + "learning_rate": 9.595364712255771e-05, + "timestep_mean": 433.09375, + "epsilon_norm": 8.60399341583252, + "prediction_norm": 7.104994773864746, + "timestamp": "2025-07-14T12:34:30.813687" + }, + { + "epoch": 1599, + "batch_idx": 160, + "loss": 0.32724106311798096, + "learning_rate": 9.595364712255771e-05, + "timestep_mean": 480.21875, + "epsilon_norm": 8.212215423583984, + "prediction_norm": 6.676442623138428, + "timestamp": "2025-07-14T12:34:30.818700" + }, + { + "epoch": 1599, + "batch_idx": 192, + "loss": 0.5645890831947327, + "learning_rate": 9.595364712255771e-05, + "timestep_mean": 650.25, + "epsilon_norm": 4.961700439453125, + "prediction_norm": 3.7885076999664307, + "timestamp": "2025-07-14T12:34:30.823694" + }, + { + "epoch": 1600, + "batch_idx": 0, + "loss": 0.1574067622423172, + "learning_rate": 9.549150281252633e-05, + "timestep_mean": 481.3125, + "epsilon_norm": 7.780520915985107, + "prediction_norm": 6.550908088684082, + "timestamp": "2025-07-14T12:34:30.828690" + }, + { + "epoch": 1600, + "batch_idx": 32, + "loss": 0.2138034850358963, + "learning_rate": 9.549150281252633e-05, + "timestep_mean": 531.84375, + "epsilon_norm": 7.085043430328369, + "prediction_norm": 6.27816915512085, + "timestamp": "2025-07-14T12:34:30.833762" + }, + { + "epoch": 1600, + "batch_idx": 64, + "loss": 0.4553736448287964, + "learning_rate": 9.549150281252633e-05, + "timestep_mean": 461.53125, + "epsilon_norm": 8.654354095458984, + "prediction_norm": 7.3939409255981445, + "timestamp": "2025-07-14T12:34:30.838661" + }, + { + "epoch": 1600, + "batch_idx": 96, + "loss": 0.1230524554848671, + "learning_rate": 9.549150281252633e-05, + "timestep_mean": 531.28125, + "epsilon_norm": 8.320843696594238, + "prediction_norm": 7.51249361038208, + "timestamp": "2025-07-14T12:34:30.843622" + }, + { + "epoch": 1600, + "batch_idx": 128, + "loss": 0.21754911541938782, + "learning_rate": 9.549150281252633e-05, + "timestep_mean": 606.09375, + "epsilon_norm": 7.628001689910889, + "prediction_norm": 6.498502254486084, + "timestamp": "2025-07-14T12:34:30.848553" + }, + { + "epoch": 1600, + "batch_idx": 160, + "loss": 0.19575628638267517, + "learning_rate": 9.549150281252633e-05, + "timestep_mean": 487.9375, + "epsilon_norm": 7.029559135437012, + "prediction_norm": 6.253422737121582, + "timestamp": "2025-07-14T12:34:30.853546" + }, + { + "epoch": 1600, + "batch_idx": 192, + "loss": 0.11559906601905823, + "learning_rate": 9.549150281252633e-05, + "timestep_mean": 487.0, + "epsilon_norm": 3.5318634510040283, + "prediction_norm": 3.1791181564331055, + "timestamp": "2025-07-14T12:34:30.858485" + }, + { + "epoch": 1601, + "batch_idx": 0, + "loss": 0.29144981503486633, + "learning_rate": 9.503035658700071e-05, + "timestep_mean": 384.09375, + "epsilon_norm": 6.603885173797607, + "prediction_norm": 5.635254859924316, + "timestamp": "2025-07-14T12:34:30.863448" + }, + { + "epoch": 1601, + "batch_idx": 32, + "loss": 0.4430517554283142, + "learning_rate": 9.503035658700071e-05, + "timestep_mean": 499.0625, + "epsilon_norm": 8.810474395751953, + "prediction_norm": 7.3861870765686035, + "timestamp": "2025-07-14T12:34:30.868414" + }, + { + "epoch": 1601, + "batch_idx": 64, + "loss": 0.3511841595172882, + "learning_rate": 9.503035658700071e-05, + "timestep_mean": 554.65625, + "epsilon_norm": 7.717482089996338, + "prediction_norm": 5.802402496337891, + "timestamp": "2025-07-14T12:34:30.873423" + }, + { + "epoch": 1601, + "batch_idx": 96, + "loss": 0.2404872179031372, + "learning_rate": 9.503035658700071e-05, + "timestep_mean": 378.21875, + "epsilon_norm": 8.729752540588379, + "prediction_norm": 7.6755690574646, + "timestamp": "2025-07-14T12:34:30.878395" + }, + { + "epoch": 1601, + "batch_idx": 128, + "loss": 0.2637755274772644, + "learning_rate": 9.503035658700071e-05, + "timestep_mean": 619.21875, + "epsilon_norm": 7.563835144042969, + "prediction_norm": 6.3036980628967285, + "timestamp": "2025-07-14T12:34:30.883271" + }, + { + "epoch": 1601, + "batch_idx": 160, + "loss": 0.3207564651966095, + "learning_rate": 9.503035658700071e-05, + "timestep_mean": 495.34375, + "epsilon_norm": 7.551797866821289, + "prediction_norm": 5.803242206573486, + "timestamp": "2025-07-14T12:34:30.888332" + }, + { + "epoch": 1601, + "batch_idx": 192, + "loss": 0.17196768522262573, + "learning_rate": 9.503035658700071e-05, + "timestep_mean": 446.875, + "epsilon_norm": 3.748394727706909, + "prediction_norm": 3.18796706199646, + "timestamp": "2025-07-14T12:34:30.893263" + }, + { + "epoch": 1602, + "batch_idx": 0, + "loss": 0.3229614198207855, + "learning_rate": 9.457020958381334e-05, + "timestep_mean": 615.8125, + "epsilon_norm": 8.489006996154785, + "prediction_norm": 6.826700687408447, + "timestamp": "2025-07-14T12:34:30.898286" + }, + { + "epoch": 1602, + "batch_idx": 32, + "loss": 0.314281702041626, + "learning_rate": 9.457020958381334e-05, + "timestep_mean": 566.78125, + "epsilon_norm": 8.036689758300781, + "prediction_norm": 6.569421291351318, + "timestamp": "2025-07-14T12:34:30.903233" + }, + { + "epoch": 1602, + "batch_idx": 64, + "loss": 0.27521538734436035, + "learning_rate": 9.457020958381334e-05, + "timestep_mean": 488.78125, + "epsilon_norm": 8.009065628051758, + "prediction_norm": 6.485709190368652, + "timestamp": "2025-07-14T12:34:30.908137" + }, + { + "epoch": 1602, + "batch_idx": 96, + "loss": 0.22136659920215607, + "learning_rate": 9.457020958381334e-05, + "timestep_mean": 510.4375, + "epsilon_norm": 7.162324905395508, + "prediction_norm": 5.916132926940918, + "timestamp": "2025-07-14T12:34:30.913211" + }, + { + "epoch": 1602, + "batch_idx": 128, + "loss": 0.2733209431171417, + "learning_rate": 9.457020958381334e-05, + "timestep_mean": 529.5, + "epsilon_norm": 7.965820789337158, + "prediction_norm": 6.321600914001465, + "timestamp": "2025-07-14T12:34:30.918431" + }, + { + "epoch": 1602, + "batch_idx": 160, + "loss": 0.17664429545402527, + "learning_rate": 9.457020958381334e-05, + "timestep_mean": 479.34375, + "epsilon_norm": 7.042276382446289, + "prediction_norm": 6.415557384490967, + "timestamp": "2025-07-14T12:34:30.923728" + }, + { + "epoch": 1602, + "batch_idx": 192, + "loss": 0.31555840373039246, + "learning_rate": 9.457020958381334e-05, + "timestep_mean": 481.25, + "epsilon_norm": 3.511802911758423, + "prediction_norm": 3.0049140453338623, + "timestamp": "2025-07-14T12:34:30.928936" + }, + { + "epoch": 1603, + "batch_idx": 0, + "loss": 0.2054082751274109, + "learning_rate": 9.411106293833115e-05, + "timestep_mean": 534.875, + "epsilon_norm": 7.493946552276611, + "prediction_norm": 6.723252773284912, + "timestamp": "2025-07-14T12:34:30.934151" + }, + { + "epoch": 1603, + "batch_idx": 32, + "loss": 0.30124974250793457, + "learning_rate": 9.411106293833115e-05, + "timestep_mean": 466.6875, + "epsilon_norm": 7.528142929077148, + "prediction_norm": 6.516303062438965, + "timestamp": "2025-07-14T12:34:30.939558" + }, + { + "epoch": 1603, + "batch_idx": 64, + "loss": 0.18254642188549042, + "learning_rate": 9.411106293833115e-05, + "timestep_mean": 482.46875, + "epsilon_norm": 7.4235520362854, + "prediction_norm": 5.8706865310668945, + "timestamp": "2025-07-14T12:34:30.944802" + }, + { + "epoch": 1603, + "batch_idx": 96, + "loss": 0.15148289501667023, + "learning_rate": 9.411106293833115e-05, + "timestep_mean": 559.625, + "epsilon_norm": 6.224728107452393, + "prediction_norm": 5.830883979797363, + "timestamp": "2025-07-14T12:34:30.950074" + }, + { + "epoch": 1603, + "batch_idx": 128, + "loss": 0.14652103185653687, + "learning_rate": 9.411106293833115e-05, + "timestep_mean": 516.71875, + "epsilon_norm": 7.569262981414795, + "prediction_norm": 6.377439975738525, + "timestamp": "2025-07-14T12:34:30.955027" + }, + { + "epoch": 1603, + "batch_idx": 160, + "loss": 0.16163155436515808, + "learning_rate": 9.411106293833115e-05, + "timestep_mean": 552.84375, + "epsilon_norm": 7.987846851348877, + "prediction_norm": 7.299023628234863, + "timestamp": "2025-07-14T12:34:30.960313" + }, + { + "epoch": 1603, + "batch_idx": 192, + "loss": 0.705069363117218, + "learning_rate": 9.411106293833115e-05, + "timestep_mean": 468.125, + "epsilon_norm": 3.7690699100494385, + "prediction_norm": 2.860156774520874, + "timestamp": "2025-07-14T12:34:30.965541" + }, + { + "epoch": 1604, + "batch_idx": 0, + "loss": 0.15713798999786377, + "learning_rate": 9.365291778345303e-05, + "timestep_mean": 593.78125, + "epsilon_norm": 7.02039098739624, + "prediction_norm": 6.030584812164307, + "timestamp": "2025-07-14T12:34:30.970698" + }, + { + "epoch": 1604, + "batch_idx": 32, + "loss": 0.3130354881286621, + "learning_rate": 9.365291778345303e-05, + "timestep_mean": 467.6875, + "epsilon_norm": 8.33342170715332, + "prediction_norm": 6.457119464874268, + "timestamp": "2025-07-14T12:34:30.976075" + }, + { + "epoch": 1604, + "batch_idx": 64, + "loss": 0.2830703556537628, + "learning_rate": 9.365291778345303e-05, + "timestep_mean": 573.65625, + "epsilon_norm": 8.759608268737793, + "prediction_norm": 7.677468776702881, + "timestamp": "2025-07-14T12:34:30.981328" + }, + { + "epoch": 1604, + "batch_idx": 96, + "loss": 0.1759481132030487, + "learning_rate": 9.365291778345303e-05, + "timestep_mean": 526.28125, + "epsilon_norm": 6.513105392456055, + "prediction_norm": 5.650363445281982, + "timestamp": "2025-07-14T12:34:30.986551" + }, + { + "epoch": 1604, + "batch_idx": 128, + "loss": 0.176622211933136, + "learning_rate": 9.365291778345303e-05, + "timestep_mean": 579.78125, + "epsilon_norm": 7.147513389587402, + "prediction_norm": 5.976682662963867, + "timestamp": "2025-07-14T12:34:30.991846" + }, + { + "epoch": 1604, + "batch_idx": 160, + "loss": 0.22125136852264404, + "learning_rate": 9.365291778345303e-05, + "timestep_mean": 532.75, + "epsilon_norm": 7.522520065307617, + "prediction_norm": 7.090582370758057, + "timestamp": "2025-07-14T12:34:30.997093" + }, + { + "epoch": 1604, + "batch_idx": 192, + "loss": 0.35250693559646606, + "learning_rate": 9.365291778345303e-05, + "timestep_mean": 438.625, + "epsilon_norm": 4.96433687210083, + "prediction_norm": 3.8020358085632324, + "timestamp": "2025-07-14T12:34:31.002219" + }, + { + "epoch": 1605, + "batch_idx": 0, + "loss": 0.3382904529571533, + "learning_rate": 9.319577524960654e-05, + "timestep_mean": 385.59375, + "epsilon_norm": 7.987601280212402, + "prediction_norm": 6.206678867340088, + "timestamp": "2025-07-14T12:34:31.007443" + }, + { + "epoch": 1605, + "batch_idx": 32, + "loss": 0.2532239556312561, + "learning_rate": 9.319577524960654e-05, + "timestep_mean": 477.09375, + "epsilon_norm": 7.4292449951171875, + "prediction_norm": 6.195138931274414, + "timestamp": "2025-07-14T12:34:31.012898" + }, + { + "epoch": 1605, + "batch_idx": 64, + "loss": 0.378775030374527, + "learning_rate": 9.319577524960654e-05, + "timestep_mean": 504.65625, + "epsilon_norm": 8.751324653625488, + "prediction_norm": 6.468631267547607, + "timestamp": "2025-07-14T12:34:31.018006" + }, + { + "epoch": 1605, + "batch_idx": 96, + "loss": 0.3454638719558716, + "learning_rate": 9.319577524960654e-05, + "timestep_mean": 448.84375, + "epsilon_norm": 8.370095252990723, + "prediction_norm": 6.908486843109131, + "timestamp": "2025-07-14T12:34:31.029886" + }, + { + "epoch": 1605, + "batch_idx": 128, + "loss": 0.5049172639846802, + "learning_rate": 9.319577524960654e-05, + "timestep_mean": 587.9375, + "epsilon_norm": 8.887069702148438, + "prediction_norm": 6.947171688079834, + "timestamp": "2025-07-14T12:34:31.034964" + }, + { + "epoch": 1605, + "batch_idx": 160, + "loss": 0.181848406791687, + "learning_rate": 9.319577524960654e-05, + "timestep_mean": 503.15625, + "epsilon_norm": 6.922755241394043, + "prediction_norm": 6.320268154144287, + "timestamp": "2025-07-14T12:34:31.039991" + }, + { + "epoch": 1605, + "batch_idx": 192, + "loss": 0.3950175642967224, + "learning_rate": 9.319577524960654e-05, + "timestep_mean": 383.5, + "epsilon_norm": 3.9430108070373535, + "prediction_norm": 2.998563289642334, + "timestamp": "2025-07-14T12:34:31.045046" + }, + { + "epoch": 1606, + "batch_idx": 0, + "loss": 0.23907244205474854, + "learning_rate": 9.273963646474525e-05, + "timestep_mean": 385.25, + "epsilon_norm": 7.526427268981934, + "prediction_norm": 6.268181324005127, + "timestamp": "2025-07-14T12:34:31.050088" + }, + { + "epoch": 1606, + "batch_idx": 32, + "loss": 0.523485004901886, + "learning_rate": 9.273963646474525e-05, + "timestep_mean": 435.90625, + "epsilon_norm": 7.857822895050049, + "prediction_norm": 5.9825758934021, + "timestamp": "2025-07-14T12:34:31.055082" + }, + { + "epoch": 1606, + "batch_idx": 64, + "loss": 0.22966814041137695, + "learning_rate": 9.273963646474525e-05, + "timestep_mean": 462.125, + "epsilon_norm": 7.98931884765625, + "prediction_norm": 7.240030765533447, + "timestamp": "2025-07-14T12:34:31.060162" + }, + { + "epoch": 1606, + "batch_idx": 96, + "loss": 0.3360399305820465, + "learning_rate": 9.273963646474525e-05, + "timestep_mean": 447.25, + "epsilon_norm": 9.219365119934082, + "prediction_norm": 7.57946252822876, + "timestamp": "2025-07-14T12:34:31.065107" + }, + { + "epoch": 1606, + "batch_idx": 128, + "loss": 0.2008811980485916, + "learning_rate": 9.273963646474525e-05, + "timestep_mean": 593.65625, + "epsilon_norm": 8.04570198059082, + "prediction_norm": 7.53640079498291, + "timestamp": "2025-07-14T12:34:31.070114" + }, + { + "epoch": 1606, + "batch_idx": 160, + "loss": 0.30368080735206604, + "learning_rate": 9.273963646474525e-05, + "timestep_mean": 451.0625, + "epsilon_norm": 7.68071985244751, + "prediction_norm": 5.774580001831055, + "timestamp": "2025-07-14T12:34:31.075053" + }, + { + "epoch": 1606, + "batch_idx": 192, + "loss": 0.16804978251457214, + "learning_rate": 9.273963646474525e-05, + "timestep_mean": 388.125, + "epsilon_norm": 3.3894972801208496, + "prediction_norm": 2.662461757659912, + "timestamp": "2025-07-14T12:34:31.080079" + }, + { + "epoch": 1607, + "batch_idx": 0, + "loss": 0.14659589529037476, + "learning_rate": 9.228450255434666e-05, + "timestep_mean": 561.0625, + "epsilon_norm": 6.517457962036133, + "prediction_norm": 5.63501501083374, + "timestamp": "2025-07-14T12:34:31.085104" + }, + { + "epoch": 1607, + "batch_idx": 32, + "loss": 0.35552483797073364, + "learning_rate": 9.228450255434666e-05, + "timestep_mean": 455.21875, + "epsilon_norm": 8.25238037109375, + "prediction_norm": 6.240220069885254, + "timestamp": "2025-07-14T12:34:31.090183" + }, + { + "epoch": 1607, + "batch_idx": 64, + "loss": 0.31408625841140747, + "learning_rate": 9.228450255434666e-05, + "timestep_mean": 543.5625, + "epsilon_norm": 8.950237274169922, + "prediction_norm": 8.147526741027832, + "timestamp": "2025-07-14T12:34:31.095188" + }, + { + "epoch": 1607, + "batch_idx": 96, + "loss": 0.14290329813957214, + "learning_rate": 9.228450255434666e-05, + "timestep_mean": 503.3125, + "epsilon_norm": 8.436400413513184, + "prediction_norm": 7.450334548950195, + "timestamp": "2025-07-14T12:34:31.100282" + }, + { + "epoch": 1607, + "batch_idx": 128, + "loss": 0.34556329250335693, + "learning_rate": 9.228450255434666e-05, + "timestep_mean": 528.21875, + "epsilon_norm": 8.080450057983398, + "prediction_norm": 6.044041156768799, + "timestamp": "2025-07-14T12:34:31.105396" + }, + { + "epoch": 1607, + "batch_idx": 160, + "loss": 0.4623643457889557, + "learning_rate": 9.228450255434666e-05, + "timestep_mean": 444.28125, + "epsilon_norm": 8.202569007873535, + "prediction_norm": 6.784224987030029, + "timestamp": "2025-07-14T12:34:31.110473" + }, + { + "epoch": 1607, + "batch_idx": 192, + "loss": 0.19135574996471405, + "learning_rate": 9.228450255434666e-05, + "timestep_mean": 605.25, + "epsilon_norm": 3.389253616333008, + "prediction_norm": 3.124436855316162, + "timestamp": "2025-07-14T12:34:31.115479" + }, + { + "epoch": 1608, + "batch_idx": 0, + "loss": 0.17896884679794312, + "learning_rate": 9.183037464140802e-05, + "timestep_mean": 571.71875, + "epsilon_norm": 7.665429592132568, + "prediction_norm": 7.153817653656006, + "timestamp": "2025-07-14T12:34:31.120498" + }, + { + "epoch": 1608, + "batch_idx": 32, + "loss": 0.282947301864624, + "learning_rate": 9.183037464140802e-05, + "timestep_mean": 553.59375, + "epsilon_norm": 8.13263988494873, + "prediction_norm": 6.945123672485352, + "timestamp": "2025-07-14T12:34:31.125763" + }, + { + "epoch": 1608, + "batch_idx": 64, + "loss": 0.2426479458808899, + "learning_rate": 9.183037464140802e-05, + "timestep_mean": 540.90625, + "epsilon_norm": 7.478871822357178, + "prediction_norm": 6.5213446617126465, + "timestamp": "2025-07-14T12:34:31.130766" + }, + { + "epoch": 1608, + "batch_idx": 96, + "loss": 0.4583255648612976, + "learning_rate": 9.183037464140802e-05, + "timestep_mean": 357.125, + "epsilon_norm": 7.882180213928223, + "prediction_norm": 5.589532375335693, + "timestamp": "2025-07-14T12:34:31.135840" + }, + { + "epoch": 1608, + "batch_idx": 128, + "loss": 0.5951879024505615, + "learning_rate": 9.183037464140802e-05, + "timestep_mean": 473.96875, + "epsilon_norm": 8.443631172180176, + "prediction_norm": 6.591275215148926, + "timestamp": "2025-07-14T12:34:31.140886" + }, + { + "epoch": 1608, + "batch_idx": 160, + "loss": 0.27967116236686707, + "learning_rate": 9.183037464140802e-05, + "timestep_mean": 457.1875, + "epsilon_norm": 7.6972126960754395, + "prediction_norm": 6.291311264038086, + "timestamp": "2025-07-14T12:34:31.145956" + }, + { + "epoch": 1608, + "batch_idx": 192, + "loss": 0.898321807384491, + "learning_rate": 9.183037464140802e-05, + "timestep_mean": 285.125, + "epsilon_norm": 4.438712120056152, + "prediction_norm": 2.7878992557525635, + "timestamp": "2025-07-14T12:34:31.150904" + }, + { + "epoch": 1609, + "batch_idx": 0, + "loss": 0.3597673773765564, + "learning_rate": 9.137725384644522e-05, + "timestep_mean": 508.96875, + "epsilon_norm": 8.31312084197998, + "prediction_norm": 6.943141937255859, + "timestamp": "2025-07-14T12:34:31.156088" + }, + { + "epoch": 1609, + "batch_idx": 32, + "loss": 0.17687223851680756, + "learning_rate": 9.137725384644522e-05, + "timestep_mean": 517.59375, + "epsilon_norm": 6.255077838897705, + "prediction_norm": 5.266556739807129, + "timestamp": "2025-07-14T12:34:31.160959" + }, + { + "epoch": 1609, + "batch_idx": 64, + "loss": 0.2216934859752655, + "learning_rate": 9.137725384644522e-05, + "timestep_mean": 448.65625, + "epsilon_norm": 7.7805681228637695, + "prediction_norm": 6.493919372558594, + "timestamp": "2025-07-14T12:34:31.166040" + }, + { + "epoch": 1609, + "batch_idx": 96, + "loss": 0.19906361401081085, + "learning_rate": 9.137725384644522e-05, + "timestep_mean": 583.09375, + "epsilon_norm": 7.254563331604004, + "prediction_norm": 6.3124494552612305, + "timestamp": "2025-07-14T12:34:31.171277" + }, + { + "epoch": 1609, + "batch_idx": 128, + "loss": 0.3036262094974518, + "learning_rate": 9.137725384644522e-05, + "timestep_mean": 466.5, + "epsilon_norm": 7.137725830078125, + "prediction_norm": 6.030949115753174, + "timestamp": "2025-07-14T12:34:31.176478" + }, + { + "epoch": 1609, + "batch_idx": 160, + "loss": 0.5288398265838623, + "learning_rate": 9.137725384644522e-05, + "timestep_mean": 459.46875, + "epsilon_norm": 8.863893508911133, + "prediction_norm": 6.112179279327393, + "timestamp": "2025-07-14T12:34:31.181779" + }, + { + "epoch": 1609, + "batch_idx": 192, + "loss": 0.26661375164985657, + "learning_rate": 9.137725384644522e-05, + "timestep_mean": 535.5, + "epsilon_norm": 5.288573741912842, + "prediction_norm": 4.303282260894775, + "timestamp": "2025-07-14T12:34:31.187008" + }, + { + "epoch": 1610, + "batch_idx": 0, + "loss": 0.18452395498752594, + "learning_rate": 9.092514128748834e-05, + "timestep_mean": 473.96875, + "epsilon_norm": 6.941155910491943, + "prediction_norm": 6.218162536621094, + "timestamp": "2025-07-14T12:34:31.192290" + }, + { + "epoch": 1610, + "batch_idx": 32, + "loss": 0.2281583696603775, + "learning_rate": 9.092514128748834e-05, + "timestep_mean": 442.46875, + "epsilon_norm": 8.36672306060791, + "prediction_norm": 7.051294326782227, + "timestamp": "2025-07-14T12:34:31.197411" + }, + { + "epoch": 1610, + "batch_idx": 64, + "loss": 0.11640992760658264, + "learning_rate": 9.092514128748834e-05, + "timestep_mean": 611.3125, + "epsilon_norm": 8.849963188171387, + "prediction_norm": 7.809792518615723, + "timestamp": "2025-07-14T12:34:31.202486" + }, + { + "epoch": 1610, + "batch_idx": 96, + "loss": 0.16086623072624207, + "learning_rate": 9.092514128748834e-05, + "timestep_mean": 474.75, + "epsilon_norm": 8.062966346740723, + "prediction_norm": 6.857853412628174, + "timestamp": "2025-07-14T12:34:31.207520" + }, + { + "epoch": 1610, + "batch_idx": 128, + "loss": 0.37256544828414917, + "learning_rate": 9.092514128748834e-05, + "timestep_mean": 521.78125, + "epsilon_norm": 8.163330078125, + "prediction_norm": 6.157271862030029, + "timestamp": "2025-07-14T12:34:31.212859" + }, + { + "epoch": 1610, + "batch_idx": 160, + "loss": 0.3838152289390564, + "learning_rate": 9.092514128748834e-05, + "timestep_mean": 513.46875, + "epsilon_norm": 8.137150764465332, + "prediction_norm": 6.374107837677002, + "timestamp": "2025-07-14T12:34:31.218081" + }, + { + "epoch": 1610, + "batch_idx": 192, + "loss": 0.20692801475524902, + "learning_rate": 9.092514128748834e-05, + "timestep_mean": 480.875, + "epsilon_norm": 3.1979992389678955, + "prediction_norm": 2.264106273651123, + "timestamp": "2025-07-14T12:34:31.223250" + }, + { + "epoch": 1611, + "batch_idx": 0, + "loss": 0.3280313014984131, + "learning_rate": 9.047403808008035e-05, + "timestep_mean": 453.375, + "epsilon_norm": 8.267175674438477, + "prediction_norm": 6.422457218170166, + "timestamp": "2025-07-14T12:34:31.228565" + }, + { + "epoch": 1611, + "batch_idx": 32, + "loss": 0.16652807593345642, + "learning_rate": 9.047403808008035e-05, + "timestep_mean": 509.625, + "epsilon_norm": 7.909407138824463, + "prediction_norm": 6.837213039398193, + "timestamp": "2025-07-14T12:34:31.233868" + }, + { + "epoch": 1611, + "batch_idx": 64, + "loss": 0.25801199674606323, + "learning_rate": 9.047403808008035e-05, + "timestep_mean": 577.46875, + "epsilon_norm": 8.711028099060059, + "prediction_norm": 7.870569229125977, + "timestamp": "2025-07-14T12:34:31.239127" + }, + { + "epoch": 1611, + "batch_idx": 96, + "loss": 0.17917227745056152, + "learning_rate": 9.047403808008035e-05, + "timestep_mean": 514.9375, + "epsilon_norm": 7.737374305725098, + "prediction_norm": 7.434373378753662, + "timestamp": "2025-07-14T12:34:31.244388" + }, + { + "epoch": 1611, + "batch_idx": 128, + "loss": 0.3239642083644867, + "learning_rate": 9.047403808008035e-05, + "timestep_mean": 555.0, + "epsilon_norm": 7.5575432777404785, + "prediction_norm": 6.288090229034424, + "timestamp": "2025-07-14T12:34:31.249602" + }, + { + "epoch": 1611, + "batch_idx": 160, + "loss": 0.2752770781517029, + "learning_rate": 9.047403808008035e-05, + "timestep_mean": 451.1875, + "epsilon_norm": 8.149287223815918, + "prediction_norm": 7.101871013641357, + "timestamp": "2025-07-14T12:34:31.255028" + }, + { + "epoch": 1611, + "batch_idx": 192, + "loss": 0.2393171191215515, + "learning_rate": 9.047403808008035e-05, + "timestep_mean": 524.375, + "epsilon_norm": 3.837555408477783, + "prediction_norm": 3.237138271331787, + "timestamp": "2025-07-14T12:34:31.260201" + }, + { + "epoch": 1612, + "batch_idx": 0, + "loss": 0.2556964159011841, + "learning_rate": 9.00239453372739e-05, + "timestep_mean": 590.21875, + "epsilon_norm": 9.61277961730957, + "prediction_norm": 8.410711288452148, + "timestamp": "2025-07-14T12:34:31.265426" + }, + { + "epoch": 1612, + "batch_idx": 32, + "loss": 0.3095378279685974, + "learning_rate": 9.00239453372739e-05, + "timestep_mean": 497.09375, + "epsilon_norm": 7.919538497924805, + "prediction_norm": 6.362170696258545, + "timestamp": "2025-07-14T12:34:31.270700" + }, + { + "epoch": 1612, + "batch_idx": 64, + "loss": 0.331891804933548, + "learning_rate": 9.00239453372739e-05, + "timestep_mean": 536.40625, + "epsilon_norm": 7.626880645751953, + "prediction_norm": 5.687938213348389, + "timestamp": "2025-07-14T12:34:31.275947" + }, + { + "epoch": 1612, + "batch_idx": 96, + "loss": 0.25181856751441956, + "learning_rate": 9.00239453372739e-05, + "timestep_mean": 567.8125, + "epsilon_norm": 6.612349987030029, + "prediction_norm": 6.233132839202881, + "timestamp": "2025-07-14T12:34:31.281227" + }, + { + "epoch": 1612, + "batch_idx": 128, + "loss": 0.329256534576416, + "learning_rate": 9.00239453372739e-05, + "timestep_mean": 459.53125, + "epsilon_norm": 8.268064498901367, + "prediction_norm": 7.001733303070068, + "timestamp": "2025-07-14T12:34:31.286409" + }, + { + "epoch": 1612, + "batch_idx": 160, + "loss": 0.2601587176322937, + "learning_rate": 9.00239453372739e-05, + "timestep_mean": 528.125, + "epsilon_norm": 8.019680976867676, + "prediction_norm": 7.238584518432617, + "timestamp": "2025-07-14T12:34:31.291642" + }, + { + "epoch": 1612, + "batch_idx": 192, + "loss": 0.4061858355998993, + "learning_rate": 9.00239453372739e-05, + "timestep_mean": 494.0, + "epsilon_norm": 4.525386810302734, + "prediction_norm": 3.6774165630340576, + "timestamp": "2025-07-14T12:34:31.296877" + }, + { + "epoch": 1613, + "batch_idx": 0, + "loss": 0.375497043132782, + "learning_rate": 8.95748641696276e-05, + "timestep_mean": 418.84375, + "epsilon_norm": 8.15070629119873, + "prediction_norm": 5.539547920227051, + "timestamp": "2025-07-14T12:34:31.302155" + }, + { + "epoch": 1613, + "batch_idx": 32, + "loss": 0.2763773202896118, + "learning_rate": 8.95748641696276e-05, + "timestep_mean": 565.875, + "epsilon_norm": 8.577674865722656, + "prediction_norm": 7.189599990844727, + "timestamp": "2025-07-14T12:34:31.307384" + }, + { + "epoch": 1613, + "batch_idx": 64, + "loss": 0.12921613454818726, + "learning_rate": 8.95748641696276e-05, + "timestep_mean": 606.46875, + "epsilon_norm": 7.118432998657227, + "prediction_norm": 6.944876194000244, + "timestamp": "2025-07-14T12:34:31.312565" + }, + { + "epoch": 1613, + "batch_idx": 96, + "loss": 0.16982042789459229, + "learning_rate": 8.95748641696276e-05, + "timestep_mean": 531.6875, + "epsilon_norm": 7.660632133483887, + "prediction_norm": 7.224610328674316, + "timestamp": "2025-07-14T12:34:31.317620" + }, + { + "epoch": 1613, + "batch_idx": 128, + "loss": 0.2792019844055176, + "learning_rate": 8.95748641696276e-05, + "timestep_mean": 604.0625, + "epsilon_norm": 7.690595626831055, + "prediction_norm": 6.9305419921875, + "timestamp": "2025-07-14T12:34:31.322721" + }, + { + "epoch": 1613, + "batch_idx": 160, + "loss": 0.256534218788147, + "learning_rate": 8.95748641696276e-05, + "timestep_mean": 529.8125, + "epsilon_norm": 7.079247951507568, + "prediction_norm": 6.179296970367432, + "timestamp": "2025-07-14T12:34:31.328013" + }, + { + "epoch": 1613, + "batch_idx": 192, + "loss": 0.2931506931781769, + "learning_rate": 8.95748641696276e-05, + "timestep_mean": 505.375, + "epsilon_norm": 3.4028892517089844, + "prediction_norm": 2.5889158248901367, + "timestamp": "2025-07-14T12:34:31.333192" + }, + { + "epoch": 1614, + "batch_idx": 0, + "loss": 0.14166073501110077, + "learning_rate": 8.912679568520491e-05, + "timestep_mean": 407.15625, + "epsilon_norm": 7.7175445556640625, + "prediction_norm": 6.726978778839111, + "timestamp": "2025-07-14T12:34:31.338613" + }, + { + "epoch": 1614, + "batch_idx": 32, + "loss": 0.17523279786109924, + "learning_rate": 8.912679568520491e-05, + "timestep_mean": 498.65625, + "epsilon_norm": 7.791312217712402, + "prediction_norm": 6.964685440063477, + "timestamp": "2025-07-14T12:34:31.343772" + }, + { + "epoch": 1614, + "batch_idx": 64, + "loss": 0.2743483781814575, + "learning_rate": 8.912679568520491e-05, + "timestep_mean": 555.90625, + "epsilon_norm": 9.213183403015137, + "prediction_norm": 7.944064140319824, + "timestamp": "2025-07-14T12:34:31.349019" + }, + { + "epoch": 1614, + "batch_idx": 96, + "loss": 0.32207995653152466, + "learning_rate": 8.912679568520491e-05, + "timestep_mean": 445.28125, + "epsilon_norm": 8.174729347229004, + "prediction_norm": 7.168702125549316, + "timestamp": "2025-07-14T12:34:31.354365" + }, + { + "epoch": 1614, + "batch_idx": 128, + "loss": 0.3428881764411926, + "learning_rate": 8.912679568520491e-05, + "timestep_mean": 525.625, + "epsilon_norm": 8.332999229431152, + "prediction_norm": 6.767307758331299, + "timestamp": "2025-07-14T12:34:31.359537" + }, + { + "epoch": 1614, + "batch_idx": 160, + "loss": 0.5059342384338379, + "learning_rate": 8.912679568520491e-05, + "timestep_mean": 475.3125, + "epsilon_norm": 8.097783088684082, + "prediction_norm": 6.4761128425598145, + "timestamp": "2025-07-14T12:34:31.364797" + }, + { + "epoch": 1614, + "batch_idx": 192, + "loss": 0.5154378414154053, + "learning_rate": 8.912679568520491e-05, + "timestep_mean": 426.875, + "epsilon_norm": 3.4232826232910156, + "prediction_norm": 2.753451108932495, + "timestamp": "2025-07-14T12:34:31.370007" + }, + { + "epoch": 1615, + "batch_idx": 0, + "loss": 0.403175413608551, + "learning_rate": 8.867974098957014e-05, + "timestep_mean": 449.96875, + "epsilon_norm": 8.862948417663574, + "prediction_norm": 6.62391471862793, + "timestamp": "2025-07-14T12:34:31.375223" + }, + { + "epoch": 1615, + "batch_idx": 32, + "loss": 0.1740654855966568, + "learning_rate": 8.867974098957014e-05, + "timestep_mean": 570.625, + "epsilon_norm": 8.103278160095215, + "prediction_norm": 7.741751670837402, + "timestamp": "2025-07-14T12:34:31.380428" + }, + { + "epoch": 1615, + "batch_idx": 64, + "loss": 0.2863706648349762, + "learning_rate": 8.867974098957014e-05, + "timestep_mean": 505.625, + "epsilon_norm": 7.775548458099365, + "prediction_norm": 6.636582374572754, + "timestamp": "2025-07-14T12:34:31.385634" + }, + { + "epoch": 1615, + "batch_idx": 96, + "loss": 0.35784244537353516, + "learning_rate": 8.867974098957014e-05, + "timestep_mean": 553.09375, + "epsilon_norm": 7.875508785247803, + "prediction_norm": 6.012172222137451, + "timestamp": "2025-07-14T12:34:31.390866" + }, + { + "epoch": 1615, + "batch_idx": 128, + "loss": 0.18542833626270294, + "learning_rate": 8.867974098957014e-05, + "timestep_mean": 522.1875, + "epsilon_norm": 8.226766586303711, + "prediction_norm": 7.331573009490967, + "timestamp": "2025-07-14T12:34:31.396183" + }, + { + "epoch": 1615, + "batch_idx": 160, + "loss": 0.28184714913368225, + "learning_rate": 8.867974098957014e-05, + "timestep_mean": 508.34375, + "epsilon_norm": 7.326406002044678, + "prediction_norm": 5.3959736824035645, + "timestamp": "2025-07-14T12:34:31.401405" + }, + { + "epoch": 1615, + "batch_idx": 192, + "loss": 0.08928389102220535, + "learning_rate": 8.867974098957014e-05, + "timestep_mean": 608.5, + "epsilon_norm": 2.761300802230835, + "prediction_norm": 2.728727340698242, + "timestamp": "2025-07-14T12:34:31.406340" + }, + { + "epoch": 1616, + "batch_idx": 0, + "loss": 0.33890098333358765, + "learning_rate": 8.823370118578625e-05, + "timestep_mean": 532.96875, + "epsilon_norm": 8.846465110778809, + "prediction_norm": 7.546883583068848, + "timestamp": "2025-07-14T12:34:31.411221" + }, + { + "epoch": 1616, + "batch_idx": 32, + "loss": 0.3165607750415802, + "learning_rate": 8.823370118578625e-05, + "timestep_mean": 452.75, + "epsilon_norm": 8.776612281799316, + "prediction_norm": 7.7894134521484375, + "timestamp": "2025-07-14T12:34:31.416437" + }, + { + "epoch": 1616, + "batch_idx": 64, + "loss": 0.2608875632286072, + "learning_rate": 8.823370118578625e-05, + "timestep_mean": 533.40625, + "epsilon_norm": 7.658405303955078, + "prediction_norm": 6.6294145584106445, + "timestamp": "2025-07-14T12:34:31.421969" + }, + { + "epoch": 1616, + "batch_idx": 96, + "loss": 0.23077601194381714, + "learning_rate": 8.823370118578625e-05, + "timestep_mean": 476.34375, + "epsilon_norm": 7.64253568649292, + "prediction_norm": 7.005607604980469, + "timestamp": "2025-07-14T12:34:31.427158" + }, + { + "epoch": 1616, + "batch_idx": 128, + "loss": 0.242820143699646, + "learning_rate": 8.823370118578625e-05, + "timestep_mean": 480.75, + "epsilon_norm": 7.932525634765625, + "prediction_norm": 7.128940582275391, + "timestamp": "2025-07-14T12:34:31.432028" + }, + { + "epoch": 1616, + "batch_idx": 160, + "loss": 0.25601476430892944, + "learning_rate": 8.823370118578625e-05, + "timestep_mean": 489.46875, + "epsilon_norm": 7.919058322906494, + "prediction_norm": 7.222007751464844, + "timestamp": "2025-07-14T12:34:31.437008" + }, + { + "epoch": 1616, + "batch_idx": 192, + "loss": 0.5339506268501282, + "learning_rate": 8.823370118578625e-05, + "timestep_mean": 533.875, + "epsilon_norm": 3.8987438678741455, + "prediction_norm": 2.4087793827056885, + "timestamp": "2025-07-14T12:34:31.442180" + }, + { + "epoch": 1617, + "batch_idx": 0, + "loss": 0.33222082257270813, + "learning_rate": 8.778867737441229e-05, + "timestep_mean": 446.03125, + "epsilon_norm": 7.620940208435059, + "prediction_norm": 6.296175479888916, + "timestamp": "2025-07-14T12:34:31.447235" + }, + { + "epoch": 1617, + "batch_idx": 32, + "loss": 0.1657385528087616, + "learning_rate": 8.778867737441229e-05, + "timestep_mean": 486.96875, + "epsilon_norm": 8.362639427185059, + "prediction_norm": 8.30892276763916, + "timestamp": "2025-07-14T12:34:31.452177" + }, + { + "epoch": 1617, + "batch_idx": 64, + "loss": 0.2733939290046692, + "learning_rate": 8.778867737441229e-05, + "timestep_mean": 472.4375, + "epsilon_norm": 7.8459320068359375, + "prediction_norm": 6.149105548858643, + "timestamp": "2025-07-14T12:34:31.457076" + }, + { + "epoch": 1617, + "batch_idx": 96, + "loss": 0.33038145303726196, + "learning_rate": 8.778867737441229e-05, + "timestep_mean": 471.1875, + "epsilon_norm": 9.241466522216797, + "prediction_norm": 7.650134563446045, + "timestamp": "2025-07-14T12:34:31.461966" + }, + { + "epoch": 1617, + "batch_idx": 128, + "loss": 0.3668597340583801, + "learning_rate": 8.778867737441229e-05, + "timestep_mean": 574.5, + "epsilon_norm": 7.626540660858154, + "prediction_norm": 6.130906581878662, + "timestamp": "2025-07-14T12:34:31.467453" + }, + { + "epoch": 1617, + "batch_idx": 160, + "loss": 0.34816810488700867, + "learning_rate": 8.778867737441229e-05, + "timestep_mean": 518.65625, + "epsilon_norm": 7.58648157119751, + "prediction_norm": 6.455069541931152, + "timestamp": "2025-07-14T12:34:31.472733" + }, + { + "epoch": 1617, + "batch_idx": 192, + "loss": 0.7874974012374878, + "learning_rate": 8.778867737441229e-05, + "timestep_mean": 376.75, + "epsilon_norm": 5.281050205230713, + "prediction_norm": 3.081319570541382, + "timestamp": "2025-07-14T12:34:31.477734" + }, + { + "epoch": 1618, + "batch_idx": 0, + "loss": 0.25970834493637085, + "learning_rate": 8.734467065350018e-05, + "timestep_mean": 496.8125, + "epsilon_norm": 8.051762580871582, + "prediction_norm": 6.618923187255859, + "timestamp": "2025-07-14T12:34:31.482845" + }, + { + "epoch": 1618, + "batch_idx": 32, + "loss": 0.25374048948287964, + "learning_rate": 8.734467065350018e-05, + "timestep_mean": 508.0625, + "epsilon_norm": 7.498690605163574, + "prediction_norm": 6.448763847351074, + "timestamp": "2025-07-14T12:34:31.487830" + }, + { + "epoch": 1618, + "batch_idx": 64, + "loss": 0.1883557140827179, + "learning_rate": 8.734467065350018e-05, + "timestep_mean": 527.625, + "epsilon_norm": 7.472657203674316, + "prediction_norm": 6.5970234870910645, + "timestamp": "2025-07-14T12:34:31.492880" + }, + { + "epoch": 1618, + "batch_idx": 96, + "loss": 0.4552736282348633, + "learning_rate": 8.734467065350018e-05, + "timestep_mean": 465.96875, + "epsilon_norm": 9.189583778381348, + "prediction_norm": 7.324896812438965, + "timestamp": "2025-07-14T12:34:31.497810" + }, + { + "epoch": 1618, + "batch_idx": 128, + "loss": 0.19545188546180725, + "learning_rate": 8.734467065350018e-05, + "timestep_mean": 516.5, + "epsilon_norm": 8.048665046691895, + "prediction_norm": 7.149972915649414, + "timestamp": "2025-07-14T12:34:31.502696" + }, + { + "epoch": 1618, + "batch_idx": 160, + "loss": 0.2157018482685089, + "learning_rate": 8.734467065350018e-05, + "timestep_mean": 466.84375, + "epsilon_norm": 8.312984466552734, + "prediction_norm": 7.278542995452881, + "timestamp": "2025-07-14T12:34:31.507558" + }, + { + "epoch": 1618, + "batch_idx": 192, + "loss": 0.2585991621017456, + "learning_rate": 8.734467065350018e-05, + "timestep_mean": 520.25, + "epsilon_norm": 3.3805441856384277, + "prediction_norm": 3.0698368549346924, + "timestamp": "2025-07-14T12:34:31.512592" + }, + { + "epoch": 1619, + "batch_idx": 0, + "loss": 0.20834505558013916, + "learning_rate": 8.690168211859242e-05, + "timestep_mean": 496.9375, + "epsilon_norm": 8.277740478515625, + "prediction_norm": 7.739686012268066, + "timestamp": "2025-07-14T12:34:31.517488" + }, + { + "epoch": 1619, + "batch_idx": 32, + "loss": 0.26842302083969116, + "learning_rate": 8.690168211859242e-05, + "timestep_mean": 537.90625, + "epsilon_norm": 8.370823860168457, + "prediction_norm": 6.585498809814453, + "timestamp": "2025-07-14T12:34:31.522266" + }, + { + "epoch": 1619, + "batch_idx": 64, + "loss": 0.4472881853580475, + "learning_rate": 8.690168211859242e-05, + "timestep_mean": 490.4375, + "epsilon_norm": 8.699114799499512, + "prediction_norm": 7.338632583618164, + "timestamp": "2025-07-14T12:34:31.527155" + }, + { + "epoch": 1619, + "batch_idx": 96, + "loss": 0.33580687642097473, + "learning_rate": 8.690168211859242e-05, + "timestep_mean": 483.5625, + "epsilon_norm": 8.387104034423828, + "prediction_norm": 7.293158054351807, + "timestamp": "2025-07-14T12:34:31.532073" + }, + { + "epoch": 1619, + "batch_idx": 128, + "loss": 0.3122672438621521, + "learning_rate": 8.690168211859242e-05, + "timestep_mean": 478.40625, + "epsilon_norm": 8.185745239257812, + "prediction_norm": 7.060456275939941, + "timestamp": "2025-07-14T12:34:31.536967" + }, + { + "epoch": 1619, + "batch_idx": 160, + "loss": 0.4825582802295685, + "learning_rate": 8.690168211859242e-05, + "timestep_mean": 432.96875, + "epsilon_norm": 9.429977416992188, + "prediction_norm": 7.4286041259765625, + "timestamp": "2025-07-14T12:34:31.541894" + }, + { + "epoch": 1619, + "batch_idx": 192, + "loss": 0.715203583240509, + "learning_rate": 8.690168211859242e-05, + "timestep_mean": 590.75, + "epsilon_norm": 4.138432025909424, + "prediction_norm": 2.4448421001434326, + "timestamp": "2025-07-14T12:34:31.546832" + }, + { + "epoch": 1620, + "batch_idx": 0, + "loss": 0.31599509716033936, + "learning_rate": 8.645971286271911e-05, + "timestep_mean": 446.6875, + "epsilon_norm": 7.602613925933838, + "prediction_norm": 7.0372700691223145, + "timestamp": "2025-07-14T12:34:31.552046" + }, + { + "epoch": 1620, + "batch_idx": 32, + "loss": 0.4372699558734894, + "learning_rate": 8.645971286271911e-05, + "timestep_mean": 495.15625, + "epsilon_norm": 8.499323844909668, + "prediction_norm": 6.377724647521973, + "timestamp": "2025-07-14T12:34:31.556968" + }, + { + "epoch": 1620, + "batch_idx": 64, + "loss": 0.23430012166500092, + "learning_rate": 8.645971286271911e-05, + "timestep_mean": 474.09375, + "epsilon_norm": 6.593066215515137, + "prediction_norm": 5.520786762237549, + "timestamp": "2025-07-14T12:34:31.561803" + }, + { + "epoch": 1620, + "batch_idx": 96, + "loss": 0.18577904999256134, + "learning_rate": 8.645971286271911e-05, + "timestep_mean": 575.03125, + "epsilon_norm": 7.581329822540283, + "prediction_norm": 6.581060409545898, + "timestamp": "2025-07-14T12:34:31.566670" + }, + { + "epoch": 1620, + "batch_idx": 128, + "loss": 0.1323649287223816, + "learning_rate": 8.645971286271911e-05, + "timestep_mean": 610.375, + "epsilon_norm": 7.037990570068359, + "prediction_norm": 6.54928731918335, + "timestamp": "2025-07-14T12:34:31.571541" + }, + { + "epoch": 1620, + "batch_idx": 160, + "loss": 0.24153290688991547, + "learning_rate": 8.645971286271911e-05, + "timestep_mean": 509.15625, + "epsilon_norm": 7.92554235458374, + "prediction_norm": 6.004128932952881, + "timestamp": "2025-07-14T12:34:31.576663" + }, + { + "epoch": 1620, + "batch_idx": 192, + "loss": 0.14489293098449707, + "learning_rate": 8.645971286271911e-05, + "timestep_mean": 532.5, + "epsilon_norm": 2.323636770248413, + "prediction_norm": 1.8158806562423706, + "timestamp": "2025-07-14T12:34:31.581486" + }, + { + "epoch": 1621, + "batch_idx": 0, + "loss": 0.28696101903915405, + "learning_rate": 8.601876397639555e-05, + "timestep_mean": 486.59375, + "epsilon_norm": 8.071396827697754, + "prediction_norm": 7.042867660522461, + "timestamp": "2025-07-14T12:34:31.586355" + }, + { + "epoch": 1621, + "batch_idx": 32, + "loss": 0.25550299882888794, + "learning_rate": 8.601876397639555e-05, + "timestep_mean": 479.3125, + "epsilon_norm": 7.621682643890381, + "prediction_norm": 6.6440110206604, + "timestamp": "2025-07-14T12:34:31.591223" + }, + { + "epoch": 1621, + "batch_idx": 64, + "loss": 0.47779321670532227, + "learning_rate": 8.601876397639555e-05, + "timestep_mean": 411.75, + "epsilon_norm": 8.342216491699219, + "prediction_norm": 6.871536731719971, + "timestamp": "2025-07-14T12:34:31.596189" + }, + { + "epoch": 1621, + "batch_idx": 96, + "loss": 0.1928570568561554, + "learning_rate": 8.601876397639555e-05, + "timestep_mean": 489.875, + "epsilon_norm": 8.063713073730469, + "prediction_norm": 6.709600448608398, + "timestamp": "2025-07-14T12:34:31.601120" + }, + { + "epoch": 1621, + "batch_idx": 128, + "loss": 0.07927808165550232, + "learning_rate": 8.601876397639555e-05, + "timestep_mean": 590.875, + "epsilon_norm": 6.7631940841674805, + "prediction_norm": 6.632936954498291, + "timestamp": "2025-07-14T12:34:31.607049" + }, + { + "epoch": 1621, + "batch_idx": 160, + "loss": 0.25551939010620117, + "learning_rate": 8.601876397639555e-05, + "timestep_mean": 501.40625, + "epsilon_norm": 8.002384185791016, + "prediction_norm": 6.7860870361328125, + "timestamp": "2025-07-14T12:34:31.612713" + }, + { + "epoch": 1621, + "batch_idx": 192, + "loss": 0.17850635945796967, + "learning_rate": 8.601876397639555e-05, + "timestep_mean": 532.875, + "epsilon_norm": 3.8972418308258057, + "prediction_norm": 3.7395780086517334, + "timestamp": "2025-07-14T12:34:31.617862" + }, + { + "epoch": 1622, + "batch_idx": 0, + "loss": 0.3411296308040619, + "learning_rate": 8.557883654761903e-05, + "timestep_mean": 518.6875, + "epsilon_norm": 7.042698383331299, + "prediction_norm": 5.305986404418945, + "timestamp": "2025-07-14T12:34:31.622976" + }, + { + "epoch": 1622, + "batch_idx": 32, + "loss": 0.42992663383483887, + "learning_rate": 8.557883654761903e-05, + "timestep_mean": 453.90625, + "epsilon_norm": 8.957279205322266, + "prediction_norm": 7.274131774902344, + "timestamp": "2025-07-14T12:34:31.627931" + }, + { + "epoch": 1622, + "batch_idx": 64, + "loss": 0.28831061720848083, + "learning_rate": 8.557883654761903e-05, + "timestep_mean": 515.375, + "epsilon_norm": 7.973896026611328, + "prediction_norm": 6.757901668548584, + "timestamp": "2025-07-14T12:34:31.632966" + }, + { + "epoch": 1622, + "batch_idx": 96, + "loss": 0.4203856289386749, + "learning_rate": 8.557883654761903e-05, + "timestep_mean": 405.1875, + "epsilon_norm": 8.19559097290039, + "prediction_norm": 6.33122444152832, + "timestamp": "2025-07-14T12:34:31.638067" + }, + { + "epoch": 1622, + "batch_idx": 128, + "loss": 0.3019123673439026, + "learning_rate": 8.557883654761903e-05, + "timestep_mean": 442.59375, + "epsilon_norm": 8.800774574279785, + "prediction_norm": 7.406667232513428, + "timestamp": "2025-07-14T12:34:31.642934" + }, + { + "epoch": 1622, + "batch_idx": 160, + "loss": 0.36208558082580566, + "learning_rate": 8.557883654761903e-05, + "timestep_mean": 566.28125, + "epsilon_norm": 9.239391326904297, + "prediction_norm": 7.715817928314209, + "timestamp": "2025-07-14T12:34:31.647884" + }, + { + "epoch": 1622, + "batch_idx": 192, + "loss": 0.3747226595878601, + "learning_rate": 8.557883654761903e-05, + "timestep_mean": 477.0, + "epsilon_norm": 4.448892593383789, + "prediction_norm": 3.0569660663604736, + "timestamp": "2025-07-14T12:34:31.653105" + }, + { + "epoch": 1623, + "batch_idx": 0, + "loss": 0.22881969809532166, + "learning_rate": 8.513993166186709e-05, + "timestep_mean": 532.40625, + "epsilon_norm": 6.487072467803955, + "prediction_norm": 5.384054660797119, + "timestamp": "2025-07-14T12:34:31.658306" + }, + { + "epoch": 1623, + "batch_idx": 32, + "loss": 0.3609938621520996, + "learning_rate": 8.513993166186709e-05, + "timestep_mean": 413.09375, + "epsilon_norm": 7.238444805145264, + "prediction_norm": 5.348824977874756, + "timestamp": "2025-07-14T12:34:31.663571" + }, + { + "epoch": 1623, + "batch_idx": 64, + "loss": 0.3511277437210083, + "learning_rate": 8.513993166186709e-05, + "timestep_mean": 493.84375, + "epsilon_norm": 8.463644027709961, + "prediction_norm": 6.825091361999512, + "timestamp": "2025-07-14T12:34:31.668601" + }, + { + "epoch": 1623, + "batch_idx": 96, + "loss": 0.19954589009284973, + "learning_rate": 8.513993166186709e-05, + "timestep_mean": 528.28125, + "epsilon_norm": 7.831445217132568, + "prediction_norm": 7.025717258453369, + "timestamp": "2025-07-14T12:34:31.673716" + }, + { + "epoch": 1623, + "batch_idx": 128, + "loss": 0.33444201946258545, + "learning_rate": 8.513993166186709e-05, + "timestep_mean": 484.125, + "epsilon_norm": 8.397576332092285, + "prediction_norm": 6.630729675292969, + "timestamp": "2025-07-14T12:34:31.678828" + }, + { + "epoch": 1623, + "batch_idx": 160, + "loss": 0.23838943243026733, + "learning_rate": 8.513993166186709e-05, + "timestep_mean": 420.21875, + "epsilon_norm": 7.784902572631836, + "prediction_norm": 6.473596572875977, + "timestamp": "2025-07-14T12:34:31.684212" + }, + { + "epoch": 1623, + "batch_idx": 192, + "loss": 0.21891295909881592, + "learning_rate": 8.513993166186709e-05, + "timestep_mean": 416.375, + "epsilon_norm": 2.8146564960479736, + "prediction_norm": 2.072148084640503, + "timestamp": "2025-07-14T12:34:31.689493" + }, + { + "epoch": 1624, + "batch_idx": 0, + "loss": 0.27916866540908813, + "learning_rate": 8.470205040209369e-05, + "timestep_mean": 487.625, + "epsilon_norm": 8.0944242477417, + "prediction_norm": 6.54170036315918, + "timestamp": "2025-07-14T12:34:31.694765" + }, + { + "epoch": 1624, + "batch_idx": 32, + "loss": 0.2644020915031433, + "learning_rate": 8.470205040209369e-05, + "timestep_mean": 464.90625, + "epsilon_norm": 6.5502028465271, + "prediction_norm": 5.4697465896606445, + "timestamp": "2025-07-14T12:34:31.700002" + }, + { + "epoch": 1624, + "batch_idx": 64, + "loss": 0.1626281887292862, + "learning_rate": 8.470205040209369e-05, + "timestep_mean": 520.1875, + "epsilon_norm": 7.727405548095703, + "prediction_norm": 6.81113338470459, + "timestamp": "2025-07-14T12:34:31.705260" + }, + { + "epoch": 1624, + "batch_idx": 96, + "loss": 0.3180009126663208, + "learning_rate": 8.470205040209369e-05, + "timestep_mean": 450.9375, + "epsilon_norm": 8.947221755981445, + "prediction_norm": 7.541695594787598, + "timestamp": "2025-07-14T12:34:31.711581" + }, + { + "epoch": 1624, + "batch_idx": 128, + "loss": 0.2068743109703064, + "learning_rate": 8.470205040209369e-05, + "timestep_mean": 487.6875, + "epsilon_norm": 7.877452850341797, + "prediction_norm": 6.9834723472595215, + "timestamp": "2025-07-14T12:34:31.717139" + }, + { + "epoch": 1624, + "batch_idx": 160, + "loss": 0.38370993733406067, + "learning_rate": 8.470205040209369e-05, + "timestep_mean": 469.28125, + "epsilon_norm": 8.071927070617676, + "prediction_norm": 6.40049409866333, + "timestamp": "2025-07-14T12:34:31.722439" + }, + { + "epoch": 1624, + "batch_idx": 192, + "loss": 0.3028327524662018, + "learning_rate": 8.470205040209369e-05, + "timestep_mean": 548.125, + "epsilon_norm": 3.466944932937622, + "prediction_norm": 2.6640191078186035, + "timestamp": "2025-07-14T12:34:31.727807" + }, + { + "epoch": 1625, + "batch_idx": 0, + "loss": 0.2447306215763092, + "learning_rate": 8.426519384872729e-05, + "timestep_mean": 482.96875, + "epsilon_norm": 8.117457389831543, + "prediction_norm": 6.7528181076049805, + "timestamp": "2025-07-14T12:34:31.733120" + }, + { + "epoch": 1625, + "batch_idx": 32, + "loss": 0.29649871587753296, + "learning_rate": 8.426519384872729e-05, + "timestep_mean": 448.78125, + "epsilon_norm": 8.348957061767578, + "prediction_norm": 6.800312519073486, + "timestamp": "2025-07-14T12:34:31.738604" + }, + { + "epoch": 1625, + "batch_idx": 64, + "loss": 0.41468337178230286, + "learning_rate": 8.426519384872729e-05, + "timestep_mean": 541.0, + "epsilon_norm": 7.992591857910156, + "prediction_norm": 6.028945446014404, + "timestamp": "2025-07-14T12:34:31.743822" + }, + { + "epoch": 1625, + "batch_idx": 96, + "loss": 0.3803357481956482, + "learning_rate": 8.426519384872729e-05, + "timestep_mean": 445.09375, + "epsilon_norm": 8.45483112335205, + "prediction_norm": 7.336349010467529, + "timestamp": "2025-07-14T12:34:31.749075" + }, + { + "epoch": 1625, + "batch_idx": 128, + "loss": 0.36072230339050293, + "learning_rate": 8.426519384872729e-05, + "timestep_mean": 376.8125, + "epsilon_norm": 8.659619331359863, + "prediction_norm": 7.38897705078125, + "timestamp": "2025-07-14T12:34:31.754334" + }, + { + "epoch": 1625, + "batch_idx": 160, + "loss": 0.22092553973197937, + "learning_rate": 8.426519384872729e-05, + "timestep_mean": 481.5625, + "epsilon_norm": 8.17082405090332, + "prediction_norm": 7.129693508148193, + "timestamp": "2025-07-14T12:34:31.759617" + }, + { + "epoch": 1625, + "batch_idx": 192, + "loss": 0.2685616910457611, + "learning_rate": 8.426519384872729e-05, + "timestep_mean": 465.375, + "epsilon_norm": 4.284919261932373, + "prediction_norm": 3.3449060916900635, + "timestamp": "2025-07-14T12:34:31.764639" + }, + { + "epoch": 1626, + "batch_idx": 0, + "loss": 0.1273849755525589, + "learning_rate": 8.38293630796684e-05, + "timestep_mean": 605.5, + "epsilon_norm": 7.907330513000488, + "prediction_norm": 7.103289604187012, + "timestamp": "2025-07-14T12:34:31.769647" + }, + { + "epoch": 1626, + "batch_idx": 32, + "loss": 0.31157997250556946, + "learning_rate": 8.38293630796684e-05, + "timestep_mean": 437.6875, + "epsilon_norm": 7.900885581970215, + "prediction_norm": 6.480996131896973, + "timestamp": "2025-07-14T12:34:31.774507" + }, + { + "epoch": 1626, + "batch_idx": 64, + "loss": 0.21166864037513733, + "learning_rate": 8.38293630796684e-05, + "timestep_mean": 507.40625, + "epsilon_norm": 7.234981060028076, + "prediction_norm": 7.118942737579346, + "timestamp": "2025-07-14T12:34:31.779462" + }, + { + "epoch": 1626, + "batch_idx": 96, + "loss": 0.15126517415046692, + "learning_rate": 8.38293630796684e-05, + "timestep_mean": 562.84375, + "epsilon_norm": 8.472898483276367, + "prediction_norm": 7.822205543518066, + "timestamp": "2025-07-14T12:34:31.784300" + }, + { + "epoch": 1626, + "batch_idx": 128, + "loss": 0.18617703020572662, + "learning_rate": 8.38293630796684e-05, + "timestep_mean": 501.125, + "epsilon_norm": 6.833458423614502, + "prediction_norm": 6.145918846130371, + "timestamp": "2025-07-14T12:34:31.789257" + }, + { + "epoch": 1626, + "batch_idx": 160, + "loss": 0.19541656970977783, + "learning_rate": 8.38293630796684e-05, + "timestep_mean": 437.5625, + "epsilon_norm": 6.422487258911133, + "prediction_norm": 5.981387615203857, + "timestamp": "2025-07-14T12:34:31.794152" + }, + { + "epoch": 1626, + "batch_idx": 192, + "loss": 0.14453479647636414, + "learning_rate": 8.38293630796684e-05, + "timestep_mean": 428.875, + "epsilon_norm": 3.239351511001587, + "prediction_norm": 2.9356582164764404, + "timestamp": "2025-07-14T12:34:31.799015" + }, + { + "epoch": 1627, + "batch_idx": 0, + "loss": 0.5746554732322693, + "learning_rate": 8.339455917028545e-05, + "timestep_mean": 530.34375, + "epsilon_norm": 8.960559844970703, + "prediction_norm": 6.414918899536133, + "timestamp": "2025-07-14T12:34:31.803881" + }, + { + "epoch": 1627, + "batch_idx": 32, + "loss": 0.1984291970729828, + "learning_rate": 8.339455917028545e-05, + "timestep_mean": 506.375, + "epsilon_norm": 6.680975914001465, + "prediction_norm": 6.0136637687683105, + "timestamp": "2025-07-14T12:34:31.808830" + }, + { + "epoch": 1627, + "batch_idx": 64, + "loss": 0.1733415722846985, + "learning_rate": 8.339455917028545e-05, + "timestep_mean": 441.6875, + "epsilon_norm": 8.560630798339844, + "prediction_norm": 7.673375129699707, + "timestamp": "2025-07-14T12:34:31.814072" + }, + { + "epoch": 1627, + "batch_idx": 96, + "loss": 0.23356381058692932, + "learning_rate": 8.339455917028545e-05, + "timestep_mean": 563.21875, + "epsilon_norm": 8.418618202209473, + "prediction_norm": 7.281980514526367, + "timestamp": "2025-07-14T12:34:31.818980" + }, + { + "epoch": 1627, + "batch_idx": 128, + "loss": 0.14959466457366943, + "learning_rate": 8.339455917028545e-05, + "timestep_mean": 559.375, + "epsilon_norm": 8.629133224487305, + "prediction_norm": 7.7465105056762695, + "timestamp": "2025-07-14T12:34:31.823882" + }, + { + "epoch": 1627, + "batch_idx": 160, + "loss": 0.23347006738185883, + "learning_rate": 8.339455917028545e-05, + "timestep_mean": 500.875, + "epsilon_norm": 7.096465587615967, + "prediction_norm": 6.41141414642334, + "timestamp": "2025-07-14T12:34:31.828762" + }, + { + "epoch": 1627, + "batch_idx": 192, + "loss": 0.23765486478805542, + "learning_rate": 8.339455917028545e-05, + "timestep_mean": 298.75, + "epsilon_norm": 3.2020156383514404, + "prediction_norm": 2.227935552597046, + "timestamp": "2025-07-14T12:34:31.833877" + }, + { + "epoch": 1628, + "batch_idx": 0, + "loss": 0.18835769593715668, + "learning_rate": 8.296078319341429e-05, + "timestep_mean": 542.78125, + "epsilon_norm": 8.823775291442871, + "prediction_norm": 8.002196311950684, + "timestamp": "2025-07-14T12:34:31.838740" + }, + { + "epoch": 1628, + "batch_idx": 32, + "loss": 0.2128324955701828, + "learning_rate": 8.296078319341429e-05, + "timestep_mean": 515.3125, + "epsilon_norm": 8.772116661071777, + "prediction_norm": 7.776388645172119, + "timestamp": "2025-07-14T12:34:31.843726" + }, + { + "epoch": 1628, + "batch_idx": 64, + "loss": 0.43313586711883545, + "learning_rate": 8.296078319341429e-05, + "timestep_mean": 452.5625, + "epsilon_norm": 8.49423599243164, + "prediction_norm": 6.7578582763671875, + "timestamp": "2025-07-14T12:34:31.848694" + }, + { + "epoch": 1628, + "batch_idx": 96, + "loss": 0.21112476289272308, + "learning_rate": 8.296078319341429e-05, + "timestep_mean": 578.5625, + "epsilon_norm": 8.441749572753906, + "prediction_norm": 7.665709972381592, + "timestamp": "2025-07-14T12:34:31.853610" + }, + { + "epoch": 1628, + "batch_idx": 128, + "loss": 0.13464555144309998, + "learning_rate": 8.296078319341429e-05, + "timestep_mean": 549.875, + "epsilon_norm": 6.972061634063721, + "prediction_norm": 6.480435371398926, + "timestamp": "2025-07-14T12:34:31.858917" + }, + { + "epoch": 1628, + "batch_idx": 160, + "loss": 0.1573936939239502, + "learning_rate": 8.296078319341429e-05, + "timestep_mean": 468.15625, + "epsilon_norm": 7.535615921020508, + "prediction_norm": 6.538793087005615, + "timestamp": "2025-07-14T12:34:31.864323" + }, + { + "epoch": 1628, + "batch_idx": 192, + "loss": 0.5380675196647644, + "learning_rate": 8.296078319341429e-05, + "timestep_mean": 360.5, + "epsilon_norm": 4.006632328033447, + "prediction_norm": 2.2323951721191406, + "timestamp": "2025-07-14T12:34:31.869474" + }, + { + "epoch": 1629, + "batch_idx": 0, + "loss": 0.10157997906208038, + "learning_rate": 8.25280362193542e-05, + "timestep_mean": 641.6875, + "epsilon_norm": 7.153375148773193, + "prediction_norm": 6.673933029174805, + "timestamp": "2025-07-14T12:34:31.874773" + }, + { + "epoch": 1629, + "batch_idx": 32, + "loss": 0.3019685745239258, + "learning_rate": 8.25280362193542e-05, + "timestep_mean": 497.4375, + "epsilon_norm": 7.500834941864014, + "prediction_norm": 6.226099014282227, + "timestamp": "2025-07-14T12:34:31.879893" + }, + { + "epoch": 1629, + "batch_idx": 64, + "loss": 0.22217847406864166, + "learning_rate": 8.25280362193542e-05, + "timestep_mean": 480.125, + "epsilon_norm": 8.116772651672363, + "prediction_norm": 6.903735637664795, + "timestamp": "2025-07-14T12:34:31.884987" + }, + { + "epoch": 1629, + "batch_idx": 96, + "loss": 0.13015572726726532, + "learning_rate": 8.25280362193542e-05, + "timestep_mean": 484.90625, + "epsilon_norm": 7.1389336585998535, + "prediction_norm": 6.2391743659973145, + "timestamp": "2025-07-14T12:34:31.890064" + }, + { + "epoch": 1629, + "batch_idx": 128, + "loss": 0.29557275772094727, + "learning_rate": 8.25280362193542e-05, + "timestep_mean": 402.625, + "epsilon_norm": 8.124063491821289, + "prediction_norm": 6.092148303985596, + "timestamp": "2025-07-14T12:34:31.895183" + }, + { + "epoch": 1629, + "batch_idx": 160, + "loss": 0.21560704708099365, + "learning_rate": 8.25280362193542e-05, + "timestep_mean": 438.34375, + "epsilon_norm": 7.678967475891113, + "prediction_norm": 6.359321594238281, + "timestamp": "2025-07-14T12:34:31.900309" + }, + { + "epoch": 1629, + "batch_idx": 192, + "loss": 0.45775124430656433, + "learning_rate": 8.25280362193542e-05, + "timestep_mean": 380.875, + "epsilon_norm": 5.280048847198486, + "prediction_norm": 4.331646919250488, + "timestamp": "2025-07-14T12:34:31.905413" + }, + { + "epoch": 1630, + "batch_idx": 0, + "loss": 0.27895838022232056, + "learning_rate": 8.209631931586483e-05, + "timestep_mean": 539.125, + "epsilon_norm": 8.93542194366455, + "prediction_norm": 7.566412448883057, + "timestamp": "2025-07-14T12:34:31.910491" + }, + { + "epoch": 1630, + "batch_idx": 32, + "loss": 0.18975308537483215, + "learning_rate": 8.209631931586483e-05, + "timestep_mean": 580.96875, + "epsilon_norm": 7.754727840423584, + "prediction_norm": 7.042322635650635, + "timestamp": "2025-07-14T12:34:31.915746" + }, + { + "epoch": 1630, + "batch_idx": 64, + "loss": 0.19719111919403076, + "learning_rate": 8.209631931586483e-05, + "timestep_mean": 505.84375, + "epsilon_norm": 7.987723350524902, + "prediction_norm": 6.839412212371826, + "timestamp": "2025-07-14T12:34:31.920906" + }, + { + "epoch": 1630, + "batch_idx": 96, + "loss": 0.340844064950943, + "learning_rate": 8.209631931586483e-05, + "timestep_mean": 435.71875, + "epsilon_norm": 9.523794174194336, + "prediction_norm": 7.844087600708008, + "timestamp": "2025-07-14T12:34:31.926216" + }, + { + "epoch": 1630, + "batch_idx": 128, + "loss": 0.13167759776115417, + "learning_rate": 8.209631931586483e-05, + "timestep_mean": 550.84375, + "epsilon_norm": 7.3393754959106445, + "prediction_norm": 6.792529106140137, + "timestamp": "2025-07-14T12:34:31.931937" + }, + { + "epoch": 1630, + "batch_idx": 160, + "loss": 0.2685055732727051, + "learning_rate": 8.209631931586483e-05, + "timestep_mean": 455.15625, + "epsilon_norm": 7.900353908538818, + "prediction_norm": 6.335636615753174, + "timestamp": "2025-07-14T12:34:31.946191" + }, + { + "epoch": 1630, + "batch_idx": 192, + "loss": 0.45733845233917236, + "learning_rate": 8.209631931586483e-05, + "timestep_mean": 511.25, + "epsilon_norm": 4.207928657531738, + "prediction_norm": 2.955606698989868, + "timestamp": "2025-07-14T12:34:31.954113" + }, + { + "epoch": 1631, + "batch_idx": 0, + "loss": 0.23625579476356506, + "learning_rate": 8.166563354816515e-05, + "timestep_mean": 465.6875, + "epsilon_norm": 7.8736572265625, + "prediction_norm": 6.217837810516357, + "timestamp": "2025-07-14T12:34:31.961606" + }, + { + "epoch": 1631, + "batch_idx": 32, + "loss": 0.29816144704818726, + "learning_rate": 8.166563354816515e-05, + "timestep_mean": 510.09375, + "epsilon_norm": 7.319101810455322, + "prediction_norm": 5.8150315284729, + "timestamp": "2025-07-14T12:34:31.970404" + }, + { + "epoch": 1631, + "batch_idx": 64, + "loss": 0.4816865026950836, + "learning_rate": 8.166563354816515e-05, + "timestep_mean": 411.1875, + "epsilon_norm": 9.809370994567871, + "prediction_norm": 7.39178466796875, + "timestamp": "2025-07-14T12:34:31.978341" + }, + { + "epoch": 1631, + "batch_idx": 96, + "loss": 0.21432417631149292, + "learning_rate": 8.166563354816515e-05, + "timestep_mean": 537.90625, + "epsilon_norm": 8.35268497467041, + "prediction_norm": 7.2221245765686035, + "timestamp": "2025-07-14T12:34:31.985545" + }, + { + "epoch": 1631, + "batch_idx": 128, + "loss": 0.2394728660583496, + "learning_rate": 8.166563354816515e-05, + "timestep_mean": 487.75, + "epsilon_norm": 6.824319839477539, + "prediction_norm": 6.264561176300049, + "timestamp": "2025-07-14T12:34:31.993415" + }, + { + "epoch": 1631, + "batch_idx": 160, + "loss": 0.3226912319660187, + "learning_rate": 8.166563354816515e-05, + "timestep_mean": 484.5625, + "epsilon_norm": 8.188275337219238, + "prediction_norm": 7.041000843048096, + "timestamp": "2025-07-14T12:34:31.999545" + }, + { + "epoch": 1631, + "batch_idx": 192, + "loss": 1.302802562713623, + "learning_rate": 8.166563354816515e-05, + "timestep_mean": 399.75, + "epsilon_norm": 4.9182305335998535, + "prediction_norm": 3.293123483657837, + "timestamp": "2025-07-14T12:34:32.005816" + }, + { + "epoch": 1632, + "batch_idx": 0, + "loss": 0.3430353105068207, + "learning_rate": 8.123597997892913e-05, + "timestep_mean": 492.59375, + "epsilon_norm": 8.615357398986816, + "prediction_norm": 7.108027935028076, + "timestamp": "2025-07-14T12:34:32.013842" + }, + { + "epoch": 1632, + "batch_idx": 32, + "loss": 0.350283145904541, + "learning_rate": 8.123597997892913e-05, + "timestep_mean": 483.53125, + "epsilon_norm": 7.719755172729492, + "prediction_norm": 6.010467529296875, + "timestamp": "2025-07-14T12:34:32.019699" + }, + { + "epoch": 1632, + "batch_idx": 64, + "loss": 0.11910946667194366, + "learning_rate": 8.123597997892913e-05, + "timestep_mean": 587.28125, + "epsilon_norm": 6.825793743133545, + "prediction_norm": 6.103509902954102, + "timestamp": "2025-07-14T12:34:32.026884" + }, + { + "epoch": 1632, + "batch_idx": 96, + "loss": 0.15596255660057068, + "learning_rate": 8.123597997892913e-05, + "timestep_mean": 498.09375, + "epsilon_norm": 7.8339619636535645, + "prediction_norm": 6.937857627868652, + "timestamp": "2025-07-14T12:34:32.035114" + }, + { + "epoch": 1632, + "batch_idx": 128, + "loss": 0.21543851494789124, + "learning_rate": 8.123597997892913e-05, + "timestep_mean": 521.28125, + "epsilon_norm": 7.610630989074707, + "prediction_norm": 6.850463390350342, + "timestamp": "2025-07-14T12:34:32.041056" + }, + { + "epoch": 1632, + "batch_idx": 160, + "loss": 0.3635159730911255, + "learning_rate": 8.123597997892913e-05, + "timestep_mean": 431.03125, + "epsilon_norm": 8.159989356994629, + "prediction_norm": 6.942677021026611, + "timestamp": "2025-07-14T12:34:32.046255" + }, + { + "epoch": 1632, + "batch_idx": 192, + "loss": 0.2613002061843872, + "learning_rate": 8.123597997892913e-05, + "timestep_mean": 716.125, + "epsilon_norm": 3.985053539276123, + "prediction_norm": 2.9722323417663574, + "timestamp": "2025-07-14T12:34:32.052171" + }, + { + "epoch": 1633, + "batch_idx": 0, + "loss": 0.40575918555259705, + "learning_rate": 8.080735966828441e-05, + "timestep_mean": 459.59375, + "epsilon_norm": 7.501701831817627, + "prediction_norm": 5.736498832702637, + "timestamp": "2025-07-14T12:34:32.057250" + }, + { + "epoch": 1633, + "batch_idx": 32, + "loss": 0.15383481979370117, + "learning_rate": 8.080735966828441e-05, + "timestep_mean": 538.125, + "epsilon_norm": 8.253057479858398, + "prediction_norm": 7.610269069671631, + "timestamp": "2025-07-14T12:34:32.062203" + }, + { + "epoch": 1633, + "batch_idx": 64, + "loss": 0.4181392192840576, + "learning_rate": 8.080735966828441e-05, + "timestep_mean": 413.4375, + "epsilon_norm": 7.448907852172852, + "prediction_norm": 5.863057613372803, + "timestamp": "2025-07-14T12:34:32.067452" + }, + { + "epoch": 1633, + "batch_idx": 96, + "loss": 0.2176159918308258, + "learning_rate": 8.080735966828441e-05, + "timestep_mean": 465.0, + "epsilon_norm": 5.998535633087158, + "prediction_norm": 5.081624507904053, + "timestamp": "2025-07-14T12:34:32.072474" + }, + { + "epoch": 1633, + "batch_idx": 128, + "loss": 0.5203790664672852, + "learning_rate": 8.080735966828441e-05, + "timestep_mean": 505.09375, + "epsilon_norm": 8.836482048034668, + "prediction_norm": 7.299820899963379, + "timestamp": "2025-07-14T12:34:32.077311" + }, + { + "epoch": 1633, + "batch_idx": 160, + "loss": 0.39134880900382996, + "learning_rate": 8.080735966828441e-05, + "timestep_mean": 544.03125, + "epsilon_norm": 9.217341423034668, + "prediction_norm": 7.069234848022461, + "timestamp": "2025-07-14T12:34:32.082199" + }, + { + "epoch": 1633, + "batch_idx": 192, + "loss": 0.2247580736875534, + "learning_rate": 8.080735966828441e-05, + "timestep_mean": 506.375, + "epsilon_norm": 3.4900784492492676, + "prediction_norm": 3.081016778945923, + "timestamp": "2025-07-14T12:34:32.087085" + }, + { + "epoch": 1634, + "batch_idx": 0, + "loss": 0.47801095247268677, + "learning_rate": 8.037977367380918e-05, + "timestep_mean": 506.59375, + "epsilon_norm": 7.425300121307373, + "prediction_norm": 5.705782413482666, + "timestamp": "2025-07-14T12:34:32.092078" + }, + { + "epoch": 1634, + "batch_idx": 32, + "loss": 0.1607227623462677, + "learning_rate": 8.037977367380918e-05, + "timestep_mean": 601.96875, + "epsilon_norm": 7.650842189788818, + "prediction_norm": 7.50037145614624, + "timestamp": "2025-07-14T12:34:32.097063" + }, + { + "epoch": 1634, + "batch_idx": 64, + "loss": 0.34881073236465454, + "learning_rate": 8.037977367380918e-05, + "timestep_mean": 568.9375, + "epsilon_norm": 8.549166679382324, + "prediction_norm": 7.514462471008301, + "timestamp": "2025-07-14T12:34:32.101949" + }, + { + "epoch": 1634, + "batch_idx": 96, + "loss": 0.1812785267829895, + "learning_rate": 8.037977367380918e-05, + "timestep_mean": 532.59375, + "epsilon_norm": 7.032680511474609, + "prediction_norm": 6.2768049240112305, + "timestamp": "2025-07-14T12:34:32.106958" + }, + { + "epoch": 1634, + "batch_idx": 128, + "loss": 0.2689978778362274, + "learning_rate": 8.037977367380918e-05, + "timestep_mean": 567.9375, + "epsilon_norm": 7.561062812805176, + "prediction_norm": 6.16898250579834, + "timestamp": "2025-07-14T12:34:32.111842" + }, + { + "epoch": 1634, + "batch_idx": 160, + "loss": 0.24822787940502167, + "learning_rate": 8.037977367380918e-05, + "timestep_mean": 483.90625, + "epsilon_norm": 7.588837146759033, + "prediction_norm": 6.634934902191162, + "timestamp": "2025-07-14T12:34:32.116773" + }, + { + "epoch": 1634, + "batch_idx": 192, + "loss": 0.12602074444293976, + "learning_rate": 8.037977367380918e-05, + "timestep_mean": 312.125, + "epsilon_norm": 3.3734428882598877, + "prediction_norm": 3.027696132659912, + "timestamp": "2025-07-14T12:34:32.121809" + }, + { + "epoch": 1635, + "batch_idx": 0, + "loss": 0.1482686996459961, + "learning_rate": 7.995322305052901e-05, + "timestep_mean": 532.84375, + "epsilon_norm": 7.59337854385376, + "prediction_norm": 7.420129776000977, + "timestamp": "2025-07-14T12:34:32.126832" + }, + { + "epoch": 1635, + "batch_idx": 32, + "loss": 0.20973005890846252, + "learning_rate": 7.995322305052901e-05, + "timestep_mean": 482.65625, + "epsilon_norm": 7.9905219078063965, + "prediction_norm": 7.147459983825684, + "timestamp": "2025-07-14T12:34:32.131806" + }, + { + "epoch": 1635, + "batch_idx": 64, + "loss": 0.316755473613739, + "learning_rate": 7.995322305052901e-05, + "timestep_mean": 509.34375, + "epsilon_norm": 9.42094612121582, + "prediction_norm": 7.9240922927856445, + "timestamp": "2025-07-14T12:34:32.136765" + }, + { + "epoch": 1635, + "batch_idx": 96, + "loss": 0.40433192253112793, + "learning_rate": 7.995322305052901e-05, + "timestep_mean": 464.625, + "epsilon_norm": 8.744695663452148, + "prediction_norm": 7.13225793838501, + "timestamp": "2025-07-14T12:34:32.141714" + }, + { + "epoch": 1635, + "batch_idx": 128, + "loss": 0.22751224040985107, + "learning_rate": 7.995322305052901e-05, + "timestep_mean": 490.1875, + "epsilon_norm": 7.670916557312012, + "prediction_norm": 6.188337326049805, + "timestamp": "2025-07-14T12:34:32.146736" + }, + { + "epoch": 1635, + "batch_idx": 160, + "loss": 0.2933582067489624, + "learning_rate": 7.995322305052901e-05, + "timestep_mean": 398.25, + "epsilon_norm": 8.189815521240234, + "prediction_norm": 6.283876895904541, + "timestamp": "2025-07-14T12:34:32.151711" + }, + { + "epoch": 1635, + "batch_idx": 192, + "loss": 0.18628016114234924, + "learning_rate": 7.995322305052901e-05, + "timestep_mean": 611.0, + "epsilon_norm": 3.0615837574005127, + "prediction_norm": 2.721531391143799, + "timestamp": "2025-07-14T12:34:32.156640" + }, + { + "epoch": 1636, + "batch_idx": 0, + "loss": 0.11956140398979187, + "learning_rate": 7.952770885091545e-05, + "timestep_mean": 512.5625, + "epsilon_norm": 7.500540733337402, + "prediction_norm": 7.048319339752197, + "timestamp": "2025-07-14T12:34:32.161665" + }, + { + "epoch": 1636, + "batch_idx": 32, + "loss": 0.3218861520290375, + "learning_rate": 7.952770885091545e-05, + "timestep_mean": 487.75, + "epsilon_norm": 8.101296424865723, + "prediction_norm": 6.973961353302002, + "timestamp": "2025-07-14T12:34:32.166628" + }, + { + "epoch": 1636, + "batch_idx": 64, + "loss": 0.34787747263908386, + "learning_rate": 7.952770885091545e-05, + "timestep_mean": 584.21875, + "epsilon_norm": 7.966146945953369, + "prediction_norm": 6.815479278564453, + "timestamp": "2025-07-14T12:34:32.171604" + }, + { + "epoch": 1636, + "batch_idx": 96, + "loss": 0.19430822134017944, + "learning_rate": 7.952770885091545e-05, + "timestep_mean": 593.9375, + "epsilon_norm": 7.12400484085083, + "prediction_norm": 6.268069744110107, + "timestamp": "2025-07-14T12:34:32.176522" + }, + { + "epoch": 1636, + "batch_idx": 128, + "loss": 0.37362486124038696, + "learning_rate": 7.952770885091545e-05, + "timestep_mean": 547.875, + "epsilon_norm": 7.705471992492676, + "prediction_norm": 6.208401203155518, + "timestamp": "2025-07-14T12:34:32.181461" + }, + { + "epoch": 1636, + "batch_idx": 160, + "loss": 0.3732106685638428, + "learning_rate": 7.952770885091545e-05, + "timestep_mean": 462.21875, + "epsilon_norm": 8.380736351013184, + "prediction_norm": 6.456357002258301, + "timestamp": "2025-07-14T12:34:32.186459" + }, + { + "epoch": 1636, + "batch_idx": 192, + "loss": 0.1551431268453598, + "learning_rate": 7.952770885091545e-05, + "timestep_mean": 431.375, + "epsilon_norm": 4.087854385375977, + "prediction_norm": 3.3508718013763428, + "timestamp": "2025-07-14T12:34:32.191418" + }, + { + "epoch": 1637, + "batch_idx": 0, + "loss": 0.17158398032188416, + "learning_rate": 7.910323212488238e-05, + "timestep_mean": 490.21875, + "epsilon_norm": 7.027459621429443, + "prediction_norm": 6.350001335144043, + "timestamp": "2025-07-14T12:34:32.196396" + }, + { + "epoch": 1637, + "batch_idx": 32, + "loss": 0.3116123080253601, + "learning_rate": 7.910323212488238e-05, + "timestep_mean": 515.5625, + "epsilon_norm": 8.225255012512207, + "prediction_norm": 7.108585357666016, + "timestamp": "2025-07-14T12:34:32.201348" + }, + { + "epoch": 1637, + "batch_idx": 64, + "loss": 0.11971033364534378, + "learning_rate": 7.910323212488238e-05, + "timestep_mean": 560.125, + "epsilon_norm": 8.24726390838623, + "prediction_norm": 7.901159763336182, + "timestamp": "2025-07-14T12:34:32.206289" + }, + { + "epoch": 1637, + "batch_idx": 96, + "loss": 0.39619266986846924, + "learning_rate": 7.910323212488238e-05, + "timestep_mean": 502.0, + "epsilon_norm": 8.779507637023926, + "prediction_norm": 6.599456787109375, + "timestamp": "2025-07-14T12:34:32.211235" + }, + { + "epoch": 1637, + "batch_idx": 128, + "loss": 0.4330528974533081, + "learning_rate": 7.910323212488238e-05, + "timestep_mean": 384.03125, + "epsilon_norm": 8.711712837219238, + "prediction_norm": 7.321136474609375, + "timestamp": "2025-07-14T12:34:32.216180" + }, + { + "epoch": 1637, + "batch_idx": 160, + "loss": 0.13696354627609253, + "learning_rate": 7.910323212488238e-05, + "timestep_mean": 607.59375, + "epsilon_norm": 8.235363960266113, + "prediction_norm": 7.1696672439575195, + "timestamp": "2025-07-14T12:34:32.221181" + }, + { + "epoch": 1637, + "batch_idx": 192, + "loss": 0.3746500015258789, + "learning_rate": 7.910323212488238e-05, + "timestep_mean": 441.875, + "epsilon_norm": 4.23333740234375, + "prediction_norm": 3.4854323863983154, + "timestamp": "2025-07-14T12:34:32.226112" + }, + { + "epoch": 1638, + "batch_idx": 0, + "loss": 0.29258254170417786, + "learning_rate": 7.867979391978394e-05, + "timestep_mean": 456.6875, + "epsilon_norm": 7.270709037780762, + "prediction_norm": 6.399190425872803, + "timestamp": "2025-07-14T12:34:32.231107" + }, + { + "epoch": 1638, + "batch_idx": 32, + "loss": 0.28271594643592834, + "learning_rate": 7.867979391978394e-05, + "timestep_mean": 428.15625, + "epsilon_norm": 8.570326805114746, + "prediction_norm": 7.728513240814209, + "timestamp": "2025-07-14T12:34:32.236050" + }, + { + "epoch": 1638, + "batch_idx": 64, + "loss": 0.25269997119903564, + "learning_rate": 7.867979391978394e-05, + "timestep_mean": 575.3125, + "epsilon_norm": 8.665204048156738, + "prediction_norm": 7.901689529418945, + "timestamp": "2025-07-14T12:34:32.240994" + }, + { + "epoch": 1638, + "batch_idx": 96, + "loss": 0.247138112783432, + "learning_rate": 7.867979391978394e-05, + "timestep_mean": 563.21875, + "epsilon_norm": 7.32360315322876, + "prediction_norm": 6.489481449127197, + "timestamp": "2025-07-14T12:34:32.245982" + }, + { + "epoch": 1638, + "batch_idx": 128, + "loss": 0.26487302780151367, + "learning_rate": 7.867979391978394e-05, + "timestep_mean": 453.875, + "epsilon_norm": 6.371744632720947, + "prediction_norm": 5.411334991455078, + "timestamp": "2025-07-14T12:34:32.251054" + }, + { + "epoch": 1638, + "batch_idx": 160, + "loss": 0.3816566467285156, + "learning_rate": 7.867979391978394e-05, + "timestep_mean": 452.34375, + "epsilon_norm": 7.359189033508301, + "prediction_norm": 6.2920308113098145, + "timestamp": "2025-07-14T12:34:32.256147" + }, + { + "epoch": 1638, + "batch_idx": 192, + "loss": 0.03401702642440796, + "learning_rate": 7.867979391978394e-05, + "timestep_mean": 684.875, + "epsilon_norm": 3.5427865982055664, + "prediction_norm": 3.6451072692871094, + "timestamp": "2025-07-14T12:34:32.261127" + }, + { + "epoch": 1639, + "batch_idx": 0, + "loss": 0.4663681983947754, + "learning_rate": 7.825739528041167e-05, + "timestep_mean": 527.125, + "epsilon_norm": 8.449686050415039, + "prediction_norm": 6.2921648025512695, + "timestamp": "2025-07-14T12:34:32.266872" + }, + { + "epoch": 1639, + "batch_idx": 32, + "loss": 0.315884530544281, + "learning_rate": 7.825739528041167e-05, + "timestep_mean": 504.46875, + "epsilon_norm": 8.574906349182129, + "prediction_norm": 7.275031089782715, + "timestamp": "2025-07-14T12:34:32.272246" + }, + { + "epoch": 1639, + "batch_idx": 64, + "loss": 0.4215947985649109, + "learning_rate": 7.825739528041167e-05, + "timestep_mean": 454.25, + "epsilon_norm": 8.52751636505127, + "prediction_norm": 7.068850040435791, + "timestamp": "2025-07-14T12:34:32.283038" + }, + { + "epoch": 1639, + "batch_idx": 96, + "loss": 0.3524826765060425, + "learning_rate": 7.825739528041167e-05, + "timestep_mean": 501.53125, + "epsilon_norm": 8.215657234191895, + "prediction_norm": 7.016096591949463, + "timestamp": "2025-07-14T12:34:32.290399" + }, + { + "epoch": 1639, + "batch_idx": 128, + "loss": 0.246529221534729, + "learning_rate": 7.825739528041167e-05, + "timestep_mean": 442.9375, + "epsilon_norm": 8.271480560302734, + "prediction_norm": 6.946450233459473, + "timestamp": "2025-07-14T12:34:32.296678" + }, + { + "epoch": 1639, + "batch_idx": 160, + "loss": 0.24991698563098907, + "learning_rate": 7.825739528041167e-05, + "timestep_mean": 503.28125, + "epsilon_norm": 7.420044422149658, + "prediction_norm": 6.337549686431885, + "timestamp": "2025-07-14T12:34:32.309154" + }, + { + "epoch": 1639, + "batch_idx": 192, + "loss": 0.11080388724803925, + "learning_rate": 7.825739528041167e-05, + "timestep_mean": 480.5, + "epsilon_norm": 2.864622116088867, + "prediction_norm": 2.7649996280670166, + "timestamp": "2025-07-14T12:34:32.315465" + }, + { + "epoch": 1640, + "batch_idx": 0, + "loss": 0.3456663489341736, + "learning_rate": 7.783603724899243e-05, + "timestep_mean": 429.90625, + "epsilon_norm": 9.262055397033691, + "prediction_norm": 8.300321578979492, + "timestamp": "2025-07-14T12:34:32.326182" + }, + { + "epoch": 1640, + "batch_idx": 32, + "loss": 0.18589870631694794, + "learning_rate": 7.783603724899243e-05, + "timestep_mean": 555.03125, + "epsilon_norm": 6.870731830596924, + "prediction_norm": 6.17136287689209, + "timestamp": "2025-07-14T12:34:32.337905" + }, + { + "epoch": 1640, + "batch_idx": 64, + "loss": 0.23362889885902405, + "learning_rate": 7.783603724899243e-05, + "timestep_mean": 572.40625, + "epsilon_norm": 10.020267486572266, + "prediction_norm": 8.819204330444336, + "timestamp": "2025-07-14T12:34:32.346155" + }, + { + "epoch": 1640, + "batch_idx": 96, + "loss": 0.21294081211090088, + "learning_rate": 7.783603724899243e-05, + "timestep_mean": 539.90625, + "epsilon_norm": 8.976569175720215, + "prediction_norm": 7.737376689910889, + "timestamp": "2025-07-14T12:34:32.351816" + }, + { + "epoch": 1640, + "batch_idx": 128, + "loss": 0.10584630072116852, + "learning_rate": 7.783603724899243e-05, + "timestep_mean": 619.625, + "epsilon_norm": 8.398726463317871, + "prediction_norm": 8.080851554870605, + "timestamp": "2025-07-14T12:34:32.357367" + }, + { + "epoch": 1640, + "batch_idx": 160, + "loss": 0.3895701766014099, + "learning_rate": 7.783603724899243e-05, + "timestep_mean": 494.71875, + "epsilon_norm": 8.40449047088623, + "prediction_norm": 6.897134304046631, + "timestamp": "2025-07-14T12:34:32.362879" + }, + { + "epoch": 1640, + "batch_idx": 192, + "loss": 0.5879381895065308, + "learning_rate": 7.783603724899243e-05, + "timestep_mean": 588.875, + "epsilon_norm": 4.326840400695801, + "prediction_norm": 3.51955246925354, + "timestamp": "2025-07-14T12:34:32.368266" + }, + { + "epoch": 1641, + "batch_idx": 0, + "loss": 0.44709479808807373, + "learning_rate": 7.741572086518524e-05, + "timestep_mean": 411.9375, + "epsilon_norm": 8.041714668273926, + "prediction_norm": 6.225198268890381, + "timestamp": "2025-07-14T12:34:32.373608" + }, + { + "epoch": 1641, + "batch_idx": 32, + "loss": 0.393976092338562, + "learning_rate": 7.741572086518524e-05, + "timestep_mean": 449.59375, + "epsilon_norm": 7.863927364349365, + "prediction_norm": 6.598960876464844, + "timestamp": "2025-07-14T12:34:32.378874" + }, + { + "epoch": 1641, + "batch_idx": 64, + "loss": 0.27229055762290955, + "learning_rate": 7.741572086518524e-05, + "timestep_mean": 502.0, + "epsilon_norm": 6.966714382171631, + "prediction_norm": 5.494593143463135, + "timestamp": "2025-07-14T12:34:32.384383" + }, + { + "epoch": 1641, + "batch_idx": 96, + "loss": 0.2115926295518875, + "learning_rate": 7.741572086518524e-05, + "timestep_mean": 472.4375, + "epsilon_norm": 6.796059608459473, + "prediction_norm": 5.619232654571533, + "timestamp": "2025-07-14T12:34:32.390357" + }, + { + "epoch": 1641, + "batch_idx": 128, + "loss": 0.3561018407344818, + "learning_rate": 7.741572086518524e-05, + "timestep_mean": 534.6875, + "epsilon_norm": 7.082871913909912, + "prediction_norm": 6.297478199005127, + "timestamp": "2025-07-14T12:34:32.395958" + }, + { + "epoch": 1641, + "batch_idx": 160, + "loss": 0.3493698239326477, + "learning_rate": 7.741572086518524e-05, + "timestep_mean": 460.3125, + "epsilon_norm": 9.496118545532227, + "prediction_norm": 8.02756404876709, + "timestamp": "2025-07-14T12:34:32.402164" + }, + { + "epoch": 1641, + "batch_idx": 192, + "loss": 0.36060023307800293, + "learning_rate": 7.741572086518524e-05, + "timestep_mean": 485.5, + "epsilon_norm": 4.482157230377197, + "prediction_norm": 4.096503734588623, + "timestamp": "2025-07-14T12:34:32.407498" + }, + { + "epoch": 1642, + "batch_idx": 0, + "loss": 0.3161351680755615, + "learning_rate": 7.699644716607892e-05, + "timestep_mean": 515.75, + "epsilon_norm": 8.7705078125, + "prediction_norm": 7.2047882080078125, + "timestamp": "2025-07-14T12:34:32.412628" + }, + { + "epoch": 1642, + "batch_idx": 32, + "loss": 0.16508617997169495, + "learning_rate": 7.699644716607892e-05, + "timestep_mean": 567.65625, + "epsilon_norm": 7.629784107208252, + "prediction_norm": 7.367612361907959, + "timestamp": "2025-07-14T12:34:32.418243" + }, + { + "epoch": 1642, + "batch_idx": 64, + "loss": 0.28038153052330017, + "learning_rate": 7.699644716607892e-05, + "timestep_mean": 480.9375, + "epsilon_norm": 8.303683280944824, + "prediction_norm": 6.69153356552124, + "timestamp": "2025-07-14T12:34:32.423966" + }, + { + "epoch": 1642, + "batch_idx": 96, + "loss": 0.25463587045669556, + "learning_rate": 7.699644716607892e-05, + "timestep_mean": 548.65625, + "epsilon_norm": 7.511183738708496, + "prediction_norm": 6.083690643310547, + "timestamp": "2025-07-14T12:34:32.429498" + }, + { + "epoch": 1642, + "batch_idx": 128, + "loss": 0.3958072364330292, + "learning_rate": 7.699644716607892e-05, + "timestep_mean": 469.90625, + "epsilon_norm": 7.495680332183838, + "prediction_norm": 5.703604221343994, + "timestamp": "2025-07-14T12:34:32.434809" + }, + { + "epoch": 1642, + "batch_idx": 160, + "loss": 0.3825720548629761, + "learning_rate": 7.699644716607892e-05, + "timestep_mean": 517.28125, + "epsilon_norm": 7.850981712341309, + "prediction_norm": 6.1275200843811035, + "timestamp": "2025-07-14T12:34:32.440127" + }, + { + "epoch": 1642, + "batch_idx": 192, + "loss": 0.3360980749130249, + "learning_rate": 7.699644716607892e-05, + "timestep_mean": 219.5, + "epsilon_norm": 3.2131519317626953, + "prediction_norm": 2.637970209121704, + "timestamp": "2025-07-14T12:34:32.445496" + }, + { + "epoch": 1643, + "batch_idx": 0, + "loss": 0.22641518712043762, + "learning_rate": 7.657821718618971e-05, + "timestep_mean": 488.6875, + "epsilon_norm": 7.578366756439209, + "prediction_norm": 6.092158317565918, + "timestamp": "2025-07-14T12:34:32.451027" + }, + { + "epoch": 1643, + "batch_idx": 32, + "loss": 0.18385940790176392, + "learning_rate": 7.657821718618971e-05, + "timestep_mean": 555.09375, + "epsilon_norm": 7.2892842292785645, + "prediction_norm": 6.618662357330322, + "timestamp": "2025-07-14T12:34:32.456453" + }, + { + "epoch": 1643, + "batch_idx": 64, + "loss": 0.11580118536949158, + "learning_rate": 7.657821718618971e-05, + "timestep_mean": 568.6875, + "epsilon_norm": 7.092007637023926, + "prediction_norm": 6.658729553222656, + "timestamp": "2025-07-14T12:34:32.461848" + }, + { + "epoch": 1643, + "batch_idx": 96, + "loss": 0.258279412984848, + "learning_rate": 7.657821718618971e-05, + "timestep_mean": 516.65625, + "epsilon_norm": 7.375441074371338, + "prediction_norm": 6.030046463012695, + "timestamp": "2025-07-14T12:34:32.467205" + }, + { + "epoch": 1643, + "batch_idx": 128, + "loss": 0.40995174646377563, + "learning_rate": 7.657821718618971e-05, + "timestep_mean": 455.1875, + "epsilon_norm": 8.35411548614502, + "prediction_norm": 6.37273645401001, + "timestamp": "2025-07-14T12:34:32.472494" + }, + { + "epoch": 1643, + "batch_idx": 160, + "loss": 0.22442224621772766, + "learning_rate": 7.657821718618971e-05, + "timestep_mean": 496.53125, + "epsilon_norm": 7.287723541259766, + "prediction_norm": 6.526642322540283, + "timestamp": "2025-07-14T12:34:32.477861" + }, + { + "epoch": 1643, + "batch_idx": 192, + "loss": 0.21271590888500214, + "learning_rate": 7.657821718618971e-05, + "timestep_mean": 614.125, + "epsilon_norm": 6.052361965179443, + "prediction_norm": 5.0161261558532715, + "timestamp": "2025-07-14T12:34:32.483321" + }, + { + "epoch": 1644, + "batch_idx": 0, + "loss": 0.31106048822402954, + "learning_rate": 7.616103195745836e-05, + "timestep_mean": 546.78125, + "epsilon_norm": 7.888735771179199, + "prediction_norm": 6.388722896575928, + "timestamp": "2025-07-14T12:34:32.489488" + }, + { + "epoch": 1644, + "batch_idx": 32, + "loss": 0.15860101580619812, + "learning_rate": 7.616103195745836e-05, + "timestep_mean": 532.46875, + "epsilon_norm": 6.892941474914551, + "prediction_norm": 6.022369861602783, + "timestamp": "2025-07-14T12:34:32.495258" + }, + { + "epoch": 1644, + "batch_idx": 64, + "loss": 0.15717828273773193, + "learning_rate": 7.616103195745836e-05, + "timestep_mean": 501.1875, + "epsilon_norm": 7.510120391845703, + "prediction_norm": 6.8913726806640625, + "timestamp": "2025-07-14T12:34:32.507196" + }, + { + "epoch": 1644, + "batch_idx": 96, + "loss": 0.3077751398086548, + "learning_rate": 7.616103195745836e-05, + "timestep_mean": 567.6875, + "epsilon_norm": 6.696477890014648, + "prediction_norm": 5.23543643951416, + "timestamp": "2025-07-14T12:34:32.512972" + }, + { + "epoch": 1644, + "batch_idx": 128, + "loss": 0.20718315243721008, + "learning_rate": 7.616103195745836e-05, + "timestep_mean": 560.46875, + "epsilon_norm": 7.695473670959473, + "prediction_norm": 7.385583877563477, + "timestamp": "2025-07-14T12:34:32.518293" + }, + { + "epoch": 1644, + "batch_idx": 160, + "loss": 0.10411199927330017, + "learning_rate": 7.616103195745836e-05, + "timestep_mean": 581.84375, + "epsilon_norm": 8.569981575012207, + "prediction_norm": 7.7586798667907715, + "timestamp": "2025-07-14T12:34:32.524373" + }, + { + "epoch": 1644, + "batch_idx": 192, + "loss": 0.2360132783651352, + "learning_rate": 7.616103195745836e-05, + "timestep_mean": 507.75, + "epsilon_norm": 4.925083637237549, + "prediction_norm": 3.979116678237915, + "timestamp": "2025-07-14T12:34:32.530175" + }, + { + "epoch": 1645, + "batch_idx": 0, + "loss": 0.260057270526886, + "learning_rate": 7.57448925092483e-05, + "timestep_mean": 510.71875, + "epsilon_norm": 7.669595241546631, + "prediction_norm": 6.643360614776611, + "timestamp": "2025-07-14T12:34:32.540803" + }, + { + "epoch": 1645, + "batch_idx": 32, + "loss": 0.3738304674625397, + "learning_rate": 7.57448925092483e-05, + "timestep_mean": 471.03125, + "epsilon_norm": 8.666824340820312, + "prediction_norm": 6.666581630706787, + "timestamp": "2025-07-14T12:34:32.546854" + }, + { + "epoch": 1645, + "batch_idx": 64, + "loss": 0.3885345757007599, + "learning_rate": 7.57448925092483e-05, + "timestep_mean": 464.1875, + "epsilon_norm": 8.065848350524902, + "prediction_norm": 5.590952396392822, + "timestamp": "2025-07-14T12:34:32.552180" + }, + { + "epoch": 1645, + "batch_idx": 96, + "loss": 0.3872181177139282, + "learning_rate": 7.57448925092483e-05, + "timestep_mean": 545.03125, + "epsilon_norm": 7.983953952789307, + "prediction_norm": 6.766354084014893, + "timestamp": "2025-07-14T12:34:32.558541" + }, + { + "epoch": 1645, + "batch_idx": 128, + "loss": 0.19036151468753815, + "learning_rate": 7.57448925092483e-05, + "timestep_mean": 538.34375, + "epsilon_norm": 7.63304328918457, + "prediction_norm": 7.242898941040039, + "timestamp": "2025-07-14T12:34:32.564076" + }, + { + "epoch": 1645, + "batch_idx": 160, + "loss": 0.12827511131763458, + "learning_rate": 7.57448925092483e-05, + "timestep_mean": 620.75, + "epsilon_norm": 7.358423709869385, + "prediction_norm": 6.5901618003845215, + "timestamp": "2025-07-14T12:34:32.574975" + }, + { + "epoch": 1645, + "batch_idx": 192, + "loss": 0.04368523508310318, + "learning_rate": 7.57448925092483e-05, + "timestep_mean": 627.5, + "epsilon_norm": 2.5687849521636963, + "prediction_norm": 2.4530181884765625, + "timestamp": "2025-07-14T12:34:32.580873" + }, + { + "epoch": 1646, + "batch_idx": 0, + "loss": 0.2310517430305481, + "learning_rate": 7.532979986834174e-05, + "timestep_mean": 535.5, + "epsilon_norm": 9.015945434570312, + "prediction_norm": 8.120841026306152, + "timestamp": "2025-07-14T12:34:32.586435" + }, + { + "epoch": 1646, + "batch_idx": 32, + "loss": 0.20237183570861816, + "learning_rate": 7.532979986834174e-05, + "timestep_mean": 491.84375, + "epsilon_norm": 6.859829425811768, + "prediction_norm": 5.5610785484313965, + "timestamp": "2025-07-14T12:34:32.591863" + }, + { + "epoch": 1646, + "batch_idx": 64, + "loss": 0.45712271332740784, + "learning_rate": 7.532979986834174e-05, + "timestep_mean": 464.15625, + "epsilon_norm": 9.381043434143066, + "prediction_norm": 7.411005020141602, + "timestamp": "2025-07-14T12:34:32.598234" + }, + { + "epoch": 1646, + "batch_idx": 96, + "loss": 0.22004477679729462, + "learning_rate": 7.532979986834174e-05, + "timestep_mean": 466.90625, + "epsilon_norm": 6.762755393981934, + "prediction_norm": 5.081509590148926, + "timestamp": "2025-07-14T12:34:32.604105" + }, + { + "epoch": 1646, + "batch_idx": 128, + "loss": 0.3641323745250702, + "learning_rate": 7.532979986834174e-05, + "timestep_mean": 529.9375, + "epsilon_norm": 7.551634788513184, + "prediction_norm": 6.561857223510742, + "timestamp": "2025-07-14T12:34:32.615591" + }, + { + "epoch": 1646, + "batch_idx": 160, + "loss": 0.3268347382545471, + "learning_rate": 7.532979986834174e-05, + "timestep_mean": 488.65625, + "epsilon_norm": 8.494534492492676, + "prediction_norm": 7.20453405380249, + "timestamp": "2025-07-14T12:34:32.621385" + }, + { + "epoch": 1646, + "batch_idx": 192, + "loss": 0.10128343105316162, + "learning_rate": 7.532979986834174e-05, + "timestep_mean": 574.75, + "epsilon_norm": 2.693101167678833, + "prediction_norm": 2.9900107383728027, + "timestamp": "2025-07-14T12:34:32.626652" + }, + { + "epoch": 1647, + "batch_idx": 0, + "loss": 0.25973716378211975, + "learning_rate": 7.49157550589388e-05, + "timestep_mean": 565.1875, + "epsilon_norm": 8.868110656738281, + "prediction_norm": 7.3717570304870605, + "timestamp": "2025-07-14T12:34:32.631900" + }, + { + "epoch": 1647, + "batch_idx": 32, + "loss": 0.3988149166107178, + "learning_rate": 7.49157550589388e-05, + "timestep_mean": 498.03125, + "epsilon_norm": 8.561746597290039, + "prediction_norm": 6.942702770233154, + "timestamp": "2025-07-14T12:34:32.637178" + }, + { + "epoch": 1647, + "batch_idx": 64, + "loss": 0.28415346145629883, + "learning_rate": 7.49157550589388e-05, + "timestep_mean": 564.4375, + "epsilon_norm": 9.164247512817383, + "prediction_norm": 7.7122063636779785, + "timestamp": "2025-07-14T12:34:32.642249" + }, + { + "epoch": 1647, + "batch_idx": 96, + "loss": 0.18535500764846802, + "learning_rate": 7.49157550589388e-05, + "timestep_mean": 478.4375, + "epsilon_norm": 7.449334621429443, + "prediction_norm": 6.6483659744262695, + "timestamp": "2025-07-14T12:34:32.647354" + }, + { + "epoch": 1647, + "batch_idx": 128, + "loss": 0.12507162988185883, + "learning_rate": 7.49157550589388e-05, + "timestep_mean": 525.09375, + "epsilon_norm": 8.040863037109375, + "prediction_norm": 7.433267593383789, + "timestamp": "2025-07-14T12:34:32.652484" + }, + { + "epoch": 1647, + "batch_idx": 160, + "loss": 0.1629800796508789, + "learning_rate": 7.49157550589388e-05, + "timestep_mean": 576.5, + "epsilon_norm": 7.055954933166504, + "prediction_norm": 6.360845565795898, + "timestamp": "2025-07-14T12:34:32.657606" + }, + { + "epoch": 1647, + "batch_idx": 192, + "loss": 0.3198896646499634, + "learning_rate": 7.49157550589388e-05, + "timestep_mean": 414.25, + "epsilon_norm": 3.668996572494507, + "prediction_norm": 2.918713331222534, + "timestamp": "2025-07-14T12:34:32.663076" + }, + { + "epoch": 1648, + "batch_idx": 0, + "loss": 0.39393681287765503, + "learning_rate": 7.450275910265417e-05, + "timestep_mean": 559.34375, + "epsilon_norm": 8.968391418457031, + "prediction_norm": 7.456043243408203, + "timestamp": "2025-07-14T12:34:32.668365" + }, + { + "epoch": 1648, + "batch_idx": 32, + "loss": 0.1924750804901123, + "learning_rate": 7.450275910265417e-05, + "timestep_mean": 475.1875, + "epsilon_norm": 8.250795364379883, + "prediction_norm": 6.831096172332764, + "timestamp": "2025-07-14T12:34:32.673883" + }, + { + "epoch": 1648, + "batch_idx": 64, + "loss": 0.36278223991394043, + "learning_rate": 7.450275910265417e-05, + "timestep_mean": 457.5, + "epsilon_norm": 7.541567325592041, + "prediction_norm": 6.128804683685303, + "timestamp": "2025-07-14T12:34:32.679417" + }, + { + "epoch": 1648, + "batch_idx": 96, + "loss": 0.43454575538635254, + "learning_rate": 7.450275910265417e-05, + "timestep_mean": 545.96875, + "epsilon_norm": 9.852860450744629, + "prediction_norm": 7.922823905944824, + "timestamp": "2025-07-14T12:34:32.684608" + }, + { + "epoch": 1648, + "batch_idx": 128, + "loss": 0.14679814875125885, + "learning_rate": 7.450275910265417e-05, + "timestep_mean": 596.21875, + "epsilon_norm": 7.831194877624512, + "prediction_norm": 6.728182792663574, + "timestamp": "2025-07-14T12:34:32.689981" + }, + { + "epoch": 1648, + "batch_idx": 160, + "loss": 0.24716705083847046, + "learning_rate": 7.450275910265417e-05, + "timestep_mean": 510.28125, + "epsilon_norm": 7.867097854614258, + "prediction_norm": 6.777659893035889, + "timestamp": "2025-07-14T12:34:32.695628" + }, + { + "epoch": 1648, + "batch_idx": 192, + "loss": 0.6022005677223206, + "learning_rate": 7.450275910265417e-05, + "timestep_mean": 438.625, + "epsilon_norm": 4.682680130004883, + "prediction_norm": 3.49819016456604, + "timestamp": "2025-07-14T12:34:32.701023" + }, + { + "epoch": 1649, + "batch_idx": 0, + "loss": 0.23697666823863983, + "learning_rate": 7.409081301851371e-05, + "timestep_mean": 410.53125, + "epsilon_norm": 7.063823699951172, + "prediction_norm": 5.98218297958374, + "timestamp": "2025-07-14T12:34:32.706346" + }, + { + "epoch": 1649, + "batch_idx": 32, + "loss": 0.2843126058578491, + "learning_rate": 7.409081301851371e-05, + "timestep_mean": 493.09375, + "epsilon_norm": 9.055377006530762, + "prediction_norm": 8.401737213134766, + "timestamp": "2025-07-14T12:34:32.711835" + }, + { + "epoch": 1649, + "batch_idx": 64, + "loss": 0.17528805136680603, + "learning_rate": 7.409081301851371e-05, + "timestep_mean": 479.34375, + "epsilon_norm": 8.1277437210083, + "prediction_norm": 7.526021957397461, + "timestamp": "2025-07-14T12:34:32.717334" + }, + { + "epoch": 1649, + "batch_idx": 96, + "loss": 0.2949497699737549, + "learning_rate": 7.409081301851371e-05, + "timestep_mean": 467.90625, + "epsilon_norm": 8.994942665100098, + "prediction_norm": 7.215368270874023, + "timestamp": "2025-07-14T12:34:32.722664" + }, + { + "epoch": 1649, + "batch_idx": 128, + "loss": 0.2279130518436432, + "learning_rate": 7.409081301851371e-05, + "timestep_mean": 503.625, + "epsilon_norm": 6.85687780380249, + "prediction_norm": 5.679042816162109, + "timestamp": "2025-07-14T12:34:32.728239" + }, + { + "epoch": 1649, + "batch_idx": 160, + "loss": 0.34698688983917236, + "learning_rate": 7.409081301851371e-05, + "timestep_mean": 515.03125, + "epsilon_norm": 7.872559070587158, + "prediction_norm": 5.559693813323975, + "timestamp": "2025-07-14T12:34:32.733612" + }, + { + "epoch": 1649, + "batch_idx": 192, + "loss": 0.09684402495622635, + "learning_rate": 7.409081301851371e-05, + "timestep_mean": 479.5, + "epsilon_norm": 3.9532108306884766, + "prediction_norm": 4.093323707580566, + "timestamp": "2025-07-14T12:34:32.739055" + }, + { + "epoch": 1650, + "batch_idx": 0, + "loss": 0.33393198251724243, + "learning_rate": 7.36799178229539e-05, + "timestep_mean": 407.875, + "epsilon_norm": 8.059693336486816, + "prediction_norm": 6.478282451629639, + "timestamp": "2025-07-14T12:34:32.744545" + }, + { + "epoch": 1650, + "batch_idx": 32, + "loss": 0.1321605145931244, + "learning_rate": 7.36799178229539e-05, + "timestep_mean": 636.375, + "epsilon_norm": 8.284987449645996, + "prediction_norm": 7.795348167419434, + "timestamp": "2025-07-14T12:34:32.749937" + }, + { + "epoch": 1650, + "batch_idx": 64, + "loss": 0.18306782841682434, + "learning_rate": 7.36799178229539e-05, + "timestep_mean": 492.71875, + "epsilon_norm": 6.601309776306152, + "prediction_norm": 5.700414657592773, + "timestamp": "2025-07-14T12:34:32.755255" + }, + { + "epoch": 1650, + "batch_idx": 96, + "loss": 0.4587559103965759, + "learning_rate": 7.36799178229539e-05, + "timestep_mean": 407.1875, + "epsilon_norm": 7.553365230560303, + "prediction_norm": 5.673720359802246, + "timestamp": "2025-07-14T12:34:32.760450" + }, + { + "epoch": 1650, + "batch_idx": 128, + "loss": 0.27808868885040283, + "learning_rate": 7.36799178229539e-05, + "timestep_mean": 432.0, + "epsilon_norm": 7.051328182220459, + "prediction_norm": 5.161756992340088, + "timestamp": "2025-07-14T12:34:32.766137" + }, + { + "epoch": 1650, + "batch_idx": 160, + "loss": 0.2680877149105072, + "learning_rate": 7.36799178229539e-05, + "timestep_mean": 470.21875, + "epsilon_norm": 7.947004795074463, + "prediction_norm": 7.313596248626709, + "timestamp": "2025-07-14T12:34:32.771378" + }, + { + "epoch": 1650, + "batch_idx": 192, + "loss": 0.009908339008688927, + "learning_rate": 7.36799178229539e-05, + "timestep_mean": 745.375, + "epsilon_norm": 4.854234218597412, + "prediction_norm": 4.779374599456787, + "timestamp": "2025-07-14T12:34:32.782833" + }, + { + "epoch": 1651, + "batch_idx": 0, + "loss": 0.1650950014591217, + "learning_rate": 7.327007452981764e-05, + "timestep_mean": 489.375, + "epsilon_norm": 7.2557830810546875, + "prediction_norm": 6.4983978271484375, + "timestamp": "2025-07-14T12:34:32.788402" + }, + { + "epoch": 1651, + "batch_idx": 32, + "loss": 0.22457490861415863, + "learning_rate": 7.327007452981764e-05, + "timestep_mean": 534.375, + "epsilon_norm": 8.677346229553223, + "prediction_norm": 7.468553066253662, + "timestamp": "2025-07-14T12:34:32.793393" + }, + { + "epoch": 1651, + "batch_idx": 64, + "loss": 0.2655629813671112, + "learning_rate": 7.327007452981764e-05, + "timestep_mean": 473.40625, + "epsilon_norm": 7.947567462921143, + "prediction_norm": 7.28035306930542, + "timestamp": "2025-07-14T12:34:32.798485" + }, + { + "epoch": 1651, + "batch_idx": 96, + "loss": 0.24031507968902588, + "learning_rate": 7.327007452981764e-05, + "timestep_mean": 628.625, + "epsilon_norm": 8.017831802368164, + "prediction_norm": 6.592957496643066, + "timestamp": "2025-07-14T12:34:32.803512" + }, + { + "epoch": 1651, + "batch_idx": 128, + "loss": 0.3753168284893036, + "learning_rate": 7.327007452981764e-05, + "timestep_mean": 558.71875, + "epsilon_norm": 7.4122209548950195, + "prediction_norm": 5.464015007019043, + "timestamp": "2025-07-14T12:34:32.808551" + }, + { + "epoch": 1651, + "batch_idx": 160, + "loss": 0.29061296582221985, + "learning_rate": 7.327007452981764e-05, + "timestep_mean": 519.625, + "epsilon_norm": 9.622645378112793, + "prediction_norm": 8.01658821105957, + "timestamp": "2025-07-14T12:34:32.813652" + }, + { + "epoch": 1651, + "batch_idx": 192, + "loss": 0.43738698959350586, + "learning_rate": 7.327007452981764e-05, + "timestep_mean": 442.0, + "epsilon_norm": 3.1732113361358643, + "prediction_norm": 2.3253068923950195, + "timestamp": "2025-07-14T12:34:32.818896" + }, + { + "epoch": 1652, + "batch_idx": 0, + "loss": 0.16549444198608398, + "learning_rate": 7.286128415035236e-05, + "timestep_mean": 533.53125, + "epsilon_norm": 8.023719787597656, + "prediction_norm": 7.124589443206787, + "timestamp": "2025-07-14T12:34:32.824008" + }, + { + "epoch": 1652, + "batch_idx": 32, + "loss": 0.17886969447135925, + "learning_rate": 7.286128415035236e-05, + "timestep_mean": 509.6875, + "epsilon_norm": 8.821694374084473, + "prediction_norm": 7.811086654663086, + "timestamp": "2025-07-14T12:34:32.828999" + }, + { + "epoch": 1652, + "batch_idx": 64, + "loss": 0.24538038671016693, + "learning_rate": 7.286128415035236e-05, + "timestep_mean": 523.09375, + "epsilon_norm": 7.401220798492432, + "prediction_norm": 6.5331268310546875, + "timestamp": "2025-07-14T12:34:32.834048" + }, + { + "epoch": 1652, + "batch_idx": 96, + "loss": 0.19569982588291168, + "learning_rate": 7.286128415035236e-05, + "timestep_mean": 495.34375, + "epsilon_norm": 6.995209217071533, + "prediction_norm": 5.766253471374512, + "timestamp": "2025-07-14T12:34:32.838978" + }, + { + "epoch": 1652, + "batch_idx": 128, + "loss": 0.258207768201828, + "learning_rate": 7.286128415035236e-05, + "timestep_mean": 548.84375, + "epsilon_norm": 8.216984748840332, + "prediction_norm": 6.790168285369873, + "timestamp": "2025-07-14T12:34:32.843942" + }, + { + "epoch": 1652, + "batch_idx": 160, + "loss": 0.10543449223041534, + "learning_rate": 7.286128415035236e-05, + "timestep_mean": 590.625, + "epsilon_norm": 7.799850940704346, + "prediction_norm": 7.218898296356201, + "timestamp": "2025-07-14T12:34:32.848954" + }, + { + "epoch": 1652, + "batch_idx": 192, + "loss": 0.15921524167060852, + "learning_rate": 7.286128415035236e-05, + "timestep_mean": 675.5, + "epsilon_norm": 3.8573358058929443, + "prediction_norm": 3.655998468399048, + "timestamp": "2025-07-14T12:34:32.854038" + }, + { + "epoch": 1653, + "batch_idx": 0, + "loss": 0.2296975702047348, + "learning_rate": 7.24535476932081e-05, + "timestep_mean": 496.96875, + "epsilon_norm": 8.104586601257324, + "prediction_norm": 6.917591094970703, + "timestamp": "2025-07-14T12:34:32.859134" + }, + { + "epoch": 1653, + "batch_idx": 32, + "loss": 0.22779083251953125, + "learning_rate": 7.24535476932081e-05, + "timestep_mean": 525.15625, + "epsilon_norm": 7.220455646514893, + "prediction_norm": 6.312407493591309, + "timestamp": "2025-07-14T12:34:32.864159" + }, + { + "epoch": 1653, + "batch_idx": 64, + "loss": 0.18887796998023987, + "learning_rate": 7.24535476932081e-05, + "timestep_mean": 510.125, + "epsilon_norm": 8.669732093811035, + "prediction_norm": 7.328612804412842, + "timestamp": "2025-07-14T12:34:32.869129" + }, + { + "epoch": 1653, + "batch_idx": 96, + "loss": 0.14098092913627625, + "learning_rate": 7.24535476932081e-05, + "timestep_mean": 550.4375, + "epsilon_norm": 8.588837623596191, + "prediction_norm": 8.019469261169434, + "timestamp": "2025-07-14T12:34:32.874144" + }, + { + "epoch": 1653, + "batch_idx": 128, + "loss": 0.22072163224220276, + "learning_rate": 7.24535476932081e-05, + "timestep_mean": 565.34375, + "epsilon_norm": 7.917092800140381, + "prediction_norm": 7.135761260986328, + "timestamp": "2025-07-14T12:34:32.879291" + }, + { + "epoch": 1653, + "batch_idx": 160, + "loss": 0.21746081113815308, + "learning_rate": 7.24535476932081e-05, + "timestep_mean": 481.21875, + "epsilon_norm": 7.634548187255859, + "prediction_norm": 7.1799235343933105, + "timestamp": "2025-07-14T12:34:32.884211" + }, + { + "epoch": 1653, + "batch_idx": 192, + "loss": 0.35209858417510986, + "learning_rate": 7.24535476932081e-05, + "timestep_mean": 382.375, + "epsilon_norm": 4.083579063415527, + "prediction_norm": 3.486937999725342, + "timestamp": "2025-07-14T12:34:32.889251" + }, + { + "epoch": 1654, + "batch_idx": 0, + "loss": 0.6976968050003052, + "learning_rate": 7.204686616443349e-05, + "timestep_mean": 390.9375, + "epsilon_norm": 9.052505493164062, + "prediction_norm": 6.183928966522217, + "timestamp": "2025-07-14T12:34:32.894253" + }, + { + "epoch": 1654, + "batch_idx": 32, + "loss": 0.36564260721206665, + "learning_rate": 7.204686616443349e-05, + "timestep_mean": 464.40625, + "epsilon_norm": 8.219178199768066, + "prediction_norm": 6.956445217132568, + "timestamp": "2025-07-14T12:34:32.899182" + }, + { + "epoch": 1654, + "batch_idx": 64, + "loss": 0.34344756603240967, + "learning_rate": 7.204686616443349e-05, + "timestep_mean": 456.25, + "epsilon_norm": 8.62169075012207, + "prediction_norm": 6.842269420623779, + "timestamp": "2025-07-14T12:34:32.904112" + }, + { + "epoch": 1654, + "batch_idx": 96, + "loss": 0.2550155222415924, + "learning_rate": 7.204686616443349e-05, + "timestep_mean": 529.34375, + "epsilon_norm": 8.986798286437988, + "prediction_norm": 7.819922924041748, + "timestamp": "2025-07-14T12:34:32.909102" + }, + { + "epoch": 1654, + "batch_idx": 128, + "loss": 0.7730040550231934, + "learning_rate": 7.204686616443349e-05, + "timestep_mean": 531.21875, + "epsilon_norm": 9.841204643249512, + "prediction_norm": 7.105103969573975, + "timestamp": "2025-07-14T12:34:32.914026" + }, + { + "epoch": 1654, + "batch_idx": 160, + "loss": 0.290437251329422, + "learning_rate": 7.204686616443349e-05, + "timestep_mean": 466.65625, + "epsilon_norm": 7.6044921875, + "prediction_norm": 6.103777885437012, + "timestamp": "2025-07-14T12:34:32.918947" + }, + { + "epoch": 1654, + "batch_idx": 192, + "loss": 0.23746377229690552, + "learning_rate": 7.204686616443349e-05, + "timestep_mean": 540.0, + "epsilon_norm": 3.016455888748169, + "prediction_norm": 1.734209418296814, + "timestamp": "2025-07-14T12:34:32.923865" + }, + { + "epoch": 1655, + "batch_idx": 0, + "loss": 0.20210400223731995, + "learning_rate": 7.164124056747522e-05, + "timestep_mean": 525.1875, + "epsilon_norm": 7.215697765350342, + "prediction_norm": 6.212738513946533, + "timestamp": "2025-07-14T12:34:32.928740" + }, + { + "epoch": 1655, + "batch_idx": 32, + "loss": 0.1497078835964203, + "learning_rate": 7.164124056747522e-05, + "timestep_mean": 575.03125, + "epsilon_norm": 7.635174751281738, + "prediction_norm": 7.337935924530029, + "timestamp": "2025-07-14T12:34:32.933762" + }, + { + "epoch": 1655, + "batch_idx": 64, + "loss": 0.2702102065086365, + "learning_rate": 7.164124056747522e-05, + "timestep_mean": 485.65625, + "epsilon_norm": 6.776998519897461, + "prediction_norm": 5.320992469787598, + "timestamp": "2025-07-14T12:34:32.938693" + }, + { + "epoch": 1655, + "batch_idx": 96, + "loss": 0.4584365785121918, + "learning_rate": 7.164124056747522e-05, + "timestep_mean": 452.40625, + "epsilon_norm": 8.878410339355469, + "prediction_norm": 7.322678565979004, + "timestamp": "2025-07-14T12:34:32.943604" + }, + { + "epoch": 1655, + "batch_idx": 128, + "loss": 0.19520467519760132, + "learning_rate": 7.164124056747522e-05, + "timestep_mean": 551.0625, + "epsilon_norm": 8.544991493225098, + "prediction_norm": 7.678299427032471, + "timestamp": "2025-07-14T12:34:32.948512" + }, + { + "epoch": 1655, + "batch_idx": 160, + "loss": 0.24391281604766846, + "learning_rate": 7.164124056747522e-05, + "timestep_mean": 511.6875, + "epsilon_norm": 7.307965278625488, + "prediction_norm": 6.467956066131592, + "timestamp": "2025-07-14T12:34:32.953439" + }, + { + "epoch": 1655, + "batch_idx": 192, + "loss": 0.2723015546798706, + "learning_rate": 7.164124056747522e-05, + "timestep_mean": 379.125, + "epsilon_norm": 4.52529239654541, + "prediction_norm": 4.527650356292725, + "timestamp": "2025-07-14T12:34:32.958437" + }, + { + "epoch": 1656, + "batch_idx": 0, + "loss": 0.3489305377006531, + "learning_rate": 7.123667190317395e-05, + "timestep_mean": 461.625, + "epsilon_norm": 8.687994956970215, + "prediction_norm": 7.281832695007324, + "timestamp": "2025-07-14T12:34:32.963447" + }, + { + "epoch": 1656, + "batch_idx": 32, + "loss": 0.36289650201797485, + "learning_rate": 7.123667190317395e-05, + "timestep_mean": 553.75, + "epsilon_norm": 9.339107513427734, + "prediction_norm": 7.549360275268555, + "timestamp": "2025-07-14T12:34:32.968352" + }, + { + "epoch": 1656, + "batch_idx": 64, + "loss": 0.21155434846878052, + "learning_rate": 7.123667190317395e-05, + "timestep_mean": 500.6875, + "epsilon_norm": 7.922731876373291, + "prediction_norm": 6.874508380889893, + "timestamp": "2025-07-14T12:34:32.973265" + }, + { + "epoch": 1656, + "batch_idx": 96, + "loss": 0.25388580560684204, + "learning_rate": 7.123667190317395e-05, + "timestep_mean": 482.59375, + "epsilon_norm": 8.987640380859375, + "prediction_norm": 7.627365589141846, + "timestamp": "2025-07-14T12:34:32.978209" + }, + { + "epoch": 1656, + "batch_idx": 128, + "loss": 0.1917102187871933, + "learning_rate": 7.123667190317395e-05, + "timestep_mean": 479.625, + "epsilon_norm": 8.104584693908691, + "prediction_norm": 7.089295387268066, + "timestamp": "2025-07-14T12:34:32.983088" + }, + { + "epoch": 1656, + "batch_idx": 160, + "loss": 0.455785870552063, + "learning_rate": 7.123667190317395e-05, + "timestep_mean": 516.375, + "epsilon_norm": 7.598635196685791, + "prediction_norm": 5.7867608070373535, + "timestamp": "2025-07-14T12:34:32.988060" + }, + { + "epoch": 1656, + "batch_idx": 192, + "loss": 0.4349512457847595, + "learning_rate": 7.123667190317395e-05, + "timestep_mean": 788.375, + "epsilon_norm": 4.815364837646484, + "prediction_norm": 4.245023727416992, + "timestamp": "2025-07-14T12:34:32.993035" + }, + { + "epoch": 1657, + "batch_idx": 0, + "loss": 0.33399707078933716, + "learning_rate": 7.083316116976263e-05, + "timestep_mean": 490.1875, + "epsilon_norm": 6.735256671905518, + "prediction_norm": 5.569699287414551, + "timestamp": "2025-07-14T12:34:32.998038" + }, + { + "epoch": 1657, + "batch_idx": 32, + "loss": 0.17510853707790375, + "learning_rate": 7.083316116976263e-05, + "timestep_mean": 522.75, + "epsilon_norm": 8.554699897766113, + "prediction_norm": 7.623482704162598, + "timestamp": "2025-07-14T12:34:33.003313" + }, + { + "epoch": 1657, + "batch_idx": 64, + "loss": 0.29703325033187866, + "learning_rate": 7.083316116976263e-05, + "timestep_mean": 554.5, + "epsilon_norm": 6.75319242477417, + "prediction_norm": 5.047116279602051, + "timestamp": "2025-07-14T12:34:33.008376" + }, + { + "epoch": 1657, + "batch_idx": 96, + "loss": 0.20047594606876373, + "learning_rate": 7.083316116976263e-05, + "timestep_mean": 518.1875, + "epsilon_norm": 7.888321399688721, + "prediction_norm": 7.099070072174072, + "timestamp": "2025-07-14T12:34:33.013719" + }, + { + "epoch": 1657, + "batch_idx": 128, + "loss": 0.32993578910827637, + "learning_rate": 7.083316116976263e-05, + "timestep_mean": 460.71875, + "epsilon_norm": 7.011643886566162, + "prediction_norm": 5.209002494812012, + "timestamp": "2025-07-14T12:34:33.018939" + }, + { + "epoch": 1657, + "batch_idx": 160, + "loss": 0.315837562084198, + "learning_rate": 7.083316116976263e-05, + "timestep_mean": 512.84375, + "epsilon_norm": 8.036646842956543, + "prediction_norm": 6.770134925842285, + "timestamp": "2025-07-14T12:34:33.024031" + }, + { + "epoch": 1657, + "batch_idx": 192, + "loss": 0.4716566205024719, + "learning_rate": 7.083316116976263e-05, + "timestep_mean": 389.25, + "epsilon_norm": 4.1576433181762695, + "prediction_norm": 2.702803134918213, + "timestamp": "2025-07-14T12:34:33.029364" + }, + { + "epoch": 1658, + "batch_idx": 0, + "loss": 0.30980318784713745, + "learning_rate": 7.043070936286383e-05, + "timestep_mean": 485.28125, + "epsilon_norm": 8.687295913696289, + "prediction_norm": 7.366894721984863, + "timestamp": "2025-07-14T12:34:33.034645" + }, + { + "epoch": 1658, + "batch_idx": 32, + "loss": 0.25995075702667236, + "learning_rate": 7.043070936286383e-05, + "timestep_mean": 444.5, + "epsilon_norm": 8.732340812683105, + "prediction_norm": 7.055001258850098, + "timestamp": "2025-07-14T12:34:33.039889" + }, + { + "epoch": 1658, + "batch_idx": 64, + "loss": 0.2927916347980499, + "learning_rate": 7.043070936286383e-05, + "timestep_mean": 467.09375, + "epsilon_norm": 7.785238265991211, + "prediction_norm": 6.272132396697998, + "timestamp": "2025-07-14T12:34:33.045167" + }, + { + "epoch": 1658, + "batch_idx": 96, + "loss": 0.27845633029937744, + "learning_rate": 7.043070936286383e-05, + "timestep_mean": 497.4375, + "epsilon_norm": 8.566781997680664, + "prediction_norm": 7.366323471069336, + "timestamp": "2025-07-14T12:34:33.050231" + }, + { + "epoch": 1658, + "batch_idx": 128, + "loss": 0.2200045883655548, + "learning_rate": 7.043070936286383e-05, + "timestep_mean": 426.875, + "epsilon_norm": 7.230232238769531, + "prediction_norm": 6.303529262542725, + "timestamp": "2025-07-14T12:34:33.055417" + }, + { + "epoch": 1658, + "batch_idx": 160, + "loss": 0.3944471776485443, + "learning_rate": 7.043070936286383e-05, + "timestep_mean": 500.625, + "epsilon_norm": 8.163946151733398, + "prediction_norm": 6.473019123077393, + "timestamp": "2025-07-14T12:34:33.060689" + }, + { + "epoch": 1658, + "batch_idx": 192, + "loss": 0.490680068731308, + "learning_rate": 7.043070936286383e-05, + "timestep_mean": 339.875, + "epsilon_norm": 4.024555683135986, + "prediction_norm": 2.789825201034546, + "timestamp": "2025-07-14T12:34:33.065822" + }, + { + "epoch": 1659, + "batch_idx": 0, + "loss": 0.2225000113248825, + "learning_rate": 7.002931747548751e-05, + "timestep_mean": 548.9375, + "epsilon_norm": 7.626125335693359, + "prediction_norm": 6.659561634063721, + "timestamp": "2025-07-14T12:34:33.071005" + }, + { + "epoch": 1659, + "batch_idx": 32, + "loss": 0.3182002305984497, + "learning_rate": 7.002931747548751e-05, + "timestep_mean": 446.71875, + "epsilon_norm": 7.791040897369385, + "prediction_norm": 6.02387809753418, + "timestamp": "2025-07-14T12:34:33.076345" + }, + { + "epoch": 1659, + "batch_idx": 64, + "loss": 0.22023287415504456, + "learning_rate": 7.002931747548751e-05, + "timestep_mean": 480.34375, + "epsilon_norm": 7.296463489532471, + "prediction_norm": 6.565305709838867, + "timestamp": "2025-07-14T12:34:33.082340" + }, + { + "epoch": 1659, + "batch_idx": 96, + "loss": 0.27640464901924133, + "learning_rate": 7.002931747548751e-05, + "timestep_mean": 494.59375, + "epsilon_norm": 7.019195079803467, + "prediction_norm": 5.55485725402832, + "timestamp": "2025-07-14T12:34:33.087886" + }, + { + "epoch": 1659, + "batch_idx": 128, + "loss": 0.19759970903396606, + "learning_rate": 7.002931747548751e-05, + "timestep_mean": 573.28125, + "epsilon_norm": 7.098705768585205, + "prediction_norm": 6.619468688964844, + "timestamp": "2025-07-14T12:34:33.097901" + }, + { + "epoch": 1659, + "batch_idx": 160, + "loss": 0.20365077257156372, + "learning_rate": 7.002931747548751e-05, + "timestep_mean": 511.8125, + "epsilon_norm": 8.575565338134766, + "prediction_norm": 8.020380973815918, + "timestamp": "2025-07-14T12:34:33.103367" + }, + { + "epoch": 1659, + "batch_idx": 192, + "loss": 0.29732969403266907, + "learning_rate": 7.002931747548751e-05, + "timestep_mean": 626.75, + "epsilon_norm": 3.7264280319213867, + "prediction_norm": 2.882145881652832, + "timestamp": "2025-07-14T12:34:33.108844" + }, + { + "epoch": 1660, + "batch_idx": 0, + "loss": 0.4741787314414978, + "learning_rate": 6.962898649802822e-05, + "timestep_mean": 512.96875, + "epsilon_norm": 8.552268981933594, + "prediction_norm": 7.020585060119629, + "timestamp": "2025-07-14T12:34:33.114041" + }, + { + "epoch": 1660, + "batch_idx": 32, + "loss": 0.07773898541927338, + "learning_rate": 6.962898649802822e-05, + "timestep_mean": 652.5625, + "epsilon_norm": 8.001300811767578, + "prediction_norm": 7.645890712738037, + "timestamp": "2025-07-14T12:34:33.118977" + }, + { + "epoch": 1660, + "batch_idx": 64, + "loss": 0.2640175223350525, + "learning_rate": 6.962898649802822e-05, + "timestep_mean": 556.21875, + "epsilon_norm": 8.34060001373291, + "prediction_norm": 7.3806047439575195, + "timestamp": "2025-07-14T12:34:33.124088" + }, + { + "epoch": 1660, + "batch_idx": 96, + "loss": 0.33060646057128906, + "learning_rate": 6.962898649802822e-05, + "timestep_mean": 481.125, + "epsilon_norm": 7.505343437194824, + "prediction_norm": 6.377002716064453, + "timestamp": "2025-07-14T12:34:33.128936" + }, + { + "epoch": 1660, + "batch_idx": 128, + "loss": 0.21012499928474426, + "learning_rate": 6.962898649802822e-05, + "timestep_mean": 386.40625, + "epsilon_norm": 8.302959442138672, + "prediction_norm": 7.382440567016602, + "timestamp": "2025-07-14T12:34:33.133876" + }, + { + "epoch": 1660, + "batch_idx": 160, + "loss": 0.270301878452301, + "learning_rate": 6.962898649802822e-05, + "timestep_mean": 379.8125, + "epsilon_norm": 8.122049331665039, + "prediction_norm": 7.105417251586914, + "timestamp": "2025-07-14T12:34:33.138815" + }, + { + "epoch": 1660, + "batch_idx": 192, + "loss": 0.2623966932296753, + "learning_rate": 6.962898649802822e-05, + "timestep_mean": 462.25, + "epsilon_norm": 3.9835281372070312, + "prediction_norm": 3.516313076019287, + "timestamp": "2025-07-14T12:34:33.143799" + }, + { + "epoch": 1661, + "batch_idx": 0, + "loss": 0.17642809450626373, + "learning_rate": 6.92297174182627e-05, + "timestep_mean": 502.0, + "epsilon_norm": 8.272126197814941, + "prediction_norm": 7.343151092529297, + "timestamp": "2025-07-14T12:34:33.149453" + }, + { + "epoch": 1661, + "batch_idx": 32, + "loss": 0.18942560255527496, + "learning_rate": 6.92297174182627e-05, + "timestep_mean": 561.0, + "epsilon_norm": 7.80119514465332, + "prediction_norm": 7.222166538238525, + "timestamp": "2025-07-14T12:34:33.154730" + }, + { + "epoch": 1661, + "batch_idx": 64, + "loss": 0.22449399530887604, + "learning_rate": 6.92297174182627e-05, + "timestep_mean": 511.78125, + "epsilon_norm": 8.613892555236816, + "prediction_norm": 7.125110626220703, + "timestamp": "2025-07-14T12:34:33.160479" + }, + { + "epoch": 1661, + "batch_idx": 96, + "loss": 0.3323739767074585, + "learning_rate": 6.92297174182627e-05, + "timestep_mean": 504.125, + "epsilon_norm": 9.179266929626465, + "prediction_norm": 8.637807846069336, + "timestamp": "2025-07-14T12:34:33.165691" + }, + { + "epoch": 1661, + "batch_idx": 128, + "loss": 0.3517514169216156, + "learning_rate": 6.92297174182627e-05, + "timestep_mean": 467.25, + "epsilon_norm": 9.220273971557617, + "prediction_norm": 7.704793453216553, + "timestamp": "2025-07-14T12:34:33.170651" + }, + { + "epoch": 1661, + "batch_idx": 160, + "loss": 0.2932528257369995, + "learning_rate": 6.92297174182627e-05, + "timestep_mean": 467.75, + "epsilon_norm": 7.785913467407227, + "prediction_norm": 6.8370041847229, + "timestamp": "2025-07-14T12:34:33.175690" + }, + { + "epoch": 1661, + "batch_idx": 192, + "loss": 0.735753059387207, + "learning_rate": 6.92297174182627e-05, + "timestep_mean": 456.375, + "epsilon_norm": 4.47534704208374, + "prediction_norm": 3.334192991256714, + "timestamp": "2025-07-14T12:34:33.180809" + }, + { + "epoch": 1662, + "batch_idx": 0, + "loss": 0.22916004061698914, + "learning_rate": 6.88315112213481e-05, + "timestep_mean": 509.75, + "epsilon_norm": 8.250140190124512, + "prediction_norm": 7.202491283416748, + "timestamp": "2025-07-14T12:34:33.185791" + }, + { + "epoch": 1662, + "batch_idx": 32, + "loss": 0.347622811794281, + "learning_rate": 6.88315112213481e-05, + "timestep_mean": 511.65625, + "epsilon_norm": 8.578267097473145, + "prediction_norm": 7.0416412353515625, + "timestamp": "2025-07-14T12:34:33.190902" + }, + { + "epoch": 1662, + "batch_idx": 64, + "loss": 0.2160864621400833, + "learning_rate": 6.88315112213481e-05, + "timestep_mean": 508.40625, + "epsilon_norm": 7.042394161224365, + "prediction_norm": 6.219626426696777, + "timestamp": "2025-07-14T12:34:33.196020" + }, + { + "epoch": 1662, + "batch_idx": 96, + "loss": 0.429385781288147, + "learning_rate": 6.88315112213481e-05, + "timestep_mean": 451.21875, + "epsilon_norm": 7.290452480316162, + "prediction_norm": 5.202734470367432, + "timestamp": "2025-07-14T12:34:33.201055" + }, + { + "epoch": 1662, + "batch_idx": 128, + "loss": 0.27780258655548096, + "learning_rate": 6.88315112213481e-05, + "timestep_mean": 469.5, + "epsilon_norm": 7.454246520996094, + "prediction_norm": 6.078510284423828, + "timestamp": "2025-07-14T12:34:33.205999" + }, + { + "epoch": 1662, + "batch_idx": 160, + "loss": 0.22387966513633728, + "learning_rate": 6.88315112213481e-05, + "timestep_mean": 551.15625, + "epsilon_norm": 7.57030725479126, + "prediction_norm": 7.235973834991455, + "timestamp": "2025-07-14T12:34:33.210895" + }, + { + "epoch": 1662, + "batch_idx": 192, + "loss": 0.14372678101062775, + "learning_rate": 6.88315112213481e-05, + "timestep_mean": 505.5, + "epsilon_norm": 4.649659633636475, + "prediction_norm": 4.491508483886719, + "timestamp": "2025-07-14T12:34:33.215940" + }, + { + "epoch": 1663, + "batch_idx": 0, + "loss": 0.3701348304748535, + "learning_rate": 6.843436888981811e-05, + "timestep_mean": 355.0625, + "epsilon_norm": 8.519542694091797, + "prediction_norm": 6.862849712371826, + "timestamp": "2025-07-14T12:34:33.221218" + }, + { + "epoch": 1663, + "batch_idx": 32, + "loss": 0.1316489577293396, + "learning_rate": 6.843436888981811e-05, + "timestep_mean": 536.46875, + "epsilon_norm": 7.624098777770996, + "prediction_norm": 6.995503902435303, + "timestamp": "2025-07-14T12:34:33.226243" + }, + { + "epoch": 1663, + "batch_idx": 64, + "loss": 0.28253674507141113, + "learning_rate": 6.843436888981811e-05, + "timestep_mean": 516.4375, + "epsilon_norm": 8.033958435058594, + "prediction_norm": 6.593962669372559, + "timestamp": "2025-07-14T12:34:33.231325" + }, + { + "epoch": 1663, + "batch_idx": 96, + "loss": 0.2671816051006317, + "learning_rate": 6.843436888981811e-05, + "timestep_mean": 470.15625, + "epsilon_norm": 7.98897123336792, + "prediction_norm": 6.498297691345215, + "timestamp": "2025-07-14T12:34:33.236429" + }, + { + "epoch": 1663, + "batch_idx": 128, + "loss": 0.3353668451309204, + "learning_rate": 6.843436888981811e-05, + "timestep_mean": 473.09375, + "epsilon_norm": 7.041045188903809, + "prediction_norm": 5.931090354919434, + "timestamp": "2025-07-14T12:34:33.241373" + }, + { + "epoch": 1663, + "batch_idx": 160, + "loss": 0.2867951989173889, + "learning_rate": 6.843436888981811e-05, + "timestep_mean": 563.375, + "epsilon_norm": 6.559449195861816, + "prediction_norm": 5.642814636230469, + "timestamp": "2025-07-14T12:34:33.246674" + }, + { + "epoch": 1663, + "batch_idx": 192, + "loss": 0.3850111663341522, + "learning_rate": 6.843436888981811e-05, + "timestep_mean": 414.125, + "epsilon_norm": 4.393068313598633, + "prediction_norm": 3.5628392696380615, + "timestamp": "2025-07-14T12:34:33.251857" + }, + { + "epoch": 1664, + "batch_idx": 0, + "loss": 0.16978704929351807, + "learning_rate": 6.803829140358223e-05, + "timestep_mean": 617.6875, + "epsilon_norm": 7.6171674728393555, + "prediction_norm": 7.200351238250732, + "timestamp": "2025-07-14T12:34:33.256941" + }, + { + "epoch": 1664, + "batch_idx": 32, + "loss": 0.20983976125717163, + "learning_rate": 6.803829140358223e-05, + "timestep_mean": 448.5, + "epsilon_norm": 7.644336223602295, + "prediction_norm": 6.434728145599365, + "timestamp": "2025-07-14T12:34:33.262033" + }, + { + "epoch": 1664, + "batch_idx": 64, + "loss": 0.42785510420799255, + "learning_rate": 6.803829140358223e-05, + "timestep_mean": 443.78125, + "epsilon_norm": 7.159147262573242, + "prediction_norm": 5.2526021003723145, + "timestamp": "2025-07-14T12:34:33.267079" + }, + { + "epoch": 1664, + "batch_idx": 96, + "loss": 0.4235926866531372, + "learning_rate": 6.803829140358223e-05, + "timestep_mean": 500.375, + "epsilon_norm": 8.797567367553711, + "prediction_norm": 7.314146041870117, + "timestamp": "2025-07-14T12:34:33.272048" + }, + { + "epoch": 1664, + "batch_idx": 128, + "loss": 0.2069069743156433, + "learning_rate": 6.803829140358223e-05, + "timestep_mean": 541.3125, + "epsilon_norm": 8.181514739990234, + "prediction_norm": 7.073099613189697, + "timestamp": "2025-07-14T12:34:33.277117" + }, + { + "epoch": 1664, + "batch_idx": 160, + "loss": 0.36966729164123535, + "learning_rate": 6.803829140358223e-05, + "timestep_mean": 447.84375, + "epsilon_norm": 7.913815975189209, + "prediction_norm": 6.662118434906006, + "timestamp": "2025-07-14T12:34:33.282085" + }, + { + "epoch": 1664, + "batch_idx": 192, + "loss": 0.5221202373504639, + "learning_rate": 6.803829140358223e-05, + "timestep_mean": 459.625, + "epsilon_norm": 4.896331310272217, + "prediction_norm": 3.7055044174194336, + "timestamp": "2025-07-14T12:34:33.287085" + }, + { + "epoch": 1665, + "batch_idx": 0, + "loss": 0.4424750804901123, + "learning_rate": 6.764327973992249e-05, + "timestep_mean": 441.65625, + "epsilon_norm": 8.791583061218262, + "prediction_norm": 6.88145637512207, + "timestamp": "2025-07-14T12:34:33.292074" + }, + { + "epoch": 1665, + "batch_idx": 32, + "loss": 0.30786317586898804, + "learning_rate": 6.764327973992249e-05, + "timestep_mean": 528.4375, + "epsilon_norm": 7.5073466300964355, + "prediction_norm": 6.1474385261535645, + "timestamp": "2025-07-14T12:34:33.297097" + }, + { + "epoch": 1665, + "batch_idx": 64, + "loss": 0.25512373447418213, + "learning_rate": 6.764327973992249e-05, + "timestep_mean": 490.8125, + "epsilon_norm": 7.958560943603516, + "prediction_norm": 6.697247505187988, + "timestamp": "2025-07-14T12:34:33.302122" + }, + { + "epoch": 1665, + "batch_idx": 96, + "loss": 0.20626220107078552, + "learning_rate": 6.764327973992249e-05, + "timestep_mean": 532.1875, + "epsilon_norm": 7.743746757507324, + "prediction_norm": 6.520779132843018, + "timestamp": "2025-07-14T12:34:33.307143" + }, + { + "epoch": 1665, + "batch_idx": 128, + "loss": 0.361841082572937, + "learning_rate": 6.764327973992249e-05, + "timestep_mean": 497.125, + "epsilon_norm": 8.534421920776367, + "prediction_norm": 6.553415298461914, + "timestamp": "2025-07-14T12:34:33.312124" + }, + { + "epoch": 1665, + "batch_idx": 160, + "loss": 0.18576455116271973, + "learning_rate": 6.764327973992249e-05, + "timestep_mean": 494.6875, + "epsilon_norm": 7.551653861999512, + "prediction_norm": 7.0463547706604, + "timestamp": "2025-07-14T12:34:33.317112" + }, + { + "epoch": 1665, + "batch_idx": 192, + "loss": 0.09552126377820969, + "learning_rate": 6.764327973992249e-05, + "timestep_mean": 637.375, + "epsilon_norm": 3.9899179935455322, + "prediction_norm": 3.4270126819610596, + "timestamp": "2025-07-14T12:34:33.322169" + }, + { + "epoch": 1666, + "batch_idx": 0, + "loss": 0.31561610102653503, + "learning_rate": 6.724933487349048e-05, + "timestep_mean": 507.0, + "epsilon_norm": 7.381740570068359, + "prediction_norm": 6.220977783203125, + "timestamp": "2025-07-14T12:34:33.327209" + }, + { + "epoch": 1666, + "batch_idx": 32, + "loss": 0.23739080131053925, + "learning_rate": 6.724933487349048e-05, + "timestep_mean": 553.90625, + "epsilon_norm": 7.4254231452941895, + "prediction_norm": 6.45342493057251, + "timestamp": "2025-07-14T12:34:33.332186" + }, + { + "epoch": 1666, + "batch_idx": 64, + "loss": 0.41705796122550964, + "learning_rate": 6.724933487349048e-05, + "timestep_mean": 524.46875, + "epsilon_norm": 9.598798751831055, + "prediction_norm": 7.551205635070801, + "timestamp": "2025-07-14T12:34:33.338255" + }, + { + "epoch": 1666, + "batch_idx": 96, + "loss": 0.12960536777973175, + "learning_rate": 6.724933487349048e-05, + "timestep_mean": 498.96875, + "epsilon_norm": 7.339227676391602, + "prediction_norm": 6.815333366394043, + "timestamp": "2025-07-14T12:34:33.343656" + }, + { + "epoch": 1666, + "batch_idx": 128, + "loss": 0.3160291314125061, + "learning_rate": 6.724933487349048e-05, + "timestep_mean": 549.625, + "epsilon_norm": 8.101208686828613, + "prediction_norm": 6.356828689575195, + "timestamp": "2025-07-14T12:34:33.354817" + }, + { + "epoch": 1666, + "batch_idx": 160, + "loss": 0.1623614877462387, + "learning_rate": 6.724933487349048e-05, + "timestep_mean": 517.4375, + "epsilon_norm": 7.3848042488098145, + "prediction_norm": 6.557524681091309, + "timestamp": "2025-07-14T12:34:33.359998" + }, + { + "epoch": 1666, + "batch_idx": 192, + "loss": 0.15804988145828247, + "learning_rate": 6.724933487349048e-05, + "timestep_mean": 474.0, + "epsilon_norm": 3.667950391769409, + "prediction_norm": 3.39556622505188, + "timestamp": "2025-07-14T12:34:33.364978" + }, + { + "epoch": 1667, + "batch_idx": 0, + "loss": 0.21074873208999634, + "learning_rate": 6.685645777630638e-05, + "timestep_mean": 493.125, + "epsilon_norm": 8.613173484802246, + "prediction_norm": 7.433160305023193, + "timestamp": "2025-07-14T12:34:33.369910" + }, + { + "epoch": 1667, + "batch_idx": 32, + "loss": 0.17901210486888885, + "learning_rate": 6.685645777630638e-05, + "timestep_mean": 551.90625, + "epsilon_norm": 8.567002296447754, + "prediction_norm": 7.36835241317749, + "timestamp": "2025-07-14T12:34:33.374941" + }, + { + "epoch": 1667, + "batch_idx": 64, + "loss": 0.23143887519836426, + "learning_rate": 6.685645777630638e-05, + "timestep_mean": 471.40625, + "epsilon_norm": 8.99086856842041, + "prediction_norm": 7.679495811462402, + "timestamp": "2025-07-14T12:34:33.379952" + }, + { + "epoch": 1667, + "batch_idx": 96, + "loss": 0.16420702636241913, + "learning_rate": 6.685645777630638e-05, + "timestep_mean": 515.84375, + "epsilon_norm": 7.787734031677246, + "prediction_norm": 7.20841646194458, + "timestamp": "2025-07-14T12:34:33.384871" + }, + { + "epoch": 1667, + "batch_idx": 128, + "loss": 0.20348551869392395, + "learning_rate": 6.685645777630638e-05, + "timestep_mean": 516.5625, + "epsilon_norm": 7.625165939331055, + "prediction_norm": 6.483119964599609, + "timestamp": "2025-07-14T12:34:33.389856" + }, + { + "epoch": 1667, + "batch_idx": 160, + "loss": 0.2161996066570282, + "learning_rate": 6.685645777630638e-05, + "timestep_mean": 536.65625, + "epsilon_norm": 8.794132232666016, + "prediction_norm": 7.26490592956543, + "timestamp": "2025-07-14T12:34:33.394649" + }, + { + "epoch": 1667, + "batch_idx": 192, + "loss": 0.5848981142044067, + "learning_rate": 6.685645777630638e-05, + "timestep_mean": 281.875, + "epsilon_norm": 4.3479814529418945, + "prediction_norm": 3.1192545890808105, + "timestamp": "2025-07-14T12:34:33.399607" + }, + { + "epoch": 1668, + "batch_idx": 0, + "loss": 0.5366053581237793, + "learning_rate": 6.646464941775497e-05, + "timestep_mean": 424.21875, + "epsilon_norm": 8.759283065795898, + "prediction_norm": 6.525879383087158, + "timestamp": "2025-07-14T12:34:33.404524" + }, + { + "epoch": 1668, + "batch_idx": 32, + "loss": 0.5443058013916016, + "learning_rate": 6.646464941775497e-05, + "timestep_mean": 439.5625, + "epsilon_norm": 8.694753646850586, + "prediction_norm": 6.636408805847168, + "timestamp": "2025-07-14T12:34:33.409406" + }, + { + "epoch": 1668, + "batch_idx": 64, + "loss": 0.5009576082229614, + "learning_rate": 6.646464941775497e-05, + "timestep_mean": 552.65625, + "epsilon_norm": 8.833430290222168, + "prediction_norm": 6.602755546569824, + "timestamp": "2025-07-14T12:34:33.414608" + }, + { + "epoch": 1668, + "batch_idx": 96, + "loss": 0.20176178216934204, + "learning_rate": 6.646464941775497e-05, + "timestep_mean": 521.96875, + "epsilon_norm": 7.917933940887451, + "prediction_norm": 6.935471057891846, + "timestamp": "2025-07-14T12:34:33.419732" + }, + { + "epoch": 1668, + "batch_idx": 128, + "loss": 0.24899627268314362, + "learning_rate": 6.646464941775497e-05, + "timestep_mean": 576.0, + "epsilon_norm": 7.3305559158325195, + "prediction_norm": 6.21090841293335, + "timestamp": "2025-07-14T12:34:33.424874" + }, + { + "epoch": 1668, + "batch_idx": 160, + "loss": 0.27967798709869385, + "learning_rate": 6.646464941775497e-05, + "timestep_mean": 529.375, + "epsilon_norm": 8.666938781738281, + "prediction_norm": 7.215117931365967, + "timestamp": "2025-07-14T12:34:33.429963" + }, + { + "epoch": 1668, + "batch_idx": 192, + "loss": 0.39059996604919434, + "learning_rate": 6.646464941775497e-05, + "timestep_mean": 412.25, + "epsilon_norm": 5.0537872314453125, + "prediction_norm": 3.581763505935669, + "timestamp": "2025-07-14T12:34:33.435139" + }, + { + "epoch": 1669, + "batch_idx": 0, + "loss": 0.11470082402229309, + "learning_rate": 6.607391076458467e-05, + "timestep_mean": 457.15625, + "epsilon_norm": 7.185370922088623, + "prediction_norm": 6.496506690979004, + "timestamp": "2025-07-14T12:34:33.440193" + }, + { + "epoch": 1669, + "batch_idx": 32, + "loss": 0.3391004800796509, + "learning_rate": 6.607391076458467e-05, + "timestep_mean": 505.75, + "epsilon_norm": 7.916075706481934, + "prediction_norm": 6.125274181365967, + "timestamp": "2025-07-14T12:34:33.445115" + }, + { + "epoch": 1669, + "batch_idx": 64, + "loss": 0.3820277452468872, + "learning_rate": 6.607391076458467e-05, + "timestep_mean": 530.0, + "epsilon_norm": 7.915197849273682, + "prediction_norm": 5.310861587524414, + "timestamp": "2025-07-14T12:34:33.450215" + }, + { + "epoch": 1669, + "batch_idx": 96, + "loss": 0.2722623348236084, + "learning_rate": 6.607391076458467e-05, + "timestep_mean": 471.96875, + "epsilon_norm": 8.424308776855469, + "prediction_norm": 6.880939483642578, + "timestamp": "2025-07-14T12:34:33.455272" + }, + { + "epoch": 1669, + "batch_idx": 128, + "loss": 0.18073420226573944, + "learning_rate": 6.607391076458467e-05, + "timestep_mean": 560.9375, + "epsilon_norm": 7.072003364562988, + "prediction_norm": 6.192349433898926, + "timestamp": "2025-07-14T12:34:33.460163" + }, + { + "epoch": 1669, + "batch_idx": 160, + "loss": 0.5075676441192627, + "learning_rate": 6.607391076458467e-05, + "timestep_mean": 394.75, + "epsilon_norm": 8.38913345336914, + "prediction_norm": 5.869660377502441, + "timestamp": "2025-07-14T12:34:33.465202" + }, + { + "epoch": 1669, + "batch_idx": 192, + "loss": 0.31872493028640747, + "learning_rate": 6.607391076458467e-05, + "timestep_mean": 484.875, + "epsilon_norm": 4.113202095031738, + "prediction_norm": 2.9467649459838867, + "timestamp": "2025-07-14T12:34:33.470202" + }, + { + "epoch": 1670, + "batch_idx": 0, + "loss": 0.39473757147789, + "learning_rate": 6.568424278090443e-05, + "timestep_mean": 452.4375, + "epsilon_norm": 7.414050102233887, + "prediction_norm": 5.838531494140625, + "timestamp": "2025-07-14T12:34:33.475169" + }, + { + "epoch": 1670, + "batch_idx": 32, + "loss": 0.6318193674087524, + "learning_rate": 6.568424278090443e-05, + "timestep_mean": 387.28125, + "epsilon_norm": 8.87647533416748, + "prediction_norm": 5.949347972869873, + "timestamp": "2025-07-14T12:34:33.480186" + }, + { + "epoch": 1670, + "batch_idx": 64, + "loss": 0.2404700517654419, + "learning_rate": 6.568424278090443e-05, + "timestep_mean": 500.0, + "epsilon_norm": 7.280755043029785, + "prediction_norm": 6.392853736877441, + "timestamp": "2025-07-14T12:34:33.485110" + }, + { + "epoch": 1670, + "batch_idx": 96, + "loss": 0.23974454402923584, + "learning_rate": 6.568424278090443e-05, + "timestep_mean": 434.9375, + "epsilon_norm": 6.598456859588623, + "prediction_norm": 6.3269124031066895, + "timestamp": "2025-07-14T12:34:33.490147" + }, + { + "epoch": 1670, + "batch_idx": 128, + "loss": 0.30675679445266724, + "learning_rate": 6.568424278090443e-05, + "timestep_mean": 517.15625, + "epsilon_norm": 7.572808742523193, + "prediction_norm": 5.94122314453125, + "timestamp": "2025-07-14T12:34:33.495133" + }, + { + "epoch": 1670, + "batch_idx": 160, + "loss": 0.10374721884727478, + "learning_rate": 6.568424278090443e-05, + "timestep_mean": 550.84375, + "epsilon_norm": 9.747730255126953, + "prediction_norm": 8.605731010437012, + "timestamp": "2025-07-14T12:34:33.500178" + }, + { + "epoch": 1670, + "batch_idx": 192, + "loss": 0.009895524010062218, + "learning_rate": 6.568424278090443e-05, + "timestep_mean": 567.875, + "epsilon_norm": 3.2373485565185547, + "prediction_norm": 3.2881526947021484, + "timestamp": "2025-07-14T12:34:33.505350" + }, + { + "epoch": 1671, + "batch_idx": 0, + "loss": 0.23164057731628418, + "learning_rate": 6.529564642818084e-05, + "timestep_mean": 630.03125, + "epsilon_norm": 6.8020853996276855, + "prediction_norm": 5.977475166320801, + "timestamp": "2025-07-14T12:34:33.510441" + }, + { + "epoch": 1671, + "batch_idx": 32, + "loss": 0.2214551866054535, + "learning_rate": 6.529564642818084e-05, + "timestep_mean": 580.0625, + "epsilon_norm": 8.794480323791504, + "prediction_norm": 7.9127607345581055, + "timestamp": "2025-07-14T12:34:33.515476" + }, + { + "epoch": 1671, + "batch_idx": 64, + "loss": 0.19638046622276306, + "learning_rate": 6.529564642818084e-05, + "timestep_mean": 492.71875, + "epsilon_norm": 8.100608825683594, + "prediction_norm": 6.692943572998047, + "timestamp": "2025-07-14T12:34:33.520483" + }, + { + "epoch": 1671, + "batch_idx": 96, + "loss": 0.1283644735813141, + "learning_rate": 6.529564642818084e-05, + "timestep_mean": 571.0625, + "epsilon_norm": 7.120407581329346, + "prediction_norm": 6.499295234680176, + "timestamp": "2025-07-14T12:34:33.526606" + }, + { + "epoch": 1671, + "batch_idx": 128, + "loss": 0.42098182439804077, + "learning_rate": 6.529564642818084e-05, + "timestep_mean": 427.15625, + "epsilon_norm": 7.698545932769775, + "prediction_norm": 5.612706184387207, + "timestamp": "2025-07-14T12:34:33.537362" + }, + { + "epoch": 1671, + "batch_idx": 160, + "loss": 0.1230861246585846, + "learning_rate": 6.529564642818084e-05, + "timestep_mean": 518.34375, + "epsilon_norm": 8.138400077819824, + "prediction_norm": 7.793831825256348, + "timestamp": "2025-07-14T12:34:33.542609" + }, + { + "epoch": 1671, + "batch_idx": 192, + "loss": 0.42056041955947876, + "learning_rate": 6.529564642818084e-05, + "timestep_mean": 475.625, + "epsilon_norm": 5.417728900909424, + "prediction_norm": 4.680122375488281, + "timestamp": "2025-07-14T12:34:33.547776" + }, + { + "epoch": 1672, + "batch_idx": 0, + "loss": 0.31549930572509766, + "learning_rate": 6.490812266523714e-05, + "timestep_mean": 435.875, + "epsilon_norm": 8.570695877075195, + "prediction_norm": 7.104854106903076, + "timestamp": "2025-07-14T12:34:33.552834" + }, + { + "epoch": 1672, + "batch_idx": 32, + "loss": 0.3154332637786865, + "learning_rate": 6.490812266523714e-05, + "timestep_mean": 482.46875, + "epsilon_norm": 8.734322547912598, + "prediction_norm": 7.067333698272705, + "timestamp": "2025-07-14T12:34:33.557809" + }, + { + "epoch": 1672, + "batch_idx": 64, + "loss": 0.17761287093162537, + "learning_rate": 6.490812266523714e-05, + "timestep_mean": 616.125, + "epsilon_norm": 7.355989933013916, + "prediction_norm": 6.792176723480225, + "timestamp": "2025-07-14T12:34:33.562943" + }, + { + "epoch": 1672, + "batch_idx": 96, + "loss": 0.23999324440956116, + "learning_rate": 6.490812266523714e-05, + "timestep_mean": 454.75, + "epsilon_norm": 8.452045440673828, + "prediction_norm": 7.586987018585205, + "timestamp": "2025-07-14T12:34:33.567825" + }, + { + "epoch": 1672, + "batch_idx": 128, + "loss": 0.2933835983276367, + "learning_rate": 6.490812266523714e-05, + "timestep_mean": 406.75, + "epsilon_norm": 7.064996719360352, + "prediction_norm": 5.692018985748291, + "timestamp": "2025-07-14T12:34:33.572716" + }, + { + "epoch": 1672, + "batch_idx": 160, + "loss": 0.29215532541275024, + "learning_rate": 6.490812266523714e-05, + "timestep_mean": 382.375, + "epsilon_norm": 7.280239105224609, + "prediction_norm": 5.910948276519775, + "timestamp": "2025-07-14T12:34:33.577710" + }, + { + "epoch": 1672, + "batch_idx": 192, + "loss": 0.2119937241077423, + "learning_rate": 6.490812266523714e-05, + "timestep_mean": 407.0, + "epsilon_norm": 3.2105154991149902, + "prediction_norm": 3.3127236366271973, + "timestamp": "2025-07-14T12:34:33.582681" + }, + { + "epoch": 1673, + "batch_idx": 0, + "loss": 0.1497526466846466, + "learning_rate": 6.452167244824956e-05, + "timestep_mean": 492.46875, + "epsilon_norm": 7.872888565063477, + "prediction_norm": 7.26810884475708, + "timestamp": "2025-07-14T12:34:33.587716" + }, + { + "epoch": 1673, + "batch_idx": 32, + "loss": 0.07148368656635284, + "learning_rate": 6.452167244824956e-05, + "timestep_mean": 625.375, + "epsilon_norm": 6.2568135261535645, + "prediction_norm": 6.578382968902588, + "timestamp": "2025-07-14T12:34:33.592642" + }, + { + "epoch": 1673, + "batch_idx": 64, + "loss": 0.17637194693088531, + "learning_rate": 6.452167244824956e-05, + "timestep_mean": 512.09375, + "epsilon_norm": 7.853590488433838, + "prediction_norm": 7.160550117492676, + "timestamp": "2025-07-14T12:34:33.597591" + }, + { + "epoch": 1673, + "batch_idx": 96, + "loss": 0.26795658469200134, + "learning_rate": 6.452167244824956e-05, + "timestep_mean": 540.9375, + "epsilon_norm": 8.773777961730957, + "prediction_norm": 7.7940168380737305, + "timestamp": "2025-07-14T12:34:33.602515" + }, + { + "epoch": 1673, + "batch_idx": 128, + "loss": 0.4095730781555176, + "learning_rate": 6.452167244824956e-05, + "timestep_mean": 508.5625, + "epsilon_norm": 8.26508903503418, + "prediction_norm": 6.40529727935791, + "timestamp": "2025-07-14T12:34:33.607458" + }, + { + "epoch": 1673, + "batch_idx": 160, + "loss": 0.3069458603858948, + "learning_rate": 6.452167244824956e-05, + "timestep_mean": 418.8125, + "epsilon_norm": 8.358034133911133, + "prediction_norm": 6.724406719207764, + "timestamp": "2025-07-14T12:34:33.612701" + }, + { + "epoch": 1673, + "batch_idx": 192, + "loss": 0.08446142077445984, + "learning_rate": 6.452167244824956e-05, + "timestep_mean": 482.875, + "epsilon_norm": 3.479565143585205, + "prediction_norm": 3.008902072906494, + "timestamp": "2025-07-14T12:34:33.617731" + }, + { + "epoch": 1674, + "batch_idx": 0, + "loss": 0.3192582130432129, + "learning_rate": 6.41362967307456e-05, + "timestep_mean": 491.15625, + "epsilon_norm": 7.2069411277771, + "prediction_norm": 5.582055568695068, + "timestamp": "2025-07-14T12:34:33.622694" + }, + { + "epoch": 1674, + "batch_idx": 32, + "loss": 0.25495821237564087, + "learning_rate": 6.41362967307456e-05, + "timestep_mean": 529.09375, + "epsilon_norm": 8.332474708557129, + "prediction_norm": 6.921219348907471, + "timestamp": "2025-07-14T12:34:33.627665" + }, + { + "epoch": 1674, + "batch_idx": 64, + "loss": 0.21989859640598297, + "learning_rate": 6.41362967307456e-05, + "timestep_mean": 501.8125, + "epsilon_norm": 7.41157341003418, + "prediction_norm": 6.162525177001953, + "timestamp": "2025-07-14T12:34:33.632522" + }, + { + "epoch": 1674, + "batch_idx": 96, + "loss": 0.3214491307735443, + "learning_rate": 6.41362967307456e-05, + "timestep_mean": 591.46875, + "epsilon_norm": 9.074396133422852, + "prediction_norm": 7.551313400268555, + "timestamp": "2025-07-14T12:34:33.637344" + }, + { + "epoch": 1674, + "batch_idx": 128, + "loss": 0.22825655341148376, + "learning_rate": 6.41362967307456e-05, + "timestep_mean": 540.90625, + "epsilon_norm": 9.033846855163574, + "prediction_norm": 7.908079147338867, + "timestamp": "2025-07-14T12:34:33.642336" + }, + { + "epoch": 1674, + "batch_idx": 160, + "loss": 0.31349289417266846, + "learning_rate": 6.41362967307456e-05, + "timestep_mean": 477.90625, + "epsilon_norm": 8.675496101379395, + "prediction_norm": 7.024158954620361, + "timestamp": "2025-07-14T12:34:33.647228" + }, + { + "epoch": 1674, + "batch_idx": 192, + "loss": 0.15659883618354797, + "learning_rate": 6.41362967307456e-05, + "timestep_mean": 358.625, + "epsilon_norm": 4.160973072052002, + "prediction_norm": 3.7831194400787354, + "timestamp": "2025-07-14T12:34:33.652179" + }, + { + "epoch": 1675, + "batch_idx": 0, + "loss": 0.20864605903625488, + "learning_rate": 6.37519964636014e-05, + "timestep_mean": 503.625, + "epsilon_norm": 8.097201347351074, + "prediction_norm": 7.037233352661133, + "timestamp": "2025-07-14T12:34:33.657303" + }, + { + "epoch": 1675, + "batch_idx": 32, + "loss": 0.1662549376487732, + "learning_rate": 6.37519964636014e-05, + "timestep_mean": 585.03125, + "epsilon_norm": 7.577181816101074, + "prediction_norm": 6.410287857055664, + "timestamp": "2025-07-14T12:34:33.662402" + }, + { + "epoch": 1675, + "batch_idx": 64, + "loss": 0.24988852441310883, + "learning_rate": 6.37519964636014e-05, + "timestep_mean": 518.65625, + "epsilon_norm": 8.420415878295898, + "prediction_norm": 7.075893402099609, + "timestamp": "2025-07-14T12:34:33.667799" + }, + { + "epoch": 1675, + "batch_idx": 96, + "loss": 0.2907499670982361, + "learning_rate": 6.37519964636014e-05, + "timestep_mean": 514.15625, + "epsilon_norm": 8.050085067749023, + "prediction_norm": 7.461112022399902, + "timestamp": "2025-07-14T12:34:33.672907" + }, + { + "epoch": 1675, + "batch_idx": 128, + "loss": 0.348777174949646, + "learning_rate": 6.37519964636014e-05, + "timestep_mean": 530.46875, + "epsilon_norm": 8.583264350891113, + "prediction_norm": 7.285419464111328, + "timestamp": "2025-07-14T12:34:33.678168" + }, + { + "epoch": 1675, + "batch_idx": 160, + "loss": 0.24704815447330475, + "learning_rate": 6.37519964636014e-05, + "timestep_mean": 531.53125, + "epsilon_norm": 7.923713684082031, + "prediction_norm": 6.678765773773193, + "timestamp": "2025-07-14T12:34:33.683440" + }, + { + "epoch": 1675, + "batch_idx": 192, + "loss": 0.14007480442523956, + "learning_rate": 6.37519964636014e-05, + "timestep_mean": 535.25, + "epsilon_norm": 3.9207205772399902, + "prediction_norm": 3.338244676589966, + "timestamp": "2025-07-14T12:34:33.688643" + }, + { + "epoch": 1676, + "batch_idx": 0, + "loss": 0.13202494382858276, + "learning_rate": 6.336877259503991e-05, + "timestep_mean": 550.3125, + "epsilon_norm": 8.429303169250488, + "prediction_norm": 7.428474426269531, + "timestamp": "2025-07-14T12:34:33.693752" + }, + { + "epoch": 1676, + "batch_idx": 32, + "loss": 0.20985743403434753, + "learning_rate": 6.336877259503991e-05, + "timestep_mean": 505.21875, + "epsilon_norm": 9.028048515319824, + "prediction_norm": 7.766030788421631, + "timestamp": "2025-07-14T12:34:33.698794" + }, + { + "epoch": 1676, + "batch_idx": 64, + "loss": 0.2890119254589081, + "learning_rate": 6.336877259503991e-05, + "timestep_mean": 462.125, + "epsilon_norm": 8.103870391845703, + "prediction_norm": 6.309809684753418, + "timestamp": "2025-07-14T12:34:33.704069" + }, + { + "epoch": 1676, + "batch_idx": 96, + "loss": 0.5246315002441406, + "learning_rate": 6.336877259503991e-05, + "timestep_mean": 452.5625, + "epsilon_norm": 9.016693115234375, + "prediction_norm": 6.964821815490723, + "timestamp": "2025-07-14T12:34:33.709433" + }, + { + "epoch": 1676, + "batch_idx": 128, + "loss": 0.22845852375030518, + "learning_rate": 6.336877259503991e-05, + "timestep_mean": 501.5, + "epsilon_norm": 7.46867036819458, + "prediction_norm": 6.449618816375732, + "timestamp": "2025-07-14T12:34:33.714526" + }, + { + "epoch": 1676, + "batch_idx": 160, + "loss": 0.22695016860961914, + "learning_rate": 6.336877259503991e-05, + "timestep_mean": 613.28125, + "epsilon_norm": 8.019723892211914, + "prediction_norm": 6.7355170249938965, + "timestamp": "2025-07-14T12:34:33.719799" + }, + { + "epoch": 1676, + "batch_idx": 192, + "loss": 0.5765525698661804, + "learning_rate": 6.336877259503991e-05, + "timestep_mean": 525.875, + "epsilon_norm": 4.4880781173706055, + "prediction_norm": 3.49918270111084, + "timestamp": "2025-07-14T12:34:33.725111" + }, + { + "epoch": 1677, + "batch_idx": 0, + "loss": 0.4457489848136902, + "learning_rate": 6.298662607062782e-05, + "timestep_mean": 463.65625, + "epsilon_norm": 8.455559730529785, + "prediction_norm": 6.07554292678833, + "timestamp": "2025-07-14T12:34:33.730338" + }, + { + "epoch": 1677, + "batch_idx": 32, + "loss": 0.2544406056404114, + "learning_rate": 6.298662607062782e-05, + "timestep_mean": 521.5, + "epsilon_norm": 7.932656764984131, + "prediction_norm": 6.900246620178223, + "timestamp": "2025-07-14T12:34:33.735574" + }, + { + "epoch": 1677, + "batch_idx": 64, + "loss": 0.20382297039031982, + "learning_rate": 6.298662607062782e-05, + "timestep_mean": 538.125, + "epsilon_norm": 8.310628890991211, + "prediction_norm": 7.844675064086914, + "timestamp": "2025-07-14T12:34:33.740972" + }, + { + "epoch": 1677, + "batch_idx": 96, + "loss": 0.2963966727256775, + "learning_rate": 6.298662607062782e-05, + "timestep_mean": 525.78125, + "epsilon_norm": 8.676225662231445, + "prediction_norm": 7.6949143409729, + "timestamp": "2025-07-14T12:34:33.746199" + }, + { + "epoch": 1677, + "batch_idx": 128, + "loss": 0.30266353487968445, + "learning_rate": 6.298662607062782e-05, + "timestep_mean": 530.75, + "epsilon_norm": 9.410118103027344, + "prediction_norm": 8.305704116821289, + "timestamp": "2025-07-14T12:34:33.751346" + }, + { + "epoch": 1677, + "batch_idx": 160, + "loss": 0.22814670205116272, + "learning_rate": 6.298662607062782e-05, + "timestep_mean": 584.9375, + "epsilon_norm": 7.822544574737549, + "prediction_norm": 6.993424415588379, + "timestamp": "2025-07-14T12:34:33.756557" + }, + { + "epoch": 1677, + "batch_idx": 192, + "loss": 0.08845747262239456, + "learning_rate": 6.298662607062782e-05, + "timestep_mean": 616.625, + "epsilon_norm": 3.3214433193206787, + "prediction_norm": 3.3892886638641357, + "timestamp": "2025-07-14T12:34:33.761908" + }, + { + "epoch": 1678, + "batch_idx": 0, + "loss": 0.4838656783103943, + "learning_rate": 6.260555783327365e-05, + "timestep_mean": 518.625, + "epsilon_norm": 9.084855079650879, + "prediction_norm": 7.1786065101623535, + "timestamp": "2025-07-14T12:34:33.767265" + }, + { + "epoch": 1678, + "batch_idx": 32, + "loss": 0.33429983258247375, + "learning_rate": 6.260555783327365e-05, + "timestep_mean": 472.65625, + "epsilon_norm": 6.938720703125, + "prediction_norm": 5.831104755401611, + "timestamp": "2025-07-14T12:34:33.772443" + }, + { + "epoch": 1678, + "batch_idx": 64, + "loss": 0.2976113557815552, + "learning_rate": 6.260555783327365e-05, + "timestep_mean": 452.25, + "epsilon_norm": 7.639703273773193, + "prediction_norm": 5.778117656707764, + "timestamp": "2025-07-14T12:34:33.777772" + }, + { + "epoch": 1678, + "batch_idx": 96, + "loss": 0.17363683879375458, + "learning_rate": 6.260555783327365e-05, + "timestep_mean": 450.65625, + "epsilon_norm": 9.010503768920898, + "prediction_norm": 7.793458461761475, + "timestamp": "2025-07-14T12:34:33.783016" + }, + { + "epoch": 1678, + "batch_idx": 128, + "loss": 0.1583459973335266, + "learning_rate": 6.260555783327365e-05, + "timestep_mean": 485.46875, + "epsilon_norm": 7.683431625366211, + "prediction_norm": 6.474550724029541, + "timestamp": "2025-07-14T12:34:33.788483" + }, + { + "epoch": 1678, + "batch_idx": 160, + "loss": 0.34267309308052063, + "learning_rate": 6.260555783327365e-05, + "timestep_mean": 495.40625, + "epsilon_norm": 8.819772720336914, + "prediction_norm": 7.184428691864014, + "timestamp": "2025-07-14T12:34:33.794055" + }, + { + "epoch": 1678, + "batch_idx": 192, + "loss": 0.15902617573738098, + "learning_rate": 6.260555783327365e-05, + "timestep_mean": 516.75, + "epsilon_norm": 3.7467589378356934, + "prediction_norm": 3.608004570007324, + "timestamp": "2025-07-14T12:34:33.804718" + }, + { + "epoch": 1679, + "batch_idx": 0, + "loss": 0.3014511466026306, + "learning_rate": 6.222556882322544e-05, + "timestep_mean": 497.0625, + "epsilon_norm": 7.733861923217773, + "prediction_norm": 6.394537448883057, + "timestamp": "2025-07-14T12:34:33.814502" + }, + { + "epoch": 1679, + "batch_idx": 32, + "loss": 0.5395656824111938, + "learning_rate": 6.222556882322544e-05, + "timestep_mean": 480.125, + "epsilon_norm": 8.272452354431152, + "prediction_norm": 6.208225727081299, + "timestamp": "2025-07-14T12:34:33.821023" + }, + { + "epoch": 1679, + "batch_idx": 64, + "loss": 0.21199217438697815, + "learning_rate": 6.222556882322544e-05, + "timestep_mean": 548.0, + "epsilon_norm": 8.883309364318848, + "prediction_norm": 7.397481441497803, + "timestamp": "2025-07-14T12:34:33.827442" + }, + { + "epoch": 1679, + "batch_idx": 96, + "loss": 0.3126213252544403, + "learning_rate": 6.222556882322544e-05, + "timestep_mean": 466.125, + "epsilon_norm": 8.436112403869629, + "prediction_norm": 7.8566460609436035, + "timestamp": "2025-07-14T12:34:33.833314" + }, + { + "epoch": 1679, + "batch_idx": 128, + "loss": 0.24744334816932678, + "learning_rate": 6.222556882322544e-05, + "timestep_mean": 545.03125, + "epsilon_norm": 7.892584800720215, + "prediction_norm": 6.9639973640441895, + "timestamp": "2025-07-14T12:34:33.838659" + }, + { + "epoch": 1679, + "batch_idx": 160, + "loss": 0.23086321353912354, + "learning_rate": 6.222556882322544e-05, + "timestep_mean": 547.9375, + "epsilon_norm": 7.4355244636535645, + "prediction_norm": 6.070332050323486, + "timestamp": "2025-07-14T12:34:33.843593" + }, + { + "epoch": 1679, + "batch_idx": 192, + "loss": 0.15824265778064728, + "learning_rate": 6.222556882322544e-05, + "timestep_mean": 410.625, + "epsilon_norm": 3.294628143310547, + "prediction_norm": 3.3538711071014404, + "timestamp": "2025-07-14T12:34:33.848903" + }, + { + "epoch": 1680, + "batch_idx": 0, + "loss": 0.45772847533226013, + "learning_rate": 6.184665997806821e-05, + "timestep_mean": 592.28125, + "epsilon_norm": 8.624995231628418, + "prediction_norm": 6.984454154968262, + "timestamp": "2025-07-14T12:34:33.854344" + }, + { + "epoch": 1680, + "batch_idx": 32, + "loss": 0.2786291837692261, + "learning_rate": 6.184665997806821e-05, + "timestep_mean": 544.21875, + "epsilon_norm": 7.605703353881836, + "prediction_norm": 6.471324920654297, + "timestamp": "2025-07-14T12:34:33.859461" + }, + { + "epoch": 1680, + "batch_idx": 64, + "loss": 0.33991795778274536, + "learning_rate": 6.184665997806821e-05, + "timestep_mean": 532.1875, + "epsilon_norm": 9.328024864196777, + "prediction_norm": 7.84664249420166, + "timestamp": "2025-07-14T12:34:33.864439" + }, + { + "epoch": 1680, + "batch_idx": 96, + "loss": 0.19201114773750305, + "learning_rate": 6.184665997806821e-05, + "timestep_mean": 582.34375, + "epsilon_norm": 8.008206367492676, + "prediction_norm": 7.555445194244385, + "timestamp": "2025-07-14T12:34:33.869553" + }, + { + "epoch": 1680, + "batch_idx": 128, + "loss": 0.2817339301109314, + "learning_rate": 6.184665997806821e-05, + "timestep_mean": 521.46875, + "epsilon_norm": 8.205583572387695, + "prediction_norm": 7.569834232330322, + "timestamp": "2025-07-14T12:34:33.874638" + }, + { + "epoch": 1680, + "batch_idx": 160, + "loss": 0.2019689977169037, + "learning_rate": 6.184665997806821e-05, + "timestep_mean": 498.84375, + "epsilon_norm": 8.636995315551758, + "prediction_norm": 8.051210403442383, + "timestamp": "2025-07-14T12:34:33.879786" + }, + { + "epoch": 1680, + "batch_idx": 192, + "loss": 0.20086126029491425, + "learning_rate": 6.184665997806821e-05, + "timestep_mean": 636.375, + "epsilon_norm": 3.3882007598876953, + "prediction_norm": 2.871387243270874, + "timestamp": "2025-07-14T12:34:33.884997" + }, + { + "epoch": 1681, + "batch_idx": 0, + "loss": 0.1743985265493393, + "learning_rate": 6.14688322327221e-05, + "timestep_mean": 498.59375, + "epsilon_norm": 8.513144493103027, + "prediction_norm": 8.04592227935791, + "timestamp": "2025-07-14T12:34:33.892189" + }, + { + "epoch": 1681, + "batch_idx": 32, + "loss": 0.31149619817733765, + "learning_rate": 6.14688322327221e-05, + "timestep_mean": 581.03125, + "epsilon_norm": 9.208090782165527, + "prediction_norm": 8.409476280212402, + "timestamp": "2025-07-14T12:34:33.900164" + }, + { + "epoch": 1681, + "batch_idx": 64, + "loss": 0.4113713502883911, + "learning_rate": 6.14688322327221e-05, + "timestep_mean": 467.1875, + "epsilon_norm": 8.278716087341309, + "prediction_norm": 6.683662414550781, + "timestamp": "2025-07-14T12:34:33.906061" + }, + { + "epoch": 1681, + "batch_idx": 96, + "loss": 0.2990957498550415, + "learning_rate": 6.14688322327221e-05, + "timestep_mean": 536.6875, + "epsilon_norm": 6.922953128814697, + "prediction_norm": 5.915886878967285, + "timestamp": "2025-07-14T12:34:33.913978" + }, + { + "epoch": 1681, + "batch_idx": 128, + "loss": 0.1818835437297821, + "learning_rate": 6.14688322327221e-05, + "timestep_mean": 524.21875, + "epsilon_norm": 8.266491889953613, + "prediction_norm": 7.443331718444824, + "timestamp": "2025-07-14T12:34:33.919596" + }, + { + "epoch": 1681, + "batch_idx": 160, + "loss": 0.29412999749183655, + "learning_rate": 6.14688322327221e-05, + "timestep_mean": 480.375, + "epsilon_norm": 7.627429485321045, + "prediction_norm": 6.416402816772461, + "timestamp": "2025-07-14T12:34:33.924996" + }, + { + "epoch": 1681, + "batch_idx": 192, + "loss": 0.24387119710445404, + "learning_rate": 6.14688322327221e-05, + "timestep_mean": 601.0, + "epsilon_norm": 4.075296878814697, + "prediction_norm": 3.04028058052063, + "timestamp": "2025-07-14T12:34:33.930877" + }, + { + "epoch": 1682, + "batch_idx": 0, + "loss": 0.24298474192619324, + "learning_rate": 6.10920865194392e-05, + "timestep_mean": 506.46875, + "epsilon_norm": 7.131247520446777, + "prediction_norm": 6.085718154907227, + "timestamp": "2025-07-14T12:34:33.938145" + }, + { + "epoch": 1682, + "batch_idx": 32, + "loss": 0.2468687742948532, + "learning_rate": 6.10920865194392e-05, + "timestep_mean": 474.34375, + "epsilon_norm": 7.898687839508057, + "prediction_norm": 7.086264610290527, + "timestamp": "2025-07-14T12:34:33.945222" + }, + { + "epoch": 1682, + "batch_idx": 64, + "loss": 0.23136673867702484, + "learning_rate": 6.10920865194392e-05, + "timestep_mean": 551.0625, + "epsilon_norm": 7.53472900390625, + "prediction_norm": 6.659863471984863, + "timestamp": "2025-07-14T12:34:33.951217" + }, + { + "epoch": 1682, + "batch_idx": 96, + "loss": 0.30702659487724304, + "learning_rate": 6.10920865194392e-05, + "timestep_mean": 377.84375, + "epsilon_norm": 7.7888641357421875, + "prediction_norm": 6.092513084411621, + "timestamp": "2025-07-14T12:34:33.957289" + }, + { + "epoch": 1682, + "batch_idx": 128, + "loss": 0.195596382021904, + "learning_rate": 6.10920865194392e-05, + "timestep_mean": 566.90625, + "epsilon_norm": 7.933001518249512, + "prediction_norm": 7.158688545227051, + "timestamp": "2025-07-14T12:34:33.963315" + }, + { + "epoch": 1682, + "batch_idx": 160, + "loss": 0.28815722465515137, + "learning_rate": 6.10920865194392e-05, + "timestep_mean": 399.1875, + "epsilon_norm": 7.951541900634766, + "prediction_norm": 6.602968692779541, + "timestamp": "2025-07-14T12:34:33.971492" + }, + { + "epoch": 1682, + "batch_idx": 192, + "loss": 0.21402235329151154, + "learning_rate": 6.10920865194392e-05, + "timestep_mean": 417.0, + "epsilon_norm": 5.271878242492676, + "prediction_norm": 4.343291282653809, + "timestamp": "2025-07-14T12:34:33.977205" + }, + { + "epoch": 1683, + "batch_idx": 0, + "loss": 0.3091175854206085, + "learning_rate": 6.071642376780223e-05, + "timestep_mean": 517.09375, + "epsilon_norm": 7.294922351837158, + "prediction_norm": 6.048361301422119, + "timestamp": "2025-07-14T12:34:33.982959" + }, + { + "epoch": 1683, + "batch_idx": 32, + "loss": 0.319286048412323, + "learning_rate": 6.071642376780223e-05, + "timestep_mean": 549.75, + "epsilon_norm": 8.057219505310059, + "prediction_norm": 7.133908748626709, + "timestamp": "2025-07-14T12:34:33.989223" + }, + { + "epoch": 1683, + "batch_idx": 64, + "loss": 0.3716038167476654, + "learning_rate": 6.071642376780223e-05, + "timestep_mean": 574.40625, + "epsilon_norm": 8.073163032531738, + "prediction_norm": 6.271936416625977, + "timestamp": "2025-07-14T12:34:33.994798" + }, + { + "epoch": 1683, + "batch_idx": 96, + "loss": 0.2418207973241806, + "learning_rate": 6.071642376780223e-05, + "timestep_mean": 489.96875, + "epsilon_norm": 6.713079929351807, + "prediction_norm": 5.651784420013428, + "timestamp": "2025-07-14T12:34:34.000134" + }, + { + "epoch": 1683, + "batch_idx": 128, + "loss": 0.3929431438446045, + "learning_rate": 6.071642376780223e-05, + "timestep_mean": 427.90625, + "epsilon_norm": 7.92037296295166, + "prediction_norm": 5.760651111602783, + "timestamp": "2025-07-14T12:34:34.007731" + }, + { + "epoch": 1683, + "batch_idx": 160, + "loss": 0.23110990226268768, + "learning_rate": 6.071642376780223e-05, + "timestep_mean": 461.03125, + "epsilon_norm": 8.015702247619629, + "prediction_norm": 6.745476722717285, + "timestamp": "2025-07-14T12:34:34.013295" + }, + { + "epoch": 1683, + "batch_idx": 192, + "loss": 0.1330903023481369, + "learning_rate": 6.071642376780223e-05, + "timestep_mean": 547.375, + "epsilon_norm": 4.150808334350586, + "prediction_norm": 4.0607805252075195, + "timestamp": "2025-07-14T12:34:34.019686" + }, + { + "epoch": 1684, + "batch_idx": 0, + "loss": 0.18613052368164062, + "learning_rate": 6.034184490472194e-05, + "timestep_mean": 493.59375, + "epsilon_norm": 7.3298139572143555, + "prediction_norm": 6.528134822845459, + "timestamp": "2025-07-14T12:34:34.024979" + }, + { + "epoch": 1684, + "batch_idx": 32, + "loss": 0.24477505683898926, + "learning_rate": 6.034184490472194e-05, + "timestep_mean": 591.53125, + "epsilon_norm": 8.231724739074707, + "prediction_norm": 6.671614646911621, + "timestamp": "2025-07-14T12:34:34.030076" + }, + { + "epoch": 1684, + "batch_idx": 64, + "loss": 0.23644906282424927, + "learning_rate": 6.034184490472194e-05, + "timestep_mean": 491.3125, + "epsilon_norm": 8.329586029052734, + "prediction_norm": 6.844758033752441, + "timestamp": "2025-07-14T12:34:34.035067" + }, + { + "epoch": 1684, + "batch_idx": 96, + "loss": 0.2768930196762085, + "learning_rate": 6.034184490472194e-05, + "timestep_mean": 515.21875, + "epsilon_norm": 7.498322486877441, + "prediction_norm": 6.388613224029541, + "timestamp": "2025-07-14T12:34:34.040147" + }, + { + "epoch": 1684, + "batch_idx": 128, + "loss": 0.18657922744750977, + "learning_rate": 6.034184490472194e-05, + "timestep_mean": 491.40625, + "epsilon_norm": 7.202009677886963, + "prediction_norm": 6.082438945770264, + "timestamp": "2025-07-14T12:34:34.045120" + }, + { + "epoch": 1684, + "batch_idx": 160, + "loss": 0.2692358195781708, + "learning_rate": 6.034184490472194e-05, + "timestep_mean": 445.625, + "epsilon_norm": 7.828068733215332, + "prediction_norm": 6.376218795776367, + "timestamp": "2025-07-14T12:34:34.050272" + }, + { + "epoch": 1684, + "batch_idx": 192, + "loss": 0.07411007583141327, + "learning_rate": 6.034184490472194e-05, + "timestep_mean": 502.5, + "epsilon_norm": 4.521744251251221, + "prediction_norm": 4.197866916656494, + "timestamp": "2025-07-14T12:34:34.055349" + }, + { + "epoch": 1685, + "batch_idx": 0, + "loss": 0.29547804594039917, + "learning_rate": 5.9968350854434026e-05, + "timestep_mean": 533.21875, + "epsilon_norm": 7.589957237243652, + "prediction_norm": 6.014931678771973, + "timestamp": "2025-07-14T12:34:34.060302" + }, + { + "epoch": 1685, + "batch_idx": 32, + "loss": 0.10173141956329346, + "learning_rate": 5.9968350854434026e-05, + "timestep_mean": 609.9375, + "epsilon_norm": 9.27573299407959, + "prediction_norm": 8.740272521972656, + "timestamp": "2025-07-14T12:34:34.065369" + }, + { + "epoch": 1685, + "batch_idx": 64, + "loss": 0.22694523632526398, + "learning_rate": 5.9968350854434026e-05, + "timestep_mean": 563.71875, + "epsilon_norm": 9.466617584228516, + "prediction_norm": 8.63907241821289, + "timestamp": "2025-07-14T12:34:34.070421" + }, + { + "epoch": 1685, + "batch_idx": 96, + "loss": 0.31243935227394104, + "learning_rate": 5.9968350854434026e-05, + "timestep_mean": 360.65625, + "epsilon_norm": 7.908476829528809, + "prediction_norm": 6.173588752746582, + "timestamp": "2025-07-14T12:34:34.075496" + }, + { + "epoch": 1685, + "batch_idx": 128, + "loss": 0.324688196182251, + "learning_rate": 5.9968350854434026e-05, + "timestep_mean": 445.6875, + "epsilon_norm": 6.908755779266357, + "prediction_norm": 5.757012844085693, + "timestamp": "2025-07-14T12:34:34.080629" + }, + { + "epoch": 1685, + "batch_idx": 160, + "loss": 0.1815001368522644, + "learning_rate": 5.9968350854434026e-05, + "timestep_mean": 445.625, + "epsilon_norm": 7.633688926696777, + "prediction_norm": 7.262975692749023, + "timestamp": "2025-07-14T12:34:34.085665" + }, + { + "epoch": 1685, + "batch_idx": 192, + "loss": 0.26637688279151917, + "learning_rate": 5.9968350854434026e-05, + "timestep_mean": 585.75, + "epsilon_norm": 4.6626667976379395, + "prediction_norm": 4.4148335456848145, + "timestamp": "2025-07-14T12:34:34.090840" + }, + { + "epoch": 1686, + "batch_idx": 0, + "loss": 0.41944077610969543, + "learning_rate": 5.95959425384982e-05, + "timestep_mean": 548.3125, + "epsilon_norm": 8.853487014770508, + "prediction_norm": 6.9390869140625, + "timestamp": "2025-07-14T12:34:34.096068" + }, + { + "epoch": 1686, + "batch_idx": 32, + "loss": 0.25079524517059326, + "learning_rate": 5.95959425384982e-05, + "timestep_mean": 501.71875, + "epsilon_norm": 9.008720397949219, + "prediction_norm": 8.171229362487793, + "timestamp": "2025-07-14T12:34:34.101144" + }, + { + "epoch": 1686, + "batch_idx": 64, + "loss": 0.42116957902908325, + "learning_rate": 5.95959425384982e-05, + "timestep_mean": 438.03125, + "epsilon_norm": 7.75667667388916, + "prediction_norm": 5.620769500732422, + "timestamp": "2025-07-14T12:34:34.106176" + }, + { + "epoch": 1686, + "batch_idx": 96, + "loss": 0.15624989569187164, + "learning_rate": 5.95959425384982e-05, + "timestep_mean": 377.25, + "epsilon_norm": 6.089404106140137, + "prediction_norm": 5.4931721687316895, + "timestamp": "2025-07-14T12:34:34.111063" + }, + { + "epoch": 1686, + "batch_idx": 128, + "loss": 0.29664164781570435, + "learning_rate": 5.95959425384982e-05, + "timestep_mean": 527.78125, + "epsilon_norm": 7.1094255447387695, + "prediction_norm": 6.005395889282227, + "timestamp": "2025-07-14T12:34:34.115934" + }, + { + "epoch": 1686, + "batch_idx": 160, + "loss": 0.24824075400829315, + "learning_rate": 5.95959425384982e-05, + "timestep_mean": 479.71875, + "epsilon_norm": 7.862639904022217, + "prediction_norm": 6.50850248336792, + "timestamp": "2025-07-14T12:34:34.121010" + }, + { + "epoch": 1686, + "batch_idx": 192, + "loss": 0.06788698583841324, + "learning_rate": 5.95959425384982e-05, + "timestep_mean": 756.125, + "epsilon_norm": 2.271848678588867, + "prediction_norm": 2.152724266052246, + "timestamp": "2025-07-14T12:34:34.126053" + }, + { + "epoch": 1687, + "batch_idx": 0, + "loss": 0.3431275486946106, + "learning_rate": 5.922462087579494e-05, + "timestep_mean": 486.28125, + "epsilon_norm": 7.993370056152344, + "prediction_norm": 5.752061367034912, + "timestamp": "2025-07-14T12:34:34.130993" + }, + { + "epoch": 1687, + "batch_idx": 32, + "loss": 0.148602694272995, + "learning_rate": 5.922462087579494e-05, + "timestep_mean": 501.5, + "epsilon_norm": 7.457648754119873, + "prediction_norm": 6.191609859466553, + "timestamp": "2025-07-14T12:34:34.135984" + }, + { + "epoch": 1687, + "batch_idx": 64, + "loss": 0.2322913110256195, + "learning_rate": 5.922462087579494e-05, + "timestep_mean": 481.0625, + "epsilon_norm": 9.07597827911377, + "prediction_norm": 7.243405342102051, + "timestamp": "2025-07-14T12:34:34.140969" + }, + { + "epoch": 1687, + "batch_idx": 96, + "loss": 0.07730956375598907, + "learning_rate": 5.922462087579494e-05, + "timestep_mean": 595.40625, + "epsilon_norm": 6.4054107666015625, + "prediction_norm": 6.416905403137207, + "timestamp": "2025-07-14T12:34:34.145969" + }, + { + "epoch": 1687, + "batch_idx": 128, + "loss": 0.3238224685192108, + "learning_rate": 5.922462087579494e-05, + "timestep_mean": 424.84375, + "epsilon_norm": 7.621048927307129, + "prediction_norm": 6.289383411407471, + "timestamp": "2025-07-14T12:34:34.150867" + }, + { + "epoch": 1687, + "batch_idx": 160, + "loss": 0.3238074779510498, + "learning_rate": 5.922462087579494e-05, + "timestep_mean": 475.46875, + "epsilon_norm": 8.172199249267578, + "prediction_norm": 7.56110954284668, + "timestamp": "2025-07-14T12:34:34.155754" + }, + { + "epoch": 1687, + "batch_idx": 192, + "loss": 0.7529961466789246, + "learning_rate": 5.922462087579494e-05, + "timestep_mean": 361.75, + "epsilon_norm": 3.7465736865997314, + "prediction_norm": 2.330935001373291, + "timestamp": "2025-07-14T12:34:34.160647" + }, + { + "epoch": 1688, + "batch_idx": 0, + "loss": 0.2901196777820587, + "learning_rate": 5.8854386782523296e-05, + "timestep_mean": 486.125, + "epsilon_norm": 7.07345724105835, + "prediction_norm": 5.358834266662598, + "timestamp": "2025-07-14T12:34:34.165544" + }, + { + "epoch": 1688, + "batch_idx": 32, + "loss": 0.27580997347831726, + "learning_rate": 5.8854386782523296e-05, + "timestep_mean": 521.375, + "epsilon_norm": 8.838677406311035, + "prediction_norm": 7.8352227210998535, + "timestamp": "2025-07-14T12:34:34.170538" + }, + { + "epoch": 1688, + "batch_idx": 64, + "loss": 0.22074630856513977, + "learning_rate": 5.8854386782523296e-05, + "timestep_mean": 526.75, + "epsilon_norm": 7.494152545928955, + "prediction_norm": 6.634880542755127, + "timestamp": "2025-07-14T12:34:34.175523" + }, + { + "epoch": 1688, + "batch_idx": 96, + "loss": 0.26465359330177307, + "learning_rate": 5.8854386782523296e-05, + "timestep_mean": 573.90625, + "epsilon_norm": 8.088628768920898, + "prediction_norm": 6.951460361480713, + "timestamp": "2025-07-14T12:34:34.180413" + }, + { + "epoch": 1688, + "batch_idx": 128, + "loss": 0.1723213642835617, + "learning_rate": 5.8854386782523296e-05, + "timestep_mean": 483.375, + "epsilon_norm": 8.19864559173584, + "prediction_norm": 7.109896659851074, + "timestamp": "2025-07-14T12:34:34.185301" + }, + { + "epoch": 1688, + "batch_idx": 160, + "loss": 0.5541409850120544, + "learning_rate": 5.8854386782523296e-05, + "timestep_mean": 401.09375, + "epsilon_norm": 8.26706314086914, + "prediction_norm": 5.696103572845459, + "timestamp": "2025-07-14T12:34:34.190169" + }, + { + "epoch": 1688, + "batch_idx": 192, + "loss": 0.17453524470329285, + "learning_rate": 5.8854386782523296e-05, + "timestep_mean": 567.875, + "epsilon_norm": 2.132760524749756, + "prediction_norm": 2.392996311187744, + "timestamp": "2025-07-14T12:34:34.195063" + }, + { + "epoch": 1689, + "batch_idx": 0, + "loss": 0.2127230167388916, + "learning_rate": 5.848524117219954e-05, + "timestep_mean": 528.0, + "epsilon_norm": 7.758471965789795, + "prediction_norm": 6.437929153442383, + "timestamp": "2025-07-14T12:34:34.200001" + }, + { + "epoch": 1689, + "batch_idx": 32, + "loss": 0.25807368755340576, + "learning_rate": 5.848524117219954e-05, + "timestep_mean": 475.40625, + "epsilon_norm": 7.276589393615723, + "prediction_norm": 5.808974742889404, + "timestamp": "2025-07-14T12:34:34.204916" + }, + { + "epoch": 1689, + "batch_idx": 64, + "loss": 0.28929629921913147, + "learning_rate": 5.848524117219954e-05, + "timestep_mean": 474.3125, + "epsilon_norm": 8.448923110961914, + "prediction_norm": 7.038607120513916, + "timestamp": "2025-07-14T12:34:34.209840" + }, + { + "epoch": 1689, + "batch_idx": 96, + "loss": 0.17431554198265076, + "learning_rate": 5.848524117219954e-05, + "timestep_mean": 506.21875, + "epsilon_norm": 7.691338539123535, + "prediction_norm": 6.8137383460998535, + "timestamp": "2025-07-14T12:34:34.214782" + }, + { + "epoch": 1689, + "batch_idx": 128, + "loss": 0.2776016294956207, + "learning_rate": 5.848524117219954e-05, + "timestep_mean": 449.375, + "epsilon_norm": 7.293591022491455, + "prediction_norm": 5.817744255065918, + "timestamp": "2025-07-14T12:34:34.219618" + }, + { + "epoch": 1689, + "batch_idx": 160, + "loss": 0.4179999828338623, + "learning_rate": 5.848524117219954e-05, + "timestep_mean": 431.875, + "epsilon_norm": 6.7825398445129395, + "prediction_norm": 5.508364677429199, + "timestamp": "2025-07-14T12:34:34.224548" + }, + { + "epoch": 1689, + "batch_idx": 192, + "loss": 0.049570485949516296, + "learning_rate": 5.848524117219954e-05, + "timestep_mean": 599.875, + "epsilon_norm": 4.024259090423584, + "prediction_norm": 4.203526020050049, + "timestamp": "2025-07-14T12:34:34.229549" + }, + { + "epoch": 1690, + "batch_idx": 0, + "loss": 0.46323806047439575, + "learning_rate": 5.811718495565326e-05, + "timestep_mean": 479.90625, + "epsilon_norm": 8.279415130615234, + "prediction_norm": 6.370841026306152, + "timestamp": "2025-07-14T12:34:34.234445" + }, + { + "epoch": 1690, + "batch_idx": 32, + "loss": 0.2831953465938568, + "learning_rate": 5.811718495565326e-05, + "timestep_mean": 422.125, + "epsilon_norm": 9.214186668395996, + "prediction_norm": 8.44417667388916, + "timestamp": "2025-07-14T12:34:34.239344" + }, + { + "epoch": 1690, + "batch_idx": 64, + "loss": 0.33815598487854004, + "learning_rate": 5.811718495565326e-05, + "timestep_mean": 464.65625, + "epsilon_norm": 8.033591270446777, + "prediction_norm": 6.634708881378174, + "timestamp": "2025-07-14T12:34:34.244248" + }, + { + "epoch": 1690, + "batch_idx": 96, + "loss": 0.22629278898239136, + "learning_rate": 5.811718495565326e-05, + "timestep_mean": 439.75, + "epsilon_norm": 6.211501121520996, + "prediction_norm": 5.24908971786499, + "timestamp": "2025-07-14T12:34:34.249153" + }, + { + "epoch": 1690, + "batch_idx": 128, + "loss": 0.1980942189693451, + "learning_rate": 5.811718495565326e-05, + "timestep_mean": 550.0625, + "epsilon_norm": 7.7013983726501465, + "prediction_norm": 7.104258060455322, + "timestamp": "2025-07-14T12:34:34.254004" + }, + { + "epoch": 1690, + "batch_idx": 160, + "loss": 0.21174447238445282, + "learning_rate": 5.811718495565326e-05, + "timestep_mean": 593.65625, + "epsilon_norm": 8.75684928894043, + "prediction_norm": 7.437873840332031, + "timestamp": "2025-07-14T12:34:34.258976" + }, + { + "epoch": 1690, + "batch_idx": 192, + "loss": 0.07298021763563156, + "learning_rate": 5.811718495565326e-05, + "timestep_mean": 535.375, + "epsilon_norm": 4.132397174835205, + "prediction_norm": 3.63586688041687, + "timestamp": "2025-07-14T12:34:34.263835" + }, + { + "epoch": 1691, + "batch_idx": 0, + "loss": 0.3006100654602051, + "learning_rate": 5.7750219041026996e-05, + "timestep_mean": 538.71875, + "epsilon_norm": 6.964282512664795, + "prediction_norm": 5.4305877685546875, + "timestamp": "2025-07-14T12:34:34.268747" + }, + { + "epoch": 1691, + "batch_idx": 32, + "loss": 0.16090944409370422, + "learning_rate": 5.7750219041026996e-05, + "timestep_mean": 543.0625, + "epsilon_norm": 9.130047798156738, + "prediction_norm": 8.5488862991333, + "timestamp": "2025-07-14T12:34:34.273631" + }, + { + "epoch": 1691, + "batch_idx": 64, + "loss": 0.2746940553188324, + "learning_rate": 5.7750219041026996e-05, + "timestep_mean": 503.875, + "epsilon_norm": 8.81929874420166, + "prediction_norm": 7.932037353515625, + "timestamp": "2025-07-14T12:34:34.278520" + }, + { + "epoch": 1691, + "batch_idx": 96, + "loss": 0.22586220502853394, + "learning_rate": 5.7750219041026996e-05, + "timestep_mean": 529.9375, + "epsilon_norm": 8.318390846252441, + "prediction_norm": 6.807394027709961, + "timestamp": "2025-07-14T12:34:34.283404" + }, + { + "epoch": 1691, + "batch_idx": 128, + "loss": 0.29860877990722656, + "learning_rate": 5.7750219041026996e-05, + "timestep_mean": 536.375, + "epsilon_norm": 8.296422958374023, + "prediction_norm": 6.917303085327148, + "timestamp": "2025-07-14T12:34:34.288264" + }, + { + "epoch": 1691, + "batch_idx": 160, + "loss": 0.33337995409965515, + "learning_rate": 5.7750219041026996e-05, + "timestep_mean": 458.25, + "epsilon_norm": 7.58186674118042, + "prediction_norm": 6.613717079162598, + "timestamp": "2025-07-14T12:34:34.293133" + }, + { + "epoch": 1691, + "batch_idx": 192, + "loss": 0.27146658301353455, + "learning_rate": 5.7750219041026996e-05, + "timestep_mean": 542.125, + "epsilon_norm": 4.428854942321777, + "prediction_norm": 3.5073065757751465, + "timestamp": "2025-07-14T12:34:34.297976" + }, + { + "epoch": 1692, + "batch_idx": 0, + "loss": 0.2938654124736786, + "learning_rate": 5.738434433377242e-05, + "timestep_mean": 469.15625, + "epsilon_norm": 7.412148952484131, + "prediction_norm": 5.909191131591797, + "timestamp": "2025-07-14T12:34:34.302933" + }, + { + "epoch": 1692, + "batch_idx": 32, + "loss": 0.37046724557876587, + "learning_rate": 5.738434433377242e-05, + "timestep_mean": 408.75, + "epsilon_norm": 7.6860246658325195, + "prediction_norm": 6.294156551361084, + "timestamp": "2025-07-14T12:34:34.307777" + }, + { + "epoch": 1692, + "batch_idx": 64, + "loss": 0.34593552350997925, + "learning_rate": 5.738434433377242e-05, + "timestep_mean": 476.625, + "epsilon_norm": 7.958805084228516, + "prediction_norm": 5.814887046813965, + "timestamp": "2025-07-14T12:34:34.312811" + }, + { + "epoch": 1692, + "batch_idx": 96, + "loss": 0.14109215140342712, + "learning_rate": 5.738434433377242e-05, + "timestep_mean": 482.625, + "epsilon_norm": 7.438295841217041, + "prediction_norm": 6.854227542877197, + "timestamp": "2025-07-14T12:34:34.317689" + }, + { + "epoch": 1692, + "batch_idx": 128, + "loss": 0.3643573224544525, + "learning_rate": 5.738434433377242e-05, + "timestep_mean": 495.75, + "epsilon_norm": 9.02006721496582, + "prediction_norm": 7.323824405670166, + "timestamp": "2025-07-14T12:34:34.322553" + }, + { + "epoch": 1692, + "batch_idx": 160, + "loss": 0.2461581826210022, + "learning_rate": 5.738434433377242e-05, + "timestep_mean": 506.65625, + "epsilon_norm": 7.103752136230469, + "prediction_norm": 6.329465389251709, + "timestamp": "2025-07-14T12:34:34.327392" + }, + { + "epoch": 1692, + "batch_idx": 192, + "loss": 0.18372350931167603, + "learning_rate": 5.738434433377242e-05, + "timestep_mean": 589.125, + "epsilon_norm": 5.522569179534912, + "prediction_norm": 4.4564528465271, + "timestamp": "2025-07-14T12:34:34.332299" + }, + { + "epoch": 1693, + "batch_idx": 0, + "loss": 0.45786505937576294, + "learning_rate": 5.7019561736649117e-05, + "timestep_mean": 462.78125, + "epsilon_norm": 9.67135238647461, + "prediction_norm": 8.742203712463379, + "timestamp": "2025-07-14T12:34:34.337478" + }, + { + "epoch": 1693, + "batch_idx": 32, + "loss": 0.3447306156158447, + "learning_rate": 5.7019561736649117e-05, + "timestep_mean": 429.21875, + "epsilon_norm": 8.602241516113281, + "prediction_norm": 6.946088790893555, + "timestamp": "2025-07-14T12:34:34.342686" + }, + { + "epoch": 1693, + "batch_idx": 64, + "loss": 0.20088854432106018, + "learning_rate": 5.7019561736649117e-05, + "timestep_mean": 447.03125, + "epsilon_norm": 7.771493434906006, + "prediction_norm": 6.350367546081543, + "timestamp": "2025-07-14T12:34:34.347813" + }, + { + "epoch": 1693, + "batch_idx": 96, + "loss": 0.33884257078170776, + "learning_rate": 5.7019561736649117e-05, + "timestep_mean": 625.34375, + "epsilon_norm": 8.005213737487793, + "prediction_norm": 6.674264430999756, + "timestamp": "2025-07-14T12:34:34.353039" + }, + { + "epoch": 1693, + "batch_idx": 128, + "loss": 0.49942106008529663, + "learning_rate": 5.7019561736649117e-05, + "timestep_mean": 395.09375, + "epsilon_norm": 8.10489559173584, + "prediction_norm": 5.867867946624756, + "timestamp": "2025-07-14T12:34:34.358227" + }, + { + "epoch": 1693, + "batch_idx": 160, + "loss": 0.4185406565666199, + "learning_rate": 5.7019561736649117e-05, + "timestep_mean": 527.90625, + "epsilon_norm": 9.153873443603516, + "prediction_norm": 7.124556064605713, + "timestamp": "2025-07-14T12:34:34.363516" + }, + { + "epoch": 1693, + "batch_idx": 192, + "loss": 0.2087610960006714, + "learning_rate": 5.7019561736649117e-05, + "timestep_mean": 558.875, + "epsilon_norm": 3.1996312141418457, + "prediction_norm": 3.527280569076538, + "timestamp": "2025-07-14T12:34:34.368605" + }, + { + "epoch": 1694, + "batch_idx": 0, + "loss": 0.21404245495796204, + "learning_rate": 5.6655872149721724e-05, + "timestep_mean": 533.46875, + "epsilon_norm": 7.728983402252197, + "prediction_norm": 7.305121421813965, + "timestamp": "2025-07-14T12:34:34.373835" + }, + { + "epoch": 1694, + "batch_idx": 32, + "loss": 0.14492417871952057, + "learning_rate": 5.6655872149721724e-05, + "timestep_mean": 527.15625, + "epsilon_norm": 7.229728698730469, + "prediction_norm": 7.296705722808838, + "timestamp": "2025-07-14T12:34:34.379167" + }, + { + "epoch": 1694, + "batch_idx": 64, + "loss": 0.21499797701835632, + "learning_rate": 5.6655872149721724e-05, + "timestep_mean": 474.28125, + "epsilon_norm": 5.879525184631348, + "prediction_norm": 5.109984874725342, + "timestamp": "2025-07-14T12:34:34.384380" + }, + { + "epoch": 1694, + "batch_idx": 96, + "loss": 0.33788424730300903, + "learning_rate": 5.6655872149721724e-05, + "timestep_mean": 525.375, + "epsilon_norm": 8.486760139465332, + "prediction_norm": 7.446864604949951, + "timestamp": "2025-07-14T12:34:34.389516" + }, + { + "epoch": 1694, + "batch_idx": 128, + "loss": 0.15471641719341278, + "learning_rate": 5.6655872149721724e-05, + "timestep_mean": 554.96875, + "epsilon_norm": 8.358158111572266, + "prediction_norm": 7.507647514343262, + "timestamp": "2025-07-14T12:34:34.394774" + }, + { + "epoch": 1694, + "batch_idx": 160, + "loss": 0.11879906058311462, + "learning_rate": 5.6655872149721724e-05, + "timestep_mean": 545.28125, + "epsilon_norm": 7.2269463539123535, + "prediction_norm": 6.977737903594971, + "timestamp": "2025-07-14T12:34:34.399926" + }, + { + "epoch": 1694, + "batch_idx": 192, + "loss": 0.8163737654685974, + "learning_rate": 5.6655872149721724e-05, + "timestep_mean": 394.625, + "epsilon_norm": 5.421781063079834, + "prediction_norm": 3.6836347579956055, + "timestamp": "2025-07-14T12:34:34.405159" + }, + { + "epoch": 1695, + "batch_idx": 0, + "loss": 0.18176791071891785, + "learning_rate": 5.629327647035842e-05, + "timestep_mean": 547.78125, + "epsilon_norm": 8.135946273803711, + "prediction_norm": 6.70660400390625, + "timestamp": "2025-07-14T12:34:34.410523" + }, + { + "epoch": 1695, + "batch_idx": 32, + "loss": 0.3391689360141754, + "learning_rate": 5.629327647035842e-05, + "timestep_mean": 478.90625, + "epsilon_norm": 8.256464958190918, + "prediction_norm": 6.985215663909912, + "timestamp": "2025-07-14T12:34:34.415726" + }, + { + "epoch": 1695, + "batch_idx": 64, + "loss": 0.2622395157814026, + "learning_rate": 5.629327647035842e-05, + "timestep_mean": 462.625, + "epsilon_norm": 7.907699108123779, + "prediction_norm": 6.79264497756958, + "timestamp": "2025-07-14T12:34:34.421298" + }, + { + "epoch": 1695, + "batch_idx": 96, + "loss": 0.12511509656906128, + "learning_rate": 5.629327647035842e-05, + "timestep_mean": 528.375, + "epsilon_norm": 7.7216572761535645, + "prediction_norm": 7.2343950271606445, + "timestamp": "2025-07-14T12:34:34.426526" + }, + { + "epoch": 1695, + "batch_idx": 128, + "loss": 0.1922062784433365, + "learning_rate": 5.629327647035842e-05, + "timestep_mean": 472.28125, + "epsilon_norm": 6.657783031463623, + "prediction_norm": 6.030892848968506, + "timestamp": "2025-07-14T12:34:34.432090" + }, + { + "epoch": 1695, + "batch_idx": 160, + "loss": 0.3542274534702301, + "learning_rate": 5.629327647035842e-05, + "timestep_mean": 409.6875, + "epsilon_norm": 8.838666915893555, + "prediction_norm": 7.304830551147461, + "timestamp": "2025-07-14T12:34:34.437330" + }, + { + "epoch": 1695, + "batch_idx": 192, + "loss": 0.19713476300239563, + "learning_rate": 5.629327647035842e-05, + "timestep_mean": 351.5, + "epsilon_norm": 3.5083162784576416, + "prediction_norm": 3.2136926651000977, + "timestamp": "2025-07-14T12:34:34.442963" + }, + { + "epoch": 1696, + "batch_idx": 0, + "loss": 0.27551648020744324, + "learning_rate": 5.5931775593227755e-05, + "timestep_mean": 465.34375, + "epsilon_norm": 8.000826835632324, + "prediction_norm": 7.023859977722168, + "timestamp": "2025-07-14T12:34:34.448119" + }, + { + "epoch": 1696, + "batch_idx": 32, + "loss": 0.26791054010391235, + "learning_rate": 5.5931775593227755e-05, + "timestep_mean": 575.4375, + "epsilon_norm": 8.029082298278809, + "prediction_norm": 6.911130905151367, + "timestamp": "2025-07-14T12:34:34.453779" + }, + { + "epoch": 1696, + "batch_idx": 64, + "loss": 0.3911985754966736, + "learning_rate": 5.5931775593227755e-05, + "timestep_mean": 482.46875, + "epsilon_norm": 8.725194931030273, + "prediction_norm": 6.5261688232421875, + "timestamp": "2025-07-14T12:34:34.459161" + }, + { + "epoch": 1696, + "batch_idx": 96, + "loss": 0.25138986110687256, + "learning_rate": 5.5931775593227755e-05, + "timestep_mean": 508.21875, + "epsilon_norm": 7.924955368041992, + "prediction_norm": 6.615202903747559, + "timestamp": "2025-07-14T12:34:34.464377" + }, + { + "epoch": 1696, + "batch_idx": 128, + "loss": 0.16179321706295013, + "learning_rate": 5.5931775593227755e-05, + "timestep_mean": 447.9375, + "epsilon_norm": 7.008477687835693, + "prediction_norm": 5.929111003875732, + "timestamp": "2025-07-14T12:34:34.469619" + }, + { + "epoch": 1696, + "batch_idx": 160, + "loss": 0.1962086260318756, + "learning_rate": 5.5931775593227755e-05, + "timestep_mean": 470.90625, + "epsilon_norm": 6.428943634033203, + "prediction_norm": 5.791206359863281, + "timestamp": "2025-07-14T12:34:34.474854" + }, + { + "epoch": 1696, + "batch_idx": 192, + "loss": 0.20014865696430206, + "learning_rate": 5.5931775593227755e-05, + "timestep_mean": 497.5, + "epsilon_norm": 3.9989326000213623, + "prediction_norm": 3.964686870574951, + "timestamp": "2025-07-14T12:34:34.480322" + }, + { + "epoch": 1697, + "batch_idx": 0, + "loss": 0.15388627350330353, + "learning_rate": 5.557137041029724e-05, + "timestep_mean": 484.78125, + "epsilon_norm": 7.632378101348877, + "prediction_norm": 7.3888726234436035, + "timestamp": "2025-07-14T12:34:34.485315" + }, + { + "epoch": 1697, + "batch_idx": 32, + "loss": 0.24087762832641602, + "learning_rate": 5.557137041029724e-05, + "timestep_mean": 505.625, + "epsilon_norm": 8.21652889251709, + "prediction_norm": 7.258911609649658, + "timestamp": "2025-07-14T12:34:34.491252" + }, + { + "epoch": 1697, + "batch_idx": 64, + "loss": 0.2466868758201599, + "learning_rate": 5.557137041029724e-05, + "timestep_mean": 516.15625, + "epsilon_norm": 8.52877426147461, + "prediction_norm": 7.627328872680664, + "timestamp": "2025-07-14T12:34:34.496555" + }, + { + "epoch": 1697, + "batch_idx": 96, + "loss": 0.22437353432178497, + "learning_rate": 5.557137041029724e-05, + "timestep_mean": 481.40625, + "epsilon_norm": 7.538817405700684, + "prediction_norm": 6.288840293884277, + "timestamp": "2025-07-14T12:34:34.501603" + }, + { + "epoch": 1697, + "batch_idx": 128, + "loss": 0.301384299993515, + "learning_rate": 5.557137041029724e-05, + "timestep_mean": 435.9375, + "epsilon_norm": 8.280722618103027, + "prediction_norm": 6.597390651702881, + "timestamp": "2025-07-14T12:34:34.506762" + }, + { + "epoch": 1697, + "batch_idx": 160, + "loss": 0.13893987238407135, + "learning_rate": 5.557137041029724e-05, + "timestep_mean": 522.71875, + "epsilon_norm": 6.813808917999268, + "prediction_norm": 6.490762233734131, + "timestamp": "2025-07-14T12:34:34.511877" + }, + { + "epoch": 1697, + "batch_idx": 192, + "loss": 0.14668089151382446, + "learning_rate": 5.557137041029724e-05, + "timestep_mean": 551.0, + "epsilon_norm": 3.3057193756103516, + "prediction_norm": 3.252652883529663, + "timestamp": "2025-07-14T12:34:34.516994" + }, + { + "epoch": 1698, + "batch_idx": 0, + "loss": 0.31143927574157715, + "learning_rate": 5.52120618108311e-05, + "timestep_mean": 542.375, + "epsilon_norm": 7.244444847106934, + "prediction_norm": 6.07805061340332, + "timestamp": "2025-07-14T12:34:34.522016" + }, + { + "epoch": 1698, + "batch_idx": 32, + "loss": 0.24411329627037048, + "learning_rate": 5.52120618108311e-05, + "timestep_mean": 486.59375, + "epsilon_norm": 7.0638747215271, + "prediction_norm": 5.790858745574951, + "timestamp": "2025-07-14T12:34:34.527049" + }, + { + "epoch": 1698, + "batch_idx": 64, + "loss": 0.3322776257991791, + "learning_rate": 5.52120618108311e-05, + "timestep_mean": 415.96875, + "epsilon_norm": 7.808465480804443, + "prediction_norm": 6.505375385284424, + "timestamp": "2025-07-14T12:34:34.532191" + }, + { + "epoch": 1698, + "batch_idx": 96, + "loss": 0.21421369910240173, + "learning_rate": 5.52120618108311e-05, + "timestep_mean": 491.09375, + "epsilon_norm": 8.554654121398926, + "prediction_norm": 7.312175750732422, + "timestamp": "2025-07-14T12:34:34.537149" + }, + { + "epoch": 1698, + "batch_idx": 128, + "loss": 0.30784231424331665, + "learning_rate": 5.52120618108311e-05, + "timestep_mean": 547.5, + "epsilon_norm": 8.113873481750488, + "prediction_norm": 7.233148574829102, + "timestamp": "2025-07-14T12:34:34.542334" + }, + { + "epoch": 1698, + "batch_idx": 160, + "loss": 0.2247934192419052, + "learning_rate": 5.52120618108311e-05, + "timestep_mean": 553.125, + "epsilon_norm": 7.383498668670654, + "prediction_norm": 6.632040023803711, + "timestamp": "2025-07-14T12:34:34.547460" + }, + { + "epoch": 1698, + "batch_idx": 192, + "loss": 0.17854049801826477, + "learning_rate": 5.52120618108311e-05, + "timestep_mean": 484.75, + "epsilon_norm": 2.516195297241211, + "prediction_norm": 2.1986711025238037, + "timestamp": "2025-07-14T12:34:34.552420" + }, + { + "epoch": 1699, + "batch_idx": 0, + "loss": 0.16535025835037231, + "learning_rate": 5.485385068138715e-05, + "timestep_mean": 532.15625, + "epsilon_norm": 7.38047981262207, + "prediction_norm": 6.737320899963379, + "timestamp": "2025-07-14T12:34:34.557466" + }, + { + "epoch": 1699, + "batch_idx": 32, + "loss": 0.2518506646156311, + "learning_rate": 5.485385068138715e-05, + "timestep_mean": 473.59375, + "epsilon_norm": 8.539491653442383, + "prediction_norm": 6.867936134338379, + "timestamp": "2025-07-14T12:34:34.562527" + }, + { + "epoch": 1699, + "batch_idx": 64, + "loss": 0.1959659457206726, + "learning_rate": 5.485385068138715e-05, + "timestep_mean": 500.6875, + "epsilon_norm": 8.22282600402832, + "prediction_norm": 7.326959133148193, + "timestamp": "2025-07-14T12:34:34.567663" + }, + { + "epoch": 1699, + "batch_idx": 96, + "loss": 0.2260131984949112, + "learning_rate": 5.485385068138715e-05, + "timestep_mean": 588.8125, + "epsilon_norm": 7.962432384490967, + "prediction_norm": 7.349236011505127, + "timestamp": "2025-07-14T12:34:34.572648" + }, + { + "epoch": 1699, + "batch_idx": 128, + "loss": 0.38787853717803955, + "learning_rate": 5.485385068138715e-05, + "timestep_mean": 465.59375, + "epsilon_norm": 8.84656047821045, + "prediction_norm": 7.267709255218506, + "timestamp": "2025-07-14T12:34:34.577679" + }, + { + "epoch": 1699, + "batch_idx": 160, + "loss": 0.4854888319969177, + "learning_rate": 5.485385068138715e-05, + "timestep_mean": 442.71875, + "epsilon_norm": 7.211904525756836, + "prediction_norm": 5.474437236785889, + "timestamp": "2025-07-14T12:34:34.582738" + }, + { + "epoch": 1699, + "batch_idx": 192, + "loss": 0.20141616463661194, + "learning_rate": 5.485385068138715e-05, + "timestep_mean": 492.0, + "epsilon_norm": 3.5128700733184814, + "prediction_norm": 3.16816782951355, + "timestamp": "2025-07-14T12:34:34.587833" + }, + { + "epoch": 1700, + "batch_idx": 0, + "loss": 0.17452861368656158, + "learning_rate": 5.44967379058161e-05, + "timestep_mean": 536.53125, + "epsilon_norm": 8.325286865234375, + "prediction_norm": 7.2156853675842285, + "timestamp": "2025-07-14T12:34:34.593163" + }, + { + "epoch": 1700, + "batch_idx": 32, + "loss": 0.27262067794799805, + "learning_rate": 5.44967379058161e-05, + "timestep_mean": 407.1875, + "epsilon_norm": 7.5401611328125, + "prediction_norm": 6.061221122741699, + "timestamp": "2025-07-14T12:34:34.598322" + }, + { + "epoch": 1700, + "batch_idx": 64, + "loss": 0.29986217617988586, + "learning_rate": 5.44967379058161e-05, + "timestep_mean": 458.25, + "epsilon_norm": 8.456762313842773, + "prediction_norm": 7.023675918579102, + "timestamp": "2025-07-14T12:34:34.603465" + }, + { + "epoch": 1700, + "batch_idx": 96, + "loss": 0.4351827800273895, + "learning_rate": 5.44967379058161e-05, + "timestep_mean": 389.96875, + "epsilon_norm": 7.739195346832275, + "prediction_norm": 5.7906880378723145, + "timestamp": "2025-07-14T12:34:34.608551" + }, + { + "epoch": 1700, + "batch_idx": 128, + "loss": 0.2754545211791992, + "learning_rate": 5.44967379058161e-05, + "timestep_mean": 522.96875, + "epsilon_norm": 7.624602317810059, + "prediction_norm": 6.201323509216309, + "timestamp": "2025-07-14T12:34:34.613915" + }, + { + "epoch": 1700, + "batch_idx": 160, + "loss": 0.31587114930152893, + "learning_rate": 5.44967379058161e-05, + "timestep_mean": 421.40625, + "epsilon_norm": 8.228364944458008, + "prediction_norm": 7.130825996398926, + "timestamp": "2025-07-14T12:34:34.619246" + }, + { + "epoch": 1700, + "batch_idx": 192, + "loss": 0.581998348236084, + "learning_rate": 5.44967379058161e-05, + "timestep_mean": 530.125, + "epsilon_norm": 4.060754776000977, + "prediction_norm": 2.358818531036377, + "timestamp": "2025-07-14T12:34:34.624301" + }, + { + "epoch": 1701, + "batch_idx": 0, + "loss": 0.23536550998687744, + "learning_rate": 5.414072436525807e-05, + "timestep_mean": 442.65625, + "epsilon_norm": 8.449423789978027, + "prediction_norm": 6.863460063934326, + "timestamp": "2025-07-14T12:34:34.629549" + }, + { + "epoch": 1701, + "batch_idx": 32, + "loss": 0.25471723079681396, + "learning_rate": 5.414072436525807e-05, + "timestep_mean": 504.4375, + "epsilon_norm": 8.560432434082031, + "prediction_norm": 7.26264762878418, + "timestamp": "2025-07-14T12:34:34.634722" + }, + { + "epoch": 1701, + "batch_idx": 64, + "loss": 0.2823568880558014, + "learning_rate": 5.414072436525807e-05, + "timestep_mean": 370.53125, + "epsilon_norm": 7.483457565307617, + "prediction_norm": 6.585414886474609, + "timestamp": "2025-07-14T12:34:34.640158" + }, + { + "epoch": 1701, + "batch_idx": 96, + "loss": 0.2565556764602661, + "learning_rate": 5.414072436525807e-05, + "timestep_mean": 484.65625, + "epsilon_norm": 6.476783752441406, + "prediction_norm": 5.026244163513184, + "timestamp": "2025-07-14T12:34:34.645389" + }, + { + "epoch": 1701, + "batch_idx": 128, + "loss": 0.2812066078186035, + "learning_rate": 5.414072436525807e-05, + "timestep_mean": 587.625, + "epsilon_norm": 7.702801704406738, + "prediction_norm": 5.883687973022461, + "timestamp": "2025-07-14T12:34:34.650627" + }, + { + "epoch": 1701, + "batch_idx": 160, + "loss": 0.38005322217941284, + "learning_rate": 5.414072436525807e-05, + "timestep_mean": 469.8125, + "epsilon_norm": 7.0681047439575195, + "prediction_norm": 5.580968379974365, + "timestamp": "2025-07-14T12:34:34.655947" + }, + { + "epoch": 1701, + "batch_idx": 192, + "loss": 0.16762249171733856, + "learning_rate": 5.414072436525807e-05, + "timestep_mean": 706.375, + "epsilon_norm": 3.4559805393218994, + "prediction_norm": 3.131817579269409, + "timestamp": "2025-07-14T12:34:34.661151" + }, + { + "epoch": 1702, + "batch_idx": 0, + "loss": 0.1241971105337143, + "learning_rate": 5.3785810938140993e-05, + "timestep_mean": 519.875, + "epsilon_norm": 8.243197441101074, + "prediction_norm": 7.566556453704834, + "timestamp": "2025-07-14T12:34:34.666446" + }, + { + "epoch": 1702, + "batch_idx": 32, + "loss": 0.39245426654815674, + "learning_rate": 5.3785810938140993e-05, + "timestep_mean": 493.53125, + "epsilon_norm": 8.666876792907715, + "prediction_norm": 6.911865711212158, + "timestamp": "2025-07-14T12:34:34.671810" + }, + { + "epoch": 1702, + "batch_idx": 64, + "loss": 0.2473081350326538, + "learning_rate": 5.3785810938140993e-05, + "timestep_mean": 496.125, + "epsilon_norm": 8.97824764251709, + "prediction_norm": 7.404888153076172, + "timestamp": "2025-07-14T12:34:34.676941" + }, + { + "epoch": 1702, + "batch_idx": 96, + "loss": 0.457209974527359, + "learning_rate": 5.3785810938140993e-05, + "timestep_mean": 550.25, + "epsilon_norm": 8.021011352539062, + "prediction_norm": 6.655487537384033, + "timestamp": "2025-07-14T12:34:34.682313" + }, + { + "epoch": 1702, + "batch_idx": 128, + "loss": 0.22435951232910156, + "learning_rate": 5.3785810938140993e-05, + "timestep_mean": 512.34375, + "epsilon_norm": 8.250301361083984, + "prediction_norm": 7.193064212799072, + "timestamp": "2025-07-14T12:34:34.687643" + }, + { + "epoch": 1702, + "batch_idx": 160, + "loss": 0.2790088951587677, + "learning_rate": 5.3785810938140993e-05, + "timestep_mean": 472.3125, + "epsilon_norm": 8.391961097717285, + "prediction_norm": 7.334070682525635, + "timestamp": "2025-07-14T12:34:34.692856" + }, + { + "epoch": 1702, + "batch_idx": 192, + "loss": 0.9612218141555786, + "learning_rate": 5.3785810938140993e-05, + "timestep_mean": 511.625, + "epsilon_norm": 4.406765937805176, + "prediction_norm": 3.405914783477783, + "timestamp": "2025-07-14T12:34:34.698157" + }, + { + "epoch": 1703, + "batch_idx": 0, + "loss": 0.21853293478488922, + "learning_rate": 5.343199850017882e-05, + "timestep_mean": 517.09375, + "epsilon_norm": 7.393517971038818, + "prediction_norm": 6.5498199462890625, + "timestamp": "2025-07-14T12:34:34.703540" + }, + { + "epoch": 1703, + "batch_idx": 32, + "loss": 0.4423553943634033, + "learning_rate": 5.343199850017882e-05, + "timestep_mean": 452.84375, + "epsilon_norm": 8.611893653869629, + "prediction_norm": 6.2945556640625, + "timestamp": "2025-07-14T12:34:34.708647" + }, + { + "epoch": 1703, + "batch_idx": 64, + "loss": 0.49059513211250305, + "learning_rate": 5.343199850017882e-05, + "timestep_mean": 533.96875, + "epsilon_norm": 8.378029823303223, + "prediction_norm": 6.3188557624816895, + "timestamp": "2025-07-14T12:34:34.713963" + }, + { + "epoch": 1703, + "batch_idx": 96, + "loss": 0.20861545205116272, + "learning_rate": 5.343199850017882e-05, + "timestep_mean": 561.375, + "epsilon_norm": 7.750617027282715, + "prediction_norm": 6.940836429595947, + "timestamp": "2025-07-14T12:34:34.719275" + }, + { + "epoch": 1703, + "batch_idx": 128, + "loss": 0.2595530152320862, + "learning_rate": 5.343199850017882e-05, + "timestep_mean": 520.8125, + "epsilon_norm": 6.700557231903076, + "prediction_norm": 5.536803245544434, + "timestamp": "2025-07-14T12:34:34.724316" + }, + { + "epoch": 1703, + "batch_idx": 160, + "loss": 0.3984869718551636, + "learning_rate": 5.343199850017882e-05, + "timestep_mean": 450.59375, + "epsilon_norm": 8.047289848327637, + "prediction_norm": 5.88732385635376, + "timestamp": "2025-07-14T12:34:34.729321" + }, + { + "epoch": 1703, + "batch_idx": 192, + "loss": 0.24664965271949768, + "learning_rate": 5.343199850017882e-05, + "timestep_mean": 424.0, + "epsilon_norm": 4.8328962326049805, + "prediction_norm": 3.6325738430023193, + "timestamp": "2025-07-14T12:34:34.734235" + }, + { + "epoch": 1704, + "batch_idx": 0, + "loss": 0.25563594698905945, + "learning_rate": 5.30792879243681e-05, + "timestep_mean": 619.21875, + "epsilon_norm": 8.073756217956543, + "prediction_norm": 6.760913848876953, + "timestamp": "2025-07-14T12:34:34.739172" + }, + { + "epoch": 1704, + "batch_idx": 32, + "loss": 0.17786414921283722, + "learning_rate": 5.30792879243681e-05, + "timestep_mean": 570.9375, + "epsilon_norm": 8.123300552368164, + "prediction_norm": 7.020901679992676, + "timestamp": "2025-07-14T12:34:34.744145" + }, + { + "epoch": 1704, + "batch_idx": 64, + "loss": 0.24970847368240356, + "learning_rate": 5.30792879243681e-05, + "timestep_mean": 484.59375, + "epsilon_norm": 9.825446128845215, + "prediction_norm": 8.116985321044922, + "timestamp": "2025-07-14T12:34:34.749263" + }, + { + "epoch": 1704, + "batch_idx": 96, + "loss": 0.17715473473072052, + "learning_rate": 5.30792879243681e-05, + "timestep_mean": 481.46875, + "epsilon_norm": 9.013704299926758, + "prediction_norm": 7.744818210601807, + "timestamp": "2025-07-14T12:34:34.754428" + }, + { + "epoch": 1704, + "batch_idx": 128, + "loss": 0.33773601055145264, + "learning_rate": 5.30792879243681e-05, + "timestep_mean": 496.65625, + "epsilon_norm": 7.3342461585998535, + "prediction_norm": 6.115479469299316, + "timestamp": "2025-07-14T12:34:34.759559" + }, + { + "epoch": 1704, + "batch_idx": 160, + "loss": 0.1821746677160263, + "learning_rate": 5.30792879243681e-05, + "timestep_mean": 541.4375, + "epsilon_norm": 7.264690399169922, + "prediction_norm": 5.341212272644043, + "timestamp": "2025-07-14T12:34:34.764685" + }, + { + "epoch": 1704, + "batch_idx": 192, + "loss": 0.29049551486968994, + "learning_rate": 5.30792879243681e-05, + "timestep_mean": 559.5, + "epsilon_norm": 4.389125823974609, + "prediction_norm": 3.8207311630249023, + "timestamp": "2025-07-14T12:34:34.769899" + }, + { + "epoch": 1705, + "batch_idx": 0, + "loss": 0.39910590648651123, + "learning_rate": 5.272768008098737e-05, + "timestep_mean": 438.28125, + "epsilon_norm": 8.890257835388184, + "prediction_norm": 6.95905876159668, + "timestamp": "2025-07-14T12:34:34.774985" + }, + { + "epoch": 1705, + "batch_idx": 32, + "loss": 0.12736503779888153, + "learning_rate": 5.272768008098737e-05, + "timestep_mean": 506.90625, + "epsilon_norm": 6.178747653961182, + "prediction_norm": 5.685396671295166, + "timestamp": "2025-07-14T12:34:34.780201" + }, + { + "epoch": 1705, + "batch_idx": 64, + "loss": 0.37452152371406555, + "learning_rate": 5.272768008098737e-05, + "timestep_mean": 405.8125, + "epsilon_norm": 9.312240600585938, + "prediction_norm": 7.397666931152344, + "timestamp": "2025-07-14T12:34:34.785478" + }, + { + "epoch": 1705, + "batch_idx": 96, + "loss": 0.34283706545829773, + "learning_rate": 5.272768008098737e-05, + "timestep_mean": 455.25, + "epsilon_norm": 7.532054424285889, + "prediction_norm": 6.038305282592773, + "timestamp": "2025-07-14T12:34:34.790685" + }, + { + "epoch": 1705, + "batch_idx": 128, + "loss": 0.2156643271446228, + "learning_rate": 5.272768008098737e-05, + "timestep_mean": 522.34375, + "epsilon_norm": 8.707962036132812, + "prediction_norm": 7.3030171394348145, + "timestamp": "2025-07-14T12:34:34.795810" + }, + { + "epoch": 1705, + "batch_idx": 160, + "loss": 0.3697512149810791, + "learning_rate": 5.272768008098737e-05, + "timestep_mean": 466.0, + "epsilon_norm": 7.175731658935547, + "prediction_norm": 5.448281288146973, + "timestamp": "2025-07-14T12:34:34.800757" + }, + { + "epoch": 1705, + "batch_idx": 192, + "loss": 0.42834311723709106, + "learning_rate": 5.272768008098737e-05, + "timestep_mean": 539.25, + "epsilon_norm": 4.287639617919922, + "prediction_norm": 3.425393581390381, + "timestamp": "2025-07-14T12:34:34.805775" + }, + { + "epoch": 1706, + "batch_idx": 0, + "loss": 0.1696777194738388, + "learning_rate": 5.2377175837594204e-05, + "timestep_mean": 517.71875, + "epsilon_norm": 6.909950256347656, + "prediction_norm": 6.6247758865356445, + "timestamp": "2025-07-14T12:34:34.810690" + }, + { + "epoch": 1706, + "batch_idx": 32, + "loss": 0.21231740713119507, + "learning_rate": 5.2377175837594204e-05, + "timestep_mean": 491.375, + "epsilon_norm": 7.645308017730713, + "prediction_norm": 6.907154560089111, + "timestamp": "2025-07-14T12:34:34.815598" + }, + { + "epoch": 1706, + "batch_idx": 64, + "loss": 0.17035943269729614, + "learning_rate": 5.2377175837594204e-05, + "timestep_mean": 557.875, + "epsilon_norm": 8.125213623046875, + "prediction_norm": 7.542076110839844, + "timestamp": "2025-07-14T12:34:34.820482" + }, + { + "epoch": 1706, + "batch_idx": 96, + "loss": 0.1875612586736679, + "learning_rate": 5.2377175837594204e-05, + "timestep_mean": 583.375, + "epsilon_norm": 8.800830841064453, + "prediction_norm": 7.431656360626221, + "timestamp": "2025-07-14T12:34:34.825538" + }, + { + "epoch": 1706, + "batch_idx": 128, + "loss": 0.31554365158081055, + "learning_rate": 5.2377175837594204e-05, + "timestep_mean": 487.15625, + "epsilon_norm": 8.265816688537598, + "prediction_norm": 6.753908157348633, + "timestamp": "2025-07-14T12:34:34.830456" + }, + { + "epoch": 1706, + "batch_idx": 160, + "loss": 0.3217107653617859, + "learning_rate": 5.2377175837594204e-05, + "timestep_mean": 468.875, + "epsilon_norm": 8.319133758544922, + "prediction_norm": 7.186213493347168, + "timestamp": "2025-07-14T12:34:34.835331" + }, + { + "epoch": 1706, + "batch_idx": 192, + "loss": 0.2508115768432617, + "learning_rate": 5.2377175837594204e-05, + "timestep_mean": 566.0, + "epsilon_norm": 3.5654728412628174, + "prediction_norm": 2.995555877685547, + "timestamp": "2025-07-14T12:34:34.840183" + }, + { + "epoch": 1707, + "batch_idx": 0, + "loss": 0.12695901095867157, + "learning_rate": 5.202777605902258e-05, + "timestep_mean": 532.71875, + "epsilon_norm": 8.354898452758789, + "prediction_norm": 7.962545871734619, + "timestamp": "2025-07-14T12:34:34.845094" + }, + { + "epoch": 1707, + "batch_idx": 32, + "loss": 0.26104485988616943, + "learning_rate": 5.202777605902258e-05, + "timestep_mean": 444.125, + "epsilon_norm": 8.337084770202637, + "prediction_norm": 6.697347640991211, + "timestamp": "2025-07-14T12:34:34.850162" + }, + { + "epoch": 1707, + "batch_idx": 64, + "loss": 0.2982574999332428, + "learning_rate": 5.202777605902258e-05, + "timestep_mean": 442.03125, + "epsilon_norm": 6.801693916320801, + "prediction_norm": 4.941768646240234, + "timestamp": "2025-07-14T12:34:34.855117" + }, + { + "epoch": 1707, + "batch_idx": 96, + "loss": 0.22889533638954163, + "learning_rate": 5.202777605902258e-05, + "timestep_mean": 517.25, + "epsilon_norm": 8.611112594604492, + "prediction_norm": 7.28765869140625, + "timestamp": "2025-07-14T12:34:34.860144" + }, + { + "epoch": 1707, + "batch_idx": 128, + "loss": 0.41768234968185425, + "learning_rate": 5.202777605902258e-05, + "timestep_mean": 403.1875, + "epsilon_norm": 8.144430160522461, + "prediction_norm": 6.237497806549072, + "timestamp": "2025-07-14T12:34:34.865042" + }, + { + "epoch": 1707, + "batch_idx": 160, + "loss": 0.27678075432777405, + "learning_rate": 5.202777605902258e-05, + "timestep_mean": 522.71875, + "epsilon_norm": 8.390968322753906, + "prediction_norm": 7.149380207061768, + "timestamp": "2025-07-14T12:34:34.870002" + }, + { + "epoch": 1707, + "batch_idx": 192, + "loss": 0.7140523791313171, + "learning_rate": 5.202777605902258e-05, + "timestep_mean": 461.75, + "epsilon_norm": 4.17073917388916, + "prediction_norm": 3.1691830158233643, + "timestamp": "2025-07-14T12:34:34.875102" + }, + { + "epoch": 1708, + "batch_idx": 0, + "loss": 0.3754822313785553, + "learning_rate": 5.167948160738205e-05, + "timestep_mean": 538.4375, + "epsilon_norm": 7.869372844696045, + "prediction_norm": 7.1999382972717285, + "timestamp": "2025-07-14T12:34:34.880142" + }, + { + "epoch": 1708, + "batch_idx": 32, + "loss": 0.16898475587368011, + "learning_rate": 5.167948160738205e-05, + "timestep_mean": 526.1875, + "epsilon_norm": 7.63482141494751, + "prediction_norm": 7.145946502685547, + "timestamp": "2025-07-14T12:34:34.885103" + }, + { + "epoch": 1708, + "batch_idx": 64, + "loss": 0.1835007667541504, + "learning_rate": 5.167948160738205e-05, + "timestep_mean": 550.40625, + "epsilon_norm": 7.536239147186279, + "prediction_norm": 6.923702239990234, + "timestamp": "2025-07-14T12:34:34.890105" + }, + { + "epoch": 1708, + "batch_idx": 96, + "loss": 0.2967309355735779, + "learning_rate": 5.167948160738205e-05, + "timestep_mean": 367.34375, + "epsilon_norm": 7.622281074523926, + "prediction_norm": 6.064131736755371, + "timestamp": "2025-07-14T12:34:34.895085" + }, + { + "epoch": 1708, + "batch_idx": 128, + "loss": 0.2932683229446411, + "learning_rate": 5.167948160738205e-05, + "timestep_mean": 515.125, + "epsilon_norm": 7.712658882141113, + "prediction_norm": 5.813871383666992, + "timestamp": "2025-07-14T12:34:34.900086" + }, + { + "epoch": 1708, + "batch_idx": 160, + "loss": 0.26766636967658997, + "learning_rate": 5.167948160738205e-05, + "timestep_mean": 461.65625, + "epsilon_norm": 7.739587783813477, + "prediction_norm": 6.7814130783081055, + "timestamp": "2025-07-14T12:34:34.905042" + }, + { + "epoch": 1708, + "batch_idx": 192, + "loss": 0.4848182797431946, + "learning_rate": 5.167948160738205e-05, + "timestep_mean": 461.75, + "epsilon_norm": 4.260507583618164, + "prediction_norm": 2.7297468185424805, + "timestamp": "2025-07-14T12:34:34.909983" + }, + { + "epoch": 1709, + "batch_idx": 0, + "loss": 0.23676680028438568, + "learning_rate": 5.1332293342054405e-05, + "timestep_mean": 512.8125, + "epsilon_norm": 8.595194816589355, + "prediction_norm": 7.7217698097229, + "timestamp": "2025-07-14T12:34:34.915036" + }, + { + "epoch": 1709, + "batch_idx": 32, + "loss": 0.5385484099388123, + "learning_rate": 5.1332293342054405e-05, + "timestep_mean": 488.375, + "epsilon_norm": 8.77367115020752, + "prediction_norm": 7.202664852142334, + "timestamp": "2025-07-14T12:34:34.919993" + }, + { + "epoch": 1709, + "batch_idx": 64, + "loss": 0.15039464831352234, + "learning_rate": 5.1332293342054405e-05, + "timestep_mean": 435.3125, + "epsilon_norm": 7.214082717895508, + "prediction_norm": 5.651230335235596, + "timestamp": "2025-07-14T12:34:34.925080" + }, + { + "epoch": 1709, + "batch_idx": 96, + "loss": 0.3527708649635315, + "learning_rate": 5.1332293342054405e-05, + "timestep_mean": 477.21875, + "epsilon_norm": 6.611961841583252, + "prediction_norm": 5.93828010559082, + "timestamp": "2025-07-14T12:34:34.930233" + }, + { + "epoch": 1709, + "batch_idx": 128, + "loss": 0.274593710899353, + "learning_rate": 5.1332293342054405e-05, + "timestep_mean": 513.75, + "epsilon_norm": 8.11125373840332, + "prediction_norm": 6.678578853607178, + "timestamp": "2025-07-14T12:34:34.935246" + }, + { + "epoch": 1709, + "batch_idx": 160, + "loss": 0.31679612398147583, + "learning_rate": 5.1332293342054405e-05, + "timestep_mean": 468.71875, + "epsilon_norm": 7.534699440002441, + "prediction_norm": 5.990240573883057, + "timestamp": "2025-07-14T12:34:34.940298" + }, + { + "epoch": 1709, + "batch_idx": 192, + "loss": 0.19039997458457947, + "learning_rate": 5.1332293342054405e-05, + "timestep_mean": 556.875, + "epsilon_norm": 3.128004312515259, + "prediction_norm": 2.81040358543396, + "timestamp": "2025-07-14T12:34:34.945504" + }, + { + "epoch": 1710, + "batch_idx": 0, + "loss": 0.34453561902046204, + "learning_rate": 5.098621211969222e-05, + "timestep_mean": 473.0625, + "epsilon_norm": 7.3675336837768555, + "prediction_norm": 5.693247318267822, + "timestamp": "2025-07-14T12:34:34.950671" + }, + { + "epoch": 1710, + "batch_idx": 32, + "loss": 0.36735039949417114, + "learning_rate": 5.098621211969222e-05, + "timestep_mean": 561.28125, + "epsilon_norm": 8.796588897705078, + "prediction_norm": 7.506319046020508, + "timestamp": "2025-07-14T12:34:34.955776" + }, + { + "epoch": 1710, + "batch_idx": 64, + "loss": 0.3104826807975769, + "learning_rate": 5.098621211969222e-05, + "timestep_mean": 456.25, + "epsilon_norm": 6.361660480499268, + "prediction_norm": 5.2566938400268555, + "timestamp": "2025-07-14T12:34:34.960828" + }, + { + "epoch": 1710, + "batch_idx": 96, + "loss": 0.20700421929359436, + "learning_rate": 5.098621211969222e-05, + "timestep_mean": 488.21875, + "epsilon_norm": 7.061888694763184, + "prediction_norm": 6.007204055786133, + "timestamp": "2025-07-14T12:34:34.965753" + }, + { + "epoch": 1710, + "batch_idx": 128, + "loss": 0.21423926949501038, + "learning_rate": 5.098621211969222e-05, + "timestep_mean": 551.1875, + "epsilon_norm": 8.385811805725098, + "prediction_norm": 7.236749172210693, + "timestamp": "2025-07-14T12:34:34.970723" + }, + { + "epoch": 1710, + "batch_idx": 160, + "loss": 0.1645447164773941, + "learning_rate": 5.098621211969222e-05, + "timestep_mean": 453.875, + "epsilon_norm": 6.922788619995117, + "prediction_norm": 6.306894779205322, + "timestamp": "2025-07-14T12:34:34.975727" + }, + { + "epoch": 1710, + "batch_idx": 192, + "loss": 0.8602712154388428, + "learning_rate": 5.098621211969222e-05, + "timestep_mean": 491.375, + "epsilon_norm": 5.52431583404541, + "prediction_norm": 5.0028767585754395, + "timestamp": "2025-07-14T12:34:34.980713" + }, + { + "epoch": 1711, + "batch_idx": 0, + "loss": 0.17562855780124664, + "learning_rate": 5.0641238794216495e-05, + "timestep_mean": 541.53125, + "epsilon_norm": 8.422429084777832, + "prediction_norm": 7.989644527435303, + "timestamp": "2025-07-14T12:34:34.985614" + }, + { + "epoch": 1711, + "batch_idx": 32, + "loss": 0.12247514724731445, + "learning_rate": 5.0641238794216495e-05, + "timestep_mean": 510.5625, + "epsilon_norm": 6.856907367706299, + "prediction_norm": 6.468127250671387, + "timestamp": "2025-07-14T12:34:34.990560" + }, + { + "epoch": 1711, + "batch_idx": 64, + "loss": 0.18773260712623596, + "learning_rate": 5.0641238794216495e-05, + "timestep_mean": 487.6875, + "epsilon_norm": 8.233590126037598, + "prediction_norm": 7.769548416137695, + "timestamp": "2025-07-14T12:34:34.995456" + }, + { + "epoch": 1711, + "batch_idx": 96, + "loss": 0.2506044805049896, + "learning_rate": 5.0641238794216495e-05, + "timestep_mean": 443.6875, + "epsilon_norm": 7.317996501922607, + "prediction_norm": 6.40873908996582, + "timestamp": "2025-07-14T12:34:35.000454" + }, + { + "epoch": 1711, + "batch_idx": 128, + "loss": 0.16338367760181427, + "learning_rate": 5.0641238794216495e-05, + "timestep_mean": 528.34375, + "epsilon_norm": 7.424388408660889, + "prediction_norm": 6.98037576675415, + "timestamp": "2025-07-14T12:34:35.005355" + }, + { + "epoch": 1711, + "batch_idx": 160, + "loss": 0.28973686695098877, + "learning_rate": 5.0641238794216495e-05, + "timestep_mean": 463.375, + "epsilon_norm": 8.23510456085205, + "prediction_norm": 6.821484565734863, + "timestamp": "2025-07-14T12:34:35.010466" + }, + { + "epoch": 1711, + "batch_idx": 192, + "loss": 0.17078125476837158, + "learning_rate": 5.0641238794216495e-05, + "timestep_mean": 464.25, + "epsilon_norm": 3.6385421752929688, + "prediction_norm": 3.2018675804138184, + "timestamp": "2025-07-14T12:34:35.015412" + }, + { + "epoch": 1712, + "batch_idx": 0, + "loss": 0.2453940510749817, + "learning_rate": 5.0297374216814454e-05, + "timestep_mean": 435.5, + "epsilon_norm": 7.488610744476318, + "prediction_norm": 6.389838218688965, + "timestamp": "2025-07-14T12:34:35.020365" + }, + { + "epoch": 1712, + "batch_idx": 32, + "loss": 0.5093024373054504, + "learning_rate": 5.0297374216814454e-05, + "timestep_mean": 484.28125, + "epsilon_norm": 9.408064842224121, + "prediction_norm": 7.508689880371094, + "timestamp": "2025-07-14T12:34:35.025361" + }, + { + "epoch": 1712, + "batch_idx": 64, + "loss": 0.23008403182029724, + "learning_rate": 5.0297374216814454e-05, + "timestep_mean": 485.0, + "epsilon_norm": 7.56774377822876, + "prediction_norm": 6.407665729522705, + "timestamp": "2025-07-14T12:34:35.030341" + }, + { + "epoch": 1712, + "batch_idx": 96, + "loss": 0.20777475833892822, + "learning_rate": 5.0297374216814454e-05, + "timestep_mean": 478.46875, + "epsilon_norm": 7.459657669067383, + "prediction_norm": 6.598966121673584, + "timestamp": "2025-07-14T12:34:35.035297" + }, + { + "epoch": 1712, + "batch_idx": 128, + "loss": 0.19237126410007477, + "learning_rate": 5.0297374216814454e-05, + "timestep_mean": 486.8125, + "epsilon_norm": 7.173879623413086, + "prediction_norm": 6.53273344039917, + "timestamp": "2025-07-14T12:34:35.040227" + }, + { + "epoch": 1712, + "batch_idx": 160, + "loss": 0.14816871285438538, + "learning_rate": 5.0297374216814454e-05, + "timestep_mean": 607.875, + "epsilon_norm": 7.912775993347168, + "prediction_norm": 7.120392322540283, + "timestamp": "2025-07-14T12:34:35.045183" + }, + { + "epoch": 1712, + "batch_idx": 192, + "loss": 0.3270109295845032, + "learning_rate": 5.0297374216814454e-05, + "timestep_mean": 492.25, + "epsilon_norm": 2.8950746059417725, + "prediction_norm": 2.8627586364746094, + "timestamp": "2025-07-14T12:34:35.050315" + }, + { + "epoch": 1713, + "batch_idx": 0, + "loss": 0.24851159751415253, + "learning_rate": 4.9954619235938076e-05, + "timestep_mean": 490.625, + "epsilon_norm": 7.643744468688965, + "prediction_norm": 6.465060710906982, + "timestamp": "2025-07-14T12:34:35.055238" + }, + { + "epoch": 1713, + "batch_idx": 32, + "loss": 0.348314493894577, + "learning_rate": 4.9954619235938076e-05, + "timestep_mean": 438.53125, + "epsilon_norm": 8.578144073486328, + "prediction_norm": 6.72969913482666, + "timestamp": "2025-07-14T12:34:35.060267" + }, + { + "epoch": 1713, + "batch_idx": 64, + "loss": 0.3498942255973816, + "learning_rate": 4.9954619235938076e-05, + "timestep_mean": 497.53125, + "epsilon_norm": 9.127311706542969, + "prediction_norm": 7.227290630340576, + "timestamp": "2025-07-14T12:34:35.065420" + }, + { + "epoch": 1713, + "batch_idx": 96, + "loss": 0.292949914932251, + "learning_rate": 4.9954619235938076e-05, + "timestep_mean": 499.8125, + "epsilon_norm": 7.709773063659668, + "prediction_norm": 6.992424964904785, + "timestamp": "2025-07-14T12:34:35.070358" + }, + { + "epoch": 1713, + "batch_idx": 128, + "loss": 0.2811751663684845, + "learning_rate": 4.9954619235938076e-05, + "timestep_mean": 472.40625, + "epsilon_norm": 8.317437171936035, + "prediction_norm": 7.193823337554932, + "timestamp": "2025-07-14T12:34:35.075357" + }, + { + "epoch": 1713, + "batch_idx": 160, + "loss": 0.23138752579689026, + "learning_rate": 4.9954619235938076e-05, + "timestep_mean": 578.59375, + "epsilon_norm": 7.226123332977295, + "prediction_norm": 6.1985602378845215, + "timestamp": "2025-07-14T12:34:35.080282" + }, + { + "epoch": 1713, + "batch_idx": 192, + "loss": 0.3283461332321167, + "learning_rate": 4.9954619235938076e-05, + "timestep_mean": 443.125, + "epsilon_norm": 4.597768783569336, + "prediction_norm": 3.471506118774414, + "timestamp": "2025-07-14T12:34:35.085239" + }, + { + "epoch": 1714, + "batch_idx": 0, + "loss": 0.3367258906364441, + "learning_rate": 4.9612974697300964e-05, + "timestep_mean": 476.28125, + "epsilon_norm": 8.76913070678711, + "prediction_norm": 7.334556579589844, + "timestamp": "2025-07-14T12:34:35.090694" + }, + { + "epoch": 1714, + "batch_idx": 32, + "loss": 0.20106494426727295, + "learning_rate": 4.9612974697300964e-05, + "timestep_mean": 458.125, + "epsilon_norm": 8.00777816772461, + "prediction_norm": 7.032614231109619, + "timestamp": "2025-07-14T12:34:35.100919" + }, + { + "epoch": 1714, + "batch_idx": 64, + "loss": 0.3956323266029358, + "learning_rate": 4.9612974697300964e-05, + "timestep_mean": 467.1875, + "epsilon_norm": 8.169913291931152, + "prediction_norm": 6.4522552490234375, + "timestamp": "2025-07-14T12:34:35.105894" + }, + { + "epoch": 1714, + "batch_idx": 96, + "loss": 0.18586713075637817, + "learning_rate": 4.9612974697300964e-05, + "timestep_mean": 465.96875, + "epsilon_norm": 5.897568702697754, + "prediction_norm": 5.270359039306641, + "timestamp": "2025-07-14T12:34:35.110680" + }, + { + "epoch": 1714, + "batch_idx": 128, + "loss": 0.20790991187095642, + "learning_rate": 4.9612974697300964e-05, + "timestep_mean": 542.59375, + "epsilon_norm": 7.508737564086914, + "prediction_norm": 6.62873649597168, + "timestamp": "2025-07-14T12:34:35.115479" + }, + { + "epoch": 1714, + "batch_idx": 160, + "loss": 0.20862187445163727, + "learning_rate": 4.9612974697300964e-05, + "timestep_mean": 487.15625, + "epsilon_norm": 7.882663726806641, + "prediction_norm": 6.901674270629883, + "timestamp": "2025-07-14T12:34:35.120210" + }, + { + "epoch": 1714, + "batch_idx": 192, + "loss": 0.09866271913051605, + "learning_rate": 4.9612974697300964e-05, + "timestep_mean": 517.75, + "epsilon_norm": 3.644460916519165, + "prediction_norm": 3.362241744995117, + "timestamp": "2025-07-14T12:34:35.125092" + }, + { + "epoch": 1715, + "batch_idx": 0, + "loss": 0.5271000862121582, + "learning_rate": 4.9272441443877206e-05, + "timestep_mean": 470.65625, + "epsilon_norm": 9.515438079833984, + "prediction_norm": 7.449066162109375, + "timestamp": "2025-07-14T12:34:35.129804" + }, + { + "epoch": 1715, + "batch_idx": 32, + "loss": 0.24770545959472656, + "learning_rate": 4.9272441443877206e-05, + "timestep_mean": 486.125, + "epsilon_norm": 8.385658264160156, + "prediction_norm": 7.448695182800293, + "timestamp": "2025-07-14T12:34:35.134684" + }, + { + "epoch": 1715, + "batch_idx": 64, + "loss": 0.21583771705627441, + "learning_rate": 4.9272441443877206e-05, + "timestep_mean": 523.59375, + "epsilon_norm": 7.718349456787109, + "prediction_norm": 6.598504543304443, + "timestamp": "2025-07-14T12:34:35.139548" + }, + { + "epoch": 1715, + "batch_idx": 96, + "loss": 0.2571518123149872, + "learning_rate": 4.9272441443877206e-05, + "timestep_mean": 511.78125, + "epsilon_norm": 7.356627941131592, + "prediction_norm": 5.715036869049072, + "timestamp": "2025-07-14T12:34:35.144364" + }, + { + "epoch": 1715, + "batch_idx": 128, + "loss": 0.19237342476844788, + "learning_rate": 4.9272441443877206e-05, + "timestep_mean": 512.1875, + "epsilon_norm": 7.972198486328125, + "prediction_norm": 7.121445178985596, + "timestamp": "2025-07-14T12:34:35.149105" + }, + { + "epoch": 1715, + "batch_idx": 160, + "loss": 0.41292282938957214, + "learning_rate": 4.9272441443877206e-05, + "timestep_mean": 391.875, + "epsilon_norm": 8.8649263381958, + "prediction_norm": 7.557140827178955, + "timestamp": "2025-07-14T12:34:35.153858" + }, + { + "epoch": 1715, + "batch_idx": 192, + "loss": 0.09463192522525787, + "learning_rate": 4.9272441443877206e-05, + "timestep_mean": 509.0, + "epsilon_norm": 3.4887490272521973, + "prediction_norm": 3.201223611831665, + "timestamp": "2025-07-14T12:34:35.158641" + }, + { + "epoch": 1716, + "batch_idx": 0, + "loss": 0.19544151425361633, + "learning_rate": 4.8933020315898575e-05, + "timestep_mean": 434.09375, + "epsilon_norm": 8.05868148803711, + "prediction_norm": 6.972146987915039, + "timestamp": "2025-07-14T12:34:35.163395" + }, + { + "epoch": 1716, + "batch_idx": 32, + "loss": 0.524339497089386, + "learning_rate": 4.8933020315898575e-05, + "timestep_mean": 421.53125, + "epsilon_norm": 9.002635955810547, + "prediction_norm": 6.933599472045898, + "timestamp": "2025-07-14T12:34:35.168111" + }, + { + "epoch": 1716, + "batch_idx": 64, + "loss": 0.13139639794826508, + "learning_rate": 4.8933020315898575e-05, + "timestep_mean": 535.03125, + "epsilon_norm": 7.9984002113342285, + "prediction_norm": 7.0021209716796875, + "timestamp": "2025-07-14T12:34:35.173016" + }, + { + "epoch": 1716, + "batch_idx": 96, + "loss": 0.38471701741218567, + "learning_rate": 4.8933020315898575e-05, + "timestep_mean": 428.78125, + "epsilon_norm": 8.938529014587402, + "prediction_norm": 7.204469680786133, + "timestamp": "2025-07-14T12:34:35.177901" + }, + { + "epoch": 1716, + "batch_idx": 128, + "loss": 0.23948416113853455, + "learning_rate": 4.8933020315898575e-05, + "timestep_mean": 537.0, + "epsilon_norm": 8.654775619506836, + "prediction_norm": 7.605612277984619, + "timestamp": "2025-07-14T12:34:35.182752" + }, + { + "epoch": 1716, + "batch_idx": 160, + "loss": 0.18488863110542297, + "learning_rate": 4.8933020315898575e-05, + "timestep_mean": 564.75, + "epsilon_norm": 8.343541145324707, + "prediction_norm": 6.961553573608398, + "timestamp": "2025-07-14T12:34:35.187541" + }, + { + "epoch": 1716, + "batch_idx": 192, + "loss": 0.09486192464828491, + "learning_rate": 4.8933020315898575e-05, + "timestep_mean": 666.625, + "epsilon_norm": 3.817833185195923, + "prediction_norm": 3.8520314693450928, + "timestamp": "2025-07-14T12:34:35.192528" + }, + { + "epoch": 1717, + "batch_idx": 0, + "loss": 0.20710106194019318, + "learning_rate": 4.8594712150853204e-05, + "timestep_mean": 570.96875, + "epsilon_norm": 8.563858985900879, + "prediction_norm": 7.502902507781982, + "timestamp": "2025-07-14T12:34:35.197433" + }, + { + "epoch": 1717, + "batch_idx": 32, + "loss": 0.16183029115200043, + "learning_rate": 4.8594712150853204e-05, + "timestep_mean": 539.1875, + "epsilon_norm": 8.392176628112793, + "prediction_norm": 7.318800926208496, + "timestamp": "2025-07-14T12:34:35.202296" + }, + { + "epoch": 1717, + "batch_idx": 64, + "loss": 0.3005956709384918, + "learning_rate": 4.8594712150853204e-05, + "timestep_mean": 465.28125, + "epsilon_norm": 7.377315044403076, + "prediction_norm": 6.145567417144775, + "timestamp": "2025-07-14T12:34:35.207122" + }, + { + "epoch": 1717, + "batch_idx": 96, + "loss": 0.569766640663147, + "learning_rate": 4.8594712150853204e-05, + "timestep_mean": 449.34375, + "epsilon_norm": 8.152924537658691, + "prediction_norm": 6.26374626159668, + "timestamp": "2025-07-14T12:34:35.211938" + }, + { + "epoch": 1717, + "batch_idx": 128, + "loss": 0.2798584997653961, + "learning_rate": 4.8594712150853204e-05, + "timestep_mean": 468.1875, + "epsilon_norm": 7.984710693359375, + "prediction_norm": 6.635979175567627, + "timestamp": "2025-07-14T12:34:35.216873" + }, + { + "epoch": 1717, + "batch_idx": 160, + "loss": 0.12406962364912033, + "learning_rate": 4.8594712150853204e-05, + "timestep_mean": 457.09375, + "epsilon_norm": 6.6811203956604, + "prediction_norm": 6.420548439025879, + "timestamp": "2025-07-14T12:34:35.221715" + }, + { + "epoch": 1717, + "batch_idx": 192, + "loss": 0.06244182586669922, + "learning_rate": 4.8594712150853204e-05, + "timestep_mean": 589.375, + "epsilon_norm": 3.069685935974121, + "prediction_norm": 2.8079521656036377, + "timestamp": "2025-07-14T12:34:35.226865" + }, + { + "epoch": 1718, + "batch_idx": 0, + "loss": 0.21278753876686096, + "learning_rate": 4.825751778348258e-05, + "timestep_mean": 467.8125, + "epsilon_norm": 6.404202938079834, + "prediction_norm": 5.261199951171875, + "timestamp": "2025-07-14T12:34:35.231895" + }, + { + "epoch": 1718, + "batch_idx": 32, + "loss": 0.610164225101471, + "learning_rate": 4.825751778348258e-05, + "timestep_mean": 464.75, + "epsilon_norm": 9.204085350036621, + "prediction_norm": 6.985787868499756, + "timestamp": "2025-07-14T12:34:35.236799" + }, + { + "epoch": 1718, + "batch_idx": 64, + "loss": 0.214439257979393, + "learning_rate": 4.825751778348258e-05, + "timestep_mean": 503.40625, + "epsilon_norm": 7.775599002838135, + "prediction_norm": 7.330544948577881, + "timestamp": "2025-07-14T12:34:35.241557" + }, + { + "epoch": 1718, + "batch_idx": 96, + "loss": 0.32793158292770386, + "learning_rate": 4.825751778348258e-05, + "timestep_mean": 505.8125, + "epsilon_norm": 7.6466264724731445, + "prediction_norm": 6.197833061218262, + "timestamp": "2025-07-14T12:34:35.246685" + }, + { + "epoch": 1718, + "batch_idx": 128, + "loss": 0.13493356108665466, + "learning_rate": 4.825751778348258e-05, + "timestep_mean": 576.625, + "epsilon_norm": 8.531451225280762, + "prediction_norm": 7.6764912605285645, + "timestamp": "2025-07-14T12:34:35.251560" + }, + { + "epoch": 1718, + "batch_idx": 160, + "loss": 0.1681526005268097, + "learning_rate": 4.825751778348258e-05, + "timestep_mean": 530.96875, + "epsilon_norm": 8.42512321472168, + "prediction_norm": 8.049112319946289, + "timestamp": "2025-07-14T12:34:35.256534" + }, + { + "epoch": 1718, + "batch_idx": 192, + "loss": 0.44425851106643677, + "learning_rate": 4.825751778348258e-05, + "timestep_mean": 553.875, + "epsilon_norm": 4.623603820800781, + "prediction_norm": 3.9684746265411377, + "timestamp": "2025-07-14T12:34:35.261616" + }, + { + "epoch": 1719, + "batch_idx": 0, + "loss": 0.17036454379558563, + "learning_rate": 4.792143804578042e-05, + "timestep_mean": 549.0, + "epsilon_norm": 8.467503547668457, + "prediction_norm": 7.841394901275635, + "timestamp": "2025-07-14T12:34:35.266603" + }, + { + "epoch": 1719, + "batch_idx": 32, + "loss": 0.331123411655426, + "learning_rate": 4.792143804578042e-05, + "timestep_mean": 470.28125, + "epsilon_norm": 7.07814884185791, + "prediction_norm": 5.573996067047119, + "timestamp": "2025-07-14T12:34:35.271665" + }, + { + "epoch": 1719, + "batch_idx": 64, + "loss": 0.250506728887558, + "learning_rate": 4.792143804578042e-05, + "timestep_mean": 629.0625, + "epsilon_norm": 7.346162796020508, + "prediction_norm": 6.639707088470459, + "timestamp": "2025-07-14T12:34:35.276522" + }, + { + "epoch": 1719, + "batch_idx": 96, + "loss": 0.3184155821800232, + "learning_rate": 4.792143804578042e-05, + "timestep_mean": 494.28125, + "epsilon_norm": 7.510471820831299, + "prediction_norm": 6.290432453155518, + "timestamp": "2025-07-14T12:34:35.281453" + }, + { + "epoch": 1719, + "batch_idx": 128, + "loss": 0.18375620245933533, + "learning_rate": 4.792143804578042e-05, + "timestep_mean": 489.65625, + "epsilon_norm": 7.820928573608398, + "prediction_norm": 7.249596118927002, + "timestamp": "2025-07-14T12:34:35.286410" + }, + { + "epoch": 1719, + "batch_idx": 160, + "loss": 0.19391894340515137, + "learning_rate": 4.792143804578042e-05, + "timestep_mean": 553.875, + "epsilon_norm": 7.907863140106201, + "prediction_norm": 7.119624614715576, + "timestamp": "2025-07-14T12:34:35.291430" + }, + { + "epoch": 1719, + "batch_idx": 192, + "loss": 0.10218801349401474, + "learning_rate": 4.792143804578042e-05, + "timestep_mean": 598.625, + "epsilon_norm": 4.251313209533691, + "prediction_norm": 4.225580215454102, + "timestamp": "2025-07-14T12:34:35.296465" + }, + { + "epoch": 1720, + "batch_idx": 0, + "loss": 0.1730133444070816, + "learning_rate": 4.758647376699033e-05, + "timestep_mean": 515.75, + "epsilon_norm": 7.410964488983154, + "prediction_norm": 6.778427600860596, + "timestamp": "2025-07-14T12:34:35.301349" + }, + { + "epoch": 1720, + "batch_idx": 32, + "loss": 0.22218172252178192, + "learning_rate": 4.758647376699033e-05, + "timestep_mean": 533.625, + "epsilon_norm": 8.071538925170898, + "prediction_norm": 7.035384178161621, + "timestamp": "2025-07-14T12:34:35.306310" + }, + { + "epoch": 1720, + "batch_idx": 64, + "loss": 0.1778024137020111, + "learning_rate": 4.758647376699033e-05, + "timestep_mean": 535.375, + "epsilon_norm": 6.419294834136963, + "prediction_norm": 5.874788761138916, + "timestamp": "2025-07-14T12:34:35.311277" + }, + { + "epoch": 1720, + "batch_idx": 96, + "loss": 0.3338990807533264, + "learning_rate": 4.758647376699033e-05, + "timestep_mean": 494.5625, + "epsilon_norm": 7.849956035614014, + "prediction_norm": 6.04940938949585, + "timestamp": "2025-07-14T12:34:35.316218" + }, + { + "epoch": 1720, + "batch_idx": 128, + "loss": 0.44368770718574524, + "learning_rate": 4.758647376699033e-05, + "timestep_mean": 493.6875, + "epsilon_norm": 7.286344051361084, + "prediction_norm": 5.478808879852295, + "timestamp": "2025-07-14T12:34:35.321235" + }, + { + "epoch": 1720, + "batch_idx": 160, + "loss": 0.30455493927001953, + "learning_rate": 4.758647376699033e-05, + "timestep_mean": 525.90625, + "epsilon_norm": 7.977169990539551, + "prediction_norm": 7.451815605163574, + "timestamp": "2025-07-14T12:34:35.326220" + }, + { + "epoch": 1720, + "batch_idx": 192, + "loss": 0.26300275325775146, + "learning_rate": 4.758647376699033e-05, + "timestep_mean": 457.0, + "epsilon_norm": 4.216249465942383, + "prediction_norm": 3.9026482105255127, + "timestamp": "2025-07-14T12:34:35.331439" + }, + { + "epoch": 1721, + "batch_idx": 0, + "loss": 0.2531101107597351, + "learning_rate": 4.7252625773602845e-05, + "timestep_mean": 448.15625, + "epsilon_norm": 7.5840935707092285, + "prediction_norm": 6.737870693206787, + "timestamp": "2025-07-14T12:34:35.336714" + }, + { + "epoch": 1721, + "batch_idx": 32, + "loss": 0.4981409013271332, + "learning_rate": 4.7252625773602845e-05, + "timestep_mean": 472.71875, + "epsilon_norm": 8.235648155212402, + "prediction_norm": 6.673821449279785, + "timestamp": "2025-07-14T12:34:35.341825" + }, + { + "epoch": 1721, + "batch_idx": 64, + "loss": 0.32224392890930176, + "learning_rate": 4.7252625773602845e-05, + "timestep_mean": 481.21875, + "epsilon_norm": 8.006006240844727, + "prediction_norm": 6.229897975921631, + "timestamp": "2025-07-14T12:34:35.346934" + }, + { + "epoch": 1721, + "batch_idx": 96, + "loss": 0.2283109724521637, + "learning_rate": 4.7252625773602845e-05, + "timestep_mean": 569.0, + "epsilon_norm": 8.090984344482422, + "prediction_norm": 6.784979343414307, + "timestamp": "2025-07-14T12:34:35.352283" + }, + { + "epoch": 1721, + "batch_idx": 128, + "loss": 0.1831500381231308, + "learning_rate": 4.7252625773602845e-05, + "timestep_mean": 522.6875, + "epsilon_norm": 7.220944881439209, + "prediction_norm": 5.926555633544922, + "timestamp": "2025-07-14T12:34:35.357478" + }, + { + "epoch": 1721, + "batch_idx": 160, + "loss": 0.1848594844341278, + "learning_rate": 4.7252625773602845e-05, + "timestep_mean": 510.15625, + "epsilon_norm": 7.217758655548096, + "prediction_norm": 6.570580005645752, + "timestamp": "2025-07-14T12:34:35.362721" + }, + { + "epoch": 1721, + "batch_idx": 192, + "loss": 0.39388060569763184, + "learning_rate": 4.7252625773602845e-05, + "timestep_mean": 444.5, + "epsilon_norm": 3.7732093334198, + "prediction_norm": 2.6292715072631836, + "timestamp": "2025-07-14T12:34:35.367858" + }, + { + "epoch": 1722, + "batch_idx": 0, + "loss": 0.19101104140281677, + "learning_rate": 4.691989488935517e-05, + "timestep_mean": 506.46875, + "epsilon_norm": 7.642571449279785, + "prediction_norm": 7.450702667236328, + "timestamp": "2025-07-14T12:34:35.373031" + }, + { + "epoch": 1722, + "batch_idx": 32, + "loss": 0.11397206783294678, + "learning_rate": 4.691989488935517e-05, + "timestep_mean": 441.46875, + "epsilon_norm": 7.430725574493408, + "prediction_norm": 7.1021342277526855, + "timestamp": "2025-07-14T12:34:35.378246" + }, + { + "epoch": 1722, + "batch_idx": 64, + "loss": 0.6748888492584229, + "learning_rate": 4.691989488935517e-05, + "timestep_mean": 469.875, + "epsilon_norm": 9.407689094543457, + "prediction_norm": 7.032626152038574, + "timestamp": "2025-07-14T12:34:35.383722" + }, + { + "epoch": 1722, + "batch_idx": 96, + "loss": 0.1162635087966919, + "learning_rate": 4.691989488935517e-05, + "timestep_mean": 500.90625, + "epsilon_norm": 7.652526378631592, + "prediction_norm": 6.946058750152588, + "timestamp": "2025-07-14T12:34:35.392790" + }, + { + "epoch": 1722, + "batch_idx": 128, + "loss": 0.21620279550552368, + "learning_rate": 4.691989488935517e-05, + "timestep_mean": 612.875, + "epsilon_norm": 8.215438842773438, + "prediction_norm": 6.998149394989014, + "timestamp": "2025-07-14T12:34:35.402055" + }, + { + "epoch": 1722, + "batch_idx": 160, + "loss": 0.39174890518188477, + "learning_rate": 4.691989488935517e-05, + "timestep_mean": 528.4375, + "epsilon_norm": 7.590825080871582, + "prediction_norm": 6.940133571624756, + "timestamp": "2025-07-14T12:34:35.409361" + }, + { + "epoch": 1722, + "batch_idx": 192, + "loss": 0.5412415862083435, + "learning_rate": 4.691989488935517e-05, + "timestep_mean": 329.75, + "epsilon_norm": 3.7652862071990967, + "prediction_norm": 2.363906145095825, + "timestamp": "2025-07-14T12:34:35.417279" + }, + { + "epoch": 1723, + "batch_idx": 0, + "loss": 0.12449803948402405, + "learning_rate": 4.658828193522735e-05, + "timestep_mean": 560.5625, + "epsilon_norm": 7.711906909942627, + "prediction_norm": 7.37283182144165, + "timestamp": "2025-07-14T12:34:35.425351" + }, + { + "epoch": 1723, + "batch_idx": 32, + "loss": 0.24515891075134277, + "learning_rate": 4.658828193522735e-05, + "timestep_mean": 549.03125, + "epsilon_norm": 9.333888053894043, + "prediction_norm": 8.41636848449707, + "timestamp": "2025-07-14T12:34:35.432123" + }, + { + "epoch": 1723, + "batch_idx": 64, + "loss": 0.5238928198814392, + "learning_rate": 4.658828193522735e-05, + "timestep_mean": 480.84375, + "epsilon_norm": 8.225379943847656, + "prediction_norm": 5.852619647979736, + "timestamp": "2025-07-14T12:34:35.439138" + }, + { + "epoch": 1723, + "batch_idx": 96, + "loss": 0.35769185423851013, + "learning_rate": 4.658828193522735e-05, + "timestep_mean": 479.4375, + "epsilon_norm": 7.50342321395874, + "prediction_norm": 6.49493408203125, + "timestamp": "2025-07-14T12:34:35.446734" + }, + { + "epoch": 1723, + "batch_idx": 128, + "loss": 0.2889588475227356, + "learning_rate": 4.658828193522735e-05, + "timestep_mean": 492.0625, + "epsilon_norm": 7.337113380432129, + "prediction_norm": 5.738515853881836, + "timestamp": "2025-07-14T12:34:35.452776" + }, + { + "epoch": 1723, + "batch_idx": 160, + "loss": 0.09716162085533142, + "learning_rate": 4.658828193522735e-05, + "timestep_mean": 544.0, + "epsilon_norm": 7.654533386230469, + "prediction_norm": 7.300685405731201, + "timestamp": "2025-07-14T12:34:35.460536" + }, + { + "epoch": 1723, + "batch_idx": 192, + "loss": 0.11875561624765396, + "learning_rate": 4.658828193522735e-05, + "timestep_mean": 532.875, + "epsilon_norm": 3.66690993309021, + "prediction_norm": 3.2838213443756104, + "timestamp": "2025-07-14T12:34:35.472004" + }, + { + "epoch": 1724, + "batch_idx": 0, + "loss": 0.4524902105331421, + "learning_rate": 4.6257787729441505e-05, + "timestep_mean": 464.53125, + "epsilon_norm": 8.901110649108887, + "prediction_norm": 7.546508312225342, + "timestamp": "2025-07-14T12:34:35.480624" + }, + { + "epoch": 1724, + "batch_idx": 32, + "loss": 0.28724241256713867, + "learning_rate": 4.6257787729441505e-05, + "timestep_mean": 447.15625, + "epsilon_norm": 9.787552833557129, + "prediction_norm": 8.598731994628906, + "timestamp": "2025-07-14T12:34:35.487945" + }, + { + "epoch": 1724, + "batch_idx": 64, + "loss": 0.11616604775190353, + "learning_rate": 4.6257787729441505e-05, + "timestep_mean": 505.1875, + "epsilon_norm": 7.207663536071777, + "prediction_norm": 6.6772027015686035, + "timestamp": "2025-07-14T12:34:35.493228" + }, + { + "epoch": 1724, + "batch_idx": 96, + "loss": 0.45701247453689575, + "learning_rate": 4.6257787729441505e-05, + "timestep_mean": 432.375, + "epsilon_norm": 9.338542938232422, + "prediction_norm": 7.050382137298584, + "timestamp": "2025-07-14T12:34:35.498253" + }, + { + "epoch": 1724, + "batch_idx": 128, + "loss": 0.29465094208717346, + "learning_rate": 4.6257787729441505e-05, + "timestep_mean": 469.71875, + "epsilon_norm": 7.525106430053711, + "prediction_norm": 6.2176833152771, + "timestamp": "2025-07-14T12:34:35.503248" + }, + { + "epoch": 1724, + "batch_idx": 160, + "loss": 0.14688831567764282, + "learning_rate": 4.6257787729441505e-05, + "timestep_mean": 511.9375, + "epsilon_norm": 7.066948890686035, + "prediction_norm": 6.520021915435791, + "timestamp": "2025-07-14T12:34:35.508496" + }, + { + "epoch": 1724, + "batch_idx": 192, + "loss": 0.08814139664173126, + "learning_rate": 4.6257787729441505e-05, + "timestep_mean": 450.875, + "epsilon_norm": 3.0886831283569336, + "prediction_norm": 2.9132111072540283, + "timestamp": "2025-07-14T12:34:35.513801" + }, + { + "epoch": 1725, + "batch_idx": 0, + "loss": 0.19269782304763794, + "learning_rate": 4.592841308745943e-05, + "timestep_mean": 496.53125, + "epsilon_norm": 7.436045169830322, + "prediction_norm": 6.374675750732422, + "timestamp": "2025-07-14T12:34:35.518855" + }, + { + "epoch": 1725, + "batch_idx": 32, + "loss": 0.40385809540748596, + "learning_rate": 4.592841308745943e-05, + "timestep_mean": 448.65625, + "epsilon_norm": 8.2611083984375, + "prediction_norm": 6.452445030212402, + "timestamp": "2025-07-14T12:34:35.524016" + }, + { + "epoch": 1725, + "batch_idx": 64, + "loss": 0.28729307651519775, + "learning_rate": 4.592841308745943e-05, + "timestep_mean": 471.5, + "epsilon_norm": 8.50204086303711, + "prediction_norm": 7.248133659362793, + "timestamp": "2025-07-14T12:34:35.529121" + }, + { + "epoch": 1725, + "batch_idx": 96, + "loss": 0.18641497194766998, + "learning_rate": 4.592841308745943e-05, + "timestep_mean": 582.8125, + "epsilon_norm": 7.371140480041504, + "prediction_norm": 6.019619941711426, + "timestamp": "2025-07-14T12:34:35.534395" + }, + { + "epoch": 1725, + "batch_idx": 128, + "loss": 0.3661677837371826, + "learning_rate": 4.592841308745943e-05, + "timestep_mean": 493.84375, + "epsilon_norm": 7.845788955688477, + "prediction_norm": 6.607600212097168, + "timestamp": "2025-07-14T12:34:35.539490" + }, + { + "epoch": 1725, + "batch_idx": 160, + "loss": 0.1701478809118271, + "learning_rate": 4.592841308745943e-05, + "timestep_mean": 568.03125, + "epsilon_norm": 8.574630737304688, + "prediction_norm": 8.034126281738281, + "timestamp": "2025-07-14T12:34:35.544645" + }, + { + "epoch": 1725, + "batch_idx": 192, + "loss": 0.12313657253980637, + "learning_rate": 4.592841308745943e-05, + "timestep_mean": 608.125, + "epsilon_norm": 3.3262789249420166, + "prediction_norm": 3.3920631408691406, + "timestamp": "2025-07-14T12:34:35.549758" + }, + { + "epoch": 1726, + "batch_idx": 0, + "loss": 0.2961888313293457, + "learning_rate": 4.560015882197993e-05, + "timestep_mean": 515.5, + "epsilon_norm": 8.024420738220215, + "prediction_norm": 7.126372337341309, + "timestamp": "2025-07-14T12:34:35.555032" + }, + { + "epoch": 1726, + "batch_idx": 32, + "loss": 0.23425042629241943, + "learning_rate": 4.560015882197993e-05, + "timestep_mean": 476.125, + "epsilon_norm": 7.478793621063232, + "prediction_norm": 5.671377182006836, + "timestamp": "2025-07-14T12:34:35.560099" + }, + { + "epoch": 1726, + "batch_idx": 64, + "loss": 0.3167194724082947, + "learning_rate": 4.560015882197993e-05, + "timestep_mean": 439.25, + "epsilon_norm": 7.868887424468994, + "prediction_norm": 6.164743900299072, + "timestamp": "2025-07-14T12:34:35.565130" + }, + { + "epoch": 1726, + "batch_idx": 96, + "loss": 0.23774895071983337, + "learning_rate": 4.560015882197993e-05, + "timestep_mean": 531.75, + "epsilon_norm": 6.930499076843262, + "prediction_norm": 6.304894924163818, + "timestamp": "2025-07-14T12:34:35.570315" + }, + { + "epoch": 1726, + "batch_idx": 128, + "loss": 0.1300584077835083, + "learning_rate": 4.560015882197993e-05, + "timestep_mean": 589.4375, + "epsilon_norm": 7.6272125244140625, + "prediction_norm": 6.761503219604492, + "timestamp": "2025-07-14T12:34:35.575568" + }, + { + "epoch": 1726, + "batch_idx": 160, + "loss": 0.18291078507900238, + "learning_rate": 4.560015882197993e-05, + "timestep_mean": 598.125, + "epsilon_norm": 7.84639310836792, + "prediction_norm": 6.873179912567139, + "timestamp": "2025-07-14T12:34:35.580801" + }, + { + "epoch": 1726, + "batch_idx": 192, + "loss": 0.21236902475357056, + "learning_rate": 4.560015882197993e-05, + "timestep_mean": 587.5, + "epsilon_norm": 4.46524715423584, + "prediction_norm": 4.060328483581543, + "timestamp": "2025-07-14T12:34:35.585967" + }, + { + "epoch": 1727, + "batch_idx": 0, + "loss": 0.334722638130188, + "learning_rate": 4.527302574293813e-05, + "timestep_mean": 493.78125, + "epsilon_norm": 8.020983695983887, + "prediction_norm": 6.624623775482178, + "timestamp": "2025-07-14T12:34:35.591275" + }, + { + "epoch": 1727, + "batch_idx": 32, + "loss": 0.18183234333992004, + "learning_rate": 4.527302574293813e-05, + "timestep_mean": 511.5, + "epsilon_norm": 7.565996170043945, + "prediction_norm": 6.815685749053955, + "timestamp": "2025-07-14T12:34:35.596497" + }, + { + "epoch": 1727, + "batch_idx": 64, + "loss": 0.42751166224479675, + "learning_rate": 4.527302574293813e-05, + "timestep_mean": 440.625, + "epsilon_norm": 8.125202178955078, + "prediction_norm": 6.837878704071045, + "timestamp": "2025-07-14T12:34:35.601612" + }, + { + "epoch": 1727, + "batch_idx": 96, + "loss": 0.3245552182197571, + "learning_rate": 4.527302574293813e-05, + "timestep_mean": 459.125, + "epsilon_norm": 8.191259384155273, + "prediction_norm": 6.71997594833374, + "timestamp": "2025-07-14T12:34:35.606782" + }, + { + "epoch": 1727, + "batch_idx": 128, + "loss": 0.33908313512802124, + "learning_rate": 4.527302574293813e-05, + "timestep_mean": 420.625, + "epsilon_norm": 6.802016258239746, + "prediction_norm": 6.17564058303833, + "timestamp": "2025-07-14T12:34:35.612006" + }, + { + "epoch": 1727, + "batch_idx": 160, + "loss": 0.4318946301937103, + "learning_rate": 4.527302574293813e-05, + "timestep_mean": 432.03125, + "epsilon_norm": 7.890121936798096, + "prediction_norm": 5.708915710449219, + "timestamp": "2025-07-14T12:34:35.617316" + }, + { + "epoch": 1727, + "batch_idx": 192, + "loss": 0.13221371173858643, + "learning_rate": 4.527302574293813e-05, + "timestep_mean": 496.625, + "epsilon_norm": 4.067806243896484, + "prediction_norm": 3.8686935901641846, + "timestamp": "2025-07-14T12:34:35.622450" + }, + { + "epoch": 1728, + "batch_idx": 0, + "loss": 0.24690672755241394, + "learning_rate": 4.4947014657502176e-05, + "timestep_mean": 562.84375, + "epsilon_norm": 7.634829521179199, + "prediction_norm": 7.2161946296691895, + "timestamp": "2025-07-14T12:34:35.627553" + }, + { + "epoch": 1728, + "batch_idx": 32, + "loss": 0.20430435240268707, + "learning_rate": 4.4947014657502176e-05, + "timestep_mean": 575.71875, + "epsilon_norm": 8.50597858428955, + "prediction_norm": 7.043398857116699, + "timestamp": "2025-07-14T12:34:35.632768" + }, + { + "epoch": 1728, + "batch_idx": 64, + "loss": 0.36737746000289917, + "learning_rate": 4.4947014657502176e-05, + "timestep_mean": 462.1875, + "epsilon_norm": 8.872563362121582, + "prediction_norm": 7.801595211029053, + "timestamp": "2025-07-14T12:34:35.638002" + }, + { + "epoch": 1728, + "batch_idx": 96, + "loss": 0.19388936460018158, + "learning_rate": 4.4947014657502176e-05, + "timestep_mean": 484.09375, + "epsilon_norm": 7.945619106292725, + "prediction_norm": 6.93372917175293, + "timestamp": "2025-07-14T12:34:35.643088" + }, + { + "epoch": 1728, + "batch_idx": 128, + "loss": 0.22479671239852905, + "learning_rate": 4.4947014657502176e-05, + "timestep_mean": 479.65625, + "epsilon_norm": 9.197114944458008, + "prediction_norm": 7.842693328857422, + "timestamp": "2025-07-14T12:34:35.648347" + }, + { + "epoch": 1728, + "batch_idx": 160, + "loss": 0.2364020198583603, + "learning_rate": 4.4947014657502176e-05, + "timestep_mean": 478.25, + "epsilon_norm": 8.755463600158691, + "prediction_norm": 7.02946662902832, + "timestamp": "2025-07-14T12:34:35.653598" + }, + { + "epoch": 1728, + "batch_idx": 192, + "loss": 0.0576997846364975, + "learning_rate": 4.4947014657502176e-05, + "timestep_mean": 672.125, + "epsilon_norm": 3.7505781650543213, + "prediction_norm": 3.442643880844116, + "timestamp": "2025-07-14T12:34:35.658870" + }, + { + "epoch": 1729, + "batch_idx": 0, + "loss": 0.1911398321390152, + "learning_rate": 4.462212637007213e-05, + "timestep_mean": 495.84375, + "epsilon_norm": 8.098982810974121, + "prediction_norm": 7.552119255065918, + "timestamp": "2025-07-14T12:34:35.664067" + }, + { + "epoch": 1729, + "batch_idx": 32, + "loss": 0.45694851875305176, + "learning_rate": 4.462212637007213e-05, + "timestep_mean": 511.59375, + "epsilon_norm": 8.655961036682129, + "prediction_norm": 7.103768348693848, + "timestamp": "2025-07-14T12:34:35.669182" + }, + { + "epoch": 1729, + "batch_idx": 64, + "loss": 0.12410838156938553, + "learning_rate": 4.462212637007213e-05, + "timestep_mean": 568.6875, + "epsilon_norm": 8.781411170959473, + "prediction_norm": 7.995504379272461, + "timestamp": "2025-07-14T12:34:35.674340" + }, + { + "epoch": 1729, + "batch_idx": 96, + "loss": 0.21983850002288818, + "learning_rate": 4.462212637007213e-05, + "timestep_mean": 538.9375, + "epsilon_norm": 8.030088424682617, + "prediction_norm": 6.6548004150390625, + "timestamp": "2025-07-14T12:34:35.679567" + }, + { + "epoch": 1729, + "batch_idx": 128, + "loss": 0.45076191425323486, + "learning_rate": 4.462212637007213e-05, + "timestep_mean": 436.4375, + "epsilon_norm": 7.822466850280762, + "prediction_norm": 6.301429748535156, + "timestamp": "2025-07-14T12:34:35.684769" + }, + { + "epoch": 1729, + "batch_idx": 160, + "loss": 0.3876245617866516, + "learning_rate": 4.462212637007213e-05, + "timestep_mean": 465.75, + "epsilon_norm": 8.18907356262207, + "prediction_norm": 6.625848293304443, + "timestamp": "2025-07-14T12:34:35.689885" + }, + { + "epoch": 1729, + "batch_idx": 192, + "loss": 0.08819177746772766, + "learning_rate": 4.462212637007213e-05, + "timestep_mean": 697.875, + "epsilon_norm": 2.379910469055176, + "prediction_norm": 2.436511993408203, + "timestamp": "2025-07-14T12:34:35.694967" + }, + { + "epoch": 1730, + "batch_idx": 0, + "loss": 0.23081821203231812, + "learning_rate": 4.4298361682277364e-05, + "timestep_mean": 486.375, + "epsilon_norm": 8.07812786102295, + "prediction_norm": 6.994115352630615, + "timestamp": "2025-07-14T12:34:35.700350" + }, + { + "epoch": 1730, + "batch_idx": 32, + "loss": 0.14498576521873474, + "learning_rate": 4.4298361682277364e-05, + "timestep_mean": 489.65625, + "epsilon_norm": 7.395905017852783, + "prediction_norm": 6.277708530426025, + "timestamp": "2025-07-14T12:34:35.705507" + }, + { + "epoch": 1730, + "batch_idx": 64, + "loss": 0.1529703140258789, + "learning_rate": 4.4298361682277364e-05, + "timestep_mean": 610.53125, + "epsilon_norm": 9.075603485107422, + "prediction_norm": 8.367584228515625, + "timestamp": "2025-07-14T12:34:35.710736" + }, + { + "epoch": 1730, + "batch_idx": 96, + "loss": 0.14251437783241272, + "learning_rate": 4.4298361682277364e-05, + "timestep_mean": 601.96875, + "epsilon_norm": 8.26242446899414, + "prediction_norm": 7.984019756317139, + "timestamp": "2025-07-14T12:34:35.715864" + }, + { + "epoch": 1730, + "batch_idx": 128, + "loss": 0.1501472145318985, + "learning_rate": 4.4298361682277364e-05, + "timestep_mean": 525.15625, + "epsilon_norm": 7.3206682205200195, + "prediction_norm": 7.012246131896973, + "timestamp": "2025-07-14T12:34:35.720933" + }, + { + "epoch": 1730, + "batch_idx": 160, + "loss": 0.17192184925079346, + "learning_rate": 4.4298361682277364e-05, + "timestep_mean": 525.75, + "epsilon_norm": 7.296710968017578, + "prediction_norm": 6.5806193351745605, + "timestamp": "2025-07-14T12:34:35.728789" + }, + { + "epoch": 1730, + "batch_idx": 192, + "loss": 0.03353121876716614, + "learning_rate": 4.4298361682277364e-05, + "timestep_mean": 666.375, + "epsilon_norm": 4.424522876739502, + "prediction_norm": 4.412160873413086, + "timestamp": "2025-07-14T12:34:35.735765" + }, + { + "epoch": 1731, + "batch_idx": 0, + "loss": 0.30781275033950806, + "learning_rate": 4.3975721392975295e-05, + "timestep_mean": 519.625, + "epsilon_norm": 7.813992977142334, + "prediction_norm": 6.829104900360107, + "timestamp": "2025-07-14T12:34:35.742541" + }, + { + "epoch": 1731, + "batch_idx": 32, + "loss": 0.27780425548553467, + "learning_rate": 4.3975721392975295e-05, + "timestep_mean": 514.71875, + "epsilon_norm": 8.84876537322998, + "prediction_norm": 7.929931163787842, + "timestamp": "2025-07-14T12:34:35.750681" + }, + { + "epoch": 1731, + "batch_idx": 64, + "loss": 0.22013403475284576, + "learning_rate": 4.3975721392975295e-05, + "timestep_mean": 486.0, + "epsilon_norm": 7.505146026611328, + "prediction_norm": 6.327320575714111, + "timestamp": "2025-07-14T12:34:35.757117" + }, + { + "epoch": 1731, + "batch_idx": 96, + "loss": 0.5625324249267578, + "learning_rate": 4.3975721392975295e-05, + "timestep_mean": 490.0625, + "epsilon_norm": 8.287498474121094, + "prediction_norm": 6.342773914337158, + "timestamp": "2025-07-14T12:34:35.763712" + }, + { + "epoch": 1731, + "batch_idx": 128, + "loss": 0.1844072788953781, + "learning_rate": 4.3975721392975295e-05, + "timestep_mean": 569.125, + "epsilon_norm": 8.603975296020508, + "prediction_norm": 7.025274276733398, + "timestamp": "2025-07-14T12:34:35.770138" + }, + { + "epoch": 1731, + "batch_idx": 160, + "loss": 0.36880797147750854, + "learning_rate": 4.3975721392975295e-05, + "timestep_mean": 428.15625, + "epsilon_norm": 9.16140365600586, + "prediction_norm": 7.871310710906982, + "timestamp": "2025-07-14T12:34:35.776658" + }, + { + "epoch": 1731, + "batch_idx": 192, + "loss": 0.5347887873649597, + "learning_rate": 4.3975721392975295e-05, + "timestep_mean": 541.375, + "epsilon_norm": 3.5761771202087402, + "prediction_norm": 2.7866084575653076, + "timestamp": "2025-07-14T12:34:35.782551" + }, + { + "epoch": 1732, + "batch_idx": 0, + "loss": 0.3861720561981201, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 406.25, + "epsilon_norm": 8.433547973632812, + "prediction_norm": 6.290695667266846, + "timestamp": "2025-07-14T12:34:35.788126" + }, + { + "epoch": 1732, + "batch_idx": 32, + "loss": 0.17106367647647858, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 509.375, + "epsilon_norm": 7.23956823348999, + "prediction_norm": 6.374200820922852, + "timestamp": "2025-07-14T12:34:35.793322" + }, + { + "epoch": 1732, + "batch_idx": 64, + "loss": 0.25503453612327576, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 498.15625, + "epsilon_norm": 7.863293170928955, + "prediction_norm": 6.113106727600098, + "timestamp": "2025-07-14T12:34:35.798515" + }, + { + "epoch": 1732, + "batch_idx": 96, + "loss": 0.3405953645706177, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 462.25, + "epsilon_norm": 8.458855628967285, + "prediction_norm": 7.2278289794921875, + "timestamp": "2025-07-14T12:34:35.803754" + }, + { + "epoch": 1732, + "batch_idx": 128, + "loss": 0.11558607220649719, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 571.25, + "epsilon_norm": 7.657642841339111, + "prediction_norm": 6.934174537658691, + "timestamp": "2025-07-14T12:34:35.809094" + }, + { + "epoch": 1732, + "batch_idx": 160, + "loss": 0.14208726584911346, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 494.3125, + "epsilon_norm": 7.862140655517578, + "prediction_norm": 7.427834987640381, + "timestamp": "2025-07-14T12:34:35.814177" + }, + { + "epoch": 1732, + "batch_idx": 192, + "loss": 0.062302038073539734, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 578.5, + "epsilon_norm": 2.854846715927124, + "prediction_norm": 2.640617847442627, + "timestamp": "2025-07-14T12:34:35.819248" + }, + { + "epoch": 1733, + "batch_idx": 0, + "loss": 0.2618462145328522, + "learning_rate": 4.3333817191403955e-05, + "timestep_mean": 522.75, + "epsilon_norm": 7.742112636566162, + "prediction_norm": 7.561262607574463, + "timestamp": "2025-07-14T12:34:35.824418" + }, + { + "epoch": 1733, + "batch_idx": 32, + "loss": 0.5586762428283691, + "learning_rate": 4.3333817191403955e-05, + "timestep_mean": 522.75, + "epsilon_norm": 9.63101863861084, + "prediction_norm": 7.635307788848877, + "timestamp": "2025-07-14T12:34:35.829453" + }, + { + "epoch": 1733, + "batch_idx": 64, + "loss": 0.2518436312675476, + "learning_rate": 4.3333817191403955e-05, + "timestep_mean": 561.4375, + "epsilon_norm": 7.111771583557129, + "prediction_norm": 6.450737953186035, + "timestamp": "2025-07-14T12:34:35.834619" + }, + { + "epoch": 1733, + "batch_idx": 96, + "loss": 0.2996288537979126, + "learning_rate": 4.3333817191403955e-05, + "timestep_mean": 511.0625, + "epsilon_norm": 7.467658042907715, + "prediction_norm": 6.19032621383667, + "timestamp": "2025-07-14T12:34:35.839738" + }, + { + "epoch": 1733, + "batch_idx": 128, + "loss": 0.34260550141334534, + "learning_rate": 4.3333817191403955e-05, + "timestep_mean": 490.84375, + "epsilon_norm": 8.13707160949707, + "prediction_norm": 6.437326431274414, + "timestamp": "2025-07-14T12:34:35.844731" + }, + { + "epoch": 1733, + "batch_idx": 160, + "loss": 0.14476758241653442, + "learning_rate": 4.3333817191403955e-05, + "timestep_mean": 513.75, + "epsilon_norm": 7.642129421234131, + "prediction_norm": 7.0525407791137695, + "timestamp": "2025-07-14T12:34:35.849665" + }, + { + "epoch": 1733, + "batch_idx": 192, + "loss": 0.2531943917274475, + "learning_rate": 4.3333817191403955e-05, + "timestep_mean": 394.75, + "epsilon_norm": 4.6647443771362305, + "prediction_norm": 3.835047721862793, + "timestamp": "2025-07-14T12:34:35.854929" + }, + { + "epoch": 1734, + "batch_idx": 0, + "loss": 0.17424404621124268, + "learning_rate": 4.3014554862969466e-05, + "timestep_mean": 500.28125, + "epsilon_norm": 8.076348304748535, + "prediction_norm": 6.792356491088867, + "timestamp": "2025-07-14T12:34:35.860073" + }, + { + "epoch": 1734, + "batch_idx": 32, + "loss": 0.3694438934326172, + "learning_rate": 4.3014554862969466e-05, + "timestep_mean": 488.15625, + "epsilon_norm": 8.123035430908203, + "prediction_norm": 6.643538475036621, + "timestamp": "2025-07-14T12:34:35.865201" + }, + { + "epoch": 1734, + "batch_idx": 64, + "loss": 0.30861514806747437, + "learning_rate": 4.3014554862969466e-05, + "timestep_mean": 570.8125, + "epsilon_norm": 8.611542701721191, + "prediction_norm": 6.492210865020752, + "timestamp": "2025-07-14T12:34:35.870193" + }, + { + "epoch": 1734, + "batch_idx": 96, + "loss": 0.38590866327285767, + "learning_rate": 4.3014554862969466e-05, + "timestep_mean": 430.25, + "epsilon_norm": 8.277168273925781, + "prediction_norm": 6.454843521118164, + "timestamp": "2025-07-14T12:34:35.875339" + }, + { + "epoch": 1734, + "batch_idx": 128, + "loss": 0.13541258871555328, + "learning_rate": 4.3014554862969466e-05, + "timestep_mean": 508.375, + "epsilon_norm": 8.887762069702148, + "prediction_norm": 8.433100700378418, + "timestamp": "2025-07-14T12:34:35.880735" + }, + { + "epoch": 1734, + "batch_idx": 160, + "loss": 0.47104954719543457, + "learning_rate": 4.3014554862969466e-05, + "timestep_mean": 503.375, + "epsilon_norm": 8.807586669921875, + "prediction_norm": 7.304436206817627, + "timestamp": "2025-07-14T12:34:35.886997" + }, + { + "epoch": 1734, + "batch_idx": 192, + "loss": 0.3621634244918823, + "learning_rate": 4.3014554862969466e-05, + "timestep_mean": 511.25, + "epsilon_norm": 3.468377113342285, + "prediction_norm": 2.8194189071655273, + "timestamp": "2025-07-14T12:34:35.892890" + }, + { + "epoch": 1735, + "batch_idx": 0, + "loss": 0.1162150576710701, + "learning_rate": 4.26964201006932e-05, + "timestep_mean": 566.71875, + "epsilon_norm": 6.817238807678223, + "prediction_norm": 6.087253570556641, + "timestamp": "2025-07-14T12:34:35.901255" + }, + { + "epoch": 1735, + "batch_idx": 32, + "loss": 0.329179048538208, + "learning_rate": 4.26964201006932e-05, + "timestep_mean": 476.59375, + "epsilon_norm": 7.864506244659424, + "prediction_norm": 6.103143692016602, + "timestamp": "2025-07-14T12:34:35.908319" + }, + { + "epoch": 1735, + "batch_idx": 64, + "loss": 0.21300339698791504, + "learning_rate": 4.26964201006932e-05, + "timestep_mean": 503.40625, + "epsilon_norm": 6.649864673614502, + "prediction_norm": 5.7871809005737305, + "timestamp": "2025-07-14T12:34:35.914910" + }, + { + "epoch": 1735, + "batch_idx": 96, + "loss": 0.20779499411582947, + "learning_rate": 4.26964201006932e-05, + "timestep_mean": 481.625, + "epsilon_norm": 8.591280937194824, + "prediction_norm": 7.679171562194824, + "timestamp": "2025-07-14T12:34:35.921921" + }, + { + "epoch": 1735, + "batch_idx": 128, + "loss": 0.27698343992233276, + "learning_rate": 4.26964201006932e-05, + "timestep_mean": 568.84375, + "epsilon_norm": 7.121518135070801, + "prediction_norm": 5.659750461578369, + "timestamp": "2025-07-14T12:34:35.929762" + }, + { + "epoch": 1735, + "batch_idx": 160, + "loss": 0.19544504582881927, + "learning_rate": 4.26964201006932e-05, + "timestep_mean": 446.65625, + "epsilon_norm": 7.261921405792236, + "prediction_norm": 6.494230270385742, + "timestamp": "2025-07-14T12:34:35.936340" + }, + { + "epoch": 1735, + "batch_idx": 192, + "loss": 0.09267829358577728, + "learning_rate": 4.26964201006932e-05, + "timestep_mean": 617.375, + "epsilon_norm": 4.806249141693115, + "prediction_norm": 4.569312572479248, + "timestamp": "2025-07-14T12:34:35.943141" + }, + { + "epoch": 1736, + "batch_idx": 0, + "loss": 0.09244579076766968, + "learning_rate": 4.237941368954124e-05, + "timestep_mean": 474.1875, + "epsilon_norm": 7.602378845214844, + "prediction_norm": 7.37260103225708, + "timestamp": "2025-07-14T12:34:35.950612" + }, + { + "epoch": 1736, + "batch_idx": 32, + "loss": 0.23508217930793762, + "learning_rate": 4.237941368954124e-05, + "timestep_mean": 472.09375, + "epsilon_norm": 8.000123977661133, + "prediction_norm": 7.095512866973877, + "timestamp": "2025-07-14T12:34:35.959013" + }, + { + "epoch": 1736, + "batch_idx": 64, + "loss": 0.35676681995391846, + "learning_rate": 4.237941368954124e-05, + "timestep_mean": 497.625, + "epsilon_norm": 7.641360282897949, + "prediction_norm": 6.398634910583496, + "timestamp": "2025-07-14T12:34:35.967337" + }, + { + "epoch": 1736, + "batch_idx": 96, + "loss": 0.27511656284332275, + "learning_rate": 4.237941368954124e-05, + "timestep_mean": 486.40625, + "epsilon_norm": 8.859304428100586, + "prediction_norm": 7.661071300506592, + "timestamp": "2025-07-14T12:34:35.975693" + }, + { + "epoch": 1736, + "batch_idx": 128, + "loss": 0.41997450590133667, + "learning_rate": 4.237941368954124e-05, + "timestep_mean": 421.34375, + "epsilon_norm": 7.916631698608398, + "prediction_norm": 5.843443393707275, + "timestamp": "2025-07-14T12:34:35.983890" + }, + { + "epoch": 1736, + "batch_idx": 160, + "loss": 0.14874954521656036, + "learning_rate": 4.237941368954124e-05, + "timestep_mean": 580.53125, + "epsilon_norm": 7.037569522857666, + "prediction_norm": 6.294425010681152, + "timestamp": "2025-07-14T12:34:35.991144" + }, + { + "epoch": 1736, + "batch_idx": 192, + "loss": 0.5509231090545654, + "learning_rate": 4.237941368954124e-05, + "timestep_mean": 344.0, + "epsilon_norm": 3.471853494644165, + "prediction_norm": 2.511990785598755, + "timestamp": "2025-07-14T12:34:35.998476" + }, + { + "epoch": 1737, + "batch_idx": 0, + "loss": 0.43440407514572144, + "learning_rate": 4.2063536411695255e-05, + "timestep_mean": 442.21875, + "epsilon_norm": 8.412138938903809, + "prediction_norm": 6.456554889678955, + "timestamp": "2025-07-14T12:34:36.005287" + }, + { + "epoch": 1737, + "batch_idx": 32, + "loss": 0.11981672048568726, + "learning_rate": 4.2063536411695255e-05, + "timestep_mean": 532.125, + "epsilon_norm": 8.909358978271484, + "prediction_norm": 8.1430025100708, + "timestamp": "2025-07-14T12:34:36.010873" + }, + { + "epoch": 1737, + "batch_idx": 64, + "loss": 0.2033003270626068, + "learning_rate": 4.2063536411695255e-05, + "timestep_mean": 556.625, + "epsilon_norm": 7.493655204772949, + "prediction_norm": 6.602916717529297, + "timestamp": "2025-07-14T12:34:36.015847" + }, + { + "epoch": 1737, + "batch_idx": 96, + "loss": 0.22054758667945862, + "learning_rate": 4.2063536411695255e-05, + "timestep_mean": 440.96875, + "epsilon_norm": 7.729514122009277, + "prediction_norm": 6.622692584991455, + "timestamp": "2025-07-14T12:34:36.020666" + }, + { + "epoch": 1737, + "batch_idx": 128, + "loss": 0.2897473871707916, + "learning_rate": 4.2063536411695255e-05, + "timestep_mean": 518.75, + "epsilon_norm": 9.712506294250488, + "prediction_norm": 8.220014572143555, + "timestamp": "2025-07-14T12:34:36.025555" + }, + { + "epoch": 1737, + "batch_idx": 160, + "loss": 0.320182204246521, + "learning_rate": 4.2063536411695255e-05, + "timestep_mean": 518.40625, + "epsilon_norm": 8.407326698303223, + "prediction_norm": 7.61093282699585, + "timestamp": "2025-07-14T12:34:36.030498" + }, + { + "epoch": 1737, + "batch_idx": 192, + "loss": 0.8198460340499878, + "learning_rate": 4.2063536411695255e-05, + "timestep_mean": 376.125, + "epsilon_norm": 5.130366325378418, + "prediction_norm": 3.216917037963867, + "timestamp": "2025-07-14T12:34:36.035493" + }, + { + "epoch": 1738, + "batch_idx": 0, + "loss": 0.24757829308509827, + "learning_rate": 4.1748789046551005e-05, + "timestep_mean": 467.75, + "epsilon_norm": 7.842550277709961, + "prediction_norm": 6.666985034942627, + "timestamp": "2025-07-14T12:34:36.040359" + }, + { + "epoch": 1738, + "batch_idx": 32, + "loss": 0.4708254933357239, + "learning_rate": 4.1748789046551005e-05, + "timestep_mean": 482.34375, + "epsilon_norm": 8.493673324584961, + "prediction_norm": 6.271403789520264, + "timestamp": "2025-07-14T12:34:36.045325" + }, + { + "epoch": 1738, + "batch_idx": 64, + "loss": 0.14171382784843445, + "learning_rate": 4.1748789046551005e-05, + "timestep_mean": 557.40625, + "epsilon_norm": 7.5873613357543945, + "prediction_norm": 7.426051139831543, + "timestamp": "2025-07-14T12:34:36.050430" + }, + { + "epoch": 1738, + "batch_idx": 96, + "loss": 0.4013822674751282, + "learning_rate": 4.1748789046551005e-05, + "timestep_mean": 477.0, + "epsilon_norm": 8.709169387817383, + "prediction_norm": 7.147683620452881, + "timestamp": "2025-07-14T12:34:36.055574" + }, + { + "epoch": 1738, + "batch_idx": 128, + "loss": 0.23862594366073608, + "learning_rate": 4.1748789046551005e-05, + "timestep_mean": 490.71875, + "epsilon_norm": 6.997503280639648, + "prediction_norm": 5.745115756988525, + "timestamp": "2025-07-14T12:34:36.060459" + }, + { + "epoch": 1738, + "batch_idx": 160, + "loss": 0.11356622725725174, + "learning_rate": 4.1748789046551005e-05, + "timestep_mean": 504.6875, + "epsilon_norm": 7.376588344573975, + "prediction_norm": 6.73663330078125, + "timestamp": "2025-07-14T12:34:36.065433" + }, + { + "epoch": 1738, + "batch_idx": 192, + "loss": 0.607624888420105, + "learning_rate": 4.1748789046551005e-05, + "timestep_mean": 425.625, + "epsilon_norm": 4.7846150398254395, + "prediction_norm": 3.825000762939453, + "timestamp": "2025-07-14T12:34:36.070544" + }, + { + "epoch": 1739, + "batch_idx": 0, + "loss": 0.3159525394439697, + "learning_rate": 4.143517237071649e-05, + "timestep_mean": 469.96875, + "epsilon_norm": 7.847082138061523, + "prediction_norm": 6.844104766845703, + "timestamp": "2025-07-14T12:34:36.075680" + }, + { + "epoch": 1739, + "batch_idx": 32, + "loss": 0.27557647228240967, + "learning_rate": 4.143517237071649e-05, + "timestep_mean": 499.21875, + "epsilon_norm": 9.019991874694824, + "prediction_norm": 7.794964790344238, + "timestamp": "2025-07-14T12:34:36.080625" + }, + { + "epoch": 1739, + "batch_idx": 64, + "loss": 0.21727019548416138, + "learning_rate": 4.143517237071649e-05, + "timestep_mean": 509.90625, + "epsilon_norm": 8.791467666625977, + "prediction_norm": 7.501043319702148, + "timestamp": "2025-07-14T12:34:36.085548" + }, + { + "epoch": 1739, + "batch_idx": 96, + "loss": 0.1750405728816986, + "learning_rate": 4.143517237071649e-05, + "timestep_mean": 492.59375, + "epsilon_norm": 8.113622665405273, + "prediction_norm": 7.012931823730469, + "timestamp": "2025-07-14T12:34:36.090435" + }, + { + "epoch": 1739, + "batch_idx": 128, + "loss": 0.24343132972717285, + "learning_rate": 4.143517237071649e-05, + "timestep_mean": 480.53125, + "epsilon_norm": 8.397018432617188, + "prediction_norm": 7.19803524017334, + "timestamp": "2025-07-14T12:34:36.095617" + }, + { + "epoch": 1739, + "batch_idx": 160, + "loss": 0.1823621690273285, + "learning_rate": 4.143517237071649e-05, + "timestep_mean": 563.71875, + "epsilon_norm": 8.211335182189941, + "prediction_norm": 7.545744895935059, + "timestamp": "2025-07-14T12:34:36.100896" + }, + { + "epoch": 1739, + "batch_idx": 192, + "loss": 0.6808013916015625, + "learning_rate": 4.143517237071649e-05, + "timestep_mean": 370.875, + "epsilon_norm": 4.236270427703857, + "prediction_norm": 2.673661708831787, + "timestamp": "2025-07-14T12:34:36.105923" + }, + { + "epoch": 1740, + "batch_idx": 0, + "loss": 0.3098989427089691, + "learning_rate": 4.112268715800944e-05, + "timestep_mean": 418.0625, + "epsilon_norm": 7.953652858734131, + "prediction_norm": 6.065967082977295, + "timestamp": "2025-07-14T12:34:36.110997" + }, + { + "epoch": 1740, + "batch_idx": 32, + "loss": 0.19712218642234802, + "learning_rate": 4.112268715800944e-05, + "timestep_mean": 555.9375, + "epsilon_norm": 8.651291847229004, + "prediction_norm": 8.01871395111084, + "timestamp": "2025-07-14T12:34:36.116120" + }, + { + "epoch": 1740, + "batch_idx": 64, + "loss": 0.15543313324451447, + "learning_rate": 4.112268715800944e-05, + "timestep_mean": 513.0625, + "epsilon_norm": 7.798561096191406, + "prediction_norm": 7.149786472320557, + "timestamp": "2025-07-14T12:34:36.121226" + }, + { + "epoch": 1740, + "batch_idx": 96, + "loss": 0.23782551288604736, + "learning_rate": 4.112268715800944e-05, + "timestep_mean": 558.4375, + "epsilon_norm": 9.020938873291016, + "prediction_norm": 8.10628890991211, + "timestamp": "2025-07-14T12:34:36.126302" + }, + { + "epoch": 1740, + "batch_idx": 128, + "loss": 0.17361092567443848, + "learning_rate": 4.112268715800944e-05, + "timestep_mean": 487.875, + "epsilon_norm": 8.192466735839844, + "prediction_norm": 7.59099006652832, + "timestamp": "2025-07-14T12:34:36.131437" + }, + { + "epoch": 1740, + "batch_idx": 160, + "loss": 0.15886065363883972, + "learning_rate": 4.112268715800944e-05, + "timestep_mean": 511.21875, + "epsilon_norm": 7.3068671226501465, + "prediction_norm": 7.260122776031494, + "timestamp": "2025-07-14T12:34:36.136547" + }, + { + "epoch": 1740, + "batch_idx": 192, + "loss": 0.2427995800971985, + "learning_rate": 4.112268715800944e-05, + "timestep_mean": 596.25, + "epsilon_norm": 6.269313812255859, + "prediction_norm": 5.436017990112305, + "timestamp": "2025-07-14T12:34:36.141884" + }, + { + "epoch": 1741, + "batch_idx": 0, + "loss": 0.25923585891723633, + "learning_rate": 4.0811334179456154e-05, + "timestep_mean": 445.90625, + "epsilon_norm": 7.888919830322266, + "prediction_norm": 6.605472564697266, + "timestamp": "2025-07-14T12:34:36.146978" + }, + { + "epoch": 1741, + "batch_idx": 32, + "loss": 0.40844792127609253, + "learning_rate": 4.0811334179456154e-05, + "timestep_mean": 453.5, + "epsilon_norm": 8.531128883361816, + "prediction_norm": 6.479736804962158, + "timestamp": "2025-07-14T12:34:36.152040" + }, + { + "epoch": 1741, + "batch_idx": 64, + "loss": 0.2560824155807495, + "learning_rate": 4.0811334179456154e-05, + "timestep_mean": 490.21875, + "epsilon_norm": 7.60538911819458, + "prediction_norm": 6.313133716583252, + "timestamp": "2025-07-14T12:34:36.157165" + }, + { + "epoch": 1741, + "batch_idx": 96, + "loss": 0.360637366771698, + "learning_rate": 4.0811334179456154e-05, + "timestep_mean": 514.09375, + "epsilon_norm": 7.665158271789551, + "prediction_norm": 6.5112223625183105, + "timestamp": "2025-07-14T12:34:36.162288" + }, + { + "epoch": 1741, + "batch_idx": 128, + "loss": 0.20761986076831818, + "learning_rate": 4.0811334179456154e-05, + "timestep_mean": 421.0, + "epsilon_norm": 7.404284954071045, + "prediction_norm": 6.414688587188721, + "timestamp": "2025-07-14T12:34:36.167478" + }, + { + "epoch": 1741, + "batch_idx": 160, + "loss": 0.35340723395347595, + "learning_rate": 4.0811334179456154e-05, + "timestep_mean": 475.75, + "epsilon_norm": 8.796268463134766, + "prediction_norm": 7.580039978027344, + "timestamp": "2025-07-14T12:34:36.172587" + }, + { + "epoch": 1741, + "batch_idx": 192, + "loss": 0.4080711901187897, + "learning_rate": 4.0811334179456154e-05, + "timestep_mean": 612.375, + "epsilon_norm": 3.4693427085876465, + "prediction_norm": 2.66813588142395, + "timestamp": "2025-07-14T12:34:36.177784" + }, + { + "epoch": 1742, + "batch_idx": 0, + "loss": 0.29087018966674805, + "learning_rate": 4.0501114203289394e-05, + "timestep_mean": 511.90625, + "epsilon_norm": 8.144213676452637, + "prediction_norm": 6.805539608001709, + "timestamp": "2025-07-14T12:34:36.182923" + }, + { + "epoch": 1742, + "batch_idx": 32, + "loss": 0.12994170188903809, + "learning_rate": 4.0501114203289394e-05, + "timestep_mean": 608.65625, + "epsilon_norm": 7.398673057556152, + "prediction_norm": 6.906300067901611, + "timestamp": "2025-07-14T12:34:36.188342" + }, + { + "epoch": 1742, + "batch_idx": 64, + "loss": 0.31536245346069336, + "learning_rate": 4.0501114203289394e-05, + "timestep_mean": 387.96875, + "epsilon_norm": 7.214971542358398, + "prediction_norm": 5.400646209716797, + "timestamp": "2025-07-14T12:34:36.193500" + }, + { + "epoch": 1742, + "batch_idx": 96, + "loss": 0.2374582141637802, + "learning_rate": 4.0501114203289394e-05, + "timestep_mean": 428.3125, + "epsilon_norm": 9.129858016967773, + "prediction_norm": 7.549840450286865, + "timestamp": "2025-07-14T12:34:36.198724" + }, + { + "epoch": 1742, + "batch_idx": 128, + "loss": 0.43120601773262024, + "learning_rate": 4.0501114203289394e-05, + "timestep_mean": 466.5625, + "epsilon_norm": 7.899110794067383, + "prediction_norm": 5.89054012298584, + "timestamp": "2025-07-14T12:34:36.203963" + }, + { + "epoch": 1742, + "batch_idx": 160, + "loss": 0.15892446041107178, + "learning_rate": 4.0501114203289394e-05, + "timestep_mean": 571.96875, + "epsilon_norm": 6.803386688232422, + "prediction_norm": 6.208774566650391, + "timestamp": "2025-07-14T12:34:36.209352" + }, + { + "epoch": 1742, + "batch_idx": 192, + "loss": 0.17799967527389526, + "learning_rate": 4.0501114203289394e-05, + "timestep_mean": 592.125, + "epsilon_norm": 4.80810022354126, + "prediction_norm": 4.07865571975708, + "timestamp": "2025-07-14T12:34:36.214539" + }, + { + "epoch": 1743, + "batch_idx": 0, + "loss": 0.24603575468063354, + "learning_rate": 4.019202799494565e-05, + "timestep_mean": 564.40625, + "epsilon_norm": 7.8786301612854, + "prediction_norm": 6.754730224609375, + "timestamp": "2025-07-14T12:34:36.219888" + }, + { + "epoch": 1743, + "batch_idx": 32, + "loss": 0.4377727806568146, + "learning_rate": 4.019202799494565e-05, + "timestep_mean": 458.375, + "epsilon_norm": 8.878363609313965, + "prediction_norm": 7.668748378753662, + "timestamp": "2025-07-14T12:34:36.225176" + }, + { + "epoch": 1743, + "batch_idx": 64, + "loss": 0.140466570854187, + "learning_rate": 4.019202799494565e-05, + "timestep_mean": 569.28125, + "epsilon_norm": 7.609360694885254, + "prediction_norm": 7.096158027648926, + "timestamp": "2025-07-14T12:34:36.230324" + }, + { + "epoch": 1743, + "batch_idx": 96, + "loss": 0.11595724523067474, + "learning_rate": 4.019202799494565e-05, + "timestep_mean": 619.21875, + "epsilon_norm": 7.33414363861084, + "prediction_norm": 6.937330722808838, + "timestamp": "2025-07-14T12:34:36.235560" + }, + { + "epoch": 1743, + "batch_idx": 128, + "loss": 0.22044697403907776, + "learning_rate": 4.019202799494565e-05, + "timestep_mean": 508.0625, + "epsilon_norm": 8.369799613952637, + "prediction_norm": 7.211918354034424, + "timestamp": "2025-07-14T12:34:36.240623" + }, + { + "epoch": 1743, + "batch_idx": 160, + "loss": 0.22777046263217926, + "learning_rate": 4.019202799494565e-05, + "timestep_mean": 587.0625, + "epsilon_norm": 7.8316802978515625, + "prediction_norm": 6.7272796630859375, + "timestamp": "2025-07-14T12:34:36.247912" + }, + { + "epoch": 1743, + "batch_idx": 192, + "loss": 0.07086227089166641, + "learning_rate": 4.019202799494565e-05, + "timestep_mean": 589.875, + "epsilon_norm": 4.178202152252197, + "prediction_norm": 4.418039321899414, + "timestamp": "2025-07-14T12:34:36.252984" + }, + { + "epoch": 1744, + "batch_idx": 0, + "loss": 0.2213279902935028, + "learning_rate": 3.9884076317064924e-05, + "timestep_mean": 508.84375, + "epsilon_norm": 7.089231491088867, + "prediction_norm": 5.885406017303467, + "timestamp": "2025-07-14T12:34:36.261214" + }, + { + "epoch": 1744, + "batch_idx": 32, + "loss": 0.4976235330104828, + "learning_rate": 3.9884076317064924e-05, + "timestep_mean": 383.59375, + "epsilon_norm": 7.57756233215332, + "prediction_norm": 5.3850250244140625, + "timestamp": "2025-07-14T12:34:36.266356" + }, + { + "epoch": 1744, + "batch_idx": 64, + "loss": 0.13458575308322906, + "learning_rate": 3.9884076317064924e-05, + "timestep_mean": 488.03125, + "epsilon_norm": 8.31224250793457, + "prediction_norm": 7.406922817230225, + "timestamp": "2025-07-14T12:34:36.271334" + }, + { + "epoch": 1744, + "batch_idx": 96, + "loss": 0.363288551568985, + "learning_rate": 3.9884076317064924e-05, + "timestep_mean": 503.875, + "epsilon_norm": 8.06213092803955, + "prediction_norm": 6.877790451049805, + "timestamp": "2025-07-14T12:34:36.276194" + }, + { + "epoch": 1744, + "batch_idx": 128, + "loss": 0.2725541889667511, + "learning_rate": 3.9884076317064924e-05, + "timestep_mean": 430.9375, + "epsilon_norm": 8.135703086853027, + "prediction_norm": 6.827019214630127, + "timestamp": "2025-07-14T12:34:36.281050" + }, + { + "epoch": 1744, + "batch_idx": 160, + "loss": 0.19429035484790802, + "learning_rate": 3.9884076317064924e-05, + "timestep_mean": 505.375, + "epsilon_norm": 7.54082727432251, + "prediction_norm": 6.523605823516846, + "timestamp": "2025-07-14T12:34:36.285965" + }, + { + "epoch": 1744, + "batch_idx": 192, + "loss": 0.4540364742279053, + "learning_rate": 3.9884076317064924e-05, + "timestep_mean": 538.75, + "epsilon_norm": 4.160030841827393, + "prediction_norm": 3.2945544719696045, + "timestamp": "2025-07-14T12:34:36.290925" + }, + { + "epoch": 1745, + "batch_idx": 0, + "loss": 0.46668535470962524, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 432.125, + "epsilon_norm": 7.5609540939331055, + "prediction_norm": 5.941099166870117, + "timestamp": "2025-07-14T12:34:36.295802" + }, + { + "epoch": 1745, + "batch_idx": 32, + "loss": 0.2247687131166458, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 547.625, + "epsilon_norm": 8.492920875549316, + "prediction_norm": 7.630351543426514, + "timestamp": "2025-07-14T12:34:36.300654" + }, + { + "epoch": 1745, + "batch_idx": 64, + "loss": 0.22924219071865082, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 425.0625, + "epsilon_norm": 7.984180927276611, + "prediction_norm": 7.133887767791748, + "timestamp": "2025-07-14T12:34:36.305394" + }, + { + "epoch": 1745, + "batch_idx": 96, + "loss": 0.3086867928504944, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 428.96875, + "epsilon_norm": 8.561322212219238, + "prediction_norm": 6.836387634277344, + "timestamp": "2025-07-14T12:34:36.310159" + }, + { + "epoch": 1745, + "batch_idx": 128, + "loss": 0.205396369099617, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 509.6875, + "epsilon_norm": 7.764385223388672, + "prediction_norm": 6.47534704208374, + "timestamp": "2025-07-14T12:34:36.314953" + }, + { + "epoch": 1745, + "batch_idx": 160, + "loss": 0.16670072078704834, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 562.9375, + "epsilon_norm": 8.01542854309082, + "prediction_norm": 7.406566143035889, + "timestamp": "2025-07-14T12:34:36.319675" + }, + { + "epoch": 1745, + "batch_idx": 192, + "loss": 0.22683122754096985, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 373.25, + "epsilon_norm": 3.3382065296173096, + "prediction_norm": 2.9403233528137207, + "timestamp": "2025-07-14T12:34:36.324594" + }, + { + "epoch": 1746, + "batch_idx": 0, + "loss": 0.2553534209728241, + "learning_rate": 3.927157958925082e-05, + "timestep_mean": 499.8125, + "epsilon_norm": 7.585415840148926, + "prediction_norm": 6.774186134338379, + "timestamp": "2025-07-14T12:34:36.329632" + }, + { + "epoch": 1746, + "batch_idx": 32, + "loss": 0.14020174741744995, + "learning_rate": 3.927157958925082e-05, + "timestep_mean": 504.53125, + "epsilon_norm": 8.381205558776855, + "prediction_norm": 7.719594955444336, + "timestamp": "2025-07-14T12:34:36.334501" + }, + { + "epoch": 1746, + "batch_idx": 64, + "loss": 0.17230017483234406, + "learning_rate": 3.927157958925082e-05, + "timestep_mean": 563.125, + "epsilon_norm": 7.91767692565918, + "prediction_norm": 7.612529754638672, + "timestamp": "2025-07-14T12:34:36.339327" + }, + { + "epoch": 1746, + "batch_idx": 96, + "loss": 0.6787406802177429, + "learning_rate": 3.927157958925082e-05, + "timestep_mean": 412.1875, + "epsilon_norm": 8.815613746643066, + "prediction_norm": 5.418493747711182, + "timestamp": "2025-07-14T12:34:36.344116" + }, + { + "epoch": 1746, + "batch_idx": 128, + "loss": 0.21149355173110962, + "learning_rate": 3.927157958925082e-05, + "timestep_mean": 430.84375, + "epsilon_norm": 7.659791946411133, + "prediction_norm": 6.691714286804199, + "timestamp": "2025-07-14T12:34:36.348964" + }, + { + "epoch": 1746, + "batch_idx": 160, + "loss": 0.19877761602401733, + "learning_rate": 3.927157958925082e-05, + "timestep_mean": 534.375, + "epsilon_norm": 7.282374382019043, + "prediction_norm": 5.919534683227539, + "timestamp": "2025-07-14T12:34:36.353817" + }, + { + "epoch": 1746, + "batch_idx": 192, + "loss": 0.2526325583457947, + "learning_rate": 3.927157958925082e-05, + "timestep_mean": 521.25, + "epsilon_norm": 3.7150232791900635, + "prediction_norm": 3.1401970386505127, + "timestamp": "2025-07-14T12:34:36.358905" + }, + { + "epoch": 1747, + "batch_idx": 0, + "loss": 0.31438204646110535, + "learning_rate": 3.896703605059243e-05, + "timestep_mean": 552.59375, + "epsilon_norm": 8.11612606048584, + "prediction_norm": 6.705033302307129, + "timestamp": "2025-07-14T12:34:36.363757" + }, + { + "epoch": 1747, + "batch_idx": 32, + "loss": 0.45510396361351013, + "learning_rate": 3.896703605059243e-05, + "timestep_mean": 428.875, + "epsilon_norm": 7.0362162590026855, + "prediction_norm": 4.976455211639404, + "timestamp": "2025-07-14T12:34:36.368907" + }, + { + "epoch": 1747, + "batch_idx": 64, + "loss": 0.22619566321372986, + "learning_rate": 3.896703605059243e-05, + "timestep_mean": 492.375, + "epsilon_norm": 7.741839408874512, + "prediction_norm": 7.445036888122559, + "timestamp": "2025-07-14T12:34:36.373853" + }, + { + "epoch": 1747, + "batch_idx": 96, + "loss": 0.17388635873794556, + "learning_rate": 3.896703605059243e-05, + "timestep_mean": 572.5625, + "epsilon_norm": 8.539939880371094, + "prediction_norm": 7.214362621307373, + "timestamp": "2025-07-14T12:34:36.378787" + }, + { + "epoch": 1747, + "batch_idx": 128, + "loss": 0.3386545777320862, + "learning_rate": 3.896703605059243e-05, + "timestep_mean": 521.125, + "epsilon_norm": 7.321957111358643, + "prediction_norm": 6.002790927886963, + "timestamp": "2025-07-14T12:34:36.383736" + }, + { + "epoch": 1747, + "batch_idx": 160, + "loss": 0.20545841753482819, + "learning_rate": 3.896703605059243e-05, + "timestep_mean": 549.25, + "epsilon_norm": 7.17296028137207, + "prediction_norm": 5.894704341888428, + "timestamp": "2025-07-14T12:34:36.388815" + }, + { + "epoch": 1747, + "batch_idx": 192, + "loss": 0.5231768488883972, + "learning_rate": 3.896703605059243e-05, + "timestep_mean": 515.125, + "epsilon_norm": 4.6348958015441895, + "prediction_norm": 3.439816951751709, + "timestamp": "2025-07-14T12:34:36.393918" + }, + { + "epoch": 1748, + "batch_idx": 0, + "loss": 0.37338340282440186, + "learning_rate": 3.866363006494256e-05, + "timestep_mean": 493.3125, + "epsilon_norm": 9.540465354919434, + "prediction_norm": 8.016310691833496, + "timestamp": "2025-07-14T12:34:36.399058" + }, + { + "epoch": 1748, + "batch_idx": 32, + "loss": 0.23652958869934082, + "learning_rate": 3.866363006494256e-05, + "timestep_mean": 484.03125, + "epsilon_norm": 7.580511093139648, + "prediction_norm": 5.99355936050415, + "timestamp": "2025-07-14T12:34:36.404035" + }, + { + "epoch": 1748, + "batch_idx": 64, + "loss": 0.31975528597831726, + "learning_rate": 3.866363006494256e-05, + "timestep_mean": 498.96875, + "epsilon_norm": 8.219684600830078, + "prediction_norm": 6.572962284088135, + "timestamp": "2025-07-14T12:34:36.409038" + }, + { + "epoch": 1748, + "batch_idx": 96, + "loss": 0.2588086724281311, + "learning_rate": 3.866363006494256e-05, + "timestep_mean": 520.3125, + "epsilon_norm": 8.62855339050293, + "prediction_norm": 7.486323356628418, + "timestamp": "2025-07-14T12:34:36.414213" + }, + { + "epoch": 1748, + "batch_idx": 128, + "loss": 0.28110942244529724, + "learning_rate": 3.866363006494256e-05, + "timestep_mean": 478.84375, + "epsilon_norm": 7.843087673187256, + "prediction_norm": 6.265727519989014, + "timestamp": "2025-07-14T12:34:36.419346" + }, + { + "epoch": 1748, + "batch_idx": 160, + "loss": 0.2593795359134674, + "learning_rate": 3.866363006494256e-05, + "timestep_mean": 477.59375, + "epsilon_norm": 7.681864261627197, + "prediction_norm": 6.314335823059082, + "timestamp": "2025-07-14T12:34:36.424438" + }, + { + "epoch": 1748, + "batch_idx": 192, + "loss": 0.13562244176864624, + "learning_rate": 3.866363006494256e-05, + "timestep_mean": 473.375, + "epsilon_norm": 4.280487060546875, + "prediction_norm": 3.9122581481933594, + "timestamp": "2025-07-14T12:34:36.429667" + }, + { + "epoch": 1749, + "batch_idx": 0, + "loss": 0.31323087215423584, + "learning_rate": 3.836136238092553e-05, + "timestep_mean": 459.375, + "epsilon_norm": 8.268709182739258, + "prediction_norm": 6.793542861938477, + "timestamp": "2025-07-14T12:34:36.434652" + }, + { + "epoch": 1749, + "batch_idx": 32, + "loss": 0.30576249957084656, + "learning_rate": 3.836136238092553e-05, + "timestep_mean": 510.625, + "epsilon_norm": 8.756340980529785, + "prediction_norm": 7.257730484008789, + "timestamp": "2025-07-14T12:34:36.439854" + }, + { + "epoch": 1749, + "batch_idx": 64, + "loss": 0.34456372261047363, + "learning_rate": 3.836136238092553e-05, + "timestep_mean": 522.71875, + "epsilon_norm": 8.607121467590332, + "prediction_norm": 6.6698408126831055, + "timestamp": "2025-07-14T12:34:36.444842" + }, + { + "epoch": 1749, + "batch_idx": 96, + "loss": 0.23150615394115448, + "learning_rate": 3.836136238092553e-05, + "timestep_mean": 468.53125, + "epsilon_norm": 8.174878120422363, + "prediction_norm": 7.282837867736816, + "timestamp": "2025-07-14T12:34:36.449835" + }, + { + "epoch": 1749, + "batch_idx": 128, + "loss": 0.3051796853542328, + "learning_rate": 3.836136238092553e-05, + "timestep_mean": 557.65625, + "epsilon_norm": 7.7584228515625, + "prediction_norm": 6.665988922119141, + "timestamp": "2025-07-14T12:34:36.455054" + }, + { + "epoch": 1749, + "batch_idx": 160, + "loss": 0.39364397525787354, + "learning_rate": 3.836136238092553e-05, + "timestep_mean": 506.84375, + "epsilon_norm": 9.125136375427246, + "prediction_norm": 7.2488508224487305, + "timestamp": "2025-07-14T12:34:36.459985" + }, + { + "epoch": 1749, + "batch_idx": 192, + "loss": 1.0683313608169556, + "learning_rate": 3.836136238092553e-05, + "timestep_mean": 484.25, + "epsilon_norm": 5.0398478507995605, + "prediction_norm": 3.2462570667266846, + "timestamp": "2025-07-14T12:34:36.465107" + }, + { + "epoch": 1750, + "batch_idx": 0, + "loss": 0.19394215941429138, + "learning_rate": 3.806023374435663e-05, + "timestep_mean": 483.96875, + "epsilon_norm": 8.370598793029785, + "prediction_norm": 7.743000507354736, + "timestamp": "2025-07-14T12:34:36.470122" + }, + { + "epoch": 1750, + "batch_idx": 32, + "loss": 0.28704899549484253, + "learning_rate": 3.806023374435663e-05, + "timestep_mean": 516.5625, + "epsilon_norm": 8.674125671386719, + "prediction_norm": 7.331549167633057, + "timestamp": "2025-07-14T12:34:36.475168" + }, + { + "epoch": 1750, + "batch_idx": 64, + "loss": 0.2439044564962387, + "learning_rate": 3.806023374435663e-05, + "timestep_mean": 499.09375, + "epsilon_norm": 7.032036781311035, + "prediction_norm": 5.803523063659668, + "timestamp": "2025-07-14T12:34:36.480162" + }, + { + "epoch": 1750, + "batch_idx": 96, + "loss": 0.27542757987976074, + "learning_rate": 3.806023374435663e-05, + "timestep_mean": 455.6875, + "epsilon_norm": 8.531797409057617, + "prediction_norm": 7.37990140914917, + "timestamp": "2025-07-14T12:34:36.485232" + }, + { + "epoch": 1750, + "batch_idx": 128, + "loss": 0.13466781377792358, + "learning_rate": 3.806023374435663e-05, + "timestep_mean": 549.53125, + "epsilon_norm": 8.165301322937012, + "prediction_norm": 7.793449878692627, + "timestamp": "2025-07-14T12:34:36.490270" + }, + { + "epoch": 1750, + "batch_idx": 160, + "loss": 0.3585491478443146, + "learning_rate": 3.806023374435663e-05, + "timestep_mean": 432.71875, + "epsilon_norm": 9.2013521194458, + "prediction_norm": 7.242832183837891, + "timestamp": "2025-07-14T12:34:36.495293" + }, + { + "epoch": 1750, + "batch_idx": 192, + "loss": 0.24754536151885986, + "learning_rate": 3.806023374435663e-05, + "timestep_mean": 549.625, + "epsilon_norm": 4.542046070098877, + "prediction_norm": 4.104033470153809, + "timestamp": "2025-07-14T12:34:36.500359" + }, + { + "epoch": 1751, + "batch_idx": 0, + "loss": 0.2910357117652893, + "learning_rate": 3.7760244898240926e-05, + "timestep_mean": 439.46875, + "epsilon_norm": 7.468164443969727, + "prediction_norm": 5.9599289894104, + "timestamp": "2025-07-14T12:34:36.505332" + }, + { + "epoch": 1751, + "batch_idx": 32, + "loss": 0.278423547744751, + "learning_rate": 3.7760244898240926e-05, + "timestep_mean": 490.4375, + "epsilon_norm": 8.541092872619629, + "prediction_norm": 7.711104393005371, + "timestamp": "2025-07-14T12:34:36.510236" + }, + { + "epoch": 1751, + "batch_idx": 64, + "loss": 0.32994943857192993, + "learning_rate": 3.7760244898240926e-05, + "timestep_mean": 464.3125, + "epsilon_norm": 8.589223861694336, + "prediction_norm": 6.682584762573242, + "timestamp": "2025-07-14T12:34:36.515176" + }, + { + "epoch": 1751, + "batch_idx": 96, + "loss": 0.1784004420042038, + "learning_rate": 3.7760244898240926e-05, + "timestep_mean": 502.4375, + "epsilon_norm": 7.116170883178711, + "prediction_norm": 6.560335159301758, + "timestamp": "2025-07-14T12:34:36.520183" + }, + { + "epoch": 1751, + "batch_idx": 128, + "loss": 0.31411653757095337, + "learning_rate": 3.7760244898240926e-05, + "timestep_mean": 474.78125, + "epsilon_norm": 8.131047248840332, + "prediction_norm": 6.156680583953857, + "timestamp": "2025-07-14T12:34:36.525293" + }, + { + "epoch": 1751, + "batch_idx": 160, + "loss": 0.4177554249763489, + "learning_rate": 3.7760244898240926e-05, + "timestep_mean": 470.28125, + "epsilon_norm": 8.157119750976562, + "prediction_norm": 6.118200302124023, + "timestamp": "2025-07-14T12:34:36.530637" + }, + { + "epoch": 1751, + "batch_idx": 192, + "loss": 0.1770850419998169, + "learning_rate": 3.7760244898240926e-05, + "timestep_mean": 470.625, + "epsilon_norm": 2.8848795890808105, + "prediction_norm": 2.322078227996826, + "timestamp": "2025-07-14T12:34:36.537687" + }, + { + "epoch": 1752, + "batch_idx": 0, + "loss": 0.2547376751899719, + "learning_rate": 3.746139658277092e-05, + "timestep_mean": 491.875, + "epsilon_norm": 6.996767520904541, + "prediction_norm": 6.174887180328369, + "timestamp": "2025-07-14T12:34:36.553812" + }, + { + "epoch": 1752, + "batch_idx": 32, + "loss": 0.33488526940345764, + "learning_rate": 3.746139658277092e-05, + "timestep_mean": 513.375, + "epsilon_norm": 7.675729751586914, + "prediction_norm": 6.4539713859558105, + "timestamp": "2025-07-14T12:34:36.563666" + }, + { + "epoch": 1752, + "batch_idx": 64, + "loss": 0.37379133701324463, + "learning_rate": 3.746139658277092e-05, + "timestep_mean": 476.21875, + "epsilon_norm": 8.258955001831055, + "prediction_norm": 7.468109130859375, + "timestamp": "2025-07-14T12:34:36.571204" + }, + { + "epoch": 1752, + "batch_idx": 96, + "loss": 0.33588069677352905, + "learning_rate": 3.746139658277092e-05, + "timestep_mean": 448.09375, + "epsilon_norm": 7.8108601570129395, + "prediction_norm": 6.052634239196777, + "timestamp": "2025-07-14T12:34:36.577929" + }, + { + "epoch": 1752, + "batch_idx": 128, + "loss": 0.17256388068199158, + "learning_rate": 3.746139658277092e-05, + "timestep_mean": 596.34375, + "epsilon_norm": 8.371485710144043, + "prediction_norm": 7.46902322769165, + "timestamp": "2025-07-14T12:34:36.584801" + }, + { + "epoch": 1752, + "batch_idx": 160, + "loss": 0.3570650815963745, + "learning_rate": 3.746139658277092e-05, + "timestep_mean": 535.75, + "epsilon_norm": 8.413481712341309, + "prediction_norm": 6.935297012329102, + "timestamp": "2025-07-14T12:34:36.591031" + }, + { + "epoch": 1752, + "batch_idx": 192, + "loss": 0.34692198038101196, + "learning_rate": 3.746139658277092e-05, + "timestep_mean": 349.375, + "epsilon_norm": 3.3578546047210693, + "prediction_norm": 2.6913037300109863, + "timestamp": "2025-07-14T12:34:36.597276" + }, + { + "epoch": 1753, + "batch_idx": 0, + "loss": 0.25889861583709717, + "learning_rate": 3.716368953532545e-05, + "timestep_mean": 492.125, + "epsilon_norm": 8.321725845336914, + "prediction_norm": 6.893013954162598, + "timestamp": "2025-07-14T12:34:36.605567" + }, + { + "epoch": 1753, + "batch_idx": 32, + "loss": 0.5108560919761658, + "learning_rate": 3.716368953532545e-05, + "timestep_mean": 412.34375, + "epsilon_norm": 8.239251136779785, + "prediction_norm": 6.5660624504089355, + "timestamp": "2025-07-14T12:34:36.613732" + }, + { + "epoch": 1753, + "batch_idx": 64, + "loss": 0.225579172372818, + "learning_rate": 3.716368953532545e-05, + "timestep_mean": 520.4375, + "epsilon_norm": 7.181107521057129, + "prediction_norm": 6.407868385314941, + "timestamp": "2025-07-14T12:34:36.622576" + }, + { + "epoch": 1753, + "batch_idx": 96, + "loss": 0.3814300298690796, + "learning_rate": 3.716368953532545e-05, + "timestep_mean": 526.1875, + "epsilon_norm": 8.602486610412598, + "prediction_norm": 6.574130535125732, + "timestamp": "2025-07-14T12:34:36.631873" + }, + { + "epoch": 1753, + "batch_idx": 128, + "loss": 0.3208983242511749, + "learning_rate": 3.716368953532545e-05, + "timestep_mean": 541.8125, + "epsilon_norm": 8.585550308227539, + "prediction_norm": 7.874267101287842, + "timestamp": "2025-07-14T12:34:36.640503" + }, + { + "epoch": 1753, + "batch_idx": 160, + "loss": 0.5051826238632202, + "learning_rate": 3.716368953532545e-05, + "timestep_mean": 509.46875, + "epsilon_norm": 8.563672065734863, + "prediction_norm": 6.46130895614624, + "timestamp": "2025-07-14T12:34:36.648342" + }, + { + "epoch": 1753, + "batch_idx": 192, + "loss": 0.2651295065879822, + "learning_rate": 3.716368953532545e-05, + "timestep_mean": 460.5, + "epsilon_norm": 4.099698066711426, + "prediction_norm": 3.218627452850342, + "timestamp": "2025-07-14T12:34:36.655128" + }, + { + "epoch": 1754, + "batch_idx": 0, + "loss": 0.420227587223053, + "learning_rate": 3.6867124490466693e-05, + "timestep_mean": 532.25, + "epsilon_norm": 8.659931182861328, + "prediction_norm": 6.136250019073486, + "timestamp": "2025-07-14T12:34:36.661004" + }, + { + "epoch": 1754, + "batch_idx": 32, + "loss": 0.30805861949920654, + "learning_rate": 3.6867124490466693e-05, + "timestep_mean": 482.4375, + "epsilon_norm": 7.3231706619262695, + "prediction_norm": 6.115573406219482, + "timestamp": "2025-07-14T12:34:36.666347" + }, + { + "epoch": 1754, + "batch_idx": 64, + "loss": 0.5305909514427185, + "learning_rate": 3.6867124490466693e-05, + "timestep_mean": 470.6875, + "epsilon_norm": 8.552870750427246, + "prediction_norm": 6.326535701751709, + "timestamp": "2025-07-14T12:34:36.671440" + }, + { + "epoch": 1754, + "batch_idx": 96, + "loss": 0.2370031625032425, + "learning_rate": 3.6867124490466693e-05, + "timestep_mean": 442.5625, + "epsilon_norm": 8.018872261047363, + "prediction_norm": 6.7748918533325195, + "timestamp": "2025-07-14T12:34:36.676350" + }, + { + "epoch": 1754, + "batch_idx": 128, + "loss": 0.2029963731765747, + "learning_rate": 3.6867124490466693e-05, + "timestep_mean": 436.625, + "epsilon_norm": 8.719449043273926, + "prediction_norm": 8.186479568481445, + "timestamp": "2025-07-14T12:34:36.681279" + }, + { + "epoch": 1754, + "batch_idx": 160, + "loss": 0.20523923635482788, + "learning_rate": 3.6867124490466693e-05, + "timestep_mean": 450.625, + "epsilon_norm": 7.568885803222656, + "prediction_norm": 6.985219478607178, + "timestamp": "2025-07-14T12:34:36.686171" + }, + { + "epoch": 1754, + "batch_idx": 192, + "loss": 0.12633979320526123, + "learning_rate": 3.6867124490466693e-05, + "timestep_mean": 400.5, + "epsilon_norm": 3.9023940563201904, + "prediction_norm": 3.4709386825561523, + "timestamp": "2025-07-14T12:34:36.691157" + }, + { + "epoch": 1755, + "batch_idx": 0, + "loss": 0.5043731331825256, + "learning_rate": 3.65717021799396e-05, + "timestep_mean": 438.9375, + "epsilon_norm": 9.155130386352539, + "prediction_norm": 7.007297515869141, + "timestamp": "2025-07-14T12:34:36.696187" + }, + { + "epoch": 1755, + "batch_idx": 32, + "loss": 0.25137490034103394, + "learning_rate": 3.65717021799396e-05, + "timestep_mean": 536.15625, + "epsilon_norm": 8.480462074279785, + "prediction_norm": 7.168551445007324, + "timestamp": "2025-07-14T12:34:36.701001" + }, + { + "epoch": 1755, + "batch_idx": 64, + "loss": 0.41678497195243835, + "learning_rate": 3.65717021799396e-05, + "timestep_mean": 551.0625, + "epsilon_norm": 9.379801750183105, + "prediction_norm": 7.8080244064331055, + "timestamp": "2025-07-14T12:34:36.705865" + }, + { + "epoch": 1755, + "batch_idx": 96, + "loss": 0.5020660161972046, + "learning_rate": 3.65717021799396e-05, + "timestep_mean": 417.40625, + "epsilon_norm": 9.077640533447266, + "prediction_norm": 6.439040660858154, + "timestamp": "2025-07-14T12:34:36.710726" + }, + { + "epoch": 1755, + "batch_idx": 128, + "loss": 0.4419962465763092, + "learning_rate": 3.65717021799396e-05, + "timestep_mean": 475.0625, + "epsilon_norm": 7.812449932098389, + "prediction_norm": 5.9983367919921875, + "timestamp": "2025-07-14T12:34:36.715610" + }, + { + "epoch": 1755, + "batch_idx": 160, + "loss": 0.2950383126735687, + "learning_rate": 3.65717021799396e-05, + "timestep_mean": 495.53125, + "epsilon_norm": 7.785198211669922, + "prediction_norm": 6.205532073974609, + "timestamp": "2025-07-14T12:34:36.720421" + }, + { + "epoch": 1755, + "batch_idx": 192, + "loss": 0.2617875039577484, + "learning_rate": 3.65717021799396e-05, + "timestep_mean": 563.75, + "epsilon_norm": 3.256197929382324, + "prediction_norm": 2.726428270339966, + "timestamp": "2025-07-14T12:34:36.725485" + }, + { + "epoch": 1756, + "batch_idx": 0, + "loss": 0.26483818888664246, + "learning_rate": 3.627742333266936e-05, + "timestep_mean": 537.875, + "epsilon_norm": 7.869286060333252, + "prediction_norm": 6.815886497497559, + "timestamp": "2025-07-14T12:34:36.730343" + }, + { + "epoch": 1756, + "batch_idx": 32, + "loss": 0.5911838412284851, + "learning_rate": 3.627742333266936e-05, + "timestep_mean": 396.1875, + "epsilon_norm": 8.645001411437988, + "prediction_norm": 6.90907096862793, + "timestamp": "2025-07-14T12:34:36.735254" + }, + { + "epoch": 1756, + "batch_idx": 64, + "loss": 0.3970925211906433, + "learning_rate": 3.627742333266936e-05, + "timestep_mean": 425.71875, + "epsilon_norm": 8.173296928405762, + "prediction_norm": 7.0167951583862305, + "timestamp": "2025-07-14T12:34:36.740375" + }, + { + "epoch": 1756, + "batch_idx": 96, + "loss": 0.2887113690376282, + "learning_rate": 3.627742333266936e-05, + "timestep_mean": 535.625, + "epsilon_norm": 9.138023376464844, + "prediction_norm": 7.270429611206055, + "timestamp": "2025-07-14T12:34:36.745305" + }, + { + "epoch": 1756, + "batch_idx": 128, + "loss": 0.2642424404621124, + "learning_rate": 3.627742333266936e-05, + "timestep_mean": 477.8125, + "epsilon_norm": 7.893918991088867, + "prediction_norm": 6.310330390930176, + "timestamp": "2025-07-14T12:34:36.750377" + }, + { + "epoch": 1756, + "batch_idx": 160, + "loss": 0.24711012840270996, + "learning_rate": 3.627742333266936e-05, + "timestep_mean": 524.84375, + "epsilon_norm": 8.404765129089355, + "prediction_norm": 7.386873722076416, + "timestamp": "2025-07-14T12:34:36.755143" + }, + { + "epoch": 1756, + "batch_idx": 192, + "loss": 0.11543167382478714, + "learning_rate": 3.627742333266936e-05, + "timestep_mean": 482.875, + "epsilon_norm": 3.735269784927368, + "prediction_norm": 3.2399849891662598, + "timestamp": "2025-07-14T12:34:36.760384" + }, + { + "epoch": 1757, + "batch_idx": 0, + "loss": 0.2729620337486267, + "learning_rate": 3.598428867475966e-05, + "timestep_mean": 498.3125, + "epsilon_norm": 7.709567546844482, + "prediction_norm": 6.171436786651611, + "timestamp": "2025-07-14T12:34:36.765272" + }, + { + "epoch": 1757, + "batch_idx": 32, + "loss": 0.4001728296279907, + "learning_rate": 3.598428867475966e-05, + "timestep_mean": 487.15625, + "epsilon_norm": 8.255407333374023, + "prediction_norm": 6.483757019042969, + "timestamp": "2025-07-14T12:34:36.770195" + }, + { + "epoch": 1757, + "batch_idx": 64, + "loss": 0.2197059541940689, + "learning_rate": 3.598428867475966e-05, + "timestep_mean": 502.3125, + "epsilon_norm": 7.338207244873047, + "prediction_norm": 6.1633076667785645, + "timestamp": "2025-07-14T12:34:36.775082" + }, + { + "epoch": 1757, + "batch_idx": 96, + "loss": 0.2732512056827545, + "learning_rate": 3.598428867475966e-05, + "timestep_mean": 525.6875, + "epsilon_norm": 7.745190620422363, + "prediction_norm": 6.746213436126709, + "timestamp": "2025-07-14T12:34:36.780064" + }, + { + "epoch": 1757, + "batch_idx": 128, + "loss": 0.2854238450527191, + "learning_rate": 3.598428867475966e-05, + "timestep_mean": 486.0, + "epsilon_norm": 8.020365715026855, + "prediction_norm": 6.431707859039307, + "timestamp": "2025-07-14T12:34:36.784949" + }, + { + "epoch": 1757, + "batch_idx": 160, + "loss": 0.162051260471344, + "learning_rate": 3.598428867475966e-05, + "timestep_mean": 559.03125, + "epsilon_norm": 7.378610134124756, + "prediction_norm": 6.626049995422363, + "timestamp": "2025-07-14T12:34:36.789908" + }, + { + "epoch": 1757, + "batch_idx": 192, + "loss": 0.5169018507003784, + "learning_rate": 3.598428867475966e-05, + "timestep_mean": 547.625, + "epsilon_norm": 4.143904209136963, + "prediction_norm": 3.839268922805786, + "timestamp": "2025-07-14T12:34:36.794914" + }, + { + "epoch": 1758, + "batch_idx": 0, + "loss": 0.22365736961364746, + "learning_rate": 3.5692298929491434e-05, + "timestep_mean": 516.40625, + "epsilon_norm": 8.302231788635254, + "prediction_norm": 7.374373912811279, + "timestamp": "2025-07-14T12:34:36.799863" + }, + { + "epoch": 1758, + "batch_idx": 32, + "loss": 0.31942760944366455, + "learning_rate": 3.5692298929491434e-05, + "timestep_mean": 500.53125, + "epsilon_norm": 7.353109836578369, + "prediction_norm": 5.897228717803955, + "timestamp": "2025-07-14T12:34:36.804951" + }, + { + "epoch": 1758, + "batch_idx": 64, + "loss": 0.21455520391464233, + "learning_rate": 3.5692298929491434e-05, + "timestep_mean": 590.8125, + "epsilon_norm": 8.60565185546875, + "prediction_norm": 7.751835823059082, + "timestamp": "2025-07-14T12:34:36.809831" + }, + { + "epoch": 1758, + "batch_idx": 96, + "loss": 0.3288726806640625, + "learning_rate": 3.5692298929491434e-05, + "timestep_mean": 458.59375, + "epsilon_norm": 7.524993896484375, + "prediction_norm": 6.119228363037109, + "timestamp": "2025-07-14T12:34:36.814814" + }, + { + "epoch": 1758, + "batch_idx": 128, + "loss": 0.25577765703201294, + "learning_rate": 3.5692298929491434e-05, + "timestep_mean": 497.125, + "epsilon_norm": 9.214479446411133, + "prediction_norm": 7.970667839050293, + "timestamp": "2025-07-14T12:34:36.819694" + }, + { + "epoch": 1758, + "batch_idx": 160, + "loss": 0.17011788487434387, + "learning_rate": 3.5692298929491434e-05, + "timestep_mean": 579.40625, + "epsilon_norm": 8.381614685058594, + "prediction_norm": 7.993354797363281, + "timestamp": "2025-07-14T12:34:36.824845" + }, + { + "epoch": 1758, + "batch_idx": 192, + "loss": 0.18776656687259674, + "learning_rate": 3.5692298929491434e-05, + "timestep_mean": 406.625, + "epsilon_norm": 3.2053303718566895, + "prediction_norm": 2.5219264030456543, + "timestamp": "2025-07-14T12:34:36.830033" + }, + { + "epoch": 1759, + "batch_idx": 0, + "loss": 0.24931183457374573, + "learning_rate": 3.540145481731987e-05, + "timestep_mean": 494.4375, + "epsilon_norm": 8.501450538635254, + "prediction_norm": 7.145049571990967, + "timestamp": "2025-07-14T12:34:36.835185" + }, + { + "epoch": 1759, + "batch_idx": 32, + "loss": 0.17099952697753906, + "learning_rate": 3.540145481731987e-05, + "timestep_mean": 580.9375, + "epsilon_norm": 8.600062370300293, + "prediction_norm": 7.530751705169678, + "timestamp": "2025-07-14T12:34:36.840416" + }, + { + "epoch": 1759, + "batch_idx": 64, + "loss": 0.334482878446579, + "learning_rate": 3.540145481731987e-05, + "timestep_mean": 439.875, + "epsilon_norm": 8.251986503601074, + "prediction_norm": 6.845098972320557, + "timestamp": "2025-07-14T12:34:36.845680" + }, + { + "epoch": 1759, + "batch_idx": 96, + "loss": 0.21257424354553223, + "learning_rate": 3.540145481731987e-05, + "timestep_mean": 438.125, + "epsilon_norm": 7.591641902923584, + "prediction_norm": 6.965728282928467, + "timestamp": "2025-07-14T12:34:36.850961" + }, + { + "epoch": 1759, + "batch_idx": 128, + "loss": 0.4098302125930786, + "learning_rate": 3.540145481731987e-05, + "timestep_mean": 533.03125, + "epsilon_norm": 8.550164222717285, + "prediction_norm": 7.390316963195801, + "timestamp": "2025-07-14T12:34:36.856102" + }, + { + "epoch": 1759, + "batch_idx": 160, + "loss": 0.1007121354341507, + "learning_rate": 3.540145481731987e-05, + "timestep_mean": 561.6875, + "epsilon_norm": 8.449094772338867, + "prediction_norm": 8.100987434387207, + "timestamp": "2025-07-14T12:34:36.861255" + }, + { + "epoch": 1759, + "batch_idx": 192, + "loss": 0.16948197782039642, + "learning_rate": 3.540145481731987e-05, + "timestep_mean": 527.75, + "epsilon_norm": 6.222019672393799, + "prediction_norm": 6.181405067443848, + "timestamp": "2025-07-14T12:34:36.866469" + }, + { + "epoch": 1760, + "batch_idx": 0, + "loss": 0.32524174451828003, + "learning_rate": 3.5111757055874265e-05, + "timestep_mean": 441.46875, + "epsilon_norm": 7.440000534057617, + "prediction_norm": 5.463015079498291, + "timestamp": "2025-07-14T12:34:36.871662" + }, + { + "epoch": 1760, + "batch_idx": 32, + "loss": 0.17131341993808746, + "learning_rate": 3.5111757055874265e-05, + "timestep_mean": 525.71875, + "epsilon_norm": 7.737762928009033, + "prediction_norm": 6.901607036590576, + "timestamp": "2025-07-14T12:34:36.876725" + }, + { + "epoch": 1760, + "batch_idx": 64, + "loss": 0.18756958842277527, + "learning_rate": 3.5111757055874265e-05, + "timestep_mean": 475.5625, + "epsilon_norm": 6.621193885803223, + "prediction_norm": 5.776263236999512, + "timestamp": "2025-07-14T12:34:36.881942" + }, + { + "epoch": 1760, + "batch_idx": 96, + "loss": 0.2914935052394867, + "learning_rate": 3.5111757055874265e-05, + "timestep_mean": 418.59375, + "epsilon_norm": 8.380755424499512, + "prediction_norm": 7.588067054748535, + "timestamp": "2025-07-14T12:34:36.887231" + }, + { + "epoch": 1760, + "batch_idx": 128, + "loss": 0.28178006410598755, + "learning_rate": 3.5111757055874265e-05, + "timestep_mean": 496.28125, + "epsilon_norm": 8.860573768615723, + "prediction_norm": 7.53676176071167, + "timestamp": "2025-07-14T12:34:36.892457" + }, + { + "epoch": 1760, + "batch_idx": 160, + "loss": 0.2225390523672104, + "learning_rate": 3.5111757055874265e-05, + "timestep_mean": 464.4375, + "epsilon_norm": 7.918849945068359, + "prediction_norm": 6.950882911682129, + "timestamp": "2025-07-14T12:34:36.897710" + }, + { + "epoch": 1760, + "batch_idx": 192, + "loss": 0.17805393040180206, + "learning_rate": 3.5111757055874265e-05, + "timestep_mean": 551.375, + "epsilon_norm": 4.134041786193848, + "prediction_norm": 3.724169969558716, + "timestamp": "2025-07-14T12:34:36.902964" + }, + { + "epoch": 1761, + "batch_idx": 0, + "loss": 0.4494851231575012, + "learning_rate": 3.482320635995505e-05, + "timestep_mean": 503.1875, + "epsilon_norm": 8.438898086547852, + "prediction_norm": 6.557950973510742, + "timestamp": "2025-07-14T12:34:36.908214" + }, + { + "epoch": 1761, + "batch_idx": 32, + "loss": 0.3585512340068817, + "learning_rate": 3.482320635995505e-05, + "timestep_mean": 468.96875, + "epsilon_norm": 8.590524673461914, + "prediction_norm": 6.827851295471191, + "timestamp": "2025-07-14T12:34:36.913492" + }, + { + "epoch": 1761, + "batch_idx": 64, + "loss": 0.2421494722366333, + "learning_rate": 3.482320635995505e-05, + "timestep_mean": 448.40625, + "epsilon_norm": 7.487706661224365, + "prediction_norm": 6.285052299499512, + "timestamp": "2025-07-14T12:34:36.918793" + }, + { + "epoch": 1761, + "batch_idx": 96, + "loss": 0.18316581845283508, + "learning_rate": 3.482320635995505e-05, + "timestep_mean": 500.34375, + "epsilon_norm": 7.096976280212402, + "prediction_norm": 5.984915256500244, + "timestamp": "2025-07-14T12:34:36.924030" + }, + { + "epoch": 1761, + "batch_idx": 128, + "loss": 0.35326993465423584, + "learning_rate": 3.482320635995505e-05, + "timestep_mean": 527.96875, + "epsilon_norm": 9.004244804382324, + "prediction_norm": 7.8199462890625, + "timestamp": "2025-07-14T12:34:36.929190" + }, + { + "epoch": 1761, + "batch_idx": 160, + "loss": 0.20109891891479492, + "learning_rate": 3.482320635995505e-05, + "timestep_mean": 420.5, + "epsilon_norm": 7.177905082702637, + "prediction_norm": 6.395864486694336, + "timestamp": "2025-07-14T12:34:36.934282" + }, + { + "epoch": 1761, + "batch_idx": 192, + "loss": 0.20080435276031494, + "learning_rate": 3.482320635995505e-05, + "timestep_mean": 491.125, + "epsilon_norm": 3.188001871109009, + "prediction_norm": 3.32055926322937, + "timestamp": "2025-07-14T12:34:36.939515" + }, + { + "epoch": 1762, + "batch_idx": 0, + "loss": 0.30939555168151855, + "learning_rate": 3.4535803441532116e-05, + "timestep_mean": 494.875, + "epsilon_norm": 7.38129186630249, + "prediction_norm": 6.36422061920166, + "timestamp": "2025-07-14T12:34:36.944867" + }, + { + "epoch": 1762, + "batch_idx": 32, + "loss": 0.21412956714630127, + "learning_rate": 3.4535803441532116e-05, + "timestep_mean": 533.46875, + "epsilon_norm": 8.196578025817871, + "prediction_norm": 7.161698818206787, + "timestamp": "2025-07-14T12:34:36.950137" + }, + { + "epoch": 1762, + "batch_idx": 64, + "loss": 0.1446940302848816, + "learning_rate": 3.4535803441532116e-05, + "timestep_mean": 566.9375, + "epsilon_norm": 8.766861915588379, + "prediction_norm": 7.8477606773376465, + "timestamp": "2025-07-14T12:34:36.955306" + }, + { + "epoch": 1762, + "batch_idx": 96, + "loss": 0.3029857873916626, + "learning_rate": 3.4535803441532116e-05, + "timestep_mean": 500.21875, + "epsilon_norm": 7.5979743003845215, + "prediction_norm": 6.551084041595459, + "timestamp": "2025-07-14T12:34:36.960455" + }, + { + "epoch": 1762, + "batch_idx": 128, + "loss": 0.36034491658210754, + "learning_rate": 3.4535803441532116e-05, + "timestep_mean": 510.78125, + "epsilon_norm": 8.293307304382324, + "prediction_norm": 6.2310686111450195, + "timestamp": "2025-07-14T12:34:36.965481" + }, + { + "epoch": 1762, + "batch_idx": 160, + "loss": 0.1980261653661728, + "learning_rate": 3.4535803441532116e-05, + "timestep_mean": 558.40625, + "epsilon_norm": 8.33372974395752, + "prediction_norm": 7.656882286071777, + "timestamp": "2025-07-14T12:34:36.970658" + }, + { + "epoch": 1762, + "batch_idx": 192, + "loss": 0.2116926908493042, + "learning_rate": 3.4535803441532116e-05, + "timestep_mean": 386.0, + "epsilon_norm": 3.541767120361328, + "prediction_norm": 3.1966118812561035, + "timestamp": "2025-07-14T12:34:36.975841" + }, + { + "epoch": 1763, + "batch_idx": 0, + "loss": 0.1738564670085907, + "learning_rate": 3.424954900974386e-05, + "timestep_mean": 540.625, + "epsilon_norm": 7.470494747161865, + "prediction_norm": 7.129488945007324, + "timestamp": "2025-07-14T12:34:36.981079" + }, + { + "epoch": 1763, + "batch_idx": 32, + "loss": 0.1978897601366043, + "learning_rate": 3.424954900974386e-05, + "timestep_mean": 475.1875, + "epsilon_norm": 7.638734340667725, + "prediction_norm": 6.978257179260254, + "timestamp": "2025-07-14T12:34:36.986282" + }, + { + "epoch": 1763, + "batch_idx": 64, + "loss": 0.11419204622507095, + "learning_rate": 3.424954900974386e-05, + "timestep_mean": 541.21875, + "epsilon_norm": 8.043445587158203, + "prediction_norm": 7.482170104980469, + "timestamp": "2025-07-14T12:34:36.991434" + }, + { + "epoch": 1763, + "batch_idx": 96, + "loss": 0.37629151344299316, + "learning_rate": 3.424954900974386e-05, + "timestep_mean": 517.5625, + "epsilon_norm": 9.223995208740234, + "prediction_norm": 7.553350925445557, + "timestamp": "2025-07-14T12:34:36.996655" + }, + { + "epoch": 1763, + "batch_idx": 128, + "loss": 0.1500355452299118, + "learning_rate": 3.424954900974386e-05, + "timestep_mean": 546.5, + "epsilon_norm": 7.451694011688232, + "prediction_norm": 7.153910160064697, + "timestamp": "2025-07-14T12:34:37.002085" + }, + { + "epoch": 1763, + "batch_idx": 160, + "loss": 0.17182433605194092, + "learning_rate": 3.424954900974386e-05, + "timestep_mean": 516.21875, + "epsilon_norm": 8.120803833007812, + "prediction_norm": 7.238250255584717, + "timestamp": "2025-07-14T12:34:37.007426" + }, + { + "epoch": 1763, + "batch_idx": 192, + "loss": 0.46557995676994324, + "learning_rate": 3.424954900974386e-05, + "timestep_mean": 403.625, + "epsilon_norm": 4.526210308074951, + "prediction_norm": 3.259946823120117, + "timestamp": "2025-07-14T12:34:37.012646" + }, + { + "epoch": 1764, + "batch_idx": 0, + "loss": 0.3153875470161438, + "learning_rate": 3.3964443770894525e-05, + "timestep_mean": 477.90625, + "epsilon_norm": 8.625170707702637, + "prediction_norm": 7.142354488372803, + "timestamp": "2025-07-14T12:34:37.017826" + }, + { + "epoch": 1764, + "batch_idx": 32, + "loss": 0.24850553274154663, + "learning_rate": 3.3964443770894525e-05, + "timestep_mean": 453.25, + "epsilon_norm": 7.395632266998291, + "prediction_norm": 6.216306686401367, + "timestamp": "2025-07-14T12:34:37.023225" + }, + { + "epoch": 1764, + "batch_idx": 64, + "loss": 0.4365931749343872, + "learning_rate": 3.3964443770894525e-05, + "timestep_mean": 498.03125, + "epsilon_norm": 7.719545364379883, + "prediction_norm": 6.233405590057373, + "timestamp": "2025-07-14T12:34:37.028624" + }, + { + "epoch": 1764, + "batch_idx": 96, + "loss": 0.5171900987625122, + "learning_rate": 3.3964443770894525e-05, + "timestep_mean": 398.125, + "epsilon_norm": 7.635699272155762, + "prediction_norm": 5.28469705581665, + "timestamp": "2025-07-14T12:34:37.033930" + }, + { + "epoch": 1764, + "batch_idx": 128, + "loss": 0.41217556595802307, + "learning_rate": 3.3964443770894525e-05, + "timestep_mean": 479.8125, + "epsilon_norm": 8.400313377380371, + "prediction_norm": 6.577183723449707, + "timestamp": "2025-07-14T12:34:37.039353" + }, + { + "epoch": 1764, + "batch_idx": 160, + "loss": 0.20817719399929047, + "learning_rate": 3.3964443770894525e-05, + "timestep_mean": 508.9375, + "epsilon_norm": 8.6697416305542, + "prediction_norm": 7.56987190246582, + "timestamp": "2025-07-14T12:34:37.044747" + }, + { + "epoch": 1764, + "batch_idx": 192, + "loss": 0.1863163262605667, + "learning_rate": 3.3964443770894525e-05, + "timestep_mean": 355.75, + "epsilon_norm": 1.9968444108963013, + "prediction_norm": 1.4734153747558594, + "timestamp": "2025-07-14T12:34:37.050172" + }, + { + "epoch": 1765, + "batch_idx": 0, + "loss": 0.20354154706001282, + "learning_rate": 3.3680488428453e-05, + "timestep_mean": 545.59375, + "epsilon_norm": 8.164095878601074, + "prediction_norm": 7.128992557525635, + "timestamp": "2025-07-14T12:34:37.055724" + }, + { + "epoch": 1765, + "batch_idx": 32, + "loss": 0.3688875436782837, + "learning_rate": 3.3680488428453e-05, + "timestep_mean": 533.84375, + "epsilon_norm": 8.785569190979004, + "prediction_norm": 7.342879295349121, + "timestamp": "2025-07-14T12:34:37.060979" + }, + { + "epoch": 1765, + "batch_idx": 64, + "loss": 0.2433559000492096, + "learning_rate": 3.3680488428453e-05, + "timestep_mean": 554.625, + "epsilon_norm": 7.172569751739502, + "prediction_norm": 6.293486595153809, + "timestamp": "2025-07-14T12:34:37.066178" + }, + { + "epoch": 1765, + "batch_idx": 96, + "loss": 0.33761775493621826, + "learning_rate": 3.3680488428453e-05, + "timestep_mean": 584.4375, + "epsilon_norm": 7.806382656097412, + "prediction_norm": 6.804224967956543, + "timestamp": "2025-07-14T12:34:37.071613" + }, + { + "epoch": 1765, + "batch_idx": 128, + "loss": 0.22145885229110718, + "learning_rate": 3.3680488428453e-05, + "timestep_mean": 552.125, + "epsilon_norm": 7.607716083526611, + "prediction_norm": 6.32958459854126, + "timestamp": "2025-07-14T12:34:37.076795" + }, + { + "epoch": 1765, + "batch_idx": 160, + "loss": 0.38741323351860046, + "learning_rate": 3.3680488428453e-05, + "timestep_mean": 503.65625, + "epsilon_norm": 8.430693626403809, + "prediction_norm": 6.308229446411133, + "timestamp": "2025-07-14T12:34:37.082102" + }, + { + "epoch": 1765, + "batch_idx": 192, + "loss": 0.6273569464683533, + "learning_rate": 3.3680488428453e-05, + "timestep_mean": 299.25, + "epsilon_norm": 3.9690940380096436, + "prediction_norm": 2.6742823123931885, + "timestamp": "2025-07-14T12:34:37.087322" + }, + { + "epoch": 1766, + "batch_idx": 0, + "loss": 0.17228001356124878, + "learning_rate": 3.339768368305079e-05, + "timestep_mean": 529.21875, + "epsilon_norm": 7.931487083435059, + "prediction_norm": 7.211906433105469, + "timestamp": "2025-07-14T12:34:37.092535" + }, + { + "epoch": 1766, + "batch_idx": 32, + "loss": 0.3370126485824585, + "learning_rate": 3.339768368305079e-05, + "timestep_mean": 550.6875, + "epsilon_norm": 7.538177013397217, + "prediction_norm": 5.910253047943115, + "timestamp": "2025-07-14T12:34:37.097963" + }, + { + "epoch": 1766, + "batch_idx": 64, + "loss": 0.14823681116104126, + "learning_rate": 3.339768368305079e-05, + "timestep_mean": 550.75, + "epsilon_norm": 7.3588972091674805, + "prediction_norm": 6.753454208374023, + "timestamp": "2025-07-14T12:34:37.103450" + }, + { + "epoch": 1766, + "batch_idx": 96, + "loss": 0.25697964429855347, + "learning_rate": 3.339768368305079e-05, + "timestep_mean": 554.4375, + "epsilon_norm": 8.139796257019043, + "prediction_norm": 7.317577838897705, + "timestamp": "2025-07-14T12:34:37.108721" + }, + { + "epoch": 1766, + "batch_idx": 128, + "loss": 0.2713719606399536, + "learning_rate": 3.339768368305079e-05, + "timestep_mean": 475.78125, + "epsilon_norm": 7.31890344619751, + "prediction_norm": 6.371048450469971, + "timestamp": "2025-07-14T12:34:37.113947" + }, + { + "epoch": 1766, + "batch_idx": 160, + "loss": 0.23737114667892456, + "learning_rate": 3.339768368305079e-05, + "timestep_mean": 599.125, + "epsilon_norm": 7.960928916931152, + "prediction_norm": 6.634997844696045, + "timestamp": "2025-07-14T12:34:37.119005" + }, + { + "epoch": 1766, + "batch_idx": 192, + "loss": 0.4274592399597168, + "learning_rate": 3.339768368305079e-05, + "timestep_mean": 513.125, + "epsilon_norm": 3.3716628551483154, + "prediction_norm": 2.265693187713623, + "timestamp": "2025-07-14T12:34:37.126463" + }, + { + "epoch": 1767, + "batch_idx": 0, + "loss": 0.325093537569046, + "learning_rate": 3.311603023248044e-05, + "timestep_mean": 503.875, + "epsilon_norm": 7.0363335609436035, + "prediction_norm": 5.6612043380737305, + "timestamp": "2025-07-14T12:34:37.138645" + }, + { + "epoch": 1767, + "batch_idx": 32, + "loss": 0.21278658509254456, + "learning_rate": 3.311603023248044e-05, + "timestep_mean": 541.53125, + "epsilon_norm": 6.853972434997559, + "prediction_norm": 5.995785236358643, + "timestamp": "2025-07-14T12:34:37.147377" + }, + { + "epoch": 1767, + "batch_idx": 64, + "loss": 0.4149266183376312, + "learning_rate": 3.311603023248044e-05, + "timestep_mean": 554.28125, + "epsilon_norm": 8.803925514221191, + "prediction_norm": 7.769152641296387, + "timestamp": "2025-07-14T12:34:37.155789" + }, + { + "epoch": 1767, + "batch_idx": 96, + "loss": 0.3073052763938904, + "learning_rate": 3.311603023248044e-05, + "timestep_mean": 487.1875, + "epsilon_norm": 8.700148582458496, + "prediction_norm": 7.33489465713501, + "timestamp": "2025-07-14T12:34:37.161571" + }, + { + "epoch": 1767, + "batch_idx": 128, + "loss": 0.2615109980106354, + "learning_rate": 3.311603023248044e-05, + "timestep_mean": 547.34375, + "epsilon_norm": 6.997219562530518, + "prediction_norm": 5.719174861907959, + "timestamp": "2025-07-14T12:34:37.168152" + }, + { + "epoch": 1767, + "batch_idx": 160, + "loss": 0.3053300380706787, + "learning_rate": 3.311603023248044e-05, + "timestep_mean": 414.28125, + "epsilon_norm": 8.40672492980957, + "prediction_norm": 6.71470308303833, + "timestamp": "2025-07-14T12:34:37.176495" + }, + { + "epoch": 1767, + "batch_idx": 192, + "loss": 0.32160845398902893, + "learning_rate": 3.311603023248044e-05, + "timestep_mean": 348.625, + "epsilon_norm": 3.5812435150146484, + "prediction_norm": 3.5341105461120605, + "timestamp": "2025-07-14T12:34:37.184718" + }, + { + "epoch": 1768, + "batch_idx": 0, + "loss": 0.24856770038604736, + "learning_rate": 3.2835528771693986e-05, + "timestep_mean": 513.875, + "epsilon_norm": 8.102952003479004, + "prediction_norm": 7.2167768478393555, + "timestamp": "2025-07-14T12:34:37.193167" + }, + { + "epoch": 1768, + "batch_idx": 32, + "loss": 0.14859849214553833, + "learning_rate": 3.2835528771693986e-05, + "timestep_mean": 492.8125, + "epsilon_norm": 8.205936431884766, + "prediction_norm": 7.503242492675781, + "timestamp": "2025-07-14T12:34:37.201355" + }, + { + "epoch": 1768, + "batch_idx": 64, + "loss": 0.43287941813468933, + "learning_rate": 3.2835528771693986e-05, + "timestep_mean": 426.3125, + "epsilon_norm": 7.9778618812561035, + "prediction_norm": 4.9890851974487305, + "timestamp": "2025-07-14T12:34:37.209900" + }, + { + "epoch": 1768, + "batch_idx": 96, + "loss": 0.2278919816017151, + "learning_rate": 3.2835528771693986e-05, + "timestep_mean": 481.0, + "epsilon_norm": 7.754626750946045, + "prediction_norm": 6.654979705810547, + "timestamp": "2025-07-14T12:34:37.218232" + }, + { + "epoch": 1768, + "batch_idx": 128, + "loss": 0.322164386510849, + "learning_rate": 3.2835528771693986e-05, + "timestep_mean": 509.25, + "epsilon_norm": 8.357353210449219, + "prediction_norm": 6.707430839538574, + "timestamp": "2025-07-14T12:34:37.225701" + }, + { + "epoch": 1768, + "batch_idx": 160, + "loss": 0.3264131247997284, + "learning_rate": 3.2835528771693986e-05, + "timestep_mean": 502.15625, + "epsilon_norm": 8.76228141784668, + "prediction_norm": 7.475141525268555, + "timestamp": "2025-07-14T12:34:37.231292" + }, + { + "epoch": 1768, + "batch_idx": 192, + "loss": 0.23266565799713135, + "learning_rate": 3.2835528771693986e-05, + "timestep_mean": 500.375, + "epsilon_norm": 3.539044141769409, + "prediction_norm": 3.533775806427002, + "timestamp": "2025-07-14T12:34:37.236468" + }, + { + "epoch": 1769, + "batch_idx": 0, + "loss": 0.5384427309036255, + "learning_rate": 3.2556179992800854e-05, + "timestep_mean": 478.3125, + "epsilon_norm": 8.570352554321289, + "prediction_norm": 6.115082263946533, + "timestamp": "2025-07-14T12:34:37.241609" + }, + { + "epoch": 1769, + "batch_idx": 32, + "loss": 0.24636700749397278, + "learning_rate": 3.2556179992800854e-05, + "timestep_mean": 528.5, + "epsilon_norm": 8.468448638916016, + "prediction_norm": 7.753368854522705, + "timestamp": "2025-07-14T12:34:37.246546" + }, + { + "epoch": 1769, + "batch_idx": 64, + "loss": 0.29642432928085327, + "learning_rate": 3.2556179992800854e-05, + "timestep_mean": 554.40625, + "epsilon_norm": 9.099562644958496, + "prediction_norm": 8.085851669311523, + "timestamp": "2025-07-14T12:34:37.251328" + }, + { + "epoch": 1769, + "batch_idx": 96, + "loss": 0.3865915834903717, + "learning_rate": 3.2556179992800854e-05, + "timestep_mean": 489.28125, + "epsilon_norm": 8.893671035766602, + "prediction_norm": 6.728567600250244, + "timestamp": "2025-07-14T12:34:37.256195" + }, + { + "epoch": 1769, + "batch_idx": 128, + "loss": 0.25621649622917175, + "learning_rate": 3.2556179992800854e-05, + "timestep_mean": 462.25, + "epsilon_norm": 8.309836387634277, + "prediction_norm": 7.177751541137695, + "timestamp": "2025-07-14T12:34:37.260958" + }, + { + "epoch": 1769, + "batch_idx": 160, + "loss": 0.15511208772659302, + "learning_rate": 3.2556179992800854e-05, + "timestep_mean": 526.5, + "epsilon_norm": 6.913573741912842, + "prediction_norm": 6.3853936195373535, + "timestamp": "2025-07-14T12:34:37.265804" + }, + { + "epoch": 1769, + "batch_idx": 192, + "loss": 0.4289610981941223, + "learning_rate": 3.2556179992800854e-05, + "timestep_mean": 511.25, + "epsilon_norm": 3.6978812217712402, + "prediction_norm": 2.5579185485839844, + "timestamp": "2025-07-14T12:34:37.270719" + }, + { + "epoch": 1770, + "batch_idx": 0, + "loss": 0.1722450852394104, + "learning_rate": 3.227798458506636e-05, + "timestep_mean": 495.1875, + "epsilon_norm": 7.080245018005371, + "prediction_norm": 6.664515018463135, + "timestamp": "2025-07-14T12:34:37.275726" + }, + { + "epoch": 1770, + "batch_idx": 32, + "loss": 0.20304718613624573, + "learning_rate": 3.227798458506636e-05, + "timestep_mean": 522.75, + "epsilon_norm": 7.965148448944092, + "prediction_norm": 7.091268539428711, + "timestamp": "2025-07-14T12:34:37.280521" + }, + { + "epoch": 1770, + "batch_idx": 64, + "loss": 0.25314509868621826, + "learning_rate": 3.227798458506636e-05, + "timestep_mean": 462.375, + "epsilon_norm": 8.120680809020996, + "prediction_norm": 6.944748401641846, + "timestamp": "2025-07-14T12:34:37.285472" + }, + { + "epoch": 1770, + "batch_idx": 96, + "loss": 0.3790052533149719, + "learning_rate": 3.227798458506636e-05, + "timestep_mean": 595.125, + "epsilon_norm": 8.059356689453125, + "prediction_norm": 6.863595485687256, + "timestamp": "2025-07-14T12:34:37.290334" + }, + { + "epoch": 1770, + "batch_idx": 128, + "loss": 0.2895303964614868, + "learning_rate": 3.227798458506636e-05, + "timestep_mean": 443.96875, + "epsilon_norm": 8.150993347167969, + "prediction_norm": 7.441263198852539, + "timestamp": "2025-07-14T12:34:37.295260" + }, + { + "epoch": 1770, + "batch_idx": 160, + "loss": 0.30970293283462524, + "learning_rate": 3.227798458506636e-05, + "timestep_mean": 436.875, + "epsilon_norm": 8.348505020141602, + "prediction_norm": 7.663867950439453, + "timestamp": "2025-07-14T12:34:37.300229" + }, + { + "epoch": 1770, + "batch_idx": 192, + "loss": 0.1296282708644867, + "learning_rate": 3.227798458506636e-05, + "timestep_mean": 559.5, + "epsilon_norm": 3.265828847885132, + "prediction_norm": 2.7454349994659424, + "timestamp": "2025-07-14T12:34:37.305179" + }, + { + "epoch": 1771, + "batch_idx": 0, + "loss": 0.27167779207229614, + "learning_rate": 3.2000943234909976e-05, + "timestep_mean": 573.3125, + "epsilon_norm": 8.00503158569336, + "prediction_norm": 6.897132396697998, + "timestamp": "2025-07-14T12:34:37.310102" + }, + { + "epoch": 1771, + "batch_idx": 32, + "loss": 0.2823181450366974, + "learning_rate": 3.2000943234909976e-05, + "timestep_mean": 466.53125, + "epsilon_norm": 8.19022274017334, + "prediction_norm": 6.703300476074219, + "timestamp": "2025-07-14T12:34:37.315030" + }, + { + "epoch": 1771, + "batch_idx": 64, + "loss": 0.25777167081832886, + "learning_rate": 3.2000943234909976e-05, + "timestep_mean": 466.6875, + "epsilon_norm": 7.444586753845215, + "prediction_norm": 6.279054641723633, + "timestamp": "2025-07-14T12:34:37.320129" + }, + { + "epoch": 1771, + "batch_idx": 96, + "loss": 0.15944620966911316, + "learning_rate": 3.2000943234909976e-05, + "timestep_mean": 583.625, + "epsilon_norm": 8.595853805541992, + "prediction_norm": 7.895602226257324, + "timestamp": "2025-07-14T12:34:37.325319" + }, + { + "epoch": 1771, + "batch_idx": 128, + "loss": 0.3508099913597107, + "learning_rate": 3.2000943234909976e-05, + "timestep_mean": 523.65625, + "epsilon_norm": 9.341681480407715, + "prediction_norm": 7.681992530822754, + "timestamp": "2025-07-14T12:34:37.330421" + }, + { + "epoch": 1771, + "batch_idx": 160, + "loss": 0.30836164951324463, + "learning_rate": 3.2000943234909976e-05, + "timestep_mean": 479.15625, + "epsilon_norm": 7.484918594360352, + "prediction_norm": 5.984127998352051, + "timestamp": "2025-07-14T12:34:37.335538" + }, + { + "epoch": 1771, + "batch_idx": 192, + "loss": 0.03825681284070015, + "learning_rate": 3.2000943234909976e-05, + "timestep_mean": 532.0, + "epsilon_norm": 1.9830193519592285, + "prediction_norm": 2.1791586875915527, + "timestamp": "2025-07-14T12:34:37.340862" + }, + { + "epoch": 1772, + "batch_idx": 0, + "loss": 0.2394658774137497, + "learning_rate": 3.172505662590385e-05, + "timestep_mean": 508.09375, + "epsilon_norm": 7.870150566101074, + "prediction_norm": 6.937553405761719, + "timestamp": "2025-07-14T12:34:37.345920" + }, + { + "epoch": 1772, + "batch_idx": 32, + "loss": 0.43159765005111694, + "learning_rate": 3.172505662590385e-05, + "timestep_mean": 470.0625, + "epsilon_norm": 7.645304203033447, + "prediction_norm": 6.293778419494629, + "timestamp": "2025-07-14T12:34:37.351004" + }, + { + "epoch": 1772, + "batch_idx": 64, + "loss": 0.22587831318378448, + "learning_rate": 3.172505662590385e-05, + "timestep_mean": 464.53125, + "epsilon_norm": 7.554229736328125, + "prediction_norm": 6.702284812927246, + "timestamp": "2025-07-14T12:34:37.356014" + }, + { + "epoch": 1772, + "batch_idx": 96, + "loss": 0.3029364347457886, + "learning_rate": 3.172505662590385e-05, + "timestep_mean": 525.15625, + "epsilon_norm": 8.406270027160645, + "prediction_norm": 7.25408411026001, + "timestamp": "2025-07-14T12:34:37.360930" + }, + { + "epoch": 1772, + "batch_idx": 128, + "loss": 0.6039702892303467, + "learning_rate": 3.172505662590385e-05, + "timestep_mean": 455.375, + "epsilon_norm": 10.06291389465332, + "prediction_norm": 8.309982299804688, + "timestamp": "2025-07-14T12:34:37.368000" + }, + { + "epoch": 1772, + "batch_idx": 160, + "loss": 0.15090006589889526, + "learning_rate": 3.172505662590385e-05, + "timestep_mean": 574.625, + "epsilon_norm": 8.295726776123047, + "prediction_norm": 7.317162036895752, + "timestamp": "2025-07-14T12:34:37.373967" + }, + { + "epoch": 1772, + "batch_idx": 192, + "loss": 0.3490774631500244, + "learning_rate": 3.172505662590385e-05, + "timestep_mean": 372.125, + "epsilon_norm": 4.085144996643066, + "prediction_norm": 2.911466598510742, + "timestamp": "2025-07-14T12:34:37.379229" + }, + { + "epoch": 1773, + "batch_idx": 0, + "loss": 0.2863895297050476, + "learning_rate": 3.145032543877062e-05, + "timestep_mean": 513.40625, + "epsilon_norm": 8.191280364990234, + "prediction_norm": 6.7568817138671875, + "timestamp": "2025-07-14T12:34:37.389475" + }, + { + "epoch": 1773, + "batch_idx": 32, + "loss": 0.3437198996543884, + "learning_rate": 3.145032543877062e-05, + "timestep_mean": 390.34375, + "epsilon_norm": 8.105696678161621, + "prediction_norm": 6.68747091293335, + "timestamp": "2025-07-14T12:34:37.394568" + }, + { + "epoch": 1773, + "batch_idx": 64, + "loss": 0.3670070171356201, + "learning_rate": 3.145032543877062e-05, + "timestep_mean": 493.8125, + "epsilon_norm": 8.442874908447266, + "prediction_norm": 7.051529407501221, + "timestamp": "2025-07-14T12:34:37.399647" + }, + { + "epoch": 1773, + "batch_idx": 96, + "loss": 0.3149302303791046, + "learning_rate": 3.145032543877062e-05, + "timestep_mean": 582.5, + "epsilon_norm": 8.230669975280762, + "prediction_norm": 7.21956729888916, + "timestamp": "2025-07-14T12:34:37.404689" + }, + { + "epoch": 1773, + "batch_idx": 128, + "loss": 0.4301586449146271, + "learning_rate": 3.145032543877062e-05, + "timestep_mean": 444.09375, + "epsilon_norm": 8.62681770324707, + "prediction_norm": 6.349608898162842, + "timestamp": "2025-07-14T12:34:37.409716" + }, + { + "epoch": 1773, + "batch_idx": 160, + "loss": 0.3296664357185364, + "learning_rate": 3.145032543877062e-05, + "timestep_mean": 459.25, + "epsilon_norm": 7.426830291748047, + "prediction_norm": 6.671950817108154, + "timestamp": "2025-07-14T12:34:37.415079" + }, + { + "epoch": 1773, + "batch_idx": 192, + "loss": 0.2108481079339981, + "learning_rate": 3.145032543877062e-05, + "timestep_mean": 469.25, + "epsilon_norm": 4.735213279724121, + "prediction_norm": 3.942664861679077, + "timestamp": "2025-07-14T12:34:37.420615" + }, + { + "epoch": 1774, + "batch_idx": 0, + "loss": 0.3469948172569275, + "learning_rate": 3.117675035138211e-05, + "timestep_mean": 472.375, + "epsilon_norm": 8.893298149108887, + "prediction_norm": 7.2433576583862305, + "timestamp": "2025-07-14T12:34:37.426289" + }, + { + "epoch": 1774, + "batch_idx": 32, + "loss": 0.3149828016757965, + "learning_rate": 3.117675035138211e-05, + "timestep_mean": 556.9375, + "epsilon_norm": 8.653600692749023, + "prediction_norm": 7.344676494598389, + "timestamp": "2025-07-14T12:34:37.431819" + }, + { + "epoch": 1774, + "batch_idx": 64, + "loss": 0.3709774911403656, + "learning_rate": 3.117675035138211e-05, + "timestep_mean": 441.3125, + "epsilon_norm": 7.808054447174072, + "prediction_norm": 6.242593288421631, + "timestamp": "2025-07-14T12:34:37.437210" + }, + { + "epoch": 1774, + "batch_idx": 96, + "loss": 0.2927088141441345, + "learning_rate": 3.117675035138211e-05, + "timestep_mean": 497.46875, + "epsilon_norm": 6.692497253417969, + "prediction_norm": 5.212823867797852, + "timestamp": "2025-07-14T12:34:37.442524" + }, + { + "epoch": 1774, + "batch_idx": 128, + "loss": 0.22307491302490234, + "learning_rate": 3.117675035138211e-05, + "timestep_mean": 505.75, + "epsilon_norm": 8.09986686706543, + "prediction_norm": 7.022485733032227, + "timestamp": "2025-07-14T12:34:37.447798" + }, + { + "epoch": 1774, + "batch_idx": 160, + "loss": 0.2111627757549286, + "learning_rate": 3.117675035138211e-05, + "timestep_mean": 506.21875, + "epsilon_norm": 7.544376373291016, + "prediction_norm": 6.75730037689209, + "timestamp": "2025-07-14T12:34:37.452937" + }, + { + "epoch": 1774, + "batch_idx": 192, + "loss": 0.06517663598060608, + "learning_rate": 3.117675035138211e-05, + "timestep_mean": 517.5, + "epsilon_norm": 3.179403781890869, + "prediction_norm": 3.2675533294677734, + "timestamp": "2025-07-14T12:34:37.458509" + }, + { + "epoch": 1775, + "batch_idx": 0, + "loss": 0.3128877282142639, + "learning_rate": 3.090433203875797e-05, + "timestep_mean": 460.46875, + "epsilon_norm": 7.9981231689453125, + "prediction_norm": 6.4410505294799805, + "timestamp": "2025-07-14T12:34:37.463829" + }, + { + "epoch": 1775, + "batch_idx": 32, + "loss": 0.4135262370109558, + "learning_rate": 3.090433203875797e-05, + "timestep_mean": 448.5, + "epsilon_norm": 10.695096015930176, + "prediction_norm": 8.82981014251709, + "timestamp": "2025-07-14T12:34:37.469044" + }, + { + "epoch": 1775, + "batch_idx": 64, + "loss": 0.29784199595451355, + "learning_rate": 3.090433203875797e-05, + "timestep_mean": 420.6875, + "epsilon_norm": 7.5467705726623535, + "prediction_norm": 6.220262050628662, + "timestamp": "2025-07-14T12:34:37.474443" + }, + { + "epoch": 1775, + "batch_idx": 96, + "loss": 0.4386520981788635, + "learning_rate": 3.090433203875797e-05, + "timestep_mean": 466.65625, + "epsilon_norm": 9.185237884521484, + "prediction_norm": 7.303715229034424, + "timestamp": "2025-07-14T12:34:37.479810" + }, + { + "epoch": 1775, + "batch_idx": 128, + "loss": 0.23227718472480774, + "learning_rate": 3.090433203875797e-05, + "timestep_mean": 517.03125, + "epsilon_norm": 7.850208282470703, + "prediction_norm": 6.746005058288574, + "timestamp": "2025-07-14T12:34:37.484949" + }, + { + "epoch": 1775, + "batch_idx": 160, + "loss": 0.16467174887657166, + "learning_rate": 3.090433203875797e-05, + "timestep_mean": 530.0, + "epsilon_norm": 7.076819896697998, + "prediction_norm": 6.129961013793945, + "timestamp": "2025-07-14T12:34:37.490130" + }, + { + "epoch": 1775, + "batch_idx": 192, + "loss": 0.6436286568641663, + "learning_rate": 3.090433203875797e-05, + "timestep_mean": 384.625, + "epsilon_norm": 3.8453121185302734, + "prediction_norm": 2.513127088546753, + "timestamp": "2025-07-14T12:34:37.495372" + }, + { + "epoch": 1776, + "batch_idx": 0, + "loss": 0.4287436604499817, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 545.34375, + "epsilon_norm": 8.95063304901123, + "prediction_norm": 6.7170915603637695, + "timestamp": "2025-07-14T12:34:37.500625" + }, + { + "epoch": 1776, + "batch_idx": 32, + "loss": 0.18933159112930298, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 538.8125, + "epsilon_norm": 6.883492946624756, + "prediction_norm": 6.527523517608643, + "timestamp": "2025-07-14T12:34:37.505893" + }, + { + "epoch": 1776, + "batch_idx": 64, + "loss": 0.3871568441390991, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 461.09375, + "epsilon_norm": 8.55063533782959, + "prediction_norm": 6.576913356781006, + "timestamp": "2025-07-14T12:34:37.511082" + }, + { + "epoch": 1776, + "batch_idx": 96, + "loss": 0.5260165929794312, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 449.34375, + "epsilon_norm": 8.536474227905273, + "prediction_norm": 6.245954513549805, + "timestamp": "2025-07-14T12:34:37.516374" + }, + { + "epoch": 1776, + "batch_idx": 128, + "loss": 0.13807767629623413, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 530.59375, + "epsilon_norm": 8.114047050476074, + "prediction_norm": 7.491327285766602, + "timestamp": "2025-07-14T12:34:37.521745" + }, + { + "epoch": 1776, + "batch_idx": 160, + "loss": 0.20427051186561584, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 554.125, + "epsilon_norm": 7.799087047576904, + "prediction_norm": 7.092652797698975, + "timestamp": "2025-07-14T12:34:37.527014" + }, + { + "epoch": 1776, + "batch_idx": 192, + "loss": 0.2893484830856323, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 536.625, + "epsilon_norm": 4.175809860229492, + "prediction_norm": 3.500171184539795, + "timestamp": "2025-07-14T12:34:37.532172" + }, + { + "epoch": 1777, + "batch_idx": 0, + "loss": 0.23549699783325195, + "learning_rate": 3.0362968423606577e-05, + "timestep_mean": 463.3125, + "epsilon_norm": 9.082730293273926, + "prediction_norm": 7.871975898742676, + "timestamp": "2025-07-14T12:34:37.537512" + }, + { + "epoch": 1777, + "batch_idx": 32, + "loss": 0.333579421043396, + "learning_rate": 3.0362968423606577e-05, + "timestep_mean": 514.71875, + "epsilon_norm": 7.953340530395508, + "prediction_norm": 6.296391487121582, + "timestamp": "2025-07-14T12:34:37.542743" + }, + { + "epoch": 1777, + "batch_idx": 64, + "loss": 0.31845182180404663, + "learning_rate": 3.0362968423606577e-05, + "timestep_mean": 506.5, + "epsilon_norm": 8.842511177062988, + "prediction_norm": 7.653966426849365, + "timestamp": "2025-07-14T12:34:37.547933" + }, + { + "epoch": 1777, + "batch_idx": 96, + "loss": 0.2796539068222046, + "learning_rate": 3.0362968423606577e-05, + "timestep_mean": 450.65625, + "epsilon_norm": 8.077537536621094, + "prediction_norm": 6.477383136749268, + "timestamp": "2025-07-14T12:34:37.553244" + }, + { + "epoch": 1777, + "batch_idx": 128, + "loss": 0.11328072100877762, + "learning_rate": 3.0362968423606577e-05, + "timestep_mean": 483.0, + "epsilon_norm": 7.24813175201416, + "prediction_norm": 6.649479866027832, + "timestamp": "2025-07-14T12:34:37.558532" + }, + { + "epoch": 1777, + "batch_idx": 160, + "loss": 0.22458970546722412, + "learning_rate": 3.0362968423606577e-05, + "timestep_mean": 492.84375, + "epsilon_norm": 9.46458625793457, + "prediction_norm": 8.43986701965332, + "timestamp": "2025-07-14T12:34:37.563798" + }, + { + "epoch": 1777, + "batch_idx": 192, + "loss": 0.051696449518203735, + "learning_rate": 3.0362968423606577e-05, + "timestep_mean": 532.875, + "epsilon_norm": 4.206711769104004, + "prediction_norm": 4.225245475769043, + "timestamp": "2025-07-14T12:34:37.568816" + }, + { + "epoch": 1778, + "batch_idx": 0, + "loss": 0.3933919072151184, + "learning_rate": 3.009402445684017e-05, + "timestep_mean": 446.9375, + "epsilon_norm": 7.836798191070557, + "prediction_norm": 6.707091331481934, + "timestamp": "2025-07-14T12:34:37.573816" + }, + { + "epoch": 1778, + "batch_idx": 32, + "loss": 0.3844641149044037, + "learning_rate": 3.009402445684017e-05, + "timestep_mean": 406.0625, + "epsilon_norm": 7.538562774658203, + "prediction_norm": 5.08350944519043, + "timestamp": "2025-07-14T12:34:37.578959" + }, + { + "epoch": 1778, + "batch_idx": 64, + "loss": 0.4536215662956238, + "learning_rate": 3.009402445684017e-05, + "timestep_mean": 457.03125, + "epsilon_norm": 7.497616291046143, + "prediction_norm": 5.7800750732421875, + "timestamp": "2025-07-14T12:34:37.584185" + }, + { + "epoch": 1778, + "batch_idx": 96, + "loss": 0.19503843784332275, + "learning_rate": 3.009402445684017e-05, + "timestep_mean": 508.3125, + "epsilon_norm": 8.880202293395996, + "prediction_norm": 7.668119430541992, + "timestamp": "2025-07-14T12:34:37.589361" + }, + { + "epoch": 1778, + "batch_idx": 128, + "loss": 0.18910396099090576, + "learning_rate": 3.009402445684017e-05, + "timestep_mean": 496.75, + "epsilon_norm": 8.14913272857666, + "prediction_norm": 7.56789493560791, + "timestamp": "2025-07-14T12:34:37.594663" + }, + { + "epoch": 1778, + "batch_idx": 160, + "loss": 0.42458873987197876, + "learning_rate": 3.009402445684017e-05, + "timestep_mean": 508.15625, + "epsilon_norm": 8.883184432983398, + "prediction_norm": 6.507022857666016, + "timestamp": "2025-07-14T12:34:37.599898" + }, + { + "epoch": 1778, + "batch_idx": 192, + "loss": 0.27646732330322266, + "learning_rate": 3.009402445684017e-05, + "timestep_mean": 565.375, + "epsilon_norm": 3.345856189727783, + "prediction_norm": 2.5350184440612793, + "timestamp": "2025-07-14T12:34:37.605258" + }, + { + "epoch": 1779, + "batch_idx": 0, + "loss": 0.22943270206451416, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 502.0625, + "epsilon_norm": 7.3008294105529785, + "prediction_norm": 5.771762847900391, + "timestamp": "2025-07-14T12:34:37.610406" + }, + { + "epoch": 1779, + "batch_idx": 32, + "loss": 0.1238013282418251, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 601.15625, + "epsilon_norm": 8.468749046325684, + "prediction_norm": 8.041177749633789, + "timestamp": "2025-07-14T12:34:37.615584" + }, + { + "epoch": 1779, + "batch_idx": 64, + "loss": 0.3242622911930084, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 472.3125, + "epsilon_norm": 8.968583106994629, + "prediction_norm": 7.205071449279785, + "timestamp": "2025-07-14T12:34:37.620801" + }, + { + "epoch": 1779, + "batch_idx": 96, + "loss": 0.1788264811038971, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 505.21875, + "epsilon_norm": 7.272587299346924, + "prediction_norm": 6.246540069580078, + "timestamp": "2025-07-14T12:34:37.626135" + }, + { + "epoch": 1779, + "batch_idx": 128, + "loss": 0.49719440937042236, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 479.40625, + "epsilon_norm": 8.447595596313477, + "prediction_norm": 5.838160037994385, + "timestamp": "2025-07-14T12:34:37.631316" + }, + { + "epoch": 1779, + "batch_idx": 160, + "loss": 0.3989759683609009, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 511.8125, + "epsilon_norm": 9.203469276428223, + "prediction_norm": 7.506675720214844, + "timestamp": "2025-07-14T12:34:37.636492" + }, + { + "epoch": 1779, + "batch_idx": 192, + "loss": 0.9806464314460754, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 385.25, + "epsilon_norm": 4.999290943145752, + "prediction_norm": 3.2110183238983154, + "timestamp": "2025-07-14T12:34:37.641659" + }, + { + "epoch": 1780, + "batch_idx": 0, + "loss": 0.19132566452026367, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 555.84375, + "epsilon_norm": 8.4574556350708, + "prediction_norm": 7.633062362670898, + "timestamp": "2025-07-14T12:34:37.646925" + }, + { + "epoch": 1780, + "batch_idx": 32, + "loss": 0.32854196429252625, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 518.46875, + "epsilon_norm": 7.578429698944092, + "prediction_norm": 6.3696088790893555, + "timestamp": "2025-07-14T12:34:37.652120" + }, + { + "epoch": 1780, + "batch_idx": 64, + "loss": 0.2533420920372009, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 363.625, + "epsilon_norm": 8.036388397216797, + "prediction_norm": 6.9158034324646, + "timestamp": "2025-07-14T12:34:37.657255" + }, + { + "epoch": 1780, + "batch_idx": 96, + "loss": 0.2948949635028839, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 510.78125, + "epsilon_norm": 7.120691776275635, + "prediction_norm": 5.983279228210449, + "timestamp": "2025-07-14T12:34:37.662518" + }, + { + "epoch": 1780, + "batch_idx": 128, + "loss": 0.22128817439079285, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 482.03125, + "epsilon_norm": 7.356836795806885, + "prediction_norm": 6.143622398376465, + "timestamp": "2025-07-14T12:34:37.667696" + }, + { + "epoch": 1780, + "batch_idx": 160, + "loss": 0.47443369030952454, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 459.65625, + "epsilon_norm": 8.763652801513672, + "prediction_norm": 6.625335216522217, + "timestamp": "2025-07-14T12:34:37.672819" + }, + { + "epoch": 1780, + "batch_idx": 192, + "loss": 0.21800640225410461, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 533.75, + "epsilon_norm": 3.6737897396087646, + "prediction_norm": 2.7779884338378906, + "timestamp": "2025-07-14T12:34:37.677948" + }, + { + "epoch": 1781, + "batch_idx": 0, + "loss": 0.38893163204193115, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 393.09375, + "epsilon_norm": 7.832700252532959, + "prediction_norm": 6.505660533905029, + "timestamp": "2025-07-14T12:34:37.683038" + }, + { + "epoch": 1781, + "batch_idx": 32, + "loss": 0.2058342695236206, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 509.1875, + "epsilon_norm": 6.641979217529297, + "prediction_norm": 6.035150527954102, + "timestamp": "2025-07-14T12:34:37.688094" + }, + { + "epoch": 1781, + "batch_idx": 64, + "loss": 0.18861021101474762, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 511.46875, + "epsilon_norm": 8.757580757141113, + "prediction_norm": 7.621706962585449, + "timestamp": "2025-07-14T12:34:37.692966" + }, + { + "epoch": 1781, + "batch_idx": 96, + "loss": 0.415011465549469, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 529.8125, + "epsilon_norm": 8.959002494812012, + "prediction_norm": 7.343754291534424, + "timestamp": "2025-07-14T12:34:37.697942" + }, + { + "epoch": 1781, + "batch_idx": 128, + "loss": 0.4761529862880707, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 470.375, + "epsilon_norm": 9.353041648864746, + "prediction_norm": 7.3770294189453125, + "timestamp": "2025-07-14T12:34:37.702864" + }, + { + "epoch": 1781, + "batch_idx": 160, + "loss": 0.17408382892608643, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 432.78125, + "epsilon_norm": 7.893192768096924, + "prediction_norm": 7.181208610534668, + "timestamp": "2025-07-14T12:34:37.707891" + }, + { + "epoch": 1781, + "batch_idx": 192, + "loss": 0.12822076678276062, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 479.375, + "epsilon_norm": 3.462404489517212, + "prediction_norm": 2.9810664653778076, + "timestamp": "2025-07-14T12:34:37.712938" + }, + { + "epoch": 1782, + "batch_idx": 0, + "loss": 0.286691278219223, + "learning_rate": 2.9029849645604726e-05, + "timestep_mean": 430.28125, + "epsilon_norm": 7.375050067901611, + "prediction_norm": 5.235068321228027, + "timestamp": "2025-07-14T12:34:37.717882" + }, + { + "epoch": 1782, + "batch_idx": 32, + "loss": 0.08120296895503998, + "learning_rate": 2.9029849645604726e-05, + "timestep_mean": 542.28125, + "epsilon_norm": 7.6504716873168945, + "prediction_norm": 7.524112224578857, + "timestamp": "2025-07-14T12:34:37.722906" + }, + { + "epoch": 1782, + "batch_idx": 64, + "loss": 0.1678207516670227, + "learning_rate": 2.9029849645604726e-05, + "timestep_mean": 513.46875, + "epsilon_norm": 6.895781517028809, + "prediction_norm": 6.56861686706543, + "timestamp": "2025-07-14T12:34:37.727782" + }, + { + "epoch": 1782, + "batch_idx": 96, + "loss": 0.1503591388463974, + "learning_rate": 2.9029849645604726e-05, + "timestep_mean": 499.0, + "epsilon_norm": 7.742587566375732, + "prediction_norm": 7.267272472381592, + "timestamp": "2025-07-14T12:34:37.732750" + }, + { + "epoch": 1782, + "batch_idx": 128, + "loss": 0.4622405469417572, + "learning_rate": 2.9029849645604726e-05, + "timestep_mean": 433.375, + "epsilon_norm": 9.316573143005371, + "prediction_norm": 7.022581577301025, + "timestamp": "2025-07-14T12:34:37.737786" + }, + { + "epoch": 1782, + "batch_idx": 160, + "loss": 0.37304461002349854, + "learning_rate": 2.9029849645604726e-05, + "timestep_mean": 481.3125, + "epsilon_norm": 9.019501686096191, + "prediction_norm": 7.005948543548584, + "timestamp": "2025-07-14T12:34:37.742716" + }, + { + "epoch": 1782, + "batch_idx": 192, + "loss": 0.2827185094356537, + "learning_rate": 2.9029849645604726e-05, + "timestep_mean": 491.875, + "epsilon_norm": 3.7486412525177, + "prediction_norm": 3.2819180488586426, + "timestamp": "2025-07-14T12:34:37.747754" + }, + { + "epoch": 1783, + "batch_idx": 0, + "loss": 0.19366928935050964, + "learning_rate": 2.8766709488936052e-05, + "timestep_mean": 570.78125, + "epsilon_norm": 7.052483081817627, + "prediction_norm": 6.747621059417725, + "timestamp": "2025-07-14T12:34:37.752636" + }, + { + "epoch": 1783, + "batch_idx": 32, + "loss": 0.24127310514450073, + "learning_rate": 2.8766709488936052e-05, + "timestep_mean": 484.75, + "epsilon_norm": 7.6184234619140625, + "prediction_norm": 6.258087635040283, + "timestamp": "2025-07-14T12:34:37.757823" + }, + { + "epoch": 1783, + "batch_idx": 64, + "loss": 0.18260912597179413, + "learning_rate": 2.8766709488936052e-05, + "timestep_mean": 567.625, + "epsilon_norm": 8.120909690856934, + "prediction_norm": 7.116147518157959, + "timestamp": "2025-07-14T12:34:37.762726" + }, + { + "epoch": 1783, + "batch_idx": 96, + "loss": 0.3147313594818115, + "learning_rate": 2.8766709488936052e-05, + "timestep_mean": 477.21875, + "epsilon_norm": 7.928868770599365, + "prediction_norm": 6.592639923095703, + "timestamp": "2025-07-14T12:34:37.767681" + }, + { + "epoch": 1783, + "batch_idx": 128, + "loss": 0.23364652693271637, + "learning_rate": 2.8766709488936052e-05, + "timestep_mean": 476.375, + "epsilon_norm": 7.111799716949463, + "prediction_norm": 6.2963762283325195, + "timestamp": "2025-07-14T12:34:37.772599" + }, + { + "epoch": 1783, + "batch_idx": 160, + "loss": 0.32115352153778076, + "learning_rate": 2.8766709488936052e-05, + "timestep_mean": 470.3125, + "epsilon_norm": 7.721158504486084, + "prediction_norm": 6.230206489562988, + "timestamp": "2025-07-14T12:34:37.777573" + }, + { + "epoch": 1783, + "batch_idx": 192, + "loss": 0.10906572639942169, + "learning_rate": 2.8766709488936052e-05, + "timestep_mean": 574.125, + "epsilon_norm": 3.0827720165252686, + "prediction_norm": 3.184169292449951, + "timestamp": "2025-07-14T12:34:37.782518" + }, + { + "epoch": 1784, + "batch_idx": 0, + "loss": 0.2362011969089508, + "learning_rate": 2.850473205356773e-05, + "timestep_mean": 447.8125, + "epsilon_norm": 7.377941131591797, + "prediction_norm": 6.521335601806641, + "timestamp": "2025-07-14T12:34:37.787452" + }, + { + "epoch": 1784, + "batch_idx": 32, + "loss": 0.24186265468597412, + "learning_rate": 2.850473205356773e-05, + "timestep_mean": 422.96875, + "epsilon_norm": 8.044903755187988, + "prediction_norm": 7.116392135620117, + "timestamp": "2025-07-14T12:34:37.792412" + }, + { + "epoch": 1784, + "batch_idx": 64, + "loss": 0.228313609957695, + "learning_rate": 2.850473205356773e-05, + "timestep_mean": 465.15625, + "epsilon_norm": 8.068323135375977, + "prediction_norm": 7.216361999511719, + "timestamp": "2025-07-14T12:34:37.797358" + }, + { + "epoch": 1784, + "batch_idx": 96, + "loss": 0.3087195158004761, + "learning_rate": 2.850473205356773e-05, + "timestep_mean": 480.0, + "epsilon_norm": 7.618701457977295, + "prediction_norm": 6.613099575042725, + "timestamp": "2025-07-14T12:34:37.802348" + }, + { + "epoch": 1784, + "batch_idx": 128, + "loss": 0.2563760280609131, + "learning_rate": 2.850473205356773e-05, + "timestep_mean": 494.6875, + "epsilon_norm": 6.7876057624816895, + "prediction_norm": 5.973718166351318, + "timestamp": "2025-07-14T12:34:37.807266" + }, + { + "epoch": 1784, + "batch_idx": 160, + "loss": 0.2960614562034607, + "learning_rate": 2.850473205356773e-05, + "timestep_mean": 411.6875, + "epsilon_norm": 7.651739120483398, + "prediction_norm": 5.930181980133057, + "timestamp": "2025-07-14T12:34:37.812206" + }, + { + "epoch": 1784, + "batch_idx": 192, + "loss": 0.2807508409023285, + "learning_rate": 2.850473205356773e-05, + "timestep_mean": 316.625, + "epsilon_norm": 3.2079219818115234, + "prediction_norm": 2.082953929901123, + "timestamp": "2025-07-14T12:34:37.817237" + }, + { + "epoch": 1785, + "batch_idx": 0, + "loss": 0.41351568698883057, + "learning_rate": 2.8243917985903195e-05, + "timestep_mean": 565.6875, + "epsilon_norm": 8.418543815612793, + "prediction_norm": 6.622955799102783, + "timestamp": "2025-07-14T12:34:37.822142" + }, + { + "epoch": 1785, + "batch_idx": 32, + "loss": 0.2899232506752014, + "learning_rate": 2.8243917985903195e-05, + "timestep_mean": 498.78125, + "epsilon_norm": 7.775018215179443, + "prediction_norm": 6.374151706695557, + "timestamp": "2025-07-14T12:34:37.827131" + }, + { + "epoch": 1785, + "batch_idx": 64, + "loss": 0.1086149513721466, + "learning_rate": 2.8243917985903195e-05, + "timestep_mean": 536.1875, + "epsilon_norm": 6.40004301071167, + "prediction_norm": 5.4596052169799805, + "timestamp": "2025-07-14T12:34:37.832083" + }, + { + "epoch": 1785, + "batch_idx": 96, + "loss": 0.4059429168701172, + "learning_rate": 2.8243917985903195e-05, + "timestep_mean": 458.90625, + "epsilon_norm": 8.672172546386719, + "prediction_norm": 6.428191661834717, + "timestamp": "2025-07-14T12:34:37.837075" + }, + { + "epoch": 1785, + "batch_idx": 128, + "loss": 0.3716470003128052, + "learning_rate": 2.8243917985903195e-05, + "timestep_mean": 456.90625, + "epsilon_norm": 7.320944786071777, + "prediction_norm": 5.998327255249023, + "timestamp": "2025-07-14T12:34:37.842008" + }, + { + "epoch": 1785, + "batch_idx": 160, + "loss": 0.20874366164207458, + "learning_rate": 2.8243917985903195e-05, + "timestep_mean": 530.1875, + "epsilon_norm": 7.313018798828125, + "prediction_norm": 6.7363972663879395, + "timestamp": "2025-07-14T12:34:37.846929" + }, + { + "epoch": 1785, + "batch_idx": 192, + "loss": 0.09423409402370453, + "learning_rate": 2.8243917985903195e-05, + "timestep_mean": 698.0, + "epsilon_norm": 2.5341296195983887, + "prediction_norm": 2.0562052726745605, + "timestamp": "2025-07-14T12:34:37.851908" + }, + { + "epoch": 1786, + "batch_idx": 0, + "loss": 0.5125741958618164, + "learning_rate": 2.7984267929475168e-05, + "timestep_mean": 420.9375, + "epsilon_norm": 8.306767463684082, + "prediction_norm": 5.943068504333496, + "timestamp": "2025-07-14T12:34:37.857026" + }, + { + "epoch": 1786, + "batch_idx": 32, + "loss": 0.3015793263912201, + "learning_rate": 2.7984267929475168e-05, + "timestep_mean": 471.71875, + "epsilon_norm": 8.33176040649414, + "prediction_norm": 7.220782279968262, + "timestamp": "2025-07-14T12:34:37.861950" + }, + { + "epoch": 1786, + "batch_idx": 64, + "loss": 0.33591020107269287, + "learning_rate": 2.7984267929475168e-05, + "timestep_mean": 454.125, + "epsilon_norm": 6.491716384887695, + "prediction_norm": 4.878607749938965, + "timestamp": "2025-07-14T12:34:37.867001" + }, + { + "epoch": 1786, + "batch_idx": 96, + "loss": 0.25429651141166687, + "learning_rate": 2.7984267929475168e-05, + "timestep_mean": 478.125, + "epsilon_norm": 8.967146873474121, + "prediction_norm": 7.4280171394348145, + "timestamp": "2025-07-14T12:34:37.871902" + }, + { + "epoch": 1786, + "batch_idx": 128, + "loss": 0.2831433415412903, + "learning_rate": 2.7984267929475168e-05, + "timestep_mean": 517.875, + "epsilon_norm": 8.487059593200684, + "prediction_norm": 7.43887996673584, + "timestamp": "2025-07-14T12:34:37.876850" + }, + { + "epoch": 1786, + "batch_idx": 160, + "loss": 0.2460610270500183, + "learning_rate": 2.7984267929475168e-05, + "timestep_mean": 520.5, + "epsilon_norm": 8.67137336730957, + "prediction_norm": 7.525548934936523, + "timestamp": "2025-07-14T12:34:37.881787" + }, + { + "epoch": 1786, + "batch_idx": 192, + "loss": 0.360870361328125, + "learning_rate": 2.7984267929475168e-05, + "timestep_mean": 577.5, + "epsilon_norm": 4.1020426750183105, + "prediction_norm": 3.2446439266204834, + "timestamp": "2025-07-14T12:34:37.886874" + }, + { + "epoch": 1787, + "batch_idx": 0, + "loss": 0.30450522899627686, + "learning_rate": 2.7725782524944284e-05, + "timestep_mean": 489.0625, + "epsilon_norm": 8.380627632141113, + "prediction_norm": 7.080058574676514, + "timestamp": "2025-07-14T12:34:37.891985" + }, + { + "epoch": 1787, + "batch_idx": 32, + "loss": 0.16413474082946777, + "learning_rate": 2.7725782524944284e-05, + "timestep_mean": 532.4375, + "epsilon_norm": 8.525716781616211, + "prediction_norm": 7.610189437866211, + "timestamp": "2025-07-14T12:34:37.896946" + }, + { + "epoch": 1787, + "batch_idx": 64, + "loss": 0.22065575420856476, + "learning_rate": 2.7725782524944284e-05, + "timestep_mean": 473.09375, + "epsilon_norm": 7.839869976043701, + "prediction_norm": 7.108238697052002, + "timestamp": "2025-07-14T12:34:37.901920" + }, + { + "epoch": 1787, + "batch_idx": 96, + "loss": 0.3919432759284973, + "learning_rate": 2.7725782524944284e-05, + "timestep_mean": 466.25, + "epsilon_norm": 8.962137222290039, + "prediction_norm": 6.8057122230529785, + "timestamp": "2025-07-14T12:34:37.906853" + }, + { + "epoch": 1787, + "batch_idx": 128, + "loss": 0.11299224197864532, + "learning_rate": 2.7725782524944284e-05, + "timestep_mean": 557.40625, + "epsilon_norm": 6.784770488739014, + "prediction_norm": 6.369997501373291, + "timestamp": "2025-07-14T12:34:37.911844" + }, + { + "epoch": 1787, + "batch_idx": 160, + "loss": 0.5236650109291077, + "learning_rate": 2.7725782524944284e-05, + "timestep_mean": 427.34375, + "epsilon_norm": 9.041790008544922, + "prediction_norm": 6.6872663497924805, + "timestamp": "2025-07-14T12:34:37.916936" + }, + { + "epoch": 1787, + "batch_idx": 192, + "loss": 0.14262855052947998, + "learning_rate": 2.7725782524944284e-05, + "timestep_mean": 512.875, + "epsilon_norm": 4.201486587524414, + "prediction_norm": 4.033478736877441, + "timestamp": "2025-07-14T12:34:37.921912" + }, + { + "epoch": 1788, + "batch_idx": 0, + "loss": 0.22765682637691498, + "learning_rate": 2.7468462410097645e-05, + "timestep_mean": 504.84375, + "epsilon_norm": 8.073187828063965, + "prediction_norm": 7.079939842224121, + "timestamp": "2025-07-14T12:34:37.926922" + }, + { + "epoch": 1788, + "batch_idx": 32, + "loss": 0.14634785056114197, + "learning_rate": 2.7468462410097645e-05, + "timestep_mean": 538.03125, + "epsilon_norm": 7.4757304191589355, + "prediction_norm": 7.193458080291748, + "timestamp": "2025-07-14T12:34:37.931905" + }, + { + "epoch": 1788, + "batch_idx": 64, + "loss": 0.4168110191822052, + "learning_rate": 2.7468462410097645e-05, + "timestep_mean": 487.40625, + "epsilon_norm": 8.198725700378418, + "prediction_norm": 6.114658355712891, + "timestamp": "2025-07-14T12:34:37.936847" + }, + { + "epoch": 1788, + "batch_idx": 96, + "loss": 0.45631274580955505, + "learning_rate": 2.7468462410097645e-05, + "timestep_mean": 454.40625, + "epsilon_norm": 8.535301208496094, + "prediction_norm": 6.5010151863098145, + "timestamp": "2025-07-14T12:34:37.941953" + }, + { + "epoch": 1788, + "batch_idx": 128, + "loss": 0.24922913312911987, + "learning_rate": 2.7468462410097645e-05, + "timestep_mean": 503.6875, + "epsilon_norm": 7.841059684753418, + "prediction_norm": 6.8895721435546875, + "timestamp": "2025-07-14T12:34:37.946851" + }, + { + "epoch": 1788, + "batch_idx": 160, + "loss": 0.31545206904411316, + "learning_rate": 2.7468462410097645e-05, + "timestep_mean": 478.3125, + "epsilon_norm": 7.563092231750488, + "prediction_norm": 6.977950572967529, + "timestamp": "2025-07-14T12:34:37.951879" + }, + { + "epoch": 1788, + "batch_idx": 192, + "loss": 0.17438024282455444, + "learning_rate": 2.7468462410097645e-05, + "timestep_mean": 606.875, + "epsilon_norm": 4.067350387573242, + "prediction_norm": 3.519392490386963, + "timestamp": "2025-07-14T12:34:37.956936" + }, + { + "epoch": 1789, + "batch_idx": 0, + "loss": 0.14359626173973083, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 502.1875, + "epsilon_norm": 8.168169021606445, + "prediction_norm": 7.9333319664001465, + "timestamp": "2025-07-14T12:34:37.961990" + }, + { + "epoch": 1789, + "batch_idx": 32, + "loss": 0.2376033514738083, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 517.65625, + "epsilon_norm": 8.333049774169922, + "prediction_norm": 7.1889190673828125, + "timestamp": "2025-07-14T12:34:37.967393" + }, + { + "epoch": 1789, + "batch_idx": 64, + "loss": 0.3079829216003418, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 386.125, + "epsilon_norm": 7.590925216674805, + "prediction_norm": 6.39229679107666, + "timestamp": "2025-07-14T12:34:37.973250" + }, + { + "epoch": 1789, + "batch_idx": 96, + "loss": 0.4101242125034332, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 554.4375, + "epsilon_norm": 7.93937873840332, + "prediction_norm": 6.567712783813477, + "timestamp": "2025-07-14T12:34:37.988369" + }, + { + "epoch": 1789, + "batch_idx": 128, + "loss": 0.2622341513633728, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 480.0, + "epsilon_norm": 7.849256992340088, + "prediction_norm": 6.785423755645752, + "timestamp": "2025-07-14T12:34:37.997529" + }, + { + "epoch": 1789, + "batch_idx": 160, + "loss": 0.18677619099617004, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 462.75, + "epsilon_norm": 7.826496124267578, + "prediction_norm": 6.7723212242126465, + "timestamp": "2025-07-14T12:34:38.005734" + }, + { + "epoch": 1789, + "batch_idx": 192, + "loss": 0.12264799326658249, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 628.75, + "epsilon_norm": 3.5861716270446777, + "prediction_norm": 3.0739712715148926, + "timestamp": "2025-07-14T12:34:38.014172" + }, + { + "epoch": 1790, + "batch_idx": 0, + "loss": 0.2153235226869583, + "learning_rate": 2.6957320586227344e-05, + "timestep_mean": 479.28125, + "epsilon_norm": 7.583052158355713, + "prediction_norm": 6.331881046295166, + "timestamp": "2025-07-14T12:34:38.020097" + }, + { + "epoch": 1790, + "batch_idx": 32, + "loss": 0.2846941649913788, + "learning_rate": 2.6957320586227344e-05, + "timestep_mean": 487.25, + "epsilon_norm": 8.444188117980957, + "prediction_norm": 7.5202765464782715, + "timestamp": "2025-07-14T12:34:38.026491" + }, + { + "epoch": 1790, + "batch_idx": 64, + "loss": 0.14411327242851257, + "learning_rate": 2.6957320586227344e-05, + "timestep_mean": 573.375, + "epsilon_norm": 7.376040458679199, + "prediction_norm": 6.75659704208374, + "timestamp": "2025-07-14T12:34:38.034752" + }, + { + "epoch": 1790, + "batch_idx": 96, + "loss": 0.28371676802635193, + "learning_rate": 2.6957320586227344e-05, + "timestep_mean": 580.8125, + "epsilon_norm": 8.456938743591309, + "prediction_norm": 6.980163097381592, + "timestamp": "2025-07-14T12:34:38.043477" + }, + { + "epoch": 1790, + "batch_idx": 128, + "loss": 0.41672617197036743, + "learning_rate": 2.6957320586227344e-05, + "timestep_mean": 519.875, + "epsilon_norm": 8.216862678527832, + "prediction_norm": 7.287907123565674, + "timestamp": "2025-07-14T12:34:38.051791" + }, + { + "epoch": 1790, + "batch_idx": 160, + "loss": 0.3277706503868103, + "learning_rate": 2.6957320586227344e-05, + "timestep_mean": 442.0625, + "epsilon_norm": 7.870982646942139, + "prediction_norm": 6.226482391357422, + "timestamp": "2025-07-14T12:34:38.059581" + }, + { + "epoch": 1790, + "batch_idx": 192, + "loss": 0.4196816384792328, + "learning_rate": 2.6957320586227344e-05, + "timestep_mean": 401.5, + "epsilon_norm": 3.551936626434326, + "prediction_norm": 1.9179933071136475, + "timestamp": "2025-07-14T12:34:38.067409" + }, + { + "epoch": 1791, + "batch_idx": 0, + "loss": 0.4159858524799347, + "learning_rate": 2.670350013839539e-05, + "timestep_mean": 427.75, + "epsilon_norm": 8.16834831237793, + "prediction_norm": 6.009946823120117, + "timestamp": "2025-07-14T12:34:38.075746" + }, + { + "epoch": 1791, + "batch_idx": 32, + "loss": 0.2363642007112503, + "learning_rate": 2.670350013839539e-05, + "timestep_mean": 504.9375, + "epsilon_norm": 8.054388046264648, + "prediction_norm": 6.988346099853516, + "timestamp": "2025-07-14T12:34:38.082211" + }, + { + "epoch": 1791, + "batch_idx": 64, + "loss": 0.23081645369529724, + "learning_rate": 2.670350013839539e-05, + "timestep_mean": 476.15625, + "epsilon_norm": 7.513378620147705, + "prediction_norm": 5.872309684753418, + "timestamp": "2025-07-14T12:34:38.087343" + }, + { + "epoch": 1791, + "batch_idx": 96, + "loss": 0.24665632843971252, + "learning_rate": 2.670350013839539e-05, + "timestep_mean": 395.0625, + "epsilon_norm": 8.022485733032227, + "prediction_norm": 6.880151748657227, + "timestamp": "2025-07-14T12:34:38.092464" + }, + { + "epoch": 1791, + "batch_idx": 128, + "loss": 0.18251198530197144, + "learning_rate": 2.670350013839539e-05, + "timestep_mean": 493.5, + "epsilon_norm": 7.51914119720459, + "prediction_norm": 6.707268714904785, + "timestamp": "2025-07-14T12:34:38.097268" + }, + { + "epoch": 1791, + "batch_idx": 160, + "loss": 0.31890735030174255, + "learning_rate": 2.670350013839539e-05, + "timestep_mean": 503.6875, + "epsilon_norm": 7.687934875488281, + "prediction_norm": 6.653094291687012, + "timestamp": "2025-07-14T12:34:38.102017" + }, + { + "epoch": 1791, + "batch_idx": 192, + "loss": 0.2034299373626709, + "learning_rate": 2.670350013839539e-05, + "timestep_mean": 493.25, + "epsilon_norm": 4.363493919372559, + "prediction_norm": 3.513362407684326, + "timestamp": "2025-07-14T12:34:38.106949" + }, + { + "epoch": 1792, + "batch_idx": 0, + "loss": 0.18407265841960907, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 521.46875, + "epsilon_norm": 7.901496410369873, + "prediction_norm": 7.333026885986328, + "timestamp": "2025-07-14T12:34:38.111809" + }, + { + "epoch": 1792, + "batch_idx": 32, + "loss": 0.4167410731315613, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 391.6875, + "epsilon_norm": 8.813910484313965, + "prediction_norm": 6.864697456359863, + "timestamp": "2025-07-14T12:34:38.116588" + }, + { + "epoch": 1792, + "batch_idx": 64, + "loss": 0.24457213282585144, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 563.75, + "epsilon_norm": 7.41188383102417, + "prediction_norm": 6.161371231079102, + "timestamp": "2025-07-14T12:34:38.121479" + }, + { + "epoch": 1792, + "batch_idx": 96, + "loss": 0.19938114285469055, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 509.71875, + "epsilon_norm": 8.336095809936523, + "prediction_norm": 7.459589958190918, + "timestamp": "2025-07-14T12:34:38.126252" + }, + { + "epoch": 1792, + "batch_idx": 128, + "loss": 0.3470751643180847, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 510.375, + "epsilon_norm": 8.542451858520508, + "prediction_norm": 7.48238468170166, + "timestamp": "2025-07-14T12:34:38.131016" + }, + { + "epoch": 1792, + "batch_idx": 160, + "loss": 0.4167836606502533, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 463.625, + "epsilon_norm": 7.903693199157715, + "prediction_norm": 6.029970169067383, + "timestamp": "2025-07-14T12:34:38.135827" + }, + { + "epoch": 1792, + "batch_idx": 192, + "loss": 0.03306538984179497, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 656.25, + "epsilon_norm": 3.46500825881958, + "prediction_norm": 3.146545886993408, + "timestamp": "2025-07-14T12:34:38.140623" + }, + { + "epoch": 1793, + "batch_idx": 0, + "loss": 0.41192758083343506, + "learning_rate": 2.619936330231992e-05, + "timestep_mean": 443.5625, + "epsilon_norm": 7.806797981262207, + "prediction_norm": 6.308578014373779, + "timestamp": "2025-07-14T12:34:38.145418" + }, + { + "epoch": 1793, + "batch_idx": 32, + "loss": 0.27806705236434937, + "learning_rate": 2.619936330231992e-05, + "timestep_mean": 467.71875, + "epsilon_norm": 8.535820007324219, + "prediction_norm": 6.999633312225342, + "timestamp": "2025-07-14T12:34:38.150293" + }, + { + "epoch": 1793, + "batch_idx": 64, + "loss": 0.14120444655418396, + "learning_rate": 2.619936330231992e-05, + "timestep_mean": 588.78125, + "epsilon_norm": 7.366476058959961, + "prediction_norm": 6.9840288162231445, + "timestamp": "2025-07-14T12:34:38.155004" + }, + { + "epoch": 1793, + "batch_idx": 96, + "loss": 0.38745975494384766, + "learning_rate": 2.619936330231992e-05, + "timestep_mean": 524.25, + "epsilon_norm": 7.760720729827881, + "prediction_norm": 5.987327575683594, + "timestamp": "2025-07-14T12:34:38.159809" + }, + { + "epoch": 1793, + "batch_idx": 128, + "loss": 0.2429710477590561, + "learning_rate": 2.619936330231992e-05, + "timestep_mean": 546.75, + "epsilon_norm": 7.788259506225586, + "prediction_norm": 6.30734395980835, + "timestamp": "2025-07-14T12:34:38.164527" + }, + { + "epoch": 1793, + "batch_idx": 160, + "loss": 0.3054138720035553, + "learning_rate": 2.619936330231992e-05, + "timestep_mean": 482.53125, + "epsilon_norm": 8.016709327697754, + "prediction_norm": 6.651575088500977, + "timestamp": "2025-07-14T12:34:38.169367" + }, + { + "epoch": 1793, + "batch_idx": 192, + "loss": 0.0332280732691288, + "learning_rate": 2.619936330231992e-05, + "timestep_mean": 776.375, + "epsilon_norm": 4.072497367858887, + "prediction_norm": 3.9760403633117676, + "timestamp": "2025-07-14T12:34:38.174232" + }, + { + "epoch": 1794, + "batch_idx": 0, + "loss": 0.4251956045627594, + "learning_rate": 2.594904815798404e-05, + "timestep_mean": 442.71875, + "epsilon_norm": 8.402664184570312, + "prediction_norm": 6.192327499389648, + "timestamp": "2025-07-14T12:34:38.179074" + }, + { + "epoch": 1794, + "batch_idx": 32, + "loss": 0.15293331444263458, + "learning_rate": 2.594904815798404e-05, + "timestep_mean": 497.65625, + "epsilon_norm": 7.085779190063477, + "prediction_norm": 6.546080112457275, + "timestamp": "2025-07-14T12:34:38.183972" + }, + { + "epoch": 1794, + "batch_idx": 64, + "loss": 0.1937597393989563, + "learning_rate": 2.594904815798404e-05, + "timestep_mean": 520.1875, + "epsilon_norm": 6.62313175201416, + "prediction_norm": 5.928366184234619, + "timestamp": "2025-07-14T12:34:38.188800" + }, + { + "epoch": 1794, + "batch_idx": 96, + "loss": 0.08707365393638611, + "learning_rate": 2.594904815798404e-05, + "timestep_mean": 542.15625, + "epsilon_norm": 7.356138229370117, + "prediction_norm": 7.342288017272949, + "timestamp": "2025-07-14T12:34:38.193540" + }, + { + "epoch": 1794, + "batch_idx": 128, + "loss": 0.33935636281967163, + "learning_rate": 2.594904815798404e-05, + "timestep_mean": 474.90625, + "epsilon_norm": 7.7849202156066895, + "prediction_norm": 6.366122245788574, + "timestamp": "2025-07-14T12:34:38.198267" + }, + { + "epoch": 1794, + "batch_idx": 160, + "loss": 0.3359145522117615, + "learning_rate": 2.594904815798404e-05, + "timestep_mean": 377.65625, + "epsilon_norm": 8.808064460754395, + "prediction_norm": 6.947775840759277, + "timestamp": "2025-07-14T12:34:38.203016" + }, + { + "epoch": 1794, + "batch_idx": 192, + "loss": 0.12275728583335876, + "learning_rate": 2.594904815798404e-05, + "timestep_mean": 600.5, + "epsilon_norm": 3.859797716140747, + "prediction_norm": 3.4064955711364746, + "timestamp": "2025-07-14T12:34:38.207750" + }, + { + "epoch": 1795, + "batch_idx": 0, + "loss": 0.2850363850593567, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 553.96875, + "epsilon_norm": 7.270008563995361, + "prediction_norm": 6.2687859535217285, + "timestamp": "2025-07-14T12:34:38.212511" + }, + { + "epoch": 1795, + "batch_idx": 32, + "loss": 0.21187351644039154, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 487.53125, + "epsilon_norm": 8.900275230407715, + "prediction_norm": 7.58427095413208, + "timestamp": "2025-07-14T12:34:38.217458" + }, + { + "epoch": 1795, + "batch_idx": 64, + "loss": 0.19333337247371674, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 497.125, + "epsilon_norm": 7.690526962280273, + "prediction_norm": 7.034600257873535, + "timestamp": "2025-07-14T12:34:38.222255" + }, + { + "epoch": 1795, + "batch_idx": 96, + "loss": 0.2024618685245514, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 517.0, + "epsilon_norm": 7.011618137359619, + "prediction_norm": 6.0229082107543945, + "timestamp": "2025-07-14T12:34:38.227147" + }, + { + "epoch": 1795, + "batch_idx": 128, + "loss": 0.2373761087656021, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 511.53125, + "epsilon_norm": 8.202095031738281, + "prediction_norm": 6.895940780639648, + "timestamp": "2025-07-14T12:34:38.231976" + }, + { + "epoch": 1795, + "batch_idx": 160, + "loss": 0.48946595191955566, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 435.09375, + "epsilon_norm": 8.471062660217285, + "prediction_norm": 6.352138996124268, + "timestamp": "2025-07-14T12:34:38.237020" + }, + { + "epoch": 1795, + "batch_idx": 192, + "loss": 0.7138685584068298, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 511.5, + "epsilon_norm": 5.0589141845703125, + "prediction_norm": 3.062623977661133, + "timestamp": "2025-07-14T12:34:38.242323" + }, + { + "epoch": 1796, + "batch_idx": 0, + "loss": 0.25024744868278503, + "learning_rate": 2.545192750485264e-05, + "timestep_mean": 449.96875, + "epsilon_norm": 8.211792945861816, + "prediction_norm": 7.039214611053467, + "timestamp": "2025-07-14T12:34:38.247268" + }, + { + "epoch": 1796, + "batch_idx": 32, + "loss": 0.34913650155067444, + "learning_rate": 2.545192750485264e-05, + "timestep_mean": 464.90625, + "epsilon_norm": 8.807056427001953, + "prediction_norm": 6.820852279663086, + "timestamp": "2025-07-14T12:34:38.252097" + }, + { + "epoch": 1796, + "batch_idx": 64, + "loss": 0.17694330215454102, + "learning_rate": 2.545192750485264e-05, + "timestep_mean": 503.53125, + "epsilon_norm": 7.2569780349731445, + "prediction_norm": 6.583176136016846, + "timestamp": "2025-07-14T12:34:38.257125" + }, + { + "epoch": 1796, + "batch_idx": 96, + "loss": 0.29393309354782104, + "learning_rate": 2.545192750485264e-05, + "timestep_mean": 528.1875, + "epsilon_norm": 7.981931209564209, + "prediction_norm": 6.610421180725098, + "timestamp": "2025-07-14T12:34:38.262489" + }, + { + "epoch": 1796, + "batch_idx": 128, + "loss": 0.15992599725723267, + "learning_rate": 2.545192750485264e-05, + "timestep_mean": 523.28125, + "epsilon_norm": 6.689155578613281, + "prediction_norm": 5.74694299697876, + "timestamp": "2025-07-14T12:34:38.267733" + }, + { + "epoch": 1796, + "batch_idx": 160, + "loss": 0.31951165199279785, + "learning_rate": 2.545192750485264e-05, + "timestep_mean": 444.375, + "epsilon_norm": 7.450154781341553, + "prediction_norm": 6.0656352043151855, + "timestamp": "2025-07-14T12:34:38.272744" + }, + { + "epoch": 1796, + "batch_idx": 192, + "loss": 0.4144093692302704, + "learning_rate": 2.545192750485264e-05, + "timestep_mean": 306.25, + "epsilon_norm": 3.7517993450164795, + "prediction_norm": 3.147035598754883, + "timestamp": "2025-07-14T12:34:38.277809" + }, + { + "epoch": 1797, + "batch_idx": 0, + "loss": 0.2534739375114441, + "learning_rate": 2.520512322265322e-05, + "timestep_mean": 489.90625, + "epsilon_norm": 8.304337501525879, + "prediction_norm": 6.983057022094727, + "timestamp": "2025-07-14T12:34:38.282947" + }, + { + "epoch": 1797, + "batch_idx": 32, + "loss": 0.16525667905807495, + "learning_rate": 2.520512322265322e-05, + "timestep_mean": 526.34375, + "epsilon_norm": 8.4678373336792, + "prediction_norm": 7.568310737609863, + "timestamp": "2025-07-14T12:34:38.288044" + }, + { + "epoch": 1797, + "batch_idx": 64, + "loss": 0.2918301522731781, + "learning_rate": 2.520512322265322e-05, + "timestep_mean": 458.46875, + "epsilon_norm": 8.052959442138672, + "prediction_norm": 7.160463333129883, + "timestamp": "2025-07-14T12:34:38.293018" + }, + { + "epoch": 1797, + "batch_idx": 96, + "loss": 0.19505125284194946, + "learning_rate": 2.520512322265322e-05, + "timestep_mean": 445.875, + "epsilon_norm": 6.802730560302734, + "prediction_norm": 5.5345845222473145, + "timestamp": "2025-07-14T12:34:38.297930" + }, + { + "epoch": 1797, + "batch_idx": 128, + "loss": 0.3242833614349365, + "learning_rate": 2.520512322265322e-05, + "timestep_mean": 414.65625, + "epsilon_norm": 6.770722389221191, + "prediction_norm": 5.450096130371094, + "timestamp": "2025-07-14T12:34:38.302922" + }, + { + "epoch": 1797, + "batch_idx": 160, + "loss": 0.32756876945495605, + "learning_rate": 2.520512322265322e-05, + "timestep_mean": 385.25, + "epsilon_norm": 8.316618919372559, + "prediction_norm": 7.104003429412842, + "timestamp": "2025-07-14T12:34:38.308041" + }, + { + "epoch": 1797, + "batch_idx": 192, + "loss": 0.0593777559697628, + "learning_rate": 2.520512322265322e-05, + "timestep_mean": 695.25, + "epsilon_norm": 2.822657585144043, + "prediction_norm": 2.970097541809082, + "timestamp": "2025-07-14T12:34:38.313173" + }, + { + "epoch": 1798, + "batch_idx": 0, + "loss": 0.28481319546699524, + "learning_rate": 2.4959490449614094e-05, + "timestep_mean": 524.21875, + "epsilon_norm": 7.571482181549072, + "prediction_norm": 6.473414897918701, + "timestamp": "2025-07-14T12:34:38.319020" + }, + { + "epoch": 1798, + "batch_idx": 32, + "loss": 0.2561872601509094, + "learning_rate": 2.4959490449614094e-05, + "timestep_mean": 525.375, + "epsilon_norm": 8.474130630493164, + "prediction_norm": 7.178828716278076, + "timestamp": "2025-07-14T12:34:38.324359" + }, + { + "epoch": 1798, + "batch_idx": 64, + "loss": 0.25406762957572937, + "learning_rate": 2.4959490449614094e-05, + "timestep_mean": 486.1875, + "epsilon_norm": 8.531850814819336, + "prediction_norm": 6.930442810058594, + "timestamp": "2025-07-14T12:34:38.329290" + }, + { + "epoch": 1798, + "batch_idx": 96, + "loss": 0.1929844319820404, + "learning_rate": 2.4959490449614094e-05, + "timestep_mean": 532.5625, + "epsilon_norm": 8.253806114196777, + "prediction_norm": 7.07281494140625, + "timestamp": "2025-07-14T12:34:38.335071" + }, + { + "epoch": 1798, + "batch_idx": 128, + "loss": 0.3805311918258667, + "learning_rate": 2.4959490449614094e-05, + "timestep_mean": 539.0, + "epsilon_norm": 9.565351486206055, + "prediction_norm": 7.897339344024658, + "timestamp": "2025-07-14T12:34:38.340086" + }, + { + "epoch": 1798, + "batch_idx": 160, + "loss": 0.12851549685001373, + "learning_rate": 2.4959490449614094e-05, + "timestep_mean": 514.84375, + "epsilon_norm": 6.895992755889893, + "prediction_norm": 6.822768211364746, + "timestamp": "2025-07-14T12:34:38.345175" + }, + { + "epoch": 1798, + "batch_idx": 192, + "loss": 0.1083107441663742, + "learning_rate": 2.4959490449614094e-05, + "timestep_mean": 673.625, + "epsilon_norm": 3.7977991104125977, + "prediction_norm": 3.5382447242736816, + "timestamp": "2025-07-14T12:34:38.350501" + }, + { + "epoch": 1799, + "batch_idx": 0, + "loss": 0.32413366436958313, + "learning_rate": 2.4715029791810115e-05, + "timestep_mean": 469.96875, + "epsilon_norm": 8.364400863647461, + "prediction_norm": 7.056640148162842, + "timestamp": "2025-07-14T12:34:38.355608" + }, + { + "epoch": 1799, + "batch_idx": 32, + "loss": 0.2203233540058136, + "learning_rate": 2.4715029791810115e-05, + "timestep_mean": 512.65625, + "epsilon_norm": 7.372090816497803, + "prediction_norm": 6.173243999481201, + "timestamp": "2025-07-14T12:34:38.360716" + }, + { + "epoch": 1799, + "batch_idx": 64, + "loss": 0.15199054777622223, + "learning_rate": 2.4715029791810115e-05, + "timestep_mean": 481.59375, + "epsilon_norm": 6.127737045288086, + "prediction_norm": 5.500913143157959, + "timestamp": "2025-07-14T12:34:38.365788" + }, + { + "epoch": 1799, + "batch_idx": 96, + "loss": 0.19935806095600128, + "learning_rate": 2.4715029791810115e-05, + "timestep_mean": 538.5625, + "epsilon_norm": 6.535862445831299, + "prediction_norm": 5.388153076171875, + "timestamp": "2025-07-14T12:34:38.371002" + }, + { + "epoch": 1799, + "batch_idx": 128, + "loss": 0.33714038133621216, + "learning_rate": 2.4715029791810115e-05, + "timestep_mean": 454.8125, + "epsilon_norm": 6.994317054748535, + "prediction_norm": 5.619806289672852, + "timestamp": "2025-07-14T12:34:38.376258" + }, + { + "epoch": 1799, + "batch_idx": 160, + "loss": 0.24035637080669403, + "learning_rate": 2.4715029791810115e-05, + "timestep_mean": 479.25, + "epsilon_norm": 7.432061195373535, + "prediction_norm": 6.521159648895264, + "timestamp": "2025-07-14T12:34:38.381459" + }, + { + "epoch": 1799, + "batch_idx": 192, + "loss": 0.18075965344905853, + "learning_rate": 2.4715029791810115e-05, + "timestep_mean": 496.375, + "epsilon_norm": 3.800239324569702, + "prediction_norm": 3.26814341545105, + "timestamp": "2025-07-14T12:34:38.386755" + }, + { + "epoch": 1800, + "batch_idx": 0, + "loss": 0.23152796924114227, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 511.3125, + "epsilon_norm": 8.599597930908203, + "prediction_norm": 7.792696475982666, + "timestamp": "2025-07-14T12:34:38.392080" + }, + { + "epoch": 1800, + "batch_idx": 32, + "loss": 0.45460033416748047, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 375.40625, + "epsilon_norm": 7.504889488220215, + "prediction_norm": 5.092380046844482, + "timestamp": "2025-07-14T12:34:38.397366" + }, + { + "epoch": 1800, + "batch_idx": 64, + "loss": 0.1938823014497757, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 495.9375, + "epsilon_norm": 8.105646133422852, + "prediction_norm": 6.655834674835205, + "timestamp": "2025-07-14T12:34:38.402412" + }, + { + "epoch": 1800, + "batch_idx": 96, + "loss": 0.13962145149707794, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 432.34375, + "epsilon_norm": 7.321278095245361, + "prediction_norm": 6.723734378814697, + "timestamp": "2025-07-14T12:34:38.407498" + }, + { + "epoch": 1800, + "batch_idx": 128, + "loss": 0.13925784826278687, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 560.4375, + "epsilon_norm": 8.32018756866455, + "prediction_norm": 7.463046550750732, + "timestamp": "2025-07-14T12:34:38.412461" + }, + { + "epoch": 1800, + "batch_idx": 160, + "loss": 0.4999490976333618, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 425.875, + "epsilon_norm": 9.082937240600586, + "prediction_norm": 8.025105476379395, + "timestamp": "2025-07-14T12:34:38.417838" + }, + { + "epoch": 1800, + "batch_idx": 192, + "loss": 0.21934087574481964, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 496.25, + "epsilon_norm": 3.385092258453369, + "prediction_norm": 3.082660675048828, + "timestamp": "2025-07-14T12:34:38.423031" + }, + { + "epoch": 1801, + "batch_idx": 0, + "loss": 0.39557528495788574, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 517.78125, + "epsilon_norm": 7.538271903991699, + "prediction_norm": 5.590206623077393, + "timestamp": "2025-07-14T12:34:38.428394" + }, + { + "epoch": 1801, + "batch_idx": 32, + "loss": 0.2225649207830429, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 459.125, + "epsilon_norm": 8.198880195617676, + "prediction_norm": 6.611962795257568, + "timestamp": "2025-07-14T12:34:38.433663" + }, + { + "epoch": 1801, + "batch_idx": 64, + "loss": 0.28072720766067505, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 512.84375, + "epsilon_norm": 7.8245697021484375, + "prediction_norm": 6.580019950866699, + "timestamp": "2025-07-14T12:34:38.438888" + }, + { + "epoch": 1801, + "batch_idx": 96, + "loss": 0.23729673027992249, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 464.46875, + "epsilon_norm": 6.938814163208008, + "prediction_norm": 6.213169574737549, + "timestamp": "2025-07-14T12:34:38.444352" + }, + { + "epoch": 1801, + "batch_idx": 128, + "loss": 0.12083688378334045, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 478.4375, + "epsilon_norm": 7.126679420471191, + "prediction_norm": 6.140660285949707, + "timestamp": "2025-07-14T12:34:38.449518" + }, + { + "epoch": 1801, + "batch_idx": 160, + "loss": 0.5822588801383972, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 415.1875, + "epsilon_norm": 8.09443187713623, + "prediction_norm": 5.53695011138916, + "timestamp": "2025-07-14T12:34:38.454803" + }, + { + "epoch": 1801, + "batch_idx": 192, + "loss": 0.11281630396842957, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 510.25, + "epsilon_norm": 4.276076793670654, + "prediction_norm": 3.9719557762145996, + "timestamp": "2025-07-14T12:34:38.460025" + }, + { + "epoch": 1802, + "batch_idx": 0, + "loss": 0.23191872239112854, + "learning_rate": 2.3988686527161737e-05, + "timestep_mean": 512.09375, + "epsilon_norm": 7.795871734619141, + "prediction_norm": 6.950641632080078, + "timestamp": "2025-07-14T12:34:38.465506" + }, + { + "epoch": 1802, + "batch_idx": 32, + "loss": 0.40213295817375183, + "learning_rate": 2.3988686527161737e-05, + "timestep_mean": 425.78125, + "epsilon_norm": 7.01851749420166, + "prediction_norm": 5.928839683532715, + "timestamp": "2025-07-14T12:34:38.470767" + }, + { + "epoch": 1802, + "batch_idx": 64, + "loss": 0.25644630193710327, + "learning_rate": 2.3988686527161737e-05, + "timestep_mean": 432.21875, + "epsilon_norm": 8.211423873901367, + "prediction_norm": 6.981071472167969, + "timestamp": "2025-07-14T12:34:38.476237" + }, + { + "epoch": 1802, + "batch_idx": 96, + "loss": 0.37421518564224243, + "learning_rate": 2.3988686527161737e-05, + "timestep_mean": 511.5625, + "epsilon_norm": 8.172592163085938, + "prediction_norm": 6.508415222167969, + "timestamp": "2025-07-14T12:34:38.481532" + }, + { + "epoch": 1802, + "batch_idx": 128, + "loss": 0.1033131405711174, + "learning_rate": 2.3988686527161737e-05, + "timestep_mean": 577.0, + "epsilon_norm": 8.359692573547363, + "prediction_norm": 7.712627410888672, + "timestamp": "2025-07-14T12:34:38.486741" + }, + { + "epoch": 1802, + "batch_idx": 160, + "loss": 0.15786191821098328, + "learning_rate": 2.3988686527161737e-05, + "timestep_mean": 590.34375, + "epsilon_norm": 8.025493621826172, + "prediction_norm": 7.105672836303711, + "timestamp": "2025-07-14T12:34:38.492017" + }, + { + "epoch": 1802, + "batch_idx": 192, + "loss": 0.16615891456604004, + "learning_rate": 2.3988686527161737e-05, + "timestep_mean": 550.5, + "epsilon_norm": 4.736248970031738, + "prediction_norm": 3.7891480922698975, + "timestamp": "2025-07-14T12:34:38.497270" + }, + { + "epoch": 1803, + "batch_idx": 0, + "loss": 0.17966940999031067, + "learning_rate": 2.3748920333177933e-05, + "timestep_mean": 426.5625, + "epsilon_norm": 7.5458984375, + "prediction_norm": 6.5697808265686035, + "timestamp": "2025-07-14T12:34:38.502620" + }, + { + "epoch": 1803, + "batch_idx": 32, + "loss": 0.2467660903930664, + "learning_rate": 2.3748920333177933e-05, + "timestep_mean": 485.21875, + "epsilon_norm": 7.642349720001221, + "prediction_norm": 6.6975226402282715, + "timestamp": "2025-07-14T12:34:38.507720" + }, + { + "epoch": 1803, + "batch_idx": 64, + "loss": 0.24340781569480896, + "learning_rate": 2.3748920333177933e-05, + "timestep_mean": 553.5625, + "epsilon_norm": 7.427708625793457, + "prediction_norm": 6.7673258781433105, + "timestamp": "2025-07-14T12:34:38.512951" + }, + { + "epoch": 1803, + "batch_idx": 96, + "loss": 0.3507940471172333, + "learning_rate": 2.3748920333177933e-05, + "timestep_mean": 485.8125, + "epsilon_norm": 7.8238630294799805, + "prediction_norm": 5.968371868133545, + "timestamp": "2025-07-14T12:34:38.518098" + }, + { + "epoch": 1803, + "batch_idx": 128, + "loss": 0.21242448687553406, + "learning_rate": 2.3748920333177933e-05, + "timestep_mean": 486.96875, + "epsilon_norm": 6.694103240966797, + "prediction_norm": 5.623579502105713, + "timestamp": "2025-07-14T12:34:38.523184" + }, + { + "epoch": 1803, + "batch_idx": 160, + "loss": 0.23842409253120422, + "learning_rate": 2.3748920333177933e-05, + "timestep_mean": 612.6875, + "epsilon_norm": 8.028202056884766, + "prediction_norm": 7.167464256286621, + "timestamp": "2025-07-14T12:34:38.528393" + }, + { + "epoch": 1803, + "batch_idx": 192, + "loss": 0.2243349254131317, + "learning_rate": 2.3748920333177933e-05, + "timestep_mean": 555.0, + "epsilon_norm": 4.764701843261719, + "prediction_norm": 4.423209190368652, + "timestamp": "2025-07-14T12:34:38.533748" + }, + { + "epoch": 1804, + "batch_idx": 0, + "loss": 0.25174546241760254, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 490.4375, + "epsilon_norm": 7.7154364585876465, + "prediction_norm": 6.787032127380371, + "timestamp": "2025-07-14T12:34:38.538960" + }, + { + "epoch": 1804, + "batch_idx": 32, + "loss": 0.20274318754673004, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 554.25, + "epsilon_norm": 8.019206047058105, + "prediction_norm": 7.080992698669434, + "timestamp": "2025-07-14T12:34:38.544255" + }, + { + "epoch": 1804, + "batch_idx": 64, + "loss": 0.13216550648212433, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 625.3125, + "epsilon_norm": 6.2987470626831055, + "prediction_norm": 5.7443366050720215, + "timestamp": "2025-07-14T12:34:38.549496" + }, + { + "epoch": 1804, + "batch_idx": 96, + "loss": 0.31334352493286133, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 416.65625, + "epsilon_norm": 7.718252182006836, + "prediction_norm": 6.160415172576904, + "timestamp": "2025-07-14T12:34:38.554956" + }, + { + "epoch": 1804, + "batch_idx": 128, + "loss": 0.4270237386226654, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 453.75, + "epsilon_norm": 8.195571899414062, + "prediction_norm": 6.0408172607421875, + "timestamp": "2025-07-14T12:34:38.560248" + }, + { + "epoch": 1804, + "batch_idx": 160, + "loss": 0.4744538366794586, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 408.75, + "epsilon_norm": 7.861235618591309, + "prediction_norm": 5.4498209953308105, + "timestamp": "2025-07-14T12:34:38.565424" + }, + { + "epoch": 1804, + "batch_idx": 192, + "loss": 0.5832297205924988, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 281.0, + "epsilon_norm": 4.932743072509766, + "prediction_norm": 4.343008518218994, + "timestamp": "2025-07-14T12:34:38.570741" + }, + { + "epoch": 1805, + "batch_idx": 0, + "loss": 0.12872479856014252, + "learning_rate": 2.3272913840499397e-05, + "timestep_mean": 581.59375, + "epsilon_norm": 7.560622692108154, + "prediction_norm": 7.347736835479736, + "timestamp": "2025-07-14T12:34:38.575726" + }, + { + "epoch": 1805, + "batch_idx": 32, + "loss": 0.16539674997329712, + "learning_rate": 2.3272913840499397e-05, + "timestep_mean": 425.21875, + "epsilon_norm": 7.967799186706543, + "prediction_norm": 7.470433712005615, + "timestamp": "2025-07-14T12:34:38.580810" + }, + { + "epoch": 1805, + "batch_idx": 64, + "loss": 0.505047082901001, + "learning_rate": 2.3272913840499397e-05, + "timestep_mean": 447.375, + "epsilon_norm": 8.470637321472168, + "prediction_norm": 5.47432804107666, + "timestamp": "2025-07-14T12:34:38.585984" + }, + { + "epoch": 1805, + "batch_idx": 96, + "loss": 0.21612806618213654, + "learning_rate": 2.3272913840499397e-05, + "timestep_mean": 498.5625, + "epsilon_norm": 8.393021583557129, + "prediction_norm": 7.427011966705322, + "timestamp": "2025-07-14T12:34:38.591078" + }, + { + "epoch": 1805, + "batch_idx": 128, + "loss": 0.1550540030002594, + "learning_rate": 2.3272913840499397e-05, + "timestep_mean": 536.03125, + "epsilon_norm": 7.36903715133667, + "prediction_norm": 6.512551307678223, + "timestamp": "2025-07-14T12:34:38.596294" + }, + { + "epoch": 1805, + "batch_idx": 160, + "loss": 0.3842424154281616, + "learning_rate": 2.3272913840499397e-05, + "timestep_mean": 438.15625, + "epsilon_norm": 8.08232593536377, + "prediction_norm": 6.528172492980957, + "timestamp": "2025-07-14T12:34:38.601412" + }, + { + "epoch": 1805, + "batch_idx": 192, + "loss": 0.0648152083158493, + "learning_rate": 2.3272913840499397e-05, + "timestep_mean": 583.875, + "epsilon_norm": 3.122894287109375, + "prediction_norm": 2.7542593479156494, + "timestamp": "2025-07-14T12:34:38.606510" + }, + { + "epoch": 1806, + "batch_idx": 0, + "loss": 0.3431991934776306, + "learning_rate": 2.3036674716303273e-05, + "timestep_mean": 513.0625, + "epsilon_norm": 8.77431869506836, + "prediction_norm": 6.5961833000183105, + "timestamp": "2025-07-14T12:34:38.611800" + }, + { + "epoch": 1806, + "batch_idx": 32, + "loss": 0.22986724972724915, + "learning_rate": 2.3036674716303273e-05, + "timestep_mean": 527.1875, + "epsilon_norm": 8.39969253540039, + "prediction_norm": 7.407804489135742, + "timestamp": "2025-07-14T12:34:38.617087" + }, + { + "epoch": 1806, + "batch_idx": 64, + "loss": 0.16621346771717072, + "learning_rate": 2.3036674716303273e-05, + "timestep_mean": 607.59375, + "epsilon_norm": 8.576335906982422, + "prediction_norm": 7.6741461753845215, + "timestamp": "2025-07-14T12:34:38.622183" + }, + { + "epoch": 1806, + "batch_idx": 96, + "loss": 0.3708146810531616, + "learning_rate": 2.3036674716303273e-05, + "timestep_mean": 525.40625, + "epsilon_norm": 8.8607177734375, + "prediction_norm": 7.663943767547607, + "timestamp": "2025-07-14T12:34:38.627363" + }, + { + "epoch": 1806, + "batch_idx": 128, + "loss": 0.3095918893814087, + "learning_rate": 2.3036674716303273e-05, + "timestep_mean": 466.90625, + "epsilon_norm": 7.6728949546813965, + "prediction_norm": 5.995759010314941, + "timestamp": "2025-07-14T12:34:38.632490" + }, + { + "epoch": 1806, + "batch_idx": 160, + "loss": 0.15124304592609406, + "learning_rate": 2.3036674716303273e-05, + "timestep_mean": 589.375, + "epsilon_norm": 7.844101428985596, + "prediction_norm": 7.197356224060059, + "timestamp": "2025-07-14T12:34:38.637729" + }, + { + "epoch": 1806, + "batch_idx": 192, + "loss": 0.10859768837690353, + "learning_rate": 2.3036674716303273e-05, + "timestep_mean": 512.5, + "epsilon_norm": 3.1678032875061035, + "prediction_norm": 3.042513847351074, + "timestamp": "2025-07-14T12:34:38.643222" + }, + { + "epoch": 1807, + "batch_idx": 0, + "loss": 0.2911943197250366, + "learning_rate": 2.2801612451698647e-05, + "timestep_mean": 394.375, + "epsilon_norm": 6.604055404663086, + "prediction_norm": 5.11854887008667, + "timestamp": "2025-07-14T12:34:38.652320" + }, + { + "epoch": 1807, + "batch_idx": 32, + "loss": 0.44733870029449463, + "learning_rate": 2.2801612451698647e-05, + "timestep_mean": 452.40625, + "epsilon_norm": 8.13290023803711, + "prediction_norm": 5.837488651275635, + "timestamp": "2025-07-14T12:34:38.657847" + }, + { + "epoch": 1807, + "batch_idx": 64, + "loss": 0.3397977650165558, + "learning_rate": 2.2801612451698647e-05, + "timestep_mean": 491.65625, + "epsilon_norm": 8.385284423828125, + "prediction_norm": 7.025366306304932, + "timestamp": "2025-07-14T12:34:38.662899" + }, + { + "epoch": 1807, + "batch_idx": 96, + "loss": 0.2793230414390564, + "learning_rate": 2.2801612451698647e-05, + "timestep_mean": 539.5625, + "epsilon_norm": 7.995020389556885, + "prediction_norm": 6.86359977722168, + "timestamp": "2025-07-14T12:34:38.667722" + }, + { + "epoch": 1807, + "batch_idx": 128, + "loss": 0.26248499751091003, + "learning_rate": 2.2801612451698647e-05, + "timestep_mean": 433.09375, + "epsilon_norm": 7.535594940185547, + "prediction_norm": 6.608705520629883, + "timestamp": "2025-07-14T12:34:38.672658" + }, + { + "epoch": 1807, + "batch_idx": 160, + "loss": 0.13365645706653595, + "learning_rate": 2.2801612451698647e-05, + "timestep_mean": 495.46875, + "epsilon_norm": 7.243614196777344, + "prediction_norm": 6.585599422454834, + "timestamp": "2025-07-14T12:34:38.677496" + }, + { + "epoch": 1807, + "batch_idx": 192, + "loss": 0.25708818435668945, + "learning_rate": 2.2801612451698647e-05, + "timestep_mean": 350.0, + "epsilon_norm": 3.297207832336426, + "prediction_norm": 2.9309351444244385, + "timestamp": "2025-07-14T12:34:38.682484" + }, + { + "epoch": 1808, + "batch_idx": 0, + "loss": 0.21690240502357483, + "learning_rate": 2.256772762667852e-05, + "timestep_mean": 415.78125, + "epsilon_norm": 7.013298511505127, + "prediction_norm": 6.061220169067383, + "timestamp": "2025-07-14T12:34:38.687478" + }, + { + "epoch": 1808, + "batch_idx": 32, + "loss": 0.3295883536338806, + "learning_rate": 2.256772762667852e-05, + "timestep_mean": 419.59375, + "epsilon_norm": 8.71325397491455, + "prediction_norm": 7.53420352935791, + "timestamp": "2025-07-14T12:34:38.692429" + }, + { + "epoch": 1808, + "batch_idx": 64, + "loss": 0.2253609001636505, + "learning_rate": 2.256772762667852e-05, + "timestep_mean": 538.0625, + "epsilon_norm": 7.742242336273193, + "prediction_norm": 7.02878999710083, + "timestamp": "2025-07-14T12:34:38.697431" + }, + { + "epoch": 1808, + "batch_idx": 96, + "loss": 0.2950315475463867, + "learning_rate": 2.256772762667852e-05, + "timestep_mean": 514.6875, + "epsilon_norm": 8.126605033874512, + "prediction_norm": 6.909494876861572, + "timestamp": "2025-07-14T12:34:38.702292" + }, + { + "epoch": 1808, + "batch_idx": 128, + "loss": 0.23504434525966644, + "learning_rate": 2.256772762667852e-05, + "timestep_mean": 500.75, + "epsilon_norm": 7.471641540527344, + "prediction_norm": 6.459652423858643, + "timestamp": "2025-07-14T12:34:38.707196" + }, + { + "epoch": 1808, + "batch_idx": 160, + "loss": 0.14028355479240417, + "learning_rate": 2.256772762667852e-05, + "timestep_mean": 522.90625, + "epsilon_norm": 7.309074401855469, + "prediction_norm": 6.6993231773376465, + "timestamp": "2025-07-14T12:34:38.711995" + }, + { + "epoch": 1808, + "batch_idx": 192, + "loss": 0.1893545389175415, + "learning_rate": 2.256772762667852e-05, + "timestep_mean": 611.625, + "epsilon_norm": 4.131089687347412, + "prediction_norm": 3.497445583343506, + "timestamp": "2025-07-14T12:34:38.717058" + }, + { + "epoch": 1809, + "batch_idx": 0, + "loss": 0.24144232273101807, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 492.6875, + "epsilon_norm": 8.231436729431152, + "prediction_norm": 6.699894428253174, + "timestamp": "2025-07-14T12:34:38.721957" + }, + { + "epoch": 1809, + "batch_idx": 32, + "loss": 0.3858456015586853, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 540.46875, + "epsilon_norm": 7.555486679077148, + "prediction_norm": 5.809206962585449, + "timestamp": "2025-07-14T12:34:38.726793" + }, + { + "epoch": 1809, + "batch_idx": 64, + "loss": 0.5597416758537292, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 522.75, + "epsilon_norm": 7.8554182052612305, + "prediction_norm": 5.488838195800781, + "timestamp": "2025-07-14T12:34:38.731588" + }, + { + "epoch": 1809, + "batch_idx": 96, + "loss": 0.2471681833267212, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 476.15625, + "epsilon_norm": 8.379122734069824, + "prediction_norm": 6.776609897613525, + "timestamp": "2025-07-14T12:34:38.736371" + }, + { + "epoch": 1809, + "batch_idx": 128, + "loss": 0.2775843143463135, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 540.03125, + "epsilon_norm": 8.684138298034668, + "prediction_norm": 7.8029632568359375, + "timestamp": "2025-07-14T12:34:38.741162" + }, + { + "epoch": 1809, + "batch_idx": 160, + "loss": 0.25939926505088806, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 533.1875, + "epsilon_norm": 7.825323104858398, + "prediction_norm": 6.934963226318359, + "timestamp": "2025-07-14T12:34:38.746075" + }, + { + "epoch": 1809, + "batch_idx": 192, + "loss": 0.23012666404247284, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 544.75, + "epsilon_norm": 3.1377243995666504, + "prediction_norm": 2.527461051940918, + "timestamp": "2025-07-14T12:34:38.750983" + }, + { + "epoch": 1810, + "batch_idx": 0, + "loss": 0.42921367287635803, + "learning_rate": 2.2103492600834934e-05, + "timestep_mean": 476.53125, + "epsilon_norm": 9.0011625289917, + "prediction_norm": 7.397736072540283, + "timestamp": "2025-07-14T12:34:38.755834" + }, + { + "epoch": 1810, + "batch_idx": 32, + "loss": 0.13234573602676392, + "learning_rate": 2.2103492600834934e-05, + "timestep_mean": 593.8125, + "epsilon_norm": 7.233206748962402, + "prediction_norm": 6.691351890563965, + "timestamp": "2025-07-14T12:34:38.760817" + }, + { + "epoch": 1810, + "batch_idx": 64, + "loss": 0.2476431429386139, + "learning_rate": 2.2103492600834934e-05, + "timestep_mean": 537.46875, + "epsilon_norm": 9.468478202819824, + "prediction_norm": 7.997335433959961, + "timestamp": "2025-07-14T12:34:38.765651" + }, + { + "epoch": 1810, + "batch_idx": 96, + "loss": 0.2491745948791504, + "learning_rate": 2.2103492600834934e-05, + "timestep_mean": 494.4375, + "epsilon_norm": 6.6966986656188965, + "prediction_norm": 5.323245525360107, + "timestamp": "2025-07-14T12:34:38.770634" + }, + { + "epoch": 1810, + "batch_idx": 128, + "loss": 0.1738366037607193, + "learning_rate": 2.2103492600834934e-05, + "timestep_mean": 530.90625, + "epsilon_norm": 8.44931411743164, + "prediction_norm": 7.322288990020752, + "timestamp": "2025-07-14T12:34:38.775559" + }, + { + "epoch": 1810, + "batch_idx": 160, + "loss": 0.3381360173225403, + "learning_rate": 2.2103492600834934e-05, + "timestep_mean": 585.5, + "epsilon_norm": 7.957237243652344, + "prediction_norm": 6.88348388671875, + "timestamp": "2025-07-14T12:34:38.780498" + }, + { + "epoch": 1810, + "batch_idx": 192, + "loss": 0.483146607875824, + "learning_rate": 2.2103492600834934e-05, + "timestep_mean": 503.875, + "epsilon_norm": 3.858232021331787, + "prediction_norm": 3.059417247772217, + "timestamp": "2025-07-14T12:34:38.785477" + }, + { + "epoch": 1811, + "batch_idx": 0, + "loss": 0.18023107945919037, + "learning_rate": 2.1873143545465318e-05, + "timestep_mean": 509.53125, + "epsilon_norm": 7.1279120445251465, + "prediction_norm": 6.5795416831970215, + "timestamp": "2025-07-14T12:34:38.790521" + }, + { + "epoch": 1811, + "batch_idx": 32, + "loss": 0.4541941285133362, + "learning_rate": 2.1873143545465318e-05, + "timestep_mean": 412.90625, + "epsilon_norm": 7.837994575500488, + "prediction_norm": 5.705084323883057, + "timestamp": "2025-07-14T12:34:38.795537" + }, + { + "epoch": 1811, + "batch_idx": 64, + "loss": 0.27248549461364746, + "learning_rate": 2.1873143545465318e-05, + "timestep_mean": 419.59375, + "epsilon_norm": 7.770712852478027, + "prediction_norm": 6.634641170501709, + "timestamp": "2025-07-14T12:34:38.800591" + }, + { + "epoch": 1811, + "batch_idx": 96, + "loss": 0.13375595211982727, + "learning_rate": 2.1873143545465318e-05, + "timestep_mean": 560.3125, + "epsilon_norm": 7.62957763671875, + "prediction_norm": 6.894817352294922, + "timestamp": "2025-07-14T12:34:38.805537" + }, + { + "epoch": 1811, + "batch_idx": 128, + "loss": 0.38173723220825195, + "learning_rate": 2.1873143545465318e-05, + "timestep_mean": 574.53125, + "epsilon_norm": 8.21660041809082, + "prediction_norm": 7.30571985244751, + "timestamp": "2025-07-14T12:34:38.810487" + }, + { + "epoch": 1811, + "batch_idx": 160, + "loss": 0.31940901279449463, + "learning_rate": 2.1873143545465318e-05, + "timestep_mean": 487.09375, + "epsilon_norm": 7.71082067489624, + "prediction_norm": 5.857255458831787, + "timestamp": "2025-07-14T12:34:38.815474" + }, + { + "epoch": 1811, + "batch_idx": 192, + "loss": 1.0859241485595703, + "learning_rate": 2.1873143545465318e-05, + "timestep_mean": 500.625, + "epsilon_norm": 5.4502034187316895, + "prediction_norm": 2.8320727348327637, + "timestamp": "2025-07-14T12:34:38.820443" + }, + { + "epoch": 1812, + "batch_idx": 0, + "loss": 0.23399454355239868, + "learning_rate": 2.164397422058472e-05, + "timestep_mean": 456.53125, + "epsilon_norm": 7.5680928230285645, + "prediction_norm": 6.053579330444336, + "timestamp": "2025-07-14T12:34:38.825552" + }, + { + "epoch": 1812, + "batch_idx": 32, + "loss": 0.3087134063243866, + "learning_rate": 2.164397422058472e-05, + "timestep_mean": 413.40625, + "epsilon_norm": 7.863522529602051, + "prediction_norm": 6.449141025543213, + "timestamp": "2025-07-14T12:34:38.830487" + }, + { + "epoch": 1812, + "batch_idx": 64, + "loss": 0.588733434677124, + "learning_rate": 2.164397422058472e-05, + "timestep_mean": 409.53125, + "epsilon_norm": 8.224540710449219, + "prediction_norm": 5.579957008361816, + "timestamp": "2025-07-14T12:34:38.835422" + }, + { + "epoch": 1812, + "batch_idx": 96, + "loss": 0.35479551553726196, + "learning_rate": 2.164397422058472e-05, + "timestep_mean": 475.125, + "epsilon_norm": 9.166147232055664, + "prediction_norm": 8.074275970458984, + "timestamp": "2025-07-14T12:34:38.840357" + }, + { + "epoch": 1812, + "batch_idx": 128, + "loss": 0.2506232261657715, + "learning_rate": 2.164397422058472e-05, + "timestep_mean": 552.75, + "epsilon_norm": 7.765619277954102, + "prediction_norm": 6.7231550216674805, + "timestamp": "2025-07-14T12:34:38.845330" + }, + { + "epoch": 1812, + "batch_idx": 160, + "loss": 0.26736515760421753, + "learning_rate": 2.164397422058472e-05, + "timestep_mean": 596.78125, + "epsilon_norm": 10.213706970214844, + "prediction_norm": 9.234926223754883, + "timestamp": "2025-07-14T12:34:38.850350" + }, + { + "epoch": 1812, + "batch_idx": 192, + "loss": 0.07917323708534241, + "learning_rate": 2.164397422058472e-05, + "timestep_mean": 634.125, + "epsilon_norm": 3.341881036758423, + "prediction_norm": 2.8692729473114014, + "timestamp": "2025-07-14T12:34:38.855262" + }, + { + "epoch": 1813, + "batch_idx": 0, + "loss": 0.2674003839492798, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 493.4375, + "epsilon_norm": 7.96251916885376, + "prediction_norm": 6.787330150604248, + "timestamp": "2025-07-14T12:34:38.860253" + }, + { + "epoch": 1813, + "batch_idx": 32, + "loss": 0.24916014075279236, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 403.65625, + "epsilon_norm": 7.118114471435547, + "prediction_norm": 5.961066722869873, + "timestamp": "2025-07-14T12:34:38.865185" + }, + { + "epoch": 1813, + "batch_idx": 64, + "loss": 0.29294413328170776, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 447.90625, + "epsilon_norm": 9.169739723205566, + "prediction_norm": 7.9604010581970215, + "timestamp": "2025-07-14T12:34:38.870144" + }, + { + "epoch": 1813, + "batch_idx": 96, + "loss": 0.09916660189628601, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 565.28125, + "epsilon_norm": 6.89730978012085, + "prediction_norm": 6.782677173614502, + "timestamp": "2025-07-14T12:34:38.875299" + }, + { + "epoch": 1813, + "batch_idx": 128, + "loss": 0.278273344039917, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 480.25, + "epsilon_norm": 8.552480697631836, + "prediction_norm": 7.291932106018066, + "timestamp": "2025-07-14T12:34:38.880223" + }, + { + "epoch": 1813, + "batch_idx": 160, + "loss": 0.4150583744049072, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 499.4375, + "epsilon_norm": 8.817980766296387, + "prediction_norm": 7.602086067199707, + "timestamp": "2025-07-14T12:34:38.886001" + }, + { + "epoch": 1813, + "batch_idx": 192, + "loss": 0.14944426715373993, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 442.5, + "epsilon_norm": 3.311392307281494, + "prediction_norm": 3.314363718032837, + "timestamp": "2025-07-14T12:34:38.891381" + }, + { + "epoch": 1814, + "batch_idx": 0, + "loss": 0.751496434211731, + "learning_rate": 2.118917702118888e-05, + "timestep_mean": 408.75, + "epsilon_norm": 9.25196647644043, + "prediction_norm": 6.191483974456787, + "timestamp": "2025-07-14T12:34:38.902091" + }, + { + "epoch": 1814, + "batch_idx": 32, + "loss": 0.3426138758659363, + "learning_rate": 2.118917702118888e-05, + "timestep_mean": 426.1875, + "epsilon_norm": 9.078374862670898, + "prediction_norm": 7.614892959594727, + "timestamp": "2025-07-14T12:34:38.908033" + }, + { + "epoch": 1814, + "batch_idx": 64, + "loss": 0.17353487014770508, + "learning_rate": 2.118917702118888e-05, + "timestep_mean": 470.125, + "epsilon_norm": 7.493182182312012, + "prediction_norm": 6.71596097946167, + "timestamp": "2025-07-14T12:34:38.913407" + }, + { + "epoch": 1814, + "batch_idx": 96, + "loss": 0.2956029176712036, + "learning_rate": 2.118917702118888e-05, + "timestep_mean": 465.4375, + "epsilon_norm": 7.573495864868164, + "prediction_norm": 6.132569789886475, + "timestamp": "2025-07-14T12:34:38.918423" + }, + { + "epoch": 1814, + "batch_idx": 128, + "loss": 0.5475393533706665, + "learning_rate": 2.118917702118888e-05, + "timestep_mean": 541.875, + "epsilon_norm": 9.029759407043457, + "prediction_norm": 6.339387893676758, + "timestamp": "2025-07-14T12:34:38.923799" + }, + { + "epoch": 1814, + "batch_idx": 160, + "loss": 0.1795942783355713, + "learning_rate": 2.118917702118888e-05, + "timestep_mean": 463.21875, + "epsilon_norm": 7.889244556427002, + "prediction_norm": 7.162042140960693, + "timestamp": "2025-07-14T12:34:38.929287" + }, + { + "epoch": 1814, + "batch_idx": 192, + "loss": 0.43836596608161926, + "learning_rate": 2.118917702118888e-05, + "timestep_mean": 476.0, + "epsilon_norm": 4.362172603607178, + "prediction_norm": 2.9198780059814453, + "timestamp": "2025-07-14T12:34:38.934654" + }, + { + "epoch": 1815, + "batch_idx": 0, + "loss": 0.2561489939689636, + "learning_rate": 2.0963550268840384e-05, + "timestep_mean": 524.09375, + "epsilon_norm": 8.531335830688477, + "prediction_norm": 7.642307758331299, + "timestamp": "2025-07-14T12:34:38.940063" + }, + { + "epoch": 1815, + "batch_idx": 32, + "loss": 0.13507196307182312, + "learning_rate": 2.0963550268840384e-05, + "timestep_mean": 503.875, + "epsilon_norm": 7.708739280700684, + "prediction_norm": 6.649896621704102, + "timestamp": "2025-07-14T12:34:38.945171" + }, + { + "epoch": 1815, + "batch_idx": 64, + "loss": 0.2998921573162079, + "learning_rate": 2.0963550268840384e-05, + "timestep_mean": 486.46875, + "epsilon_norm": 8.054855346679688, + "prediction_norm": 6.046576499938965, + "timestamp": "2025-07-14T12:34:38.950628" + }, + { + "epoch": 1815, + "batch_idx": 96, + "loss": 0.15218275785446167, + "learning_rate": 2.0963550268840384e-05, + "timestep_mean": 542.03125, + "epsilon_norm": 8.67124080657959, + "prediction_norm": 7.745551109313965, + "timestamp": "2025-07-14T12:34:38.955676" + }, + { + "epoch": 1815, + "batch_idx": 128, + "loss": 0.266448438167572, + "learning_rate": 2.0963550268840384e-05, + "timestep_mean": 503.1875, + "epsilon_norm": 8.89395809173584, + "prediction_norm": 7.748972415924072, + "timestamp": "2025-07-14T12:34:38.960770" + }, + { + "epoch": 1815, + "batch_idx": 160, + "loss": 0.3246069848537445, + "learning_rate": 2.0963550268840384e-05, + "timestep_mean": 359.84375, + "epsilon_norm": 7.7411065101623535, + "prediction_norm": 6.278129577636719, + "timestamp": "2025-07-14T12:34:38.966048" + }, + { + "epoch": 1815, + "batch_idx": 192, + "loss": 0.1016821563243866, + "learning_rate": 2.0963550268840384e-05, + "timestep_mean": 559.25, + "epsilon_norm": 2.4776885509490967, + "prediction_norm": 2.02130126953125, + "timestamp": "2025-07-14T12:34:38.971388" + }, + { + "epoch": 1816, + "batch_idx": 0, + "loss": 0.19237110018730164, + "learning_rate": 2.0739105491312072e-05, + "timestep_mean": 510.3125, + "epsilon_norm": 7.011259078979492, + "prediction_norm": 6.274628639221191, + "timestamp": "2025-07-14T12:34:38.976478" + }, + { + "epoch": 1816, + "batch_idx": 32, + "loss": 0.1577976644039154, + "learning_rate": 2.0739105491312072e-05, + "timestep_mean": 563.625, + "epsilon_norm": 8.148509979248047, + "prediction_norm": 7.6555399894714355, + "timestamp": "2025-07-14T12:34:38.981596" + }, + { + "epoch": 1816, + "batch_idx": 64, + "loss": 0.18870961666107178, + "learning_rate": 2.0739105491312072e-05, + "timestep_mean": 545.21875, + "epsilon_norm": 8.493026733398438, + "prediction_norm": 7.748113632202148, + "timestamp": "2025-07-14T12:34:38.986681" + }, + { + "epoch": 1816, + "batch_idx": 96, + "loss": 0.273174911737442, + "learning_rate": 2.0739105491312072e-05, + "timestep_mean": 441.65625, + "epsilon_norm": 7.820765972137451, + "prediction_norm": 6.296527862548828, + "timestamp": "2025-07-14T12:34:38.992130" + }, + { + "epoch": 1816, + "batch_idx": 128, + "loss": 0.1310935765504837, + "learning_rate": 2.0739105491312072e-05, + "timestep_mean": 535.09375, + "epsilon_norm": 8.015130996704102, + "prediction_norm": 7.673855781555176, + "timestamp": "2025-07-14T12:34:38.997316" + }, + { + "epoch": 1816, + "batch_idx": 160, + "loss": 0.17281334102153778, + "learning_rate": 2.0739105491312072e-05, + "timestep_mean": 566.28125, + "epsilon_norm": 7.143126487731934, + "prediction_norm": 6.047945499420166, + "timestamp": "2025-07-14T12:34:39.002444" + }, + { + "epoch": 1816, + "batch_idx": 192, + "loss": 0.3300066292285919, + "learning_rate": 2.0739105491312072e-05, + "timestep_mean": 472.75, + "epsilon_norm": 4.324892044067383, + "prediction_norm": 3.4738245010375977, + "timestamp": "2025-07-14T12:34:39.007808" + }, + { + "epoch": 1817, + "batch_idx": 0, + "loss": 0.18876200914382935, + "learning_rate": 2.0515843242398958e-05, + "timestep_mean": 438.21875, + "epsilon_norm": 7.311282157897949, + "prediction_norm": 5.7083563804626465, + "timestamp": "2025-07-14T12:34:39.013347" + }, + { + "epoch": 1817, + "batch_idx": 32, + "loss": 0.18150119483470917, + "learning_rate": 2.0515843242398958e-05, + "timestep_mean": 539.5625, + "epsilon_norm": 8.708464622497559, + "prediction_norm": 7.640850067138672, + "timestamp": "2025-07-14T12:34:39.018706" + }, + { + "epoch": 1817, + "batch_idx": 64, + "loss": 0.29895925521850586, + "learning_rate": 2.0515843242398958e-05, + "timestep_mean": 531.15625, + "epsilon_norm": 9.617524147033691, + "prediction_norm": 7.87853479385376, + "timestamp": "2025-07-14T12:34:39.023937" + }, + { + "epoch": 1817, + "batch_idx": 96, + "loss": 0.35411107540130615, + "learning_rate": 2.0515843242398958e-05, + "timestep_mean": 490.15625, + "epsilon_norm": 8.23452091217041, + "prediction_norm": 6.983088493347168, + "timestamp": "2025-07-14T12:34:39.029282" + }, + { + "epoch": 1817, + "batch_idx": 128, + "loss": 0.15849994122982025, + "learning_rate": 2.0515843242398958e-05, + "timestep_mean": 604.34375, + "epsilon_norm": 8.115215301513672, + "prediction_norm": 7.384558200836182, + "timestamp": "2025-07-14T12:34:39.034661" + }, + { + "epoch": 1817, + "batch_idx": 160, + "loss": 0.12753361463546753, + "learning_rate": 2.0515843242398958e-05, + "timestep_mean": 560.9375, + "epsilon_norm": 7.364589691162109, + "prediction_norm": 6.88265323638916, + "timestamp": "2025-07-14T12:34:39.039999" + }, + { + "epoch": 1817, + "batch_idx": 192, + "loss": 0.11064700782299042, + "learning_rate": 2.0515843242398958e-05, + "timestep_mean": 493.125, + "epsilon_norm": 4.026546478271484, + "prediction_norm": 3.8227014541625977, + "timestamp": "2025-07-14T12:34:39.045394" + }, + { + "epoch": 1818, + "batch_idx": 0, + "loss": 0.29341065883636475, + "learning_rate": 2.0293764072978607e-05, + "timestep_mean": 484.125, + "epsilon_norm": 8.573638916015625, + "prediction_norm": 7.127934455871582, + "timestamp": "2025-07-14T12:34:39.050893" + }, + { + "epoch": 1818, + "batch_idx": 32, + "loss": 0.2528306841850281, + "learning_rate": 2.0293764072978607e-05, + "timestep_mean": 439.0, + "epsilon_norm": 7.651772975921631, + "prediction_norm": 5.974305629730225, + "timestamp": "2025-07-14T12:34:39.056109" + }, + { + "epoch": 1818, + "batch_idx": 64, + "loss": 0.18573763966560364, + "learning_rate": 2.0293764072978607e-05, + "timestep_mean": 540.90625, + "epsilon_norm": 8.411172866821289, + "prediction_norm": 7.272221565246582, + "timestamp": "2025-07-14T12:34:39.061336" + }, + { + "epoch": 1818, + "batch_idx": 96, + "loss": 0.529323399066925, + "learning_rate": 2.0293764072978607e-05, + "timestep_mean": 458.46875, + "epsilon_norm": 8.055183410644531, + "prediction_norm": 6.157559871673584, + "timestamp": "2025-07-14T12:34:39.066816" + }, + { + "epoch": 1818, + "batch_idx": 128, + "loss": 0.2691502571105957, + "learning_rate": 2.0293764072978607e-05, + "timestep_mean": 396.0625, + "epsilon_norm": 7.463814735412598, + "prediction_norm": 6.023116588592529, + "timestamp": "2025-07-14T12:34:39.072173" + }, + { + "epoch": 1818, + "batch_idx": 160, + "loss": 0.43034082651138306, + "learning_rate": 2.0293764072978607e-05, + "timestep_mean": 414.75, + "epsilon_norm": 8.482441902160645, + "prediction_norm": 6.85374641418457, + "timestamp": "2025-07-14T12:34:39.077437" + }, + { + "epoch": 1818, + "batch_idx": 192, + "loss": 0.22326241433620453, + "learning_rate": 2.0293764072978607e-05, + "timestep_mean": 537.375, + "epsilon_norm": 3.627506732940674, + "prediction_norm": 2.8615691661834717, + "timestamp": "2025-07-14T12:34:39.082678" + }, + { + "epoch": 1819, + "batch_idx": 0, + "loss": 0.2335422784090042, + "learning_rate": 2.007286853100914e-05, + "timestep_mean": 496.28125, + "epsilon_norm": 6.967986106872559, + "prediction_norm": 6.5183563232421875, + "timestamp": "2025-07-14T12:34:39.087949" + }, + { + "epoch": 1819, + "batch_idx": 32, + "loss": 0.4320812523365021, + "learning_rate": 2.007286853100914e-05, + "timestep_mean": 422.25, + "epsilon_norm": 8.769485473632812, + "prediction_norm": 7.042762279510498, + "timestamp": "2025-07-14T12:34:39.093149" + }, + { + "epoch": 1819, + "batch_idx": 64, + "loss": 0.3078579306602478, + "learning_rate": 2.007286853100914e-05, + "timestep_mean": 554.28125, + "epsilon_norm": 8.298284530639648, + "prediction_norm": 7.189974784851074, + "timestamp": "2025-07-14T12:34:39.098305" + }, + { + "epoch": 1819, + "batch_idx": 96, + "loss": 0.28197818994522095, + "learning_rate": 2.007286853100914e-05, + "timestep_mean": 506.0, + "epsilon_norm": 7.189395427703857, + "prediction_norm": 6.107336044311523, + "timestamp": "2025-07-14T12:34:39.103638" + }, + { + "epoch": 1819, + "batch_idx": 128, + "loss": 0.24073663353919983, + "learning_rate": 2.007286853100914e-05, + "timestep_mean": 532.8125, + "epsilon_norm": 8.217839241027832, + "prediction_norm": 6.827615261077881, + "timestamp": "2025-07-14T12:34:39.108996" + }, + { + "epoch": 1819, + "batch_idx": 160, + "loss": 0.25361067056655884, + "learning_rate": 2.007286853100914e-05, + "timestep_mean": 542.21875, + "epsilon_norm": 8.341596603393555, + "prediction_norm": 6.8142218589782715, + "timestamp": "2025-07-14T12:34:39.114259" + }, + { + "epoch": 1819, + "batch_idx": 192, + "loss": 0.2901933193206787, + "learning_rate": 2.007286853100914e-05, + "timestep_mean": 551.0, + "epsilon_norm": 3.5037143230438232, + "prediction_norm": 3.1233887672424316, + "timestamp": "2025-07-14T12:34:39.119710" + }, + { + "epoch": 1820, + "batch_idx": 0, + "loss": 0.2684206962585449, + "learning_rate": 1.9853157161528462e-05, + "timestep_mean": 448.625, + "epsilon_norm": 6.350780963897705, + "prediction_norm": 5.249520778656006, + "timestamp": "2025-07-14T12:34:39.125195" + }, + { + "epoch": 1820, + "batch_idx": 32, + "loss": 0.3314707279205322, + "learning_rate": 1.9853157161528462e-05, + "timestep_mean": 399.5, + "epsilon_norm": 7.777401447296143, + "prediction_norm": 6.07456111907959, + "timestamp": "2025-07-14T12:34:39.130653" + }, + { + "epoch": 1820, + "batch_idx": 64, + "loss": 0.3286355137825012, + "learning_rate": 1.9853157161528462e-05, + "timestep_mean": 486.8125, + "epsilon_norm": 8.17829418182373, + "prediction_norm": 6.3216071128845215, + "timestamp": "2025-07-14T12:34:39.136209" + }, + { + "epoch": 1820, + "batch_idx": 96, + "loss": 0.2941078245639801, + "learning_rate": 1.9853157161528462e-05, + "timestep_mean": 423.4375, + "epsilon_norm": 7.635787010192871, + "prediction_norm": 6.64583158493042, + "timestamp": "2025-07-14T12:34:39.143342" + }, + { + "epoch": 1820, + "batch_idx": 128, + "loss": 0.4223216772079468, + "learning_rate": 1.9853157161528462e-05, + "timestep_mean": 384.6875, + "epsilon_norm": 7.414462089538574, + "prediction_norm": 5.520713806152344, + "timestamp": "2025-07-14T12:34:39.149308" + }, + { + "epoch": 1820, + "batch_idx": 160, + "loss": 0.4122430682182312, + "learning_rate": 1.9853157161528462e-05, + "timestep_mean": 493.03125, + "epsilon_norm": 8.465007781982422, + "prediction_norm": 7.068929195404053, + "timestamp": "2025-07-14T12:34:39.160289" + }, + { + "epoch": 1820, + "batch_idx": 192, + "loss": 0.10169777274131775, + "learning_rate": 1.9853157161528462e-05, + "timestep_mean": 477.0, + "epsilon_norm": 3.3148574829101562, + "prediction_norm": 3.208430290222168, + "timestamp": "2025-07-14T12:34:39.165984" + }, + { + "epoch": 1821, + "batch_idx": 0, + "loss": 0.3837938904762268, + "learning_rate": 1.9634630506652533e-05, + "timestep_mean": 415.375, + "epsilon_norm": 7.618461608886719, + "prediction_norm": 6.8364715576171875, + "timestamp": "2025-07-14T12:34:39.171416" + }, + { + "epoch": 1821, + "batch_idx": 32, + "loss": 0.2536769509315491, + "learning_rate": 1.9634630506652533e-05, + "timestep_mean": 470.8125, + "epsilon_norm": 7.06250524520874, + "prediction_norm": 6.141976833343506, + "timestamp": "2025-07-14T12:34:39.176586" + }, + { + "epoch": 1821, + "batch_idx": 64, + "loss": 0.31812065839767456, + "learning_rate": 1.9634630506652533e-05, + "timestep_mean": 482.03125, + "epsilon_norm": 7.365202903747559, + "prediction_norm": 5.838576793670654, + "timestamp": "2025-07-14T12:34:39.181720" + }, + { + "epoch": 1821, + "batch_idx": 96, + "loss": 0.22383633255958557, + "learning_rate": 1.9634630506652533e-05, + "timestep_mean": 572.40625, + "epsilon_norm": 8.653423309326172, + "prediction_norm": 7.155018329620361, + "timestamp": "2025-07-14T12:34:39.186847" + }, + { + "epoch": 1821, + "batch_idx": 128, + "loss": 0.5073660016059875, + "learning_rate": 1.9634630506652533e-05, + "timestep_mean": 436.28125, + "epsilon_norm": 8.353303909301758, + "prediction_norm": 6.477667808532715, + "timestamp": "2025-07-14T12:34:39.192105" + }, + { + "epoch": 1821, + "batch_idx": 160, + "loss": 0.1748201549053192, + "learning_rate": 1.9634630506652533e-05, + "timestep_mean": 468.53125, + "epsilon_norm": 9.284629821777344, + "prediction_norm": 8.462657928466797, + "timestamp": "2025-07-14T12:34:39.196993" + }, + { + "epoch": 1821, + "batch_idx": 192, + "loss": 0.10377795994281769, + "learning_rate": 1.9634630506652533e-05, + "timestep_mean": 506.875, + "epsilon_norm": 3.8418357372283936, + "prediction_norm": 3.3654212951660156, + "timestamp": "2025-07-14T12:34:39.202066" + }, + { + "epoch": 1822, + "batch_idx": 0, + "loss": 0.1703779101371765, + "learning_rate": 1.941728910557405e-05, + "timestep_mean": 508.625, + "epsilon_norm": 7.176180839538574, + "prediction_norm": 6.462286949157715, + "timestamp": "2025-07-14T12:34:39.207006" + }, + { + "epoch": 1822, + "batch_idx": 32, + "loss": 0.3747009038925171, + "learning_rate": 1.941728910557405e-05, + "timestep_mean": 494.8125, + "epsilon_norm": 9.990748405456543, + "prediction_norm": 8.06125545501709, + "timestamp": "2025-07-14T12:34:39.211867" + }, + { + "epoch": 1822, + "batch_idx": 64, + "loss": 0.26621514558792114, + "learning_rate": 1.941728910557405e-05, + "timestep_mean": 472.0625, + "epsilon_norm": 7.694098949432373, + "prediction_norm": 6.915750503540039, + "timestamp": "2025-07-14T12:34:39.216941" + }, + { + "epoch": 1822, + "batch_idx": 96, + "loss": 0.2136131227016449, + "learning_rate": 1.941728910557405e-05, + "timestep_mean": 563.8125, + "epsilon_norm": 7.951185703277588, + "prediction_norm": 6.822546005249023, + "timestamp": "2025-07-14T12:34:39.221771" + }, + { + "epoch": 1822, + "batch_idx": 128, + "loss": 0.17302948236465454, + "learning_rate": 1.941728910557405e-05, + "timestep_mean": 520.53125, + "epsilon_norm": 8.255956649780273, + "prediction_norm": 7.430737018585205, + "timestamp": "2025-07-14T12:34:39.226750" + }, + { + "epoch": 1822, + "batch_idx": 160, + "loss": 0.26068729162216187, + "learning_rate": 1.941728910557405e-05, + "timestep_mean": 516.09375, + "epsilon_norm": 8.490107536315918, + "prediction_norm": 7.2283172607421875, + "timestamp": "2025-07-14T12:34:39.231713" + }, + { + "epoch": 1822, + "batch_idx": 192, + "loss": 0.11146807670593262, + "learning_rate": 1.941728910557405e-05, + "timestep_mean": 458.75, + "epsilon_norm": 2.7481274604797363, + "prediction_norm": 2.5264453887939453, + "timestamp": "2025-07-14T12:34:39.236683" + }, + { + "epoch": 1823, + "batch_idx": 0, + "loss": 0.16489636898040771, + "learning_rate": 1.9201133494561425e-05, + "timestep_mean": 480.0625, + "epsilon_norm": 6.966078758239746, + "prediction_norm": 6.091337203979492, + "timestamp": "2025-07-14T12:34:39.241802" + }, + { + "epoch": 1823, + "batch_idx": 32, + "loss": 0.2452210783958435, + "learning_rate": 1.9201133494561425e-05, + "timestep_mean": 506.59375, + "epsilon_norm": 8.428702354431152, + "prediction_norm": 7.623110771179199, + "timestamp": "2025-07-14T12:34:39.246686" + }, + { + "epoch": 1823, + "batch_idx": 64, + "loss": 0.1445346474647522, + "learning_rate": 1.9201133494561425e-05, + "timestep_mean": 570.40625, + "epsilon_norm": 8.737090110778809, + "prediction_norm": 8.133950233459473, + "timestamp": "2025-07-14T12:34:39.251488" + }, + { + "epoch": 1823, + "batch_idx": 96, + "loss": 0.34188634157180786, + "learning_rate": 1.9201133494561425e-05, + "timestep_mean": 493.40625, + "epsilon_norm": 8.416547775268555, + "prediction_norm": 6.70913028717041, + "timestamp": "2025-07-14T12:34:39.256350" + }, + { + "epoch": 1823, + "batch_idx": 128, + "loss": 0.1811094880104065, + "learning_rate": 1.9201133494561425e-05, + "timestep_mean": 534.875, + "epsilon_norm": 8.625341415405273, + "prediction_norm": 8.32046127319336, + "timestamp": "2025-07-14T12:34:39.261220" + }, + { + "epoch": 1823, + "batch_idx": 160, + "loss": 0.3483903408050537, + "learning_rate": 1.9201133494561425e-05, + "timestep_mean": 417.53125, + "epsilon_norm": 8.422479629516602, + "prediction_norm": 7.085999488830566, + "timestamp": "2025-07-14T12:34:39.266075" + }, + { + "epoch": 1823, + "batch_idx": 192, + "loss": 0.1810636818408966, + "learning_rate": 1.9201133494561425e-05, + "timestep_mean": 668.375, + "epsilon_norm": 3.5986974239349365, + "prediction_norm": 3.1178009510040283, + "timestamp": "2025-07-14T12:34:39.270972" + }, + { + "epoch": 1824, + "batch_idx": 0, + "loss": 0.42259442806243896, + "learning_rate": 1.8986164206957087e-05, + "timestep_mean": 554.625, + "epsilon_norm": 8.024571418762207, + "prediction_norm": 6.364903926849365, + "timestamp": "2025-07-14T12:34:39.276085" + }, + { + "epoch": 1824, + "batch_idx": 32, + "loss": 0.14105644822120667, + "learning_rate": 1.8986164206957087e-05, + "timestep_mean": 590.78125, + "epsilon_norm": 9.188806533813477, + "prediction_norm": 8.600834846496582, + "timestamp": "2025-07-14T12:34:39.280967" + }, + { + "epoch": 1824, + "batch_idx": 64, + "loss": 0.300594300031662, + "learning_rate": 1.8986164206957087e-05, + "timestep_mean": 380.53125, + "epsilon_norm": 8.007513046264648, + "prediction_norm": 6.273004531860352, + "timestamp": "2025-07-14T12:34:39.285889" + }, + { + "epoch": 1824, + "batch_idx": 96, + "loss": 0.1926669180393219, + "learning_rate": 1.8986164206957087e-05, + "timestep_mean": 452.4375, + "epsilon_norm": 6.490400791168213, + "prediction_norm": 5.603267669677734, + "timestamp": "2025-07-14T12:34:39.290845" + }, + { + "epoch": 1824, + "batch_idx": 128, + "loss": 0.3421703279018402, + "learning_rate": 1.8986164206957087e-05, + "timestep_mean": 531.625, + "epsilon_norm": 8.048133850097656, + "prediction_norm": 7.070465564727783, + "timestamp": "2025-07-14T12:34:39.295796" + }, + { + "epoch": 1824, + "batch_idx": 160, + "loss": 0.3531193733215332, + "learning_rate": 1.8986164206957087e-05, + "timestep_mean": 504.59375, + "epsilon_norm": 7.376495361328125, + "prediction_norm": 5.863356590270996, + "timestamp": "2025-07-14T12:34:39.300879" + }, + { + "epoch": 1824, + "batch_idx": 192, + "loss": 0.09994445741176605, + "learning_rate": 1.8986164206957087e-05, + "timestep_mean": 639.375, + "epsilon_norm": 3.1714136600494385, + "prediction_norm": 3.312208652496338, + "timestamp": "2025-07-14T12:34:39.305966" + }, + { + "epoch": 1825, + "batch_idx": 0, + "loss": 0.1469508707523346, + "learning_rate": 1.8772381773176416e-05, + "timestep_mean": 528.28125, + "epsilon_norm": 7.404071807861328, + "prediction_norm": 7.122040748596191, + "timestamp": "2025-07-14T12:34:39.311004" + }, + { + "epoch": 1825, + "batch_idx": 32, + "loss": 0.24037188291549683, + "learning_rate": 1.8772381773176416e-05, + "timestep_mean": 485.5625, + "epsilon_norm": 8.462553024291992, + "prediction_norm": 7.547820568084717, + "timestamp": "2025-07-14T12:34:39.316002" + }, + { + "epoch": 1825, + "batch_idx": 64, + "loss": 0.2008959949016571, + "learning_rate": 1.8772381773176416e-05, + "timestep_mean": 511.0, + "epsilon_norm": 7.90755033493042, + "prediction_norm": 7.059706211090088, + "timestamp": "2025-07-14T12:34:39.320960" + }, + { + "epoch": 1825, + "batch_idx": 96, + "loss": 0.2645663619041443, + "learning_rate": 1.8772381773176416e-05, + "timestep_mean": 464.25, + "epsilon_norm": 6.825926780700684, + "prediction_norm": 5.578324317932129, + "timestamp": "2025-07-14T12:34:39.325900" + }, + { + "epoch": 1825, + "batch_idx": 128, + "loss": 0.1862412989139557, + "learning_rate": 1.8772381773176416e-05, + "timestep_mean": 547.15625, + "epsilon_norm": 8.1499662399292, + "prediction_norm": 7.604833126068115, + "timestamp": "2025-07-14T12:34:39.330846" + }, + { + "epoch": 1825, + "batch_idx": 160, + "loss": 0.26966217160224915, + "learning_rate": 1.8772381773176416e-05, + "timestep_mean": 479.5, + "epsilon_norm": 7.669929504394531, + "prediction_norm": 6.5291056632995605, + "timestamp": "2025-07-14T12:34:39.335904" + }, + { + "epoch": 1825, + "batch_idx": 192, + "loss": 0.3476473093032837, + "learning_rate": 1.8772381773176416e-05, + "timestep_mean": 527.375, + "epsilon_norm": 4.284974575042725, + "prediction_norm": 3.8789846897125244, + "timestamp": "2025-07-14T12:34:39.340996" + }, + { + "epoch": 1826, + "batch_idx": 0, + "loss": 0.24458461999893188, + "learning_rate": 1.8559786720706182e-05, + "timestep_mean": 487.5, + "epsilon_norm": 7.7046661376953125, + "prediction_norm": 6.80758810043335, + "timestamp": "2025-07-14T12:34:39.346074" + }, + { + "epoch": 1826, + "batch_idx": 32, + "loss": 0.3695056736469269, + "learning_rate": 1.8559786720706182e-05, + "timestep_mean": 440.96875, + "epsilon_norm": 7.179537296295166, + "prediction_norm": 5.772292137145996, + "timestamp": "2025-07-14T12:34:39.351062" + }, + { + "epoch": 1826, + "batch_idx": 64, + "loss": 0.2042607069015503, + "learning_rate": 1.8559786720706182e-05, + "timestep_mean": 491.84375, + "epsilon_norm": 7.899508953094482, + "prediction_norm": 6.878039360046387, + "timestamp": "2025-07-14T12:34:39.356067" + }, + { + "epoch": 1826, + "batch_idx": 96, + "loss": 0.15491408109664917, + "learning_rate": 1.8559786720706182e-05, + "timestep_mean": 628.625, + "epsilon_norm": 7.7585368156433105, + "prediction_norm": 7.381602764129639, + "timestamp": "2025-07-14T12:34:39.361055" + }, + { + "epoch": 1826, + "batch_idx": 128, + "loss": 0.2944343090057373, + "learning_rate": 1.8559786720706182e-05, + "timestep_mean": 527.40625, + "epsilon_norm": 8.213166236877441, + "prediction_norm": 7.2816925048828125, + "timestamp": "2025-07-14T12:34:39.365969" + }, + { + "epoch": 1826, + "batch_idx": 160, + "loss": 0.274366557598114, + "learning_rate": 1.8559786720706182e-05, + "timestep_mean": 538.3125, + "epsilon_norm": 8.09825611114502, + "prediction_norm": 6.708084583282471, + "timestamp": "2025-07-14T12:34:39.370890" + }, + { + "epoch": 1826, + "batch_idx": 192, + "loss": 0.4164940416812897, + "learning_rate": 1.8559786720706182e-05, + "timestep_mean": 504.375, + "epsilon_norm": 4.45076322555542, + "prediction_norm": 3.208649158477783, + "timestamp": "2025-07-14T12:34:39.375983" + }, + { + "epoch": 1827, + "batch_idx": 0, + "loss": 0.21985848248004913, + "learning_rate": 1.8348379574103788e-05, + "timestep_mean": 512.875, + "epsilon_norm": 8.343558311462402, + "prediction_norm": 6.891213417053223, + "timestamp": "2025-07-14T12:34:39.380904" + }, + { + "epoch": 1827, + "batch_idx": 32, + "loss": 0.1843462884426117, + "learning_rate": 1.8348379574103788e-05, + "timestep_mean": 476.1875, + "epsilon_norm": 7.177880764007568, + "prediction_norm": 6.540369510650635, + "timestamp": "2025-07-14T12:34:39.385832" + }, + { + "epoch": 1827, + "batch_idx": 64, + "loss": 0.21418845653533936, + "learning_rate": 1.8348379574103788e-05, + "timestep_mean": 541.0625, + "epsilon_norm": 7.345737457275391, + "prediction_norm": 6.461557388305664, + "timestamp": "2025-07-14T12:34:39.390827" + }, + { + "epoch": 1827, + "batch_idx": 96, + "loss": 0.23805630207061768, + "learning_rate": 1.8348379574103788e-05, + "timestep_mean": 535.9375, + "epsilon_norm": 6.772752285003662, + "prediction_norm": 5.838115692138672, + "timestamp": "2025-07-14T12:34:39.395758" + }, + { + "epoch": 1827, + "batch_idx": 128, + "loss": 0.2575366199016571, + "learning_rate": 1.8348379574103788e-05, + "timestep_mean": 519.9375, + "epsilon_norm": 8.129186630249023, + "prediction_norm": 7.08751916885376, + "timestamp": "2025-07-14T12:34:39.400749" + }, + { + "epoch": 1827, + "batch_idx": 160, + "loss": 0.1642812192440033, + "learning_rate": 1.8348379574103788e-05, + "timestep_mean": 442.09375, + "epsilon_norm": 8.028803825378418, + "prediction_norm": 7.0099029541015625, + "timestamp": "2025-07-14T12:34:39.405721" + }, + { + "epoch": 1827, + "batch_idx": 192, + "loss": 0.7605284452438354, + "learning_rate": 1.8348379574103788e-05, + "timestep_mean": 437.25, + "epsilon_norm": 5.250747203826904, + "prediction_norm": 3.711794137954712, + "timestamp": "2025-07-14T12:34:39.410705" + }, + { + "epoch": 1828, + "batch_idx": 0, + "loss": 0.15229684114456177, + "learning_rate": 1.8138160854995144e-05, + "timestep_mean": 510.25, + "epsilon_norm": 8.009588241577148, + "prediction_norm": 7.211767673492432, + "timestamp": "2025-07-14T12:34:39.415933" + }, + { + "epoch": 1828, + "batch_idx": 32, + "loss": 0.32360348105430603, + "learning_rate": 1.8138160854995144e-05, + "timestep_mean": 476.84375, + "epsilon_norm": 8.614252090454102, + "prediction_norm": 6.76788330078125, + "timestamp": "2025-07-14T12:34:39.421087" + }, + { + "epoch": 1828, + "batch_idx": 64, + "loss": 0.3293198347091675, + "learning_rate": 1.8138160854995144e-05, + "timestep_mean": 406.15625, + "epsilon_norm": 8.55004596710205, + "prediction_norm": 6.977243900299072, + "timestamp": "2025-07-14T12:34:39.426226" + }, + { + "epoch": 1828, + "batch_idx": 96, + "loss": 0.21114042401313782, + "learning_rate": 1.8138160854995144e-05, + "timestep_mean": 490.84375, + "epsilon_norm": 7.752170085906982, + "prediction_norm": 6.513565540313721, + "timestamp": "2025-07-14T12:34:39.431228" + }, + { + "epoch": 1828, + "batch_idx": 128, + "loss": 0.3964402973651886, + "learning_rate": 1.8138160854995144e-05, + "timestep_mean": 472.03125, + "epsilon_norm": 7.62628173828125, + "prediction_norm": 6.1465582847595215, + "timestamp": "2025-07-14T12:34:39.436360" + }, + { + "epoch": 1828, + "batch_idx": 160, + "loss": 0.223394513130188, + "learning_rate": 1.8138160854995144e-05, + "timestep_mean": 580.375, + "epsilon_norm": 8.219152450561523, + "prediction_norm": 6.897030830383301, + "timestamp": "2025-07-14T12:34:39.441319" + }, + { + "epoch": 1828, + "batch_idx": 192, + "loss": 0.09650741517543793, + "learning_rate": 1.8138160854995144e-05, + "timestep_mean": 498.5, + "epsilon_norm": 3.253493309020996, + "prediction_norm": 3.1954009532928467, + "timestamp": "2025-07-14T12:34:39.446535" + }, + { + "epoch": 1829, + "batch_idx": 0, + "loss": 0.32936573028564453, + "learning_rate": 1.792913108207411e-05, + "timestep_mean": 444.5625, + "epsilon_norm": 8.418537139892578, + "prediction_norm": 7.549211025238037, + "timestamp": "2025-07-14T12:34:39.451605" + }, + { + "epoch": 1829, + "batch_idx": 32, + "loss": 0.17092379927635193, + "learning_rate": 1.792913108207411e-05, + "timestep_mean": 593.5625, + "epsilon_norm": 7.941655158996582, + "prediction_norm": 7.860843658447266, + "timestamp": "2025-07-14T12:34:39.456628" + }, + { + "epoch": 1829, + "batch_idx": 64, + "loss": 0.24194654822349548, + "learning_rate": 1.792913108207411e-05, + "timestep_mean": 505.09375, + "epsilon_norm": 7.372491359710693, + "prediction_norm": 6.509183883666992, + "timestamp": "2025-07-14T12:34:39.461661" + }, + { + "epoch": 1829, + "batch_idx": 96, + "loss": 0.3752160370349884, + "learning_rate": 1.792913108207411e-05, + "timestep_mean": 406.21875, + "epsilon_norm": 8.01357650756836, + "prediction_norm": 6.7276530265808105, + "timestamp": "2025-07-14T12:34:39.466616" + }, + { + "epoch": 1829, + "batch_idx": 128, + "loss": 0.19592474400997162, + "learning_rate": 1.792913108207411e-05, + "timestep_mean": 455.8125, + "epsilon_norm": 7.570497989654541, + "prediction_norm": 6.915703296661377, + "timestamp": "2025-07-14T12:34:39.471599" + }, + { + "epoch": 1829, + "batch_idx": 160, + "loss": 0.26569175720214844, + "learning_rate": 1.792913108207411e-05, + "timestep_mean": 471.71875, + "epsilon_norm": 7.562589645385742, + "prediction_norm": 6.261807918548584, + "timestamp": "2025-07-14T12:34:39.476506" + }, + { + "epoch": 1829, + "batch_idx": 192, + "loss": 0.21357184648513794, + "learning_rate": 1.792913108207411e-05, + "timestep_mean": 353.0, + "epsilon_norm": 2.991243839263916, + "prediction_norm": 2.2018613815307617, + "timestamp": "2025-07-14T12:34:39.481424" + }, + { + "epoch": 1830, + "batch_idx": 0, + "loss": 0.2035159468650818, + "learning_rate": 1.7721290771101016e-05, + "timestep_mean": 572.40625, + "epsilon_norm": 6.380299091339111, + "prediction_norm": 6.024228572845459, + "timestamp": "2025-07-14T12:34:39.486407" + }, + { + "epoch": 1830, + "batch_idx": 32, + "loss": 0.2991017699241638, + "learning_rate": 1.7721290771101016e-05, + "timestep_mean": 446.84375, + "epsilon_norm": 8.112345695495605, + "prediction_norm": 6.779957294464111, + "timestamp": "2025-07-14T12:34:39.491434" + }, + { + "epoch": 1830, + "batch_idx": 64, + "loss": 0.17531557381153107, + "learning_rate": 1.7721290771101016e-05, + "timestep_mean": 534.125, + "epsilon_norm": 8.312265396118164, + "prediction_norm": 7.221719741821289, + "timestamp": "2025-07-14T12:34:39.496473" + }, + { + "epoch": 1830, + "batch_idx": 96, + "loss": 0.17086923122406006, + "learning_rate": 1.7721290771101016e-05, + "timestep_mean": 506.78125, + "epsilon_norm": 8.197149276733398, + "prediction_norm": 7.46576452255249, + "timestamp": "2025-07-14T12:34:39.501553" + }, + { + "epoch": 1830, + "batch_idx": 128, + "loss": 0.15242694318294525, + "learning_rate": 1.7721290771101016e-05, + "timestep_mean": 479.375, + "epsilon_norm": 6.771670341491699, + "prediction_norm": 6.168522357940674, + "timestamp": "2025-07-14T12:34:39.506582" + }, + { + "epoch": 1830, + "batch_idx": 160, + "loss": 0.3641684353351593, + "learning_rate": 1.7721290771101016e-05, + "timestep_mean": 506.28125, + "epsilon_norm": 9.115443229675293, + "prediction_norm": 7.408121109008789, + "timestamp": "2025-07-14T12:34:39.511544" + }, + { + "epoch": 1830, + "batch_idx": 192, + "loss": 0.05632850527763367, + "learning_rate": 1.7721290771101016e-05, + "timestep_mean": 653.125, + "epsilon_norm": 4.550039291381836, + "prediction_norm": 4.472305774688721, + "timestamp": "2025-07-14T12:34:39.516632" + }, + { + "epoch": 1831, + "batch_idx": 0, + "loss": 0.20505833625793457, + "learning_rate": 1.7514640434900863e-05, + "timestep_mean": 559.71875, + "epsilon_norm": 8.341700553894043, + "prediction_norm": 7.590424060821533, + "timestamp": "2025-07-14T12:34:39.521682" + }, + { + "epoch": 1831, + "batch_idx": 32, + "loss": 0.17445677518844604, + "learning_rate": 1.7514640434900863e-05, + "timestep_mean": 443.125, + "epsilon_norm": 6.5729289054870605, + "prediction_norm": 5.630584239959717, + "timestamp": "2025-07-14T12:34:39.526616" + }, + { + "epoch": 1831, + "batch_idx": 64, + "loss": 0.31407275795936584, + "learning_rate": 1.7514640434900863e-05, + "timestep_mean": 469.0625, + "epsilon_norm": 7.606504440307617, + "prediction_norm": 6.475650787353516, + "timestamp": "2025-07-14T12:34:39.531628" + }, + { + "epoch": 1831, + "batch_idx": 96, + "loss": 0.19983170926570892, + "learning_rate": 1.7514640434900863e-05, + "timestep_mean": 531.5, + "epsilon_norm": 8.219741821289062, + "prediction_norm": 6.9361066818237305, + "timestamp": "2025-07-14T12:34:39.536652" + }, + { + "epoch": 1831, + "batch_idx": 128, + "loss": 0.34470486640930176, + "learning_rate": 1.7514640434900863e-05, + "timestep_mean": 476.6875, + "epsilon_norm": 8.987920761108398, + "prediction_norm": 7.568150520324707, + "timestamp": "2025-07-14T12:34:39.541804" + }, + { + "epoch": 1831, + "batch_idx": 160, + "loss": 0.5202131271362305, + "learning_rate": 1.7514640434900863e-05, + "timestep_mean": 448.0, + "epsilon_norm": 8.121892929077148, + "prediction_norm": 5.7207207679748535, + "timestamp": "2025-07-14T12:34:39.546719" + }, + { + "epoch": 1831, + "batch_idx": 192, + "loss": 0.06468065828084946, + "learning_rate": 1.7514640434900863e-05, + "timestep_mean": 534.125, + "epsilon_norm": 4.196883678436279, + "prediction_norm": 3.966447114944458, + "timestamp": "2025-07-14T12:34:39.551723" + }, + { + "epoch": 1832, + "batch_idx": 0, + "loss": 0.28463274240493774, + "learning_rate": 1.730918058336306e-05, + "timestep_mean": 442.9375, + "epsilon_norm": 8.021554946899414, + "prediction_norm": 6.650393009185791, + "timestamp": "2025-07-14T12:34:39.556759" + }, + { + "epoch": 1832, + "batch_idx": 32, + "loss": 0.4817796051502228, + "learning_rate": 1.730918058336306e-05, + "timestep_mean": 484.5625, + "epsilon_norm": 8.483062744140625, + "prediction_norm": 6.714438438415527, + "timestamp": "2025-07-14T12:34:39.561900" + }, + { + "epoch": 1832, + "batch_idx": 64, + "loss": 0.3360946774482727, + "learning_rate": 1.730918058336306e-05, + "timestep_mean": 467.40625, + "epsilon_norm": 8.732184410095215, + "prediction_norm": 7.21277379989624, + "timestamp": "2025-07-14T12:34:39.567057" + }, + { + "epoch": 1832, + "batch_idx": 96, + "loss": 0.17971104383468628, + "learning_rate": 1.730918058336306e-05, + "timestep_mean": 520.03125, + "epsilon_norm": 7.930473804473877, + "prediction_norm": 6.683879852294922, + "timestamp": "2025-07-14T12:34:39.572179" + }, + { + "epoch": 1832, + "batch_idx": 128, + "loss": 0.2599819004535675, + "learning_rate": 1.730918058336306e-05, + "timestep_mean": 501.21875, + "epsilon_norm": 8.547385215759277, + "prediction_norm": 7.61903715133667, + "timestamp": "2025-07-14T12:34:39.577164" + }, + { + "epoch": 1832, + "batch_idx": 160, + "loss": 0.2139964997768402, + "learning_rate": 1.730918058336306e-05, + "timestep_mean": 420.0625, + "epsilon_norm": 7.946009635925293, + "prediction_norm": 6.7041497230529785, + "timestamp": "2025-07-14T12:34:39.582127" + }, + { + "epoch": 1832, + "batch_idx": 192, + "loss": 0.19201600551605225, + "learning_rate": 1.730918058336306e-05, + "timestep_mean": 442.0, + "epsilon_norm": 3.9480793476104736, + "prediction_norm": 3.653947353363037, + "timestamp": "2025-07-14T12:34:39.587106" + }, + { + "epoch": 1833, + "batch_idx": 0, + "loss": 0.2970202565193176, + "learning_rate": 1.7104911723439307e-05, + "timestep_mean": 510.8125, + "epsilon_norm": 8.095115661621094, + "prediction_norm": 7.004295349121094, + "timestamp": "2025-07-14T12:34:39.592235" + }, + { + "epoch": 1833, + "batch_idx": 32, + "loss": 0.2576460838317871, + "learning_rate": 1.7104911723439307e-05, + "timestep_mean": 446.9375, + "epsilon_norm": 7.970350742340088, + "prediction_norm": 6.654376983642578, + "timestamp": "2025-07-14T12:34:39.597196" + }, + { + "epoch": 1833, + "batch_idx": 64, + "loss": 0.34126460552215576, + "learning_rate": 1.7104911723439307e-05, + "timestep_mean": 493.0, + "epsilon_norm": 7.964629650115967, + "prediction_norm": 6.72085428237915, + "timestamp": "2025-07-14T12:34:39.602166" + }, + { + "epoch": 1833, + "batch_idx": 96, + "loss": 0.23703297972679138, + "learning_rate": 1.7104911723439307e-05, + "timestep_mean": 477.8125, + "epsilon_norm": 7.594803333282471, + "prediction_norm": 7.013558387756348, + "timestamp": "2025-07-14T12:34:39.607209" + }, + { + "epoch": 1833, + "batch_idx": 128, + "loss": 0.42237114906311035, + "learning_rate": 1.7104911723439307e-05, + "timestep_mean": 454.65625, + "epsilon_norm": 8.91055679321289, + "prediction_norm": 6.763063430786133, + "timestamp": "2025-07-14T12:34:39.612267" + }, + { + "epoch": 1833, + "batch_idx": 160, + "loss": 0.3749924898147583, + "learning_rate": 1.7104911723439307e-05, + "timestep_mean": 485.53125, + "epsilon_norm": 8.01828384399414, + "prediction_norm": 7.144037246704102, + "timestamp": "2025-07-14T12:34:39.617426" + }, + { + "epoch": 1833, + "batch_idx": 192, + "loss": 0.266757607460022, + "learning_rate": 1.7104911723439307e-05, + "timestep_mean": 357.25, + "epsilon_norm": 4.477518081665039, + "prediction_norm": 4.018489360809326, + "timestamp": "2025-07-14T12:34:39.622383" + }, + { + "epoch": 1834, + "batch_idx": 0, + "loss": 0.21386097371578217, + "learning_rate": 1.6901834359142608e-05, + "timestep_mean": 500.90625, + "epsilon_norm": 7.168882846832275, + "prediction_norm": 5.660480976104736, + "timestamp": "2025-07-14T12:34:39.627324" + }, + { + "epoch": 1834, + "batch_idx": 32, + "loss": 0.27077415585517883, + "learning_rate": 1.6901834359142608e-05, + "timestep_mean": 496.78125, + "epsilon_norm": 8.376890182495117, + "prediction_norm": 7.497109413146973, + "timestamp": "2025-07-14T12:34:39.632285" + }, + { + "epoch": 1834, + "batch_idx": 64, + "loss": 0.32085925340652466, + "learning_rate": 1.6901834359142608e-05, + "timestep_mean": 477.5, + "epsilon_norm": 7.341317653656006, + "prediction_norm": 6.04200553894043, + "timestamp": "2025-07-14T12:34:39.637226" + }, + { + "epoch": 1834, + "batch_idx": 96, + "loss": 0.21475329995155334, + "learning_rate": 1.6901834359142608e-05, + "timestep_mean": 551.59375, + "epsilon_norm": 8.226390838623047, + "prediction_norm": 7.286470890045166, + "timestamp": "2025-07-14T12:34:39.642272" + }, + { + "epoch": 1834, + "batch_idx": 128, + "loss": 0.28611332178115845, + "learning_rate": 1.6901834359142608e-05, + "timestep_mean": 452.40625, + "epsilon_norm": 7.007177352905273, + "prediction_norm": 5.856049060821533, + "timestamp": "2025-07-14T12:34:39.647281" + }, + { + "epoch": 1834, + "batch_idx": 160, + "loss": 0.24297182261943817, + "learning_rate": 1.6901834359142608e-05, + "timestep_mean": 452.1875, + "epsilon_norm": 8.229597091674805, + "prediction_norm": 6.980365753173828, + "timestamp": "2025-07-14T12:34:39.652196" + }, + { + "epoch": 1834, + "batch_idx": 192, + "loss": 0.22587065398693085, + "learning_rate": 1.6901834359142608e-05, + "timestep_mean": 646.125, + "epsilon_norm": 4.184055328369141, + "prediction_norm": 3.7025976181030273, + "timestamp": "2025-07-14T12:34:39.658688" + }, + { + "epoch": 1835, + "batch_idx": 0, + "loss": 0.45717960596084595, + "learning_rate": 1.6699948991546418e-05, + "timestep_mean": 471.0, + "epsilon_norm": 8.184937477111816, + "prediction_norm": 6.3609843254089355, + "timestamp": "2025-07-14T12:34:39.672600" + }, + { + "epoch": 1835, + "batch_idx": 32, + "loss": 0.35885846614837646, + "learning_rate": 1.6699948991546418e-05, + "timestep_mean": 470.84375, + "epsilon_norm": 7.6941118240356445, + "prediction_norm": 6.0983123779296875, + "timestamp": "2025-07-14T12:34:39.680523" + }, + { + "epoch": 1835, + "batch_idx": 64, + "loss": 0.1768529713153839, + "learning_rate": 1.6699948991546418e-05, + "timestep_mean": 510.9375, + "epsilon_norm": 7.651233673095703, + "prediction_norm": 6.444150924682617, + "timestamp": "2025-07-14T12:34:39.689141" + }, + { + "epoch": 1835, + "batch_idx": 96, + "loss": 0.36157476902008057, + "learning_rate": 1.6699948991546418e-05, + "timestep_mean": 417.8125, + "epsilon_norm": 8.312541007995605, + "prediction_norm": 6.5865583419799805, + "timestamp": "2025-07-14T12:34:39.697609" + }, + { + "epoch": 1835, + "batch_idx": 128, + "loss": 0.251178503036499, + "learning_rate": 1.6699948991546418e-05, + "timestep_mean": 437.5625, + "epsilon_norm": 8.375746726989746, + "prediction_norm": 6.994948387145996, + "timestamp": "2025-07-14T12:34:39.705729" + }, + { + "epoch": 1835, + "batch_idx": 160, + "loss": 0.3819189667701721, + "learning_rate": 1.6699948991546418e-05, + "timestep_mean": 584.71875, + "epsilon_norm": 8.386293411254883, + "prediction_norm": 7.322421073913574, + "timestamp": "2025-07-14T12:34:39.714079" + }, + { + "epoch": 1835, + "batch_idx": 192, + "loss": 0.12590517103672028, + "learning_rate": 1.6699948991546418e-05, + "timestep_mean": 642.375, + "epsilon_norm": 5.023776531219482, + "prediction_norm": 4.341323375701904, + "timestamp": "2025-07-14T12:34:39.722445" + }, + { + "epoch": 1836, + "batch_idx": 0, + "loss": 0.11323121935129166, + "learning_rate": 1.64992561187825e-05, + "timestep_mean": 551.28125, + "epsilon_norm": 6.968255043029785, + "prediction_norm": 6.668519020080566, + "timestamp": "2025-07-14T12:34:39.728396" + }, + { + "epoch": 1836, + "batch_idx": 32, + "loss": 0.1947035789489746, + "learning_rate": 1.64992561187825e-05, + "timestep_mean": 537.25, + "epsilon_norm": 8.094673156738281, + "prediction_norm": 7.30072546005249, + "timestamp": "2025-07-14T12:34:39.734694" + }, + { + "epoch": 1836, + "batch_idx": 64, + "loss": 0.1981881558895111, + "learning_rate": 1.64992561187825e-05, + "timestep_mean": 581.03125, + "epsilon_norm": 7.67431640625, + "prediction_norm": 6.8634562492370605, + "timestamp": "2025-07-14T12:34:39.743125" + }, + { + "epoch": 1836, + "batch_idx": 96, + "loss": 0.3244176506996155, + "learning_rate": 1.64992561187825e-05, + "timestep_mean": 531.0, + "epsilon_norm": 7.306253910064697, + "prediction_norm": 5.509409427642822, + "timestamp": "2025-07-14T12:34:39.751145" + }, + { + "epoch": 1836, + "batch_idx": 128, + "loss": 0.36500126123428345, + "learning_rate": 1.64992561187825e-05, + "timestep_mean": 486.28125, + "epsilon_norm": 7.614962100982666, + "prediction_norm": 6.394340991973877, + "timestamp": "2025-07-14T12:34:39.758218" + }, + { + "epoch": 1836, + "batch_idx": 160, + "loss": 0.29025107622146606, + "learning_rate": 1.64992561187825e-05, + "timestep_mean": 563.40625, + "epsilon_norm": 7.804328918457031, + "prediction_norm": 6.3612060546875, + "timestamp": "2025-07-14T12:34:39.764996" + }, + { + "epoch": 1836, + "batch_idx": 192, + "loss": 0.4489300549030304, + "learning_rate": 1.64992561187825e-05, + "timestep_mean": 470.75, + "epsilon_norm": 4.9224700927734375, + "prediction_norm": 4.046101093292236, + "timestamp": "2025-07-14T12:34:39.771115" + }, + { + "epoch": 1837, + "batch_idx": 0, + "loss": 0.11595325917005539, + "learning_rate": 1.629975623604074e-05, + "timestep_mean": 554.9375, + "epsilon_norm": 8.177967071533203, + "prediction_norm": 7.3018646240234375, + "timestamp": "2025-07-14T12:34:39.777472" + }, + { + "epoch": 1837, + "batch_idx": 32, + "loss": 0.14435122907161713, + "learning_rate": 1.629975623604074e-05, + "timestep_mean": 489.4375, + "epsilon_norm": 6.696779727935791, + "prediction_norm": 6.373706340789795, + "timestamp": "2025-07-14T12:34:39.784636" + }, + { + "epoch": 1837, + "batch_idx": 64, + "loss": 0.2506486475467682, + "learning_rate": 1.629975623604074e-05, + "timestep_mean": 545.875, + "epsilon_norm": 8.165486335754395, + "prediction_norm": 6.579569339752197, + "timestamp": "2025-07-14T12:34:39.790022" + }, + { + "epoch": 1837, + "batch_idx": 96, + "loss": 0.20243865251541138, + "learning_rate": 1.629975623604074e-05, + "timestep_mean": 440.0, + "epsilon_norm": 8.274802207946777, + "prediction_norm": 6.910260200500488, + "timestamp": "2025-07-14T12:34:39.795272" + }, + { + "epoch": 1837, + "batch_idx": 128, + "loss": 0.22395209968090057, + "learning_rate": 1.629975623604074e-05, + "timestep_mean": 507.84375, + "epsilon_norm": 7.687923431396484, + "prediction_norm": 6.819143295288086, + "timestamp": "2025-07-14T12:34:39.800657" + }, + { + "epoch": 1837, + "batch_idx": 160, + "loss": 0.23033612966537476, + "learning_rate": 1.629975623604074e-05, + "timestep_mean": 526.9375, + "epsilon_norm": 7.829061508178711, + "prediction_norm": 7.2635297775268555, + "timestamp": "2025-07-14T12:34:39.805783" + }, + { + "epoch": 1837, + "batch_idx": 192, + "loss": 0.40752679109573364, + "learning_rate": 1.629975623604074e-05, + "timestep_mean": 392.5, + "epsilon_norm": 4.125617027282715, + "prediction_norm": 3.269503116607666, + "timestamp": "2025-07-14T12:34:39.811024" + }, + { + "epoch": 1838, + "batch_idx": 0, + "loss": 0.1672746241092682, + "learning_rate": 1.6101449835567325e-05, + "timestep_mean": 469.75, + "epsilon_norm": 7.279850959777832, + "prediction_norm": 6.374152660369873, + "timestamp": "2025-07-14T12:34:39.816177" + }, + { + "epoch": 1838, + "batch_idx": 32, + "loss": 0.2216479778289795, + "learning_rate": 1.6101449835567325e-05, + "timestep_mean": 539.59375, + "epsilon_norm": 8.695913314819336, + "prediction_norm": 7.807689666748047, + "timestamp": "2025-07-14T12:34:39.821496" + }, + { + "epoch": 1838, + "batch_idx": 64, + "loss": 0.17832911014556885, + "learning_rate": 1.6101449835567325e-05, + "timestep_mean": 463.84375, + "epsilon_norm": 6.839151382446289, + "prediction_norm": 6.619949817657471, + "timestamp": "2025-07-14T12:34:39.826661" + }, + { + "epoch": 1838, + "batch_idx": 96, + "loss": 0.37644779682159424, + "learning_rate": 1.6101449835567325e-05, + "timestep_mean": 428.03125, + "epsilon_norm": 8.14133358001709, + "prediction_norm": 6.224517822265625, + "timestamp": "2025-07-14T12:34:39.831902" + }, + { + "epoch": 1838, + "batch_idx": 128, + "loss": 0.30299389362335205, + "learning_rate": 1.6101449835567325e-05, + "timestep_mean": 538.40625, + "epsilon_norm": 8.743184089660645, + "prediction_norm": 7.424258232116699, + "timestamp": "2025-07-14T12:34:39.837182" + }, + { + "epoch": 1838, + "batch_idx": 160, + "loss": 0.19431401789188385, + "learning_rate": 1.6101449835567325e-05, + "timestep_mean": 517.59375, + "epsilon_norm": 6.973336219787598, + "prediction_norm": 6.399629592895508, + "timestamp": "2025-07-14T12:34:39.842476" + }, + { + "epoch": 1838, + "batch_idx": 192, + "loss": 0.4016571640968323, + "learning_rate": 1.6101449835567325e-05, + "timestep_mean": 569.75, + "epsilon_norm": 6.373058319091797, + "prediction_norm": 5.6090521812438965, + "timestamp": "2025-07-14T12:34:39.847713" + }, + { + "epoch": 1839, + "batch_idx": 0, + "loss": 0.22115281224250793, + "learning_rate": 1.5904337406663358e-05, + "timestep_mean": 539.53125, + "epsilon_norm": 7.854257106781006, + "prediction_norm": 6.717473983764648, + "timestamp": "2025-07-14T12:34:39.852963" + }, + { + "epoch": 1839, + "batch_idx": 32, + "loss": 0.32762083411216736, + "learning_rate": 1.5904337406663358e-05, + "timestep_mean": 490.21875, + "epsilon_norm": 6.57549524307251, + "prediction_norm": 5.178950786590576, + "timestamp": "2025-07-14T12:34:39.858078" + }, + { + "epoch": 1839, + "batch_idx": 64, + "loss": 0.2565055191516876, + "learning_rate": 1.5904337406663358e-05, + "timestep_mean": 538.40625, + "epsilon_norm": 8.064011573791504, + "prediction_norm": 6.562846660614014, + "timestamp": "2025-07-14T12:34:39.863421" + }, + { + "epoch": 1839, + "batch_idx": 96, + "loss": 0.3164539039134979, + "learning_rate": 1.5904337406663358e-05, + "timestep_mean": 483.03125, + "epsilon_norm": 9.786361694335938, + "prediction_norm": 8.01335334777832, + "timestamp": "2025-07-14T12:34:39.868636" + }, + { + "epoch": 1839, + "batch_idx": 128, + "loss": 0.32005298137664795, + "learning_rate": 1.5904337406663358e-05, + "timestep_mean": 518.46875, + "epsilon_norm": 8.927485466003418, + "prediction_norm": 7.214690685272217, + "timestamp": "2025-07-14T12:34:39.873940" + }, + { + "epoch": 1839, + "batch_idx": 160, + "loss": 0.41837334632873535, + "learning_rate": 1.5904337406663358e-05, + "timestep_mean": 491.90625, + "epsilon_norm": 8.689072608947754, + "prediction_norm": 6.8638505935668945, + "timestamp": "2025-07-14T12:34:39.879194" + }, + { + "epoch": 1839, + "batch_idx": 192, + "loss": 0.11999984085559845, + "learning_rate": 1.5904337406663358e-05, + "timestep_mean": 538.5, + "epsilon_norm": 3.6984615325927734, + "prediction_norm": 3.700100898742676, + "timestamp": "2025-07-14T12:34:39.884512" + }, + { + "epoch": 1840, + "batch_idx": 0, + "loss": 0.1783616840839386, + "learning_rate": 1.570841943568446e-05, + "timestep_mean": 467.625, + "epsilon_norm": 7.608295917510986, + "prediction_norm": 6.918414115905762, + "timestamp": "2025-07-14T12:34:39.889823" + }, + { + "epoch": 1840, + "batch_idx": 32, + "loss": 0.1512974500656128, + "learning_rate": 1.570841943568446e-05, + "timestep_mean": 582.78125, + "epsilon_norm": 7.2115044593811035, + "prediction_norm": 6.474770545959473, + "timestamp": "2025-07-14T12:34:39.895137" + }, + { + "epoch": 1840, + "batch_idx": 64, + "loss": 0.3155997097492218, + "learning_rate": 1.570841943568446e-05, + "timestep_mean": 463.65625, + "epsilon_norm": 8.314617156982422, + "prediction_norm": 6.114720821380615, + "timestamp": "2025-07-14T12:34:39.900398" + }, + { + "epoch": 1840, + "batch_idx": 96, + "loss": 0.274077445268631, + "learning_rate": 1.570841943568446e-05, + "timestep_mean": 482.15625, + "epsilon_norm": 7.382990837097168, + "prediction_norm": 6.700949192047119, + "timestamp": "2025-07-14T12:34:39.905686" + }, + { + "epoch": 1840, + "batch_idx": 128, + "loss": 0.310859739780426, + "learning_rate": 1.570841943568446e-05, + "timestep_mean": 457.0, + "epsilon_norm": 6.744482040405273, + "prediction_norm": 5.7798752784729, + "timestamp": "2025-07-14T12:34:39.910875" + }, + { + "epoch": 1840, + "batch_idx": 160, + "loss": 0.20558932423591614, + "learning_rate": 1.570841943568446e-05, + "timestep_mean": 547.90625, + "epsilon_norm": 8.207622528076172, + "prediction_norm": 6.949368476867676, + "timestamp": "2025-07-14T12:34:39.916095" + }, + { + "epoch": 1840, + "batch_idx": 192, + "loss": 0.14500108361244202, + "learning_rate": 1.570841943568446e-05, + "timestep_mean": 456.875, + "epsilon_norm": 3.2568697929382324, + "prediction_norm": 3.0675735473632812, + "timestamp": "2025-07-14T12:34:39.921320" + }, + { + "epoch": 1841, + "batch_idx": 0, + "loss": 0.2021985948085785, + "learning_rate": 1.5513696406038555e-05, + "timestep_mean": 583.375, + "epsilon_norm": 7.26146125793457, + "prediction_norm": 6.600501537322998, + "timestamp": "2025-07-14T12:34:39.926665" + }, + { + "epoch": 1841, + "batch_idx": 32, + "loss": 0.15129169821739197, + "learning_rate": 1.5513696406038555e-05, + "timestep_mean": 564.6875, + "epsilon_norm": 7.8199381828308105, + "prediction_norm": 7.211521625518799, + "timestamp": "2025-07-14T12:34:39.931968" + }, + { + "epoch": 1841, + "batch_idx": 64, + "loss": 0.1742081642150879, + "learning_rate": 1.5513696406038555e-05, + "timestep_mean": 492.0625, + "epsilon_norm": 7.232324600219727, + "prediction_norm": 7.094586372375488, + "timestamp": "2025-07-14T12:34:39.937229" + }, + { + "epoch": 1841, + "batch_idx": 96, + "loss": 0.24226996302604675, + "learning_rate": 1.5513696406038555e-05, + "timestep_mean": 488.28125, + "epsilon_norm": 8.801566123962402, + "prediction_norm": 7.716628551483154, + "timestamp": "2025-07-14T12:34:39.942796" + }, + { + "epoch": 1841, + "batch_idx": 128, + "loss": 0.5718216896057129, + "learning_rate": 1.5513696406038555e-05, + "timestep_mean": 321.1875, + "epsilon_norm": 8.168228149414062, + "prediction_norm": 5.662845611572266, + "timestamp": "2025-07-14T12:34:39.948039" + }, + { + "epoch": 1841, + "batch_idx": 160, + "loss": 0.3734092712402344, + "learning_rate": 1.5513696406038555e-05, + "timestep_mean": 521.03125, + "epsilon_norm": 7.918362140655518, + "prediction_norm": 6.779611587524414, + "timestamp": "2025-07-14T12:34:39.953439" + }, + { + "epoch": 1841, + "batch_idx": 192, + "loss": 0.4538104832172394, + "learning_rate": 1.5513696406038555e-05, + "timestep_mean": 491.375, + "epsilon_norm": 4.323103904724121, + "prediction_norm": 3.4015910625457764, + "timestamp": "2025-07-14T12:34:39.958773" + }, + { + "epoch": 1842, + "batch_idx": 0, + "loss": 0.25028568506240845, + "learning_rate": 1.5320168798185372e-05, + "timestep_mean": 500.53125, + "epsilon_norm": 8.591129302978516, + "prediction_norm": 7.082089900970459, + "timestamp": "2025-07-14T12:34:39.964044" + }, + { + "epoch": 1842, + "batch_idx": 32, + "loss": 0.26270753145217896, + "learning_rate": 1.5320168798185372e-05, + "timestep_mean": 454.75, + "epsilon_norm": 6.807377815246582, + "prediction_norm": 5.96852970123291, + "timestamp": "2025-07-14T12:34:39.969395" + }, + { + "epoch": 1842, + "batch_idx": 64, + "loss": 0.35921335220336914, + "learning_rate": 1.5320168798185372e-05, + "timestep_mean": 451.9375, + "epsilon_norm": 9.752140045166016, + "prediction_norm": 8.187512397766113, + "timestamp": "2025-07-14T12:34:39.974702" + }, + { + "epoch": 1842, + "batch_idx": 96, + "loss": 0.11910924315452576, + "learning_rate": 1.5320168798185372e-05, + "timestep_mean": 579.0, + "epsilon_norm": 7.380774021148682, + "prediction_norm": 6.805235862731934, + "timestamp": "2025-07-14T12:34:39.980013" + }, + { + "epoch": 1842, + "batch_idx": 128, + "loss": 0.1581716239452362, + "learning_rate": 1.5320168798185372e-05, + "timestep_mean": 474.78125, + "epsilon_norm": 8.54899787902832, + "prediction_norm": 7.1415934562683105, + "timestamp": "2025-07-14T12:34:39.985265" + }, + { + "epoch": 1842, + "batch_idx": 160, + "loss": 0.1658286303281784, + "learning_rate": 1.5320168798185372e-05, + "timestep_mean": 504.09375, + "epsilon_norm": 7.463433265686035, + "prediction_norm": 6.594121932983398, + "timestamp": "2025-07-14T12:34:39.990523" + }, + { + "epoch": 1842, + "batch_idx": 192, + "loss": 0.34706735610961914, + "learning_rate": 1.5320168798185372e-05, + "timestep_mean": 473.25, + "epsilon_norm": 2.4603822231292725, + "prediction_norm": 1.7744417190551758, + "timestamp": "2025-07-14T12:34:39.995836" + }, + { + "epoch": 1843, + "batch_idx": 0, + "loss": 0.48988088965415955, + "learning_rate": 1.5127837089635109e-05, + "timestep_mean": 407.0625, + "epsilon_norm": 8.086349487304688, + "prediction_norm": 5.9744486808776855, + "timestamp": "2025-07-14T12:34:40.001073" + }, + { + "epoch": 1843, + "batch_idx": 32, + "loss": 0.5911660194396973, + "learning_rate": 1.5127837089635109e-05, + "timestep_mean": 438.5, + "epsilon_norm": 9.820213317871094, + "prediction_norm": 6.79633092880249, + "timestamp": "2025-07-14T12:34:40.006294" + }, + { + "epoch": 1843, + "batch_idx": 64, + "loss": 0.4939981997013092, + "learning_rate": 1.5127837089635109e-05, + "timestep_mean": 465.71875, + "epsilon_norm": 7.482486248016357, + "prediction_norm": 5.060074329376221, + "timestamp": "2025-07-14T12:34:40.011632" + }, + { + "epoch": 1843, + "batch_idx": 96, + "loss": 0.17594321072101593, + "learning_rate": 1.5127837089635109e-05, + "timestep_mean": 598.5, + "epsilon_norm": 7.548342227935791, + "prediction_norm": 7.148727893829346, + "timestamp": "2025-07-14T12:34:40.017054" + }, + { + "epoch": 1843, + "batch_idx": 128, + "loss": 0.2616020441055298, + "learning_rate": 1.5127837089635109e-05, + "timestep_mean": 520.71875, + "epsilon_norm": 7.8456926345825195, + "prediction_norm": 6.385490417480469, + "timestamp": "2025-07-14T12:34:40.022377" + }, + { + "epoch": 1843, + "batch_idx": 160, + "loss": 0.2817718982696533, + "learning_rate": 1.5127837089635109e-05, + "timestep_mean": 476.25, + "epsilon_norm": 7.721299648284912, + "prediction_norm": 7.065034866333008, + "timestamp": "2025-07-14T12:34:40.027658" + }, + { + "epoch": 1843, + "batch_idx": 192, + "loss": 0.1588359922170639, + "learning_rate": 1.5127837089635109e-05, + "timestep_mean": 444.25, + "epsilon_norm": 3.9197964668273926, + "prediction_norm": 3.276669979095459, + "timestamp": "2025-07-14T12:34:40.032946" + }, + { + "epoch": 1844, + "batch_idx": 0, + "loss": 0.23246127367019653, + "learning_rate": 1.4936701754947101e-05, + "timestep_mean": 498.0625, + "epsilon_norm": 7.51112174987793, + "prediction_norm": 6.8075127601623535, + "timestamp": "2025-07-14T12:34:40.038244" + }, + { + "epoch": 1844, + "batch_idx": 32, + "loss": 0.11426734924316406, + "learning_rate": 1.4936701754947101e-05, + "timestep_mean": 587.15625, + "epsilon_norm": 7.859978199005127, + "prediction_norm": 7.592396259307861, + "timestamp": "2025-07-14T12:34:40.043362" + }, + { + "epoch": 1844, + "batch_idx": 64, + "loss": 0.22152908146381378, + "learning_rate": 1.4936701754947101e-05, + "timestep_mean": 505.9375, + "epsilon_norm": 8.699344635009766, + "prediction_norm": 7.0764875411987305, + "timestamp": "2025-07-14T12:34:40.048617" + }, + { + "epoch": 1844, + "batch_idx": 96, + "loss": 0.2302992194890976, + "learning_rate": 1.4936701754947101e-05, + "timestep_mean": 522.375, + "epsilon_norm": 7.371583938598633, + "prediction_norm": 6.1615447998046875, + "timestamp": "2025-07-14T12:34:40.053840" + }, + { + "epoch": 1844, + "batch_idx": 128, + "loss": 0.2432398796081543, + "learning_rate": 1.4936701754947101e-05, + "timestep_mean": 566.96875, + "epsilon_norm": 8.349261283874512, + "prediction_norm": 6.924952983856201, + "timestamp": "2025-07-14T12:34:40.059187" + }, + { + "epoch": 1844, + "batch_idx": 160, + "loss": 0.4252470135688782, + "learning_rate": 1.4936701754947101e-05, + "timestep_mean": 440.84375, + "epsilon_norm": 8.311173439025879, + "prediction_norm": 6.559817790985107, + "timestamp": "2025-07-14T12:34:40.064446" + }, + { + "epoch": 1844, + "batch_idx": 192, + "loss": 0.10843193531036377, + "learning_rate": 1.4936701754947101e-05, + "timestep_mean": 493.125, + "epsilon_norm": 3.225877523422241, + "prediction_norm": 2.910444736480713, + "timestamp": "2025-07-14T12:34:40.069739" + }, + { + "epoch": 1845, + "batch_idx": 0, + "loss": 0.16291889548301697, + "learning_rate": 1.4746763265728769e-05, + "timestep_mean": 583.5625, + "epsilon_norm": 6.473995685577393, + "prediction_norm": 5.847029209136963, + "timestamp": "2025-07-14T12:34:40.075191" + }, + { + "epoch": 1845, + "batch_idx": 32, + "loss": 0.4191757142543793, + "learning_rate": 1.4746763265728769e-05, + "timestep_mean": 440.1875, + "epsilon_norm": 9.725201606750488, + "prediction_norm": 7.8308234214782715, + "timestamp": "2025-07-14T12:34:40.080458" + }, + { + "epoch": 1845, + "batch_idx": 64, + "loss": 0.24987320601940155, + "learning_rate": 1.4746763265728769e-05, + "timestep_mean": 582.3125, + "epsilon_norm": 8.277748107910156, + "prediction_norm": 6.659970283508301, + "timestamp": "2025-07-14T12:34:40.085777" + }, + { + "epoch": 1845, + "batch_idx": 96, + "loss": 0.20681661367416382, + "learning_rate": 1.4746763265728769e-05, + "timestep_mean": 477.4375, + "epsilon_norm": 7.731176376342773, + "prediction_norm": 7.447965621948242, + "timestamp": "2025-07-14T12:34:40.090977" + }, + { + "epoch": 1845, + "batch_idx": 128, + "loss": 0.18707703053951263, + "learning_rate": 1.4746763265728769e-05, + "timestep_mean": 519.03125, + "epsilon_norm": 6.92563009262085, + "prediction_norm": 6.145568370819092, + "timestamp": "2025-07-14T12:34:40.096350" + }, + { + "epoch": 1845, + "batch_idx": 160, + "loss": 0.14726224541664124, + "learning_rate": 1.4746763265728769e-05, + "timestep_mean": 578.125, + "epsilon_norm": 7.49233865737915, + "prediction_norm": 7.093035697937012, + "timestamp": "2025-07-14T12:34:40.101495" + }, + { + "epoch": 1845, + "batch_idx": 192, + "loss": 0.4586954712867737, + "learning_rate": 1.4746763265728769e-05, + "timestep_mean": 559.875, + "epsilon_norm": 3.8076953887939453, + "prediction_norm": 2.5850908756256104, + "timestamp": "2025-07-14T12:34:40.106500" + }, + { + "epoch": 1846, + "batch_idx": 0, + "loss": 0.48977407813072205, + "learning_rate": 1.4558022090634503e-05, + "timestep_mean": 484.46875, + "epsilon_norm": 8.157393455505371, + "prediction_norm": 6.383056163787842, + "timestamp": "2025-07-14T12:34:40.111685" + }, + { + "epoch": 1846, + "batch_idx": 32, + "loss": 0.2874028980731964, + "learning_rate": 1.4558022090634503e-05, + "timestep_mean": 539.1875, + "epsilon_norm": 8.449056625366211, + "prediction_norm": 6.9465107917785645, + "timestamp": "2025-07-14T12:34:40.117015" + }, + { + "epoch": 1846, + "batch_idx": 64, + "loss": 0.1757807731628418, + "learning_rate": 1.4558022090634503e-05, + "timestep_mean": 543.0625, + "epsilon_norm": 7.568446159362793, + "prediction_norm": 7.221147537231445, + "timestamp": "2025-07-14T12:34:40.122236" + }, + { + "epoch": 1846, + "batch_idx": 96, + "loss": 0.2846840023994446, + "learning_rate": 1.4558022090634503e-05, + "timestep_mean": 503.8125, + "epsilon_norm": 8.225943565368652, + "prediction_norm": 6.781776428222656, + "timestamp": "2025-07-14T12:34:40.127404" + }, + { + "epoch": 1846, + "batch_idx": 128, + "loss": 0.37413325905799866, + "learning_rate": 1.4558022090634503e-05, + "timestep_mean": 461.1875, + "epsilon_norm": 8.492115020751953, + "prediction_norm": 6.521975994110107, + "timestamp": "2025-07-14T12:34:40.132698" + }, + { + "epoch": 1846, + "batch_idx": 160, + "loss": 0.34226399660110474, + "learning_rate": 1.4558022090634503e-05, + "timestep_mean": 479.15625, + "epsilon_norm": 8.46487045288086, + "prediction_norm": 7.228913307189941, + "timestamp": "2025-07-14T12:34:40.137918" + }, + { + "epoch": 1846, + "batch_idx": 192, + "loss": 0.6766363978385925, + "learning_rate": 1.4558022090634503e-05, + "timestep_mean": 450.0, + "epsilon_norm": 5.222317218780518, + "prediction_norm": 4.45874547958374, + "timestamp": "2025-07-14T12:34:40.142940" + }, + { + "epoch": 1847, + "batch_idx": 0, + "loss": 0.35409611463546753, + "learning_rate": 1.4370478695364397e-05, + "timestep_mean": 612.28125, + "epsilon_norm": 8.509849548339844, + "prediction_norm": 6.972259998321533, + "timestamp": "2025-07-14T12:34:40.148321" + }, + { + "epoch": 1847, + "batch_idx": 32, + "loss": 0.20697632431983948, + "learning_rate": 1.4370478695364397e-05, + "timestep_mean": 543.0625, + "epsilon_norm": 8.780282974243164, + "prediction_norm": 7.795809268951416, + "timestamp": "2025-07-14T12:34:40.153526" + }, + { + "epoch": 1847, + "batch_idx": 64, + "loss": 0.2749694287776947, + "learning_rate": 1.4370478695364397e-05, + "timestep_mean": 473.0, + "epsilon_norm": 7.887296199798584, + "prediction_norm": 6.401692867279053, + "timestamp": "2025-07-14T12:34:40.158969" + }, + { + "epoch": 1847, + "batch_idx": 96, + "loss": 0.19837142527103424, + "learning_rate": 1.4370478695364397e-05, + "timestep_mean": 480.28125, + "epsilon_norm": 8.283899307250977, + "prediction_norm": 7.7280192375183105, + "timestamp": "2025-07-14T12:34:40.164083" + }, + { + "epoch": 1847, + "batch_idx": 128, + "loss": 0.18903452157974243, + "learning_rate": 1.4370478695364397e-05, + "timestep_mean": 505.34375, + "epsilon_norm": 7.913474082946777, + "prediction_norm": 6.853883266448975, + "timestamp": "2025-07-14T12:34:40.169413" + }, + { + "epoch": 1847, + "batch_idx": 160, + "loss": 0.2246004045009613, + "learning_rate": 1.4370478695364397e-05, + "timestep_mean": 520.6875, + "epsilon_norm": 7.440948486328125, + "prediction_norm": 6.407190799713135, + "timestamp": "2025-07-14T12:34:40.174982" + }, + { + "epoch": 1847, + "batch_idx": 192, + "loss": 0.28584325313568115, + "learning_rate": 1.4370478695364397e-05, + "timestep_mean": 552.375, + "epsilon_norm": 4.323765754699707, + "prediction_norm": 3.8653225898742676, + "timestamp": "2025-07-14T12:34:40.180162" + }, + { + "epoch": 1848, + "batch_idx": 0, + "loss": 0.17876771092414856, + "learning_rate": 1.4184133542663014e-05, + "timestep_mean": 611.125, + "epsilon_norm": 7.24934720993042, + "prediction_norm": 6.470330715179443, + "timestamp": "2025-07-14T12:34:40.185179" + }, + { + "epoch": 1848, + "batch_idx": 32, + "loss": 0.43242329359054565, + "learning_rate": 1.4184133542663014e-05, + "timestep_mean": 433.40625, + "epsilon_norm": 8.355815887451172, + "prediction_norm": 6.318471431732178, + "timestamp": "2025-07-14T12:34:40.190361" + }, + { + "epoch": 1848, + "batch_idx": 64, + "loss": 0.23762811720371246, + "learning_rate": 1.4184133542663014e-05, + "timestep_mean": 506.53125, + "epsilon_norm": 8.980470657348633, + "prediction_norm": 8.329950332641602, + "timestamp": "2025-07-14T12:34:40.195326" + }, + { + "epoch": 1848, + "batch_idx": 96, + "loss": 0.23850885033607483, + "learning_rate": 1.4184133542663014e-05, + "timestep_mean": 486.46875, + "epsilon_norm": 7.968020439147949, + "prediction_norm": 6.779237747192383, + "timestamp": "2025-07-14T12:34:40.200364" + }, + { + "epoch": 1848, + "batch_idx": 128, + "loss": 0.2804689407348633, + "learning_rate": 1.4184133542663014e-05, + "timestep_mean": 492.28125, + "epsilon_norm": 7.361661434173584, + "prediction_norm": 6.682168483734131, + "timestamp": "2025-07-14T12:34:40.205380" + }, + { + "epoch": 1848, + "batch_idx": 160, + "loss": 0.30746763944625854, + "learning_rate": 1.4184133542663014e-05, + "timestep_mean": 541.6875, + "epsilon_norm": 8.116388320922852, + "prediction_norm": 6.453005313873291, + "timestamp": "2025-07-14T12:34:40.210338" + }, + { + "epoch": 1848, + "batch_idx": 192, + "loss": 0.11419882625341415, + "learning_rate": 1.4184133542663014e-05, + "timestep_mean": 618.625, + "epsilon_norm": 3.452004909515381, + "prediction_norm": 3.204763174057007, + "timestamp": "2025-07-14T12:34:40.215278" + }, + { + "epoch": 1849, + "batch_idx": 0, + "loss": 0.3547295928001404, + "learning_rate": 1.3998987092318726e-05, + "timestep_mean": 454.6875, + "epsilon_norm": 8.109295845031738, + "prediction_norm": 7.1687822341918945, + "timestamp": "2025-07-14T12:34:40.220243" + }, + { + "epoch": 1849, + "batch_idx": 32, + "loss": 0.20306959748268127, + "learning_rate": 1.3998987092318726e-05, + "timestep_mean": 546.3125, + "epsilon_norm": 7.829097270965576, + "prediction_norm": 6.77142333984375, + "timestamp": "2025-07-14T12:34:40.225278" + }, + { + "epoch": 1849, + "batch_idx": 64, + "loss": 0.3122509717941284, + "learning_rate": 1.3998987092318726e-05, + "timestep_mean": 510.21875, + "epsilon_norm": 7.039126396179199, + "prediction_norm": 5.979586601257324, + "timestamp": "2025-07-14T12:34:40.230188" + }, + { + "epoch": 1849, + "batch_idx": 96, + "loss": 0.16788265109062195, + "learning_rate": 1.3998987092318726e-05, + "timestep_mean": 480.625, + "epsilon_norm": 7.037276268005371, + "prediction_norm": 6.194371700286865, + "timestamp": "2025-07-14T12:34:40.235112" + }, + { + "epoch": 1849, + "batch_idx": 128, + "loss": 0.2558453679084778, + "learning_rate": 1.3998987092318726e-05, + "timestep_mean": 456.53125, + "epsilon_norm": 6.645073890686035, + "prediction_norm": 5.368658065795898, + "timestamp": "2025-07-14T12:34:40.240129" + }, + { + "epoch": 1849, + "batch_idx": 160, + "loss": 0.2862309217453003, + "learning_rate": 1.3998987092318726e-05, + "timestep_mean": 540.5, + "epsilon_norm": 8.240646362304688, + "prediction_norm": 7.057536602020264, + "timestamp": "2025-07-14T12:34:40.245069" + }, + { + "epoch": 1849, + "batch_idx": 192, + "loss": 0.11169988662004471, + "learning_rate": 1.3998987092318726e-05, + "timestep_mean": 574.75, + "epsilon_norm": 3.236114263534546, + "prediction_norm": 2.8552143573760986, + "timestamp": "2025-07-14T12:34:40.249931" + }, + { + "epoch": 1850, + "batch_idx": 0, + "loss": 0.5142260193824768, + "learning_rate": 1.3815039801161721e-05, + "timestep_mean": 422.96875, + "epsilon_norm": 9.489538192749023, + "prediction_norm": 7.139902591705322, + "timestamp": "2025-07-14T12:34:40.254952" + }, + { + "epoch": 1850, + "batch_idx": 32, + "loss": 0.3800816237926483, + "learning_rate": 1.3815039801161721e-05, + "timestep_mean": 528.75, + "epsilon_norm": 9.55345344543457, + "prediction_norm": 8.580822944641113, + "timestamp": "2025-07-14T12:34:40.259793" + }, + { + "epoch": 1850, + "batch_idx": 64, + "loss": 0.43076545000076294, + "learning_rate": 1.3815039801161721e-05, + "timestep_mean": 471.21875, + "epsilon_norm": 8.75127124786377, + "prediction_norm": 7.090938568115234, + "timestamp": "2025-07-14T12:34:40.264664" + }, + { + "epoch": 1850, + "batch_idx": 96, + "loss": 0.3682234287261963, + "learning_rate": 1.3815039801161721e-05, + "timestep_mean": 469.21875, + "epsilon_norm": 8.80215072631836, + "prediction_norm": 6.9868693351745605, + "timestamp": "2025-07-14T12:34:40.269547" + }, + { + "epoch": 1850, + "batch_idx": 128, + "loss": 0.17560473084449768, + "learning_rate": 1.3815039801161721e-05, + "timestep_mean": 423.6875, + "epsilon_norm": 7.049757480621338, + "prediction_norm": 6.4115986824035645, + "timestamp": "2025-07-14T12:34:40.274438" + }, + { + "epoch": 1850, + "batch_idx": 160, + "loss": 0.49736958742141724, + "learning_rate": 1.3815039801161721e-05, + "timestep_mean": 452.6875, + "epsilon_norm": 8.787586212158203, + "prediction_norm": 6.875404357910156, + "timestamp": "2025-07-14T12:34:40.279435" + }, + { + "epoch": 1850, + "batch_idx": 192, + "loss": 0.030266664922237396, + "learning_rate": 1.3815039801161721e-05, + "timestep_mean": 677.625, + "epsilon_norm": 3.805742025375366, + "prediction_norm": 3.8248541355133057, + "timestamp": "2025-07-14T12:34:40.284457" + }, + { + "epoch": 1851, + "batch_idx": 0, + "loss": 0.5923280119895935, + "learning_rate": 1.3632292123063772e-05, + "timestep_mean": 466.4375, + "epsilon_norm": 9.235416412353516, + "prediction_norm": 7.089642524719238, + "timestamp": "2025-07-14T12:34:40.289395" + }, + { + "epoch": 1851, + "batch_idx": 32, + "loss": 0.34772735834121704, + "learning_rate": 1.3632292123063772e-05, + "timestep_mean": 383.5625, + "epsilon_norm": 7.381259918212891, + "prediction_norm": 5.863587379455566, + "timestamp": "2025-07-14T12:34:40.294349" + }, + { + "epoch": 1851, + "batch_idx": 64, + "loss": 0.4214087724685669, + "learning_rate": 1.3632292123063772e-05, + "timestep_mean": 505.03125, + "epsilon_norm": 8.259553909301758, + "prediction_norm": 6.447025775909424, + "timestamp": "2025-07-14T12:34:40.299229" + }, + { + "epoch": 1851, + "batch_idx": 96, + "loss": 0.13625553250312805, + "learning_rate": 1.3632292123063772e-05, + "timestep_mean": 479.4375, + "epsilon_norm": 7.229930400848389, + "prediction_norm": 6.954198360443115, + "timestamp": "2025-07-14T12:34:40.304177" + }, + { + "epoch": 1851, + "batch_idx": 128, + "loss": 0.36687415838241577, + "learning_rate": 1.3632292123063772e-05, + "timestep_mean": 457.75, + "epsilon_norm": 8.471661567687988, + "prediction_norm": 6.730003833770752, + "timestamp": "2025-07-14T12:34:40.309235" + }, + { + "epoch": 1851, + "batch_idx": 160, + "loss": 0.36917126178741455, + "learning_rate": 1.3632292123063772e-05, + "timestep_mean": 498.15625, + "epsilon_norm": 9.28125, + "prediction_norm": 7.861898899078369, + "timestamp": "2025-07-14T12:34:40.314155" + }, + { + "epoch": 1851, + "batch_idx": 192, + "loss": 0.1977156102657318, + "learning_rate": 1.3632292123063772e-05, + "timestep_mean": 444.25, + "epsilon_norm": 4.317575454711914, + "prediction_norm": 3.559039831161499, + "timestamp": "2025-07-14T12:34:40.319107" + }, + { + "epoch": 1852, + "batch_idx": 0, + "loss": 0.521318793296814, + "learning_rate": 1.3450744508936741e-05, + "timestep_mean": 561.46875, + "epsilon_norm": 8.217877388000488, + "prediction_norm": 6.62260627746582, + "timestamp": "2025-07-14T12:34:40.324007" + }, + { + "epoch": 1852, + "batch_idx": 32, + "loss": 0.42363157868385315, + "learning_rate": 1.3450744508936741e-05, + "timestep_mean": 526.4375, + "epsilon_norm": 7.833667755126953, + "prediction_norm": 5.91969633102417, + "timestamp": "2025-07-14T12:34:40.328946" + }, + { + "epoch": 1852, + "batch_idx": 64, + "loss": 0.33584511280059814, + "learning_rate": 1.3450744508936741e-05, + "timestep_mean": 453.75, + "epsilon_norm": 7.252435684204102, + "prediction_norm": 4.914702892303467, + "timestamp": "2025-07-14T12:34:40.334073" + }, + { + "epoch": 1852, + "batch_idx": 96, + "loss": 0.3960335850715637, + "learning_rate": 1.3450744508936741e-05, + "timestep_mean": 436.28125, + "epsilon_norm": 8.691957473754883, + "prediction_norm": 7.042993068695068, + "timestamp": "2025-07-14T12:34:40.339162" + }, + { + "epoch": 1852, + "batch_idx": 128, + "loss": 0.13482198119163513, + "learning_rate": 1.3450744508936741e-05, + "timestep_mean": 512.6875, + "epsilon_norm": 6.872894287109375, + "prediction_norm": 6.0427565574646, + "timestamp": "2025-07-14T12:34:40.344226" + }, + { + "epoch": 1852, + "batch_idx": 160, + "loss": 0.19192245602607727, + "learning_rate": 1.3450744508936741e-05, + "timestep_mean": 529.84375, + "epsilon_norm": 7.782124996185303, + "prediction_norm": 6.7707061767578125, + "timestamp": "2025-07-14T12:34:40.349252" + }, + { + "epoch": 1852, + "batch_idx": 192, + "loss": 0.35026815533638, + "learning_rate": 1.3450744508936741e-05, + "timestep_mean": 616.375, + "epsilon_norm": 3.2758750915527344, + "prediction_norm": 2.6454272270202637, + "timestamp": "2025-07-14T12:34:40.354236" + }, + { + "epoch": 1853, + "batch_idx": 0, + "loss": 0.19387289881706238, + "learning_rate": 1.3270397406731138e-05, + "timestep_mean": 525.21875, + "epsilon_norm": 7.014026641845703, + "prediction_norm": 5.497457027435303, + "timestamp": "2025-07-14T12:34:40.359246" + }, + { + "epoch": 1853, + "batch_idx": 32, + "loss": 0.2386474609375, + "learning_rate": 1.3270397406731138e-05, + "timestep_mean": 470.625, + "epsilon_norm": 8.320005416870117, + "prediction_norm": 7.246773719787598, + "timestamp": "2025-07-14T12:34:40.364122" + }, + { + "epoch": 1853, + "batch_idx": 64, + "loss": 0.17060858011245728, + "learning_rate": 1.3270397406731138e-05, + "timestep_mean": 550.71875, + "epsilon_norm": 8.11404800415039, + "prediction_norm": 7.249831676483154, + "timestamp": "2025-07-14T12:34:40.369117" + }, + { + "epoch": 1853, + "batch_idx": 96, + "loss": 0.19742995500564575, + "learning_rate": 1.3270397406731138e-05, + "timestep_mean": 514.9375, + "epsilon_norm": 7.657423973083496, + "prediction_norm": 6.954739093780518, + "timestamp": "2025-07-14T12:34:40.374082" + }, + { + "epoch": 1853, + "batch_idx": 128, + "loss": 0.3115285038948059, + "learning_rate": 1.3270397406731138e-05, + "timestep_mean": 415.0, + "epsilon_norm": 7.1525492668151855, + "prediction_norm": 6.290431976318359, + "timestamp": "2025-07-14T12:34:40.379039" + }, + { + "epoch": 1853, + "batch_idx": 160, + "loss": 0.40476372838020325, + "learning_rate": 1.3270397406731138e-05, + "timestep_mean": 463.90625, + "epsilon_norm": 8.949134826660156, + "prediction_norm": 7.416141033172607, + "timestamp": "2025-07-14T12:34:40.384105" + }, + { + "epoch": 1853, + "batch_idx": 192, + "loss": 0.11058773100376129, + "learning_rate": 1.3270397406731138e-05, + "timestep_mean": 526.875, + "epsilon_norm": 2.996636152267456, + "prediction_norm": 2.539168357849121, + "timestamp": "2025-07-14T12:34:40.389044" + }, + { + "epoch": 1854, + "batch_idx": 0, + "loss": 0.23972231149673462, + "learning_rate": 1.309125126143562e-05, + "timestep_mean": 574.84375, + "epsilon_norm": 8.587748527526855, + "prediction_norm": 8.084545135498047, + "timestamp": "2025-07-14T12:34:40.394006" + }, + { + "epoch": 1854, + "batch_idx": 32, + "loss": 0.08003807067871094, + "learning_rate": 1.309125126143562e-05, + "timestep_mean": 567.125, + "epsilon_norm": 7.5215373039245605, + "prediction_norm": 6.981872081756592, + "timestamp": "2025-07-14T12:34:40.398852" + }, + { + "epoch": 1854, + "batch_idx": 64, + "loss": 0.24457938969135284, + "learning_rate": 1.309125126143562e-05, + "timestep_mean": 551.71875, + "epsilon_norm": 7.783276557922363, + "prediction_norm": 6.253891468048096, + "timestamp": "2025-07-14T12:34:40.403753" + }, + { + "epoch": 1854, + "batch_idx": 96, + "loss": 0.4717179536819458, + "learning_rate": 1.309125126143562e-05, + "timestep_mean": 528.84375, + "epsilon_norm": 9.464293479919434, + "prediction_norm": 7.359821319580078, + "timestamp": "2025-07-14T12:34:40.408684" + }, + { + "epoch": 1854, + "batch_idx": 128, + "loss": 0.17080722749233246, + "learning_rate": 1.309125126143562e-05, + "timestep_mean": 513.875, + "epsilon_norm": 7.98799991607666, + "prediction_norm": 7.035180568695068, + "timestamp": "2025-07-14T12:34:40.413626" + }, + { + "epoch": 1854, + "batch_idx": 160, + "loss": 0.33840152621269226, + "learning_rate": 1.309125126143562e-05, + "timestep_mean": 522.53125, + "epsilon_norm": 7.9477620124816895, + "prediction_norm": 6.4270219802856445, + "timestamp": "2025-07-14T12:34:40.418971" + }, + { + "epoch": 1854, + "batch_idx": 192, + "loss": 0.06789811700582504, + "learning_rate": 1.309125126143562e-05, + "timestep_mean": 609.75, + "epsilon_norm": 3.5524051189422607, + "prediction_norm": 3.48007869720459, + "timestamp": "2025-07-14T12:34:40.424582" + }, + { + "epoch": 1855, + "batch_idx": 0, + "loss": 0.35838305950164795, + "learning_rate": 1.2913306515075328e-05, + "timestep_mean": 557.5, + "epsilon_norm": 9.183040618896484, + "prediction_norm": 7.892613410949707, + "timestamp": "2025-07-14T12:34:40.430328" + }, + { + "epoch": 1855, + "batch_idx": 32, + "loss": 0.2019961178302765, + "learning_rate": 1.2913306515075328e-05, + "timestep_mean": 470.84375, + "epsilon_norm": 8.958819389343262, + "prediction_norm": 7.865322589874268, + "timestamp": "2025-07-14T12:34:40.435622" + }, + { + "epoch": 1855, + "batch_idx": 64, + "loss": 0.2132566273212433, + "learning_rate": 1.2913306515075328e-05, + "timestep_mean": 531.9375, + "epsilon_norm": 9.114502906799316, + "prediction_norm": 8.0271635055542, + "timestamp": "2025-07-14T12:34:40.440896" + }, + { + "epoch": 1855, + "batch_idx": 96, + "loss": 0.23612675070762634, + "learning_rate": 1.2913306515075328e-05, + "timestep_mean": 570.71875, + "epsilon_norm": 8.276302337646484, + "prediction_norm": 7.613393306732178, + "timestamp": "2025-07-14T12:34:40.446190" + }, + { + "epoch": 1855, + "batch_idx": 128, + "loss": 0.3218769431114197, + "learning_rate": 1.2913306515075328e-05, + "timestep_mean": 489.40625, + "epsilon_norm": 7.945930004119873, + "prediction_norm": 6.202626705169678, + "timestamp": "2025-07-14T12:34:40.451480" + }, + { + "epoch": 1855, + "batch_idx": 160, + "loss": 0.1353870928287506, + "learning_rate": 1.2913306515075328e-05, + "timestep_mean": 535.4375, + "epsilon_norm": 6.744456768035889, + "prediction_norm": 6.057394504547119, + "timestamp": "2025-07-14T12:34:40.456758" + }, + { + "epoch": 1855, + "batch_idx": 192, + "loss": 0.14265835285186768, + "learning_rate": 1.2913306515075328e-05, + "timestep_mean": 599.25, + "epsilon_norm": 3.0843772888183594, + "prediction_norm": 3.3463501930236816, + "timestamp": "2025-07-14T12:34:40.461944" + }, + { + "epoch": 1856, + "batch_idx": 0, + "loss": 0.2656134068965912, + "learning_rate": 1.2736563606711382e-05, + "timestep_mean": 533.21875, + "epsilon_norm": 7.656799793243408, + "prediction_norm": 6.603724002838135, + "timestamp": "2025-07-14T12:34:40.467372" + }, + { + "epoch": 1856, + "batch_idx": 32, + "loss": 0.16116583347320557, + "learning_rate": 1.2736563606711382e-05, + "timestep_mean": 513.4375, + "epsilon_norm": 8.743884086608887, + "prediction_norm": 8.099438667297363, + "timestamp": "2025-07-14T12:34:40.472627" + }, + { + "epoch": 1856, + "batch_idx": 64, + "loss": 0.20623263716697693, + "learning_rate": 1.2736563606711382e-05, + "timestep_mean": 475.65625, + "epsilon_norm": 7.852985858917236, + "prediction_norm": 6.541726589202881, + "timestamp": "2025-07-14T12:34:40.477859" + }, + { + "epoch": 1856, + "batch_idx": 96, + "loss": 0.12897701561450958, + "learning_rate": 1.2736563606711382e-05, + "timestep_mean": 517.4375, + "epsilon_norm": 6.687308311462402, + "prediction_norm": 6.503034591674805, + "timestamp": "2025-07-14T12:34:40.483004" + }, + { + "epoch": 1856, + "batch_idx": 128, + "loss": 0.2584267854690552, + "learning_rate": 1.2736563606711382e-05, + "timestep_mean": 466.09375, + "epsilon_norm": 6.942279815673828, + "prediction_norm": 5.655381202697754, + "timestamp": "2025-07-14T12:34:40.488320" + }, + { + "epoch": 1856, + "batch_idx": 160, + "loss": 0.3921971023082733, + "learning_rate": 1.2736563606711382e-05, + "timestep_mean": 451.25, + "epsilon_norm": 7.865533828735352, + "prediction_norm": 6.426995277404785, + "timestamp": "2025-07-14T12:34:40.493532" + }, + { + "epoch": 1856, + "batch_idx": 192, + "loss": 0.10044384002685547, + "learning_rate": 1.2736563606711382e-05, + "timestep_mean": 555.625, + "epsilon_norm": 4.607554912567139, + "prediction_norm": 4.533657073974609, + "timestamp": "2025-07-14T12:34:40.498750" + }, + { + "epoch": 1857, + "batch_idx": 0, + "loss": 0.27116942405700684, + "learning_rate": 1.256102297243944e-05, + "timestep_mean": 548.5, + "epsilon_norm": 7.274384021759033, + "prediction_norm": 6.186767101287842, + "timestamp": "2025-07-14T12:34:40.503965" + }, + { + "epoch": 1857, + "batch_idx": 32, + "loss": 0.1769106388092041, + "learning_rate": 1.256102297243944e-05, + "timestep_mean": 512.25, + "epsilon_norm": 6.796933174133301, + "prediction_norm": 6.017138481140137, + "timestamp": "2025-07-14T12:34:40.509178" + }, + { + "epoch": 1857, + "batch_idx": 64, + "loss": 0.1326829493045807, + "learning_rate": 1.256102297243944e-05, + "timestep_mean": 551.75, + "epsilon_norm": 7.180593013763428, + "prediction_norm": 6.342301368713379, + "timestamp": "2025-07-14T12:34:40.514495" + }, + { + "epoch": 1857, + "batch_idx": 96, + "loss": 0.33176136016845703, + "learning_rate": 1.256102297243944e-05, + "timestep_mean": 462.90625, + "epsilon_norm": 7.87839412689209, + "prediction_norm": 6.413305282592773, + "timestamp": "2025-07-14T12:34:40.519729" + }, + { + "epoch": 1857, + "batch_idx": 128, + "loss": 0.16246867179870605, + "learning_rate": 1.256102297243944e-05, + "timestep_mean": 566.125, + "epsilon_norm": 7.37237548828125, + "prediction_norm": 6.334380149841309, + "timestamp": "2025-07-14T12:34:40.524924" + }, + { + "epoch": 1857, + "batch_idx": 160, + "loss": 0.23994717001914978, + "learning_rate": 1.256102297243944e-05, + "timestep_mean": 528.46875, + "epsilon_norm": 7.709386825561523, + "prediction_norm": 6.544231414794922, + "timestamp": "2025-07-14T12:34:40.530044" + }, + { + "epoch": 1857, + "batch_idx": 192, + "loss": 0.0556909516453743, + "learning_rate": 1.256102297243944e-05, + "timestep_mean": 686.25, + "epsilon_norm": 3.97715425491333, + "prediction_norm": 3.972186803817749, + "timestamp": "2025-07-14T12:34:40.535040" + }, + { + "epoch": 1858, + "batch_idx": 0, + "loss": 0.22523458302021027, + "learning_rate": 1.2386685045388313e-05, + "timestep_mean": 522.03125, + "epsilon_norm": 7.361072063446045, + "prediction_norm": 6.2014970779418945, + "timestamp": "2025-07-14T12:34:40.539963" + }, + { + "epoch": 1858, + "batch_idx": 32, + "loss": 0.3843876123428345, + "learning_rate": 1.2386685045388313e-05, + "timestep_mean": 459.03125, + "epsilon_norm": 8.653687477111816, + "prediction_norm": 6.491726875305176, + "timestamp": "2025-07-14T12:34:40.544889" + }, + { + "epoch": 1858, + "batch_idx": 64, + "loss": 0.20801445841789246, + "learning_rate": 1.2386685045388313e-05, + "timestep_mean": 541.03125, + "epsilon_norm": 7.6117329597473145, + "prediction_norm": 6.8641357421875, + "timestamp": "2025-07-14T12:34:40.549952" + }, + { + "epoch": 1858, + "batch_idx": 96, + "loss": 0.28885987401008606, + "learning_rate": 1.2386685045388313e-05, + "timestep_mean": 441.40625, + "epsilon_norm": 7.5256781578063965, + "prediction_norm": 6.725809574127197, + "timestamp": "2025-07-14T12:34:40.555113" + }, + { + "epoch": 1858, + "batch_idx": 128, + "loss": 0.2689962387084961, + "learning_rate": 1.2386685045388313e-05, + "timestep_mean": 500.34375, + "epsilon_norm": 7.144624710083008, + "prediction_norm": 5.3694047927856445, + "timestamp": "2025-07-14T12:34:40.560364" + }, + { + "epoch": 1858, + "batch_idx": 160, + "loss": 0.21438166499137878, + "learning_rate": 1.2386685045388313e-05, + "timestep_mean": 508.84375, + "epsilon_norm": 8.543875694274902, + "prediction_norm": 7.331977367401123, + "timestamp": "2025-07-14T12:34:40.565333" + }, + { + "epoch": 1858, + "batch_idx": 192, + "loss": 0.25594455003738403, + "learning_rate": 1.2386685045388313e-05, + "timestep_mean": 518.75, + "epsilon_norm": 4.519239902496338, + "prediction_norm": 4.011549472808838, + "timestamp": "2025-07-14T12:34:40.570199" + }, + { + "epoch": 1859, + "batch_idx": 0, + "loss": 0.26654326915740967, + "learning_rate": 1.2213550255719629e-05, + "timestep_mean": 444.40625, + "epsilon_norm": 7.36646032333374, + "prediction_norm": 6.185093879699707, + "timestamp": "2025-07-14T12:34:40.575269" + }, + { + "epoch": 1859, + "batch_idx": 32, + "loss": 0.25852298736572266, + "learning_rate": 1.2213550255719629e-05, + "timestep_mean": 519.25, + "epsilon_norm": 9.171783447265625, + "prediction_norm": 7.943967342376709, + "timestamp": "2025-07-14T12:34:40.580152" + }, + { + "epoch": 1859, + "batch_idx": 64, + "loss": 0.23174303770065308, + "learning_rate": 1.2213550255719629e-05, + "timestep_mean": 508.46875, + "epsilon_norm": 7.50065279006958, + "prediction_norm": 6.1747050285339355, + "timestamp": "2025-07-14T12:34:40.585226" + }, + { + "epoch": 1859, + "batch_idx": 96, + "loss": 0.2035713791847229, + "learning_rate": 1.2213550255719629e-05, + "timestep_mean": 551.28125, + "epsilon_norm": 7.946378707885742, + "prediction_norm": 7.179941654205322, + "timestamp": "2025-07-14T12:34:40.590247" + }, + { + "epoch": 1859, + "batch_idx": 128, + "loss": 0.31798994541168213, + "learning_rate": 1.2213550255719629e-05, + "timestep_mean": 435.4375, + "epsilon_norm": 7.869882106781006, + "prediction_norm": 6.783312797546387, + "timestamp": "2025-07-14T12:34:40.595099" + }, + { + "epoch": 1859, + "batch_idx": 160, + "loss": 0.1420731544494629, + "learning_rate": 1.2213550255719629e-05, + "timestep_mean": 595.125, + "epsilon_norm": 7.065395355224609, + "prediction_norm": 6.369874000549316, + "timestamp": "2025-07-14T12:34:40.599947" + }, + { + "epoch": 1859, + "batch_idx": 192, + "loss": 0.1442175954580307, + "learning_rate": 1.2213550255719629e-05, + "timestep_mean": 633.125, + "epsilon_norm": 3.4248673915863037, + "prediction_norm": 3.4595322608947754, + "timestamp": "2025-07-14T12:34:40.604851" + }, + { + "epoch": 1860, + "batch_idx": 0, + "loss": 0.4236912727355957, + "learning_rate": 1.2041619030626337e-05, + "timestep_mean": 518.125, + "epsilon_norm": 7.421485424041748, + "prediction_norm": 5.963351726531982, + "timestamp": "2025-07-14T12:34:40.609712" + }, + { + "epoch": 1860, + "batch_idx": 32, + "loss": 0.14103253185749054, + "learning_rate": 1.2041619030626337e-05, + "timestep_mean": 488.9375, + "epsilon_norm": 7.038665294647217, + "prediction_norm": 6.047985076904297, + "timestamp": "2025-07-14T12:34:40.614540" + }, + { + "epoch": 1860, + "batch_idx": 64, + "loss": 0.3030443489551544, + "learning_rate": 1.2041619030626337e-05, + "timestep_mean": 472.5625, + "epsilon_norm": 7.718839645385742, + "prediction_norm": 6.452757835388184, + "timestamp": "2025-07-14T12:34:40.619436" + }, + { + "epoch": 1860, + "batch_idx": 96, + "loss": 0.16397182643413544, + "learning_rate": 1.2041619030626337e-05, + "timestep_mean": 604.5, + "epsilon_norm": 7.19675874710083, + "prediction_norm": 6.56081485748291, + "timestamp": "2025-07-14T12:34:40.624337" + }, + { + "epoch": 1860, + "batch_idx": 128, + "loss": 0.14729470014572144, + "learning_rate": 1.2041619030626337e-05, + "timestep_mean": 547.84375, + "epsilon_norm": 7.38375186920166, + "prediction_norm": 6.2671098709106445, + "timestamp": "2025-07-14T12:34:40.629276" + }, + { + "epoch": 1860, + "batch_idx": 160, + "loss": 0.31972888112068176, + "learning_rate": 1.2041619030626337e-05, + "timestep_mean": 441.5625, + "epsilon_norm": 8.648311614990234, + "prediction_norm": 7.0497283935546875, + "timestamp": "2025-07-14T12:34:40.634237" + }, + { + "epoch": 1860, + "batch_idx": 192, + "loss": 0.2846878170967102, + "learning_rate": 1.2041619030626337e-05, + "timestep_mean": 524.0, + "epsilon_norm": 3.640761375427246, + "prediction_norm": 2.786231279373169, + "timestamp": "2025-07-14T12:34:40.639149" + }, + { + "epoch": 1861, + "batch_idx": 0, + "loss": 0.17462803423404694, + "learning_rate": 1.1870891794331537e-05, + "timestep_mean": 598.875, + "epsilon_norm": 8.94003677368164, + "prediction_norm": 7.880522727966309, + "timestamp": "2025-07-14T12:34:40.644070" + }, + { + "epoch": 1861, + "batch_idx": 32, + "loss": 0.23249423503875732, + "learning_rate": 1.1870891794331537e-05, + "timestep_mean": 455.90625, + "epsilon_norm": 7.173667907714844, + "prediction_norm": 6.177821159362793, + "timestamp": "2025-07-14T12:34:40.648983" + }, + { + "epoch": 1861, + "batch_idx": 64, + "loss": 0.30383336544036865, + "learning_rate": 1.1870891794331537e-05, + "timestep_mean": 443.0, + "epsilon_norm": 8.115577697753906, + "prediction_norm": 7.1590895652771, + "timestamp": "2025-07-14T12:34:40.653921" + }, + { + "epoch": 1861, + "batch_idx": 96, + "loss": 0.21243293583393097, + "learning_rate": 1.1870891794331537e-05, + "timestep_mean": 501.4375, + "epsilon_norm": 8.397295951843262, + "prediction_norm": 7.317292213439941, + "timestamp": "2025-07-14T12:34:40.658884" + }, + { + "epoch": 1861, + "batch_idx": 128, + "loss": 0.21422961354255676, + "learning_rate": 1.1870891794331537e-05, + "timestep_mean": 638.53125, + "epsilon_norm": 8.381450653076172, + "prediction_norm": 7.307682991027832, + "timestamp": "2025-07-14T12:34:40.663743" + }, + { + "epoch": 1861, + "batch_idx": 160, + "loss": 0.12908098101615906, + "learning_rate": 1.1870891794331537e-05, + "timestep_mean": 614.0625, + "epsilon_norm": 7.605162143707275, + "prediction_norm": 7.224534034729004, + "timestamp": "2025-07-14T12:34:40.668622" + }, + { + "epoch": 1861, + "batch_idx": 192, + "loss": 0.2380591630935669, + "learning_rate": 1.1870891794331537e-05, + "timestep_mean": 586.625, + "epsilon_norm": 3.961764335632324, + "prediction_norm": 3.59578537940979, + "timestamp": "2025-07-14T12:34:40.673479" + }, + { + "epoch": 1862, + "batch_idx": 0, + "loss": 0.2014136016368866, + "learning_rate": 1.1701368968087708e-05, + "timestep_mean": 427.375, + "epsilon_norm": 6.942519664764404, + "prediction_norm": 5.552695274353027, + "timestamp": "2025-07-14T12:34:40.678430" + }, + { + "epoch": 1862, + "batch_idx": 32, + "loss": 0.32045912742614746, + "learning_rate": 1.1701368968087708e-05, + "timestep_mean": 526.5625, + "epsilon_norm": 8.16799259185791, + "prediction_norm": 7.588486194610596, + "timestamp": "2025-07-14T12:34:40.683256" + }, + { + "epoch": 1862, + "batch_idx": 64, + "loss": 0.28854915499687195, + "learning_rate": 1.1701368968087708e-05, + "timestep_mean": 504.78125, + "epsilon_norm": 7.470539093017578, + "prediction_norm": 6.225177764892578, + "timestamp": "2025-07-14T12:34:40.688264" + }, + { + "epoch": 1862, + "batch_idx": 96, + "loss": 0.21907666325569153, + "learning_rate": 1.1701368968087708e-05, + "timestep_mean": 539.5, + "epsilon_norm": 7.684806823730469, + "prediction_norm": 6.70326042175293, + "timestamp": "2025-07-14T12:34:40.693135" + }, + { + "epoch": 1862, + "batch_idx": 128, + "loss": 0.24754878878593445, + "learning_rate": 1.1701368968087708e-05, + "timestep_mean": 553.59375, + "epsilon_norm": 7.280516147613525, + "prediction_norm": 6.244089126586914, + "timestamp": "2025-07-14T12:34:40.698022" + }, + { + "epoch": 1862, + "batch_idx": 160, + "loss": 0.23405805230140686, + "learning_rate": 1.1701368968087708e-05, + "timestep_mean": 440.625, + "epsilon_norm": 6.50161600112915, + "prediction_norm": 5.7149658203125, + "timestamp": "2025-07-14T12:34:40.702917" + }, + { + "epoch": 1862, + "batch_idx": 192, + "loss": 0.22205552458763123, + "learning_rate": 1.1701368968087708e-05, + "timestep_mean": 582.5, + "epsilon_norm": 4.1933183670043945, + "prediction_norm": 3.3633875846862793, + "timestamp": "2025-07-14T12:34:40.707774" + }, + { + "epoch": 1863, + "batch_idx": 0, + "loss": 0.3452330231666565, + "learning_rate": 1.1533050970175649e-05, + "timestep_mean": 456.96875, + "epsilon_norm": 8.45058536529541, + "prediction_norm": 7.014277935028076, + "timestamp": "2025-07-14T12:34:40.712636" + }, + { + "epoch": 1863, + "batch_idx": 32, + "loss": 0.33142775297164917, + "learning_rate": 1.1533050970175649e-05, + "timestep_mean": 439.25, + "epsilon_norm": 8.026677131652832, + "prediction_norm": 6.708740234375, + "timestamp": "2025-07-14T12:34:40.717569" + }, + { + "epoch": 1863, + "batch_idx": 64, + "loss": 0.1477654129266739, + "learning_rate": 1.1533050970175649e-05, + "timestep_mean": 561.9375, + "epsilon_norm": 6.954174041748047, + "prediction_norm": 6.052996635437012, + "timestamp": "2025-07-14T12:34:40.722469" + }, + { + "epoch": 1863, + "batch_idx": 96, + "loss": 0.4441472589969635, + "learning_rate": 1.1533050970175649e-05, + "timestep_mean": 522.125, + "epsilon_norm": 9.197535514831543, + "prediction_norm": 7.55369234085083, + "timestamp": "2025-07-14T12:34:40.727367" + }, + { + "epoch": 1863, + "batch_idx": 128, + "loss": 0.2611703872680664, + "learning_rate": 1.1533050970175649e-05, + "timestep_mean": 482.15625, + "epsilon_norm": 7.962719440460205, + "prediction_norm": 7.080682754516602, + "timestamp": "2025-07-14T12:34:40.732323" + }, + { + "epoch": 1863, + "batch_idx": 160, + "loss": 0.23141475021839142, + "learning_rate": 1.1533050970175649e-05, + "timestep_mean": 556.5, + "epsilon_norm": 8.053382873535156, + "prediction_norm": 6.747251033782959, + "timestamp": "2025-07-14T12:34:40.737213" + }, + { + "epoch": 1863, + "batch_idx": 192, + "loss": 0.2534017264842987, + "learning_rate": 1.1533050970175649e-05, + "timestep_mean": 444.625, + "epsilon_norm": 3.8076415061950684, + "prediction_norm": 2.809666633605957, + "timestamp": "2025-07-14T12:34:40.742172" + }, + { + "epoch": 1864, + "batch_idx": 0, + "loss": 0.2677120864391327, + "learning_rate": 1.1365938215903257e-05, + "timestep_mean": 506.0625, + "epsilon_norm": 8.954028129577637, + "prediction_norm": 7.91995906829834, + "timestamp": "2025-07-14T12:34:40.747060" + }, + { + "epoch": 1864, + "batch_idx": 32, + "loss": 0.22365060448646545, + "learning_rate": 1.1365938215903257e-05, + "timestep_mean": 515.65625, + "epsilon_norm": 7.872859477996826, + "prediction_norm": 7.438235759735107, + "timestamp": "2025-07-14T12:34:40.751934" + }, + { + "epoch": 1864, + "batch_idx": 64, + "loss": 0.20562826097011566, + "learning_rate": 1.1365938215903257e-05, + "timestep_mean": 490.03125, + "epsilon_norm": 6.847231864929199, + "prediction_norm": 5.340065956115723, + "timestamp": "2025-07-14T12:34:40.756808" + }, + { + "epoch": 1864, + "batch_idx": 96, + "loss": 0.4330393671989441, + "learning_rate": 1.1365938215903257e-05, + "timestep_mean": 390.125, + "epsilon_norm": 8.02737045288086, + "prediction_norm": 6.176455020904541, + "timestamp": "2025-07-14T12:34:40.761653" + }, + { + "epoch": 1864, + "batch_idx": 128, + "loss": 0.25045016407966614, + "learning_rate": 1.1365938215903257e-05, + "timestep_mean": 532.90625, + "epsilon_norm": 6.917873859405518, + "prediction_norm": 5.2603044509887695, + "timestamp": "2025-07-14T12:34:40.766552" + }, + { + "epoch": 1864, + "batch_idx": 160, + "loss": 0.26349937915802, + "learning_rate": 1.1365938215903257e-05, + "timestep_mean": 450.78125, + "epsilon_norm": 7.195577144622803, + "prediction_norm": 5.7853875160217285, + "timestamp": "2025-07-14T12:34:40.771480" + }, + { + "epoch": 1864, + "batch_idx": 192, + "loss": 0.33053839206695557, + "learning_rate": 1.1365938215903257e-05, + "timestep_mean": 610.125, + "epsilon_norm": 5.147633075714111, + "prediction_norm": 5.01871919631958, + "timestamp": "2025-07-14T12:34:40.776300" + }, + { + "epoch": 1865, + "batch_idx": 0, + "loss": 0.22734656929969788, + "learning_rate": 1.12000311176047e-05, + "timestep_mean": 512.5625, + "epsilon_norm": 8.2492036819458, + "prediction_norm": 7.359662055969238, + "timestamp": "2025-07-14T12:34:40.781175" + }, + { + "epoch": 1865, + "batch_idx": 32, + "loss": 0.2427680492401123, + "learning_rate": 1.12000311176047e-05, + "timestep_mean": 465.71875, + "epsilon_norm": 6.799583435058594, + "prediction_norm": 5.293118953704834, + "timestamp": "2025-07-14T12:34:40.786064" + }, + { + "epoch": 1865, + "batch_idx": 64, + "loss": 0.28092843294143677, + "learning_rate": 1.12000311176047e-05, + "timestep_mean": 488.6875, + "epsilon_norm": 8.501505851745605, + "prediction_norm": 7.212518215179443, + "timestamp": "2025-07-14T12:34:40.790954" + }, + { + "epoch": 1865, + "batch_idx": 96, + "loss": 0.5454766750335693, + "learning_rate": 1.12000311176047e-05, + "timestep_mean": 513.46875, + "epsilon_norm": 7.452210426330566, + "prediction_norm": 5.399300575256348, + "timestamp": "2025-07-14T12:34:40.795809" + }, + { + "epoch": 1865, + "batch_idx": 128, + "loss": 0.1292148232460022, + "learning_rate": 1.12000311176047e-05, + "timestep_mean": 483.9375, + "epsilon_norm": 8.303840637207031, + "prediction_norm": 7.308459281921387, + "timestamp": "2025-07-14T12:34:40.800737" + }, + { + "epoch": 1865, + "batch_idx": 160, + "loss": 0.19543369114398956, + "learning_rate": 1.12000311176047e-05, + "timestep_mean": 459.03125, + "epsilon_norm": 7.083101272583008, + "prediction_norm": 6.255768299102783, + "timestamp": "2025-07-14T12:34:40.805601" + }, + { + "epoch": 1865, + "batch_idx": 192, + "loss": 0.10197288542985916, + "learning_rate": 1.12000311176047e-05, + "timestep_mean": 517.125, + "epsilon_norm": 3.10841965675354, + "prediction_norm": 2.620668649673462, + "timestamp": "2025-07-14T12:34:40.810565" + }, + { + "epoch": 1866, + "batch_idx": 0, + "loss": 0.25022023916244507, + "learning_rate": 1.1035330084639135e-05, + "timestep_mean": 484.0625, + "epsilon_norm": 7.469274044036865, + "prediction_norm": 6.046911239624023, + "timestamp": "2025-07-14T12:34:40.815502" + }, + { + "epoch": 1866, + "batch_idx": 32, + "loss": 0.559215247631073, + "learning_rate": 1.1035330084639135e-05, + "timestep_mean": 389.59375, + "epsilon_norm": 8.690587997436523, + "prediction_norm": 6.239748954772949, + "timestamp": "2025-07-14T12:34:40.820389" + }, + { + "epoch": 1866, + "batch_idx": 64, + "loss": 0.2271331548690796, + "learning_rate": 1.1035330084639135e-05, + "timestep_mean": 587.84375, + "epsilon_norm": 8.617584228515625, + "prediction_norm": 7.119743824005127, + "timestamp": "2025-07-14T12:34:40.825358" + }, + { + "epoch": 1866, + "batch_idx": 96, + "loss": 0.08808747678995132, + "learning_rate": 1.1035330084639135e-05, + "timestep_mean": 551.96875, + "epsilon_norm": 7.936644077301025, + "prediction_norm": 7.2423601150512695, + "timestamp": "2025-07-14T12:34:40.830284" + }, + { + "epoch": 1866, + "batch_idx": 128, + "loss": 0.26201000809669495, + "learning_rate": 1.1035330084639135e-05, + "timestep_mean": 490.8125, + "epsilon_norm": 8.853531837463379, + "prediction_norm": 7.921635627746582, + "timestamp": "2025-07-14T12:34:40.835152" + }, + { + "epoch": 1866, + "batch_idx": 160, + "loss": 0.33705541491508484, + "learning_rate": 1.1035330084639135e-05, + "timestep_mean": 539.71875, + "epsilon_norm": 7.9377617835998535, + "prediction_norm": 5.899838924407959, + "timestamp": "2025-07-14T12:34:40.840068" + }, + { + "epoch": 1866, + "batch_idx": 192, + "loss": 0.11564011126756668, + "learning_rate": 1.1035330084639135e-05, + "timestep_mean": 546.875, + "epsilon_norm": 4.097851276397705, + "prediction_norm": 3.6862540245056152, + "timestamp": "2025-07-14T12:34:40.844933" + }, + { + "epoch": 1867, + "batch_idx": 0, + "loss": 0.17418798804283142, + "learning_rate": 1.087183552338999e-05, + "timestep_mean": 429.0, + "epsilon_norm": 7.90018367767334, + "prediction_norm": 6.841359615325928, + "timestamp": "2025-07-14T12:34:40.849880" + }, + { + "epoch": 1867, + "batch_idx": 32, + "loss": 0.20038364827632904, + "learning_rate": 1.087183552338999e-05, + "timestep_mean": 445.21875, + "epsilon_norm": 7.520385265350342, + "prediction_norm": 7.0575761795043945, + "timestamp": "2025-07-14T12:34:40.854880" + }, + { + "epoch": 1867, + "batch_idx": 64, + "loss": 0.1660470962524414, + "learning_rate": 1.087183552338999e-05, + "timestep_mean": 538.5625, + "epsilon_norm": 7.425967216491699, + "prediction_norm": 6.953421592712402, + "timestamp": "2025-07-14T12:34:40.859730" + }, + { + "epoch": 1867, + "batch_idx": 96, + "loss": 0.39437779784202576, + "learning_rate": 1.087183552338999e-05, + "timestep_mean": 478.84375, + "epsilon_norm": 9.176860809326172, + "prediction_norm": 7.857182502746582, + "timestamp": "2025-07-14T12:34:40.864666" + }, + { + "epoch": 1867, + "batch_idx": 128, + "loss": 0.10262884199619293, + "learning_rate": 1.087183552338999e-05, + "timestep_mean": 576.84375, + "epsilon_norm": 7.741661548614502, + "prediction_norm": 7.014479160308838, + "timestamp": "2025-07-14T12:34:40.869577" + }, + { + "epoch": 1867, + "batch_idx": 160, + "loss": 0.29734691977500916, + "learning_rate": 1.087183552338999e-05, + "timestep_mean": 494.0, + "epsilon_norm": 8.515981674194336, + "prediction_norm": 7.256627559661865, + "timestamp": "2025-07-14T12:34:40.874401" + }, + { + "epoch": 1867, + "batch_idx": 192, + "loss": 0.37159544229507446, + "learning_rate": 1.087183552338999e-05, + "timestep_mean": 561.0, + "epsilon_norm": 3.9245657920837402, + "prediction_norm": 3.427501916885376, + "timestamp": "2025-07-14T12:34:40.879226" + }, + { + "epoch": 1868, + "batch_idx": 0, + "loss": 0.46695226430892944, + "learning_rate": 1.0709547837263962e-05, + "timestep_mean": 527.0, + "epsilon_norm": 8.320804595947266, + "prediction_norm": 6.661975860595703, + "timestamp": "2025-07-14T12:34:40.884094" + }, + { + "epoch": 1868, + "batch_idx": 32, + "loss": 0.16901445388793945, + "learning_rate": 1.0709547837263962e-05, + "timestep_mean": 548.46875, + "epsilon_norm": 7.51478385925293, + "prediction_norm": 7.360904216766357, + "timestamp": "2025-07-14T12:34:40.888994" + }, + { + "epoch": 1868, + "batch_idx": 64, + "loss": 0.31937992572784424, + "learning_rate": 1.0709547837263962e-05, + "timestep_mean": 502.53125, + "epsilon_norm": 8.66500473022461, + "prediction_norm": 7.620684623718262, + "timestamp": "2025-07-14T12:34:40.893867" + }, + { + "epoch": 1868, + "batch_idx": 96, + "loss": 0.3772351145744324, + "learning_rate": 1.0709547837263962e-05, + "timestep_mean": 504.90625, + "epsilon_norm": 8.516154289245605, + "prediction_norm": 6.566050052642822, + "timestamp": "2025-07-14T12:34:40.898743" + }, + { + "epoch": 1868, + "batch_idx": 128, + "loss": 0.2638217508792877, + "learning_rate": 1.0709547837263962e-05, + "timestep_mean": 480.21875, + "epsilon_norm": 7.684903144836426, + "prediction_norm": 6.757511615753174, + "timestamp": "2025-07-14T12:34:40.903645" + }, + { + "epoch": 1868, + "batch_idx": 160, + "loss": 0.3179768919944763, + "learning_rate": 1.0709547837263962e-05, + "timestep_mean": 498.34375, + "epsilon_norm": 7.3149895668029785, + "prediction_norm": 5.717563629150391, + "timestamp": "2025-07-14T12:34:40.908649" + }, + { + "epoch": 1868, + "batch_idx": 192, + "loss": 0.1312796175479889, + "learning_rate": 1.0709547837263962e-05, + "timestep_mean": 334.75, + "epsilon_norm": 2.362253427505493, + "prediction_norm": 1.830896258354187, + "timestamp": "2025-07-14T12:34:40.913529" + }, + { + "epoch": 1869, + "batch_idx": 0, + "loss": 0.32054686546325684, + "learning_rate": 1.0548467426689685e-05, + "timestep_mean": 456.875, + "epsilon_norm": 7.694703578948975, + "prediction_norm": 6.241257667541504, + "timestamp": "2025-07-14T12:34:40.918467" + }, + { + "epoch": 1869, + "batch_idx": 32, + "loss": 0.39196130633354187, + "learning_rate": 1.0548467426689685e-05, + "timestep_mean": 540.4375, + "epsilon_norm": 8.305362701416016, + "prediction_norm": 6.424998760223389, + "timestamp": "2025-07-14T12:34:40.923405" + }, + { + "epoch": 1869, + "batch_idx": 64, + "loss": 0.3865790069103241, + "learning_rate": 1.0548467426689685e-05, + "timestep_mean": 631.96875, + "epsilon_norm": 8.45168685913086, + "prediction_norm": 6.791138172149658, + "timestamp": "2025-07-14T12:34:40.928284" + }, + { + "epoch": 1869, + "batch_idx": 96, + "loss": 0.28450727462768555, + "learning_rate": 1.0548467426689685e-05, + "timestep_mean": 416.75, + "epsilon_norm": 6.974344253540039, + "prediction_norm": 5.649078369140625, + "timestamp": "2025-07-14T12:34:40.933168" + }, + { + "epoch": 1869, + "batch_idx": 128, + "loss": 0.2771137058734894, + "learning_rate": 1.0548467426689685e-05, + "timestep_mean": 527.03125, + "epsilon_norm": 6.927164077758789, + "prediction_norm": 5.72125768661499, + "timestamp": "2025-07-14T12:34:40.938176" + }, + { + "epoch": 1869, + "batch_idx": 160, + "loss": 0.17851094901561737, + "learning_rate": 1.0548467426689685e-05, + "timestep_mean": 556.625, + "epsilon_norm": 8.800379753112793, + "prediction_norm": 8.236313819885254, + "timestamp": "2025-07-14T12:34:40.943040" + }, + { + "epoch": 1869, + "batch_idx": 192, + "loss": 0.25538936257362366, + "learning_rate": 1.0548467426689685e-05, + "timestep_mean": 229.25, + "epsilon_norm": 3.2416954040527344, + "prediction_norm": 2.8066506385803223, + "timestamp": "2025-07-14T12:34:40.947972" + }, + { + "epoch": 1870, + "batch_idx": 0, + "loss": 0.26773521304130554, + "learning_rate": 1.0388594689117066e-05, + "timestep_mean": 431.34375, + "epsilon_norm": 8.628924369812012, + "prediction_norm": 7.627359867095947, + "timestamp": "2025-07-14T12:34:40.952882" + }, + { + "epoch": 1870, + "batch_idx": 32, + "loss": 0.3566284775733948, + "learning_rate": 1.0388594689117066e-05, + "timestep_mean": 409.40625, + "epsilon_norm": 7.717319965362549, + "prediction_norm": 5.624156951904297, + "timestamp": "2025-07-14T12:34:40.957784" + }, + { + "epoch": 1870, + "batch_idx": 64, + "loss": 0.1311522126197815, + "learning_rate": 1.0388594689117066e-05, + "timestep_mean": 541.03125, + "epsilon_norm": 8.67929744720459, + "prediction_norm": 8.274316787719727, + "timestamp": "2025-07-14T12:34:40.962642" + }, + { + "epoch": 1870, + "batch_idx": 96, + "loss": 0.38038021326065063, + "learning_rate": 1.0388594689117066e-05, + "timestep_mean": 519.1875, + "epsilon_norm": 8.862189292907715, + "prediction_norm": 7.214142799377441, + "timestamp": "2025-07-14T12:34:40.967601" + }, + { + "epoch": 1870, + "batch_idx": 128, + "loss": 0.37231773138046265, + "learning_rate": 1.0388594689117066e-05, + "timestep_mean": 525.3125, + "epsilon_norm": 8.274564743041992, + "prediction_norm": 6.851367473602295, + "timestamp": "2025-07-14T12:34:40.972503" + }, + { + "epoch": 1870, + "batch_idx": 160, + "loss": 0.20438691973686218, + "learning_rate": 1.0388594689117066e-05, + "timestep_mean": 544.09375, + "epsilon_norm": 8.156880378723145, + "prediction_norm": 7.314676284790039, + "timestamp": "2025-07-14T12:34:40.977364" + }, + { + "epoch": 1870, + "batch_idx": 192, + "loss": 0.26951053738594055, + "learning_rate": 1.0388594689117066e-05, + "timestep_mean": 489.75, + "epsilon_norm": 4.276788234710693, + "prediction_norm": 3.5344462394714355, + "timestamp": "2025-07-14T12:34:40.982191" + }, + { + "epoch": 1871, + "batch_idx": 0, + "loss": 0.18320856988430023, + "learning_rate": 1.0229930019016337e-05, + "timestep_mean": 588.3125, + "epsilon_norm": 7.78603458404541, + "prediction_norm": 7.049820423126221, + "timestamp": "2025-07-14T12:34:40.987026" + }, + { + "epoch": 1871, + "batch_idx": 32, + "loss": 0.225095734000206, + "learning_rate": 1.0229930019016337e-05, + "timestep_mean": 525.875, + "epsilon_norm": 8.814742088317871, + "prediction_norm": 7.941289901733398, + "timestamp": "2025-07-14T12:34:40.991950" + }, + { + "epoch": 1871, + "batch_idx": 64, + "loss": 0.22402329742908478, + "learning_rate": 1.0229930019016337e-05, + "timestep_mean": 439.625, + "epsilon_norm": 8.033647537231445, + "prediction_norm": 6.6310296058654785, + "timestamp": "2025-07-14T12:34:40.996816" + }, + { + "epoch": 1871, + "batch_idx": 96, + "loss": 0.1806102842092514, + "learning_rate": 1.0229930019016337e-05, + "timestep_mean": 424.09375, + "epsilon_norm": 6.630230903625488, + "prediction_norm": 5.980093002319336, + "timestamp": "2025-07-14T12:34:41.001954" + }, + { + "epoch": 1871, + "batch_idx": 128, + "loss": 0.2709020972251892, + "learning_rate": 1.0229930019016337e-05, + "timestep_mean": 500.34375, + "epsilon_norm": 9.584783554077148, + "prediction_norm": 8.543920516967773, + "timestamp": "2025-07-14T12:34:41.006829" + }, + { + "epoch": 1871, + "batch_idx": 160, + "loss": 0.2798709571361542, + "learning_rate": 1.0229930019016337e-05, + "timestep_mean": 514.40625, + "epsilon_norm": 8.506614685058594, + "prediction_norm": 6.898285388946533, + "timestamp": "2025-07-14T12:34:41.011713" + }, + { + "epoch": 1871, + "batch_idx": 192, + "loss": 0.41692396998405457, + "learning_rate": 1.0229930019016337e-05, + "timestep_mean": 387.375, + "epsilon_norm": 4.330398082733154, + "prediction_norm": 3.8897650241851807, + "timestamp": "2025-07-14T12:34:41.016593" + }, + { + "epoch": 1872, + "batch_idx": 0, + "loss": 0.3307066857814789, + "learning_rate": 1.0072473807876564e-05, + "timestep_mean": 525.625, + "epsilon_norm": 8.58317756652832, + "prediction_norm": 6.799381732940674, + "timestamp": "2025-07-14T12:34:41.021602" + }, + { + "epoch": 1872, + "batch_idx": 32, + "loss": 0.17458373308181763, + "learning_rate": 1.0072473807876564e-05, + "timestep_mean": 494.0, + "epsilon_norm": 7.311537265777588, + "prediction_norm": 6.62594747543335, + "timestamp": "2025-07-14T12:34:41.026472" + }, + { + "epoch": 1872, + "batch_idx": 64, + "loss": 0.2955522835254669, + "learning_rate": 1.0072473807876564e-05, + "timestep_mean": 537.59375, + "epsilon_norm": 6.759897232055664, + "prediction_norm": 6.078857421875, + "timestamp": "2025-07-14T12:34:41.031362" + }, + { + "epoch": 1872, + "batch_idx": 96, + "loss": 0.518727719783783, + "learning_rate": 1.0072473807876564e-05, + "timestep_mean": 449.28125, + "epsilon_norm": 9.612006187438965, + "prediction_norm": 7.049291610717773, + "timestamp": "2025-07-14T12:34:41.036256" + }, + { + "epoch": 1872, + "batch_idx": 128, + "loss": 0.301494300365448, + "learning_rate": 1.0072473807876564e-05, + "timestep_mean": 389.875, + "epsilon_norm": 7.368466377258301, + "prediction_norm": 5.874858856201172, + "timestamp": "2025-07-14T12:34:41.041160" + }, + { + "epoch": 1872, + "batch_idx": 160, + "loss": 0.21481052041053772, + "learning_rate": 1.0072473807876564e-05, + "timestep_mean": 523.875, + "epsilon_norm": 6.847982883453369, + "prediction_norm": 6.329275608062744, + "timestamp": "2025-07-14T12:34:41.046055" + }, + { + "epoch": 1872, + "batch_idx": 192, + "loss": 0.33542731404304504, + "learning_rate": 1.0072473807876564e-05, + "timestep_mean": 519.5, + "epsilon_norm": 4.933619976043701, + "prediction_norm": 4.688916206359863, + "timestamp": "2025-07-14T12:34:41.050965" + }, + { + "epoch": 1873, + "batch_idx": 0, + "loss": 0.14202065765857697, + "learning_rate": 9.916226444205473e-06, + "timestep_mean": 537.0, + "epsilon_norm": 7.925220489501953, + "prediction_norm": 7.472301959991455, + "timestamp": "2025-07-14T12:34:41.055893" + }, + { + "epoch": 1873, + "batch_idx": 32, + "loss": 0.4370371997356415, + "learning_rate": 9.916226444205473e-06, + "timestep_mean": 415.03125, + "epsilon_norm": 7.903379917144775, + "prediction_norm": 5.6305251121521, + "timestamp": "2025-07-14T12:34:41.060801" + }, + { + "epoch": 1873, + "batch_idx": 64, + "loss": 0.28133028745651245, + "learning_rate": 9.916226444205473e-06, + "timestep_mean": 499.0, + "epsilon_norm": 7.606022357940674, + "prediction_norm": 6.609457015991211, + "timestamp": "2025-07-14T12:34:41.065701" + }, + { + "epoch": 1873, + "batch_idx": 96, + "loss": 0.3550977408885956, + "learning_rate": 9.916226444205473e-06, + "timestep_mean": 449.90625, + "epsilon_norm": 9.154572486877441, + "prediction_norm": 7.0896124839782715, + "timestamp": "2025-07-14T12:34:41.070599" + }, + { + "epoch": 1873, + "batch_idx": 128, + "loss": 0.1961817890405655, + "learning_rate": 9.916226444205473e-06, + "timestep_mean": 521.53125, + "epsilon_norm": 7.581039905548096, + "prediction_norm": 6.479776382446289, + "timestamp": "2025-07-14T12:34:41.075608" + }, + { + "epoch": 1873, + "batch_idx": 160, + "loss": 0.34739431738853455, + "learning_rate": 9.916226444205473e-06, + "timestep_mean": 493.75, + "epsilon_norm": 7.923131942749023, + "prediction_norm": 5.606618404388428, + "timestamp": "2025-07-14T12:34:41.080480" + }, + { + "epoch": 1873, + "batch_idx": 192, + "loss": 0.1697070151567459, + "learning_rate": 9.916226444205473e-06, + "timestep_mean": 416.625, + "epsilon_norm": 4.253108501434326, + "prediction_norm": 3.852353572845459, + "timestamp": "2025-07-14T12:34:41.085337" + }, + { + "epoch": 1874, + "batch_idx": 0, + "loss": 0.22439491748809814, + "learning_rate": 9.76118831352784e-06, + "timestep_mean": 461.34375, + "epsilon_norm": 7.008084774017334, + "prediction_norm": 6.156355857849121, + "timestamp": "2025-07-14T12:34:41.090254" + }, + { + "epoch": 1874, + "batch_idx": 32, + "loss": 0.16387242078781128, + "learning_rate": 9.76118831352784e-06, + "timestep_mean": 491.09375, + "epsilon_norm": 6.780799388885498, + "prediction_norm": 5.56103515625, + "timestamp": "2025-07-14T12:34:41.095118" + }, + { + "epoch": 1874, + "batch_idx": 64, + "loss": 0.4093232750892639, + "learning_rate": 9.76118831352784e-06, + "timestep_mean": 508.5625, + "epsilon_norm": 8.899205207824707, + "prediction_norm": 7.81575345993042, + "timestamp": "2025-07-14T12:34:41.100152" + }, + { + "epoch": 1874, + "batch_idx": 96, + "loss": 0.21127842366695404, + "learning_rate": 9.76118831352784e-06, + "timestep_mean": 420.1875, + "epsilon_norm": 7.789065361022949, + "prediction_norm": 6.41710090637207, + "timestamp": "2025-07-14T12:34:41.105008" + }, + { + "epoch": 1874, + "batch_idx": 128, + "loss": 0.24951419234275818, + "learning_rate": 9.76118831352784e-06, + "timestep_mean": 492.5, + "epsilon_norm": 8.276586532592773, + "prediction_norm": 7.26185417175293, + "timestamp": "2025-07-14T12:34:41.109886" + }, + { + "epoch": 1874, + "batch_idx": 160, + "loss": 0.4174697995185852, + "learning_rate": 9.76118831352784e-06, + "timestep_mean": 454.5625, + "epsilon_norm": 8.33186149597168, + "prediction_norm": 6.372574806213379, + "timestamp": "2025-07-14T12:34:41.115029" + }, + { + "epoch": 1874, + "batch_idx": 192, + "loss": 0.15309970080852509, + "learning_rate": 9.76118831352784e-06, + "timestep_mean": 501.25, + "epsilon_norm": 3.9472815990448, + "prediction_norm": 3.4398815631866455, + "timestamp": "2025-07-14T12:34:41.120158" + }, + { + "epoch": 1875, + "batch_idx": 0, + "loss": 0.23363572359085083, + "learning_rate": 9.607359798384779e-06, + "timestep_mean": 556.0, + "epsilon_norm": 7.786534786224365, + "prediction_norm": 7.242462158203125, + "timestamp": "2025-07-14T12:34:41.125436" + }, + { + "epoch": 1875, + "batch_idx": 32, + "loss": 0.34818023443222046, + "learning_rate": 9.607359798384779e-06, + "timestep_mean": 513.15625, + "epsilon_norm": 8.736747741699219, + "prediction_norm": 7.811239242553711, + "timestamp": "2025-07-14T12:34:41.130623" + }, + { + "epoch": 1875, + "batch_idx": 64, + "loss": 0.26204949617385864, + "learning_rate": 9.607359798384779e-06, + "timestep_mean": 453.125, + "epsilon_norm": 7.183382987976074, + "prediction_norm": 6.259357929229736, + "timestamp": "2025-07-14T12:34:41.135796" + }, + { + "epoch": 1875, + "batch_idx": 96, + "loss": 0.3099935054779053, + "learning_rate": 9.607359798384779e-06, + "timestep_mean": 463.09375, + "epsilon_norm": 8.181663513183594, + "prediction_norm": 6.68098783493042, + "timestamp": "2025-07-14T12:34:41.140950" + }, + { + "epoch": 1875, + "batch_idx": 128, + "loss": 0.308864563703537, + "learning_rate": 9.607359798384779e-06, + "timestep_mean": 559.71875, + "epsilon_norm": 8.550060272216797, + "prediction_norm": 6.811758518218994, + "timestamp": "2025-07-14T12:34:41.146172" + }, + { + "epoch": 1875, + "batch_idx": 160, + "loss": 0.34348264336586, + "learning_rate": 9.607359798384779e-06, + "timestep_mean": 422.59375, + "epsilon_norm": 7.806307315826416, + "prediction_norm": 6.90889310836792, + "timestamp": "2025-07-14T12:34:41.151377" + }, + { + "epoch": 1875, + "batch_idx": 192, + "loss": 0.12184688448905945, + "learning_rate": 9.607359798384779e-06, + "timestep_mean": 470.25, + "epsilon_norm": 5.780981540679932, + "prediction_norm": 5.355534076690674, + "timestamp": "2025-07-14T12:34:41.156596" + }, + { + "epoch": 1876, + "batch_idx": 0, + "loss": 0.2655874788761139, + "learning_rate": 9.454741278333005e-06, + "timestep_mean": 454.40625, + "epsilon_norm": 8.807740211486816, + "prediction_norm": 7.827357292175293, + "timestamp": "2025-07-14T12:34:41.161768" + }, + { + "epoch": 1876, + "batch_idx": 32, + "loss": 0.15689323842525482, + "learning_rate": 9.454741278333005e-06, + "timestep_mean": 500.125, + "epsilon_norm": 8.694343566894531, + "prediction_norm": 7.517043590545654, + "timestamp": "2025-07-14T12:34:41.167092" + }, + { + "epoch": 1876, + "batch_idx": 64, + "loss": 0.22784365713596344, + "learning_rate": 9.454741278333005e-06, + "timestep_mean": 502.84375, + "epsilon_norm": 8.075364112854004, + "prediction_norm": 6.599542140960693, + "timestamp": "2025-07-14T12:34:41.172306" + }, + { + "epoch": 1876, + "batch_idx": 96, + "loss": 0.2934175729751587, + "learning_rate": 9.454741278333005e-06, + "timestep_mean": 468.0625, + "epsilon_norm": 7.187741756439209, + "prediction_norm": 5.819797992706299, + "timestamp": "2025-07-14T12:34:41.177224" + }, + { + "epoch": 1876, + "batch_idx": 128, + "loss": 0.24189847707748413, + "learning_rate": 9.454741278333005e-06, + "timestep_mean": 517.90625, + "epsilon_norm": 8.330747604370117, + "prediction_norm": 6.2681050300598145, + "timestamp": "2025-07-14T12:34:41.182351" + }, + { + "epoch": 1876, + "batch_idx": 160, + "loss": 0.24833999574184418, + "learning_rate": 9.454741278333005e-06, + "timestep_mean": 513.125, + "epsilon_norm": 7.455054759979248, + "prediction_norm": 6.418844223022461, + "timestamp": "2025-07-14T12:34:41.187571" + }, + { + "epoch": 1876, + "batch_idx": 192, + "loss": 0.2133677899837494, + "learning_rate": 9.454741278333005e-06, + "timestep_mean": 400.875, + "epsilon_norm": 2.55263352394104, + "prediction_norm": 2.0947799682617188, + "timestamp": "2025-07-14T12:34:41.192785" + }, + { + "epoch": 1877, + "batch_idx": 0, + "loss": 0.21611559391021729, + "learning_rate": 9.303333129943351e-06, + "timestep_mean": 475.9375, + "epsilon_norm": 7.4378533363342285, + "prediction_norm": 6.384414196014404, + "timestamp": "2025-07-14T12:34:41.198036" + }, + { + "epoch": 1877, + "batch_idx": 32, + "loss": 0.35389813780784607, + "learning_rate": 9.303333129943351e-06, + "timestep_mean": 560.375, + "epsilon_norm": 9.283853530883789, + "prediction_norm": 7.564090251922607, + "timestamp": "2025-07-14T12:34:41.203085" + }, + { + "epoch": 1877, + "batch_idx": 64, + "loss": 0.41199782490730286, + "learning_rate": 9.303333129943351e-06, + "timestep_mean": 419.4375, + "epsilon_norm": 7.973120212554932, + "prediction_norm": 6.081460952758789, + "timestamp": "2025-07-14T12:34:41.207959" + }, + { + "epoch": 1877, + "batch_idx": 96, + "loss": 0.3076995313167572, + "learning_rate": 9.303333129943351e-06, + "timestep_mean": 532.59375, + "epsilon_norm": 9.025375366210938, + "prediction_norm": 7.708096981048584, + "timestamp": "2025-07-14T12:34:41.212950" + }, + { + "epoch": 1877, + "batch_idx": 128, + "loss": 0.2755235731601715, + "learning_rate": 9.303333129943351e-06, + "timestep_mean": 526.71875, + "epsilon_norm": 7.443440914154053, + "prediction_norm": 6.073982238769531, + "timestamp": "2025-07-14T12:34:41.217893" + }, + { + "epoch": 1877, + "batch_idx": 160, + "loss": 0.34374988079071045, + "learning_rate": 9.303333129943351e-06, + "timestep_mean": 453.84375, + "epsilon_norm": 7.789735317230225, + "prediction_norm": 5.904726982116699, + "timestamp": "2025-07-14T12:34:41.223057" + }, + { + "epoch": 1877, + "batch_idx": 192, + "loss": 0.21577024459838867, + "learning_rate": 9.303333129943351e-06, + "timestep_mean": 307.25, + "epsilon_norm": 3.003679037094116, + "prediction_norm": 2.5961191654205322, + "timestamp": "2025-07-14T12:34:41.228213" + }, + { + "epoch": 1878, + "batch_idx": 0, + "loss": 0.09617125988006592, + "learning_rate": 9.153135726800593e-06, + "timestep_mean": 526.03125, + "epsilon_norm": 6.859668254852295, + "prediction_norm": 6.622602462768555, + "timestamp": "2025-07-14T12:34:41.233550" + }, + { + "epoch": 1878, + "batch_idx": 32, + "loss": 0.24637222290039062, + "learning_rate": 9.153135726800593e-06, + "timestep_mean": 504.625, + "epsilon_norm": 7.819867134094238, + "prediction_norm": 7.131396770477295, + "timestamp": "2025-07-14T12:34:41.238789" + }, + { + "epoch": 1878, + "batch_idx": 64, + "loss": 0.23745042085647583, + "learning_rate": 9.153135726800593e-06, + "timestep_mean": 466.40625, + "epsilon_norm": 8.260899543762207, + "prediction_norm": 6.6737895011901855, + "timestamp": "2025-07-14T12:34:41.243992" + }, + { + "epoch": 1878, + "batch_idx": 96, + "loss": 0.340387225151062, + "learning_rate": 9.153135726800593e-06, + "timestep_mean": 514.8125, + "epsilon_norm": 7.930132865905762, + "prediction_norm": 6.812249183654785, + "timestamp": "2025-07-14T12:34:41.249220" + }, + { + "epoch": 1878, + "batch_idx": 128, + "loss": 0.15564671158790588, + "learning_rate": 9.153135726800593e-06, + "timestep_mean": 580.4375, + "epsilon_norm": 7.389193534851074, + "prediction_norm": 6.977835655212402, + "timestamp": "2025-07-14T12:34:41.254404" + }, + { + "epoch": 1878, + "batch_idx": 160, + "loss": 0.558112382888794, + "learning_rate": 9.153135726800593e-06, + "timestep_mean": 548.8125, + "epsilon_norm": 7.926302909851074, + "prediction_norm": 5.590843200683594, + "timestamp": "2025-07-14T12:34:41.259680" + }, + { + "epoch": 1878, + "batch_idx": 192, + "loss": 0.4091457724571228, + "learning_rate": 9.153135726800593e-06, + "timestep_mean": 445.25, + "epsilon_norm": 3.7984399795532227, + "prediction_norm": 2.9019787311553955, + "timestamp": "2025-07-14T12:34:41.264851" + }, + { + "epoch": 1879, + "batch_idx": 0, + "loss": 0.24577313661575317, + "learning_rate": 9.004149439501723e-06, + "timestep_mean": 530.09375, + "epsilon_norm": 7.091289043426514, + "prediction_norm": 6.3216872215271, + "timestamp": "2025-07-14T12:34:41.270032" + }, + { + "epoch": 1879, + "batch_idx": 32, + "loss": 0.33411097526550293, + "learning_rate": 9.004149439501723e-06, + "timestep_mean": 495.6875, + "epsilon_norm": 8.54878044128418, + "prediction_norm": 6.684263706207275, + "timestamp": "2025-07-14T12:34:41.275331" + }, + { + "epoch": 1879, + "batch_idx": 64, + "loss": 0.47220832109451294, + "learning_rate": 9.004149439501723e-06, + "timestep_mean": 459.6875, + "epsilon_norm": 9.56831169128418, + "prediction_norm": 7.610804557800293, + "timestamp": "2025-07-14T12:34:41.280515" + }, + { + "epoch": 1879, + "batch_idx": 96, + "loss": 0.3631744384765625, + "learning_rate": 9.004149439501723e-06, + "timestep_mean": 486.5625, + "epsilon_norm": 7.364563465118408, + "prediction_norm": 5.853063106536865, + "timestamp": "2025-07-14T12:34:41.285765" + }, + { + "epoch": 1879, + "batch_idx": 128, + "loss": 0.08071450889110565, + "learning_rate": 9.004149439501723e-06, + "timestep_mean": 583.25, + "epsilon_norm": 7.42107629776001, + "prediction_norm": 6.910975456237793, + "timestamp": "2025-07-14T12:34:41.290637" + }, + { + "epoch": 1879, + "batch_idx": 160, + "loss": 0.1769605576992035, + "learning_rate": 9.004149439501723e-06, + "timestep_mean": 457.59375, + "epsilon_norm": 8.198896408081055, + "prediction_norm": 7.68765115737915, + "timestamp": "2025-07-14T12:34:41.295761" + }, + { + "epoch": 1879, + "batch_idx": 192, + "loss": 0.15478818118572235, + "learning_rate": 9.004149439501723e-06, + "timestep_mean": 519.5, + "epsilon_norm": 3.175042152404785, + "prediction_norm": 3.0235960483551025, + "timestamp": "2025-07-14T12:34:41.301134" + }, + { + "epoch": 1880, + "batch_idx": 0, + "loss": 0.15708215534687042, + "learning_rate": 8.856374635655634e-06, + "timestep_mean": 567.5625, + "epsilon_norm": 7.674584865570068, + "prediction_norm": 7.086948871612549, + "timestamp": "2025-07-14T12:34:41.306320" + }, + { + "epoch": 1880, + "batch_idx": 32, + "loss": 0.33803093433380127, + "learning_rate": 8.856374635655634e-06, + "timestep_mean": 566.125, + "epsilon_norm": 7.49938440322876, + "prediction_norm": 6.18116569519043, + "timestamp": "2025-07-14T12:34:41.311552" + }, + { + "epoch": 1880, + "batch_idx": 64, + "loss": 0.3018350899219513, + "learning_rate": 8.856374635655634e-06, + "timestep_mean": 470.875, + "epsilon_norm": 8.397826194763184, + "prediction_norm": 7.338483810424805, + "timestamp": "2025-07-14T12:34:41.316882" + }, + { + "epoch": 1880, + "batch_idx": 96, + "loss": 0.1159667819738388, + "learning_rate": 8.856374635655634e-06, + "timestep_mean": 634.96875, + "epsilon_norm": 9.096776962280273, + "prediction_norm": 9.008198738098145, + "timestamp": "2025-07-14T12:34:41.321992" + }, + { + "epoch": 1880, + "batch_idx": 128, + "loss": 0.11553998291492462, + "learning_rate": 8.856374635655634e-06, + "timestep_mean": 500.15625, + "epsilon_norm": 8.201224327087402, + "prediction_norm": 7.717614650726318, + "timestamp": "2025-07-14T12:34:41.327117" + }, + { + "epoch": 1880, + "batch_idx": 160, + "loss": 0.3374597132205963, + "learning_rate": 8.856374635655634e-06, + "timestep_mean": 459.21875, + "epsilon_norm": 8.765495300292969, + "prediction_norm": 6.690089225769043, + "timestamp": "2025-07-14T12:34:41.332222" + }, + { + "epoch": 1880, + "batch_idx": 192, + "loss": 0.11545351147651672, + "learning_rate": 8.856374635655634e-06, + "timestep_mean": 588.5, + "epsilon_norm": 3.2358744144439697, + "prediction_norm": 2.8392109870910645, + "timestamp": "2025-07-14T12:34:41.337362" + }, + { + "epoch": 1881, + "batch_idx": 0, + "loss": 0.19327668845653534, + "learning_rate": 8.709811679882045e-06, + "timestep_mean": 546.53125, + "epsilon_norm": 7.130038261413574, + "prediction_norm": 6.23459529876709, + "timestamp": "2025-07-14T12:34:41.342731" + }, + { + "epoch": 1881, + "batch_idx": 32, + "loss": 0.25434258580207825, + "learning_rate": 8.709811679882045e-06, + "timestep_mean": 515.96875, + "epsilon_norm": 8.747662544250488, + "prediction_norm": 7.7771501541137695, + "timestamp": "2025-07-14T12:34:41.347952" + }, + { + "epoch": 1881, + "batch_idx": 64, + "loss": 0.25077176094055176, + "learning_rate": 8.709811679882045e-06, + "timestep_mean": 610.15625, + "epsilon_norm": 7.896939277648926, + "prediction_norm": 6.801474094390869, + "timestamp": "2025-07-14T12:34:41.353151" + }, + { + "epoch": 1881, + "batch_idx": 96, + "loss": 0.28845450282096863, + "learning_rate": 8.709811679882045e-06, + "timestep_mean": 482.1875, + "epsilon_norm": 7.569952964782715, + "prediction_norm": 6.07760763168335, + "timestamp": "2025-07-14T12:34:41.358513" + }, + { + "epoch": 1881, + "batch_idx": 128, + "loss": 0.2600184381008148, + "learning_rate": 8.709811679882045e-06, + "timestep_mean": 549.6875, + "epsilon_norm": 7.663631916046143, + "prediction_norm": 6.568434715270996, + "timestamp": "2025-07-14T12:34:41.363774" + }, + { + "epoch": 1881, + "batch_idx": 160, + "loss": 0.3591468930244446, + "learning_rate": 8.709811679882045e-06, + "timestep_mean": 506.96875, + "epsilon_norm": 8.242319107055664, + "prediction_norm": 6.535724639892578, + "timestamp": "2025-07-14T12:34:41.368984" + }, + { + "epoch": 1881, + "batch_idx": 192, + "loss": 0.0982041284441948, + "learning_rate": 8.709811679882045e-06, + "timestep_mean": 436.75, + "epsilon_norm": 3.068530559539795, + "prediction_norm": 3.085775136947632, + "timestamp": "2025-07-14T12:34:41.374130" + }, + { + "epoch": 1882, + "batch_idx": 0, + "loss": 0.29010865092277527, + "learning_rate": 8.564460933810407e-06, + "timestep_mean": 487.1875, + "epsilon_norm": 8.104368209838867, + "prediction_norm": 6.465688228607178, + "timestamp": "2025-07-14T12:34:41.379673" + }, + { + "epoch": 1882, + "batch_idx": 32, + "loss": 0.41517162322998047, + "learning_rate": 8.564460933810407e-06, + "timestep_mean": 386.8125, + "epsilon_norm": 8.293036460876465, + "prediction_norm": 6.283744812011719, + "timestamp": "2025-07-14T12:34:41.385287" + }, + { + "epoch": 1882, + "batch_idx": 64, + "loss": 0.29885926842689514, + "learning_rate": 8.564460933810407e-06, + "timestep_mean": 490.03125, + "epsilon_norm": 8.673728942871094, + "prediction_norm": 7.325442314147949, + "timestamp": "2025-07-14T12:34:41.390218" + }, + { + "epoch": 1882, + "batch_idx": 96, + "loss": 0.474489688873291, + "learning_rate": 8.564460933810407e-06, + "timestep_mean": 502.90625, + "epsilon_norm": 8.516277313232422, + "prediction_norm": 6.660519123077393, + "timestamp": "2025-07-14T12:34:41.395255" + }, + { + "epoch": 1882, + "batch_idx": 128, + "loss": 0.2981955409049988, + "learning_rate": 8.564460933810407e-06, + "timestep_mean": 548.0, + "epsilon_norm": 7.231101989746094, + "prediction_norm": 6.175290107727051, + "timestamp": "2025-07-14T12:34:41.400646" + }, + { + "epoch": 1882, + "batch_idx": 160, + "loss": 0.2790576219558716, + "learning_rate": 8.564460933810407e-06, + "timestep_mean": 432.4375, + "epsilon_norm": 7.9298553466796875, + "prediction_norm": 6.964502811431885, + "timestamp": "2025-07-14T12:34:41.405507" + }, + { + "epoch": 1882, + "batch_idx": 192, + "loss": 0.09812119603157043, + "learning_rate": 8.564460933810407e-06, + "timestep_mean": 625.5, + "epsilon_norm": 4.741825580596924, + "prediction_norm": 4.1367082595825195, + "timestamp": "2025-07-14T12:34:41.414683" + }, + { + "epoch": 1883, + "batch_idx": 0, + "loss": 0.23413152992725372, + "learning_rate": 8.420322756079229e-06, + "timestep_mean": 472.4375, + "epsilon_norm": 7.927826881408691, + "prediction_norm": 6.585193157196045, + "timestamp": "2025-07-14T12:34:41.420568" + }, + { + "epoch": 1883, + "batch_idx": 32, + "loss": 0.18022650480270386, + "learning_rate": 8.420322756079229e-06, + "timestep_mean": 558.875, + "epsilon_norm": 7.691162586212158, + "prediction_norm": 6.917625427246094, + "timestamp": "2025-07-14T12:34:41.426139" + }, + { + "epoch": 1883, + "batch_idx": 64, + "loss": 0.2858421504497528, + "learning_rate": 8.420322756079229e-06, + "timestep_mean": 542.125, + "epsilon_norm": 8.666976928710938, + "prediction_norm": 7.279589653015137, + "timestamp": "2025-07-14T12:34:41.431529" + }, + { + "epoch": 1883, + "batch_idx": 96, + "loss": 0.1766391396522522, + "learning_rate": 8.420322756079229e-06, + "timestep_mean": 569.28125, + "epsilon_norm": 7.817995071411133, + "prediction_norm": 6.750916481018066, + "timestamp": "2025-07-14T12:34:41.436869" + }, + { + "epoch": 1883, + "batch_idx": 128, + "loss": 0.2763025164604187, + "learning_rate": 8.420322756079229e-06, + "timestep_mean": 469.46875, + "epsilon_norm": 8.245375633239746, + "prediction_norm": 6.488624095916748, + "timestamp": "2025-07-14T12:34:41.442128" + }, + { + "epoch": 1883, + "batch_idx": 160, + "loss": 0.24460530281066895, + "learning_rate": 8.420322756079229e-06, + "timestep_mean": 493.59375, + "epsilon_norm": 7.561553001403809, + "prediction_norm": 6.250185489654541, + "timestamp": "2025-07-14T12:34:41.447194" + }, + { + "epoch": 1883, + "batch_idx": 192, + "loss": 0.29897773265838623, + "learning_rate": 8.420322756079229e-06, + "timestep_mean": 639.375, + "epsilon_norm": 3.9344706535339355, + "prediction_norm": 3.537684679031372, + "timestamp": "2025-07-14T12:34:41.452508" + }, + { + "epoch": 1884, + "batch_idx": 0, + "loss": 0.3480461537837982, + "learning_rate": 8.277397502335132e-06, + "timestep_mean": 461.875, + "epsilon_norm": 8.503360748291016, + "prediction_norm": 6.787059307098389, + "timestamp": "2025-07-14T12:34:41.457893" + }, + { + "epoch": 1884, + "batch_idx": 32, + "loss": 0.1910267174243927, + "learning_rate": 8.277397502335132e-06, + "timestep_mean": 485.5625, + "epsilon_norm": 7.089483261108398, + "prediction_norm": 5.558108806610107, + "timestamp": "2025-07-14T12:34:41.463231" + }, + { + "epoch": 1884, + "batch_idx": 64, + "loss": 0.30937460064888, + "learning_rate": 8.277397502335132e-06, + "timestep_mean": 466.34375, + "epsilon_norm": 8.059786796569824, + "prediction_norm": 7.172420501708984, + "timestamp": "2025-07-14T12:34:41.468446" + }, + { + "epoch": 1884, + "batch_idx": 96, + "loss": 0.21970778703689575, + "learning_rate": 8.277397502335132e-06, + "timestep_mean": 472.0, + "epsilon_norm": 7.690547943115234, + "prediction_norm": 6.9432053565979, + "timestamp": "2025-07-14T12:34:41.473836" + }, + { + "epoch": 1884, + "batch_idx": 128, + "loss": 0.22410055994987488, + "learning_rate": 8.277397502335132e-06, + "timestep_mean": 563.28125, + "epsilon_norm": 8.800606727600098, + "prediction_norm": 7.837434768676758, + "timestamp": "2025-07-14T12:34:41.479045" + }, + { + "epoch": 1884, + "batch_idx": 160, + "loss": 0.31608983874320984, + "learning_rate": 8.277397502335132e-06, + "timestep_mean": 496.21875, + "epsilon_norm": 7.829258441925049, + "prediction_norm": 6.391182899475098, + "timestamp": "2025-07-14T12:34:41.484436" + }, + { + "epoch": 1884, + "batch_idx": 192, + "loss": 0.3038250207901001, + "learning_rate": 8.277397502335132e-06, + "timestep_mean": 474.125, + "epsilon_norm": 4.2735137939453125, + "prediction_norm": 3.980088710784912, + "timestamp": "2025-07-14T12:34:41.489687" + }, + { + "epoch": 1885, + "batch_idx": 0, + "loss": 0.14942008256912231, + "learning_rate": 8.135685525232077e-06, + "timestep_mean": 573.40625, + "epsilon_norm": 8.44164752960205, + "prediction_norm": 7.682248115539551, + "timestamp": "2025-07-14T12:34:41.494837" + }, + { + "epoch": 1885, + "batch_idx": 32, + "loss": 0.32073259353637695, + "learning_rate": 8.135685525232077e-06, + "timestep_mean": 553.09375, + "epsilon_norm": 7.173622131347656, + "prediction_norm": 5.405455112457275, + "timestamp": "2025-07-14T12:34:41.500245" + }, + { + "epoch": 1885, + "batch_idx": 64, + "loss": 0.23405878245830536, + "learning_rate": 8.135685525232077e-06, + "timestep_mean": 445.125, + "epsilon_norm": 7.883899688720703, + "prediction_norm": 6.72334623336792, + "timestamp": "2025-07-14T12:34:41.505589" + }, + { + "epoch": 1885, + "batch_idx": 96, + "loss": 0.1883769929409027, + "learning_rate": 8.135685525232077e-06, + "timestep_mean": 459.75, + "epsilon_norm": 7.822900295257568, + "prediction_norm": 6.9883713722229, + "timestamp": "2025-07-14T12:34:41.510727" + }, + { + "epoch": 1885, + "batch_idx": 128, + "loss": 0.3139989674091339, + "learning_rate": 8.135685525232077e-06, + "timestep_mean": 598.5625, + "epsilon_norm": 9.897819519042969, + "prediction_norm": 8.517202377319336, + "timestamp": "2025-07-14T12:34:41.515927" + }, + { + "epoch": 1885, + "batch_idx": 160, + "loss": 0.23938670754432678, + "learning_rate": 8.135685525232077e-06, + "timestep_mean": 467.59375, + "epsilon_norm": 7.115323543548584, + "prediction_norm": 5.886315822601318, + "timestamp": "2025-07-14T12:34:41.521279" + }, + { + "epoch": 1885, + "batch_idx": 192, + "loss": 0.09276285767555237, + "learning_rate": 8.135685525232077e-06, + "timestep_mean": 602.5, + "epsilon_norm": 3.425410509109497, + "prediction_norm": 2.5763299465179443, + "timestamp": "2025-07-14T12:34:41.526385" + }, + { + "epoch": 1886, + "batch_idx": 0, + "loss": 0.21423183381557465, + "learning_rate": 7.995187174430146e-06, + "timestep_mean": 518.3125, + "epsilon_norm": 8.863837242126465, + "prediction_norm": 8.334479331970215, + "timestamp": "2025-07-14T12:34:41.531339" + }, + { + "epoch": 1886, + "batch_idx": 32, + "loss": 0.323297381401062, + "learning_rate": 7.995187174430146e-06, + "timestep_mean": 496.625, + "epsilon_norm": 9.359307289123535, + "prediction_norm": 7.661328315734863, + "timestamp": "2025-07-14T12:34:41.536384" + }, + { + "epoch": 1886, + "batch_idx": 64, + "loss": 0.20269788801670074, + "learning_rate": 7.995187174430146e-06, + "timestep_mean": 496.53125, + "epsilon_norm": 7.739684581756592, + "prediction_norm": 6.617312431335449, + "timestamp": "2025-07-14T12:34:41.541517" + }, + { + "epoch": 1886, + "batch_idx": 96, + "loss": 0.3142006993293762, + "learning_rate": 7.995187174430146e-06, + "timestep_mean": 454.53125, + "epsilon_norm": 7.9504923820495605, + "prediction_norm": 6.165183067321777, + "timestamp": "2025-07-14T12:34:41.546495" + }, + { + "epoch": 1886, + "batch_idx": 128, + "loss": 0.17944461107254028, + "learning_rate": 7.995187174430146e-06, + "timestep_mean": 521.28125, + "epsilon_norm": 8.374292373657227, + "prediction_norm": 7.479651927947998, + "timestamp": "2025-07-14T12:34:41.551407" + }, + { + "epoch": 1886, + "batch_idx": 160, + "loss": 0.22727710008621216, + "learning_rate": 7.995187174430146e-06, + "timestep_mean": 531.28125, + "epsilon_norm": 7.8925251960754395, + "prediction_norm": 7.082076549530029, + "timestamp": "2025-07-14T12:34:41.556367" + }, + { + "epoch": 1886, + "batch_idx": 192, + "loss": 0.32088690996170044, + "learning_rate": 7.995187174430146e-06, + "timestep_mean": 649.25, + "epsilon_norm": 5.04754638671875, + "prediction_norm": 4.470005989074707, + "timestamp": "2025-07-14T12:34:41.561370" + }, + { + "epoch": 1887, + "batch_idx": 0, + "loss": 0.1705930083990097, + "learning_rate": 7.855902796595087e-06, + "timestep_mean": 556.65625, + "epsilon_norm": 8.428451538085938, + "prediction_norm": 7.451749324798584, + "timestamp": "2025-07-14T12:34:41.566348" + }, + { + "epoch": 1887, + "batch_idx": 32, + "loss": 0.4373950660228729, + "learning_rate": 7.855902796595087e-06, + "timestep_mean": 437.53125, + "epsilon_norm": 8.339391708374023, + "prediction_norm": 6.968442440032959, + "timestamp": "2025-07-14T12:34:41.571258" + }, + { + "epoch": 1887, + "batch_idx": 64, + "loss": 0.16843228042125702, + "learning_rate": 7.855902796595087e-06, + "timestep_mean": 505.1875, + "epsilon_norm": 7.540419578552246, + "prediction_norm": 6.8949809074401855, + "timestamp": "2025-07-14T12:34:41.576175" + }, + { + "epoch": 1887, + "batch_idx": 96, + "loss": 0.2200789749622345, + "learning_rate": 7.855902796595087e-06, + "timestep_mean": 524.25, + "epsilon_norm": 6.987268924713135, + "prediction_norm": 5.987680435180664, + "timestamp": "2025-07-14T12:34:41.581056" + }, + { + "epoch": 1887, + "batch_idx": 128, + "loss": 0.2248396873474121, + "learning_rate": 7.855902796595087e-06, + "timestep_mean": 461.0, + "epsilon_norm": 6.695306301116943, + "prediction_norm": 6.22911262512207, + "timestamp": "2025-07-14T12:34:41.586177" + }, + { + "epoch": 1887, + "batch_idx": 160, + "loss": 0.4240841269493103, + "learning_rate": 7.855902796595087e-06, + "timestep_mean": 541.9375, + "epsilon_norm": 9.353983879089355, + "prediction_norm": 7.04159688949585, + "timestamp": "2025-07-14T12:34:41.591044" + }, + { + "epoch": 1887, + "batch_idx": 192, + "loss": 0.059164948761463165, + "learning_rate": 7.855902796595087e-06, + "timestep_mean": 526.0, + "epsilon_norm": 4.363019943237305, + "prediction_norm": 4.1225433349609375, + "timestamp": "2025-07-14T12:34:41.596012" + }, + { + "epoch": 1888, + "batch_idx": 0, + "loss": 0.2870473563671112, + "learning_rate": 7.717832735397329e-06, + "timestep_mean": 572.1875, + "epsilon_norm": 8.231761932373047, + "prediction_norm": 7.380682945251465, + "timestamp": "2025-07-14T12:34:41.600914" + }, + { + "epoch": 1888, + "batch_idx": 32, + "loss": 0.3773260712623596, + "learning_rate": 7.717832735397329e-06, + "timestep_mean": 476.90625, + "epsilon_norm": 8.4338960647583, + "prediction_norm": 6.584447383880615, + "timestamp": "2025-07-14T12:34:41.605801" + }, + { + "epoch": 1888, + "batch_idx": 64, + "loss": 0.43266284465789795, + "learning_rate": 7.717832735397329e-06, + "timestep_mean": 484.21875, + "epsilon_norm": 9.630478858947754, + "prediction_norm": 7.904688835144043, + "timestamp": "2025-07-14T12:34:41.610697" + }, + { + "epoch": 1888, + "batch_idx": 96, + "loss": 0.23238058388233185, + "learning_rate": 7.717832735397329e-06, + "timestep_mean": 548.5625, + "epsilon_norm": 8.314435005187988, + "prediction_norm": 7.498410224914551, + "timestamp": "2025-07-14T12:34:41.615572" + }, + { + "epoch": 1888, + "batch_idx": 128, + "loss": 0.2083040177822113, + "learning_rate": 7.717832735397329e-06, + "timestep_mean": 393.71875, + "epsilon_norm": 7.576087474822998, + "prediction_norm": 7.200063228607178, + "timestamp": "2025-07-14T12:34:41.620824" + }, + { + "epoch": 1888, + "batch_idx": 160, + "loss": 0.2961732745170593, + "learning_rate": 7.717832735397329e-06, + "timestep_mean": 401.5625, + "epsilon_norm": 7.299501419067383, + "prediction_norm": 5.335681438446045, + "timestamp": "2025-07-14T12:34:41.625768" + }, + { + "epoch": 1888, + "batch_idx": 192, + "loss": 0.41018781065940857, + "learning_rate": 7.717832735397329e-06, + "timestep_mean": 471.25, + "epsilon_norm": 4.136322498321533, + "prediction_norm": 2.6082515716552734, + "timestamp": "2025-07-14T12:34:41.630730" + }, + { + "epoch": 1889, + "batch_idx": 0, + "loss": 0.4389914274215698, + "learning_rate": 7.5809773315109124e-06, + "timestep_mean": 502.65625, + "epsilon_norm": 8.734020233154297, + "prediction_norm": 7.415491580963135, + "timestamp": "2025-07-14T12:34:41.635595" + }, + { + "epoch": 1889, + "batch_idx": 32, + "loss": 0.21191740036010742, + "learning_rate": 7.5809773315109124e-06, + "timestep_mean": 549.84375, + "epsilon_norm": 7.996020793914795, + "prediction_norm": 7.216774940490723, + "timestamp": "2025-07-14T12:34:41.640959" + }, + { + "epoch": 1889, + "batch_idx": 64, + "loss": 0.19451621174812317, + "learning_rate": 7.5809773315109124e-06, + "timestep_mean": 501.65625, + "epsilon_norm": 8.242616653442383, + "prediction_norm": 7.170653820037842, + "timestamp": "2025-07-14T12:34:41.648903" + }, + { + "epoch": 1889, + "batch_idx": 96, + "loss": 0.212215855717659, + "learning_rate": 7.5809773315109124e-06, + "timestep_mean": 448.46875, + "epsilon_norm": 7.624638557434082, + "prediction_norm": 6.5349860191345215, + "timestamp": "2025-07-14T12:34:41.655890" + }, + { + "epoch": 1889, + "batch_idx": 128, + "loss": 0.35882246494293213, + "learning_rate": 7.5809773315109124e-06, + "timestep_mean": 520.96875, + "epsilon_norm": 7.9368815422058105, + "prediction_norm": 6.62467098236084, + "timestamp": "2025-07-14T12:34:41.663041" + }, + { + "epoch": 1889, + "batch_idx": 160, + "loss": 0.28359246253967285, + "learning_rate": 7.5809773315109124e-06, + "timestep_mean": 519.0625, + "epsilon_norm": 8.413521766662598, + "prediction_norm": 7.481125354766846, + "timestamp": "2025-07-14T12:34:41.668871" + }, + { + "epoch": 1889, + "batch_idx": 192, + "loss": 0.13033027946949005, + "learning_rate": 7.5809773315109124e-06, + "timestep_mean": 630.75, + "epsilon_norm": 4.667896270751953, + "prediction_norm": 4.542691707611084, + "timestamp": "2025-07-14T12:34:41.676090" + }, + { + "epoch": 1890, + "batch_idx": 0, + "loss": 0.4185318946838379, + "learning_rate": 7.44533692261306e-06, + "timestep_mean": 415.5625, + "epsilon_norm": 8.344769477844238, + "prediction_norm": 6.306640148162842, + "timestamp": "2025-07-14T12:34:41.684689" + }, + { + "epoch": 1890, + "batch_idx": 32, + "loss": 0.14990833401679993, + "learning_rate": 7.44533692261306e-06, + "timestep_mean": 529.75, + "epsilon_norm": 6.851566314697266, + "prediction_norm": 6.633533477783203, + "timestamp": "2025-07-14T12:34:41.692843" + }, + { + "epoch": 1890, + "batch_idx": 64, + "loss": 0.39706820249557495, + "learning_rate": 7.44533692261306e-06, + "timestep_mean": 535.625, + "epsilon_norm": 7.581671237945557, + "prediction_norm": 6.2572102546691895, + "timestamp": "2025-07-14T12:34:41.701122" + }, + { + "epoch": 1890, + "batch_idx": 96, + "loss": 0.2769193649291992, + "learning_rate": 7.44533692261306e-06, + "timestep_mean": 464.21875, + "epsilon_norm": 8.158329963684082, + "prediction_norm": 6.7659807205200195, + "timestamp": "2025-07-14T12:34:41.709563" + }, + { + "epoch": 1890, + "batch_idx": 128, + "loss": 0.27425724267959595, + "learning_rate": 7.44533692261306e-06, + "timestep_mean": 417.21875, + "epsilon_norm": 7.672962188720703, + "prediction_norm": 6.343945026397705, + "timestamp": "2025-07-14T12:34:41.718325" + }, + { + "epoch": 1890, + "batch_idx": 160, + "loss": 0.18152230978012085, + "learning_rate": 7.44533692261306e-06, + "timestep_mean": 526.1875, + "epsilon_norm": 6.892884254455566, + "prediction_norm": 6.048654556274414, + "timestamp": "2025-07-14T12:34:41.726839" + }, + { + "epoch": 1890, + "batch_idx": 192, + "loss": 0.065707728266716, + "learning_rate": 7.44533692261306e-06, + "timestep_mean": 641.125, + "epsilon_norm": 3.324619770050049, + "prediction_norm": 3.3428142070770264, + "timestamp": "2025-07-14T12:34:41.735107" + }, + { + "epoch": 1891, + "batch_idx": 0, + "loss": 0.24958613514900208, + "learning_rate": 7.310911843382888e-06, + "timestep_mean": 483.90625, + "epsilon_norm": 7.329514026641846, + "prediction_norm": 6.082942485809326, + "timestamp": "2025-07-14T12:34:41.743404" + }, + { + "epoch": 1891, + "batch_idx": 32, + "loss": 0.22605209052562714, + "learning_rate": 7.310911843382888e-06, + "timestep_mean": 463.53125, + "epsilon_norm": 7.189347267150879, + "prediction_norm": 5.650577068328857, + "timestamp": "2025-07-14T12:34:41.748754" + }, + { + "epoch": 1891, + "batch_idx": 64, + "loss": 0.24871915578842163, + "learning_rate": 7.310911843382888e-06, + "timestep_mean": 556.21875, + "epsilon_norm": 9.091727256774902, + "prediction_norm": 8.322728157043457, + "timestamp": "2025-07-14T12:34:41.753757" + }, + { + "epoch": 1891, + "batch_idx": 96, + "loss": 0.5565429329872131, + "learning_rate": 7.310911843382888e-06, + "timestep_mean": 383.1875, + "epsilon_norm": 9.38929271697998, + "prediction_norm": 6.3275957107543945, + "timestamp": "2025-07-14T12:34:41.758913" + }, + { + "epoch": 1891, + "batch_idx": 128, + "loss": 0.27194032073020935, + "learning_rate": 7.310911843382888e-06, + "timestep_mean": 577.875, + "epsilon_norm": 6.7045488357543945, + "prediction_norm": 5.56247615814209, + "timestamp": "2025-07-14T12:34:41.763836" + }, + { + "epoch": 1891, + "batch_idx": 160, + "loss": 0.2577720880508423, + "learning_rate": 7.310911843382888e-06, + "timestep_mean": 526.0, + "epsilon_norm": 8.43803596496582, + "prediction_norm": 6.773374080657959, + "timestamp": "2025-07-14T12:34:41.768716" + }, + { + "epoch": 1891, + "batch_idx": 192, + "loss": 0.23873601853847504, + "learning_rate": 7.310911843382888e-06, + "timestep_mean": 379.5, + "epsilon_norm": 3.460481643676758, + "prediction_norm": 3.1120235919952393, + "timestamp": "2025-07-14T12:34:41.773668" + }, + { + "epoch": 1892, + "batch_idx": 0, + "loss": 0.18017686903476715, + "learning_rate": 7.17770242550097e-06, + "timestep_mean": 510.125, + "epsilon_norm": 7.360949993133545, + "prediction_norm": 6.07776403427124, + "timestamp": "2025-07-14T12:34:41.778769" + }, + { + "epoch": 1892, + "batch_idx": 32, + "loss": 0.20621493458747864, + "learning_rate": 7.17770242550097e-06, + "timestep_mean": 471.0625, + "epsilon_norm": 8.074825286865234, + "prediction_norm": 6.949571132659912, + "timestamp": "2025-07-14T12:34:41.783753" + }, + { + "epoch": 1892, + "batch_idx": 64, + "loss": 0.18758782744407654, + "learning_rate": 7.17770242550097e-06, + "timestep_mean": 474.375, + "epsilon_norm": 7.677258014678955, + "prediction_norm": 6.708279609680176, + "timestamp": "2025-07-14T12:34:41.788631" + }, + { + "epoch": 1892, + "batch_idx": 96, + "loss": 0.270868182182312, + "learning_rate": 7.17770242550097e-06, + "timestep_mean": 430.3125, + "epsilon_norm": 8.570021629333496, + "prediction_norm": 7.053591728210449, + "timestamp": "2025-07-14T12:34:41.793636" + }, + { + "epoch": 1892, + "batch_idx": 128, + "loss": 0.08890047669410706, + "learning_rate": 7.17770242550097e-06, + "timestep_mean": 531.40625, + "epsilon_norm": 6.856542110443115, + "prediction_norm": 7.39221715927124, + "timestamp": "2025-07-14T12:34:41.798587" + }, + { + "epoch": 1892, + "batch_idx": 160, + "loss": 0.19485163688659668, + "learning_rate": 7.17770242550097e-06, + "timestep_mean": 586.84375, + "epsilon_norm": 8.993791580200195, + "prediction_norm": 7.899975299835205, + "timestamp": "2025-07-14T12:34:41.803688" + }, + { + "epoch": 1892, + "batch_idx": 192, + "loss": 0.273555725812912, + "learning_rate": 7.17770242550097e-06, + "timestep_mean": 476.625, + "epsilon_norm": 4.109697341918945, + "prediction_norm": 3.128185749053955, + "timestamp": "2025-07-14T12:34:41.809039" + }, + { + "epoch": 1893, + "batch_idx": 0, + "loss": 0.2362539917230606, + "learning_rate": 7.0457089976483305e-06, + "timestep_mean": 466.0, + "epsilon_norm": 8.845440864562988, + "prediction_norm": 7.311246395111084, + "timestamp": "2025-07-14T12:34:41.814344" + }, + { + "epoch": 1893, + "batch_idx": 32, + "loss": 0.13301169872283936, + "learning_rate": 7.0457089976483305e-06, + "timestep_mean": 550.25, + "epsilon_norm": 7.396791934967041, + "prediction_norm": 7.022275447845459, + "timestamp": "2025-07-14T12:34:41.819587" + }, + { + "epoch": 1893, + "batch_idx": 64, + "loss": 0.3458700180053711, + "learning_rate": 7.0457089976483305e-06, + "timestep_mean": 430.21875, + "epsilon_norm": 7.050683498382568, + "prediction_norm": 5.495182514190674, + "timestamp": "2025-07-14T12:34:41.824635" + }, + { + "epoch": 1893, + "batch_idx": 96, + "loss": 0.29029756784439087, + "learning_rate": 7.0457089976483305e-06, + "timestep_mean": 475.21875, + "epsilon_norm": 8.839693069458008, + "prediction_norm": 7.458855628967285, + "timestamp": "2025-07-14T12:34:41.829998" + }, + { + "epoch": 1893, + "batch_idx": 128, + "loss": 0.21087849140167236, + "learning_rate": 7.0457089976483305e-06, + "timestep_mean": 498.59375, + "epsilon_norm": 7.454607963562012, + "prediction_norm": 6.493418216705322, + "timestamp": "2025-07-14T12:34:41.835100" + }, + { + "epoch": 1893, + "batch_idx": 160, + "loss": 0.19485829770565033, + "learning_rate": 7.0457089976483305e-06, + "timestep_mean": 536.1875, + "epsilon_norm": 7.245543479919434, + "prediction_norm": 6.6657586097717285, + "timestamp": "2025-07-14T12:34:41.840189" + }, + { + "epoch": 1893, + "batch_idx": 192, + "loss": 0.30433595180511475, + "learning_rate": 7.0457089976483305e-06, + "timestep_mean": 400.875, + "epsilon_norm": 3.948014259338379, + "prediction_norm": 3.5137038230895996, + "timestamp": "2025-07-14T12:34:41.845496" + }, + { + "epoch": 1894, + "batch_idx": 0, + "loss": 0.13578060269355774, + "learning_rate": 6.914931885505565e-06, + "timestep_mean": 531.28125, + "epsilon_norm": 8.679097175598145, + "prediction_norm": 8.18687915802002, + "timestamp": "2025-07-14T12:34:41.850784" + }, + { + "epoch": 1894, + "batch_idx": 32, + "loss": 0.21182671189308167, + "learning_rate": 6.914931885505565e-06, + "timestep_mean": 565.125, + "epsilon_norm": 8.39451789855957, + "prediction_norm": 7.777559280395508, + "timestamp": "2025-07-14T12:34:41.856030" + }, + { + "epoch": 1894, + "batch_idx": 64, + "loss": 0.37095165252685547, + "learning_rate": 6.914931885505565e-06, + "timestep_mean": 511.15625, + "epsilon_norm": 7.374745845794678, + "prediction_norm": 5.485284805297852, + "timestamp": "2025-07-14T12:34:41.861187" + }, + { + "epoch": 1894, + "batch_idx": 96, + "loss": 0.3925844430923462, + "learning_rate": 6.914931885505565e-06, + "timestep_mean": 442.6875, + "epsilon_norm": 8.104804992675781, + "prediction_norm": 6.550858020782471, + "timestamp": "2025-07-14T12:34:41.866407" + }, + { + "epoch": 1894, + "batch_idx": 128, + "loss": 0.33095771074295044, + "learning_rate": 6.914931885505565e-06, + "timestep_mean": 412.75, + "epsilon_norm": 7.738679885864258, + "prediction_norm": 5.50143575668335, + "timestamp": "2025-07-14T12:34:41.871762" + }, + { + "epoch": 1894, + "batch_idx": 160, + "loss": 0.3212004601955414, + "learning_rate": 6.914931885505565e-06, + "timestep_mean": 500.03125, + "epsilon_norm": 7.808022975921631, + "prediction_norm": 6.481400489807129, + "timestamp": "2025-07-14T12:34:41.876933" + }, + { + "epoch": 1894, + "batch_idx": 192, + "loss": 0.39674413204193115, + "learning_rate": 6.914931885505565e-06, + "timestep_mean": 402.625, + "epsilon_norm": 3.6968820095062256, + "prediction_norm": 2.595134973526001, + "timestamp": "2025-07-14T12:34:41.882123" + }, + { + "epoch": 1895, + "batch_idx": 0, + "loss": 0.25795984268188477, + "learning_rate": 6.785371411752278e-06, + "timestep_mean": 463.21875, + "epsilon_norm": 8.650259017944336, + "prediction_norm": 7.430866718292236, + "timestamp": "2025-07-14T12:34:41.887416" + }, + { + "epoch": 1895, + "batch_idx": 32, + "loss": 0.48771384358406067, + "learning_rate": 6.785371411752278e-06, + "timestep_mean": 433.65625, + "epsilon_norm": 7.742679595947266, + "prediction_norm": 5.972393035888672, + "timestamp": "2025-07-14T12:34:41.892623" + }, + { + "epoch": 1895, + "batch_idx": 64, + "loss": 0.3533897399902344, + "learning_rate": 6.785371411752278e-06, + "timestep_mean": 525.6875, + "epsilon_norm": 8.204599380493164, + "prediction_norm": 6.814288139343262, + "timestamp": "2025-07-14T12:34:41.897928" + }, + { + "epoch": 1895, + "batch_idx": 96, + "loss": 0.15258735418319702, + "learning_rate": 6.785371411752278e-06, + "timestep_mean": 500.8125, + "epsilon_norm": 6.955279350280762, + "prediction_norm": 5.882668495178223, + "timestamp": "2025-07-14T12:34:41.903358" + }, + { + "epoch": 1895, + "batch_idx": 128, + "loss": 0.3334065079689026, + "learning_rate": 6.785371411752278e-06, + "timestep_mean": 451.6875, + "epsilon_norm": 7.838384628295898, + "prediction_norm": 6.6807098388671875, + "timestamp": "2025-07-14T12:34:41.908665" + }, + { + "epoch": 1895, + "batch_idx": 160, + "loss": 0.33139199018478394, + "learning_rate": 6.785371411752278e-06, + "timestep_mean": 549.59375, + "epsilon_norm": 9.577784538269043, + "prediction_norm": 8.084513664245605, + "timestamp": "2025-07-14T12:34:41.913923" + }, + { + "epoch": 1895, + "batch_idx": 192, + "loss": 0.35746535658836365, + "learning_rate": 6.785371411752278e-06, + "timestep_mean": 528.875, + "epsilon_norm": 5.412156105041504, + "prediction_norm": 4.411736488342285, + "timestamp": "2025-07-14T12:34:41.919232" + }, + { + "epoch": 1896, + "batch_idx": 0, + "loss": 0.33902156352996826, + "learning_rate": 6.657027896065976e-06, + "timestep_mean": 459.03125, + "epsilon_norm": 7.549813270568848, + "prediction_norm": 6.101493835449219, + "timestamp": "2025-07-14T12:34:41.924449" + }, + { + "epoch": 1896, + "batch_idx": 32, + "loss": 0.5303951501846313, + "learning_rate": 6.657027896065976e-06, + "timestep_mean": 484.78125, + "epsilon_norm": 8.518925666809082, + "prediction_norm": 6.3484673500061035, + "timestamp": "2025-07-14T12:34:41.929705" + }, + { + "epoch": 1896, + "batch_idx": 64, + "loss": 0.2752467095851898, + "learning_rate": 6.657027896065976e-06, + "timestep_mean": 455.875, + "epsilon_norm": 7.604826927185059, + "prediction_norm": 6.3166375160217285, + "timestamp": "2025-07-14T12:34:41.934870" + }, + { + "epoch": 1896, + "batch_idx": 96, + "loss": 0.2754451334476471, + "learning_rate": 6.657027896065976e-06, + "timestep_mean": 577.25, + "epsilon_norm": 7.653967380523682, + "prediction_norm": 6.2450666427612305, + "timestamp": "2025-07-14T12:34:41.940195" + }, + { + "epoch": 1896, + "batch_idx": 128, + "loss": 0.2871997356414795, + "learning_rate": 6.657027896065976e-06, + "timestep_mean": 440.28125, + "epsilon_norm": 7.858771800994873, + "prediction_norm": 6.875267505645752, + "timestamp": "2025-07-14T12:34:41.945603" + }, + { + "epoch": 1896, + "batch_idx": 160, + "loss": 0.39251065254211426, + "learning_rate": 6.657027896065976e-06, + "timestep_mean": 608.0625, + "epsilon_norm": 8.566692352294922, + "prediction_norm": 7.260283470153809, + "timestamp": "2025-07-14T12:34:41.950920" + }, + { + "epoch": 1896, + "batch_idx": 192, + "loss": 0.47499099373817444, + "learning_rate": 6.657027896065976e-06, + "timestep_mean": 391.625, + "epsilon_norm": 3.662409543991089, + "prediction_norm": 2.76499605178833, + "timestamp": "2025-07-14T12:34:41.956064" + }, + { + "epoch": 1897, + "batch_idx": 0, + "loss": 0.14895419776439667, + "learning_rate": 6.5299016551215676e-06, + "timestep_mean": 516.8125, + "epsilon_norm": 7.997678756713867, + "prediction_norm": 7.480092525482178, + "timestamp": "2025-07-14T12:34:41.961394" + }, + { + "epoch": 1897, + "batch_idx": 32, + "loss": 0.19151188433170319, + "learning_rate": 6.5299016551215676e-06, + "timestep_mean": 483.65625, + "epsilon_norm": 6.880548477172852, + "prediction_norm": 6.209927082061768, + "timestamp": "2025-07-14T12:34:41.966596" + }, + { + "epoch": 1897, + "batch_idx": 64, + "loss": 0.11203092336654663, + "learning_rate": 6.5299016551215676e-06, + "timestep_mean": 658.875, + "epsilon_norm": 7.13536262512207, + "prediction_norm": 6.621290683746338, + "timestamp": "2025-07-14T12:34:41.972007" + }, + { + "epoch": 1897, + "batch_idx": 96, + "loss": 0.44073909521102905, + "learning_rate": 6.5299016551215676e-06, + "timestep_mean": 443.46875, + "epsilon_norm": 8.302855491638184, + "prediction_norm": 6.663424015045166, + "timestamp": "2025-07-14T12:34:41.977328" + }, + { + "epoch": 1897, + "batch_idx": 128, + "loss": 0.29344642162323, + "learning_rate": 6.5299016551215676e-06, + "timestep_mean": 512.59375, + "epsilon_norm": 7.474947452545166, + "prediction_norm": 5.863072395324707, + "timestamp": "2025-07-14T12:34:41.982608" + }, + { + "epoch": 1897, + "batch_idx": 160, + "loss": 0.34725669026374817, + "learning_rate": 6.5299016551215676e-06, + "timestep_mean": 484.75, + "epsilon_norm": 7.366328716278076, + "prediction_norm": 6.792011260986328, + "timestamp": "2025-07-14T12:34:41.987841" + }, + { + "epoch": 1897, + "batch_idx": 192, + "loss": 0.08958449959754944, + "learning_rate": 6.5299016551215676e-06, + "timestep_mean": 620.5, + "epsilon_norm": 3.8606746196746826, + "prediction_norm": 3.418029546737671, + "timestamp": "2025-07-14T12:34:41.993448" + }, + { + "epoch": 1898, + "batch_idx": 0, + "loss": 0.31090760231018066, + "learning_rate": 6.40399300259042e-06, + "timestep_mean": 523.34375, + "epsilon_norm": 8.808966636657715, + "prediction_norm": 7.647948741912842, + "timestamp": "2025-07-14T12:34:41.999012" + }, + { + "epoch": 1898, + "batch_idx": 32, + "loss": 0.36092257499694824, + "learning_rate": 6.40399300259042e-06, + "timestep_mean": 490.46875, + "epsilon_norm": 8.610419273376465, + "prediction_norm": 6.948950290679932, + "timestamp": "2025-07-14T12:34:42.004438" + }, + { + "epoch": 1898, + "batch_idx": 64, + "loss": 0.13280627131462097, + "learning_rate": 6.40399300259042e-06, + "timestep_mean": 530.71875, + "epsilon_norm": 6.698441028594971, + "prediction_norm": 6.234650135040283, + "timestamp": "2025-07-14T12:34:42.009657" + }, + { + "epoch": 1898, + "batch_idx": 96, + "loss": 0.35191610455513, + "learning_rate": 6.40399300259042e-06, + "timestep_mean": 515.125, + "epsilon_norm": 7.475752830505371, + "prediction_norm": 6.161675453186035, + "timestamp": "2025-07-14T12:34:42.014922" + }, + { + "epoch": 1898, + "batch_idx": 128, + "loss": 0.24215425550937653, + "learning_rate": 6.40399300259042e-06, + "timestep_mean": 425.65625, + "epsilon_norm": 7.315523624420166, + "prediction_norm": 6.3411078453063965, + "timestamp": "2025-07-14T12:34:42.020223" + }, + { + "epoch": 1898, + "batch_idx": 160, + "loss": 0.38529255986213684, + "learning_rate": 6.40399300259042e-06, + "timestep_mean": 494.875, + "epsilon_norm": 9.563043594360352, + "prediction_norm": 8.20794677734375, + "timestamp": "2025-07-14T12:34:42.025694" + }, + { + "epoch": 1898, + "batch_idx": 192, + "loss": 0.05988935008645058, + "learning_rate": 6.40399300259042e-06, + "timestep_mean": 662.5, + "epsilon_norm": 3.6498844623565674, + "prediction_norm": 3.91825532913208, + "timestamp": "2025-07-14T12:34:42.030983" + }, + { + "epoch": 1899, + "batch_idx": 0, + "loss": 0.3141797184944153, + "learning_rate": 6.27930224913958e-06, + "timestep_mean": 523.6875, + "epsilon_norm": 7.486595630645752, + "prediction_norm": 6.797840595245361, + "timestamp": "2025-07-14T12:34:42.036309" + }, + { + "epoch": 1899, + "batch_idx": 32, + "loss": 0.17960435152053833, + "learning_rate": 6.27930224913958e-06, + "timestep_mean": 550.84375, + "epsilon_norm": 8.045489311218262, + "prediction_norm": 7.825177192687988, + "timestamp": "2025-07-14T12:34:42.041916" + }, + { + "epoch": 1899, + "batch_idx": 64, + "loss": 0.3213236629962921, + "learning_rate": 6.27930224913958e-06, + "timestep_mean": 486.75, + "epsilon_norm": 7.79669189453125, + "prediction_norm": 6.7921857833862305, + "timestamp": "2025-07-14T12:34:42.047114" + }, + { + "epoch": 1899, + "batch_idx": 96, + "loss": 0.26812487840652466, + "learning_rate": 6.27930224913958e-06, + "timestep_mean": 553.5, + "epsilon_norm": 9.286873817443848, + "prediction_norm": 8.018320083618164, + "timestamp": "2025-07-14T12:34:42.052347" + }, + { + "epoch": 1899, + "batch_idx": 128, + "loss": 0.2091996967792511, + "learning_rate": 6.27930224913958e-06, + "timestep_mean": 541.78125, + "epsilon_norm": 7.601563930511475, + "prediction_norm": 6.687368869781494, + "timestamp": "2025-07-14T12:34:42.057698" + }, + { + "epoch": 1899, + "batch_idx": 160, + "loss": 0.2794865369796753, + "learning_rate": 6.27930224913958e-06, + "timestep_mean": 458.5, + "epsilon_norm": 8.307843208312988, + "prediction_norm": 7.020252227783203, + "timestamp": "2025-07-14T12:34:42.062910" + }, + { + "epoch": 1899, + "batch_idx": 192, + "loss": 0.14691373705863953, + "learning_rate": 6.27930224913958e-06, + "timestep_mean": 666.625, + "epsilon_norm": 3.7596793174743652, + "prediction_norm": 3.2461764812469482, + "timestamp": "2025-07-14T12:34:42.068131" + }, + { + "epoch": 1900, + "batch_idx": 0, + "loss": 0.16363824903964996, + "learning_rate": 6.155829702431166e-06, + "timestep_mean": 543.4375, + "epsilon_norm": 7.801756858825684, + "prediction_norm": 7.197507381439209, + "timestamp": "2025-07-14T12:34:42.073447" + }, + { + "epoch": 1900, + "batch_idx": 32, + "loss": 0.3235752284526825, + "learning_rate": 6.155829702431166e-06, + "timestep_mean": 396.0625, + "epsilon_norm": 8.345961570739746, + "prediction_norm": 6.663557529449463, + "timestamp": "2025-07-14T12:34:42.078777" + }, + { + "epoch": 1900, + "batch_idx": 64, + "loss": 0.30712711811065674, + "learning_rate": 6.155829702431166e-06, + "timestep_mean": 596.25, + "epsilon_norm": 9.898770332336426, + "prediction_norm": 8.722530364990234, + "timestamp": "2025-07-14T12:34:42.084026" + }, + { + "epoch": 1900, + "batch_idx": 96, + "loss": 0.17648489773273468, + "learning_rate": 6.155829702431166e-06, + "timestep_mean": 541.0625, + "epsilon_norm": 8.879485130310059, + "prediction_norm": 8.297233581542969, + "timestamp": "2025-07-14T12:34:42.089154" + }, + { + "epoch": 1900, + "batch_idx": 128, + "loss": 0.26919907331466675, + "learning_rate": 6.155829702431166e-06, + "timestep_mean": 440.15625, + "epsilon_norm": 7.830406665802002, + "prediction_norm": 6.52759313583374, + "timestamp": "2025-07-14T12:34:42.094412" + }, + { + "epoch": 1900, + "batch_idx": 160, + "loss": 0.26542165875434875, + "learning_rate": 6.155829702431166e-06, + "timestep_mean": 543.21875, + "epsilon_norm": 8.204425811767578, + "prediction_norm": 7.433422088623047, + "timestamp": "2025-07-14T12:34:42.099482" + }, + { + "epoch": 1900, + "batch_idx": 192, + "loss": 0.20986081659793854, + "learning_rate": 6.155829702431166e-06, + "timestep_mean": 614.5, + "epsilon_norm": 4.52095890045166, + "prediction_norm": 3.942950487136841, + "timestamp": "2025-07-14T12:34:42.104458" + }, + { + "epoch": 1901, + "batch_idx": 0, + "loss": 0.25799012184143066, + "learning_rate": 6.033575667121311e-06, + "timestep_mean": 493.6875, + "epsilon_norm": 7.049064636230469, + "prediction_norm": 5.539182662963867, + "timestamp": "2025-07-14T12:34:42.109421" + }, + { + "epoch": 1901, + "batch_idx": 32, + "loss": 0.36755257844924927, + "learning_rate": 6.033575667121311e-06, + "timestep_mean": 470.46875, + "epsilon_norm": 9.133746147155762, + "prediction_norm": 7.8147196769714355, + "timestamp": "2025-07-14T12:34:42.114371" + }, + { + "epoch": 1901, + "batch_idx": 64, + "loss": 0.3006249666213989, + "learning_rate": 6.033575667121311e-06, + "timestep_mean": 519.25, + "epsilon_norm": 7.726807594299316, + "prediction_norm": 6.621826171875, + "timestamp": "2025-07-14T12:34:42.119374" + }, + { + "epoch": 1901, + "batch_idx": 96, + "loss": 0.4575330913066864, + "learning_rate": 6.033575667121311e-06, + "timestep_mean": 429.78125, + "epsilon_norm": 8.776663780212402, + "prediction_norm": 6.668286323547363, + "timestamp": "2025-07-14T12:34:42.124278" + }, + { + "epoch": 1901, + "batch_idx": 128, + "loss": 0.28661438822746277, + "learning_rate": 6.033575667121311e-06, + "timestep_mean": 460.4375, + "epsilon_norm": 9.012290954589844, + "prediction_norm": 7.802873134613037, + "timestamp": "2025-07-14T12:34:42.129437" + }, + { + "epoch": 1901, + "batch_idx": 160, + "loss": 0.4898865818977356, + "learning_rate": 6.033575667121311e-06, + "timestep_mean": 464.5, + "epsilon_norm": 9.104433059692383, + "prediction_norm": 7.535834312438965, + "timestamp": "2025-07-14T12:34:42.136129" + }, + { + "epoch": 1901, + "batch_idx": 192, + "loss": 0.121254563331604, + "learning_rate": 6.033575667121311e-06, + "timestep_mean": 433.125, + "epsilon_norm": 3.2918894290924072, + "prediction_norm": 3.34667706489563, + "timestamp": "2025-07-14T12:34:42.145748" + }, + { + "epoch": 1902, + "batch_idx": 0, + "loss": 0.3779411315917969, + "learning_rate": 5.912540444859778e-06, + "timestep_mean": 470.375, + "epsilon_norm": 8.322596549987793, + "prediction_norm": 7.101415157318115, + "timestamp": "2025-07-14T12:34:42.152441" + }, + { + "epoch": 1902, + "batch_idx": 32, + "loss": 0.22488215565681458, + "learning_rate": 5.912540444859778e-06, + "timestep_mean": 502.15625, + "epsilon_norm": 8.454890251159668, + "prediction_norm": 7.069794178009033, + "timestamp": "2025-07-14T12:34:42.162823" + }, + { + "epoch": 1902, + "batch_idx": 64, + "loss": 0.3810589611530304, + "learning_rate": 5.912540444859778e-06, + "timestep_mean": 523.875, + "epsilon_norm": 7.260622501373291, + "prediction_norm": 6.127142906188965, + "timestamp": "2025-07-14T12:34:42.168536" + }, + { + "epoch": 1902, + "batch_idx": 96, + "loss": 0.18130230903625488, + "learning_rate": 5.912540444859778e-06, + "timestep_mean": 568.34375, + "epsilon_norm": 7.106733798980713, + "prediction_norm": 6.021853923797607, + "timestamp": "2025-07-14T12:34:42.176516" + }, + { + "epoch": 1902, + "batch_idx": 128, + "loss": 0.3319169878959656, + "learning_rate": 5.912540444859778e-06, + "timestep_mean": 489.28125, + "epsilon_norm": 9.22216796875, + "prediction_norm": 8.067996978759766, + "timestamp": "2025-07-14T12:34:42.184841" + }, + { + "epoch": 1902, + "batch_idx": 160, + "loss": 0.21878227591514587, + "learning_rate": 5.912540444859778e-06, + "timestep_mean": 554.03125, + "epsilon_norm": 8.046357154846191, + "prediction_norm": 7.270139217376709, + "timestamp": "2025-07-14T12:34:42.193031" + }, + { + "epoch": 1902, + "batch_idx": 192, + "loss": 0.5418988466262817, + "learning_rate": 5.912540444859778e-06, + "timestep_mean": 571.375, + "epsilon_norm": 4.681345462799072, + "prediction_norm": 3.228053569793701, + "timestamp": "2025-07-14T12:34:42.201532" + }, + { + "epoch": 1903, + "batch_idx": 0, + "loss": 0.20593610405921936, + "learning_rate": 5.792724334288842e-06, + "timestep_mean": 507.125, + "epsilon_norm": 7.5958075523376465, + "prediction_norm": 6.964325428009033, + "timestamp": "2025-07-14T12:34:42.209830" + }, + { + "epoch": 1903, + "batch_idx": 32, + "loss": 0.3459465503692627, + "learning_rate": 5.792724334288842e-06, + "timestep_mean": 479.0625, + "epsilon_norm": 8.279266357421875, + "prediction_norm": 6.717780113220215, + "timestamp": "2025-07-14T12:34:42.218363" + }, + { + "epoch": 1903, + "batch_idx": 64, + "loss": 0.19006115198135376, + "learning_rate": 5.792724334288842e-06, + "timestep_mean": 539.40625, + "epsilon_norm": 7.960151672363281, + "prediction_norm": 7.130730628967285, + "timestamp": "2025-07-14T12:34:42.226530" + }, + { + "epoch": 1903, + "batch_idx": 96, + "loss": 0.24651861190795898, + "learning_rate": 5.792724334288842e-06, + "timestep_mean": 484.5625, + "epsilon_norm": 7.626413345336914, + "prediction_norm": 6.321782112121582, + "timestamp": "2025-07-14T12:34:42.235091" + }, + { + "epoch": 1903, + "batch_idx": 128, + "loss": 0.12492148578166962, + "learning_rate": 5.792724334288842e-06, + "timestep_mean": 534.125, + "epsilon_norm": 7.377566814422607, + "prediction_norm": 7.141049385070801, + "timestamp": "2025-07-14T12:34:42.243229" + }, + { + "epoch": 1903, + "batch_idx": 160, + "loss": 0.2782934904098511, + "learning_rate": 5.792724334288842e-06, + "timestep_mean": 506.65625, + "epsilon_norm": 9.106588363647461, + "prediction_norm": 7.762170314788818, + "timestamp": "2025-07-14T12:34:42.248445" + }, + { + "epoch": 1903, + "batch_idx": 192, + "loss": 0.14261724054813385, + "learning_rate": 5.792724334288842e-06, + "timestep_mean": 472.125, + "epsilon_norm": 3.5963563919067383, + "prediction_norm": 3.6006176471710205, + "timestamp": "2025-07-14T12:34:42.253521" + }, + { + "epoch": 1904, + "batch_idx": 0, + "loss": 0.31385964155197144, + "learning_rate": 5.67412763104302e-06, + "timestep_mean": 508.65625, + "epsilon_norm": 8.6102294921875, + "prediction_norm": 7.518414497375488, + "timestamp": "2025-07-14T12:34:42.258517" + }, + { + "epoch": 1904, + "batch_idx": 32, + "loss": 0.20801609754562378, + "learning_rate": 5.67412763104302e-06, + "timestep_mean": 611.9375, + "epsilon_norm": 7.552566051483154, + "prediction_norm": 7.124107360839844, + "timestamp": "2025-07-14T12:34:42.263474" + }, + { + "epoch": 1904, + "batch_idx": 64, + "loss": 0.4374379813671112, + "learning_rate": 5.67412763104302e-06, + "timestep_mean": 450.9375, + "epsilon_norm": 8.493718147277832, + "prediction_norm": 6.787600517272949, + "timestamp": "2025-07-14T12:34:42.268408" + }, + { + "epoch": 1904, + "batch_idx": 96, + "loss": 0.5219046473503113, + "learning_rate": 5.67412763104302e-06, + "timestep_mean": 455.21875, + "epsilon_norm": 9.007513046264648, + "prediction_norm": 7.205790042877197, + "timestamp": "2025-07-14T12:34:42.273371" + }, + { + "epoch": 1904, + "batch_idx": 128, + "loss": 0.2121160477399826, + "learning_rate": 5.67412763104302e-06, + "timestep_mean": 557.34375, + "epsilon_norm": 8.58008861541748, + "prediction_norm": 7.444865703582764, + "timestamp": "2025-07-14T12:34:42.278314" + }, + { + "epoch": 1904, + "batch_idx": 160, + "loss": 0.10953167825937271, + "learning_rate": 5.67412763104302e-06, + "timestep_mean": 552.375, + "epsilon_norm": 7.9298906326293945, + "prediction_norm": 6.976239204406738, + "timestamp": "2025-07-14T12:34:42.283126" + }, + { + "epoch": 1904, + "batch_idx": 192, + "loss": 1.1695328950881958, + "learning_rate": 5.67412763104302e-06, + "timestep_mean": 455.75, + "epsilon_norm": 5.018395900726318, + "prediction_norm": 2.8098948001861572, + "timestamp": "2025-07-14T12:34:42.288147" + }, + { + "epoch": 1905, + "batch_idx": 0, + "loss": 0.35832035541534424, + "learning_rate": 5.556750627747738e-06, + "timestep_mean": 476.25, + "epsilon_norm": 7.805478572845459, + "prediction_norm": 5.924813747406006, + "timestamp": "2025-07-14T12:34:42.293158" + }, + { + "epoch": 1905, + "batch_idx": 32, + "loss": 0.17743754386901855, + "learning_rate": 5.556750627747738e-06, + "timestep_mean": 477.96875, + "epsilon_norm": 7.204558372497559, + "prediction_norm": 6.381577491760254, + "timestamp": "2025-07-14T12:34:42.298020" + }, + { + "epoch": 1905, + "batch_idx": 64, + "loss": 0.2608630061149597, + "learning_rate": 5.556750627747738e-06, + "timestep_mean": 530.0625, + "epsilon_norm": 6.577473163604736, + "prediction_norm": 5.912991046905518, + "timestamp": "2025-07-14T12:34:42.302943" + }, + { + "epoch": 1905, + "batch_idx": 96, + "loss": 0.5102514624595642, + "learning_rate": 5.556750627747738e-06, + "timestep_mean": 342.9375, + "epsilon_norm": 7.727057456970215, + "prediction_norm": 5.389781951904297, + "timestamp": "2025-07-14T12:34:42.307758" + }, + { + "epoch": 1905, + "batch_idx": 128, + "loss": 0.3607932925224304, + "learning_rate": 5.556750627747738e-06, + "timestep_mean": 443.875, + "epsilon_norm": 8.330510139465332, + "prediction_norm": 6.268224716186523, + "timestamp": "2025-07-14T12:34:42.312708" + }, + { + "epoch": 1905, + "batch_idx": 160, + "loss": 0.2171674370765686, + "learning_rate": 5.556750627747738e-06, + "timestep_mean": 488.71875, + "epsilon_norm": 7.906017780303955, + "prediction_norm": 7.377419471740723, + "timestamp": "2025-07-14T12:34:42.317709" + }, + { + "epoch": 1905, + "batch_idx": 192, + "loss": 0.6962167024612427, + "learning_rate": 5.556750627747738e-06, + "timestep_mean": 328.5, + "epsilon_norm": 4.683807849884033, + "prediction_norm": 3.1899147033691406, + "timestamp": "2025-07-14T12:34:42.322679" + }, + { + "epoch": 1906, + "batch_idx": 0, + "loss": 0.2643622159957886, + "learning_rate": 5.440593614019103e-06, + "timestep_mean": 515.53125, + "epsilon_norm": 8.016637802124023, + "prediction_norm": 6.975675582885742, + "timestamp": "2025-07-14T12:34:42.327669" + }, + { + "epoch": 1906, + "batch_idx": 32, + "loss": 0.2804332971572876, + "learning_rate": 5.440593614019103e-06, + "timestep_mean": 497.375, + "epsilon_norm": 7.831543922424316, + "prediction_norm": 6.229954242706299, + "timestamp": "2025-07-14T12:34:42.332652" + }, + { + "epoch": 1906, + "batch_idx": 64, + "loss": 0.3912310302257538, + "learning_rate": 5.440593614019103e-06, + "timestep_mean": 461.78125, + "epsilon_norm": 7.980278968811035, + "prediction_norm": 6.534953594207764, + "timestamp": "2025-07-14T12:34:42.337705" + }, + { + "epoch": 1906, + "batch_idx": 96, + "loss": 0.30729085206985474, + "learning_rate": 5.440593614019103e-06, + "timestep_mean": 507.3125, + "epsilon_norm": 8.128609657287598, + "prediction_norm": 7.089573860168457, + "timestamp": "2025-07-14T12:34:42.342761" + }, + { + "epoch": 1906, + "batch_idx": 128, + "loss": 0.14573076367378235, + "learning_rate": 5.440593614019103e-06, + "timestep_mean": 432.84375, + "epsilon_norm": 7.010446071624756, + "prediction_norm": 5.924368858337402, + "timestamp": "2025-07-14T12:34:42.347802" + }, + { + "epoch": 1906, + "batch_idx": 160, + "loss": 0.32967060804367065, + "learning_rate": 5.440593614019103e-06, + "timestep_mean": 559.375, + "epsilon_norm": 8.558460235595703, + "prediction_norm": 6.612114906311035, + "timestamp": "2025-07-14T12:34:42.352832" + }, + { + "epoch": 1906, + "batch_idx": 192, + "loss": 0.3255382776260376, + "learning_rate": 5.440593614019103e-06, + "timestep_mean": 365.5, + "epsilon_norm": 5.29570198059082, + "prediction_norm": 3.6831111907958984, + "timestamp": "2025-07-14T12:34:42.357893" + }, + { + "epoch": 1907, + "batch_idx": 0, + "loss": 0.3006526827812195, + "learning_rate": 5.325656876463077e-06, + "timestep_mean": 488.84375, + "epsilon_norm": 7.967274188995361, + "prediction_norm": 6.43173885345459, + "timestamp": "2025-07-14T12:34:42.362972" + }, + { + "epoch": 1907, + "batch_idx": 32, + "loss": 0.3793262243270874, + "learning_rate": 5.325656876463077e-06, + "timestep_mean": 553.28125, + "epsilon_norm": 8.716242790222168, + "prediction_norm": 7.065490245819092, + "timestamp": "2025-07-14T12:34:42.367933" + }, + { + "epoch": 1907, + "batch_idx": 64, + "loss": 0.5704323053359985, + "learning_rate": 5.325656876463077e-06, + "timestep_mean": 448.03125, + "epsilon_norm": 9.350358009338379, + "prediction_norm": 6.851324558258057, + "timestamp": "2025-07-14T12:34:42.372942" + }, + { + "epoch": 1907, + "batch_idx": 96, + "loss": 0.2117086797952652, + "learning_rate": 5.325656876463077e-06, + "timestep_mean": 491.25, + "epsilon_norm": 7.531093597412109, + "prediction_norm": 6.659614562988281, + "timestamp": "2025-07-14T12:34:42.377962" + }, + { + "epoch": 1907, + "batch_idx": 128, + "loss": 0.22653429210186005, + "learning_rate": 5.325656876463077e-06, + "timestep_mean": 539.90625, + "epsilon_norm": 7.875741004943848, + "prediction_norm": 7.00611686706543, + "timestamp": "2025-07-14T12:34:42.382964" + }, + { + "epoch": 1907, + "batch_idx": 160, + "loss": 0.4475456476211548, + "learning_rate": 5.325656876463077e-06, + "timestep_mean": 384.8125, + "epsilon_norm": 7.991042613983154, + "prediction_norm": 6.357922077178955, + "timestamp": "2025-07-14T12:34:42.388105" + }, + { + "epoch": 1907, + "batch_idx": 192, + "loss": 0.8200858235359192, + "learning_rate": 5.325656876463077e-06, + "timestep_mean": 429.875, + "epsilon_norm": 4.2205810546875, + "prediction_norm": 3.1794919967651367, + "timestamp": "2025-07-14T12:34:42.393049" + }, + { + "epoch": 1908, + "batch_idx": 0, + "loss": 0.26023000478744507, + "learning_rate": 5.211940698674529e-06, + "timestep_mean": 486.90625, + "epsilon_norm": 8.295284271240234, + "prediction_norm": 7.036609649658203, + "timestamp": "2025-07-14T12:34:42.398076" + }, + { + "epoch": 1908, + "batch_idx": 32, + "loss": 0.27887195348739624, + "learning_rate": 5.211940698674529e-06, + "timestep_mean": 500.90625, + "epsilon_norm": 7.719479084014893, + "prediction_norm": 6.539682865142822, + "timestamp": "2025-07-14T12:34:42.403101" + }, + { + "epoch": 1908, + "batch_idx": 64, + "loss": 0.2471752017736435, + "learning_rate": 5.211940698674529e-06, + "timestep_mean": 453.75, + "epsilon_norm": 8.42479419708252, + "prediction_norm": 7.772783279418945, + "timestamp": "2025-07-14T12:34:42.408022" + }, + { + "epoch": 1908, + "batch_idx": 96, + "loss": 0.458894819021225, + "learning_rate": 5.211940698674529e-06, + "timestep_mean": 451.6875, + "epsilon_norm": 7.957695484161377, + "prediction_norm": 6.458933353424072, + "timestamp": "2025-07-14T12:34:42.413088" + }, + { + "epoch": 1908, + "batch_idx": 128, + "loss": 0.23619569838047028, + "learning_rate": 5.211940698674529e-06, + "timestep_mean": 529.34375, + "epsilon_norm": 7.924575328826904, + "prediction_norm": 7.492354393005371, + "timestamp": "2025-07-14T12:34:42.418213" + }, + { + "epoch": 1908, + "batch_idx": 160, + "loss": 0.2511286735534668, + "learning_rate": 5.211940698674529e-06, + "timestep_mean": 547.5, + "epsilon_norm": 7.367002487182617, + "prediction_norm": 7.110994338989258, + "timestamp": "2025-07-14T12:34:42.423285" + }, + { + "epoch": 1908, + "batch_idx": 192, + "loss": 0.13704578578472137, + "learning_rate": 5.211940698674529e-06, + "timestep_mean": 649.0, + "epsilon_norm": 4.401965618133545, + "prediction_norm": 4.403068542480469, + "timestamp": "2025-07-14T12:34:42.428332" + }, + { + "epoch": 1909, + "batch_idx": 0, + "loss": 0.1659294068813324, + "learning_rate": 5.099445361236905e-06, + "timestep_mean": 503.84375, + "epsilon_norm": 7.703479290008545, + "prediction_norm": 6.80750036239624, + "timestamp": "2025-07-14T12:34:42.433308" + }, + { + "epoch": 1909, + "batch_idx": 32, + "loss": 0.18831057846546173, + "learning_rate": 5.099445361236905e-06, + "timestep_mean": 500.1875, + "epsilon_norm": 8.686592102050781, + "prediction_norm": 7.502437591552734, + "timestamp": "2025-07-14T12:34:42.438528" + }, + { + "epoch": 1909, + "batch_idx": 64, + "loss": 0.28442007303237915, + "learning_rate": 5.099445361236905e-06, + "timestep_mean": 424.53125, + "epsilon_norm": 7.70266580581665, + "prediction_norm": 6.111457824707031, + "timestamp": "2025-07-14T12:34:42.443555" + }, + { + "epoch": 1909, + "batch_idx": 96, + "loss": 0.32227402925491333, + "learning_rate": 5.099445361236905e-06, + "timestep_mean": 528.46875, + "epsilon_norm": 8.974853515625, + "prediction_norm": 7.433964729309082, + "timestamp": "2025-07-14T12:34:42.448552" + }, + { + "epoch": 1909, + "batch_idx": 128, + "loss": 0.25938844680786133, + "learning_rate": 5.099445361236905e-06, + "timestep_mean": 463.4375, + "epsilon_norm": 6.72471284866333, + "prediction_norm": 5.364940166473389, + "timestamp": "2025-07-14T12:34:42.453554" + }, + { + "epoch": 1909, + "batch_idx": 160, + "loss": 0.24828937649726868, + "learning_rate": 5.099445361236905e-06, + "timestep_mean": 478.25, + "epsilon_norm": 8.100378036499023, + "prediction_norm": 6.790594577789307, + "timestamp": "2025-07-14T12:34:42.458760" + }, + { + "epoch": 1909, + "batch_idx": 192, + "loss": 0.35423704981803894, + "learning_rate": 5.099445361236905e-06, + "timestep_mean": 447.125, + "epsilon_norm": 3.8752315044403076, + "prediction_norm": 3.2398364543914795, + "timestamp": "2025-07-14T12:34:42.463817" + }, + { + "epoch": 1910, + "batch_idx": 0, + "loss": 0.2252216339111328, + "learning_rate": 4.9881711417212276e-06, + "timestep_mean": 457.25, + "epsilon_norm": 7.469618797302246, + "prediction_norm": 6.081935882568359, + "timestamp": "2025-07-14T12:34:42.468808" + }, + { + "epoch": 1910, + "batch_idx": 32, + "loss": 0.1697162389755249, + "learning_rate": 4.9881711417212276e-06, + "timestep_mean": 483.1875, + "epsilon_norm": 8.007553100585938, + "prediction_norm": 7.250198841094971, + "timestamp": "2025-07-14T12:34:42.473800" + }, + { + "epoch": 1910, + "batch_idx": 64, + "loss": 0.639228343963623, + "learning_rate": 4.9881711417212276e-06, + "timestep_mean": 479.65625, + "epsilon_norm": 8.359545707702637, + "prediction_norm": 5.566743850708008, + "timestamp": "2025-07-14T12:34:42.478782" + }, + { + "epoch": 1910, + "batch_idx": 96, + "loss": 0.3446817994117737, + "learning_rate": 4.9881711417212276e-06, + "timestep_mean": 500.125, + "epsilon_norm": 7.576459884643555, + "prediction_norm": 6.398875713348389, + "timestamp": "2025-07-14T12:34:42.483752" + }, + { + "epoch": 1910, + "batch_idx": 128, + "loss": 0.46177709102630615, + "learning_rate": 4.9881711417212276e-06, + "timestep_mean": 514.09375, + "epsilon_norm": 8.820595741271973, + "prediction_norm": 6.230193138122559, + "timestamp": "2025-07-14T12:34:42.488791" + }, + { + "epoch": 1910, + "batch_idx": 160, + "loss": 0.20509041845798492, + "learning_rate": 4.9881711417212276e-06, + "timestep_mean": 526.5625, + "epsilon_norm": 7.794910907745361, + "prediction_norm": 6.607020378112793, + "timestamp": "2025-07-14T12:34:42.493676" + }, + { + "epoch": 1910, + "batch_idx": 192, + "loss": 0.39772504568099976, + "learning_rate": 4.9881711417212276e-06, + "timestep_mean": 282.0, + "epsilon_norm": 3.31429386138916, + "prediction_norm": 2.148998498916626, + "timestamp": "2025-07-14T12:34:42.498643" + }, + { + "epoch": 1911, + "batch_idx": 0, + "loss": 0.28886091709136963, + "learning_rate": 4.8781183146855945e-06, + "timestep_mean": 512.3125, + "epsilon_norm": 8.037446022033691, + "prediction_norm": 6.487035751342773, + "timestamp": "2025-07-14T12:34:42.503614" + }, + { + "epoch": 1911, + "batch_idx": 32, + "loss": 0.3631107211112976, + "learning_rate": 4.8781183146855945e-06, + "timestep_mean": 472.21875, + "epsilon_norm": 8.469212532043457, + "prediction_norm": 6.593048572540283, + "timestamp": "2025-07-14T12:34:42.508648" + }, + { + "epoch": 1911, + "batch_idx": 64, + "loss": 0.17299243807792664, + "learning_rate": 4.8781183146855945e-06, + "timestep_mean": 520.59375, + "epsilon_norm": 7.292473316192627, + "prediction_norm": 6.250752925872803, + "timestamp": "2025-07-14T12:34:42.513550" + }, + { + "epoch": 1911, + "batch_idx": 96, + "loss": 0.26884907484054565, + "learning_rate": 4.8781183146855945e-06, + "timestep_mean": 519.28125, + "epsilon_norm": 8.398755073547363, + "prediction_norm": 7.1470465660095215, + "timestamp": "2025-07-14T12:34:42.518599" + }, + { + "epoch": 1911, + "batch_idx": 128, + "loss": 0.24316343665122986, + "learning_rate": 4.8781183146855945e-06, + "timestep_mean": 559.0625, + "epsilon_norm": 8.230711936950684, + "prediction_norm": 7.3031415939331055, + "timestamp": "2025-07-14T12:34:42.523587" + }, + { + "epoch": 1911, + "batch_idx": 160, + "loss": 0.2246653139591217, + "learning_rate": 4.8781183146855945e-06, + "timestep_mean": 473.5, + "epsilon_norm": 7.451703071594238, + "prediction_norm": 6.48445463180542, + "timestamp": "2025-07-14T12:34:42.528556" + }, + { + "epoch": 1911, + "batch_idx": 192, + "loss": 0.9058220982551575, + "learning_rate": 4.8781183146855945e-06, + "timestep_mean": 438.375, + "epsilon_norm": 5.386992454528809, + "prediction_norm": 3.166400671005249, + "timestamp": "2025-07-14T12:34:42.533659" + }, + { + "epoch": 1912, + "batch_idx": 0, + "loss": 0.18868927657604218, + "learning_rate": 4.769287151674403e-06, + "timestep_mean": 485.3125, + "epsilon_norm": 7.275522708892822, + "prediction_norm": 6.230983734130859, + "timestamp": "2025-07-14T12:34:42.538918" + }, + { + "epoch": 1912, + "batch_idx": 32, + "loss": 0.26452064514160156, + "learning_rate": 4.769287151674403e-06, + "timestep_mean": 477.53125, + "epsilon_norm": 8.6912260055542, + "prediction_norm": 6.9163594245910645, + "timestamp": "2025-07-14T12:34:42.544017" + }, + { + "epoch": 1912, + "batch_idx": 64, + "loss": 0.13976018130779266, + "learning_rate": 4.769287151674403e-06, + "timestep_mean": 457.1875, + "epsilon_norm": 8.788368225097656, + "prediction_norm": 7.951175212860107, + "timestamp": "2025-07-14T12:34:42.549022" + }, + { + "epoch": 1912, + "batch_idx": 96, + "loss": 0.5422068238258362, + "learning_rate": 4.769287151674403e-06, + "timestep_mean": 419.15625, + "epsilon_norm": 8.76608657836914, + "prediction_norm": 6.0892109870910645, + "timestamp": "2025-07-14T12:34:42.554049" + }, + { + "epoch": 1912, + "batch_idx": 128, + "loss": 0.16508573293685913, + "learning_rate": 4.769287151674403e-06, + "timestep_mean": 455.125, + "epsilon_norm": 7.305854797363281, + "prediction_norm": 6.534869194030762, + "timestamp": "2025-07-14T12:34:42.559113" + }, + { + "epoch": 1912, + "batch_idx": 160, + "loss": 0.1537906378507614, + "learning_rate": 4.769287151674403e-06, + "timestep_mean": 482.8125, + "epsilon_norm": 7.368716239929199, + "prediction_norm": 6.292943477630615, + "timestamp": "2025-07-14T12:34:42.564100" + }, + { + "epoch": 1912, + "batch_idx": 192, + "loss": 0.24039553105831146, + "learning_rate": 4.769287151674403e-06, + "timestep_mean": 558.125, + "epsilon_norm": 3.830193042755127, + "prediction_norm": 3.3289661407470703, + "timestamp": "2025-07-14T12:34:42.569213" + }, + { + "epoch": 1913, + "batch_idx": 0, + "loss": 0.24744319915771484, + "learning_rate": 4.661677921217741e-06, + "timestep_mean": 556.0625, + "epsilon_norm": 8.508980751037598, + "prediction_norm": 7.702327251434326, + "timestamp": "2025-07-14T12:34:42.574260" + }, + { + "epoch": 1913, + "batch_idx": 32, + "loss": 0.15948647260665894, + "learning_rate": 4.661677921217741e-06, + "timestep_mean": 553.40625, + "epsilon_norm": 8.100505828857422, + "prediction_norm": 7.151559352874756, + "timestamp": "2025-07-14T12:34:42.579281" + }, + { + "epoch": 1913, + "batch_idx": 64, + "loss": 0.2508876621723175, + "learning_rate": 4.661677921217741e-06, + "timestep_mean": 516.53125, + "epsilon_norm": 7.152407646179199, + "prediction_norm": 6.1089863777160645, + "timestamp": "2025-07-14T12:34:42.584324" + }, + { + "epoch": 1913, + "batch_idx": 96, + "loss": 0.39271843433380127, + "learning_rate": 4.661677921217741e-06, + "timestep_mean": 446.09375, + "epsilon_norm": 8.744247436523438, + "prediction_norm": 6.442684650421143, + "timestamp": "2025-07-14T12:34:42.589210" + }, + { + "epoch": 1913, + "batch_idx": 128, + "loss": 0.25198894739151, + "learning_rate": 4.661677921217741e-06, + "timestep_mean": 486.40625, + "epsilon_norm": 7.393856048583984, + "prediction_norm": 6.058929443359375, + "timestamp": "2025-07-14T12:34:42.594210" + }, + { + "epoch": 1913, + "batch_idx": 160, + "loss": 0.4241970181465149, + "learning_rate": 4.661677921217741e-06, + "timestep_mean": 535.375, + "epsilon_norm": 8.252153396606445, + "prediction_norm": 6.676215171813965, + "timestamp": "2025-07-14T12:34:42.599163" + }, + { + "epoch": 1913, + "batch_idx": 192, + "loss": 0.03443995118141174, + "learning_rate": 4.661677921217741e-06, + "timestep_mean": 514.5, + "epsilon_norm": 3.016436815261841, + "prediction_norm": 2.9960877895355225, + "timestamp": "2025-07-14T12:34:42.604152" + }, + { + "epoch": 1914, + "batch_idx": 0, + "loss": 0.3119719922542572, + "learning_rate": 4.5552908888306626e-06, + "timestep_mean": 597.71875, + "epsilon_norm": 7.702636241912842, + "prediction_norm": 6.352717876434326, + "timestamp": "2025-07-14T12:34:42.609130" + }, + { + "epoch": 1914, + "batch_idx": 32, + "loss": 0.3296612501144409, + "learning_rate": 4.5552908888306626e-06, + "timestep_mean": 531.1875, + "epsilon_norm": 7.379698276519775, + "prediction_norm": 6.08026647567749, + "timestamp": "2025-07-14T12:34:42.614043" + }, + { + "epoch": 1914, + "batch_idx": 64, + "loss": 0.21459557116031647, + "learning_rate": 4.5552908888306626e-06, + "timestep_mean": 477.65625, + "epsilon_norm": 7.470785617828369, + "prediction_norm": 6.376856327056885, + "timestamp": "2025-07-14T12:34:42.619074" + }, + { + "epoch": 1914, + "batch_idx": 96, + "loss": 0.3077200949192047, + "learning_rate": 4.5552908888306626e-06, + "timestep_mean": 436.21875, + "epsilon_norm": 7.454492092132568, + "prediction_norm": 6.07625150680542, + "timestamp": "2025-07-14T12:34:42.624063" + }, + { + "epoch": 1914, + "batch_idx": 128, + "loss": 0.2053304761648178, + "learning_rate": 4.5552908888306626e-06, + "timestep_mean": 487.28125, + "epsilon_norm": 7.906077861785889, + "prediction_norm": 6.911592960357666, + "timestamp": "2025-07-14T12:34:42.629222" + }, + { + "epoch": 1914, + "batch_idx": 160, + "loss": 0.2363073229789734, + "learning_rate": 4.5552908888306626e-06, + "timestep_mean": 469.375, + "epsilon_norm": 7.879138946533203, + "prediction_norm": 6.891229152679443, + "timestamp": "2025-07-14T12:34:42.634540" + }, + { + "epoch": 1914, + "batch_idx": 192, + "loss": 0.0741250216960907, + "learning_rate": 4.5552908888306626e-06, + "timestep_mean": 597.0, + "epsilon_norm": 3.669933319091797, + "prediction_norm": 3.37349009513855, + "timestamp": "2025-07-14T12:34:42.639752" + }, + { + "epoch": 1915, + "batch_idx": 0, + "loss": 0.16362135112285614, + "learning_rate": 4.450126317012635e-06, + "timestep_mean": 506.09375, + "epsilon_norm": 7.795411586761475, + "prediction_norm": 7.273276329040527, + "timestamp": "2025-07-14T12:34:42.645088" + }, + { + "epoch": 1915, + "batch_idx": 32, + "loss": 0.3231056034564972, + "learning_rate": 4.450126317012635e-06, + "timestep_mean": 459.375, + "epsilon_norm": 8.252425193786621, + "prediction_norm": 6.8898024559021, + "timestamp": "2025-07-14T12:34:42.650486" + }, + { + "epoch": 1915, + "batch_idx": 64, + "loss": 0.19797539710998535, + "learning_rate": 4.450126317012635e-06, + "timestep_mean": 436.5625, + "epsilon_norm": 6.9858903884887695, + "prediction_norm": 5.817180156707764, + "timestamp": "2025-07-14T12:34:42.655718" + }, + { + "epoch": 1915, + "batch_idx": 96, + "loss": 0.30118080973625183, + "learning_rate": 4.450126317012635e-06, + "timestep_mean": 491.09375, + "epsilon_norm": 7.437389850616455, + "prediction_norm": 6.310254096984863, + "timestamp": "2025-07-14T12:34:42.661037" + }, + { + "epoch": 1915, + "batch_idx": 128, + "loss": 0.3035612106323242, + "learning_rate": 4.450126317012635e-06, + "timestep_mean": 439.96875, + "epsilon_norm": 7.542760848999023, + "prediction_norm": 5.793447971343994, + "timestamp": "2025-07-14T12:34:42.668426" + }, + { + "epoch": 1915, + "batch_idx": 160, + "loss": 0.12979596853256226, + "learning_rate": 4.450126317012635e-06, + "timestep_mean": 545.3125, + "epsilon_norm": 7.569006443023682, + "prediction_norm": 6.9643378257751465, + "timestamp": "2025-07-14T12:34:42.681441" + }, + { + "epoch": 1915, + "batch_idx": 192, + "loss": 0.09495534002780914, + "learning_rate": 4.450126317012635e-06, + "timestep_mean": 462.625, + "epsilon_norm": 3.8747386932373047, + "prediction_norm": 3.5909056663513184, + "timestamp": "2025-07-14T12:34:42.689776" + }, + { + "epoch": 1916, + "batch_idx": 0, + "loss": 0.2070103883743286, + "learning_rate": 4.346184465246703e-06, + "timestep_mean": 454.3125, + "epsilon_norm": 8.05824089050293, + "prediction_norm": 7.482696533203125, + "timestamp": "2025-07-14T12:34:42.697260" + }, + { + "epoch": 1916, + "batch_idx": 32, + "loss": 0.1995326280593872, + "learning_rate": 4.346184465246703e-06, + "timestep_mean": 521.53125, + "epsilon_norm": 7.8062052726745605, + "prediction_norm": 6.763145446777344, + "timestamp": "2025-07-14T12:34:42.705783" + }, + { + "epoch": 1916, + "batch_idx": 64, + "loss": 0.3018195629119873, + "learning_rate": 4.346184465246703e-06, + "timestep_mean": 458.34375, + "epsilon_norm": 7.415359973907471, + "prediction_norm": 6.070179462432861, + "timestamp": "2025-07-14T12:34:42.713826" + }, + { + "epoch": 1916, + "batch_idx": 96, + "loss": 0.2800747752189636, + "learning_rate": 4.346184465246703e-06, + "timestep_mean": 468.5, + "epsilon_norm": 8.177419662475586, + "prediction_norm": 7.3451104164123535, + "timestamp": "2025-07-14T12:34:42.722156" + }, + { + "epoch": 1916, + "batch_idx": 128, + "loss": 0.297235906124115, + "learning_rate": 4.346184465246703e-06, + "timestep_mean": 548.125, + "epsilon_norm": 8.488121032714844, + "prediction_norm": 7.296253204345703, + "timestamp": "2025-07-14T12:34:42.730561" + }, + { + "epoch": 1916, + "batch_idx": 160, + "loss": 0.2270793616771698, + "learning_rate": 4.346184465246703e-06, + "timestep_mean": 502.6875, + "epsilon_norm": 9.230774879455566, + "prediction_norm": 7.645852565765381, + "timestamp": "2025-07-14T12:34:42.738970" + }, + { + "epoch": 1916, + "batch_idx": 192, + "loss": 0.16186559200286865, + "learning_rate": 4.346184465246703e-06, + "timestep_mean": 286.0, + "epsilon_norm": 2.1155903339385986, + "prediction_norm": 2.607175827026367, + "timestamp": "2025-07-14T12:34:42.744737" + }, + { + "epoch": 1917, + "batch_idx": 0, + "loss": 0.10369117558002472, + "learning_rate": 4.243465589999161e-06, + "timestep_mean": 500.25, + "epsilon_norm": 7.899139404296875, + "prediction_norm": 7.550563335418701, + "timestamp": "2025-07-14T12:34:42.751720" + }, + { + "epoch": 1917, + "batch_idx": 32, + "loss": 0.33829450607299805, + "learning_rate": 4.243465589999161e-06, + "timestep_mean": 439.71875, + "epsilon_norm": 7.9826765060424805, + "prediction_norm": 6.310491561889648, + "timestamp": "2025-07-14T12:34:42.760098" + }, + { + "epoch": 1917, + "batch_idx": 64, + "loss": 0.15737037360668182, + "learning_rate": 4.243465589999161e-06, + "timestep_mean": 510.25, + "epsilon_norm": 7.130926132202148, + "prediction_norm": 6.451333045959473, + "timestamp": "2025-07-14T12:34:42.767376" + }, + { + "epoch": 1917, + "batch_idx": 96, + "loss": 0.23589298129081726, + "learning_rate": 4.243465589999161e-06, + "timestep_mean": 463.5625, + "epsilon_norm": 7.4653472900390625, + "prediction_norm": 6.086507320404053, + "timestamp": "2025-07-14T12:34:42.772558" + }, + { + "epoch": 1917, + "batch_idx": 128, + "loss": 0.21399271488189697, + "learning_rate": 4.243465589999161e-06, + "timestep_mean": 554.6875, + "epsilon_norm": 7.568730354309082, + "prediction_norm": 7.082009792327881, + "timestamp": "2025-07-14T12:34:42.777603" + }, + { + "epoch": 1917, + "batch_idx": 160, + "loss": 0.3333006203174591, + "learning_rate": 4.243465589999161e-06, + "timestep_mean": 459.9375, + "epsilon_norm": 8.254761695861816, + "prediction_norm": 6.656735420227051, + "timestamp": "2025-07-14T12:34:42.782762" + }, + { + "epoch": 1917, + "batch_idx": 192, + "loss": 0.9240422248840332, + "learning_rate": 4.243465589999161e-06, + "timestep_mean": 443.375, + "epsilon_norm": 4.6617231369018555, + "prediction_norm": 2.693939685821533, + "timestamp": "2025-07-14T12:34:42.788144" + }, + { + "epoch": 1918, + "batch_idx": 0, + "loss": 0.24948738515377045, + "learning_rate": 4.141969944718602e-06, + "timestep_mean": 466.28125, + "epsilon_norm": 9.154248237609863, + "prediction_norm": 8.532666206359863, + "timestamp": "2025-07-14T12:34:42.793305" + }, + { + "epoch": 1918, + "batch_idx": 32, + "loss": 0.3044300973415375, + "learning_rate": 4.141969944718602e-06, + "timestep_mean": 481.34375, + "epsilon_norm": 8.710041999816895, + "prediction_norm": 7.390567302703857, + "timestamp": "2025-07-14T12:34:42.798447" + }, + { + "epoch": 1918, + "batch_idx": 64, + "loss": 0.19323775172233582, + "learning_rate": 4.141969944718602e-06, + "timestep_mean": 414.5625, + "epsilon_norm": 7.770254135131836, + "prediction_norm": 7.302525043487549, + "timestamp": "2025-07-14T12:34:42.803780" + }, + { + "epoch": 1918, + "batch_idx": 96, + "loss": 0.42598289251327515, + "learning_rate": 4.141969944718602e-06, + "timestep_mean": 486.28125, + "epsilon_norm": 8.935993194580078, + "prediction_norm": 7.531770706176758, + "timestamp": "2025-07-14T12:34:42.808881" + }, + { + "epoch": 1918, + "batch_idx": 128, + "loss": 0.17700088024139404, + "learning_rate": 4.141969944718602e-06, + "timestep_mean": 544.6875, + "epsilon_norm": 9.372901916503906, + "prediction_norm": 8.614901542663574, + "timestamp": "2025-07-14T12:34:42.813808" + }, + { + "epoch": 1918, + "batch_idx": 160, + "loss": 0.19320949912071228, + "learning_rate": 4.141969944718602e-06, + "timestep_mean": 562.75, + "epsilon_norm": 8.283011436462402, + "prediction_norm": 7.734041690826416, + "timestamp": "2025-07-14T12:34:42.818862" + }, + { + "epoch": 1918, + "batch_idx": 192, + "loss": 0.11074677109718323, + "learning_rate": 4.141969944718602e-06, + "timestep_mean": 431.0, + "epsilon_norm": 4.253142833709717, + "prediction_norm": 3.4855167865753174, + "timestamp": "2025-07-14T12:34:42.824005" + }, + { + "epoch": 1919, + "batch_idx": 0, + "loss": 0.20041900873184204, + "learning_rate": 4.041697779835371e-06, + "timestep_mean": 562.625, + "epsilon_norm": 8.993093490600586, + "prediction_norm": 7.974074840545654, + "timestamp": "2025-07-14T12:34:42.829152" + }, + { + "epoch": 1919, + "batch_idx": 32, + "loss": 0.23544850945472717, + "learning_rate": 4.041697779835371e-06, + "timestep_mean": 515.53125, + "epsilon_norm": 7.724827766418457, + "prediction_norm": 6.8132643699646, + "timestamp": "2025-07-14T12:34:42.834376" + }, + { + "epoch": 1919, + "batch_idx": 64, + "loss": 0.282371461391449, + "learning_rate": 4.041697779835371e-06, + "timestep_mean": 547.5625, + "epsilon_norm": 8.084966659545898, + "prediction_norm": 6.9037184715271, + "timestamp": "2025-07-14T12:34:42.839566" + }, + { + "epoch": 1919, + "batch_idx": 96, + "loss": 0.22020024061203003, + "learning_rate": 4.041697779835371e-06, + "timestep_mean": 463.96875, + "epsilon_norm": 7.481311798095703, + "prediction_norm": 6.562958717346191, + "timestamp": "2025-07-14T12:34:42.844711" + }, + { + "epoch": 1919, + "batch_idx": 128, + "loss": 0.44208598136901855, + "learning_rate": 4.041697779835371e-06, + "timestep_mean": 454.65625, + "epsilon_norm": 8.24719524383545, + "prediction_norm": 5.9301228523254395, + "timestamp": "2025-07-14T12:34:42.849913" + }, + { + "epoch": 1919, + "batch_idx": 160, + "loss": 0.28380897641181946, + "learning_rate": 4.041697779835371e-06, + "timestep_mean": 514.625, + "epsilon_norm": 8.71210765838623, + "prediction_norm": 7.347795486450195, + "timestamp": "2025-07-14T12:34:42.855289" + }, + { + "epoch": 1919, + "batch_idx": 192, + "loss": 0.13856935501098633, + "learning_rate": 4.041697779835371e-06, + "timestep_mean": 408.375, + "epsilon_norm": 4.369637489318848, + "prediction_norm": 4.152362823486328, + "timestamp": "2025-07-14T12:34:42.860563" + }, + { + "epoch": 1920, + "batch_idx": 0, + "loss": 0.2600606679916382, + "learning_rate": 3.942649342761115e-06, + "timestep_mean": 483.5625, + "epsilon_norm": 8.34726333618164, + "prediction_norm": 7.332704544067383, + "timestamp": "2025-07-14T12:34:42.865729" + }, + { + "epoch": 1920, + "batch_idx": 32, + "loss": 0.3300129175186157, + "learning_rate": 3.942649342761115e-06, + "timestep_mean": 611.0, + "epsilon_norm": 8.661091804504395, + "prediction_norm": 7.669384956359863, + "timestamp": "2025-07-14T12:34:42.871241" + }, + { + "epoch": 1920, + "batch_idx": 64, + "loss": 0.2439180612564087, + "learning_rate": 3.942649342761115e-06, + "timestep_mean": 583.65625, + "epsilon_norm": 8.139872550964355, + "prediction_norm": 7.038259983062744, + "timestamp": "2025-07-14T12:34:42.876599" + }, + { + "epoch": 1920, + "batch_idx": 96, + "loss": 0.27299967408180237, + "learning_rate": 3.942649342761115e-06, + "timestep_mean": 461.875, + "epsilon_norm": 7.624603748321533, + "prediction_norm": 6.208322525024414, + "timestamp": "2025-07-14T12:34:42.881738" + }, + { + "epoch": 1920, + "batch_idx": 128, + "loss": 0.24483221769332886, + "learning_rate": 3.942649342761115e-06, + "timestep_mean": 603.375, + "epsilon_norm": 8.304946899414062, + "prediction_norm": 7.432772159576416, + "timestamp": "2025-07-14T12:34:42.887037" + }, + { + "epoch": 1920, + "batch_idx": 160, + "loss": 0.421041876077652, + "learning_rate": 3.942649342761115e-06, + "timestep_mean": 425.0625, + "epsilon_norm": 8.453968048095703, + "prediction_norm": 7.070036888122559, + "timestamp": "2025-07-14T12:34:42.892306" + }, + { + "epoch": 1920, + "batch_idx": 192, + "loss": 0.3507419526576996, + "learning_rate": 3.942649342761115e-06, + "timestep_mean": 533.5, + "epsilon_norm": 3.5989797115325928, + "prediction_norm": 2.060199737548828, + "timestamp": "2025-07-14T12:34:42.897458" + }, + { + "epoch": 1921, + "batch_idx": 0, + "loss": 0.26921918988227844, + "learning_rate": 3.844824877888006e-06, + "timestep_mean": 471.65625, + "epsilon_norm": 8.259227752685547, + "prediction_norm": 7.057325839996338, + "timestamp": "2025-07-14T12:34:42.902763" + }, + { + "epoch": 1921, + "batch_idx": 32, + "loss": 0.31267082691192627, + "learning_rate": 3.844824877888006e-06, + "timestep_mean": 398.75, + "epsilon_norm": 7.781026840209961, + "prediction_norm": 6.414089679718018, + "timestamp": "2025-07-14T12:34:42.907941" + }, + { + "epoch": 1921, + "batch_idx": 64, + "loss": 0.20662225782871246, + "learning_rate": 3.844824877888006e-06, + "timestep_mean": 558.03125, + "epsilon_norm": 8.200617790222168, + "prediction_norm": 7.222513198852539, + "timestamp": "2025-07-14T12:34:42.913222" + }, + { + "epoch": 1921, + "batch_idx": 96, + "loss": 0.304615318775177, + "learning_rate": 3.844824877888006e-06, + "timestep_mean": 465.8125, + "epsilon_norm": 8.430489540100098, + "prediction_norm": 6.462454795837402, + "timestamp": "2025-07-14T12:34:42.918561" + }, + { + "epoch": 1921, + "batch_idx": 128, + "loss": 0.4078575372695923, + "learning_rate": 3.844824877888006e-06, + "timestep_mean": 493.5, + "epsilon_norm": 8.511960983276367, + "prediction_norm": 7.0834879875183105, + "timestamp": "2025-07-14T12:34:42.923667" + }, + { + "epoch": 1921, + "batch_idx": 160, + "loss": 0.3334527015686035, + "learning_rate": 3.844824877888006e-06, + "timestep_mean": 476.78125, + "epsilon_norm": 8.21883487701416, + "prediction_norm": 6.23752498626709, + "timestamp": "2025-07-14T12:34:42.928935" + }, + { + "epoch": 1921, + "batch_idx": 192, + "loss": 0.22958698868751526, + "learning_rate": 3.844824877888006e-06, + "timestep_mean": 472.625, + "epsilon_norm": 4.037782669067383, + "prediction_norm": 3.0701215267181396, + "timestamp": "2025-07-14T12:34:42.934477" + }, + { + "epoch": 1922, + "batch_idx": 0, + "loss": 0.2408672571182251, + "learning_rate": 3.748224626588134e-06, + "timestep_mean": 599.09375, + "epsilon_norm": 7.926501274108887, + "prediction_norm": 6.9642863273620605, + "timestamp": "2025-07-14T12:34:42.939878" + }, + { + "epoch": 1922, + "batch_idx": 32, + "loss": 0.4465595483779907, + "learning_rate": 3.748224626588134e-06, + "timestep_mean": 442.90625, + "epsilon_norm": 6.897182464599609, + "prediction_norm": 4.912117958068848, + "timestamp": "2025-07-14T12:34:42.945986" + }, + { + "epoch": 1922, + "batch_idx": 64, + "loss": 0.32115638256073, + "learning_rate": 3.748224626588134e-06, + "timestep_mean": 445.25, + "epsilon_norm": 7.4762701988220215, + "prediction_norm": 5.787322521209717, + "timestamp": "2025-07-14T12:34:42.951480" + }, + { + "epoch": 1922, + "batch_idx": 96, + "loss": 0.2880792021751404, + "learning_rate": 3.748224626588134e-06, + "timestep_mean": 525.09375, + "epsilon_norm": 7.743659496307373, + "prediction_norm": 6.701501846313477, + "timestamp": "2025-07-14T12:34:42.962265" + }, + { + "epoch": 1922, + "batch_idx": 128, + "loss": 0.2866756319999695, + "learning_rate": 3.748224626588134e-06, + "timestep_mean": 511.25, + "epsilon_norm": 8.434586524963379, + "prediction_norm": 6.852987289428711, + "timestamp": "2025-07-14T12:34:42.967854" + }, + { + "epoch": 1922, + "batch_idx": 160, + "loss": 0.229872465133667, + "learning_rate": 3.748224626588134e-06, + "timestep_mean": 409.40625, + "epsilon_norm": 6.257273197174072, + "prediction_norm": 5.64432430267334, + "timestamp": "2025-07-14T12:34:42.972923" + }, + { + "epoch": 1922, + "batch_idx": 192, + "loss": 0.16298358142375946, + "learning_rate": 3.748224626588134e-06, + "timestep_mean": 353.625, + "epsilon_norm": 3.647392988204956, + "prediction_norm": 3.4148974418640137, + "timestamp": "2025-07-14T12:34:42.978106" + }, + { + "epoch": 1923, + "batch_idx": 0, + "loss": 0.16371917724609375, + "learning_rate": 3.652848827213115e-06, + "timestep_mean": 523.53125, + "epsilon_norm": 8.12726879119873, + "prediction_norm": 7.703841209411621, + "timestamp": "2025-07-14T12:34:42.983280" + }, + { + "epoch": 1923, + "batch_idx": 32, + "loss": 0.23207449913024902, + "learning_rate": 3.652848827213115e-06, + "timestep_mean": 532.28125, + "epsilon_norm": 7.929203033447266, + "prediction_norm": 6.767265319824219, + "timestamp": "2025-07-14T12:34:42.988359" + }, + { + "epoch": 1923, + "batch_idx": 64, + "loss": 0.4140816628932953, + "learning_rate": 3.652848827213115e-06, + "timestep_mean": 475.71875, + "epsilon_norm": 8.75509262084961, + "prediction_norm": 7.035327911376953, + "timestamp": "2025-07-14T12:34:42.993300" + }, + { + "epoch": 1923, + "batch_idx": 96, + "loss": 0.2256803959608078, + "learning_rate": 3.652848827213115e-06, + "timestep_mean": 580.5, + "epsilon_norm": 7.886480331420898, + "prediction_norm": 7.054955005645752, + "timestamp": "2025-07-14T12:34:42.998292" + }, + { + "epoch": 1923, + "batch_idx": 128, + "loss": 0.5094879269599915, + "learning_rate": 3.652848827213115e-06, + "timestep_mean": 446.46875, + "epsilon_norm": 8.595142364501953, + "prediction_norm": 6.578042507171631, + "timestamp": "2025-07-14T12:34:43.004050" + }, + { + "epoch": 1923, + "batch_idx": 160, + "loss": 0.11073487251996994, + "learning_rate": 3.652848827213115e-06, + "timestep_mean": 521.84375, + "epsilon_norm": 6.689970970153809, + "prediction_norm": 6.455731391906738, + "timestamp": "2025-07-14T12:34:43.009657" + }, + { + "epoch": 1923, + "batch_idx": 192, + "loss": 0.11910152435302734, + "learning_rate": 3.652848827213115e-06, + "timestep_mean": 545.25, + "epsilon_norm": 4.136855125427246, + "prediction_norm": 4.121335983276367, + "timestamp": "2025-07-14T12:34:43.014955" + }, + { + "epoch": 1924, + "batch_idx": 0, + "loss": 0.2785678207874298, + "learning_rate": 3.5586977150932035e-06, + "timestep_mean": 481.71875, + "epsilon_norm": 8.860896110534668, + "prediction_norm": 7.3212666511535645, + "timestamp": "2025-07-14T12:34:43.020283" + }, + { + "epoch": 1924, + "batch_idx": 32, + "loss": 0.421058714389801, + "learning_rate": 3.5586977150932035e-06, + "timestep_mean": 481.90625, + "epsilon_norm": 8.296944618225098, + "prediction_norm": 6.330021858215332, + "timestamp": "2025-07-14T12:34:43.025557" + }, + { + "epoch": 1924, + "batch_idx": 64, + "loss": 0.19730651378631592, + "learning_rate": 3.5586977150932035e-06, + "timestep_mean": 549.1875, + "epsilon_norm": 6.881308555603027, + "prediction_norm": 6.143082141876221, + "timestamp": "2025-07-14T12:34:43.030655" + }, + { + "epoch": 1924, + "batch_idx": 96, + "loss": 0.28263381123542786, + "learning_rate": 3.5586977150932035e-06, + "timestep_mean": 505.03125, + "epsilon_norm": 8.298737525939941, + "prediction_norm": 7.48799991607666, + "timestamp": "2025-07-14T12:34:43.035872" + }, + { + "epoch": 1924, + "batch_idx": 128, + "loss": 0.14486122131347656, + "learning_rate": 3.5586977150932035e-06, + "timestep_mean": 565.9375, + "epsilon_norm": 7.460631370544434, + "prediction_norm": 6.703495025634766, + "timestamp": "2025-07-14T12:34:43.040988" + }, + { + "epoch": 1924, + "batch_idx": 160, + "loss": 0.20106641948223114, + "learning_rate": 3.5586977150932035e-06, + "timestep_mean": 459.625, + "epsilon_norm": 7.4094390869140625, + "prediction_norm": 6.854693412780762, + "timestamp": "2025-07-14T12:34:43.046244" + }, + { + "epoch": 1924, + "batch_idx": 192, + "loss": 0.06370387226343155, + "learning_rate": 3.5586977150932035e-06, + "timestep_mean": 635.0, + "epsilon_norm": 3.1978275775909424, + "prediction_norm": 2.7125816345214844, + "timestamp": "2025-07-14T12:34:43.051336" + }, + { + "epoch": 1925, + "batch_idx": 0, + "loss": 0.3499791622161865, + "learning_rate": 3.465771522536851e-06, + "timestep_mean": 487.71875, + "epsilon_norm": 8.099724769592285, + "prediction_norm": 6.5163893699646, + "timestamp": "2025-07-14T12:34:43.056520" + }, + { + "epoch": 1925, + "batch_idx": 32, + "loss": 0.17705106735229492, + "learning_rate": 3.465771522536851e-06, + "timestep_mean": 502.5, + "epsilon_norm": 6.3961663246154785, + "prediction_norm": 5.759025573730469, + "timestamp": "2025-07-14T12:34:43.061585" + }, + { + "epoch": 1925, + "batch_idx": 64, + "loss": 0.2715737819671631, + "learning_rate": 3.465771522536851e-06, + "timestep_mean": 451.84375, + "epsilon_norm": 7.968505859375, + "prediction_norm": 6.503571033477783, + "timestamp": "2025-07-14T12:34:43.066876" + }, + { + "epoch": 1925, + "batch_idx": 96, + "loss": 0.4322253465652466, + "learning_rate": 3.465771522536851e-06, + "timestep_mean": 532.6875, + "epsilon_norm": 8.614693641662598, + "prediction_norm": 6.796127796173096, + "timestamp": "2025-07-14T12:34:43.072209" + }, + { + "epoch": 1925, + "batch_idx": 128, + "loss": 0.16454942524433136, + "learning_rate": 3.465771522536851e-06, + "timestep_mean": 562.65625, + "epsilon_norm": 6.394905090332031, + "prediction_norm": 5.682424068450928, + "timestamp": "2025-07-14T12:34:43.077120" + }, + { + "epoch": 1925, + "batch_idx": 160, + "loss": 0.32413366436958313, + "learning_rate": 3.465771522536851e-06, + "timestep_mean": 444.96875, + "epsilon_norm": 8.13039779663086, + "prediction_norm": 6.441720485687256, + "timestamp": "2025-07-14T12:34:43.082083" + }, + { + "epoch": 1925, + "batch_idx": 192, + "loss": 0.08755079656839371, + "learning_rate": 3.465771522536851e-06, + "timestep_mean": 595.125, + "epsilon_norm": 3.717215061187744, + "prediction_norm": 3.753957986831665, + "timestamp": "2025-07-14T12:34:43.087080" + }, + { + "epoch": 1926, + "batch_idx": 0, + "loss": 0.302435040473938, + "learning_rate": 3.374070478830313e-06, + "timestep_mean": 435.46875, + "epsilon_norm": 7.570674896240234, + "prediction_norm": 5.540698051452637, + "timestamp": "2025-07-14T12:34:43.092372" + }, + { + "epoch": 1926, + "batch_idx": 32, + "loss": 0.4911027252674103, + "learning_rate": 3.374070478830313e-06, + "timestep_mean": 389.0625, + "epsilon_norm": 7.920472145080566, + "prediction_norm": 6.125850200653076, + "timestamp": "2025-07-14T12:34:43.097559" + }, + { + "epoch": 1926, + "batch_idx": 64, + "loss": 0.24219539761543274, + "learning_rate": 3.374070478830313e-06, + "timestep_mean": 439.65625, + "epsilon_norm": 6.992470741271973, + "prediction_norm": 6.226254940032959, + "timestamp": "2025-07-14T12:34:43.102580" + }, + { + "epoch": 1926, + "batch_idx": 96, + "loss": 0.3275638818740845, + "learning_rate": 3.374070478830313e-06, + "timestep_mean": 496.375, + "epsilon_norm": 8.655085563659668, + "prediction_norm": 7.055924892425537, + "timestamp": "2025-07-14T12:34:43.107639" + }, + { + "epoch": 1926, + "batch_idx": 128, + "loss": 0.28694218397140503, + "learning_rate": 3.374070478830313e-06, + "timestep_mean": 555.84375, + "epsilon_norm": 8.924985885620117, + "prediction_norm": 7.789496898651123, + "timestamp": "2025-07-14T12:34:43.112872" + }, + { + "epoch": 1926, + "batch_idx": 160, + "loss": 0.19426557421684265, + "learning_rate": 3.374070478830313e-06, + "timestep_mean": 498.125, + "epsilon_norm": 7.434108257293701, + "prediction_norm": 6.3615851402282715, + "timestamp": "2025-07-14T12:34:43.117978" + }, + { + "epoch": 1926, + "batch_idx": 192, + "loss": 0.7427230477333069, + "learning_rate": 3.374070478830313e-06, + "timestep_mean": 524.25, + "epsilon_norm": 4.215241432189941, + "prediction_norm": 2.629737377166748, + "timestamp": "2025-07-14T12:34:43.123031" + }, + { + "epoch": 1927, + "batch_idx": 0, + "loss": 0.18903037905693054, + "learning_rate": 3.283594810236709e-06, + "timestep_mean": 448.03125, + "epsilon_norm": 6.824600696563721, + "prediction_norm": 5.929187297821045, + "timestamp": "2025-07-14T12:34:43.128129" + }, + { + "epoch": 1927, + "batch_idx": 32, + "loss": 0.10463708639144897, + "learning_rate": 3.283594810236709e-06, + "timestep_mean": 544.9375, + "epsilon_norm": 7.888937473297119, + "prediction_norm": 7.623376369476318, + "timestamp": "2025-07-14T12:34:43.133225" + }, + { + "epoch": 1927, + "batch_idx": 64, + "loss": 0.3603309988975525, + "learning_rate": 3.283594810236709e-06, + "timestep_mean": 371.59375, + "epsilon_norm": 7.418048858642578, + "prediction_norm": 6.021815776824951, + "timestamp": "2025-07-14T12:34:43.138311" + }, + { + "epoch": 1927, + "batch_idx": 96, + "loss": 0.16930365562438965, + "learning_rate": 3.283594810236709e-06, + "timestep_mean": 507.65625, + "epsilon_norm": 8.496072769165039, + "prediction_norm": 7.619630336761475, + "timestamp": "2025-07-14T12:34:43.143368" + }, + { + "epoch": 1927, + "batch_idx": 128, + "loss": 0.2901284694671631, + "learning_rate": 3.283594810236709e-06, + "timestep_mean": 493.375, + "epsilon_norm": 7.637350559234619, + "prediction_norm": 6.287046432495117, + "timestamp": "2025-07-14T12:34:43.148364" + }, + { + "epoch": 1927, + "batch_idx": 160, + "loss": 0.36817777156829834, + "learning_rate": 3.283594810236709e-06, + "timestep_mean": 453.40625, + "epsilon_norm": 8.37360954284668, + "prediction_norm": 6.938567161560059, + "timestamp": "2025-07-14T12:34:43.153328" + }, + { + "epoch": 1927, + "batch_idx": 192, + "loss": 0.3403559625148773, + "learning_rate": 3.283594810236709e-06, + "timestep_mean": 464.25, + "epsilon_norm": 4.458429336547852, + "prediction_norm": 3.5068042278289795, + "timestamp": "2025-07-14T12:34:43.158302" + }, + { + "epoch": 1928, + "batch_idx": 0, + "loss": 0.23583579063415527, + "learning_rate": 3.1943447399958e-06, + "timestep_mean": 394.875, + "epsilon_norm": 8.515487670898438, + "prediction_norm": 6.969609260559082, + "timestamp": "2025-07-14T12:34:43.163271" + }, + { + "epoch": 1928, + "batch_idx": 32, + "loss": 0.24039186537265778, + "learning_rate": 3.1943447399958e-06, + "timestep_mean": 488.15625, + "epsilon_norm": 7.46774435043335, + "prediction_norm": 6.7170491218566895, + "timestamp": "2025-07-14T12:34:43.168290" + }, + { + "epoch": 1928, + "batch_idx": 64, + "loss": 0.31454068422317505, + "learning_rate": 3.1943447399958e-06, + "timestep_mean": 549.0, + "epsilon_norm": 7.739066123962402, + "prediction_norm": 6.659094333648682, + "timestamp": "2025-07-14T12:34:43.173336" + }, + { + "epoch": 1928, + "batch_idx": 96, + "loss": 0.5974258184432983, + "learning_rate": 3.1943447399958e-06, + "timestep_mean": 439.15625, + "epsilon_norm": 8.21960163116455, + "prediction_norm": 6.303737640380859, + "timestamp": "2025-07-14T12:34:43.178408" + }, + { + "epoch": 1928, + "batch_idx": 128, + "loss": 0.28395718336105347, + "learning_rate": 3.1943447399958e-06, + "timestep_mean": 470.84375, + "epsilon_norm": 8.756714820861816, + "prediction_norm": 7.392154216766357, + "timestamp": "2025-07-14T12:34:43.183408" + }, + { + "epoch": 1928, + "batch_idx": 160, + "loss": 0.255261093378067, + "learning_rate": 3.1943447399958e-06, + "timestep_mean": 515.84375, + "epsilon_norm": 8.919108390808105, + "prediction_norm": 7.476750373840332, + "timestamp": "2025-07-14T12:34:43.188413" + }, + { + "epoch": 1928, + "batch_idx": 192, + "loss": 0.3441551625728607, + "learning_rate": 3.1943447399958e-06, + "timestep_mean": 527.5, + "epsilon_norm": 3.712360143661499, + "prediction_norm": 2.5550878047943115, + "timestamp": "2025-07-14T12:34:43.193457" + }, + { + "epoch": 1929, + "batch_idx": 0, + "loss": 0.289847195148468, + "learning_rate": 3.106320488323264e-06, + "timestep_mean": 525.40625, + "epsilon_norm": 7.0419487953186035, + "prediction_norm": 6.032527446746826, + "timestamp": "2025-07-14T12:34:43.198467" + }, + { + "epoch": 1929, + "batch_idx": 32, + "loss": 0.21078111231327057, + "learning_rate": 3.106320488323264e-06, + "timestep_mean": 490.25, + "epsilon_norm": 7.623115539550781, + "prediction_norm": 6.692200660705566, + "timestamp": "2025-07-14T12:34:43.203563" + }, + { + "epoch": 1929, + "batch_idx": 64, + "loss": 0.1514778584241867, + "learning_rate": 3.106320488323264e-06, + "timestep_mean": 541.625, + "epsilon_norm": 7.088830947875977, + "prediction_norm": 6.347288608551025, + "timestamp": "2025-07-14T12:34:43.208600" + }, + { + "epoch": 1929, + "batch_idx": 96, + "loss": 0.21980544924736023, + "learning_rate": 3.106320488323264e-06, + "timestep_mean": 520.4375, + "epsilon_norm": 7.074112415313721, + "prediction_norm": 6.14797306060791, + "timestamp": "2025-07-14T12:34:43.213625" + }, + { + "epoch": 1929, + "batch_idx": 128, + "loss": 0.24095088243484497, + "learning_rate": 3.106320488323264e-06, + "timestep_mean": 543.375, + "epsilon_norm": 7.916896343231201, + "prediction_norm": 7.214760780334473, + "timestamp": "2025-07-14T12:34:43.218619" + }, + { + "epoch": 1929, + "batch_idx": 160, + "loss": 0.43548890948295593, + "learning_rate": 3.106320488323264e-06, + "timestep_mean": 457.5, + "epsilon_norm": 6.653336524963379, + "prediction_norm": 4.689603328704834, + "timestamp": "2025-07-14T12:34:43.223578" + }, + { + "epoch": 1929, + "batch_idx": 192, + "loss": 0.4126184582710266, + "learning_rate": 3.106320488323264e-06, + "timestep_mean": 575.875, + "epsilon_norm": 4.270605087280273, + "prediction_norm": 3.4593429565429688, + "timestamp": "2025-07-14T12:34:43.228480" + }, + { + "epoch": 1930, + "batch_idx": 0, + "loss": 0.36997032165527344, + "learning_rate": 3.0195222724101443e-06, + "timestep_mean": 460.5, + "epsilon_norm": 8.873008728027344, + "prediction_norm": 7.019825458526611, + "timestamp": "2025-07-14T12:34:43.233371" + }, + { + "epoch": 1930, + "batch_idx": 32, + "loss": 0.21908819675445557, + "learning_rate": 3.0195222724101443e-06, + "timestep_mean": 481.78125, + "epsilon_norm": 7.754136085510254, + "prediction_norm": 6.640416145324707, + "timestamp": "2025-07-14T12:34:43.238432" + }, + { + "epoch": 1930, + "batch_idx": 64, + "loss": 0.1309167444705963, + "learning_rate": 3.0195222724101443e-06, + "timestep_mean": 481.0, + "epsilon_norm": 7.4101243019104, + "prediction_norm": 6.611842155456543, + "timestamp": "2025-07-14T12:34:43.243461" + }, + { + "epoch": 1930, + "batch_idx": 96, + "loss": 0.2736007869243622, + "learning_rate": 3.0195222724101443e-06, + "timestep_mean": 514.0, + "epsilon_norm": 9.73688793182373, + "prediction_norm": 8.403900146484375, + "timestamp": "2025-07-14T12:34:43.248338" + }, + { + "epoch": 1930, + "batch_idx": 128, + "loss": 0.2998713254928589, + "learning_rate": 3.0195222724101443e-06, + "timestep_mean": 511.84375, + "epsilon_norm": 8.192283630371094, + "prediction_norm": 6.711546421051025, + "timestamp": "2025-07-14T12:34:43.253290" + }, + { + "epoch": 1930, + "batch_idx": 160, + "loss": 0.2218436896800995, + "learning_rate": 3.0195222724101443e-06, + "timestep_mean": 481.28125, + "epsilon_norm": 8.226494789123535, + "prediction_norm": 7.033278465270996, + "timestamp": "2025-07-14T12:34:43.258291" + }, + { + "epoch": 1930, + "batch_idx": 192, + "loss": 0.38629356026649475, + "learning_rate": 3.0195222724101443e-06, + "timestep_mean": 454.25, + "epsilon_norm": 3.9043242931365967, + "prediction_norm": 3.020418882369995, + "timestamp": "2025-07-14T12:34:43.263256" + }, + { + "epoch": 1931, + "batch_idx": 0, + "loss": 0.20075564086437225, + "learning_rate": 2.933950306422459e-06, + "timestep_mean": 456.4375, + "epsilon_norm": 9.164802551269531, + "prediction_norm": 7.833528995513916, + "timestamp": "2025-07-14T12:34:43.268211" + }, + { + "epoch": 1931, + "batch_idx": 32, + "loss": 0.1509893536567688, + "learning_rate": 2.933950306422459e-06, + "timestep_mean": 563.09375, + "epsilon_norm": 7.225627899169922, + "prediction_norm": 6.873103618621826, + "timestamp": "2025-07-14T12:34:43.273194" + }, + { + "epoch": 1931, + "batch_idx": 64, + "loss": 0.32048243284225464, + "learning_rate": 2.933950306422459e-06, + "timestep_mean": 504.125, + "epsilon_norm": 8.423260688781738, + "prediction_norm": 6.770745277404785, + "timestamp": "2025-07-14T12:34:43.278402" + }, + { + "epoch": 1931, + "batch_idx": 96, + "loss": 0.35354575514793396, + "learning_rate": 2.933950306422459e-06, + "timestep_mean": 462.15625, + "epsilon_norm": 8.088927268981934, + "prediction_norm": 6.917429447174072, + "timestamp": "2025-07-14T12:34:43.284488" + }, + { + "epoch": 1931, + "batch_idx": 128, + "loss": 0.2314118891954422, + "learning_rate": 2.933950306422459e-06, + "timestep_mean": 399.15625, + "epsilon_norm": 7.54761266708374, + "prediction_norm": 6.461234092712402, + "timestamp": "2025-07-14T12:34:43.298042" + }, + { + "epoch": 1931, + "batch_idx": 160, + "loss": 0.1843537986278534, + "learning_rate": 2.933950306422459e-06, + "timestep_mean": 506.0, + "epsilon_norm": 7.547084808349609, + "prediction_norm": 7.281471252441406, + "timestamp": "2025-07-14T12:34:43.305852" + }, + { + "epoch": 1931, + "batch_idx": 192, + "loss": 0.07375223934650421, + "learning_rate": 2.933950306422459e-06, + "timestep_mean": 452.125, + "epsilon_norm": 3.2677149772644043, + "prediction_norm": 2.8602166175842285, + "timestamp": "2025-07-14T12:34:43.313860" + }, + { + "epoch": 1932, + "batch_idx": 0, + "loss": 0.306709349155426, + "learning_rate": 2.8496048015005356e-06, + "timestep_mean": 482.875, + "epsilon_norm": 7.650557041168213, + "prediction_norm": 6.3099446296691895, + "timestamp": "2025-07-14T12:34:43.322213" + }, + { + "epoch": 1932, + "batch_idx": 32, + "loss": 0.27651748061180115, + "learning_rate": 2.8496048015005356e-06, + "timestep_mean": 469.0625, + "epsilon_norm": 7.805248737335205, + "prediction_norm": 6.4008469581604, + "timestamp": "2025-07-14T12:34:43.330466" + }, + { + "epoch": 1932, + "batch_idx": 64, + "loss": 0.46465158462524414, + "learning_rate": 2.8496048015005356e-06, + "timestep_mean": 498.21875, + "epsilon_norm": 7.261544704437256, + "prediction_norm": 5.064167022705078, + "timestamp": "2025-07-14T12:34:43.338801" + }, + { + "epoch": 1932, + "batch_idx": 96, + "loss": 0.309845894575119, + "learning_rate": 2.8496048015005356e-06, + "timestep_mean": 498.15625, + "epsilon_norm": 8.863624572753906, + "prediction_norm": 7.2514872550964355, + "timestamp": "2025-07-14T12:34:43.344547" + }, + { + "epoch": 1932, + "batch_idx": 128, + "loss": 0.25676843523979187, + "learning_rate": 2.8496048015005356e-06, + "timestep_mean": 493.03125, + "epsilon_norm": 8.389327049255371, + "prediction_norm": 7.1371283531188965, + "timestamp": "2025-07-14T12:34:43.350969" + }, + { + "epoch": 1932, + "batch_idx": 160, + "loss": 0.42107412219047546, + "learning_rate": 2.8496048015005356e-06, + "timestep_mean": 398.125, + "epsilon_norm": 9.684782028198242, + "prediction_norm": 7.719531536102295, + "timestamp": "2025-07-14T12:34:43.359712" + }, + { + "epoch": 1932, + "batch_idx": 192, + "loss": 0.2627834677696228, + "learning_rate": 2.8496048015005356e-06, + "timestep_mean": 498.125, + "epsilon_norm": 4.990528106689453, + "prediction_norm": 4.34975528717041, + "timestamp": "2025-07-14T12:34:43.367112" + }, + { + "epoch": 1933, + "batch_idx": 0, + "loss": 0.5045086145401001, + "learning_rate": 2.7664859657585116e-06, + "timestep_mean": 485.75, + "epsilon_norm": 8.783567428588867, + "prediction_norm": 7.120483875274658, + "timestamp": "2025-07-14T12:34:43.374219" + }, + { + "epoch": 1933, + "batch_idx": 32, + "loss": 0.27173352241516113, + "learning_rate": 2.7664859657585116e-06, + "timestep_mean": 476.34375, + "epsilon_norm": 8.572188377380371, + "prediction_norm": 7.170197010040283, + "timestamp": "2025-07-14T12:34:43.380994" + }, + { + "epoch": 1933, + "batch_idx": 64, + "loss": 0.2263699620962143, + "learning_rate": 2.7664859657585116e-06, + "timestep_mean": 570.96875, + "epsilon_norm": 7.451868534088135, + "prediction_norm": 6.399338245391846, + "timestamp": "2025-07-14T12:34:43.386682" + }, + { + "epoch": 1933, + "batch_idx": 96, + "loss": 0.08698569238185883, + "learning_rate": 2.7664859657585116e-06, + "timestep_mean": 504.75, + "epsilon_norm": 6.913922309875488, + "prediction_norm": 6.294865131378174, + "timestamp": "2025-07-14T12:34:43.391778" + }, + { + "epoch": 1933, + "batch_idx": 128, + "loss": 0.25985968112945557, + "learning_rate": 2.7664859657585116e-06, + "timestep_mean": 483.4375, + "epsilon_norm": 7.644737243652344, + "prediction_norm": 6.704005718231201, + "timestamp": "2025-07-14T12:34:43.400285" + }, + { + "epoch": 1933, + "batch_idx": 160, + "loss": 0.3269602060317993, + "learning_rate": 2.7664859657585116e-06, + "timestep_mean": 589.75, + "epsilon_norm": 8.079594612121582, + "prediction_norm": 7.195066928863525, + "timestamp": "2025-07-14T12:34:43.405250" + }, + { + "epoch": 1933, + "batch_idx": 192, + "loss": 0.3614361882209778, + "learning_rate": 2.7664859657585116e-06, + "timestep_mean": 538.25, + "epsilon_norm": 4.05083703994751, + "prediction_norm": 3.1333529949188232, + "timestamp": "2025-07-14T12:34:43.410338" + }, + { + "epoch": 1934, + "batch_idx": 0, + "loss": 0.15335023403167725, + "learning_rate": 2.6845940042838335e-06, + "timestep_mean": 471.375, + "epsilon_norm": 7.481767654418945, + "prediction_norm": 6.822381973266602, + "timestamp": "2025-07-14T12:34:43.415513" + }, + { + "epoch": 1934, + "batch_idx": 32, + "loss": 0.2986757457256317, + "learning_rate": 2.6845940042838335e-06, + "timestep_mean": 542.78125, + "epsilon_norm": 7.868951797485352, + "prediction_norm": 6.792896747589111, + "timestamp": "2025-07-14T12:34:43.420637" + }, + { + "epoch": 1934, + "batch_idx": 64, + "loss": 0.35428163409233093, + "learning_rate": 2.6845940042838335e-06, + "timestep_mean": 421.375, + "epsilon_norm": 7.546436309814453, + "prediction_norm": 6.025462627410889, + "timestamp": "2025-07-14T12:34:43.425647" + }, + { + "epoch": 1934, + "batch_idx": 96, + "loss": 0.3393512964248657, + "learning_rate": 2.6845940042838335e-06, + "timestep_mean": 534.5, + "epsilon_norm": 7.344135284423828, + "prediction_norm": 5.80745267868042, + "timestamp": "2025-07-14T12:34:43.430671" + }, + { + "epoch": 1934, + "batch_idx": 128, + "loss": 0.32069727778434753, + "learning_rate": 2.6845940042838335e-06, + "timestep_mean": 534.5, + "epsilon_norm": 8.209602355957031, + "prediction_norm": 6.824604511260986, + "timestamp": "2025-07-14T12:34:43.435669" + }, + { + "epoch": 1934, + "batch_idx": 160, + "loss": 0.13003462553024292, + "learning_rate": 2.6845940042838335e-06, + "timestep_mean": 521.40625, + "epsilon_norm": 7.863703727722168, + "prediction_norm": 7.458086013793945, + "timestamp": "2025-07-14T12:34:43.440545" + }, + { + "epoch": 1934, + "batch_idx": 192, + "loss": 0.0678749829530716, + "learning_rate": 2.6845940042838335e-06, + "timestep_mean": 739.0, + "epsilon_norm": 5.627000331878662, + "prediction_norm": 5.758316516876221, + "timestamp": "2025-07-14T12:34:43.445705" + }, + { + "epoch": 1935, + "batch_idx": 0, + "loss": 0.15150907635688782, + "learning_rate": 2.6039291191367586e-06, + "timestep_mean": 592.46875, + "epsilon_norm": 8.31285572052002, + "prediction_norm": 7.790322780609131, + "timestamp": "2025-07-14T12:34:43.450836" + }, + { + "epoch": 1935, + "batch_idx": 32, + "loss": 0.18625056743621826, + "learning_rate": 2.6039291191367586e-06, + "timestep_mean": 468.71875, + "epsilon_norm": 7.828684329986572, + "prediction_norm": 6.974286079406738, + "timestamp": "2025-07-14T12:34:43.455869" + }, + { + "epoch": 1935, + "batch_idx": 64, + "loss": 0.18050971627235413, + "learning_rate": 2.6039291191367586e-06, + "timestep_mean": 529.0, + "epsilon_norm": 7.741806983947754, + "prediction_norm": 6.907247066497803, + "timestamp": "2025-07-14T12:34:43.460828" + }, + { + "epoch": 1935, + "batch_idx": 96, + "loss": 0.22741296887397766, + "learning_rate": 2.6039291191367586e-06, + "timestep_mean": 530.0625, + "epsilon_norm": 7.996261119842529, + "prediction_norm": 6.9396562576293945, + "timestamp": "2025-07-14T12:34:43.465799" + }, + { + "epoch": 1935, + "batch_idx": 128, + "loss": 0.1668892651796341, + "learning_rate": 2.6039291191367586e-06, + "timestep_mean": 639.09375, + "epsilon_norm": 8.583627700805664, + "prediction_norm": 7.884223937988281, + "timestamp": "2025-07-14T12:34:43.470985" + }, + { + "epoch": 1935, + "batch_idx": 160, + "loss": 0.21921151876449585, + "learning_rate": 2.6039291191367586e-06, + "timestep_mean": 480.0625, + "epsilon_norm": 7.881478786468506, + "prediction_norm": 6.499585151672363, + "timestamp": "2025-07-14T12:34:43.476206" + }, + { + "epoch": 1935, + "batch_idx": 192, + "loss": 0.14615429937839508, + "learning_rate": 2.6039291191367586e-06, + "timestep_mean": 512.875, + "epsilon_norm": 3.2742245197296143, + "prediction_norm": 3.6834661960601807, + "timestamp": "2025-07-14T12:34:43.481419" + }, + { + "epoch": 1936, + "batch_idx": 0, + "loss": 0.3137829601764679, + "learning_rate": 2.5244915093499107e-06, + "timestep_mean": 552.15625, + "epsilon_norm": 9.7598295211792, + "prediction_norm": 8.686281204223633, + "timestamp": "2025-07-14T12:34:43.486467" + }, + { + "epoch": 1936, + "batch_idx": 32, + "loss": 0.1997409164905548, + "learning_rate": 2.5244915093499107e-06, + "timestep_mean": 490.46875, + "epsilon_norm": 7.383327960968018, + "prediction_norm": 6.529659748077393, + "timestamp": "2025-07-14T12:34:43.491636" + }, + { + "epoch": 1936, + "batch_idx": 64, + "loss": 0.22339047491550446, + "learning_rate": 2.5244915093499107e-06, + "timestep_mean": 466.90625, + "epsilon_norm": 7.7465009689331055, + "prediction_norm": 6.6405348777771, + "timestamp": "2025-07-14T12:34:43.496939" + }, + { + "epoch": 1936, + "batch_idx": 96, + "loss": 0.10772918909788132, + "learning_rate": 2.5244915093499107e-06, + "timestep_mean": 496.9375, + "epsilon_norm": 9.204263687133789, + "prediction_norm": 8.769091606140137, + "timestamp": "2025-07-14T12:34:43.502093" + }, + { + "epoch": 1936, + "batch_idx": 128, + "loss": 0.45020800828933716, + "learning_rate": 2.5244915093499107e-06, + "timestep_mean": 483.53125, + "epsilon_norm": 8.379439353942871, + "prediction_norm": 6.145814418792725, + "timestamp": "2025-07-14T12:34:43.507238" + }, + { + "epoch": 1936, + "batch_idx": 160, + "loss": 0.26226866245269775, + "learning_rate": 2.5244915093499107e-06, + "timestep_mean": 495.375, + "epsilon_norm": 9.50916576385498, + "prediction_norm": 7.812980651855469, + "timestamp": "2025-07-14T12:34:43.512422" + }, + { + "epoch": 1936, + "batch_idx": 192, + "loss": 0.28479811549186707, + "learning_rate": 2.5244915093499107e-06, + "timestep_mean": 526.875, + "epsilon_norm": 4.874352931976318, + "prediction_norm": 3.871206521987915, + "timestamp": "2025-07-14T12:34:43.517961" + }, + { + "epoch": 1937, + "batch_idx": 0, + "loss": 0.24223023653030396, + "learning_rate": 2.4462813709277253e-06, + "timestep_mean": 503.625, + "epsilon_norm": 8.119767189025879, + "prediction_norm": 6.454833984375, + "timestamp": "2025-07-14T12:34:43.523188" + }, + { + "epoch": 1937, + "batch_idx": 32, + "loss": 0.1634833663702011, + "learning_rate": 2.4462813709277253e-06, + "timestep_mean": 490.28125, + "epsilon_norm": 7.896353244781494, + "prediction_norm": 7.190402507781982, + "timestamp": "2025-07-14T12:34:43.528354" + }, + { + "epoch": 1937, + "batch_idx": 64, + "loss": 0.2823636531829834, + "learning_rate": 2.4462813709277253e-06, + "timestep_mean": 443.21875, + "epsilon_norm": 7.349455833435059, + "prediction_norm": 6.125333309173584, + "timestamp": "2025-07-14T12:34:43.533388" + }, + { + "epoch": 1937, + "batch_idx": 96, + "loss": 0.5175620913505554, + "learning_rate": 2.4462813709277253e-06, + "timestep_mean": 442.84375, + "epsilon_norm": 9.228715896606445, + "prediction_norm": 7.296397686004639, + "timestamp": "2025-07-14T12:34:43.538578" + }, + { + "epoch": 1937, + "batch_idx": 128, + "loss": 0.2495439499616623, + "learning_rate": 2.4462813709277253e-06, + "timestep_mean": 520.90625, + "epsilon_norm": 7.982577800750732, + "prediction_norm": 6.657191753387451, + "timestamp": "2025-07-14T12:34:43.543781" + }, + { + "epoch": 1937, + "batch_idx": 160, + "loss": 0.18747377395629883, + "learning_rate": 2.4462813709277253e-06, + "timestep_mean": 587.84375, + "epsilon_norm": 7.245790958404541, + "prediction_norm": 6.40253210067749, + "timestamp": "2025-07-14T12:34:43.548896" + }, + { + "epoch": 1937, + "batch_idx": 192, + "loss": 0.2977442741394043, + "learning_rate": 2.4462813709277253e-06, + "timestep_mean": 465.5, + "epsilon_norm": 2.468250274658203, + "prediction_norm": 1.554914116859436, + "timestamp": "2025-07-14T12:34:43.554164" + }, + { + "epoch": 1938, + "batch_idx": 0, + "loss": 0.24699918925762177, + "learning_rate": 2.369298896845837e-06, + "timestep_mean": 468.125, + "epsilon_norm": 8.078601837158203, + "prediction_norm": 6.61605167388916, + "timestamp": "2025-07-14T12:34:43.559454" + }, + { + "epoch": 1938, + "batch_idx": 32, + "loss": 0.21993617713451385, + "learning_rate": 2.369298896845837e-06, + "timestep_mean": 545.59375, + "epsilon_norm": 8.723678588867188, + "prediction_norm": 7.659697532653809, + "timestamp": "2025-07-14T12:34:43.564576" + }, + { + "epoch": 1938, + "batch_idx": 64, + "loss": 0.2379572093486786, + "learning_rate": 2.369298896845837e-06, + "timestep_mean": 384.90625, + "epsilon_norm": 7.860568523406982, + "prediction_norm": 6.603919982910156, + "timestamp": "2025-07-14T12:34:43.569849" + }, + { + "epoch": 1938, + "batch_idx": 96, + "loss": 0.2656196355819702, + "learning_rate": 2.369298896845837e-06, + "timestep_mean": 530.875, + "epsilon_norm": 8.695548057556152, + "prediction_norm": 7.978938102722168, + "timestamp": "2025-07-14T12:34:43.575071" + }, + { + "epoch": 1938, + "batch_idx": 128, + "loss": 0.18209728598594666, + "learning_rate": 2.369298896845837e-06, + "timestep_mean": 506.875, + "epsilon_norm": 6.887004375457764, + "prediction_norm": 5.96036434173584, + "timestamp": "2025-07-14T12:34:43.580343" + }, + { + "epoch": 1938, + "batch_idx": 160, + "loss": 0.15662646293640137, + "learning_rate": 2.369298896845837e-06, + "timestep_mean": 587.78125, + "epsilon_norm": 7.654196739196777, + "prediction_norm": 6.808858871459961, + "timestamp": "2025-07-14T12:34:43.585501" + }, + { + "epoch": 1938, + "batch_idx": 192, + "loss": 0.48001688718795776, + "learning_rate": 2.369298896845837e-06, + "timestep_mean": 604.875, + "epsilon_norm": 5.581332683563232, + "prediction_norm": 4.447033882141113, + "timestamp": "2025-07-14T12:34:43.590479" + }, + { + "epoch": 1939, + "batch_idx": 0, + "loss": 0.19178009033203125, + "learning_rate": 2.293544277050916e-06, + "timestep_mean": 567.0625, + "epsilon_norm": 8.216951370239258, + "prediction_norm": 7.281284809112549, + "timestamp": "2025-07-14T12:34:43.595830" + }, + { + "epoch": 1939, + "batch_idx": 32, + "loss": 0.19704672694206238, + "learning_rate": 2.293544277050916e-06, + "timestep_mean": 463.625, + "epsilon_norm": 6.8609161376953125, + "prediction_norm": 6.241525650024414, + "timestamp": "2025-07-14T12:34:43.601376" + }, + { + "epoch": 1939, + "batch_idx": 64, + "loss": 0.25190985202789307, + "learning_rate": 2.293544277050916e-06, + "timestep_mean": 556.0, + "epsilon_norm": 8.462493896484375, + "prediction_norm": 7.1912522315979, + "timestamp": "2025-07-14T12:34:43.606626" + }, + { + "epoch": 1939, + "batch_idx": 96, + "loss": 0.17045575380325317, + "learning_rate": 2.293544277050916e-06, + "timestep_mean": 532.1875, + "epsilon_norm": 8.818790435791016, + "prediction_norm": 7.833080291748047, + "timestamp": "2025-07-14T12:34:43.612041" + }, + { + "epoch": 1939, + "batch_idx": 128, + "loss": 0.37380334734916687, + "learning_rate": 2.293544277050916e-06, + "timestep_mean": 503.40625, + "epsilon_norm": 8.329916000366211, + "prediction_norm": 6.34648323059082, + "timestamp": "2025-07-14T12:34:43.617459" + }, + { + "epoch": 1939, + "batch_idx": 160, + "loss": 0.24108296632766724, + "learning_rate": 2.293544277050916e-06, + "timestep_mean": 549.375, + "epsilon_norm": 7.492363452911377, + "prediction_norm": 6.849090099334717, + "timestamp": "2025-07-14T12:34:43.622579" + }, + { + "epoch": 1939, + "batch_idx": 192, + "loss": 0.4955686330795288, + "learning_rate": 2.293544277050916e-06, + "timestep_mean": 440.625, + "epsilon_norm": 3.9412899017333984, + "prediction_norm": 2.564204216003418, + "timestamp": "2025-07-14T12:34:43.627808" + }, + { + "epoch": 1940, + "batch_idx": 0, + "loss": 0.25181037187576294, + "learning_rate": 2.2190176984599993e-06, + "timestep_mean": 490.21875, + "epsilon_norm": 7.328791618347168, + "prediction_norm": 6.010749816894531, + "timestamp": "2025-07-14T12:34:43.633073" + }, + { + "epoch": 1940, + "batch_idx": 32, + "loss": 0.2647343873977661, + "learning_rate": 2.2190176984599993e-06, + "timestep_mean": 527.0, + "epsilon_norm": 6.7807512283325195, + "prediction_norm": 5.577188491821289, + "timestamp": "2025-07-14T12:34:43.638247" + }, + { + "epoch": 1940, + "batch_idx": 64, + "loss": 0.35863661766052246, + "learning_rate": 2.2190176984599993e-06, + "timestep_mean": 429.9375, + "epsilon_norm": 8.915919303894043, + "prediction_norm": 7.934936046600342, + "timestamp": "2025-07-14T12:34:43.643176" + }, + { + "epoch": 1940, + "batch_idx": 96, + "loss": 0.18379530310630798, + "learning_rate": 2.2190176984599993e-06, + "timestep_mean": 555.625, + "epsilon_norm": 8.465253829956055, + "prediction_norm": 7.711615085601807, + "timestamp": "2025-07-14T12:34:43.648108" + }, + { + "epoch": 1940, + "batch_idx": 128, + "loss": 0.13164730370044708, + "learning_rate": 2.2190176984599993e-06, + "timestep_mean": 701.875, + "epsilon_norm": 8.964252471923828, + "prediction_norm": 8.852531433105469, + "timestamp": "2025-07-14T12:34:43.653071" + }, + { + "epoch": 1940, + "batch_idx": 160, + "loss": 0.30166980624198914, + "learning_rate": 2.2190176984599993e-06, + "timestep_mean": 423.8125, + "epsilon_norm": 7.313640117645264, + "prediction_norm": 5.7579216957092285, + "timestamp": "2025-07-14T12:34:43.658042" + }, + { + "epoch": 1940, + "batch_idx": 192, + "loss": 0.14751014113426208, + "learning_rate": 2.2190176984599993e-06, + "timestep_mean": 606.5, + "epsilon_norm": 2.6860930919647217, + "prediction_norm": 2.2269463539123535, + "timestamp": "2025-07-14T12:34:43.663075" + }, + { + "epoch": 1941, + "batch_idx": 0, + "loss": 0.3754807710647583, + "learning_rate": 2.1457193449599373e-06, + "timestep_mean": 493.59375, + "epsilon_norm": 9.72089958190918, + "prediction_norm": 8.448731422424316, + "timestamp": "2025-07-14T12:34:43.668076" + }, + { + "epoch": 1941, + "batch_idx": 32, + "loss": 0.3028886020183563, + "learning_rate": 2.1457193449599373e-06, + "timestep_mean": 478.96875, + "epsilon_norm": 7.763558387756348, + "prediction_norm": 5.943352222442627, + "timestamp": "2025-07-14T12:34:43.673009" + }, + { + "epoch": 1941, + "batch_idx": 64, + "loss": 0.23486152291297913, + "learning_rate": 2.1457193449599373e-06, + "timestep_mean": 491.28125, + "epsilon_norm": 7.424421310424805, + "prediction_norm": 6.4737091064453125, + "timestamp": "2025-07-14T12:34:43.677954" + }, + { + "epoch": 1941, + "batch_idx": 96, + "loss": 0.312469482421875, + "learning_rate": 2.1457193449599373e-06, + "timestep_mean": 613.4375, + "epsilon_norm": 8.850249290466309, + "prediction_norm": 7.687884330749512, + "timestamp": "2025-07-14T12:34:43.682851" + }, + { + "epoch": 1941, + "batch_idx": 128, + "loss": 0.26848727464675903, + "learning_rate": 2.1457193449599373e-06, + "timestep_mean": 482.9375, + "epsilon_norm": 7.38837194442749, + "prediction_norm": 6.767220497131348, + "timestamp": "2025-07-14T12:34:43.687888" + }, + { + "epoch": 1941, + "batch_idx": 160, + "loss": 0.2877476215362549, + "learning_rate": 2.1457193449599373e-06, + "timestep_mean": 375.375, + "epsilon_norm": 6.925494194030762, + "prediction_norm": 5.329498291015625, + "timestamp": "2025-07-14T12:34:43.692889" + }, + { + "epoch": 1941, + "batch_idx": 192, + "loss": 0.2995568811893463, + "learning_rate": 2.1457193449599373e-06, + "timestep_mean": 440.875, + "epsilon_norm": 2.5299882888793945, + "prediction_norm": 2.7570230960845947, + "timestamp": "2025-07-14T12:34:43.697805" + }, + { + "epoch": 1942, + "batch_idx": 0, + "loss": 0.09960627555847168, + "learning_rate": 2.073649397407171e-06, + "timestep_mean": 509.21875, + "epsilon_norm": 7.357067108154297, + "prediction_norm": 6.865749835968018, + "timestamp": "2025-07-14T12:34:43.702805" + }, + { + "epoch": 1942, + "batch_idx": 32, + "loss": 0.17116251587867737, + "learning_rate": 2.073649397407171e-06, + "timestep_mean": 482.90625, + "epsilon_norm": 6.846629619598389, + "prediction_norm": 5.9281415939331055, + "timestamp": "2025-07-14T12:34:43.707768" + }, + { + "epoch": 1942, + "batch_idx": 64, + "loss": 0.4502634108066559, + "learning_rate": 2.073649397407171e-06, + "timestep_mean": 517.8125, + "epsilon_norm": 10.239572525024414, + "prediction_norm": 8.830300331115723, + "timestamp": "2025-07-14T12:34:43.713195" + }, + { + "epoch": 1942, + "batch_idx": 96, + "loss": 0.29064348340034485, + "learning_rate": 2.073649397407171e-06, + "timestep_mean": 519.1875, + "epsilon_norm": 6.64932107925415, + "prediction_norm": 5.154138565063477, + "timestamp": "2025-07-14T12:34:43.718344" + }, + { + "epoch": 1942, + "batch_idx": 128, + "loss": 0.14949139952659607, + "learning_rate": 2.073649397407171e-06, + "timestep_mean": 531.625, + "epsilon_norm": 7.7213826179504395, + "prediction_norm": 7.233809947967529, + "timestamp": "2025-07-14T12:34:43.723386" + }, + { + "epoch": 1942, + "batch_idx": 160, + "loss": 0.48574650287628174, + "learning_rate": 2.073649397407171e-06, + "timestep_mean": 540.46875, + "epsilon_norm": 7.2822585105896, + "prediction_norm": 5.636077880859375, + "timestamp": "2025-07-14T12:34:43.728669" + }, + { + "epoch": 1942, + "batch_idx": 192, + "loss": 0.09034021198749542, + "learning_rate": 2.073649397407171e-06, + "timestep_mean": 573.25, + "epsilon_norm": 3.9637017250061035, + "prediction_norm": 3.958577871322632, + "timestamp": "2025-07-14T12:34:43.734064" + }, + { + "epoch": 1943, + "batch_idx": 0, + "loss": 0.16748051345348358, + "learning_rate": 2.0028080336271215e-06, + "timestep_mean": 515.34375, + "epsilon_norm": 6.898932456970215, + "prediction_norm": 6.102477073669434, + "timestamp": "2025-07-14T12:34:43.739556" + }, + { + "epoch": 1943, + "batch_idx": 32, + "loss": 0.1574978530406952, + "learning_rate": 2.0028080336271215e-06, + "timestep_mean": 592.875, + "epsilon_norm": 7.44333028793335, + "prediction_norm": 6.6973137855529785, + "timestamp": "2025-07-14T12:34:43.745018" + }, + { + "epoch": 1943, + "batch_idx": 64, + "loss": 0.3445732593536377, + "learning_rate": 2.0028080336271215e-06, + "timestep_mean": 457.4375, + "epsilon_norm": 8.127769470214844, + "prediction_norm": 6.764100074768066, + "timestamp": "2025-07-14T12:34:43.751366" + }, + { + "epoch": 1943, + "batch_idx": 96, + "loss": 0.23037900030612946, + "learning_rate": 2.0028080336271215e-06, + "timestep_mean": 542.5, + "epsilon_norm": 8.072620391845703, + "prediction_norm": 6.876641273498535, + "timestamp": "2025-07-14T12:34:43.767021" + }, + { + "epoch": 1943, + "batch_idx": 128, + "loss": 0.22310291230678558, + "learning_rate": 2.0028080336271215e-06, + "timestep_mean": 564.15625, + "epsilon_norm": 8.064867973327637, + "prediction_norm": 6.95123291015625, + "timestamp": "2025-07-14T12:34:43.774697" + }, + { + "epoch": 1943, + "batch_idx": 160, + "loss": 0.2984071373939514, + "learning_rate": 2.0028080336271215e-06, + "timestep_mean": 581.15625, + "epsilon_norm": 8.414765357971191, + "prediction_norm": 7.154215335845947, + "timestamp": "2025-07-14T12:34:43.780929" + }, + { + "epoch": 1943, + "batch_idx": 192, + "loss": 0.17592491209506989, + "learning_rate": 2.0028080336271215e-06, + "timestep_mean": 480.5, + "epsilon_norm": 4.184047698974609, + "prediction_norm": 4.102627754211426, + "timestamp": "2025-07-14T12:34:43.789557" + }, + { + "epoch": 1944, + "batch_idx": 0, + "loss": 0.23877090215682983, + "learning_rate": 1.9331954284137454e-06, + "timestep_mean": 537.9375, + "epsilon_norm": 7.6274027824401855, + "prediction_norm": 6.653286933898926, + "timestamp": "2025-07-14T12:34:43.797702" + }, + { + "epoch": 1944, + "batch_idx": 32, + "loss": 0.329456627368927, + "learning_rate": 1.9331954284137454e-06, + "timestep_mean": 537.15625, + "epsilon_norm": 8.4340238571167, + "prediction_norm": 7.412973403930664, + "timestamp": "2025-07-14T12:34:43.806080" + }, + { + "epoch": 1944, + "batch_idx": 64, + "loss": 0.24044519662857056, + "learning_rate": 1.9331954284137454e-06, + "timestep_mean": 476.4375, + "epsilon_norm": 6.951119422912598, + "prediction_norm": 6.227389335632324, + "timestamp": "2025-07-14T12:34:43.815445" + }, + { + "epoch": 1944, + "batch_idx": 96, + "loss": 0.23855379223823547, + "learning_rate": 1.9331954284137454e-06, + "timestep_mean": 452.25, + "epsilon_norm": 8.34510612487793, + "prediction_norm": 6.6497721672058105, + "timestamp": "2025-07-14T12:34:43.826454" + }, + { + "epoch": 1944, + "batch_idx": 128, + "loss": 0.36362192034721375, + "learning_rate": 1.9331954284137454e-06, + "timestep_mean": 388.0, + "epsilon_norm": 6.166829586029053, + "prediction_norm": 4.643474578857422, + "timestamp": "2025-07-14T12:34:43.835054" + }, + { + "epoch": 1944, + "batch_idx": 160, + "loss": 0.5178329944610596, + "learning_rate": 1.9331954284137454e-06, + "timestep_mean": 414.5625, + "epsilon_norm": 8.923919677734375, + "prediction_norm": 6.63773250579834, + "timestamp": "2025-07-14T12:34:43.843294" + }, + { + "epoch": 1944, + "batch_idx": 192, + "loss": 0.3791238069534302, + "learning_rate": 1.9331954284137454e-06, + "timestep_mean": 431.375, + "epsilon_norm": 4.0006561279296875, + "prediction_norm": 3.177974224090576, + "timestamp": "2025-07-14T12:34:43.852007" + }, + { + "epoch": 1945, + "batch_idx": 0, + "loss": 0.13523316383361816, + "learning_rate": 1.8648117535293699e-06, + "timestep_mean": 557.40625, + "epsilon_norm": 7.257567405700684, + "prediction_norm": 6.563821792602539, + "timestamp": "2025-07-14T12:34:43.859217" + }, + { + "epoch": 1945, + "batch_idx": 32, + "loss": 0.16257449984550476, + "learning_rate": 1.8648117535293699e-06, + "timestep_mean": 555.375, + "epsilon_norm": 7.851776599884033, + "prediction_norm": 6.627207279205322, + "timestamp": "2025-07-14T12:34:43.864364" + }, + { + "epoch": 1945, + "batch_idx": 64, + "loss": 0.11537272483110428, + "learning_rate": 1.8648117535293699e-06, + "timestep_mean": 478.96875, + "epsilon_norm": 8.48021125793457, + "prediction_norm": 7.657227039337158, + "timestamp": "2025-07-14T12:34:43.869481" + }, + { + "epoch": 1945, + "batch_idx": 96, + "loss": 0.27850624918937683, + "learning_rate": 1.8648117535293699e-06, + "timestep_mean": 455.25, + "epsilon_norm": 7.271633625030518, + "prediction_norm": 5.962432861328125, + "timestamp": "2025-07-14T12:34:43.874692" + }, + { + "epoch": 1945, + "batch_idx": 128, + "loss": 0.3837059736251831, + "learning_rate": 1.8648117535293699e-06, + "timestep_mean": 502.1875, + "epsilon_norm": 9.299866676330566, + "prediction_norm": 7.659584045410156, + "timestamp": "2025-07-14T12:34:43.879999" + }, + { + "epoch": 1945, + "batch_idx": 160, + "loss": 0.19137747585773468, + "learning_rate": 1.8648117535293699e-06, + "timestep_mean": 490.21875, + "epsilon_norm": 7.268041610717773, + "prediction_norm": 6.800970077514648, + "timestamp": "2025-07-14T12:34:43.885045" + }, + { + "epoch": 1945, + "batch_idx": 192, + "loss": 0.23953627049922943, + "learning_rate": 1.8648117535293699e-06, + "timestep_mean": 507.625, + "epsilon_norm": 3.643221378326416, + "prediction_norm": 3.0013906955718994, + "timestamp": "2025-07-14T12:34:43.890142" + }, + { + "epoch": 1946, + "batch_idx": 0, + "loss": 0.202798992395401, + "learning_rate": 1.7976571777038024e-06, + "timestep_mean": 489.125, + "epsilon_norm": 7.862371921539307, + "prediction_norm": 7.081092834472656, + "timestamp": "2025-07-14T12:34:43.895229" + }, + { + "epoch": 1946, + "batch_idx": 32, + "loss": 0.3378217816352844, + "learning_rate": 1.7976571777038024e-06, + "timestep_mean": 524.28125, + "epsilon_norm": 8.193819999694824, + "prediction_norm": 6.843235015869141, + "timestamp": "2025-07-14T12:34:43.900514" + }, + { + "epoch": 1946, + "batch_idx": 64, + "loss": 0.23813705146312714, + "learning_rate": 1.7976571777038024e-06, + "timestep_mean": 563.625, + "epsilon_norm": 8.174118995666504, + "prediction_norm": 6.896158695220947, + "timestamp": "2025-07-14T12:34:43.905694" + }, + { + "epoch": 1946, + "batch_idx": 96, + "loss": 0.21979156136512756, + "learning_rate": 1.7976571777038024e-06, + "timestep_mean": 508.09375, + "epsilon_norm": 8.731632232666016, + "prediction_norm": 7.460968971252441, + "timestamp": "2025-07-14T12:34:43.910820" + }, + { + "epoch": 1946, + "batch_idx": 128, + "loss": 0.19331228733062744, + "learning_rate": 1.7976571777038024e-06, + "timestep_mean": 568.78125, + "epsilon_norm": 7.280989170074463, + "prediction_norm": 6.2882184982299805, + "timestamp": "2025-07-14T12:34:43.915840" + }, + { + "epoch": 1946, + "batch_idx": 160, + "loss": 0.2667770981788635, + "learning_rate": 1.7976571777038024e-06, + "timestep_mean": 517.84375, + "epsilon_norm": 8.833762168884277, + "prediction_norm": 7.930381774902344, + "timestamp": "2025-07-14T12:34:43.920747" + }, + { + "epoch": 1946, + "batch_idx": 192, + "loss": 0.27922558784484863, + "learning_rate": 1.7976571777038024e-06, + "timestep_mean": 418.25, + "epsilon_norm": 3.755791187286377, + "prediction_norm": 3.717308759689331, + "timestamp": "2025-07-14T12:34:43.925783" + }, + { + "epoch": 1947, + "batch_idx": 0, + "loss": 0.15217725932598114, + "learning_rate": 1.7317318666342767e-06, + "timestep_mean": 579.4375, + "epsilon_norm": 7.053605556488037, + "prediction_norm": 6.375019550323486, + "timestamp": "2025-07-14T12:34:43.930887" + }, + { + "epoch": 1947, + "batch_idx": 32, + "loss": 0.20925530791282654, + "learning_rate": 1.7317318666342767e-06, + "timestep_mean": 425.34375, + "epsilon_norm": 7.043837070465088, + "prediction_norm": 5.868374824523926, + "timestamp": "2025-07-14T12:34:43.935755" + }, + { + "epoch": 1947, + "batch_idx": 64, + "loss": 0.35869380831718445, + "learning_rate": 1.7317318666342767e-06, + "timestep_mean": 463.15625, + "epsilon_norm": 8.01011848449707, + "prediction_norm": 6.804812908172607, + "timestamp": "2025-07-14T12:34:43.940645" + }, + { + "epoch": 1947, + "batch_idx": 96, + "loss": 0.27253225445747375, + "learning_rate": 1.7317318666342767e-06, + "timestep_mean": 512.40625, + "epsilon_norm": 8.654777526855469, + "prediction_norm": 7.779811382293701, + "timestamp": "2025-07-14T12:34:43.945718" + }, + { + "epoch": 1947, + "batch_idx": 128, + "loss": 0.15113750100135803, + "learning_rate": 1.7317318666342767e-06, + "timestep_mean": 532.59375, + "epsilon_norm": 5.725440502166748, + "prediction_norm": 4.990197658538818, + "timestamp": "2025-07-14T12:34:43.950856" + }, + { + "epoch": 1947, + "batch_idx": 160, + "loss": 0.23997019231319427, + "learning_rate": 1.7317318666342767e-06, + "timestep_mean": 462.5625, + "epsilon_norm": 6.919471740722656, + "prediction_norm": 6.002978324890137, + "timestamp": "2025-07-14T12:34:43.955905" + }, + { + "epoch": 1947, + "batch_idx": 192, + "loss": 0.12760579586029053, + "learning_rate": 1.7317318666342767e-06, + "timestep_mean": 353.875, + "epsilon_norm": 3.0283122062683105, + "prediction_norm": 2.5755510330200195, + "timestamp": "2025-07-14T12:34:43.961152" + }, + { + "epoch": 1948, + "batch_idx": 0, + "loss": 0.26808589696884155, + "learning_rate": 1.667035982985064e-06, + "timestep_mean": 487.25, + "epsilon_norm": 7.388730049133301, + "prediction_norm": 6.017757415771484, + "timestamp": "2025-07-14T12:34:43.966241" + }, + { + "epoch": 1948, + "batch_idx": 32, + "loss": 0.2619744539260864, + "learning_rate": 1.667035982985064e-06, + "timestep_mean": 468.84375, + "epsilon_norm": 8.55772590637207, + "prediction_norm": 7.512818336486816, + "timestamp": "2025-07-14T12:34:43.971307" + }, + { + "epoch": 1948, + "batch_idx": 64, + "loss": 0.1833934485912323, + "learning_rate": 1.667035982985064e-06, + "timestep_mean": 577.71875, + "epsilon_norm": 8.309924125671387, + "prediction_norm": 7.639723777770996, + "timestamp": "2025-07-14T12:34:43.976225" + }, + { + "epoch": 1948, + "batch_idx": 96, + "loss": 0.3267884850502014, + "learning_rate": 1.667035982985064e-06, + "timestep_mean": 435.6875, + "epsilon_norm": 8.53022289276123, + "prediction_norm": 6.983760833740234, + "timestamp": "2025-07-14T12:34:43.981180" + }, + { + "epoch": 1948, + "batch_idx": 128, + "loss": 0.17440098524093628, + "learning_rate": 1.667035982985064e-06, + "timestep_mean": 439.8125, + "epsilon_norm": 7.165139675140381, + "prediction_norm": 7.06232213973999, + "timestamp": "2025-07-14T12:34:43.986130" + }, + { + "epoch": 1948, + "batch_idx": 160, + "loss": 0.27289819717407227, + "learning_rate": 1.667035982985064e-06, + "timestep_mean": 506.84375, + "epsilon_norm": 8.297074317932129, + "prediction_norm": 7.431614398956299, + "timestamp": "2025-07-14T12:34:43.991125" + }, + { + "epoch": 1948, + "batch_idx": 192, + "loss": 0.06372754275798798, + "learning_rate": 1.667035982985064e-06, + "timestep_mean": 599.0, + "epsilon_norm": 3.690682888031006, + "prediction_norm": 3.5637340545654297, + "timestamp": "2025-07-14T12:34:43.996055" + }, + { + "epoch": 1949, + "batch_idx": 0, + "loss": 0.1597209870815277, + "learning_rate": 1.603569686386695e-06, + "timestep_mean": 557.78125, + "epsilon_norm": 7.490427017211914, + "prediction_norm": 6.760505199432373, + "timestamp": "2025-07-14T12:34:44.001010" + }, + { + "epoch": 1949, + "batch_idx": 32, + "loss": 0.14860935509204865, + "learning_rate": 1.603569686386695e-06, + "timestep_mean": 469.3125, + "epsilon_norm": 7.746807098388672, + "prediction_norm": 7.126211166381836, + "timestamp": "2025-07-14T12:34:44.005875" + }, + { + "epoch": 1949, + "batch_idx": 64, + "loss": 0.20433203876018524, + "learning_rate": 1.603569686386695e-06, + "timestep_mean": 531.15625, + "epsilon_norm": 7.839620113372803, + "prediction_norm": 7.165179252624512, + "timestamp": "2025-07-14T12:34:44.010704" + }, + { + "epoch": 1949, + "batch_idx": 96, + "loss": 0.10389526188373566, + "learning_rate": 1.603569686386695e-06, + "timestep_mean": 574.0625, + "epsilon_norm": 7.888815879821777, + "prediction_norm": 7.293139457702637, + "timestamp": "2025-07-14T12:34:44.015710" + }, + { + "epoch": 1949, + "batch_idx": 128, + "loss": 0.24258701503276825, + "learning_rate": 1.603569686386695e-06, + "timestep_mean": 576.03125, + "epsilon_norm": 9.36144733428955, + "prediction_norm": 8.697628021240234, + "timestamp": "2025-07-14T12:34:44.020567" + }, + { + "epoch": 1949, + "batch_idx": 160, + "loss": 0.3106881082057953, + "learning_rate": 1.603569686386695e-06, + "timestep_mean": 477.34375, + "epsilon_norm": 8.526634216308594, + "prediction_norm": 7.0948333740234375, + "timestamp": "2025-07-14T12:34:44.025626" + }, + { + "epoch": 1949, + "batch_idx": 192, + "loss": 0.1548345685005188, + "learning_rate": 1.603569686386695e-06, + "timestep_mean": 578.875, + "epsilon_norm": 4.822792053222656, + "prediction_norm": 4.568353652954102, + "timestamp": "2025-07-14T12:34:44.030569" + }, + { + "epoch": 1950, + "batch_idx": 0, + "loss": 0.30195608735084534, + "learning_rate": 1.5413331334360165e-06, + "timestep_mean": 577.28125, + "epsilon_norm": 8.05123519897461, + "prediction_norm": 6.617612838745117, + "timestamp": "2025-07-14T12:34:44.035507" + }, + { + "epoch": 1950, + "batch_idx": 32, + "loss": 0.3777703046798706, + "learning_rate": 1.5413331334360165e-06, + "timestep_mean": 498.9375, + "epsilon_norm": 9.390048027038574, + "prediction_norm": 6.958252906799316, + "timestamp": "2025-07-14T12:34:44.040514" + }, + { + "epoch": 1950, + "batch_idx": 64, + "loss": 0.16483280062675476, + "learning_rate": 1.5413331334360165e-06, + "timestep_mean": 546.4375, + "epsilon_norm": 7.845524787902832, + "prediction_norm": 7.231486797332764, + "timestamp": "2025-07-14T12:34:44.045821" + }, + { + "epoch": 1950, + "batch_idx": 96, + "loss": 0.22481787204742432, + "learning_rate": 1.5413331334360165e-06, + "timestep_mean": 470.25, + "epsilon_norm": 8.34424114227295, + "prediction_norm": 7.3105149269104, + "timestamp": "2025-07-14T12:34:44.051088" + }, + { + "epoch": 1950, + "batch_idx": 128, + "loss": 0.28955844044685364, + "learning_rate": 1.5413331334360165e-06, + "timestep_mean": 542.65625, + "epsilon_norm": 8.494855880737305, + "prediction_norm": 7.148633003234863, + "timestamp": "2025-07-14T12:34:44.056173" + }, + { + "epoch": 1950, + "batch_idx": 160, + "loss": 0.4103485941886902, + "learning_rate": 1.5413331334360165e-06, + "timestep_mean": 462.5, + "epsilon_norm": 7.906599998474121, + "prediction_norm": 6.618727684020996, + "timestamp": "2025-07-14T12:34:44.061412" + }, + { + "epoch": 1950, + "batch_idx": 192, + "loss": 0.06692678481340408, + "learning_rate": 1.5413331334360165e-06, + "timestep_mean": 704.875, + "epsilon_norm": 4.24833869934082, + "prediction_norm": 4.007658004760742, + "timestamp": "2025-07-14T12:34:44.066591" + }, + { + "epoch": 1951, + "batch_idx": 0, + "loss": 0.26128819584846497, + "learning_rate": 1.4803264776955246e-06, + "timestep_mean": 455.09375, + "epsilon_norm": 7.5753889083862305, + "prediction_norm": 6.147903919219971, + "timestamp": "2025-07-14T12:34:44.072020" + }, + { + "epoch": 1951, + "batch_idx": 32, + "loss": 0.40809333324432373, + "learning_rate": 1.4803264776955246e-06, + "timestep_mean": 487.28125, + "epsilon_norm": 8.750130653381348, + "prediction_norm": 6.925313949584961, + "timestamp": "2025-07-14T12:34:44.077188" + }, + { + "epoch": 1951, + "batch_idx": 64, + "loss": 0.24469350278377533, + "learning_rate": 1.4803264776955246e-06, + "timestep_mean": 426.78125, + "epsilon_norm": 7.777502059936523, + "prediction_norm": 6.362460613250732, + "timestamp": "2025-07-14T12:34:44.082356" + }, + { + "epoch": 1951, + "batch_idx": 96, + "loss": 0.15799455344676971, + "learning_rate": 1.4803264776955246e-06, + "timestep_mean": 577.34375, + "epsilon_norm": 7.228629112243652, + "prediction_norm": 6.480494499206543, + "timestamp": "2025-07-14T12:34:44.087603" + }, + { + "epoch": 1951, + "batch_idx": 128, + "loss": 0.3309710621833801, + "learning_rate": 1.4803264776955246e-06, + "timestep_mean": 436.75, + "epsilon_norm": 8.48890495300293, + "prediction_norm": 6.844480037689209, + "timestamp": "2025-07-14T12:34:44.092851" + }, + { + "epoch": 1951, + "batch_idx": 160, + "loss": 0.12725913524627686, + "learning_rate": 1.4803264776955246e-06, + "timestep_mean": 594.28125, + "epsilon_norm": 7.419437408447266, + "prediction_norm": 6.544203281402588, + "timestamp": "2025-07-14T12:34:44.098053" + }, + { + "epoch": 1951, + "batch_idx": 192, + "loss": 0.22229787707328796, + "learning_rate": 1.4803264776955246e-06, + "timestep_mean": 404.625, + "epsilon_norm": 3.34950852394104, + "prediction_norm": 3.2776739597320557, + "timestamp": "2025-07-14T12:34:44.103251" + }, + { + "epoch": 1952, + "batch_idx": 0, + "loss": 0.3832462430000305, + "learning_rate": 1.4205498696930317e-06, + "timestep_mean": 459.3125, + "epsilon_norm": 8.797197341918945, + "prediction_norm": 7.0281662940979, + "timestamp": "2025-07-14T12:34:44.108607" + }, + { + "epoch": 1952, + "batch_idx": 32, + "loss": 0.25107240676879883, + "learning_rate": 1.4205498696930317e-06, + "timestep_mean": 514.90625, + "epsilon_norm": 7.247507095336914, + "prediction_norm": 6.579438209533691, + "timestamp": "2025-07-14T12:34:44.113703" + }, + { + "epoch": 1952, + "batch_idx": 64, + "loss": 0.3325618803501129, + "learning_rate": 1.4205498696930317e-06, + "timestep_mean": 496.65625, + "epsilon_norm": 8.59769344329834, + "prediction_norm": 7.184231281280518, + "timestamp": "2025-07-14T12:34:44.118640" + }, + { + "epoch": 1952, + "batch_idx": 96, + "loss": 0.39291125535964966, + "learning_rate": 1.4205498696930317e-06, + "timestep_mean": 455.6875, + "epsilon_norm": 7.706413745880127, + "prediction_norm": 5.766182899475098, + "timestamp": "2025-07-14T12:34:44.126608" + }, + { + "epoch": 1952, + "batch_idx": 128, + "loss": 0.2987755537033081, + "learning_rate": 1.4205498696930317e-06, + "timestep_mean": 542.0, + "epsilon_norm": 7.250068187713623, + "prediction_norm": 6.21492862701416, + "timestamp": "2025-07-14T12:34:44.137344" + }, + { + "epoch": 1952, + "batch_idx": 160, + "loss": 0.1688399612903595, + "learning_rate": 1.4205498696930317e-06, + "timestep_mean": 526.0, + "epsilon_norm": 6.394712448120117, + "prediction_norm": 5.77426815032959, + "timestamp": "2025-07-14T12:34:44.146336" + }, + { + "epoch": 1952, + "batch_idx": 192, + "loss": 0.3862382769584656, + "learning_rate": 1.4205498696930317e-06, + "timestep_mean": 475.375, + "epsilon_norm": 4.4661712646484375, + "prediction_norm": 3.7367777824401855, + "timestamp": "2025-07-14T12:34:44.155102" + }, + { + "epoch": 1953, + "batch_idx": 0, + "loss": 0.4404450058937073, + "learning_rate": 1.3620034569214445e-06, + "timestep_mean": 457.96875, + "epsilon_norm": 9.421457290649414, + "prediction_norm": 7.65404748916626, + "timestamp": "2025-07-14T12:34:44.161912" + }, + { + "epoch": 1953, + "batch_idx": 32, + "loss": 0.19835427403450012, + "learning_rate": 1.3620034569214445e-06, + "timestep_mean": 480.21875, + "epsilon_norm": 8.275771141052246, + "prediction_norm": 7.513795375823975, + "timestamp": "2025-07-14T12:34:44.167951" + }, + { + "epoch": 1953, + "batch_idx": 64, + "loss": 0.27930450439453125, + "learning_rate": 1.3620034569214445e-06, + "timestep_mean": 552.40625, + "epsilon_norm": 8.043991088867188, + "prediction_norm": 6.657710075378418, + "timestamp": "2025-07-14T12:34:44.173177" + }, + { + "epoch": 1953, + "batch_idx": 96, + "loss": 0.3116524815559387, + "learning_rate": 1.3620034569214445e-06, + "timestep_mean": 484.65625, + "epsilon_norm": 7.718799114227295, + "prediction_norm": 5.8571882247924805, + "timestamp": "2025-07-14T12:34:44.178510" + }, + { + "epoch": 1953, + "batch_idx": 128, + "loss": 0.22047626972198486, + "learning_rate": 1.3620034569214445e-06, + "timestep_mean": 573.46875, + "epsilon_norm": 7.505849838256836, + "prediction_norm": 6.72905969619751, + "timestamp": "2025-07-14T12:34:44.183626" + }, + { + "epoch": 1953, + "batch_idx": 160, + "loss": 0.26767435669898987, + "learning_rate": 1.3620034569214445e-06, + "timestep_mean": 479.71875, + "epsilon_norm": 6.761505126953125, + "prediction_norm": 5.999298572540283, + "timestamp": "2025-07-14T12:34:44.188772" + }, + { + "epoch": 1953, + "batch_idx": 192, + "loss": 0.24385026097297668, + "learning_rate": 1.3620034569214445e-06, + "timestep_mean": 374.625, + "epsilon_norm": 4.02559757232666, + "prediction_norm": 3.4802074432373047, + "timestamp": "2025-07-14T12:34:44.194204" + }, + { + "epoch": 1954, + "batch_idx": 0, + "loss": 0.16014613211154938, + "learning_rate": 1.3046873838381533e-06, + "timestep_mean": 596.9375, + "epsilon_norm": 8.789350509643555, + "prediction_norm": 8.187686920166016, + "timestamp": "2025-07-14T12:34:44.199204" + }, + { + "epoch": 1954, + "batch_idx": 32, + "loss": 0.44670531153678894, + "learning_rate": 1.3046873838381533e-06, + "timestep_mean": 455.9375, + "epsilon_norm": 7.595305919647217, + "prediction_norm": 5.7717604637146, + "timestamp": "2025-07-14T12:34:44.204261" + }, + { + "epoch": 1954, + "batch_idx": 64, + "loss": 0.1610351800918579, + "learning_rate": 1.3046873838381533e-06, + "timestep_mean": 561.125, + "epsilon_norm": 7.513284683227539, + "prediction_norm": 6.882268905639648, + "timestamp": "2025-07-14T12:34:44.209424" + }, + { + "epoch": 1954, + "batch_idx": 96, + "loss": 0.3254132866859436, + "learning_rate": 1.3046873838381533e-06, + "timestep_mean": 509.25, + "epsilon_norm": 7.46484375, + "prediction_norm": 6.145943641662598, + "timestamp": "2025-07-14T12:34:44.214338" + }, + { + "epoch": 1954, + "batch_idx": 128, + "loss": 0.1950196921825409, + "learning_rate": 1.3046873838381533e-06, + "timestep_mean": 514.9375, + "epsilon_norm": 7.742887020111084, + "prediction_norm": 7.192530632019043, + "timestamp": "2025-07-14T12:34:44.219171" + }, + { + "epoch": 1954, + "batch_idx": 160, + "loss": 0.04761160537600517, + "learning_rate": 1.3046873838381533e-06, + "timestep_mean": 676.59375, + "epsilon_norm": 7.585770130157471, + "prediction_norm": 7.72011137008667, + "timestamp": "2025-07-14T12:34:44.224048" + }, + { + "epoch": 1954, + "batch_idx": 192, + "loss": 0.26798319816589355, + "learning_rate": 1.3046873838381533e-06, + "timestep_mean": 399.5, + "epsilon_norm": 3.4157590866088867, + "prediction_norm": 2.699711322784424, + "timestamp": "2025-07-14T12:34:44.229324" + }, + { + "epoch": 1955, + "batch_idx": 0, + "loss": 0.3564070761203766, + "learning_rate": 1.2486017918649772e-06, + "timestep_mean": 523.875, + "epsilon_norm": 8.071276664733887, + "prediction_norm": 6.8180975914001465, + "timestamp": "2025-07-14T12:34:44.234276" + }, + { + "epoch": 1955, + "batch_idx": 32, + "loss": 0.14522354304790497, + "learning_rate": 1.2486017918649772e-06, + "timestep_mean": 503.125, + "epsilon_norm": 7.0242156982421875, + "prediction_norm": 6.386881351470947, + "timestamp": "2025-07-14T12:34:44.239234" + }, + { + "epoch": 1955, + "batch_idx": 64, + "loss": 0.313209593296051, + "learning_rate": 1.2486017918649772e-06, + "timestep_mean": 535.8125, + "epsilon_norm": 8.687053680419922, + "prediction_norm": 7.78331184387207, + "timestamp": "2025-07-14T12:34:44.244214" + }, + { + "epoch": 1955, + "batch_idx": 96, + "loss": 0.2491760402917862, + "learning_rate": 1.2486017918649772e-06, + "timestep_mean": 561.53125, + "epsilon_norm": 7.575342655181885, + "prediction_norm": 7.324240684509277, + "timestamp": "2025-07-14T12:34:44.249338" + }, + { + "epoch": 1955, + "batch_idx": 128, + "loss": 0.2592296600341797, + "learning_rate": 1.2486017918649772e-06, + "timestep_mean": 482.625, + "epsilon_norm": 9.489150047302246, + "prediction_norm": 8.377401351928711, + "timestamp": "2025-07-14T12:34:44.254392" + }, + { + "epoch": 1955, + "batch_idx": 160, + "loss": 0.28144630789756775, + "learning_rate": 1.2486017918649772e-06, + "timestep_mean": 458.40625, + "epsilon_norm": 7.880785942077637, + "prediction_norm": 6.412370681762695, + "timestamp": "2025-07-14T12:34:44.259520" + }, + { + "epoch": 1955, + "batch_idx": 192, + "loss": 0.22499260306358337, + "learning_rate": 1.2486017918649772e-06, + "timestep_mean": 580.75, + "epsilon_norm": 3.174199342727661, + "prediction_norm": 2.655965566635132, + "timestamp": "2025-07-14T12:34:44.264607" + }, + { + "epoch": 1956, + "batch_idx": 0, + "loss": 0.16464529931545258, + "learning_rate": 1.1937468193873857e-06, + "timestep_mean": 449.9375, + "epsilon_norm": 7.456414222717285, + "prediction_norm": 6.961733818054199, + "timestamp": "2025-07-14T12:34:44.269998" + }, + { + "epoch": 1956, + "batch_idx": 32, + "loss": 0.29824045300483704, + "learning_rate": 1.1937468193873857e-06, + "timestep_mean": 568.125, + "epsilon_norm": 8.860553741455078, + "prediction_norm": 6.876697063446045, + "timestamp": "2025-07-14T12:34:44.274980" + }, + { + "epoch": 1956, + "batch_idx": 64, + "loss": 0.15102896094322205, + "learning_rate": 1.1937468193873857e-06, + "timestep_mean": 516.8125, + "epsilon_norm": 7.189404487609863, + "prediction_norm": 6.580688953399658, + "timestamp": "2025-07-14T12:34:44.280341" + }, + { + "epoch": 1956, + "batch_idx": 96, + "loss": 0.5654453635215759, + "learning_rate": 1.1937468193873857e-06, + "timestep_mean": 451.5625, + "epsilon_norm": 9.056077003479004, + "prediction_norm": 6.441305637359619, + "timestamp": "2025-07-14T12:34:44.285474" + }, + { + "epoch": 1956, + "batch_idx": 128, + "loss": 0.22237838804721832, + "learning_rate": 1.1937468193873857e-06, + "timestep_mean": 479.90625, + "epsilon_norm": 9.141672134399414, + "prediction_norm": 8.050495147705078, + "timestamp": "2025-07-14T12:34:44.290624" + }, + { + "epoch": 1956, + "batch_idx": 160, + "loss": 0.5224410891532898, + "learning_rate": 1.1937468193873857e-06, + "timestep_mean": 464.625, + "epsilon_norm": 9.369439125061035, + "prediction_norm": 7.66983699798584, + "timestamp": "2025-07-14T12:34:44.295822" + }, + { + "epoch": 1956, + "batch_idx": 192, + "loss": 0.011255604214966297, + "learning_rate": 1.1937468193873857e-06, + "timestep_mean": 858.75, + "epsilon_norm": 4.299199104309082, + "prediction_norm": 4.4189958572387695, + "timestamp": "2025-07-14T12:34:44.301005" + }, + { + "epoch": 1957, + "batch_idx": 0, + "loss": 0.2528706192970276, + "learning_rate": 1.1401226017547218e-06, + "timestep_mean": 488.03125, + "epsilon_norm": 8.34118938446045, + "prediction_norm": 7.477991580963135, + "timestamp": "2025-07-14T12:34:44.306208" + }, + { + "epoch": 1957, + "batch_idx": 32, + "loss": 0.29670998454093933, + "learning_rate": 1.1401226017547218e-06, + "timestep_mean": 514.0625, + "epsilon_norm": 7.990037441253662, + "prediction_norm": 6.978307247161865, + "timestamp": "2025-07-14T12:34:44.311407" + }, + { + "epoch": 1957, + "batch_idx": 64, + "loss": 0.1380656510591507, + "learning_rate": 1.1401226017547218e-06, + "timestep_mean": 483.28125, + "epsilon_norm": 7.354637622833252, + "prediction_norm": 6.93939733505249, + "timestamp": "2025-07-14T12:34:44.316701" + }, + { + "epoch": 1957, + "batch_idx": 96, + "loss": 0.2833667993545532, + "learning_rate": 1.1401226017547218e-06, + "timestep_mean": 573.65625, + "epsilon_norm": 8.834548950195312, + "prediction_norm": 7.693986892700195, + "timestamp": "2025-07-14T12:34:44.321832" + }, + { + "epoch": 1957, + "batch_idx": 128, + "loss": 0.20238731801509857, + "learning_rate": 1.1401226017547218e-06, + "timestep_mean": 599.15625, + "epsilon_norm": 9.560819625854492, + "prediction_norm": 8.744606971740723, + "timestamp": "2025-07-14T12:34:44.326928" + }, + { + "epoch": 1957, + "batch_idx": 160, + "loss": 0.347479909658432, + "learning_rate": 1.1401226017547218e-06, + "timestep_mean": 439.4375, + "epsilon_norm": 7.087766647338867, + "prediction_norm": 6.157472610473633, + "timestamp": "2025-07-14T12:34:44.331852" + }, + { + "epoch": 1957, + "batch_idx": 192, + "loss": 0.03305024653673172, + "learning_rate": 1.1401226017547218e-06, + "timestep_mean": 543.625, + "epsilon_norm": 3.2262701988220215, + "prediction_norm": 3.242264747619629, + "timestamp": "2025-07-14T12:34:44.337118" + }, + { + "epoch": 1958, + "batch_idx": 0, + "loss": 0.4545547366142273, + "learning_rate": 1.0877292712792576e-06, + "timestep_mean": 534.5, + "epsilon_norm": 8.73349380493164, + "prediction_norm": 7.721838474273682, + "timestamp": "2025-07-14T12:34:44.342303" + }, + { + "epoch": 1958, + "batch_idx": 32, + "loss": 0.3853659927845001, + "learning_rate": 1.0877292712792576e-06, + "timestep_mean": 548.21875, + "epsilon_norm": 8.133084297180176, + "prediction_norm": 7.06045389175415, + "timestamp": "2025-07-14T12:34:44.347538" + }, + { + "epoch": 1958, + "batch_idx": 64, + "loss": 0.32747119665145874, + "learning_rate": 1.0877292712792576e-06, + "timestep_mean": 459.9375, + "epsilon_norm": 7.359119892120361, + "prediction_norm": 5.782454013824463, + "timestamp": "2025-07-14T12:34:44.352649" + }, + { + "epoch": 1958, + "batch_idx": 96, + "loss": 0.3067971467971802, + "learning_rate": 1.0877292712792576e-06, + "timestep_mean": 422.875, + "epsilon_norm": 7.447147846221924, + "prediction_norm": 5.883206367492676, + "timestamp": "2025-07-14T12:34:44.357640" + }, + { + "epoch": 1958, + "batch_idx": 128, + "loss": 0.19340862333774567, + "learning_rate": 1.0877292712792576e-06, + "timestep_mean": 430.40625, + "epsilon_norm": 7.221312999725342, + "prediction_norm": 5.721724510192871, + "timestamp": "2025-07-14T12:34:44.362725" + }, + { + "epoch": 1958, + "batch_idx": 160, + "loss": 0.3068636357784271, + "learning_rate": 1.0877292712792576e-06, + "timestep_mean": 506.5625, + "epsilon_norm": 7.79095458984375, + "prediction_norm": 7.091954708099365, + "timestamp": "2025-07-14T12:34:44.367857" + }, + { + "epoch": 1958, + "batch_idx": 192, + "loss": 0.6364165544509888, + "learning_rate": 1.0877292712792576e-06, + "timestep_mean": 570.125, + "epsilon_norm": 3.9220547676086426, + "prediction_norm": 2.848220109939575, + "timestamp": "2025-07-14T12:34:44.372992" + }, + { + "epoch": 1959, + "batch_idx": 0, + "loss": 0.2929658591747284, + "learning_rate": 1.0365669572364724e-06, + "timestep_mean": 513.90625, + "epsilon_norm": 7.783982753753662, + "prediction_norm": 6.198765754699707, + "timestamp": "2025-07-14T12:34:44.378217" + }, + { + "epoch": 1959, + "batch_idx": 32, + "loss": 0.18518617749214172, + "learning_rate": 1.0365669572364724e-06, + "timestep_mean": 527.46875, + "epsilon_norm": 6.897392749786377, + "prediction_norm": 6.165916919708252, + "timestamp": "2025-07-14T12:34:44.383526" + }, + { + "epoch": 1959, + "batch_idx": 64, + "loss": 0.4770580232143402, + "learning_rate": 1.0365669572364724e-06, + "timestep_mean": 360.78125, + "epsilon_norm": 8.517430305480957, + "prediction_norm": 6.481043338775635, + "timestamp": "2025-07-14T12:34:44.388984" + }, + { + "epoch": 1959, + "batch_idx": 96, + "loss": 0.3193626403808594, + "learning_rate": 1.0365669572364724e-06, + "timestep_mean": 420.03125, + "epsilon_norm": 8.202617645263672, + "prediction_norm": 6.879189968109131, + "timestamp": "2025-07-14T12:34:44.394201" + }, + { + "epoch": 1959, + "batch_idx": 128, + "loss": 0.40108421444892883, + "learning_rate": 1.0365669572364724e-06, + "timestep_mean": 386.59375, + "epsilon_norm": 8.388351440429688, + "prediction_norm": 7.015149116516113, + "timestamp": "2025-07-14T12:34:44.399522" + }, + { + "epoch": 1959, + "batch_idx": 160, + "loss": 0.1431419849395752, + "learning_rate": 1.0365669572364724e-06, + "timestep_mean": 487.8125, + "epsilon_norm": 6.555261135101318, + "prediction_norm": 5.879915237426758, + "timestamp": "2025-07-14T12:34:44.404647" + }, + { + "epoch": 1959, + "batch_idx": 192, + "loss": 0.20165950059890747, + "learning_rate": 1.0365669572364724e-06, + "timestep_mean": 640.125, + "epsilon_norm": 3.5120956897735596, + "prediction_norm": 3.268768787384033, + "timestamp": "2025-07-14T12:34:44.409602" + }, + { + "epoch": 1960, + "batch_idx": 0, + "loss": 0.27054232358932495, + "learning_rate": 9.866357858642196e-07, + "timestep_mean": 488.46875, + "epsilon_norm": 8.19715690612793, + "prediction_norm": 7.33282470703125, + "timestamp": "2025-07-14T12:34:44.414732" + }, + { + "epoch": 1960, + "batch_idx": 32, + "loss": 0.2392888218164444, + "learning_rate": 9.866357858642196e-07, + "timestep_mean": 555.1875, + "epsilon_norm": 8.051383018493652, + "prediction_norm": 6.897912502288818, + "timestamp": "2025-07-14T12:34:44.427024" + }, + { + "epoch": 1960, + "batch_idx": 64, + "loss": 0.14883071184158325, + "learning_rate": 9.866357858642196e-07, + "timestep_mean": 472.375, + "epsilon_norm": 7.279541015625, + "prediction_norm": 6.899186134338379, + "timestamp": "2025-07-14T12:34:44.432497" + }, + { + "epoch": 1960, + "batch_idx": 96, + "loss": 0.2796095609664917, + "learning_rate": 9.866357858642196e-07, + "timestep_mean": 474.875, + "epsilon_norm": 7.632841110229492, + "prediction_norm": 6.59514045715332, + "timestamp": "2025-07-14T12:34:44.437942" + }, + { + "epoch": 1960, + "batch_idx": 128, + "loss": 0.43325239419937134, + "learning_rate": 9.866357858642196e-07, + "timestep_mean": 456.6875, + "epsilon_norm": 8.071667671203613, + "prediction_norm": 5.613563060760498, + "timestamp": "2025-07-14T12:34:44.443192" + }, + { + "epoch": 1960, + "batch_idx": 160, + "loss": 0.09020605683326721, + "learning_rate": 9.866357858642196e-07, + "timestep_mean": 526.90625, + "epsilon_norm": 7.884422779083252, + "prediction_norm": 7.561915874481201, + "timestamp": "2025-07-14T12:34:44.448375" + }, + { + "epoch": 1960, + "batch_idx": 192, + "loss": 0.2771279215812683, + "learning_rate": 9.866357858642196e-07, + "timestep_mean": 485.75, + "epsilon_norm": 3.651374578475952, + "prediction_norm": 2.8232030868530273, + "timestamp": "2025-07-14T12:34:44.453550" + }, + { + "epoch": 1961, + "batch_idx": 0, + "loss": 0.3223888576030731, + "learning_rate": 9.379358803627271e-07, + "timestep_mean": 494.46875, + "epsilon_norm": 8.880637168884277, + "prediction_norm": 8.053348541259766, + "timestamp": "2025-07-14T12:34:44.458596" + }, + { + "epoch": 1961, + "batch_idx": 32, + "loss": 0.4746113419532776, + "learning_rate": 9.379358803627271e-07, + "timestep_mean": 401.1875, + "epsilon_norm": 9.710383415222168, + "prediction_norm": 7.652186393737793, + "timestamp": "2025-07-14T12:34:44.463314" + }, + { + "epoch": 1961, + "batch_idx": 64, + "loss": 0.1861293613910675, + "learning_rate": 9.379358803627271e-07, + "timestep_mean": 491.3125, + "epsilon_norm": 7.958714485168457, + "prediction_norm": 7.250037670135498, + "timestamp": "2025-07-14T12:34:44.468121" + }, + { + "epoch": 1961, + "batch_idx": 96, + "loss": 0.22407914698123932, + "learning_rate": 9.379358803627271e-07, + "timestep_mean": 547.15625, + "epsilon_norm": 7.678514003753662, + "prediction_norm": 7.0321431159973145, + "timestamp": "2025-07-14T12:34:44.472897" + }, + { + "epoch": 1961, + "batch_idx": 128, + "loss": 0.3903495669364929, + "learning_rate": 9.379358803627271e-07, + "timestep_mean": 386.90625, + "epsilon_norm": 6.794158458709717, + "prediction_norm": 4.730700969696045, + "timestamp": "2025-07-14T12:34:44.477687" + }, + { + "epoch": 1961, + "batch_idx": 160, + "loss": 0.19952377676963806, + "learning_rate": 9.379358803627271e-07, + "timestep_mean": 496.75, + "epsilon_norm": 7.650511264801025, + "prediction_norm": 6.6146674156188965, + "timestamp": "2025-07-14T12:34:44.482661" + }, + { + "epoch": 1961, + "batch_idx": 192, + "loss": 0.36088332533836365, + "learning_rate": 9.379358803627271e-07, + "timestep_mean": 639.875, + "epsilon_norm": 4.145040988922119, + "prediction_norm": 3.4752206802368164, + "timestamp": "2025-07-14T12:34:44.487741" + }, + { + "epoch": 1962, + "batch_idx": 0, + "loss": 0.13509228825569153, + "learning_rate": 8.904673608940974e-07, + "timestep_mean": 481.78125, + "epsilon_norm": 7.797480583190918, + "prediction_norm": 7.494233131408691, + "timestamp": "2025-07-14T12:34:44.492767" + }, + { + "epoch": 1962, + "batch_idx": 32, + "loss": 0.2565348148345947, + "learning_rate": 8.904673608940974e-07, + "timestep_mean": 453.46875, + "epsilon_norm": 7.913381576538086, + "prediction_norm": 7.198975563049316, + "timestamp": "2025-07-14T12:34:44.497753" + }, + { + "epoch": 1962, + "batch_idx": 64, + "loss": 0.11440395563840866, + "learning_rate": 8.904673608940974e-07, + "timestep_mean": 535.4375, + "epsilon_norm": 7.238481044769287, + "prediction_norm": 6.765378952026367, + "timestamp": "2025-07-14T12:34:44.502803" + }, + { + "epoch": 1962, + "batch_idx": 96, + "loss": 0.1933038830757141, + "learning_rate": 8.904673608940974e-07, + "timestep_mean": 516.0, + "epsilon_norm": 8.024347305297852, + "prediction_norm": 6.874923229217529, + "timestamp": "2025-07-14T12:34:44.507727" + }, + { + "epoch": 1962, + "batch_idx": 128, + "loss": 0.21343432366847992, + "learning_rate": 8.904673608940974e-07, + "timestep_mean": 568.34375, + "epsilon_norm": 7.995640754699707, + "prediction_norm": 7.024775981903076, + "timestamp": "2025-07-14T12:34:44.512637" + }, + { + "epoch": 1962, + "batch_idx": 160, + "loss": 0.2215503752231598, + "learning_rate": 8.904673608940974e-07, + "timestep_mean": 604.71875, + "epsilon_norm": 7.625108242034912, + "prediction_norm": 6.999690055847168, + "timestamp": "2025-07-14T12:34:44.517594" + }, + { + "epoch": 1962, + "batch_idx": 192, + "loss": 0.5529381632804871, + "learning_rate": 8.904673608940974e-07, + "timestep_mean": 717.125, + "epsilon_norm": 4.775165557861328, + "prediction_norm": 4.051061630249023, + "timestamp": "2025-07-14T12:34:44.522400" + }, + { + "epoch": 1963, + "batch_idx": 0, + "loss": 0.22441497445106506, + "learning_rate": 8.442303445823077e-07, + "timestep_mean": 441.4375, + "epsilon_norm": 7.115808963775635, + "prediction_norm": 6.311416149139404, + "timestamp": "2025-07-14T12:34:44.527182" + }, + { + "epoch": 1963, + "batch_idx": 32, + "loss": 0.22521989047527313, + "learning_rate": 8.442303445823077e-07, + "timestep_mean": 529.34375, + "epsilon_norm": 8.324047088623047, + "prediction_norm": 7.705618381500244, + "timestamp": "2025-07-14T12:34:44.531945" + }, + { + "epoch": 1963, + "batch_idx": 64, + "loss": 0.18873745203018188, + "learning_rate": 8.442303445823077e-07, + "timestep_mean": 447.34375, + "epsilon_norm": 7.51481819152832, + "prediction_norm": 6.668729782104492, + "timestamp": "2025-07-14T12:34:44.536687" + }, + { + "epoch": 1963, + "batch_idx": 96, + "loss": 0.37653782963752747, + "learning_rate": 8.442303445823077e-07, + "timestep_mean": 494.25, + "epsilon_norm": 8.708200454711914, + "prediction_norm": 6.883727073669434, + "timestamp": "2025-07-14T12:34:44.541462" + }, + { + "epoch": 1963, + "batch_idx": 128, + "loss": 0.4383019804954529, + "learning_rate": 8.442303445823077e-07, + "timestep_mean": 451.75, + "epsilon_norm": 7.57002592086792, + "prediction_norm": 5.805328369140625, + "timestamp": "2025-07-14T12:34:44.546430" + }, + { + "epoch": 1963, + "batch_idx": 160, + "loss": 0.44190776348114014, + "learning_rate": 8.442303445823077e-07, + "timestep_mean": 487.15625, + "epsilon_norm": 8.72851276397705, + "prediction_norm": 6.571135520935059, + "timestamp": "2025-07-14T12:34:44.551250" + }, + { + "epoch": 1963, + "batch_idx": 192, + "loss": 0.18177896738052368, + "learning_rate": 8.442303445823077e-07, + "timestep_mean": 486.125, + "epsilon_norm": 3.9409470558166504, + "prediction_norm": 3.476452589035034, + "timestamp": "2025-07-14T12:34:44.557488" + }, + { + "epoch": 1964, + "batch_idx": 0, + "loss": 0.3371002972126007, + "learning_rate": 7.992249455124881e-07, + "timestep_mean": 491.875, + "epsilon_norm": 7.5707502365112305, + "prediction_norm": 6.587314605712891, + "timestamp": "2025-07-14T12:34:44.562449" + }, + { + "epoch": 1964, + "batch_idx": 32, + "loss": 0.41210684180259705, + "learning_rate": 7.992249455124881e-07, + "timestep_mean": 467.09375, + "epsilon_norm": 7.939080238342285, + "prediction_norm": 6.838838577270508, + "timestamp": "2025-07-14T12:34:44.567343" + }, + { + "epoch": 1964, + "batch_idx": 64, + "loss": 0.2246461808681488, + "learning_rate": 7.992249455124881e-07, + "timestep_mean": 575.5625, + "epsilon_norm": 7.727367401123047, + "prediction_norm": 6.666476249694824, + "timestamp": "2025-07-14T12:34:44.572205" + }, + { + "epoch": 1964, + "batch_idx": 96, + "loss": 0.2650560140609741, + "learning_rate": 7.992249455124881e-07, + "timestep_mean": 600.21875, + "epsilon_norm": 6.966712951660156, + "prediction_norm": 5.5289411544799805, + "timestamp": "2025-07-14T12:34:44.577188" + }, + { + "epoch": 1964, + "batch_idx": 128, + "loss": 0.17356973886489868, + "learning_rate": 7.992249455124881e-07, + "timestep_mean": 493.21875, + "epsilon_norm": 8.674141883850098, + "prediction_norm": 7.861104488372803, + "timestamp": "2025-07-14T12:34:44.582098" + }, + { + "epoch": 1964, + "batch_idx": 160, + "loss": 0.28024500608444214, + "learning_rate": 7.992249455124881e-07, + "timestep_mean": 455.9375, + "epsilon_norm": 8.230478286743164, + "prediction_norm": 7.320643424987793, + "timestamp": "2025-07-14T12:34:44.586959" + }, + { + "epoch": 1964, + "batch_idx": 192, + "loss": 0.3455151319503784, + "learning_rate": 7.992249455124881e-07, + "timestep_mean": 322.625, + "epsilon_norm": 3.9056713581085205, + "prediction_norm": 2.613152265548706, + "timestamp": "2025-07-14T12:34:44.591907" + }, + { + "epoch": 1965, + "batch_idx": 0, + "loss": 0.1998911201953888, + "learning_rate": 7.55451274731033e-07, + "timestep_mean": 514.625, + "epsilon_norm": 8.797637939453125, + "prediction_norm": 8.316100120544434, + "timestamp": "2025-07-14T12:34:44.596757" + }, + { + "epoch": 1965, + "batch_idx": 32, + "loss": 0.11367958784103394, + "learning_rate": 7.55451274731033e-07, + "timestep_mean": 538.84375, + "epsilon_norm": 6.526326656341553, + "prediction_norm": 5.9306721687316895, + "timestamp": "2025-07-14T12:34:44.602393" + }, + { + "epoch": 1965, + "batch_idx": 64, + "loss": 0.23080089688301086, + "learning_rate": 7.55451274731033e-07, + "timestep_mean": 411.15625, + "epsilon_norm": 8.275885581970215, + "prediction_norm": 7.098826885223389, + "timestamp": "2025-07-14T12:34:44.614036" + }, + { + "epoch": 1965, + "batch_idx": 96, + "loss": 0.30637994408607483, + "learning_rate": 7.55451274731033e-07, + "timestep_mean": 503.84375, + "epsilon_norm": 8.021330833435059, + "prediction_norm": 7.071908950805664, + "timestamp": "2025-07-14T12:34:44.619469" + }, + { + "epoch": 1965, + "batch_idx": 128, + "loss": 0.16924303770065308, + "learning_rate": 7.55451274731033e-07, + "timestep_mean": 541.3125, + "epsilon_norm": 8.561613082885742, + "prediction_norm": 7.921614646911621, + "timestamp": "2025-07-14T12:34:44.624631" + }, + { + "epoch": 1965, + "batch_idx": 160, + "loss": 0.35038307309150696, + "learning_rate": 7.55451274731033e-07, + "timestep_mean": 441.6875, + "epsilon_norm": 8.89365291595459, + "prediction_norm": 6.601502895355225, + "timestamp": "2025-07-14T12:34:44.629812" + }, + { + "epoch": 1965, + "batch_idx": 192, + "loss": 0.37165045738220215, + "learning_rate": 7.55451274731033e-07, + "timestep_mean": 411.75, + "epsilon_norm": 3.079136848449707, + "prediction_norm": 2.5170204639434814, + "timestamp": "2025-07-14T12:34:44.635181" + }, + { + "epoch": 1966, + "batch_idx": 0, + "loss": 0.416729599237442, + "learning_rate": 7.129094402451012e-07, + "timestep_mean": 590.875, + "epsilon_norm": 7.800025463104248, + "prediction_norm": 6.793274879455566, + "timestamp": "2025-07-14T12:34:44.640501" + }, + { + "epoch": 1966, + "batch_idx": 32, + "loss": 0.11850526928901672, + "learning_rate": 7.129094402451012e-07, + "timestep_mean": 631.28125, + "epsilon_norm": 8.338406562805176, + "prediction_norm": 7.522503852844238, + "timestamp": "2025-07-14T12:34:44.645632" + }, + { + "epoch": 1966, + "batch_idx": 64, + "loss": 0.23688006401062012, + "learning_rate": 7.129094402451012e-07, + "timestep_mean": 582.0, + "epsilon_norm": 7.93566370010376, + "prediction_norm": 6.945899486541748, + "timestamp": "2025-07-14T12:34:44.650860" + }, + { + "epoch": 1966, + "batch_idx": 96, + "loss": 0.2544028162956238, + "learning_rate": 7.129094402451012e-07, + "timestep_mean": 511.78125, + "epsilon_norm": 8.014091491699219, + "prediction_norm": 6.412685871124268, + "timestamp": "2025-07-14T12:34:44.656244" + }, + { + "epoch": 1966, + "batch_idx": 128, + "loss": 0.14604493975639343, + "learning_rate": 7.129094402451012e-07, + "timestep_mean": 470.15625, + "epsilon_norm": 6.953274726867676, + "prediction_norm": 6.155836582183838, + "timestamp": "2025-07-14T12:34:44.661722" + }, + { + "epoch": 1966, + "batch_idx": 160, + "loss": 0.13071145117282867, + "learning_rate": 7.129094402451012e-07, + "timestep_mean": 590.625, + "epsilon_norm": 8.01986312866211, + "prediction_norm": 7.6727471351623535, + "timestamp": "2025-07-14T12:34:44.667135" + }, + { + "epoch": 1966, + "batch_idx": 192, + "loss": 0.20286373794078827, + "learning_rate": 7.129094402451012e-07, + "timestep_mean": 652.0, + "epsilon_norm": 3.811985731124878, + "prediction_norm": 3.485069513320923, + "timestamp": "2025-07-14T12:34:44.672487" + }, + { + "epoch": 1967, + "batch_idx": 0, + "loss": 0.3095638155937195, + "learning_rate": 6.715995470225048e-07, + "timestep_mean": 547.53125, + "epsilon_norm": 8.624309539794922, + "prediction_norm": 7.249600410461426, + "timestamp": "2025-07-14T12:34:44.677845" + }, + { + "epoch": 1967, + "batch_idx": 32, + "loss": 0.20257848501205444, + "learning_rate": 6.715995470225048e-07, + "timestep_mean": 490.84375, + "epsilon_norm": 7.27910852432251, + "prediction_norm": 6.792276382446289, + "timestamp": "2025-07-14T12:34:44.683259" + }, + { + "epoch": 1967, + "batch_idx": 64, + "loss": 0.18517372012138367, + "learning_rate": 6.715995470225048e-07, + "timestep_mean": 451.78125, + "epsilon_norm": 7.922749042510986, + "prediction_norm": 6.856568813323975, + "timestamp": "2025-07-14T12:34:44.688710" + }, + { + "epoch": 1967, + "batch_idx": 96, + "loss": 0.4738411605358124, + "learning_rate": 6.715995470225048e-07, + "timestep_mean": 453.15625, + "epsilon_norm": 8.51430892944336, + "prediction_norm": 6.776823043823242, + "timestamp": "2025-07-14T12:34:44.694002" + }, + { + "epoch": 1967, + "batch_idx": 128, + "loss": 0.19371308386325836, + "learning_rate": 6.715995470225048e-07, + "timestep_mean": 508.21875, + "epsilon_norm": 8.875221252441406, + "prediction_norm": 7.693267345428467, + "timestamp": "2025-07-14T12:34:44.699310" + }, + { + "epoch": 1967, + "batch_idx": 160, + "loss": 0.2188943475484848, + "learning_rate": 6.715995470225048e-07, + "timestep_mean": 548.9375, + "epsilon_norm": 7.6278839111328125, + "prediction_norm": 6.664848327636719, + "timestamp": "2025-07-14T12:34:44.704798" + }, + { + "epoch": 1967, + "batch_idx": 192, + "loss": 0.2630595862865448, + "learning_rate": 6.715995470225048e-07, + "timestep_mean": 351.375, + "epsilon_norm": 2.581796884536743, + "prediction_norm": 2.4830009937286377, + "timestamp": "2025-07-14T12:34:44.710097" + }, + { + "epoch": 1968, + "batch_idx": 0, + "loss": 0.32091057300567627, + "learning_rate": 6.315216969912655e-07, + "timestep_mean": 482.5, + "epsilon_norm": 8.278763771057129, + "prediction_norm": 6.180835723876953, + "timestamp": "2025-07-14T12:34:44.715274" + }, + { + "epoch": 1968, + "batch_idx": 32, + "loss": 0.4947376251220703, + "learning_rate": 6.315216969912655e-07, + "timestep_mean": 515.125, + "epsilon_norm": 9.641744613647461, + "prediction_norm": 7.416517734527588, + "timestamp": "2025-07-14T12:34:44.720579" + }, + { + "epoch": 1968, + "batch_idx": 64, + "loss": 0.20247893035411835, + "learning_rate": 6.315216969912655e-07, + "timestep_mean": 571.53125, + "epsilon_norm": 7.573853969573975, + "prediction_norm": 6.798064708709717, + "timestamp": "2025-07-14T12:34:44.725646" + }, + { + "epoch": 1968, + "batch_idx": 96, + "loss": 0.21111950278282166, + "learning_rate": 6.315216969912655e-07, + "timestep_mean": 501.375, + "epsilon_norm": 8.19756031036377, + "prediction_norm": 7.014803409576416, + "timestamp": "2025-07-14T12:34:44.730819" + }, + { + "epoch": 1968, + "batch_idx": 128, + "loss": 0.3172382414340973, + "learning_rate": 6.315216969912655e-07, + "timestep_mean": 423.3125, + "epsilon_norm": 6.563408851623535, + "prediction_norm": 5.611907005310059, + "timestamp": "2025-07-14T12:34:44.735802" + }, + { + "epoch": 1968, + "batch_idx": 160, + "loss": 0.09558569639921188, + "learning_rate": 6.315216969912655e-07, + "timestep_mean": 579.4375, + "epsilon_norm": 8.824065208435059, + "prediction_norm": 8.591254234313965, + "timestamp": "2025-07-14T12:34:44.740732" + }, + { + "epoch": 1968, + "batch_idx": 192, + "loss": 0.4362088441848755, + "learning_rate": 6.315216969912655e-07, + "timestep_mean": 391.875, + "epsilon_norm": 4.199055194854736, + "prediction_norm": 3.1617074012756348, + "timestamp": "2025-07-14T12:34:44.745669" + }, + { + "epoch": 1969, + "batch_idx": 0, + "loss": 0.47921067476272583, + "learning_rate": 5.926759890394478e-07, + "timestep_mean": 486.34375, + "epsilon_norm": 7.900770664215088, + "prediction_norm": 5.6540117263793945, + "timestamp": "2025-07-14T12:34:44.750669" + }, + { + "epoch": 1969, + "batch_idx": 32, + "loss": 0.4015812277793884, + "learning_rate": 5.926759890394478e-07, + "timestep_mean": 442.46875, + "epsilon_norm": 8.254230499267578, + "prediction_norm": 6.080819129943848, + "timestamp": "2025-07-14T12:34:44.755774" + }, + { + "epoch": 1969, + "batch_idx": 64, + "loss": 0.38646233081817627, + "learning_rate": 5.926759890394478e-07, + "timestep_mean": 485.59375, + "epsilon_norm": 8.711126327514648, + "prediction_norm": 7.073509216308594, + "timestamp": "2025-07-14T12:34:44.760910" + }, + { + "epoch": 1969, + "batch_idx": 96, + "loss": 0.11501093208789825, + "learning_rate": 5.926759890394478e-07, + "timestep_mean": 495.65625, + "epsilon_norm": 7.241095542907715, + "prediction_norm": 6.455469131469727, + "timestamp": "2025-07-14T12:34:44.766000" + }, + { + "epoch": 1969, + "batch_idx": 128, + "loss": 0.28539711236953735, + "learning_rate": 5.926759890394478e-07, + "timestep_mean": 447.125, + "epsilon_norm": 7.4116902351379395, + "prediction_norm": 6.237458229064941, + "timestamp": "2025-07-14T12:34:44.771151" + }, + { + "epoch": 1969, + "batch_idx": 160, + "loss": 0.1957760751247406, + "learning_rate": 5.926759890394478e-07, + "timestep_mean": 442.46875, + "epsilon_norm": 8.209745407104492, + "prediction_norm": 7.071519374847412, + "timestamp": "2025-07-14T12:34:44.776318" + }, + { + "epoch": 1969, + "batch_idx": 192, + "loss": 0.32909396290779114, + "learning_rate": 5.926759890394478e-07, + "timestep_mean": 523.5, + "epsilon_norm": 4.470299243927002, + "prediction_norm": 3.3416898250579834, + "timestamp": "2025-07-14T12:34:44.781423" + }, + { + "epoch": 1970, + "batch_idx": 0, + "loss": 0.31883013248443604, + "learning_rate": 5.550625190150476e-07, + "timestep_mean": 505.59375, + "epsilon_norm": 8.544184684753418, + "prediction_norm": 6.457281589508057, + "timestamp": "2025-07-14T12:34:44.786680" + }, + { + "epoch": 1970, + "batch_idx": 32, + "loss": 0.11666461825370789, + "learning_rate": 5.550625190150476e-07, + "timestep_mean": 431.96875, + "epsilon_norm": 7.564525604248047, + "prediction_norm": 7.034733772277832, + "timestamp": "2025-07-14T12:34:44.791921" + }, + { + "epoch": 1970, + "batch_idx": 64, + "loss": 0.29018956422805786, + "learning_rate": 5.550625190150476e-07, + "timestep_mean": 513.375, + "epsilon_norm": 8.205697059631348, + "prediction_norm": 7.300631999969482, + "timestamp": "2025-07-14T12:34:44.797099" + }, + { + "epoch": 1970, + "batch_idx": 96, + "loss": 0.22544212639331818, + "learning_rate": 5.550625190150476e-07, + "timestep_mean": 581.46875, + "epsilon_norm": 8.665019035339355, + "prediction_norm": 7.37961483001709, + "timestamp": "2025-07-14T12:34:44.802234" + }, + { + "epoch": 1970, + "batch_idx": 128, + "loss": 0.4566758871078491, + "learning_rate": 5.550625190150476e-07, + "timestep_mean": 361.34375, + "epsilon_norm": 7.541846752166748, + "prediction_norm": 5.846305847167969, + "timestamp": "2025-07-14T12:34:44.807408" + }, + { + "epoch": 1970, + "batch_idx": 160, + "loss": 0.26440683007240295, + "learning_rate": 5.550625190150476e-07, + "timestep_mean": 532.34375, + "epsilon_norm": 8.58226490020752, + "prediction_norm": 7.3252787590026855, + "timestamp": "2025-07-14T12:34:44.812676" + }, + { + "epoch": 1970, + "batch_idx": 192, + "loss": 0.0959198921918869, + "learning_rate": 5.550625190150476e-07, + "timestep_mean": 417.5, + "epsilon_norm": 3.2531280517578125, + "prediction_norm": 3.1369571685791016, + "timestamp": "2025-07-14T12:34:44.817880" + }, + { + "epoch": 1971, + "batch_idx": 0, + "loss": 0.2891301214694977, + "learning_rate": 5.186813797254381e-07, + "timestep_mean": 554.28125, + "epsilon_norm": 9.143799781799316, + "prediction_norm": 7.836328029632568, + "timestamp": "2025-07-14T12:34:44.822976" + }, + { + "epoch": 1971, + "batch_idx": 32, + "loss": 0.1872372329235077, + "learning_rate": 5.186813797254381e-07, + "timestep_mean": 527.25, + "epsilon_norm": 7.508035659790039, + "prediction_norm": 6.431091785430908, + "timestamp": "2025-07-14T12:34:44.828277" + }, + { + "epoch": 1971, + "batch_idx": 64, + "loss": 0.10588166862726212, + "learning_rate": 5.186813797254381e-07, + "timestep_mean": 595.6875, + "epsilon_norm": 7.184289932250977, + "prediction_norm": 6.876782417297363, + "timestamp": "2025-07-14T12:34:44.833568" + }, + { + "epoch": 1971, + "batch_idx": 96, + "loss": 0.2543449401855469, + "learning_rate": 5.186813797254381e-07, + "timestep_mean": 495.5625, + "epsilon_norm": 8.587632179260254, + "prediction_norm": 7.277245044708252, + "timestamp": "2025-07-14T12:34:44.838561" + }, + { + "epoch": 1971, + "batch_idx": 128, + "loss": 0.26747098565101624, + "learning_rate": 5.186813797254381e-07, + "timestep_mean": 499.625, + "epsilon_norm": 6.775057792663574, + "prediction_norm": 5.646205425262451, + "timestamp": "2025-07-14T12:34:44.843768" + }, + { + "epoch": 1971, + "batch_idx": 160, + "loss": 0.2595219016075134, + "learning_rate": 5.186813797254381e-07, + "timestep_mean": 490.09375, + "epsilon_norm": 7.577627658843994, + "prediction_norm": 6.554196357727051, + "timestamp": "2025-07-14T12:34:44.848937" + }, + { + "epoch": 1971, + "batch_idx": 192, + "loss": 0.05860793590545654, + "learning_rate": 5.186813797254381e-07, + "timestep_mean": 613.75, + "epsilon_norm": 3.3466570377349854, + "prediction_norm": 3.0979182720184326, + "timestamp": "2025-07-14T12:34:44.854159" + }, + { + "epoch": 1972, + "batch_idx": 0, + "loss": 0.2600661516189575, + "learning_rate": 4.835326609376462e-07, + "timestep_mean": 524.0625, + "epsilon_norm": 8.692440032958984, + "prediction_norm": 7.404092788696289, + "timestamp": "2025-07-14T12:34:44.859434" + }, + { + "epoch": 1972, + "batch_idx": 32, + "loss": 0.27142414450645447, + "learning_rate": 4.835326609376462e-07, + "timestep_mean": 458.71875, + "epsilon_norm": 7.452977180480957, + "prediction_norm": 6.479616165161133, + "timestamp": "2025-07-14T12:34:44.864565" + }, + { + "epoch": 1972, + "batch_idx": 64, + "loss": 0.2644779086112976, + "learning_rate": 4.835326609376462e-07, + "timestep_mean": 569.375, + "epsilon_norm": 8.314547538757324, + "prediction_norm": 7.030329704284668, + "timestamp": "2025-07-14T12:34:44.869732" + }, + { + "epoch": 1972, + "batch_idx": 96, + "loss": 0.33536583185195923, + "learning_rate": 4.835326609376462e-07, + "timestep_mean": 424.34375, + "epsilon_norm": 7.283456802368164, + "prediction_norm": 6.135376930236816, + "timestamp": "2025-07-14T12:34:44.874852" + }, + { + "epoch": 1972, + "batch_idx": 128, + "loss": 0.18897540867328644, + "learning_rate": 4.835326609376462e-07, + "timestep_mean": 602.09375, + "epsilon_norm": 9.40078067779541, + "prediction_norm": 8.5212984085083, + "timestamp": "2025-07-14T12:34:44.880121" + }, + { + "epoch": 1972, + "batch_idx": 160, + "loss": 0.22975721955299377, + "learning_rate": 4.835326609376462e-07, + "timestep_mean": 478.1875, + "epsilon_norm": 6.869845390319824, + "prediction_norm": 5.83657169342041, + "timestamp": "2025-07-14T12:34:44.885247" + }, + { + "epoch": 1972, + "batch_idx": 192, + "loss": 0.13978375494480133, + "learning_rate": 4.835326609376462e-07, + "timestep_mean": 566.5, + "epsilon_norm": 5.281387805938721, + "prediction_norm": 4.943111419677734, + "timestamp": "2025-07-14T12:34:44.890387" + }, + { + "epoch": 1973, + "batch_idx": 0, + "loss": 0.31788140535354614, + "learning_rate": 4.4961644937752074e-07, + "timestep_mean": 461.15625, + "epsilon_norm": 6.9991455078125, + "prediction_norm": 5.996115207672119, + "timestamp": "2025-07-14T12:34:44.895618" + }, + { + "epoch": 1973, + "batch_idx": 32, + "loss": 0.27237874269485474, + "learning_rate": 4.4961644937752074e-07, + "timestep_mean": 484.28125, + "epsilon_norm": 8.599380493164062, + "prediction_norm": 7.438248157501221, + "timestamp": "2025-07-14T12:34:44.900875" + }, + { + "epoch": 1973, + "batch_idx": 64, + "loss": 0.3882778286933899, + "learning_rate": 4.4961644937752074e-07, + "timestep_mean": 456.6875, + "epsilon_norm": 8.490903854370117, + "prediction_norm": 7.236042499542236, + "timestamp": "2025-07-14T12:34:44.906061" + }, + { + "epoch": 1973, + "batch_idx": 96, + "loss": 0.2979061007499695, + "learning_rate": 4.4961644937752074e-07, + "timestep_mean": 570.8125, + "epsilon_norm": 8.984509468078613, + "prediction_norm": 7.553010940551758, + "timestamp": "2025-07-14T12:34:44.911282" + }, + { + "epoch": 1973, + "batch_idx": 128, + "loss": 0.3585243225097656, + "learning_rate": 4.4961644937752074e-07, + "timestep_mean": 463.625, + "epsilon_norm": 7.75709342956543, + "prediction_norm": 6.790096282958984, + "timestamp": "2025-07-14T12:34:44.916490" + }, + { + "epoch": 1973, + "batch_idx": 160, + "loss": 0.22886386513710022, + "learning_rate": 4.4961644937752074e-07, + "timestep_mean": 527.59375, + "epsilon_norm": 7.787026405334473, + "prediction_norm": 6.280324935913086, + "timestamp": "2025-07-14T12:34:44.921845" + }, + { + "epoch": 1973, + "batch_idx": 192, + "loss": 0.19990476965904236, + "learning_rate": 4.4961644937752074e-07, + "timestep_mean": 641.25, + "epsilon_norm": 3.9280476570129395, + "prediction_norm": 3.5226805210113525, + "timestamp": "2025-07-14T12:34:44.926972" + }, + { + "epoch": 1974, + "batch_idx": 0, + "loss": 0.24042537808418274, + "learning_rate": 4.169328287299541e-07, + "timestep_mean": 519.90625, + "epsilon_norm": 8.026875495910645, + "prediction_norm": 7.119966983795166, + "timestamp": "2025-07-14T12:34:44.932158" + }, + { + "epoch": 1974, + "batch_idx": 32, + "loss": 0.1623794436454773, + "learning_rate": 4.169328287299541e-07, + "timestep_mean": 542.8125, + "epsilon_norm": 7.703945636749268, + "prediction_norm": 6.8579325675964355, + "timestamp": "2025-07-14T12:34:44.937393" + }, + { + "epoch": 1974, + "batch_idx": 64, + "loss": 0.18829578161239624, + "learning_rate": 4.169328287299541e-07, + "timestep_mean": 641.25, + "epsilon_norm": 7.494311332702637, + "prediction_norm": 6.748343467712402, + "timestamp": "2025-07-14T12:34:44.942819" + }, + { + "epoch": 1974, + "batch_idx": 96, + "loss": 0.23447322845458984, + "learning_rate": 4.169328287299541e-07, + "timestep_mean": 521.375, + "epsilon_norm": 7.868964195251465, + "prediction_norm": 7.267219543457031, + "timestamp": "2025-07-14T12:34:44.947950" + }, + { + "epoch": 1974, + "batch_idx": 128, + "loss": 0.2880434989929199, + "learning_rate": 4.169328287299541e-07, + "timestep_mean": 481.40625, + "epsilon_norm": 7.9040703773498535, + "prediction_norm": 6.972902297973633, + "timestamp": "2025-07-14T12:34:44.953175" + }, + { + "epoch": 1974, + "batch_idx": 160, + "loss": 0.21388623118400574, + "learning_rate": 4.169328287299541e-07, + "timestep_mean": 490.40625, + "epsilon_norm": 7.760453701019287, + "prediction_norm": 6.382420063018799, + "timestamp": "2025-07-14T12:34:44.958360" + }, + { + "epoch": 1974, + "batch_idx": 192, + "loss": 0.07946091890335083, + "learning_rate": 4.169328287299541e-07, + "timestep_mean": 545.875, + "epsilon_norm": 3.218200206756592, + "prediction_norm": 3.755671501159668, + "timestamp": "2025-07-14T12:34:44.963541" + }, + { + "epoch": 1975, + "batch_idx": 0, + "loss": 0.3070555031299591, + "learning_rate": 3.854818796385491e-07, + "timestep_mean": 440.5, + "epsilon_norm": 7.893798828125, + "prediction_norm": 6.412811279296875, + "timestamp": "2025-07-14T12:34:44.968664" + }, + { + "epoch": 1975, + "batch_idx": 32, + "loss": 0.18743129074573517, + "learning_rate": 3.854818796385491e-07, + "timestep_mean": 548.71875, + "epsilon_norm": 8.001594543457031, + "prediction_norm": 6.456892967224121, + "timestamp": "2025-07-14T12:34:44.973826" + }, + { + "epoch": 1975, + "batch_idx": 64, + "loss": 0.23085835576057434, + "learning_rate": 3.854818796385491e-07, + "timestep_mean": 480.53125, + "epsilon_norm": 8.696663856506348, + "prediction_norm": 7.998325347900391, + "timestamp": "2025-07-14T12:34:44.979084" + }, + { + "epoch": 1975, + "batch_idx": 96, + "loss": 0.2524884343147278, + "learning_rate": 3.854818796385491e-07, + "timestep_mean": 509.84375, + "epsilon_norm": 8.3718900680542, + "prediction_norm": 6.807347297668457, + "timestamp": "2025-07-14T12:34:44.984380" + }, + { + "epoch": 1975, + "batch_idx": 128, + "loss": 0.21409466862678528, + "learning_rate": 3.854818796385491e-07, + "timestep_mean": 486.875, + "epsilon_norm": 8.343727111816406, + "prediction_norm": 7.302717208862305, + "timestamp": "2025-07-14T12:34:44.989552" + }, + { + "epoch": 1975, + "batch_idx": 160, + "loss": 0.24758681654930115, + "learning_rate": 3.854818796385491e-07, + "timestep_mean": 535.71875, + "epsilon_norm": 8.583587646484375, + "prediction_norm": 7.197963237762451, + "timestamp": "2025-07-14T12:34:44.994674" + }, + { + "epoch": 1975, + "batch_idx": 192, + "loss": 0.35336610674858093, + "learning_rate": 3.854818796385491e-07, + "timestep_mean": 409.5, + "epsilon_norm": 4.6328816413879395, + "prediction_norm": 4.147469520568848, + "timestamp": "2025-07-14T12:34:44.999722" + }, + { + "epoch": 1976, + "batch_idx": 0, + "loss": 0.26376309990882874, + "learning_rate": 3.5526367970539726e-07, + "timestep_mean": 440.96875, + "epsilon_norm": 7.348486423492432, + "prediction_norm": 6.154544830322266, + "timestamp": "2025-07-14T12:34:45.005054" + }, + { + "epoch": 1976, + "batch_idx": 32, + "loss": 0.22687239944934845, + "learning_rate": 3.5526367970539726e-07, + "timestep_mean": 542.3125, + "epsilon_norm": 8.682991027832031, + "prediction_norm": 7.655359268188477, + "timestamp": "2025-07-14T12:34:45.010179" + }, + { + "epoch": 1976, + "batch_idx": 64, + "loss": 0.307498574256897, + "learning_rate": 3.5526367970539726e-07, + "timestep_mean": 497.9375, + "epsilon_norm": 7.256778717041016, + "prediction_norm": 6.44264554977417, + "timestamp": "2025-07-14T12:34:45.015297" + }, + { + "epoch": 1976, + "batch_idx": 96, + "loss": 0.23820945620536804, + "learning_rate": 3.5526367970539726e-07, + "timestep_mean": 484.34375, + "epsilon_norm": 7.512821197509766, + "prediction_norm": 6.2607245445251465, + "timestamp": "2025-07-14T12:34:45.020563" + }, + { + "epoch": 1976, + "batch_idx": 128, + "loss": 0.22325551509857178, + "learning_rate": 3.5526367970539726e-07, + "timestep_mean": 550.53125, + "epsilon_norm": 8.222439765930176, + "prediction_norm": 6.811587810516357, + "timestamp": "2025-07-14T12:34:45.025837" + }, + { + "epoch": 1976, + "batch_idx": 160, + "loss": 0.24786873161792755, + "learning_rate": 3.5526367970539726e-07, + "timestep_mean": 464.375, + "epsilon_norm": 8.995453834533691, + "prediction_norm": 7.596970558166504, + "timestamp": "2025-07-14T12:34:45.030994" + }, + { + "epoch": 1976, + "batch_idx": 192, + "loss": 0.17906352877616882, + "learning_rate": 3.5526367970539726e-07, + "timestep_mean": 605.75, + "epsilon_norm": 4.0963521003723145, + "prediction_norm": 3.724107027053833, + "timestamp": "2025-07-14T12:34:45.036157" + }, + { + "epoch": 1977, + "batch_idx": 0, + "loss": 0.2464328110218048, + "learning_rate": 3.262783034908564e-07, + "timestep_mean": 581.4375, + "epsilon_norm": 8.83813762664795, + "prediction_norm": 7.857411861419678, + "timestamp": "2025-07-14T12:34:45.041373" + }, + { + "epoch": 1977, + "batch_idx": 32, + "loss": 0.3168014883995056, + "learning_rate": 3.262783034908564e-07, + "timestep_mean": 528.84375, + "epsilon_norm": 8.275979042053223, + "prediction_norm": 7.343487739562988, + "timestamp": "2025-07-14T12:34:45.046725" + }, + { + "epoch": 1977, + "batch_idx": 64, + "loss": 0.40050607919692993, + "learning_rate": 3.262783034908564e-07, + "timestep_mean": 459.03125, + "epsilon_norm": 9.368485450744629, + "prediction_norm": 7.658954620361328, + "timestamp": "2025-07-14T12:34:45.051921" + }, + { + "epoch": 1977, + "batch_idx": 96, + "loss": 0.23146244883537292, + "learning_rate": 3.262783034908564e-07, + "timestep_mean": 509.0625, + "epsilon_norm": 7.037581443786621, + "prediction_norm": 6.427664279937744, + "timestamp": "2025-07-14T12:34:45.057053" + }, + { + "epoch": 1977, + "batch_idx": 128, + "loss": 0.22526392340660095, + "learning_rate": 3.262783034908564e-07, + "timestep_mean": 525.8125, + "epsilon_norm": 7.644104957580566, + "prediction_norm": 6.890722274780273, + "timestamp": "2025-07-14T12:34:45.062206" + }, + { + "epoch": 1977, + "batch_idx": 160, + "loss": 0.17796483635902405, + "learning_rate": 3.262783034908564e-07, + "timestep_mean": 597.21875, + "epsilon_norm": 9.309478759765625, + "prediction_norm": 8.730376243591309, + "timestamp": "2025-07-14T12:34:45.067540" + }, + { + "epoch": 1977, + "batch_idx": 192, + "loss": 0.27047470211982727, + "learning_rate": 3.262783034908564e-07, + "timestep_mean": 561.25, + "epsilon_norm": 4.534088611602783, + "prediction_norm": 3.8510804176330566, + "timestamp": "2025-07-14T12:34:45.072636" + }, + { + "epoch": 1978, + "batch_idx": 0, + "loss": 0.3460220694541931, + "learning_rate": 2.985258225135509e-07, + "timestep_mean": 544.71875, + "epsilon_norm": 8.480791091918945, + "prediction_norm": 7.176337242126465, + "timestamp": "2025-07-14T12:34:45.077838" + }, + { + "epoch": 1978, + "batch_idx": 32, + "loss": 0.2985912263393402, + "learning_rate": 2.985258225135509e-07, + "timestep_mean": 426.375, + "epsilon_norm": 8.538310050964355, + "prediction_norm": 6.7977070808410645, + "timestamp": "2025-07-14T12:34:45.082763" + }, + { + "epoch": 1978, + "batch_idx": 64, + "loss": 0.21581044793128967, + "learning_rate": 2.985258225135509e-07, + "timestep_mean": 575.90625, + "epsilon_norm": 8.370981216430664, + "prediction_norm": 7.320396423339844, + "timestamp": "2025-07-14T12:34:45.087650" + }, + { + "epoch": 1978, + "batch_idx": 96, + "loss": 0.30976545810699463, + "learning_rate": 2.985258225135509e-07, + "timestep_mean": 503.125, + "epsilon_norm": 7.63110876083374, + "prediction_norm": 6.4903788566589355, + "timestamp": "2025-07-14T12:34:45.092733" + }, + { + "epoch": 1978, + "batch_idx": 128, + "loss": 0.5238752961158752, + "learning_rate": 2.985258225135509e-07, + "timestep_mean": 540.65625, + "epsilon_norm": 8.09204387664795, + "prediction_norm": 6.074638366699219, + "timestamp": "2025-07-14T12:34:45.097674" + }, + { + "epoch": 1978, + "batch_idx": 160, + "loss": 0.3730786442756653, + "learning_rate": 2.985258225135509e-07, + "timestep_mean": 461.0625, + "epsilon_norm": 8.265247344970703, + "prediction_norm": 7.097507953643799, + "timestamp": "2025-07-14T12:34:45.102535" + }, + { + "epoch": 1978, + "batch_idx": 192, + "loss": 0.37991195917129517, + "learning_rate": 2.985258225135509e-07, + "timestep_mean": 409.5, + "epsilon_norm": 3.428895950317383, + "prediction_norm": 2.231505870819092, + "timestamp": "2025-07-14T12:34:45.107379" + }, + { + "epoch": 1979, + "batch_idx": 0, + "loss": 0.170973002910614, + "learning_rate": 2.7200630524992745e-07, + "timestep_mean": 521.4375, + "epsilon_norm": 8.769270896911621, + "prediction_norm": 8.132695198059082, + "timestamp": "2025-07-14T12:34:45.112279" + }, + { + "epoch": 1979, + "batch_idx": 32, + "loss": 0.2246909737586975, + "learning_rate": 2.7200630524992745e-07, + "timestep_mean": 538.4375, + "epsilon_norm": 7.725288391113281, + "prediction_norm": 6.644896984100342, + "timestamp": "2025-07-14T12:34:45.117260" + }, + { + "epoch": 1979, + "batch_idx": 64, + "loss": 0.11703809350728989, + "learning_rate": 2.7200630524992745e-07, + "timestep_mean": 555.84375, + "epsilon_norm": 7.275386810302734, + "prediction_norm": 6.634763240814209, + "timestamp": "2025-07-14T12:34:45.122137" + }, + { + "epoch": 1979, + "batch_idx": 96, + "loss": 0.35732316970825195, + "learning_rate": 2.7200630524992745e-07, + "timestep_mean": 494.96875, + "epsilon_norm": 8.532506942749023, + "prediction_norm": 7.41096305847168, + "timestamp": "2025-07-14T12:34:45.127022" + }, + { + "epoch": 1979, + "batch_idx": 128, + "loss": 0.18592830002307892, + "learning_rate": 2.7200630524992745e-07, + "timestep_mean": 482.0625, + "epsilon_norm": 8.729327201843262, + "prediction_norm": 7.140318393707275, + "timestamp": "2025-07-14T12:34:45.131876" + }, + { + "epoch": 1979, + "batch_idx": 160, + "loss": 0.2541287839412689, + "learning_rate": 2.7200630524992745e-07, + "timestep_mean": 427.1875, + "epsilon_norm": 7.608599662780762, + "prediction_norm": 6.343356609344482, + "timestamp": "2025-07-14T12:34:45.136811" + }, + { + "epoch": 1979, + "batch_idx": 192, + "loss": 0.07171684503555298, + "learning_rate": 2.7200630524992745e-07, + "timestep_mean": 684.625, + "epsilon_norm": 3.246137857437134, + "prediction_norm": 3.241976499557495, + "timestamp": "2025-07-14T12:34:45.141659" + }, + { + "epoch": 1980, + "batch_idx": 0, + "loss": 0.42634081840515137, + "learning_rate": 2.467198171341997e-07, + "timestep_mean": 558.75, + "epsilon_norm": 8.766483306884766, + "prediction_norm": 6.40263557434082, + "timestamp": "2025-07-14T12:34:45.146664" + }, + { + "epoch": 1980, + "batch_idx": 32, + "loss": 0.20290037989616394, + "learning_rate": 2.467198171341997e-07, + "timestep_mean": 496.59375, + "epsilon_norm": 6.553798198699951, + "prediction_norm": 5.611343860626221, + "timestamp": "2025-07-14T12:34:45.151507" + }, + { + "epoch": 1980, + "batch_idx": 64, + "loss": 0.12492910772562027, + "learning_rate": 2.467198171341997e-07, + "timestep_mean": 546.46875, + "epsilon_norm": 6.557557106018066, + "prediction_norm": 6.263979434967041, + "timestamp": "2025-07-14T12:34:45.156503" + }, + { + "epoch": 1980, + "batch_idx": 96, + "loss": 0.37344473600387573, + "learning_rate": 2.467198171341997e-07, + "timestep_mean": 455.84375, + "epsilon_norm": 8.892641067504883, + "prediction_norm": 7.616144180297852, + "timestamp": "2025-07-14T12:34:45.161518" + }, + { + "epoch": 1980, + "batch_idx": 128, + "loss": 0.2606395483016968, + "learning_rate": 2.467198171341997e-07, + "timestep_mean": 519.8125, + "epsilon_norm": 6.956752777099609, + "prediction_norm": 6.2145609855651855, + "timestamp": "2025-07-14T12:34:45.166544" + }, + { + "epoch": 1980, + "batch_idx": 160, + "loss": 0.4152217507362366, + "learning_rate": 2.467198171341997e-07, + "timestep_mean": 463.15625, + "epsilon_norm": 8.765035629272461, + "prediction_norm": 6.641943454742432, + "timestamp": "2025-07-14T12:34:45.171738" + }, + { + "epoch": 1980, + "batch_idx": 192, + "loss": 0.25625336170196533, + "learning_rate": 2.467198171341997e-07, + "timestep_mean": 468.25, + "epsilon_norm": 4.799482822418213, + "prediction_norm": 4.196409702301025, + "timestamp": "2025-07-14T12:34:45.176820" + }, + { + "epoch": 1981, + "batch_idx": 0, + "loss": 0.2922101318836212, + "learning_rate": 2.2266642055840367e-07, + "timestep_mean": 404.28125, + "epsilon_norm": 7.39887809753418, + "prediction_norm": 6.07985782623291, + "timestamp": "2025-07-14T12:34:45.181890" + }, + { + "epoch": 1981, + "batch_idx": 32, + "loss": 0.49606209993362427, + "learning_rate": 2.2266642055840367e-07, + "timestep_mean": 441.90625, + "epsilon_norm": 8.066160202026367, + "prediction_norm": 6.065613269805908, + "timestamp": "2025-07-14T12:34:45.187052" + }, + { + "epoch": 1981, + "batch_idx": 64, + "loss": 0.29446277022361755, + "learning_rate": 2.2266642055840367e-07, + "timestep_mean": 483.5, + "epsilon_norm": 7.761168479919434, + "prediction_norm": 6.201569080352783, + "timestamp": "2025-07-14T12:34:45.192330" + }, + { + "epoch": 1981, + "batch_idx": 96, + "loss": 0.14793919026851654, + "learning_rate": 2.2266642055840367e-07, + "timestep_mean": 497.875, + "epsilon_norm": 7.987395286560059, + "prediction_norm": 6.780283451080322, + "timestamp": "2025-07-14T12:34:45.197419" + }, + { + "epoch": 1981, + "batch_idx": 128, + "loss": 0.363796204328537, + "learning_rate": 2.2266642055840367e-07, + "timestep_mean": 457.0625, + "epsilon_norm": 8.889440536499023, + "prediction_norm": 7.1531476974487305, + "timestamp": "2025-07-14T12:34:45.202565" + }, + { + "epoch": 1981, + "batch_idx": 160, + "loss": 0.21953490376472473, + "learning_rate": 2.2266642055840367e-07, + "timestep_mean": 549.96875, + "epsilon_norm": 9.474082946777344, + "prediction_norm": 7.972390174865723, + "timestamp": "2025-07-14T12:34:45.207721" + }, + { + "epoch": 1981, + "batch_idx": 192, + "loss": 0.39224374294281006, + "learning_rate": 2.2266642055840367e-07, + "timestep_mean": 494.5, + "epsilon_norm": 3.7468016147613525, + "prediction_norm": 3.008225202560425, + "timestamp": "2025-07-14T12:34:45.212930" + }, + { + "epoch": 1982, + "batch_idx": 0, + "loss": 0.19082850217819214, + "learning_rate": 1.998461748717315e-07, + "timestep_mean": 443.9375, + "epsilon_norm": 6.960975170135498, + "prediction_norm": 6.397202491760254, + "timestamp": "2025-07-14T12:34:45.218109" + }, + { + "epoch": 1982, + "batch_idx": 32, + "loss": 0.5099515914916992, + "learning_rate": 1.998461748717315e-07, + "timestep_mean": 419.375, + "epsilon_norm": 7.908893585205078, + "prediction_norm": 5.550872802734375, + "timestamp": "2025-07-14T12:34:45.223253" + }, + { + "epoch": 1982, + "batch_idx": 64, + "loss": 0.18309715390205383, + "learning_rate": 1.998461748717315e-07, + "timestep_mean": 508.53125, + "epsilon_norm": 7.284280300140381, + "prediction_norm": 6.468391418457031, + "timestamp": "2025-07-14T12:34:45.228536" + }, + { + "epoch": 1982, + "batch_idx": 96, + "loss": 0.21906907856464386, + "learning_rate": 1.998461748717315e-07, + "timestep_mean": 500.03125, + "epsilon_norm": 7.257194519042969, + "prediction_norm": 6.553398132324219, + "timestamp": "2025-07-14T12:34:45.233683" + }, + { + "epoch": 1982, + "batch_idx": 128, + "loss": 0.32119062542915344, + "learning_rate": 1.998461748717315e-07, + "timestep_mean": 463.4375, + "epsilon_norm": 6.844542980194092, + "prediction_norm": 5.888505935668945, + "timestamp": "2025-07-14T12:34:45.238805" + }, + { + "epoch": 1982, + "batch_idx": 160, + "loss": 0.3170006275177002, + "learning_rate": 1.998461748717315e-07, + "timestep_mean": 440.8125, + "epsilon_norm": 8.056681632995605, + "prediction_norm": 6.602311134338379, + "timestamp": "2025-07-14T12:34:45.243960" + }, + { + "epoch": 1982, + "batch_idx": 192, + "loss": 1.5000861883163452, + "learning_rate": 1.998461748717315e-07, + "timestep_mean": 387.125, + "epsilon_norm": 5.221567630767822, + "prediction_norm": 2.706672191619873, + "timestamp": "2025-07-14T12:34:45.249082" + }, + { + "epoch": 1983, + "batch_idx": 0, + "loss": 0.16197869181632996, + "learning_rate": 1.7825913638097583e-07, + "timestep_mean": 499.625, + "epsilon_norm": 8.167936325073242, + "prediction_norm": 7.297781944274902, + "timestamp": "2025-07-14T12:34:45.254264" + }, + { + "epoch": 1983, + "batch_idx": 32, + "loss": 0.331137478351593, + "learning_rate": 1.7825913638097583e-07, + "timestep_mean": 417.53125, + "epsilon_norm": 7.592419624328613, + "prediction_norm": 5.73801326751709, + "timestamp": "2025-07-14T12:34:45.259474" + }, + { + "epoch": 1983, + "batch_idx": 64, + "loss": 0.34576910734176636, + "learning_rate": 1.7825913638097583e-07, + "timestep_mean": 504.5625, + "epsilon_norm": 7.777278423309326, + "prediction_norm": 6.612274646759033, + "timestamp": "2025-07-14T12:34:45.264613" + }, + { + "epoch": 1983, + "batch_idx": 96, + "loss": 0.2422402948141098, + "learning_rate": 1.7825913638097583e-07, + "timestep_mean": 439.53125, + "epsilon_norm": 7.446900367736816, + "prediction_norm": 6.384446620941162, + "timestamp": "2025-07-14T12:34:45.269731" + }, + { + "epoch": 1983, + "batch_idx": 128, + "loss": 0.15110307931900024, + "learning_rate": 1.7825913638097583e-07, + "timestep_mean": 502.96875, + "epsilon_norm": 8.364310264587402, + "prediction_norm": 7.931623458862305, + "timestamp": "2025-07-14T12:34:45.274951" + }, + { + "epoch": 1983, + "batch_idx": 160, + "loss": 0.31674450635910034, + "learning_rate": 1.7825913638097583e-07, + "timestep_mean": 523.5, + "epsilon_norm": 8.006810188293457, + "prediction_norm": 6.962766647338867, + "timestamp": "2025-07-14T12:34:45.280286" + }, + { + "epoch": 1983, + "batch_idx": 192, + "loss": 0.14091002941131592, + "learning_rate": 1.7825913638097583e-07, + "timestep_mean": 528.5, + "epsilon_norm": 3.92372989654541, + "prediction_norm": 3.51092529296875, + "timestamp": "2025-07-14T12:34:45.285424" + }, + { + "epoch": 1984, + "batch_idx": 0, + "loss": 0.1503886580467224, + "learning_rate": 1.579053583500299e-07, + "timestep_mean": 527.40625, + "epsilon_norm": 8.732853889465332, + "prediction_norm": 7.964510917663574, + "timestamp": "2025-07-14T12:34:45.290604" + }, + { + "epoch": 1984, + "batch_idx": 32, + "loss": 0.29438096284866333, + "learning_rate": 1.579053583500299e-07, + "timestep_mean": 472.96875, + "epsilon_norm": 8.52544116973877, + "prediction_norm": 7.0571794509887695, + "timestamp": "2025-07-14T12:34:45.295805" + }, + { + "epoch": 1984, + "batch_idx": 64, + "loss": 0.25685638189315796, + "learning_rate": 1.579053583500299e-07, + "timestep_mean": 458.21875, + "epsilon_norm": 6.473594665527344, + "prediction_norm": 5.922549247741699, + "timestamp": "2025-07-14T12:34:45.301218" + }, + { + "epoch": 1984, + "batch_idx": 96, + "loss": 0.11876283586025238, + "learning_rate": 1.579053583500299e-07, + "timestep_mean": 521.8125, + "epsilon_norm": 8.270727157592773, + "prediction_norm": 7.227529048919678, + "timestamp": "2025-07-14T12:34:45.306324" + }, + { + "epoch": 1984, + "batch_idx": 128, + "loss": 0.4711458086967468, + "learning_rate": 1.579053583500299e-07, + "timestep_mean": 446.15625, + "epsilon_norm": 8.024596214294434, + "prediction_norm": 6.125805377960205, + "timestamp": "2025-07-14T12:34:45.311585" + }, + { + "epoch": 1984, + "batch_idx": 160, + "loss": 0.16919797658920288, + "learning_rate": 1.579053583500299e-07, + "timestep_mean": 630.5625, + "epsilon_norm": 8.03829288482666, + "prediction_norm": 7.4740166664123535, + "timestamp": "2025-07-14T12:34:45.316909" + }, + { + "epoch": 1984, + "batch_idx": 192, + "loss": 0.24827882647514343, + "learning_rate": 1.579053583500299e-07, + "timestep_mean": 552.5, + "epsilon_norm": 3.7591257095336914, + "prediction_norm": 3.4593148231506348, + "timestamp": "2025-07-14T12:34:45.321898" + }, + { + "epoch": 1985, + "batch_idx": 0, + "loss": 0.21247634291648865, + "learning_rate": 1.387848909997212e-07, + "timestep_mean": 536.34375, + "epsilon_norm": 7.4518656730651855, + "prediction_norm": 6.3856964111328125, + "timestamp": "2025-07-14T12:34:45.326987" + }, + { + "epoch": 1985, + "batch_idx": 32, + "loss": 0.3769167363643646, + "learning_rate": 1.387848909997212e-07, + "timestep_mean": 499.6875, + "epsilon_norm": 9.452345848083496, + "prediction_norm": 7.575678825378418, + "timestamp": "2025-07-14T12:34:45.332122" + }, + { + "epoch": 1985, + "batch_idx": 64, + "loss": 0.20469672977924347, + "learning_rate": 1.387848909997212e-07, + "timestep_mean": 569.71875, + "epsilon_norm": 7.0148138999938965, + "prediction_norm": 5.883691310882568, + "timestamp": "2025-07-14T12:34:45.337089" + }, + { + "epoch": 1985, + "batch_idx": 96, + "loss": 0.27301928400993347, + "learning_rate": 1.387848909997212e-07, + "timestep_mean": 415.59375, + "epsilon_norm": 7.376636981964111, + "prediction_norm": 6.23836612701416, + "timestamp": "2025-07-14T12:34:45.342029" + }, + { + "epoch": 1985, + "batch_idx": 128, + "loss": 0.22159649431705475, + "learning_rate": 1.387848909997212e-07, + "timestep_mean": 551.375, + "epsilon_norm": 8.045788764953613, + "prediction_norm": 7.525063991546631, + "timestamp": "2025-07-14T12:34:45.346918" + }, + { + "epoch": 1985, + "batch_idx": 160, + "loss": 0.20301121473312378, + "learning_rate": 1.387848909997212e-07, + "timestep_mean": 453.125, + "epsilon_norm": 8.686610221862793, + "prediction_norm": 7.2736897468566895, + "timestamp": "2025-07-14T12:34:45.351862" + }, + { + "epoch": 1985, + "batch_idx": 192, + "loss": 0.9010394811630249, + "learning_rate": 1.387848909997212e-07, + "timestep_mean": 573.375, + "epsilon_norm": 4.853060245513916, + "prediction_norm": 3.4752261638641357, + "timestamp": "2025-07-14T12:34:45.356720" + }, + { + "epoch": 1986, + "batch_idx": 0, + "loss": 0.20522654056549072, + "learning_rate": 1.20897781507978e-07, + "timestep_mean": 534.46875, + "epsilon_norm": 6.734370231628418, + "prediction_norm": 5.92877197265625, + "timestamp": "2025-07-14T12:34:45.361828" + }, + { + "epoch": 1986, + "batch_idx": 32, + "loss": 0.3068959414958954, + "learning_rate": 1.20897781507978e-07, + "timestep_mean": 478.9375, + "epsilon_norm": 7.926941871643066, + "prediction_norm": 6.696016788482666, + "timestamp": "2025-07-14T12:34:45.367006" + }, + { + "epoch": 1986, + "batch_idx": 64, + "loss": 0.18202587962150574, + "learning_rate": 1.20897781507978e-07, + "timestep_mean": 548.6875, + "epsilon_norm": 6.766497611999512, + "prediction_norm": 5.854007720947266, + "timestamp": "2025-07-14T12:34:45.372107" + }, + { + "epoch": 1986, + "batch_idx": 96, + "loss": 0.3383231461048126, + "learning_rate": 1.20897781507978e-07, + "timestep_mean": 538.34375, + "epsilon_norm": 8.07784366607666, + "prediction_norm": 6.622640609741211, + "timestamp": "2025-07-14T12:34:45.377208" + }, + { + "epoch": 1986, + "batch_idx": 128, + "loss": 0.294126033782959, + "learning_rate": 1.20897781507978e-07, + "timestep_mean": 424.78125, + "epsilon_norm": 8.203064918518066, + "prediction_norm": 6.942135810852051, + "timestamp": "2025-07-14T12:34:45.382340" + }, + { + "epoch": 1986, + "batch_idx": 160, + "loss": 0.15913835167884827, + "learning_rate": 1.20897781507978e-07, + "timestep_mean": 494.21875, + "epsilon_norm": 7.548557758331299, + "prediction_norm": 6.228058338165283, + "timestamp": "2025-07-14T12:34:45.387498" + }, + { + "epoch": 1986, + "batch_idx": 192, + "loss": 0.07637571543455124, + "learning_rate": 1.20897781507978e-07, + "timestep_mean": 569.375, + "epsilon_norm": 3.1647491455078125, + "prediction_norm": 2.8149845600128174, + "timestamp": "2025-07-14T12:34:45.392695" + }, + { + "epoch": 1987, + "batch_idx": 0, + "loss": 0.10931792110204697, + "learning_rate": 1.0424407400944068e-07, + "timestep_mean": 553.71875, + "epsilon_norm": 6.8210930824279785, + "prediction_norm": 6.249821662902832, + "timestamp": "2025-07-14T12:34:45.397826" + }, + { + "epoch": 1987, + "batch_idx": 32, + "loss": 0.17841529846191406, + "learning_rate": 1.0424407400944068e-07, + "timestep_mean": 495.71875, + "epsilon_norm": 8.553777694702148, + "prediction_norm": 8.326436996459961, + "timestamp": "2025-07-14T12:34:45.402724" + }, + { + "epoch": 1987, + "batch_idx": 64, + "loss": 0.10351064056158066, + "learning_rate": 1.0424407400944068e-07, + "timestep_mean": 568.125, + "epsilon_norm": 7.368546962738037, + "prediction_norm": 6.786435127258301, + "timestamp": "2025-07-14T12:34:45.407612" + }, + { + "epoch": 1987, + "batch_idx": 96, + "loss": 0.3013046979904175, + "learning_rate": 1.0424407400944068e-07, + "timestep_mean": 486.9375, + "epsilon_norm": 8.360803604125977, + "prediction_norm": 7.049742221832275, + "timestamp": "2025-07-14T12:34:45.412469" + }, + { + "epoch": 1987, + "batch_idx": 128, + "loss": 0.22481051087379456, + "learning_rate": 1.0424407400944068e-07, + "timestep_mean": 584.5625, + "epsilon_norm": 8.358917236328125, + "prediction_norm": 7.381228446960449, + "timestamp": "2025-07-14T12:34:45.417753" + }, + { + "epoch": 1987, + "batch_idx": 160, + "loss": 0.3048064112663269, + "learning_rate": 1.0424407400944068e-07, + "timestep_mean": 466.15625, + "epsilon_norm": 8.791650772094727, + "prediction_norm": 7.776822566986084, + "timestamp": "2025-07-14T12:34:45.423065" + }, + { + "epoch": 1987, + "batch_idx": 192, + "loss": 0.30987879633903503, + "learning_rate": 1.0424407400944068e-07, + "timestep_mean": 508.5, + "epsilon_norm": 3.853116273880005, + "prediction_norm": 3.2017288208007812, + "timestamp": "2025-07-14T12:34:45.428395" + }, + { + "epoch": 1988, + "batch_idx": 0, + "loss": 0.18355673551559448, + "learning_rate": 8.882380959551728e-08, + "timestep_mean": 559.71875, + "epsilon_norm": 7.446311950683594, + "prediction_norm": 6.892214298248291, + "timestamp": "2025-07-14T12:34:45.433768" + }, + { + "epoch": 1988, + "batch_idx": 32, + "loss": 0.47723907232284546, + "learning_rate": 8.882380959551728e-08, + "timestep_mean": 430.75, + "epsilon_norm": 8.068632125854492, + "prediction_norm": 6.274762153625488, + "timestamp": "2025-07-14T12:34:45.438982" + }, + { + "epoch": 1988, + "batch_idx": 64, + "loss": 0.3372017741203308, + "learning_rate": 8.882380959551728e-08, + "timestep_mean": 469.59375, + "epsilon_norm": 8.484949111938477, + "prediction_norm": 6.972304344177246, + "timestamp": "2025-07-14T12:34:45.444082" + }, + { + "epoch": 1988, + "batch_idx": 96, + "loss": 0.33640211820602417, + "learning_rate": 8.882380959551728e-08, + "timestep_mean": 523.28125, + "epsilon_norm": 8.513955116271973, + "prediction_norm": 6.686304092407227, + "timestamp": "2025-07-14T12:34:45.449172" + }, + { + "epoch": 1988, + "batch_idx": 128, + "loss": 0.18769291043281555, + "learning_rate": 8.882380959551728e-08, + "timestep_mean": 533.375, + "epsilon_norm": 7.022512912750244, + "prediction_norm": 6.856949806213379, + "timestamp": "2025-07-14T12:34:45.454338" + }, + { + "epoch": 1988, + "batch_idx": 160, + "loss": 0.31870219111442566, + "learning_rate": 8.882380959551728e-08, + "timestep_mean": 495.21875, + "epsilon_norm": 9.18952751159668, + "prediction_norm": 7.406091690063477, + "timestamp": "2025-07-14T12:34:45.459455" + }, + { + "epoch": 1988, + "batch_idx": 192, + "loss": 0.02390475943684578, + "learning_rate": 8.882380959551728e-08, + "timestep_mean": 751.375, + "epsilon_norm": 5.00400972366333, + "prediction_norm": 4.853988170623779, + "timestamp": "2025-07-14T12:34:45.464507" + }, + { + "epoch": 1989, + "batch_idx": 0, + "loss": 0.21656981110572815, + "learning_rate": 7.463702631410598e-08, + "timestep_mean": 563.8125, + "epsilon_norm": 8.444339752197266, + "prediction_norm": 7.654046535491943, + "timestamp": "2025-07-14T12:34:45.469654" + }, + { + "epoch": 1989, + "batch_idx": 32, + "loss": 0.4259842336177826, + "learning_rate": 7.463702631410598e-08, + "timestep_mean": 479.75, + "epsilon_norm": 8.704063415527344, + "prediction_norm": 7.417688846588135, + "timestamp": "2025-07-14T12:34:45.474849" + }, + { + "epoch": 1989, + "batch_idx": 64, + "loss": 0.31291908025741577, + "learning_rate": 7.463702631410598e-08, + "timestep_mean": 489.28125, + "epsilon_norm": 8.106876373291016, + "prediction_norm": 6.970376014709473, + "timestamp": "2025-07-14T12:34:45.479993" + }, + { + "epoch": 1989, + "batch_idx": 96, + "loss": 0.12873150408267975, + "learning_rate": 7.463702631410598e-08, + "timestep_mean": 551.59375, + "epsilon_norm": 6.066528797149658, + "prediction_norm": 5.513573169708252, + "timestamp": "2025-07-14T12:34:45.485114" + }, + { + "epoch": 1989, + "batch_idx": 128, + "loss": 0.3712995648384094, + "learning_rate": 7.463702631410598e-08, + "timestep_mean": 492.21875, + "epsilon_norm": 8.682504653930664, + "prediction_norm": 6.759275436401367, + "timestamp": "2025-07-14T12:34:45.490215" + }, + { + "epoch": 1989, + "batch_idx": 160, + "loss": 0.43718221783638, + "learning_rate": 7.463702631410598e-08, + "timestep_mean": 429.9375, + "epsilon_norm": 8.181906700134277, + "prediction_norm": 5.739786624908447, + "timestamp": "2025-07-14T12:34:45.495361" + }, + { + "epoch": 1989, + "batch_idx": 192, + "loss": 0.3386383652687073, + "learning_rate": 7.463702631410598e-08, + "timestep_mean": 500.375, + "epsilon_norm": 3.6427016258239746, + "prediction_norm": 2.548078775405884, + "timestamp": "2025-07-14T12:34:45.500567" + }, + { + "epoch": 1990, + "batch_idx": 0, + "loss": 0.379803329706192, + "learning_rate": 6.168375916970607e-08, + "timestep_mean": 394.4375, + "epsilon_norm": 7.464416980743408, + "prediction_norm": 5.635301113128662, + "timestamp": "2025-07-14T12:34:45.505705" + }, + { + "epoch": 1990, + "batch_idx": 32, + "loss": 0.20884636044502258, + "learning_rate": 6.168375916970607e-08, + "timestep_mean": 566.375, + "epsilon_norm": 8.348252296447754, + "prediction_norm": 7.406996250152588, + "timestamp": "2025-07-14T12:34:45.510890" + }, + { + "epoch": 1990, + "batch_idx": 64, + "loss": 0.41860613226890564, + "learning_rate": 6.168375916970607e-08, + "timestep_mean": 475.9375, + "epsilon_norm": 8.628820419311523, + "prediction_norm": 6.371829986572266, + "timestamp": "2025-07-14T12:34:45.516063" + }, + { + "epoch": 1990, + "batch_idx": 96, + "loss": 0.3127283751964569, + "learning_rate": 6.168375916970607e-08, + "timestep_mean": 512.6875, + "epsilon_norm": 7.1129469871521, + "prediction_norm": 5.730189323425293, + "timestamp": "2025-07-14T12:34:45.521291" + }, + { + "epoch": 1990, + "batch_idx": 128, + "loss": 0.23760105669498444, + "learning_rate": 6.168375916970607e-08, + "timestep_mean": 544.71875, + "epsilon_norm": 8.316822052001953, + "prediction_norm": 7.1822381019592285, + "timestamp": "2025-07-14T12:34:45.526302" + }, + { + "epoch": 1990, + "batch_idx": 160, + "loss": 0.30124199390411377, + "learning_rate": 6.168375916970607e-08, + "timestep_mean": 519.125, + "epsilon_norm": 8.449379920959473, + "prediction_norm": 7.240670680999756, + "timestamp": "2025-07-14T12:34:45.531397" + }, + { + "epoch": 1990, + "batch_idx": 192, + "loss": 0.0838480219244957, + "learning_rate": 6.168375916970607e-08, + "timestep_mean": 527.125, + "epsilon_norm": 4.454960823059082, + "prediction_norm": 4.055154800415039, + "timestamp": "2025-07-14T12:34:45.536497" + }, + { + "epoch": 1991, + "batch_idx": 0, + "loss": 0.19929391145706177, + "learning_rate": 4.996404012325145e-08, + "timestep_mean": 544.125, + "epsilon_norm": 8.194746971130371, + "prediction_norm": 6.881514549255371, + "timestamp": "2025-07-14T12:34:45.541473" + }, + { + "epoch": 1991, + "batch_idx": 32, + "loss": 0.19263184070587158, + "learning_rate": 4.996404012325145e-08, + "timestep_mean": 449.5625, + "epsilon_norm": 7.405101776123047, + "prediction_norm": 6.375148773193359, + "timestamp": "2025-07-14T12:34:45.546780" + }, + { + "epoch": 1991, + "batch_idx": 64, + "loss": 0.11048842966556549, + "learning_rate": 4.996404012325145e-08, + "timestep_mean": 562.8125, + "epsilon_norm": 8.395757675170898, + "prediction_norm": 7.723439693450928, + "timestamp": "2025-07-14T12:34:45.551944" + }, + { + "epoch": 1991, + "batch_idx": 96, + "loss": 0.40045541524887085, + "learning_rate": 4.996404012325145e-08, + "timestep_mean": 511.90625, + "epsilon_norm": 8.449835777282715, + "prediction_norm": 7.177546977996826, + "timestamp": "2025-07-14T12:34:45.557047" + }, + { + "epoch": 1991, + "batch_idx": 128, + "loss": 0.29279276728630066, + "learning_rate": 4.996404012325145e-08, + "timestep_mean": 457.1875, + "epsilon_norm": 7.20535945892334, + "prediction_norm": 5.858462333679199, + "timestamp": "2025-07-14T12:34:45.562264" + }, + { + "epoch": 1991, + "batch_idx": 160, + "loss": 0.45910608768463135, + "learning_rate": 4.996404012325145e-08, + "timestep_mean": 425.5625, + "epsilon_norm": 9.00769329071045, + "prediction_norm": 7.255688667297363, + "timestamp": "2025-07-14T12:34:45.567567" + }, + { + "epoch": 1991, + "batch_idx": 192, + "loss": 0.13967370986938477, + "learning_rate": 4.996404012325145e-08, + "timestep_mean": 607.625, + "epsilon_norm": 3.0741124153137207, + "prediction_norm": 2.5418038368225098, + "timestamp": "2025-07-14T12:34:45.572660" + }, + { + "epoch": 1992, + "batch_idx": 0, + "loss": 0.5268644094467163, + "learning_rate": 3.947789809194408e-08, + "timestep_mean": 457.625, + "epsilon_norm": 8.858708381652832, + "prediction_norm": 6.456861972808838, + "timestamp": "2025-07-14T12:34:45.577873" + }, + { + "epoch": 1992, + "batch_idx": 32, + "loss": 0.30532947182655334, + "learning_rate": 3.947789809194408e-08, + "timestep_mean": 465.0625, + "epsilon_norm": 7.552252769470215, + "prediction_norm": 5.783445835113525, + "timestamp": "2025-07-14T12:34:45.583008" + }, + { + "epoch": 1992, + "batch_idx": 64, + "loss": 0.2541634142398834, + "learning_rate": 3.947789809194408e-08, + "timestep_mean": 520.3125, + "epsilon_norm": 8.078271865844727, + "prediction_norm": 6.630857467651367, + "timestamp": "2025-07-14T12:34:45.588317" + }, + { + "epoch": 1992, + "batch_idx": 96, + "loss": 0.35552364587783813, + "learning_rate": 3.947789809194408e-08, + "timestep_mean": 442.90625, + "epsilon_norm": 8.312975883483887, + "prediction_norm": 7.242526531219482, + "timestamp": "2025-07-14T12:34:45.593540" + }, + { + "epoch": 1992, + "batch_idx": 128, + "loss": 0.07903192192316055, + "learning_rate": 3.947789809194408e-08, + "timestep_mean": 615.625, + "epsilon_norm": 8.401151657104492, + "prediction_norm": 7.562169075012207, + "timestamp": "2025-07-14T12:34:45.598552" + }, + { + "epoch": 1992, + "batch_idx": 160, + "loss": 0.22868391871452332, + "learning_rate": 3.947789809194408e-08, + "timestep_mean": 465.0625, + "epsilon_norm": 7.9222412109375, + "prediction_norm": 6.743739128112793, + "timestamp": "2025-07-14T12:34:45.603765" + }, + { + "epoch": 1992, + "batch_idx": 192, + "loss": 0.5382524728775024, + "learning_rate": 3.947789809194408e-08, + "timestep_mean": 372.75, + "epsilon_norm": 4.1910529136657715, + "prediction_norm": 2.4132800102233887, + "timestamp": "2025-07-14T12:34:45.609045" + }, + { + "epoch": 1993, + "batch_idx": 0, + "loss": 0.23343107104301453, + "learning_rate": 3.022535894930952e-08, + "timestep_mean": 506.96875, + "epsilon_norm": 8.905097961425781, + "prediction_norm": 7.516758918762207, + "timestamp": "2025-07-14T12:34:45.614265" + }, + { + "epoch": 1993, + "batch_idx": 32, + "loss": 0.46619054675102234, + "learning_rate": 3.022535894930952e-08, + "timestep_mean": 548.40625, + "epsilon_norm": 7.841280460357666, + "prediction_norm": 6.296192169189453, + "timestamp": "2025-07-14T12:34:45.619418" + }, + { + "epoch": 1993, + "batch_idx": 64, + "loss": 0.244109109044075, + "learning_rate": 3.022535894930952e-08, + "timestep_mean": 502.84375, + "epsilon_norm": 6.786818027496338, + "prediction_norm": 5.956867218017578, + "timestamp": "2025-07-14T12:34:45.624602" + }, + { + "epoch": 1993, + "batch_idx": 96, + "loss": 0.37125125527381897, + "learning_rate": 3.022535894930952e-08, + "timestep_mean": 459.40625, + "epsilon_norm": 7.148087024688721, + "prediction_norm": 5.950343132019043, + "timestamp": "2025-07-14T12:34:45.629938" + }, + { + "epoch": 1993, + "batch_idx": 128, + "loss": 0.2139514684677124, + "learning_rate": 3.022535894930952e-08, + "timestep_mean": 476.25, + "epsilon_norm": 8.700762748718262, + "prediction_norm": 7.981479644775391, + "timestamp": "2025-07-14T12:34:45.635017" + }, + { + "epoch": 1993, + "batch_idx": 160, + "loss": 0.2509978711605072, + "learning_rate": 3.022535894930952e-08, + "timestep_mean": 509.21875, + "epsilon_norm": 7.892393589019775, + "prediction_norm": 6.70067834854126, + "timestamp": "2025-07-14T12:34:45.640123" + }, + { + "epoch": 1993, + "batch_idx": 192, + "loss": 0.22712558507919312, + "learning_rate": 3.022535894930952e-08, + "timestep_mean": 497.25, + "epsilon_norm": 4.092855453491211, + "prediction_norm": 3.3463268280029297, + "timestamp": "2025-07-14T12:34:45.645205" + }, + { + "epoch": 1994, + "batch_idx": 0, + "loss": 0.262448251247406, + "learning_rate": 2.2206445525085855e-08, + "timestep_mean": 492.84375, + "epsilon_norm": 7.106161117553711, + "prediction_norm": 6.224088191986084, + "timestamp": "2025-07-14T12:34:45.650395" + }, + { + "epoch": 1994, + "batch_idx": 32, + "loss": 0.1743071973323822, + "learning_rate": 2.2206445525085855e-08, + "timestep_mean": 622.5, + "epsilon_norm": 6.333511829376221, + "prediction_norm": 5.506492614746094, + "timestamp": "2025-07-14T12:34:45.655267" + }, + { + "epoch": 1994, + "batch_idx": 64, + "loss": 0.16659294068813324, + "learning_rate": 2.2206445525085855e-08, + "timestep_mean": 437.6875, + "epsilon_norm": 6.263068675994873, + "prediction_norm": 5.873767375946045, + "timestamp": "2025-07-14T12:34:45.660178" + }, + { + "epoch": 1994, + "batch_idx": 96, + "loss": 0.30257320404052734, + "learning_rate": 2.2206445525085855e-08, + "timestep_mean": 523.84375, + "epsilon_norm": 7.643557071685791, + "prediction_norm": 6.880493640899658, + "timestamp": "2025-07-14T12:34:45.665004" + }, + { + "epoch": 1994, + "batch_idx": 128, + "loss": 0.27271148562431335, + "learning_rate": 2.2206445525085855e-08, + "timestep_mean": 442.0625, + "epsilon_norm": 8.262203216552734, + "prediction_norm": 6.753617286682129, + "timestamp": "2025-07-14T12:34:45.669825" + }, + { + "epoch": 1994, + "batch_idx": 160, + "loss": 0.2959825098514557, + "learning_rate": 2.2206445525085855e-08, + "timestep_mean": 534.25, + "epsilon_norm": 7.31088399887085, + "prediction_norm": 6.280914306640625, + "timestamp": "2025-07-14T12:34:45.674666" + }, + { + "epoch": 1994, + "batch_idx": 192, + "loss": 0.0425332635641098, + "learning_rate": 2.2206445525085855e-08, + "timestep_mean": 488.25, + "epsilon_norm": 3.98592472076416, + "prediction_norm": 4.260024070739746, + "timestamp": "2025-07-14T12:34:45.679563" + }, + { + "epoch": 1995, + "batch_idx": 0, + "loss": 0.37697505950927734, + "learning_rate": 1.5421177605168238e-08, + "timestep_mean": 511.90625, + "epsilon_norm": 8.925588607788086, + "prediction_norm": 7.868684768676758, + "timestamp": "2025-07-14T12:34:45.684603" + }, + { + "epoch": 1995, + "batch_idx": 32, + "loss": 0.30666857957839966, + "learning_rate": 1.5421177605168238e-08, + "timestep_mean": 621.40625, + "epsilon_norm": 8.905216217041016, + "prediction_norm": 8.038509368896484, + "timestamp": "2025-07-14T12:34:45.689655" + }, + { + "epoch": 1995, + "batch_idx": 64, + "loss": 0.16734907031059265, + "learning_rate": 1.5421177605168238e-08, + "timestep_mean": 507.625, + "epsilon_norm": 6.271418571472168, + "prediction_norm": 5.557671546936035, + "timestamp": "2025-07-14T12:34:45.694750" + }, + { + "epoch": 1995, + "batch_idx": 96, + "loss": 0.12906748056411743, + "learning_rate": 1.5421177605168238e-08, + "timestep_mean": 501.5, + "epsilon_norm": 6.210880756378174, + "prediction_norm": 5.554234981536865, + "timestamp": "2025-07-14T12:34:45.699865" + }, + { + "epoch": 1995, + "batch_idx": 128, + "loss": 0.2513670027256012, + "learning_rate": 1.5421177605168238e-08, + "timestep_mean": 420.59375, + "epsilon_norm": 8.183783531188965, + "prediction_norm": 7.458987236022949, + "timestamp": "2025-07-14T12:34:45.705100" + }, + { + "epoch": 1995, + "batch_idx": 160, + "loss": 0.2173812985420227, + "learning_rate": 1.5421177605168238e-08, + "timestep_mean": 487.6875, + "epsilon_norm": 6.744717597961426, + "prediction_norm": 6.049226760864258, + "timestamp": "2025-07-14T12:34:45.710203" + }, + { + "epoch": 1995, + "batch_idx": 192, + "loss": 0.4242018461227417, + "learning_rate": 1.5421177605168238e-08, + "timestep_mean": 332.5, + "epsilon_norm": 4.660519123077393, + "prediction_norm": 3.80383563041687, + "timestamp": "2025-07-14T12:34:45.715278" + }, + { + "epoch": 1996, + "batch_idx": 0, + "loss": 0.26082760095596313, + "learning_rate": 9.86957193144232e-09, + "timestep_mean": 571.0, + "epsilon_norm": 7.2441086769104, + "prediction_norm": 5.448973178863525, + "timestamp": "2025-07-14T12:34:45.720504" + }, + { + "epoch": 1996, + "batch_idx": 32, + "loss": 0.19131335616111755, + "learning_rate": 9.86957193144232e-09, + "timestep_mean": 565.21875, + "epsilon_norm": 9.095464706420898, + "prediction_norm": 8.543658256530762, + "timestamp": "2025-07-14T12:34:45.725706" + }, + { + "epoch": 1996, + "batch_idx": 64, + "loss": 0.3257454037666321, + "learning_rate": 9.86957193144232e-09, + "timestep_mean": 497.03125, + "epsilon_norm": 8.590946197509766, + "prediction_norm": 7.1111578941345215, + "timestamp": "2025-07-14T12:34:45.730868" + }, + { + "epoch": 1996, + "batch_idx": 96, + "loss": 0.2601814270019531, + "learning_rate": 9.86957193144232e-09, + "timestep_mean": 462.0625, + "epsilon_norm": 6.6656365394592285, + "prediction_norm": 5.439820289611816, + "timestamp": "2025-07-14T12:34:45.736011" + }, + { + "epoch": 1996, + "batch_idx": 128, + "loss": 0.4905391335487366, + "learning_rate": 9.86957193144232e-09, + "timestep_mean": 407.21875, + "epsilon_norm": 7.742193698883057, + "prediction_norm": 5.7363176345825195, + "timestamp": "2025-07-14T12:34:45.741167" + }, + { + "epoch": 1996, + "batch_idx": 160, + "loss": 0.35042452812194824, + "learning_rate": 9.86957193144232e-09, + "timestep_mean": 470.1875, + "epsilon_norm": 8.400646209716797, + "prediction_norm": 7.026433944702148, + "timestamp": "2025-07-14T12:34:45.746495" + }, + { + "epoch": 1996, + "batch_idx": 192, + "loss": 0.8846811652183533, + "learning_rate": 9.86957193144232e-09, + "timestep_mean": 533.125, + "epsilon_norm": 4.5467071533203125, + "prediction_norm": 3.233229637145996, + "timestamp": "2025-07-14T12:34:45.751598" + }, + { + "epoch": 1997, + "batch_idx": 0, + "loss": 0.3721756339073181, + "learning_rate": 5.551642202006317e-09, + "timestep_mean": 390.09375, + "epsilon_norm": 8.199488639831543, + "prediction_norm": 6.560333728790283, + "timestamp": "2025-07-14T12:34:45.756711" + }, + { + "epoch": 1997, + "batch_idx": 32, + "loss": 0.19471481442451477, + "learning_rate": 5.551642202006317e-09, + "timestep_mean": 481.59375, + "epsilon_norm": 7.8990936279296875, + "prediction_norm": 6.821253776550293, + "timestamp": "2025-07-14T12:34:45.761945" + }, + { + "epoch": 1997, + "batch_idx": 64, + "loss": 0.1933298110961914, + "learning_rate": 5.551642202006317e-09, + "timestep_mean": 533.6875, + "epsilon_norm": 7.352922439575195, + "prediction_norm": 6.898579120635986, + "timestamp": "2025-07-14T12:34:45.767259" + }, + { + "epoch": 1997, + "batch_idx": 96, + "loss": 0.07477282732725143, + "learning_rate": 5.551642202006317e-09, + "timestep_mean": 619.875, + "epsilon_norm": 7.352676868438721, + "prediction_norm": 6.961706638336182, + "timestamp": "2025-07-14T12:34:45.772458" + }, + { + "epoch": 1997, + "batch_idx": 128, + "loss": 0.2548794448375702, + "learning_rate": 5.551642202006317e-09, + "timestep_mean": 501.96875, + "epsilon_norm": 6.949882507324219, + "prediction_norm": 6.020275592803955, + "timestamp": "2025-07-14T12:34:45.777624" + }, + { + "epoch": 1997, + "batch_idx": 160, + "loss": 0.2118874490261078, + "learning_rate": 5.551642202006317e-09, + "timestep_mean": 501.875, + "epsilon_norm": 7.772165775299072, + "prediction_norm": 7.0711493492126465, + "timestamp": "2025-07-14T12:34:45.782691" + }, + { + "epoch": 1997, + "batch_idx": 192, + "loss": 0.18201479315757751, + "learning_rate": 5.551642202006317e-09, + "timestep_mean": 545.375, + "epsilon_norm": 4.263891220092773, + "prediction_norm": 3.83382248878479, + "timestamp": "2025-07-14T12:34:45.787838" + }, + { + "epoch": 1998, + "batch_idx": 0, + "loss": 0.15670745074748993, + "learning_rate": 2.467399070893436e-09, + "timestep_mean": 555.875, + "epsilon_norm": 8.170336723327637, + "prediction_norm": 7.263626575469971, + "timestamp": "2025-07-14T12:34:45.793045" + }, + { + "epoch": 1998, + "batch_idx": 32, + "loss": 0.09158742427825928, + "learning_rate": 2.467399070893436e-09, + "timestep_mean": 602.28125, + "epsilon_norm": 8.969364166259766, + "prediction_norm": 8.414731979370117, + "timestamp": "2025-07-14T12:34:45.798101" + }, + { + "epoch": 1998, + "batch_idx": 64, + "loss": 0.5529276132583618, + "learning_rate": 2.467399070893436e-09, + "timestep_mean": 511.1875, + "epsilon_norm": 8.752400398254395, + "prediction_norm": 6.575862407684326, + "timestamp": "2025-07-14T12:34:45.803260" + }, + { + "epoch": 1998, + "batch_idx": 96, + "loss": 0.3394143283367157, + "learning_rate": 2.467399070893436e-09, + "timestep_mean": 414.53125, + "epsilon_norm": 8.148601531982422, + "prediction_norm": 6.370409965515137, + "timestamp": "2025-07-14T12:34:45.808575" + }, + { + "epoch": 1998, + "batch_idx": 128, + "loss": 0.40668123960494995, + "learning_rate": 2.467399070893436e-09, + "timestep_mean": 444.15625, + "epsilon_norm": 8.160552024841309, + "prediction_norm": 6.455117225646973, + "timestamp": "2025-07-14T12:34:45.813799" + }, + { + "epoch": 1998, + "batch_idx": 160, + "loss": 0.30329692363739014, + "learning_rate": 2.467399070893436e-09, + "timestep_mean": 473.84375, + "epsilon_norm": 7.01481294631958, + "prediction_norm": 5.768001556396484, + "timestamp": "2025-07-14T12:34:45.818920" + }, + { + "epoch": 1998, + "batch_idx": 192, + "loss": 0.20780164003372192, + "learning_rate": 2.467399070893436e-09, + "timestep_mean": 576.5, + "epsilon_norm": 3.3539772033691406, + "prediction_norm": 2.9046692848205566, + "timestamp": "2025-07-14T12:34:45.824018" + }, + { + "epoch": 1999, + "batch_idx": 0, + "loss": 0.2084852159023285, + "learning_rate": 6.168501482384229e-10, + "timestep_mean": 512.84375, + "epsilon_norm": 8.49306869506836, + "prediction_norm": 7.14573860168457, + "timestamp": "2025-07-14T12:34:45.829249" + }, + { + "epoch": 1999, + "batch_idx": 32, + "loss": 0.22842542827129364, + "learning_rate": 6.168501482384229e-10, + "timestep_mean": 514.09375, + "epsilon_norm": 9.059733390808105, + "prediction_norm": 7.993016242980957, + "timestamp": "2025-07-14T12:34:45.834483" + }, + { + "epoch": 1999, + "batch_idx": 64, + "loss": 0.149652361869812, + "learning_rate": 6.168501482384229e-10, + "timestep_mean": 449.90625, + "epsilon_norm": 7.534159183502197, + "prediction_norm": 6.793392658233643, + "timestamp": "2025-07-14T12:34:45.839601" + }, + { + "epoch": 1999, + "batch_idx": 96, + "loss": 0.18111446499824524, + "learning_rate": 6.168501482384229e-10, + "timestep_mean": 548.5625, + "epsilon_norm": 7.894271373748779, + "prediction_norm": 6.981801509857178, + "timestamp": "2025-07-14T12:34:45.844789" + }, + { + "epoch": 1999, + "batch_idx": 128, + "loss": 0.3246767520904541, + "learning_rate": 6.168501482384229e-10, + "timestep_mean": 537.84375, + "epsilon_norm": 8.740707397460938, + "prediction_norm": 7.179518222808838, + "timestamp": "2025-07-14T12:34:45.849639" + }, + { + "epoch": 1999, + "batch_idx": 160, + "loss": 0.2254250943660736, + "learning_rate": 6.168501482384229e-10, + "timestep_mean": 454.15625, + "epsilon_norm": 7.445241451263428, + "prediction_norm": 6.817237377166748, + "timestamp": "2025-07-14T12:34:45.854899" + }, + { + "epoch": 1999, + "batch_idx": 192, + "loss": 0.09346063435077667, + "learning_rate": 6.168501482384229e-10, + "timestep_mean": 588.375, + "epsilon_norm": 2.652785539627075, + "prediction_norm": 2.4155433177948, + "timestamp": "2025-07-14T12:34:45.859798" + }, + { + "epoch": 2000, + "batch_idx": 0, + "loss": 0.2754670977592468, + "learning_rate": 0.0, + "timestep_mean": 500.21875, + "epsilon_norm": 7.6226701736450195, + "prediction_norm": 5.86544132232666, + "timestamp": "2025-07-14T12:34:45.864394" + }, + { + "epoch": 2000, + "batch_idx": 32, + "loss": 0.32409271597862244, + "learning_rate": 0.0, + "timestep_mean": 458.21875, + "epsilon_norm": 7.750141143798828, + "prediction_norm": 6.545510768890381, + "timestamp": "2025-07-14T12:34:45.868922" + }, + { + "epoch": 2000, + "batch_idx": 64, + "loss": 0.4486657381057739, + "learning_rate": 0.0, + "timestep_mean": 544.5, + "epsilon_norm": 8.969834327697754, + "prediction_norm": 7.079329490661621, + "timestamp": "2025-07-14T12:34:45.873531" + }, + { + "epoch": 2000, + "batch_idx": 96, + "loss": 0.24059313535690308, + "learning_rate": 0.0, + "timestep_mean": 455.3125, + "epsilon_norm": 7.51449728012085, + "prediction_norm": 6.351263523101807, + "timestamp": "2025-07-14T12:34:45.878218" + }, + { + "epoch": 2000, + "batch_idx": 128, + "loss": 0.46138009428977966, + "learning_rate": 0.0, + "timestep_mean": 535.78125, + "epsilon_norm": 8.089509963989258, + "prediction_norm": 5.996744632720947, + "timestamp": "2025-07-14T12:34:45.882959" + }, + { + "epoch": 2000, + "batch_idx": 160, + "loss": 0.0984613224864006, + "learning_rate": 0.0, + "timestep_mean": 640.5625, + "epsilon_norm": 7.583261489868164, + "prediction_norm": 6.922745227813721, + "timestamp": "2025-07-14T12:34:45.887831" + }, + { + "epoch": 2000, + "batch_idx": 192, + "loss": 0.13269856572151184, + "learning_rate": 0.0, + "timestep_mean": 278.625, + "epsilon_norm": 4.017440319061279, + "prediction_norm": 3.7973902225494385, + "timestamp": "2025-07-14T12:34:45.892750" + }, + { + "epoch": 2001, + "batch_idx": 0, + "loss": 0.20281821489334106, + "learning_rate": 6.168501482384237e-10, + "timestep_mean": 461.875, + "epsilon_norm": 8.287820816040039, + "prediction_norm": 7.313547611236572, + "timestamp": "2025-07-14T12:34:45.897911" + }, + { + "epoch": 2001, + "batch_idx": 32, + "loss": 0.420829176902771, + "learning_rate": 6.168501482384237e-10, + "timestep_mean": 478.15625, + "epsilon_norm": 7.6785664558410645, + "prediction_norm": 6.694278717041016, + "timestamp": "2025-07-14T12:34:45.902999" + }, + { + "epoch": 2001, + "batch_idx": 64, + "loss": 0.2016945481300354, + "learning_rate": 6.168501482384237e-10, + "timestep_mean": 527.9375, + "epsilon_norm": 7.107685565948486, + "prediction_norm": 6.1200385093688965, + "timestamp": "2025-07-14T12:34:45.908179" + }, + { + "epoch": 2001, + "batch_idx": 96, + "loss": 0.26820340752601624, + "learning_rate": 6.168501482384237e-10, + "timestep_mean": 509.125, + "epsilon_norm": 8.42262077331543, + "prediction_norm": 7.429649829864502, + "timestamp": "2025-07-14T12:34:45.913416" + }, + { + "epoch": 2001, + "batch_idx": 128, + "loss": 0.13643288612365723, + "learning_rate": 6.168501482384237e-10, + "timestep_mean": 546.78125, + "epsilon_norm": 7.8850789070129395, + "prediction_norm": 7.449822902679443, + "timestamp": "2025-07-14T12:34:45.918452" + }, + { + "epoch": 2001, + "batch_idx": 160, + "loss": 0.24224911630153656, + "learning_rate": 6.168501482384237e-10, + "timestep_mean": 491.5625, + "epsilon_norm": 7.323684215545654, + "prediction_norm": 5.990538597106934, + "timestamp": "2025-07-14T12:34:45.923508" + }, + { + "epoch": 2001, + "batch_idx": 192, + "loss": 0.2048703283071518, + "learning_rate": 6.168501482384237e-10, + "timestep_mean": 505.0, + "epsilon_norm": 5.41762113571167, + "prediction_norm": 5.0363688468933105, + "timestamp": "2025-07-14T12:34:45.928698" + }, + { + "epoch": 2002, + "batch_idx": 0, + "loss": 0.25111138820648193, + "learning_rate": 2.467399070893439e-09, + "timestep_mean": 558.03125, + "epsilon_norm": 8.531376838684082, + "prediction_norm": 7.3762969970703125, + "timestamp": "2025-07-14T12:34:45.933986" + }, + { + "epoch": 2002, + "batch_idx": 32, + "loss": 0.45113879442214966, + "learning_rate": 2.467399070893439e-09, + "timestep_mean": 531.96875, + "epsilon_norm": 7.475042819976807, + "prediction_norm": 6.38994836807251, + "timestamp": "2025-07-14T12:34:45.939143" + }, + { + "epoch": 2002, + "batch_idx": 64, + "loss": 0.30274033546447754, + "learning_rate": 2.467399070893439e-09, + "timestep_mean": 445.9375, + "epsilon_norm": 7.298751354217529, + "prediction_norm": 6.286497592926025, + "timestamp": "2025-07-14T12:34:45.944332" + }, + { + "epoch": 2002, + "batch_idx": 96, + "loss": 0.21856966614723206, + "learning_rate": 2.467399070893439e-09, + "timestep_mean": 495.71875, + "epsilon_norm": 7.99371337890625, + "prediction_norm": 7.193982124328613, + "timestamp": "2025-07-14T12:34:45.949452" + }, + { + "epoch": 2002, + "batch_idx": 128, + "loss": 0.4859035015106201, + "learning_rate": 2.467399070893439e-09, + "timestep_mean": 514.71875, + "epsilon_norm": 8.125632286071777, + "prediction_norm": 6.191400527954102, + "timestamp": "2025-07-14T12:34:45.954665" + }, + { + "epoch": 2002, + "batch_idx": 160, + "loss": 0.13448914885520935, + "learning_rate": 2.467399070893439e-09, + "timestep_mean": 478.59375, + "epsilon_norm": 7.667906284332275, + "prediction_norm": 7.289750099182129, + "timestamp": "2025-07-14T12:34:45.959747" + }, + { + "epoch": 2002, + "batch_idx": 192, + "loss": 0.3190382122993469, + "learning_rate": 2.467399070893439e-09, + "timestep_mean": 171.125, + "epsilon_norm": 4.397505760192871, + "prediction_norm": 3.439589500427246, + "timestamp": "2025-07-14T12:34:45.964790" + }, + { + "epoch": 2003, + "batch_idx": 0, + "loss": 0.3955863416194916, + "learning_rate": 5.551642202006324e-09, + "timestep_mean": 514.59375, + "epsilon_norm": 8.257905006408691, + "prediction_norm": 6.426395416259766, + "timestamp": "2025-07-14T12:34:45.970050" + }, + { + "epoch": 2003, + "batch_idx": 32, + "loss": 0.302644282579422, + "learning_rate": 5.551642202006324e-09, + "timestep_mean": 505.53125, + "epsilon_norm": 8.014405250549316, + "prediction_norm": 6.539068698883057, + "timestamp": "2025-07-14T12:34:45.975400" + }, + { + "epoch": 2003, + "batch_idx": 64, + "loss": 0.30225443840026855, + "learning_rate": 5.551642202006324e-09, + "timestep_mean": 516.5, + "epsilon_norm": 8.652881622314453, + "prediction_norm": 7.7597761154174805, + "timestamp": "2025-07-14T12:34:45.980613" + }, + { + "epoch": 2003, + "batch_idx": 96, + "loss": 0.22699879109859467, + "learning_rate": 5.551642202006324e-09, + "timestep_mean": 512.96875, + "epsilon_norm": 8.24551773071289, + "prediction_norm": 6.8988471031188965, + "timestamp": "2025-07-14T12:34:45.985830" + }, + { + "epoch": 2003, + "batch_idx": 128, + "loss": 0.19630900025367737, + "learning_rate": 5.551642202006324e-09, + "timestep_mean": 448.21875, + "epsilon_norm": 8.331008911132812, + "prediction_norm": 7.669151306152344, + "timestamp": "2025-07-14T12:34:45.990918" + }, + { + "epoch": 2003, + "batch_idx": 160, + "loss": 0.3251505494117737, + "learning_rate": 5.551642202006324e-09, + "timestep_mean": 482.0625, + "epsilon_norm": 7.343771934509277, + "prediction_norm": 5.937617778778076, + "timestamp": "2025-07-14T12:34:45.996115" + }, + { + "epoch": 2003, + "batch_idx": 192, + "loss": 0.2453218698501587, + "learning_rate": 5.551642202006324e-09, + "timestep_mean": 389.375, + "epsilon_norm": 3.4226877689361572, + "prediction_norm": 2.49222469329834, + "timestamp": "2025-07-14T12:34:46.001259" + }, + { + "epoch": 2004, + "batch_idx": 0, + "loss": 0.31669026613235474, + "learning_rate": 9.869571931442334e-09, + "timestep_mean": 520.84375, + "epsilon_norm": 8.788719177246094, + "prediction_norm": 7.1822943687438965, + "timestamp": "2025-07-14T12:34:46.006490" + }, + { + "epoch": 2004, + "batch_idx": 32, + "loss": 0.288042813539505, + "learning_rate": 9.869571931442334e-09, + "timestep_mean": 393.90625, + "epsilon_norm": 8.23027515411377, + "prediction_norm": 7.254272937774658, + "timestamp": "2025-07-14T12:34:46.011699" + }, + { + "epoch": 2004, + "batch_idx": 64, + "loss": 0.20375841856002808, + "learning_rate": 9.869571931442334e-09, + "timestep_mean": 493.5, + "epsilon_norm": 8.321813583374023, + "prediction_norm": 6.947993278503418, + "timestamp": "2025-07-14T12:34:46.016927" + }, + { + "epoch": 2004, + "batch_idx": 96, + "loss": 0.187126025557518, + "learning_rate": 9.869571931442334e-09, + "timestep_mean": 432.5625, + "epsilon_norm": 7.342583656311035, + "prediction_norm": 6.576550006866455, + "timestamp": "2025-07-14T12:34:46.022152" + }, + { + "epoch": 2004, + "batch_idx": 128, + "loss": 0.4123821556568146, + "learning_rate": 9.869571931442334e-09, + "timestep_mean": 537.6875, + "epsilon_norm": 8.088186264038086, + "prediction_norm": 6.289390563964844, + "timestamp": "2025-07-14T12:34:46.027394" + }, + { + "epoch": 2004, + "batch_idx": 160, + "loss": 0.18865028023719788, + "learning_rate": 9.869571931442334e-09, + "timestep_mean": 531.78125, + "epsilon_norm": 7.873101711273193, + "prediction_norm": 7.041999340057373, + "timestamp": "2025-07-14T12:34:46.032474" + }, + { + "epoch": 2004, + "batch_idx": 192, + "loss": 0.3614193797111511, + "learning_rate": 9.869571931442334e-09, + "timestep_mean": 332.125, + "epsilon_norm": 3.9120373725891113, + "prediction_norm": 3.4264304637908936, + "timestamp": "2025-07-14T12:34:46.037681" + }, + { + "epoch": 2005, + "batch_idx": 0, + "loss": 0.29926350712776184, + "learning_rate": 1.5421177605168258e-08, + "timestep_mean": 492.15625, + "epsilon_norm": 7.608362197875977, + "prediction_norm": 6.725562572479248, + "timestamp": "2025-07-14T12:34:46.042864" + }, + { + "epoch": 2005, + "batch_idx": 32, + "loss": 0.19140729308128357, + "learning_rate": 1.5421177605168258e-08, + "timestep_mean": 520.5625, + "epsilon_norm": 7.846795558929443, + "prediction_norm": 7.110672473907471, + "timestamp": "2025-07-14T12:34:46.048014" + }, + { + "epoch": 2005, + "batch_idx": 64, + "loss": 0.37192434072494507, + "learning_rate": 1.5421177605168258e-08, + "timestep_mean": 492.46875, + "epsilon_norm": 7.131235599517822, + "prediction_norm": 5.711572170257568, + "timestamp": "2025-07-14T12:34:46.053281" + }, + { + "epoch": 2005, + "batch_idx": 96, + "loss": 0.4422270953655243, + "learning_rate": 1.5421177605168258e-08, + "timestep_mean": 431.09375, + "epsilon_norm": 8.387682914733887, + "prediction_norm": 6.654860496520996, + "timestamp": "2025-07-14T12:34:46.058518" + }, + { + "epoch": 2005, + "batch_idx": 128, + "loss": 0.15398366749286652, + "learning_rate": 1.5421177605168258e-08, + "timestep_mean": 546.40625, + "epsilon_norm": 7.328059673309326, + "prediction_norm": 6.297025203704834, + "timestamp": "2025-07-14T12:34:46.063783" + }, + { + "epoch": 2005, + "batch_idx": 160, + "loss": 0.26205307245254517, + "learning_rate": 1.5421177605168258e-08, + "timestep_mean": 514.65625, + "epsilon_norm": 8.42595386505127, + "prediction_norm": 7.492433547973633, + "timestamp": "2025-07-14T12:34:46.069007" + }, + { + "epoch": 2005, + "batch_idx": 192, + "loss": 0.23848839104175568, + "learning_rate": 1.5421177605168258e-08, + "timestep_mean": 473.625, + "epsilon_norm": 3.1651611328125, + "prediction_norm": 2.785888433456421, + "timestamp": "2025-07-14T12:34:46.074115" + }, + { + "epoch": 2006, + "batch_idx": 0, + "loss": 0.16644690930843353, + "learning_rate": 2.2206445525085882e-08, + "timestep_mean": 451.0, + "epsilon_norm": 6.926459789276123, + "prediction_norm": 6.107026100158691, + "timestamp": "2025-07-14T12:34:46.079284" + }, + { + "epoch": 2006, + "batch_idx": 32, + "loss": 0.14714281260967255, + "learning_rate": 2.2206445525085882e-08, + "timestep_mean": 486.34375, + "epsilon_norm": 7.110901355743408, + "prediction_norm": 6.665228366851807, + "timestamp": "2025-07-14T12:34:46.084461" + }, + { + "epoch": 2006, + "batch_idx": 64, + "loss": 0.40635913610458374, + "learning_rate": 2.2206445525085882e-08, + "timestep_mean": 360.5, + "epsilon_norm": 8.962148666381836, + "prediction_norm": 7.153553009033203, + "timestamp": "2025-07-14T12:34:46.089573" + }, + { + "epoch": 2006, + "batch_idx": 96, + "loss": 0.22314511239528656, + "learning_rate": 2.2206445525085882e-08, + "timestep_mean": 436.25, + "epsilon_norm": 6.896268367767334, + "prediction_norm": 5.571208477020264, + "timestamp": "2025-07-14T12:34:46.094794" + }, + { + "epoch": 2006, + "batch_idx": 128, + "loss": 0.24248939752578735, + "learning_rate": 2.2206445525085882e-08, + "timestep_mean": 499.90625, + "epsilon_norm": 7.326702117919922, + "prediction_norm": 6.1228413581848145, + "timestamp": "2025-07-14T12:34:46.100016" + }, + { + "epoch": 2006, + "batch_idx": 160, + "loss": 0.2112959772348404, + "learning_rate": 2.2206445525085882e-08, + "timestep_mean": 543.78125, + "epsilon_norm": 8.564626693725586, + "prediction_norm": 7.2083587646484375, + "timestamp": "2025-07-14T12:34:46.105302" + }, + { + "epoch": 2006, + "batch_idx": 192, + "loss": 0.08726753294467926, + "learning_rate": 2.2206445525085882e-08, + "timestep_mean": 492.375, + "epsilon_norm": 3.7939579486846924, + "prediction_norm": 3.1765925884246826, + "timestamp": "2025-07-14T12:34:46.110428" + }, + { + "epoch": 2007, + "batch_idx": 0, + "loss": 0.28910207748413086, + "learning_rate": 3.022535894930956e-08, + "timestep_mean": 444.0, + "epsilon_norm": 7.944705009460449, + "prediction_norm": 6.796820163726807, + "timestamp": "2025-07-14T12:34:46.115584" + }, + { + "epoch": 2007, + "batch_idx": 32, + "loss": 0.45702898502349854, + "learning_rate": 3.022535894930956e-08, + "timestep_mean": 468.875, + "epsilon_norm": 7.868221282958984, + "prediction_norm": 6.243106365203857, + "timestamp": "2025-07-14T12:34:46.120778" + }, + { + "epoch": 2007, + "batch_idx": 64, + "loss": 0.22695405781269073, + "learning_rate": 3.022535894930956e-08, + "timestep_mean": 522.0, + "epsilon_norm": 8.966978073120117, + "prediction_norm": 8.31475830078125, + "timestamp": "2025-07-14T12:34:46.125940" + }, + { + "epoch": 2007, + "batch_idx": 96, + "loss": 0.37194517254829407, + "learning_rate": 3.022535894930956e-08, + "timestep_mean": 475.5625, + "epsilon_norm": 9.43476390838623, + "prediction_norm": 8.187723159790039, + "timestamp": "2025-07-14T12:34:46.131012" + }, + { + "epoch": 2007, + "batch_idx": 128, + "loss": 0.17261016368865967, + "learning_rate": 3.022535894930956e-08, + "timestep_mean": 591.3125, + "epsilon_norm": 7.670202255249023, + "prediction_norm": 7.290256023406982, + "timestamp": "2025-07-14T12:34:46.136168" + }, + { + "epoch": 2007, + "batch_idx": 160, + "loss": 0.21441063284873962, + "learning_rate": 3.022535894930956e-08, + "timestep_mean": 514.6875, + "epsilon_norm": 7.91060209274292, + "prediction_norm": 7.324102401733398, + "timestamp": "2025-07-14T12:34:46.141395" + }, + { + "epoch": 2007, + "batch_idx": 192, + "loss": 0.3416712284088135, + "learning_rate": 3.022535894930956e-08, + "timestep_mean": 360.875, + "epsilon_norm": 3.404940605163574, + "prediction_norm": 2.706603765487671, + "timestamp": "2025-07-14T12:34:46.146666" + }, + { + "epoch": 2008, + "batch_idx": 0, + "loss": 0.42223504185676575, + "learning_rate": 3.9477898091944134e-08, + "timestep_mean": 503.96875, + "epsilon_norm": 8.567855834960938, + "prediction_norm": 7.148982524871826, + "timestamp": "2025-07-14T12:34:46.151624" + }, + { + "epoch": 2008, + "batch_idx": 32, + "loss": 0.3304033875465393, + "learning_rate": 3.9477898091944134e-08, + "timestep_mean": 460.78125, + "epsilon_norm": 8.607633590698242, + "prediction_norm": 6.79217004776001, + "timestamp": "2025-07-14T12:34:46.156606" + }, + { + "epoch": 2008, + "batch_idx": 64, + "loss": 0.1372540146112442, + "learning_rate": 3.9477898091944134e-08, + "timestep_mean": 531.3125, + "epsilon_norm": 6.379785060882568, + "prediction_norm": 5.52128267288208, + "timestamp": "2025-07-14T12:34:46.161753" + }, + { + "epoch": 2008, + "batch_idx": 96, + "loss": 0.3450945019721985, + "learning_rate": 3.9477898091944134e-08, + "timestep_mean": 550.8125, + "epsilon_norm": 7.824005603790283, + "prediction_norm": 6.19787073135376, + "timestamp": "2025-07-14T12:34:46.167079" + }, + { + "epoch": 2008, + "batch_idx": 128, + "loss": 0.34165728092193604, + "learning_rate": 3.9477898091944134e-08, + "timestep_mean": 556.59375, + "epsilon_norm": 8.840331077575684, + "prediction_norm": 7.064556121826172, + "timestamp": "2025-07-14T12:34:46.172158" + }, + { + "epoch": 2008, + "batch_idx": 160, + "loss": 0.17246472835540771, + "learning_rate": 3.9477898091944134e-08, + "timestep_mean": 565.90625, + "epsilon_norm": 7.426294326782227, + "prediction_norm": 6.6786932945251465, + "timestamp": "2025-07-14T12:34:46.177280" + }, + { + "epoch": 2008, + "batch_idx": 192, + "loss": 0.08041498064994812, + "learning_rate": 3.9477898091944134e-08, + "timestep_mean": 642.375, + "epsilon_norm": 3.662400484085083, + "prediction_norm": 3.744809627532959, + "timestamp": "2025-07-14T12:34:46.182285" + }, + { + "epoch": 2009, + "batch_idx": 0, + "loss": 0.245059534907341, + "learning_rate": 4.9964040123251515e-08, + "timestep_mean": 499.90625, + "epsilon_norm": 7.751409530639648, + "prediction_norm": 6.809933185577393, + "timestamp": "2025-07-14T12:34:46.187470" + }, + { + "epoch": 2009, + "batch_idx": 32, + "loss": 0.21919900178909302, + "learning_rate": 4.9964040123251515e-08, + "timestep_mean": 404.4375, + "epsilon_norm": 8.320034980773926, + "prediction_norm": 6.585004806518555, + "timestamp": "2025-07-14T12:34:46.192818" + }, + { + "epoch": 2009, + "batch_idx": 64, + "loss": 0.19393326342105865, + "learning_rate": 4.9964040123251515e-08, + "timestep_mean": 498.71875, + "epsilon_norm": 8.122233390808105, + "prediction_norm": 6.862265110015869, + "timestamp": "2025-07-14T12:34:46.197931" + }, + { + "epoch": 2009, + "batch_idx": 96, + "loss": 0.29845771193504333, + "learning_rate": 4.9964040123251515e-08, + "timestep_mean": 413.5625, + "epsilon_norm": 7.998418807983398, + "prediction_norm": 7.479151725769043, + "timestamp": "2025-07-14T12:34:46.203066" + }, + { + "epoch": 2009, + "batch_idx": 128, + "loss": 0.13513919711112976, + "learning_rate": 4.9964040123251515e-08, + "timestep_mean": 572.40625, + "epsilon_norm": 8.799324035644531, + "prediction_norm": 7.808647155761719, + "timestamp": "2025-07-14T12:34:46.208086" + }, + { + "epoch": 2009, + "batch_idx": 160, + "loss": 0.2153072953224182, + "learning_rate": 4.9964040123251515e-08, + "timestep_mean": 481.09375, + "epsilon_norm": 8.460260391235352, + "prediction_norm": 7.2959818840026855, + "timestamp": "2025-07-14T12:34:46.213441" + }, + { + "epoch": 2009, + "batch_idx": 192, + "loss": 0.21897678077220917, + "learning_rate": 4.9964040123251515e-08, + "timestep_mean": 670.0, + "epsilon_norm": 4.427073955535889, + "prediction_norm": 4.2657976150512695, + "timestamp": "2025-07-14T12:34:46.218563" + }, + { + "epoch": 2010, + "batch_idx": 0, + "loss": 0.5258599519729614, + "learning_rate": 6.168375916970616e-08, + "timestep_mean": 443.53125, + "epsilon_norm": 7.738814830780029, + "prediction_norm": 5.532378196716309, + "timestamp": "2025-07-14T12:34:46.223741" + }, + { + "epoch": 2010, + "batch_idx": 32, + "loss": 0.22386379539966583, + "learning_rate": 6.168375916970616e-08, + "timestep_mean": 388.40625, + "epsilon_norm": 7.843871116638184, + "prediction_norm": 6.513467311859131, + "timestamp": "2025-07-14T12:34:46.228902" + }, + { + "epoch": 2010, + "batch_idx": 64, + "loss": 0.4167560935020447, + "learning_rate": 6.168375916970616e-08, + "timestep_mean": 456.09375, + "epsilon_norm": 7.802753448486328, + "prediction_norm": 6.099620819091797, + "timestamp": "2025-07-14T12:34:46.234119" + }, + { + "epoch": 2010, + "batch_idx": 96, + "loss": 0.12856179475784302, + "learning_rate": 6.168375916970616e-08, + "timestep_mean": 608.09375, + "epsilon_norm": 8.034472465515137, + "prediction_norm": 7.6627278327941895, + "timestamp": "2025-07-14T12:34:46.239074" + }, + { + "epoch": 2010, + "batch_idx": 128, + "loss": 0.19204331934452057, + "learning_rate": 6.168375916970616e-08, + "timestep_mean": 544.3125, + "epsilon_norm": 7.546696186065674, + "prediction_norm": 6.7312188148498535, + "timestamp": "2025-07-14T12:34:46.243947" + }, + { + "epoch": 2010, + "batch_idx": 160, + "loss": 0.2933531105518341, + "learning_rate": 6.168375916970616e-08, + "timestep_mean": 511.28125, + "epsilon_norm": 7.298732757568359, + "prediction_norm": 5.935588836669922, + "timestamp": "2025-07-14T12:34:46.248793" + }, + { + "epoch": 2010, + "batch_idx": 192, + "loss": 0.32667797803878784, + "learning_rate": 6.168375916970616e-08, + "timestep_mean": 536.0, + "epsilon_norm": 4.544233798980713, + "prediction_norm": 3.598393201828003, + "timestamp": "2025-07-14T12:34:46.253667" + }, + { + "epoch": 2011, + "batch_idx": 0, + "loss": 0.3172166645526886, + "learning_rate": 7.463702631410609e-08, + "timestep_mean": 514.875, + "epsilon_norm": 8.522716522216797, + "prediction_norm": 7.085228443145752, + "timestamp": "2025-07-14T12:34:46.258658" + }, + { + "epoch": 2011, + "batch_idx": 32, + "loss": 0.26639407873153687, + "learning_rate": 7.463702631410609e-08, + "timestep_mean": 513.6875, + "epsilon_norm": 7.522223949432373, + "prediction_norm": 6.172688007354736, + "timestamp": "2025-07-14T12:34:46.263525" + }, + { + "epoch": 2011, + "batch_idx": 64, + "loss": 0.195913165807724, + "learning_rate": 7.463702631410609e-08, + "timestep_mean": 409.8125, + "epsilon_norm": 6.598372936248779, + "prediction_norm": 5.189543724060059, + "timestamp": "2025-07-14T12:34:46.268369" + }, + { + "epoch": 2011, + "batch_idx": 96, + "loss": 0.1642291247844696, + "learning_rate": 7.463702631410609e-08, + "timestep_mean": 462.90625, + "epsilon_norm": 6.106305122375488, + "prediction_norm": 5.423386573791504, + "timestamp": "2025-07-14T12:34:46.273236" + }, + { + "epoch": 2011, + "batch_idx": 128, + "loss": 0.32029789686203003, + "learning_rate": 7.463702631410609e-08, + "timestep_mean": 562.78125, + "epsilon_norm": 9.569716453552246, + "prediction_norm": 7.838550567626953, + "timestamp": "2025-07-14T12:34:46.278116" + }, + { + "epoch": 2011, + "batch_idx": 160, + "loss": 0.530409574508667, + "learning_rate": 7.463702631410609e-08, + "timestep_mean": 454.5, + "epsilon_norm": 9.285228729248047, + "prediction_norm": 6.568858623504639, + "timestamp": "2025-07-14T12:34:46.282956" + }, + { + "epoch": 2011, + "batch_idx": 192, + "loss": 0.41833630204200745, + "learning_rate": 7.463702631410609e-08, + "timestep_mean": 489.75, + "epsilon_norm": 4.923316478729248, + "prediction_norm": 3.884350538253784, + "timestamp": "2025-07-14T12:34:46.287912" + }, + { + "epoch": 2012, + "batch_idx": 0, + "loss": 0.1712651550769806, + "learning_rate": 8.88238095955174e-08, + "timestep_mean": 451.09375, + "epsilon_norm": 8.646500587463379, + "prediction_norm": 7.8320536613464355, + "timestamp": "2025-07-14T12:34:46.292813" + }, + { + "epoch": 2012, + "batch_idx": 32, + "loss": 0.0936453565955162, + "learning_rate": 8.88238095955174e-08, + "timestep_mean": 551.5, + "epsilon_norm": 7.027711391448975, + "prediction_norm": 6.458600997924805, + "timestamp": "2025-07-14T12:34:46.297738" + }, + { + "epoch": 2012, + "batch_idx": 64, + "loss": 0.1467953324317932, + "learning_rate": 8.88238095955174e-08, + "timestep_mean": 448.875, + "epsilon_norm": 6.906147480010986, + "prediction_norm": 6.025717735290527, + "timestamp": "2025-07-14T12:34:46.302569" + }, + { + "epoch": 2012, + "batch_idx": 96, + "loss": 0.23916593194007874, + "learning_rate": 8.88238095955174e-08, + "timestep_mean": 525.46875, + "epsilon_norm": 6.886447429656982, + "prediction_norm": 5.416945457458496, + "timestamp": "2025-07-14T12:34:46.307480" + }, + { + "epoch": 2012, + "batch_idx": 128, + "loss": 0.3362681269645691, + "learning_rate": 8.88238095955174e-08, + "timestep_mean": 502.84375, + "epsilon_norm": 9.021805763244629, + "prediction_norm": 7.917289733886719, + "timestamp": "2025-07-14T12:34:46.312409" + }, + { + "epoch": 2012, + "batch_idx": 160, + "loss": 0.15021660923957825, + "learning_rate": 8.88238095955174e-08, + "timestep_mean": 453.3125, + "epsilon_norm": 6.733951091766357, + "prediction_norm": 6.491137504577637, + "timestamp": "2025-07-14T12:34:46.317420" + }, + { + "epoch": 2012, + "batch_idx": 192, + "loss": 0.07463449984788895, + "learning_rate": 8.88238095955174e-08, + "timestep_mean": 589.125, + "epsilon_norm": 4.171299934387207, + "prediction_norm": 4.474576473236084, + "timestamp": "2025-07-14T12:34:46.322171" + }, + { + "epoch": 2013, + "batch_idx": 0, + "loss": 0.3151649236679077, + "learning_rate": 1.0424407400944081e-07, + "timestep_mean": 516.40625, + "epsilon_norm": 8.116289138793945, + "prediction_norm": 6.704514503479004, + "timestamp": "2025-07-14T12:34:46.326933" + }, + { + "epoch": 2013, + "batch_idx": 32, + "loss": 0.23868893086910248, + "learning_rate": 1.0424407400944081e-07, + "timestep_mean": 465.3125, + "epsilon_norm": 8.667113304138184, + "prediction_norm": 7.4235429763793945, + "timestamp": "2025-07-14T12:34:46.331708" + }, + { + "epoch": 2013, + "batch_idx": 64, + "loss": 0.3343825936317444, + "learning_rate": 1.0424407400944081e-07, + "timestep_mean": 428.21875, + "epsilon_norm": 7.424264907836914, + "prediction_norm": 5.684444904327393, + "timestamp": "2025-07-14T12:34:46.336532" + }, + { + "epoch": 2013, + "batch_idx": 96, + "loss": 0.20028352737426758, + "learning_rate": 1.0424407400944081e-07, + "timestep_mean": 509.40625, + "epsilon_norm": 7.744535446166992, + "prediction_norm": 7.354317665100098, + "timestamp": "2025-07-14T12:34:46.341475" + }, + { + "epoch": 2013, + "batch_idx": 128, + "loss": 0.19194182753562927, + "learning_rate": 1.0424407400944081e-07, + "timestep_mean": 528.21875, + "epsilon_norm": 8.259170532226562, + "prediction_norm": 7.269300937652588, + "timestamp": "2025-07-14T12:34:46.346453" + }, + { + "epoch": 2013, + "batch_idx": 160, + "loss": 0.2657327353954315, + "learning_rate": 1.0424407400944081e-07, + "timestep_mean": 533.9375, + "epsilon_norm": 7.951103687286377, + "prediction_norm": 6.775646686553955, + "timestamp": "2025-07-14T12:34:46.351268" + }, + { + "epoch": 2013, + "batch_idx": 192, + "loss": 0.49770253896713257, + "learning_rate": 1.0424407400944081e-07, + "timestep_mean": 556.375, + "epsilon_norm": 3.4521701335906982, + "prediction_norm": 3.2789266109466553, + "timestamp": "2025-07-14T12:34:46.356052" + }, + { + "epoch": 2014, + "batch_idx": 0, + "loss": 0.3944655656814575, + "learning_rate": 1.2089778150797815e-07, + "timestep_mean": 504.40625, + "epsilon_norm": 8.90658187866211, + "prediction_norm": 6.619839668273926, + "timestamp": "2025-07-14T12:34:46.360903" + }, + { + "epoch": 2014, + "batch_idx": 32, + "loss": 0.3264024257659912, + "learning_rate": 1.2089778150797815e-07, + "timestep_mean": 442.25, + "epsilon_norm": 7.492701530456543, + "prediction_norm": 6.260842800140381, + "timestamp": "2025-07-14T12:34:46.365816" + }, + { + "epoch": 2014, + "batch_idx": 64, + "loss": 0.27693265676498413, + "learning_rate": 1.2089778150797815e-07, + "timestep_mean": 554.75, + "epsilon_norm": 6.860639572143555, + "prediction_norm": 5.633775234222412, + "timestamp": "2025-07-14T12:34:46.370659" + }, + { + "epoch": 2014, + "batch_idx": 96, + "loss": 0.3451782763004303, + "learning_rate": 1.2089778150797815e-07, + "timestep_mean": 446.84375, + "epsilon_norm": 8.298158645629883, + "prediction_norm": 6.541141510009766, + "timestamp": "2025-07-14T12:34:46.375612" + }, + { + "epoch": 2014, + "batch_idx": 128, + "loss": 0.19289474189281464, + "learning_rate": 1.2089778150797815e-07, + "timestep_mean": 545.15625, + "epsilon_norm": 7.322609901428223, + "prediction_norm": 6.225387096405029, + "timestamp": "2025-07-14T12:34:46.380481" + }, + { + "epoch": 2014, + "batch_idx": 160, + "loss": 0.2412550300359726, + "learning_rate": 1.2089778150797815e-07, + "timestep_mean": 591.5, + "epsilon_norm": 8.20880126953125, + "prediction_norm": 7.145985126495361, + "timestamp": "2025-07-14T12:34:46.385321" + }, + { + "epoch": 2014, + "batch_idx": 192, + "loss": 0.08370842784643173, + "learning_rate": 1.2089778150797815e-07, + "timestep_mean": 565.875, + "epsilon_norm": 3.103701591491699, + "prediction_norm": 2.6562440395355225, + "timestamp": "2025-07-14T12:34:46.390168" + }, + { + "epoch": 2015, + "batch_idx": 0, + "loss": 0.19362854957580566, + "learning_rate": 1.3878489099972136e-07, + "timestep_mean": 503.8125, + "epsilon_norm": 7.8377156257629395, + "prediction_norm": 6.581485271453857, + "timestamp": "2025-07-14T12:34:46.395063" + }, + { + "epoch": 2015, + "batch_idx": 32, + "loss": 0.31318360567092896, + "learning_rate": 1.3878489099972136e-07, + "timestep_mean": 435.375, + "epsilon_norm": 6.977900505065918, + "prediction_norm": 5.737476825714111, + "timestamp": "2025-07-14T12:34:46.399953" + }, + { + "epoch": 2015, + "batch_idx": 64, + "loss": 0.44707614183425903, + "learning_rate": 1.3878489099972136e-07, + "timestep_mean": 473.375, + "epsilon_norm": 9.454689025878906, + "prediction_norm": 7.568263053894043, + "timestamp": "2025-07-14T12:34:46.404880" + }, + { + "epoch": 2015, + "batch_idx": 96, + "loss": 0.2634391486644745, + "learning_rate": 1.3878489099972136e-07, + "timestep_mean": 449.4375, + "epsilon_norm": 7.469918727874756, + "prediction_norm": 6.636319637298584, + "timestamp": "2025-07-14T12:34:46.409735" + }, + { + "epoch": 2015, + "batch_idx": 128, + "loss": 0.24468320608139038, + "learning_rate": 1.3878489099972136e-07, + "timestep_mean": 517.125, + "epsilon_norm": 8.903383255004883, + "prediction_norm": 7.666725158691406, + "timestamp": "2025-07-14T12:34:46.414656" + }, + { + "epoch": 2015, + "batch_idx": 160, + "loss": 0.4160512685775757, + "learning_rate": 1.3878489099972136e-07, + "timestep_mean": 449.53125, + "epsilon_norm": 8.08244800567627, + "prediction_norm": 6.322448253631592, + "timestamp": "2025-07-14T12:34:46.419701" + }, + { + "epoch": 2015, + "batch_idx": 192, + "loss": 0.10531340539455414, + "learning_rate": 1.3878489099972136e-07, + "timestep_mean": 470.25, + "epsilon_norm": 4.198437690734863, + "prediction_norm": 3.611999988555908, + "timestamp": "2025-07-14T12:34:46.424585" + }, + { + "epoch": 2016, + "batch_idx": 0, + "loss": 0.1684350073337555, + "learning_rate": 1.5790535835003008e-07, + "timestep_mean": 508.3125, + "epsilon_norm": 8.199901580810547, + "prediction_norm": 7.186168670654297, + "timestamp": "2025-07-14T12:34:46.429589" + }, + { + "epoch": 2016, + "batch_idx": 32, + "loss": 0.2537592947483063, + "learning_rate": 1.5790535835003008e-07, + "timestep_mean": 530.8125, + "epsilon_norm": 8.786694526672363, + "prediction_norm": 7.857229232788086, + "timestamp": "2025-07-14T12:34:46.434502" + }, + { + "epoch": 2016, + "batch_idx": 64, + "loss": 0.20883625745773315, + "learning_rate": 1.5790535835003008e-07, + "timestep_mean": 599.75, + "epsilon_norm": 8.361339569091797, + "prediction_norm": 7.650665760040283, + "timestamp": "2025-07-14T12:34:46.439359" + }, + { + "epoch": 2016, + "batch_idx": 96, + "loss": 0.21508538722991943, + "learning_rate": 1.5790535835003008e-07, + "timestep_mean": 502.5, + "epsilon_norm": 8.091614723205566, + "prediction_norm": 7.315596580505371, + "timestamp": "2025-07-14T12:34:46.444399" + }, + { + "epoch": 2016, + "batch_idx": 128, + "loss": 0.4534316956996918, + "learning_rate": 1.5790535835003008e-07, + "timestep_mean": 353.75, + "epsilon_norm": 7.709116458892822, + "prediction_norm": 5.6717729568481445, + "timestamp": "2025-07-14T12:34:46.449381" + }, + { + "epoch": 2016, + "batch_idx": 160, + "loss": 0.23391816020011902, + "learning_rate": 1.5790535835003008e-07, + "timestep_mean": 415.5, + "epsilon_norm": 7.689250469207764, + "prediction_norm": 6.281158447265625, + "timestamp": "2025-07-14T12:34:46.454253" + }, + { + "epoch": 2016, + "batch_idx": 192, + "loss": 0.03787042200565338, + "learning_rate": 1.5790535835003008e-07, + "timestep_mean": 571.75, + "epsilon_norm": 3.1713366508483887, + "prediction_norm": 3.0155515670776367, + "timestamp": "2025-07-14T12:34:46.459085" + }, + { + "epoch": 2017, + "batch_idx": 0, + "loss": 0.5000044703483582, + "learning_rate": 1.7825913638097604e-07, + "timestep_mean": 460.875, + "epsilon_norm": 8.29145622253418, + "prediction_norm": 6.7175774574279785, + "timestamp": "2025-07-14T12:34:46.463987" + }, + { + "epoch": 2017, + "batch_idx": 32, + "loss": 0.3221428692340851, + "learning_rate": 1.7825913638097604e-07, + "timestep_mean": 444.03125, + "epsilon_norm": 7.594734191894531, + "prediction_norm": 6.482178688049316, + "timestamp": "2025-07-14T12:34:46.468844" + }, + { + "epoch": 2017, + "batch_idx": 64, + "loss": 0.26205798983573914, + "learning_rate": 1.7825913638097604e-07, + "timestep_mean": 543.75, + "epsilon_norm": 9.270085334777832, + "prediction_norm": 8.127236366271973, + "timestamp": "2025-07-14T12:34:46.473761" + }, + { + "epoch": 2017, + "batch_idx": 96, + "loss": 0.2885284125804901, + "learning_rate": 1.7825913638097604e-07, + "timestep_mean": 441.59375, + "epsilon_norm": 8.500472068786621, + "prediction_norm": 7.0745158195495605, + "timestamp": "2025-07-14T12:34:46.478688" + }, + { + "epoch": 2017, + "batch_idx": 128, + "loss": 0.2490006387233734, + "learning_rate": 1.7825913638097604e-07, + "timestep_mean": 510.40625, + "epsilon_norm": 8.073403358459473, + "prediction_norm": 7.274460792541504, + "timestamp": "2025-07-14T12:34:46.483686" + }, + { + "epoch": 2017, + "batch_idx": 160, + "loss": 0.20792430639266968, + "learning_rate": 1.7825913638097604e-07, + "timestep_mean": 516.375, + "epsilon_norm": 7.772258281707764, + "prediction_norm": 6.8603997230529785, + "timestamp": "2025-07-14T12:34:46.488536" + }, + { + "epoch": 2017, + "batch_idx": 192, + "loss": 0.4597451090812683, + "learning_rate": 1.7825913638097604e-07, + "timestep_mean": 527.0, + "epsilon_norm": 3.7364156246185303, + "prediction_norm": 2.599158763885498, + "timestamp": "2025-07-14T12:34:46.493471" + }, + { + "epoch": 2018, + "batch_idx": 0, + "loss": 0.12341408431529999, + "learning_rate": 1.9984617487173176e-07, + "timestep_mean": 492.25, + "epsilon_norm": 7.146207809448242, + "prediction_norm": 6.78877592086792, + "timestamp": "2025-07-14T12:34:46.498437" + }, + { + "epoch": 2018, + "batch_idx": 32, + "loss": 0.1501455008983612, + "learning_rate": 1.9984617487173176e-07, + "timestep_mean": 465.5, + "epsilon_norm": 7.377610683441162, + "prediction_norm": 6.952678680419922, + "timestamp": "2025-07-14T12:34:46.503639" + }, + { + "epoch": 2018, + "batch_idx": 64, + "loss": 0.2807376980781555, + "learning_rate": 1.9984617487173176e-07, + "timestep_mean": 523.09375, + "epsilon_norm": 7.390987873077393, + "prediction_norm": 6.496817588806152, + "timestamp": "2025-07-14T12:34:46.508537" + }, + { + "epoch": 2018, + "batch_idx": 96, + "loss": 0.29189443588256836, + "learning_rate": 1.9984617487173176e-07, + "timestep_mean": 505.375, + "epsilon_norm": 8.312826156616211, + "prediction_norm": 6.628590106964111, + "timestamp": "2025-07-14T12:34:46.513440" + }, + { + "epoch": 2018, + "batch_idx": 128, + "loss": 0.27377036213874817, + "learning_rate": 1.9984617487173176e-07, + "timestep_mean": 475.21875, + "epsilon_norm": 8.989858627319336, + "prediction_norm": 7.915297031402588, + "timestamp": "2025-07-14T12:34:46.518352" + }, + { + "epoch": 2018, + "batch_idx": 160, + "loss": 0.1879594922065735, + "learning_rate": 1.9984617487173176e-07, + "timestep_mean": 499.5625, + "epsilon_norm": 7.188982009887695, + "prediction_norm": 6.296782970428467, + "timestamp": "2025-07-14T12:34:46.523289" + }, + { + "epoch": 2018, + "batch_idx": 192, + "loss": 0.7064070105552673, + "learning_rate": 1.9984617487173176e-07, + "timestep_mean": 363.875, + "epsilon_norm": 3.8761017322540283, + "prediction_norm": 2.854266405105591, + "timestamp": "2025-07-14T12:34:46.528102" + }, + { + "epoch": 2019, + "batch_idx": 0, + "loss": 0.3482476472854614, + "learning_rate": 2.2266642055834843e-07, + "timestep_mean": 502.25, + "epsilon_norm": 8.554475784301758, + "prediction_norm": 6.552324295043945, + "timestamp": "2025-07-14T12:34:46.532965" + }, + { + "epoch": 2019, + "batch_idx": 32, + "loss": 0.1596023440361023, + "learning_rate": 2.2266642055834843e-07, + "timestep_mean": 536.5625, + "epsilon_norm": 7.446468830108643, + "prediction_norm": 6.869968891143799, + "timestamp": "2025-07-14T12:34:46.537873" + }, + { + "epoch": 2019, + "batch_idx": 64, + "loss": 0.14974765479564667, + "learning_rate": 2.2266642055834843e-07, + "timestep_mean": 541.21875, + "epsilon_norm": 8.249391555786133, + "prediction_norm": 8.050646781921387, + "timestamp": "2025-07-14T12:34:46.542728" + }, + { + "epoch": 2019, + "batch_idx": 96, + "loss": 0.2274298071861267, + "learning_rate": 2.2266642055834843e-07, + "timestep_mean": 540.5625, + "epsilon_norm": 7.515963077545166, + "prediction_norm": 6.518361568450928, + "timestamp": "2025-07-14T12:34:46.547582" + }, + { + "epoch": 2019, + "batch_idx": 128, + "loss": 0.4464236795902252, + "learning_rate": 2.2266642055834843e-07, + "timestep_mean": 492.53125, + "epsilon_norm": 9.492081642150879, + "prediction_norm": 7.5625505447387695, + "timestamp": "2025-07-14T12:34:46.552429" + }, + { + "epoch": 2019, + "batch_idx": 160, + "loss": 0.11888018995523453, + "learning_rate": 2.2266642055834843e-07, + "timestep_mean": 533.5625, + "epsilon_norm": 7.992084503173828, + "prediction_norm": 7.372249126434326, + "timestamp": "2025-07-14T12:34:46.557337" + }, + { + "epoch": 2019, + "batch_idx": 192, + "loss": 0.17699271440505981, + "learning_rate": 2.2266642055834843e-07, + "timestep_mean": 462.125, + "epsilon_norm": 3.317779779434204, + "prediction_norm": 2.6992392539978027, + "timestamp": "2025-07-14T12:34:46.562183" + }, + { + "epoch": 2020, + "batch_idx": 0, + "loss": 0.25604259967803955, + "learning_rate": 2.4671981713420004e-07, + "timestep_mean": 435.75, + "epsilon_norm": 8.331062316894531, + "prediction_norm": 6.726197242736816, + "timestamp": "2025-07-14T12:34:46.567095" + }, + { + "epoch": 2020, + "batch_idx": 32, + "loss": 0.2371629774570465, + "learning_rate": 2.4671981713420004e-07, + "timestep_mean": 526.34375, + "epsilon_norm": 8.000751495361328, + "prediction_norm": 6.910285472869873, + "timestamp": "2025-07-14T12:34:46.572002" + }, + { + "epoch": 2020, + "batch_idx": 64, + "loss": 0.22114121913909912, + "learning_rate": 2.4671981713420004e-07, + "timestep_mean": 497.21875, + "epsilon_norm": 6.770461559295654, + "prediction_norm": 5.584373950958252, + "timestamp": "2025-07-14T12:34:46.576829" + }, + { + "epoch": 2020, + "batch_idx": 96, + "loss": 0.3343868851661682, + "learning_rate": 2.4671981713420004e-07, + "timestep_mean": 515.15625, + "epsilon_norm": 7.835562705993652, + "prediction_norm": 6.312149524688721, + "timestamp": "2025-07-14T12:34:46.581695" + }, + { + "epoch": 2020, + "batch_idx": 128, + "loss": 0.26190251111984253, + "learning_rate": 2.4671981713420004e-07, + "timestep_mean": 525.53125, + "epsilon_norm": 8.278112411499023, + "prediction_norm": 6.83789587020874, + "timestamp": "2025-07-14T12:34:46.586541" + }, + { + "epoch": 2020, + "batch_idx": 160, + "loss": 0.3274488151073456, + "learning_rate": 2.4671981713420004e-07, + "timestep_mean": 444.96875, + "epsilon_norm": 7.683647155761719, + "prediction_norm": 6.3585028648376465, + "timestamp": "2025-07-14T12:34:46.591428" + }, + { + "epoch": 2020, + "batch_idx": 192, + "loss": 0.06073343753814697, + "learning_rate": 2.4671981713420004e-07, + "timestep_mean": 574.375, + "epsilon_norm": 3.130342483520508, + "prediction_norm": 2.988842010498047, + "timestamp": "2025-07-14T12:34:46.596561" + }, + { + "epoch": 2021, + "batch_idx": 0, + "loss": 0.18239912390708923, + "learning_rate": 2.720063052499278e-07, + "timestep_mean": 504.125, + "epsilon_norm": 7.370554447174072, + "prediction_norm": 6.585707664489746, + "timestamp": "2025-07-14T12:34:46.601576" + }, + { + "epoch": 2021, + "batch_idx": 32, + "loss": 0.32862886786460876, + "learning_rate": 2.720063052499278e-07, + "timestep_mean": 480.875, + "epsilon_norm": 8.737226486206055, + "prediction_norm": 7.075932025909424, + "timestamp": "2025-07-14T12:34:46.606641" + }, + { + "epoch": 2021, + "batch_idx": 64, + "loss": 0.20828193426132202, + "learning_rate": 2.720063052499278e-07, + "timestep_mean": 544.71875, + "epsilon_norm": 7.731257438659668, + "prediction_norm": 7.0662384033203125, + "timestamp": "2025-07-14T12:34:46.611844" + }, + { + "epoch": 2021, + "batch_idx": 96, + "loss": 0.10631325840950012, + "learning_rate": 2.720063052499278e-07, + "timestep_mean": 568.5, + "epsilon_norm": 8.148513793945312, + "prediction_norm": 7.398956298828125, + "timestamp": "2025-07-14T12:34:46.617022" + }, + { + "epoch": 2021, + "batch_idx": 128, + "loss": 0.2514996826648712, + "learning_rate": 2.720063052499278e-07, + "timestep_mean": 454.03125, + "epsilon_norm": 7.271737098693848, + "prediction_norm": 6.435746669769287, + "timestamp": "2025-07-14T12:34:46.622219" + }, + { + "epoch": 2021, + "batch_idx": 160, + "loss": 0.1621536910533905, + "learning_rate": 2.720063052499278e-07, + "timestep_mean": 544.90625, + "epsilon_norm": 7.429348945617676, + "prediction_norm": 6.67933464050293, + "timestamp": "2025-07-14T12:34:46.627404" + }, + { + "epoch": 2021, + "batch_idx": 192, + "loss": 0.48376303911209106, + "learning_rate": 2.720063052499278e-07, + "timestep_mean": 437.125, + "epsilon_norm": 5.124724388122559, + "prediction_norm": 3.7574267387390137, + "timestamp": "2025-07-14T12:34:46.632522" + }, + { + "epoch": 2022, + "batch_idx": 0, + "loss": 0.34261152148246765, + "learning_rate": 2.9852582251355126e-07, + "timestep_mean": 441.96875, + "epsilon_norm": 9.003351211547852, + "prediction_norm": 7.43637228012085, + "timestamp": "2025-07-14T12:34:46.637726" + }, + { + "epoch": 2022, + "batch_idx": 32, + "loss": 0.19209431111812592, + "learning_rate": 2.9852582251355126e-07, + "timestep_mean": 479.21875, + "epsilon_norm": 7.299510478973389, + "prediction_norm": 6.159248352050781, + "timestamp": "2025-07-14T12:34:46.642944" + }, + { + "epoch": 2022, + "batch_idx": 64, + "loss": 0.2591272294521332, + "learning_rate": 2.9852582251355126e-07, + "timestep_mean": 541.75, + "epsilon_norm": 8.672673225402832, + "prediction_norm": 7.452365875244141, + "timestamp": "2025-07-14T12:34:46.648055" + }, + { + "epoch": 2022, + "batch_idx": 96, + "loss": 0.2503887414932251, + "learning_rate": 2.9852582251355126e-07, + "timestep_mean": 366.03125, + "epsilon_norm": 8.452648162841797, + "prediction_norm": 7.169561862945557, + "timestamp": "2025-07-14T12:34:46.653301" + }, + { + "epoch": 2022, + "batch_idx": 128, + "loss": 0.27135878801345825, + "learning_rate": 2.9852582251355126e-07, + "timestep_mean": 511.625, + "epsilon_norm": 7.431793689727783, + "prediction_norm": 5.9142327308654785, + "timestamp": "2025-07-14T12:34:46.658563" + }, + { + "epoch": 2022, + "batch_idx": 160, + "loss": 0.2902430295944214, + "learning_rate": 2.9852582251355126e-07, + "timestep_mean": 437.84375, + "epsilon_norm": 7.686089038848877, + "prediction_norm": 7.053631782531738, + "timestamp": "2025-07-14T12:34:46.663768" + }, + { + "epoch": 2022, + "batch_idx": 192, + "loss": 0.19928789138793945, + "learning_rate": 2.9852582251355126e-07, + "timestep_mean": 613.0, + "epsilon_norm": 4.156808376312256, + "prediction_norm": 3.776785135269165, + "timestamp": "2025-07-14T12:34:46.668742" + }, + { + "epoch": 2023, + "batch_idx": 0, + "loss": 0.18928200006484985, + "learning_rate": 3.262783034908568e-07, + "timestep_mean": 506.09375, + "epsilon_norm": 7.513065338134766, + "prediction_norm": 6.966683387756348, + "timestamp": "2025-07-14T12:34:46.673875" + }, + { + "epoch": 2023, + "batch_idx": 32, + "loss": 0.2512776255607605, + "learning_rate": 3.262783034908568e-07, + "timestep_mean": 479.84375, + "epsilon_norm": 6.735900402069092, + "prediction_norm": 5.305049896240234, + "timestamp": "2025-07-14T12:34:46.679142" + }, + { + "epoch": 2023, + "batch_idx": 64, + "loss": 0.3518282473087311, + "learning_rate": 3.262783034908568e-07, + "timestep_mean": 561.0625, + "epsilon_norm": 8.780591011047363, + "prediction_norm": 7.233073711395264, + "timestamp": "2025-07-14T12:34:46.684477" + }, + { + "epoch": 2023, + "batch_idx": 96, + "loss": 0.21715012192726135, + "learning_rate": 3.262783034908568e-07, + "timestep_mean": 372.65625, + "epsilon_norm": 6.64548921585083, + "prediction_norm": 5.658403396606445, + "timestamp": "2025-07-14T12:34:46.689638" + }, + { + "epoch": 2023, + "batch_idx": 128, + "loss": 0.34121182560920715, + "learning_rate": 3.262783034908568e-07, + "timestep_mean": 531.84375, + "epsilon_norm": 9.070810317993164, + "prediction_norm": 7.171696662902832, + "timestamp": "2025-07-14T12:34:46.694855" + }, + { + "epoch": 2023, + "batch_idx": 160, + "loss": 0.5141072273254395, + "learning_rate": 3.262783034908568e-07, + "timestep_mean": 427.78125, + "epsilon_norm": 9.270284652709961, + "prediction_norm": 7.573453426361084, + "timestamp": "2025-07-14T12:34:46.700164" + }, + { + "epoch": 2023, + "batch_idx": 192, + "loss": 0.42899012565612793, + "learning_rate": 3.262783034908568e-07, + "timestep_mean": 515.375, + "epsilon_norm": 3.6930007934570312, + "prediction_norm": 3.031087875366211, + "timestamp": "2025-07-14T12:34:46.705106" + }, + { + "epoch": 2024, + "batch_idx": 0, + "loss": 0.35542482137680054, + "learning_rate": 3.552636797053977e-07, + "timestep_mean": 453.15625, + "epsilon_norm": 8.134380340576172, + "prediction_norm": 6.6902666091918945, + "timestamp": "2025-07-14T12:34:46.710197" + }, + { + "epoch": 2024, + "batch_idx": 32, + "loss": 0.14980462193489075, + "learning_rate": 3.552636797053977e-07, + "timestep_mean": 541.6875, + "epsilon_norm": 7.449477195739746, + "prediction_norm": 7.16795015335083, + "timestamp": "2025-07-14T12:34:46.715264" + }, + { + "epoch": 2024, + "batch_idx": 64, + "loss": 0.28451642394065857, + "learning_rate": 3.552636797053977e-07, + "timestep_mean": 588.125, + "epsilon_norm": 7.683496475219727, + "prediction_norm": 6.315005779266357, + "timestamp": "2025-07-14T12:34:46.720517" + }, + { + "epoch": 2024, + "batch_idx": 96, + "loss": 0.35567301511764526, + "learning_rate": 3.552636797053977e-07, + "timestep_mean": 423.3125, + "epsilon_norm": 7.738696575164795, + "prediction_norm": 6.179398536682129, + "timestamp": "2025-07-14T12:34:46.725863" + }, + { + "epoch": 2024, + "batch_idx": 128, + "loss": 0.16252735257148743, + "learning_rate": 3.552636797053977e-07, + "timestep_mean": 458.59375, + "epsilon_norm": 6.9983649253845215, + "prediction_norm": 6.761768341064453, + "timestamp": "2025-07-14T12:34:46.731002" + }, + { + "epoch": 2024, + "batch_idx": 160, + "loss": 0.18398280441761017, + "learning_rate": 3.552636797053977e-07, + "timestep_mean": 435.03125, + "epsilon_norm": 6.058969020843506, + "prediction_norm": 5.681056022644043, + "timestamp": "2025-07-14T12:34:46.736177" + }, + { + "epoch": 2024, + "batch_idx": 192, + "loss": 0.08295989036560059, + "learning_rate": 3.552636797053977e-07, + "timestep_mean": 649.25, + "epsilon_norm": 3.5880582332611084, + "prediction_norm": 3.382781744003296, + "timestamp": "2025-07-14T12:34:46.741285" + }, + { + "epoch": 2025, + "batch_idx": 0, + "loss": 0.19191274046897888, + "learning_rate": 3.8548187963854957e-07, + "timestep_mean": 565.84375, + "epsilon_norm": 7.238293647766113, + "prediction_norm": 6.265769958496094, + "timestamp": "2025-07-14T12:34:46.746536" + }, + { + "epoch": 2025, + "batch_idx": 32, + "loss": 0.2549443244934082, + "learning_rate": 3.8548187963854957e-07, + "timestep_mean": 421.90625, + "epsilon_norm": 7.291606426239014, + "prediction_norm": 6.183224201202393, + "timestamp": "2025-07-14T12:34:46.751640" + }, + { + "epoch": 2025, + "batch_idx": 64, + "loss": 0.17203393578529358, + "learning_rate": 3.8548187963854957e-07, + "timestep_mean": 486.4375, + "epsilon_norm": 8.02564811706543, + "prediction_norm": 6.801241397857666, + "timestamp": "2025-07-14T12:34:46.756824" + }, + { + "epoch": 2025, + "batch_idx": 96, + "loss": 0.3179234266281128, + "learning_rate": 3.8548187963854957e-07, + "timestep_mean": 557.625, + "epsilon_norm": 8.433012962341309, + "prediction_norm": 7.102629661560059, + "timestamp": "2025-07-14T12:34:46.762005" + }, + { + "epoch": 2025, + "batch_idx": 128, + "loss": 0.3389711380004883, + "learning_rate": 3.8548187963854957e-07, + "timestep_mean": 433.90625, + "epsilon_norm": 7.380793571472168, + "prediction_norm": 6.0327653884887695, + "timestamp": "2025-07-14T12:34:46.767297" + }, + { + "epoch": 2025, + "batch_idx": 160, + "loss": 0.14151820540428162, + "learning_rate": 3.8548187963854957e-07, + "timestep_mean": 532.21875, + "epsilon_norm": 7.453377723693848, + "prediction_norm": 6.939386367797852, + "timestamp": "2025-07-14T12:34:46.772482" + }, + { + "epoch": 2025, + "batch_idx": 192, + "loss": 0.052580077201128006, + "learning_rate": 3.8548187963854957e-07, + "timestep_mean": 733.375, + "epsilon_norm": 5.098665714263916, + "prediction_norm": 4.736508846282959, + "timestamp": "2025-07-14T12:34:46.777609" + }, + { + "epoch": 2026, + "batch_idx": 0, + "loss": 0.46182331442832947, + "learning_rate": 4.169328287299546e-07, + "timestep_mean": 504.0, + "epsilon_norm": 8.25676441192627, + "prediction_norm": 6.701717853546143, + "timestamp": "2025-07-14T12:34:46.782805" + }, + { + "epoch": 2026, + "batch_idx": 32, + "loss": 0.2527408003807068, + "learning_rate": 4.169328287299546e-07, + "timestep_mean": 452.71875, + "epsilon_norm": 7.290299892425537, + "prediction_norm": 6.615365982055664, + "timestamp": "2025-07-14T12:34:46.788014" + }, + { + "epoch": 2026, + "batch_idx": 64, + "loss": 0.328747034072876, + "learning_rate": 4.169328287299546e-07, + "timestep_mean": 465.5625, + "epsilon_norm": 8.757124900817871, + "prediction_norm": 7.112703323364258, + "timestamp": "2025-07-14T12:34:46.793124" + }, + { + "epoch": 2026, + "batch_idx": 96, + "loss": 0.23353378474712372, + "learning_rate": 4.169328287299546e-07, + "timestep_mean": 480.875, + "epsilon_norm": 7.530850887298584, + "prediction_norm": 7.0414018630981445, + "timestamp": "2025-07-14T12:34:46.798296" + }, + { + "epoch": 2026, + "batch_idx": 128, + "loss": 0.09162890911102295, + "learning_rate": 4.169328287299546e-07, + "timestep_mean": 633.65625, + "epsilon_norm": 7.767496585845947, + "prediction_norm": 7.3329854011535645, + "timestamp": "2025-07-14T12:34:46.803469" + }, + { + "epoch": 2026, + "batch_idx": 160, + "loss": 0.5240107774734497, + "learning_rate": 4.169328287299546e-07, + "timestep_mean": 423.28125, + "epsilon_norm": 7.651665687561035, + "prediction_norm": 5.245704174041748, + "timestamp": "2025-07-14T12:34:46.808780" + }, + { + "epoch": 2026, + "batch_idx": 192, + "loss": 0.32187771797180176, + "learning_rate": 4.169328287299546e-07, + "timestep_mean": 459.25, + "epsilon_norm": 4.093877792358398, + "prediction_norm": 3.9513766765594482, + "timestamp": "2025-07-14T12:34:46.813902" + }, + { + "epoch": 2027, + "batch_idx": 0, + "loss": 0.1954917311668396, + "learning_rate": 4.4961644937752127e-07, + "timestep_mean": 470.78125, + "epsilon_norm": 8.035746574401855, + "prediction_norm": 7.275590896606445, + "timestamp": "2025-07-14T12:34:46.819099" + }, + { + "epoch": 2027, + "batch_idx": 32, + "loss": 0.06658850610256195, + "learning_rate": 4.4961644937752127e-07, + "timestep_mean": 615.65625, + "epsilon_norm": 8.24778938293457, + "prediction_norm": 8.194156646728516, + "timestamp": "2025-07-14T12:34:46.824201" + }, + { + "epoch": 2027, + "batch_idx": 64, + "loss": 0.22134791314601898, + "learning_rate": 4.4961644937752127e-07, + "timestep_mean": 560.625, + "epsilon_norm": 7.0613694190979, + "prediction_norm": 6.137813091278076, + "timestamp": "2025-07-14T12:34:46.829591" + }, + { + "epoch": 2027, + "batch_idx": 96, + "loss": 0.19923052191734314, + "learning_rate": 4.4961644937752127e-07, + "timestep_mean": 474.59375, + "epsilon_norm": 7.491708278656006, + "prediction_norm": 6.231307506561279, + "timestamp": "2025-07-14T12:34:46.834743" + }, + { + "epoch": 2027, + "batch_idx": 128, + "loss": 0.17378130555152893, + "learning_rate": 4.4961644937752127e-07, + "timestep_mean": 510.25, + "epsilon_norm": 7.612997055053711, + "prediction_norm": 6.441800594329834, + "timestamp": "2025-07-14T12:34:46.839845" + }, + { + "epoch": 2027, + "batch_idx": 160, + "loss": 0.2091430127620697, + "learning_rate": 4.4961644937752127e-07, + "timestep_mean": 492.3125, + "epsilon_norm": 7.450118541717529, + "prediction_norm": 7.216756343841553, + "timestamp": "2025-07-14T12:34:46.845122" + }, + { + "epoch": 2027, + "batch_idx": 192, + "loss": 0.07794556021690369, + "learning_rate": 4.4961644937752127e-07, + "timestep_mean": 621.875, + "epsilon_norm": 3.3763880729675293, + "prediction_norm": 3.247251272201538, + "timestamp": "2025-07-14T12:34:46.850420" + }, + { + "epoch": 2028, + "batch_idx": 0, + "loss": 0.10327087342739105, + "learning_rate": 4.835326609376467e-07, + "timestep_mean": 558.53125, + "epsilon_norm": 7.785438060760498, + "prediction_norm": 7.427182674407959, + "timestamp": "2025-07-14T12:34:46.855611" + }, + { + "epoch": 2028, + "batch_idx": 32, + "loss": 0.24988774955272675, + "learning_rate": 4.835326609376467e-07, + "timestep_mean": 466.78125, + "epsilon_norm": 8.12125015258789, + "prediction_norm": 7.444438457489014, + "timestamp": "2025-07-14T12:34:46.860519" + }, + { + "epoch": 2028, + "batch_idx": 64, + "loss": 0.47670459747314453, + "learning_rate": 4.835326609376467e-07, + "timestep_mean": 498.375, + "epsilon_norm": 8.594585418701172, + "prediction_norm": 6.964095115661621, + "timestamp": "2025-07-14T12:34:46.865440" + }, + { + "epoch": 2028, + "batch_idx": 96, + "loss": 0.21200577914714813, + "learning_rate": 4.835326609376467e-07, + "timestep_mean": 506.4375, + "epsilon_norm": 8.267641067504883, + "prediction_norm": 7.20803689956665, + "timestamp": "2025-07-14T12:34:46.870665" + }, + { + "epoch": 2028, + "batch_idx": 128, + "loss": 0.27382954955101013, + "learning_rate": 4.835326609376467e-07, + "timestep_mean": 491.75, + "epsilon_norm": 8.514138221740723, + "prediction_norm": 7.252002239227295, + "timestamp": "2025-07-14T12:34:46.875921" + }, + { + "epoch": 2028, + "batch_idx": 160, + "loss": 0.2872355580329895, + "learning_rate": 4.835326609376467e-07, + "timestep_mean": 504.59375, + "epsilon_norm": 7.585406303405762, + "prediction_norm": 6.450750350952148, + "timestamp": "2025-07-14T12:34:46.881053" + }, + { + "epoch": 2028, + "batch_idx": 192, + "loss": 0.2948237955570221, + "learning_rate": 4.835326609376467e-07, + "timestep_mean": 558.5, + "epsilon_norm": 4.186769485473633, + "prediction_norm": 3.2555551528930664, + "timestamp": "2025-07-14T12:34:46.886185" + }, + { + "epoch": 2029, + "batch_idx": 0, + "loss": 0.21025046706199646, + "learning_rate": 5.186813797254387e-07, + "timestep_mean": 576.75, + "epsilon_norm": 8.208024024963379, + "prediction_norm": 7.31353235244751, + "timestamp": "2025-07-14T12:34:46.891399" + }, + { + "epoch": 2029, + "batch_idx": 32, + "loss": 0.23268863558769226, + "learning_rate": 5.186813797254387e-07, + "timestep_mean": 490.375, + "epsilon_norm": 7.362235069274902, + "prediction_norm": 6.277947902679443, + "timestamp": "2025-07-14T12:34:46.896725" + }, + { + "epoch": 2029, + "batch_idx": 64, + "loss": 0.3584861755371094, + "learning_rate": 5.186813797254387e-07, + "timestep_mean": 502.03125, + "epsilon_norm": 8.344776153564453, + "prediction_norm": 7.122801780700684, + "timestamp": "2025-07-14T12:34:46.901863" + }, + { + "epoch": 2029, + "batch_idx": 96, + "loss": 0.14310061931610107, + "learning_rate": 5.186813797254387e-07, + "timestep_mean": 558.4375, + "epsilon_norm": 8.530186653137207, + "prediction_norm": 8.251081466674805, + "timestamp": "2025-07-14T12:34:46.907002" + }, + { + "epoch": 2029, + "batch_idx": 128, + "loss": 0.3639858365058899, + "learning_rate": 5.186813797254387e-07, + "timestep_mean": 549.375, + "epsilon_norm": 8.537800788879395, + "prediction_norm": 6.311082363128662, + "timestamp": "2025-07-14T12:34:46.912226" + }, + { + "epoch": 2029, + "batch_idx": 160, + "loss": 0.383339524269104, + "learning_rate": 5.186813797254387e-07, + "timestep_mean": 553.5, + "epsilon_norm": 8.73289680480957, + "prediction_norm": 6.5602803230285645, + "timestamp": "2025-07-14T12:34:46.917616" + }, + { + "epoch": 2029, + "batch_idx": 192, + "loss": 0.20905640721321106, + "learning_rate": 5.186813797254387e-07, + "timestep_mean": 531.875, + "epsilon_norm": 4.791909217834473, + "prediction_norm": 4.520177364349365, + "timestamp": "2025-07-14T12:34:46.922695" + }, + { + "epoch": 2030, + "batch_idx": 0, + "loss": 0.34400880336761475, + "learning_rate": 5.550625190149929e-07, + "timestep_mean": 479.125, + "epsilon_norm": 7.313624858856201, + "prediction_norm": 5.930300235748291, + "timestamp": "2025-07-14T12:34:46.927901" + }, + { + "epoch": 2030, + "batch_idx": 32, + "loss": 0.15407973527908325, + "learning_rate": 5.550625190149929e-07, + "timestep_mean": 518.90625, + "epsilon_norm": 6.772201061248779, + "prediction_norm": 6.268994331359863, + "timestamp": "2025-07-14T12:34:46.933077" + }, + { + "epoch": 2030, + "batch_idx": 64, + "loss": 0.21981385350227356, + "learning_rate": 5.550625190149929e-07, + "timestep_mean": 482.90625, + "epsilon_norm": 7.175991058349609, + "prediction_norm": 5.848615646362305, + "timestamp": "2025-07-14T12:34:46.938451" + }, + { + "epoch": 2030, + "batch_idx": 96, + "loss": 0.2359427511692047, + "learning_rate": 5.550625190149929e-07, + "timestep_mean": 531.84375, + "epsilon_norm": 8.447711944580078, + "prediction_norm": 7.5499267578125, + "timestamp": "2025-07-14T12:34:46.943576" + }, + { + "epoch": 2030, + "batch_idx": 128, + "loss": 0.4200315475463867, + "learning_rate": 5.550625190149929e-07, + "timestep_mean": 488.0, + "epsilon_norm": 8.226883888244629, + "prediction_norm": 6.057163238525391, + "timestamp": "2025-07-14T12:34:46.948714" + }, + { + "epoch": 2030, + "batch_idx": 160, + "loss": 0.32902538776397705, + "learning_rate": 5.550625190149929e-07, + "timestep_mean": 447.28125, + "epsilon_norm": 8.323657035827637, + "prediction_norm": 6.934315204620361, + "timestamp": "2025-07-14T12:34:46.953964" + }, + { + "epoch": 2030, + "batch_idx": 192, + "loss": 0.27813273668289185, + "learning_rate": 5.550625190149929e-07, + "timestep_mean": 669.375, + "epsilon_norm": 3.3846988677978516, + "prediction_norm": 2.353595495223999, + "timestamp": "2025-07-14T12:34:46.959215" + }, + { + "epoch": 2031, + "batch_idx": 0, + "loss": 0.3165355920791626, + "learning_rate": 5.926759890394486e-07, + "timestep_mean": 572.25, + "epsilon_norm": 9.254043579101562, + "prediction_norm": 8.004460334777832, + "timestamp": "2025-07-14T12:34:46.964396" + }, + { + "epoch": 2031, + "batch_idx": 32, + "loss": 0.15017780661582947, + "learning_rate": 5.926759890394486e-07, + "timestep_mean": 481.34375, + "epsilon_norm": 7.682911396026611, + "prediction_norm": 6.811295032501221, + "timestamp": "2025-07-14T12:34:46.969616" + }, + { + "epoch": 2031, + "batch_idx": 64, + "loss": 0.3186652660369873, + "learning_rate": 5.926759890394486e-07, + "timestep_mean": 513.9375, + "epsilon_norm": 8.957829475402832, + "prediction_norm": 7.508617401123047, + "timestamp": "2025-07-14T12:34:46.974749" + }, + { + "epoch": 2031, + "batch_idx": 96, + "loss": 0.1768314242362976, + "learning_rate": 5.926759890394486e-07, + "timestep_mean": 497.34375, + "epsilon_norm": 7.632600784301758, + "prediction_norm": 6.861003875732422, + "timestamp": "2025-07-14T12:34:46.980128" + }, + { + "epoch": 2031, + "batch_idx": 128, + "loss": 0.3250422477722168, + "learning_rate": 5.926759890394486e-07, + "timestep_mean": 530.59375, + "epsilon_norm": 7.207915306091309, + "prediction_norm": 5.821249961853027, + "timestamp": "2025-07-14T12:34:46.985253" + }, + { + "epoch": 2031, + "batch_idx": 160, + "loss": 0.29239508509635925, + "learning_rate": 5.926759890394486e-07, + "timestep_mean": 393.59375, + "epsilon_norm": 7.59469747543335, + "prediction_norm": 6.5160627365112305, + "timestamp": "2025-07-14T12:34:46.990338" + }, + { + "epoch": 2031, + "batch_idx": 192, + "loss": 0.10883773863315582, + "learning_rate": 5.926759890394486e-07, + "timestep_mean": 519.125, + "epsilon_norm": 3.427966594696045, + "prediction_norm": 3.4435513019561768, + "timestamp": "2025-07-14T12:34:46.995550" + }, + { + "epoch": 2032, + "batch_idx": 0, + "loss": 0.1892997920513153, + "learning_rate": 6.315216969912666e-07, + "timestep_mean": 437.4375, + "epsilon_norm": 7.699696063995361, + "prediction_norm": 6.264547824859619, + "timestamp": "2025-07-14T12:34:47.000669" + }, + { + "epoch": 2032, + "batch_idx": 32, + "loss": 0.1449652463197708, + "learning_rate": 6.315216969912666e-07, + "timestep_mean": 571.875, + "epsilon_norm": 7.556628227233887, + "prediction_norm": 6.566015720367432, + "timestamp": "2025-07-14T12:34:47.005622" + }, + { + "epoch": 2032, + "batch_idx": 64, + "loss": 0.3170095682144165, + "learning_rate": 6.315216969912666e-07, + "timestep_mean": 539.0625, + "epsilon_norm": 7.980309009552002, + "prediction_norm": 7.072690010070801, + "timestamp": "2025-07-14T12:34:47.010524" + }, + { + "epoch": 2032, + "batch_idx": 96, + "loss": 0.2660834789276123, + "learning_rate": 6.315216969912666e-07, + "timestep_mean": 516.84375, + "epsilon_norm": 7.719386577606201, + "prediction_norm": 6.908769130706787, + "timestamp": "2025-07-14T12:34:47.015404" + }, + { + "epoch": 2032, + "batch_idx": 128, + "loss": 0.22950692474842072, + "learning_rate": 6.315216969912666e-07, + "timestep_mean": 452.6875, + "epsilon_norm": 8.622346878051758, + "prediction_norm": 7.328032970428467, + "timestamp": "2025-07-14T12:34:47.020273" + }, + { + "epoch": 2032, + "batch_idx": 160, + "loss": 0.23422889411449432, + "learning_rate": 6.315216969912666e-07, + "timestep_mean": 503.8125, + "epsilon_norm": 7.803233623504639, + "prediction_norm": 6.275025367736816, + "timestamp": "2025-07-14T12:34:47.025227" + }, + { + "epoch": 2032, + "batch_idx": 192, + "loss": 0.13106657564640045, + "learning_rate": 6.315216969912666e-07, + "timestep_mean": 485.375, + "epsilon_norm": 4.610132217407227, + "prediction_norm": 4.288753032684326, + "timestamp": "2025-07-14T12:34:47.029986" + }, + { + "epoch": 2033, + "batch_idx": 0, + "loss": 0.30370041728019714, + "learning_rate": 6.71599547022506e-07, + "timestep_mean": 524.375, + "epsilon_norm": 7.058989524841309, + "prediction_norm": 6.364662170410156, + "timestamp": "2025-07-14T12:34:47.034760" + }, + { + "epoch": 2033, + "batch_idx": 32, + "loss": 0.3710334897041321, + "learning_rate": 6.71599547022506e-07, + "timestep_mean": 389.46875, + "epsilon_norm": 8.022357940673828, + "prediction_norm": 5.8990478515625, + "timestamp": "2025-07-14T12:34:47.039637" + }, + { + "epoch": 2033, + "batch_idx": 64, + "loss": 0.22964546084403992, + "learning_rate": 6.71599547022506e-07, + "timestep_mean": 440.6875, + "epsilon_norm": 7.618147373199463, + "prediction_norm": 6.744268894195557, + "timestamp": "2025-07-14T12:34:47.044530" + }, + { + "epoch": 2033, + "batch_idx": 96, + "loss": 0.16709744930267334, + "learning_rate": 6.71599547022506e-07, + "timestep_mean": 446.46875, + "epsilon_norm": 8.610490798950195, + "prediction_norm": 7.353789806365967, + "timestamp": "2025-07-14T12:34:47.049374" + }, + { + "epoch": 2033, + "batch_idx": 128, + "loss": 0.24342189729213715, + "learning_rate": 6.71599547022506e-07, + "timestep_mean": 463.21875, + "epsilon_norm": 7.103903293609619, + "prediction_norm": 6.0342841148376465, + "timestamp": "2025-07-14T12:34:47.054184" + }, + { + "epoch": 2033, + "batch_idx": 160, + "loss": 0.29509156942367554, + "learning_rate": 6.71599547022506e-07, + "timestep_mean": 461.65625, + "epsilon_norm": 6.978394985198975, + "prediction_norm": 5.2152299880981445, + "timestamp": "2025-07-14T12:34:47.059133" + }, + { + "epoch": 2033, + "batch_idx": 192, + "loss": 0.19602251052856445, + "learning_rate": 6.71599547022506e-07, + "timestep_mean": 383.5, + "epsilon_norm": 3.1653716564178467, + "prediction_norm": 2.9633054733276367, + "timestamp": "2025-07-14T12:34:47.063964" + }, + { + "epoch": 2034, + "batch_idx": 0, + "loss": 0.40752291679382324, + "learning_rate": 7.129094402451025e-07, + "timestep_mean": 458.28125, + "epsilon_norm": 8.574443817138672, + "prediction_norm": 6.352375507354736, + "timestamp": "2025-07-14T12:34:47.068856" + }, + { + "epoch": 2034, + "batch_idx": 32, + "loss": 0.4821211099624634, + "learning_rate": 7.129094402451025e-07, + "timestep_mean": 494.1875, + "epsilon_norm": 9.05276107788086, + "prediction_norm": 7.0758490562438965, + "timestamp": "2025-07-14T12:34:47.073664" + }, + { + "epoch": 2034, + "batch_idx": 64, + "loss": 0.19068175554275513, + "learning_rate": 7.129094402451025e-07, + "timestep_mean": 455.4375, + "epsilon_norm": 6.115597724914551, + "prediction_norm": 5.296938896179199, + "timestamp": "2025-07-14T12:34:47.078472" + }, + { + "epoch": 2034, + "batch_idx": 96, + "loss": 0.20411686599254608, + "learning_rate": 7.129094402451025e-07, + "timestep_mean": 537.0, + "epsilon_norm": 7.674581527709961, + "prediction_norm": 6.754281044006348, + "timestamp": "2025-07-14T12:34:47.083473" + }, + { + "epoch": 2034, + "batch_idx": 128, + "loss": 0.22769610583782196, + "learning_rate": 7.129094402451025e-07, + "timestep_mean": 492.71875, + "epsilon_norm": 7.797037124633789, + "prediction_norm": 6.638715744018555, + "timestamp": "2025-07-14T12:34:47.088293" + }, + { + "epoch": 2034, + "batch_idx": 160, + "loss": 0.18891508877277374, + "learning_rate": 7.129094402451025e-07, + "timestep_mean": 505.59375, + "epsilon_norm": 8.70477294921875, + "prediction_norm": 8.339323043823242, + "timestamp": "2025-07-14T12:34:47.093120" + }, + { + "epoch": 2034, + "batch_idx": 192, + "loss": 0.1032557263970375, + "learning_rate": 7.129094402451025e-07, + "timestep_mean": 577.375, + "epsilon_norm": 2.797506093978882, + "prediction_norm": 2.5156660079956055, + "timestamp": "2025-07-14T12:34:47.097947" + }, + { + "epoch": 2035, + "batch_idx": 0, + "loss": 0.31940943002700806, + "learning_rate": 7.554512747310344e-07, + "timestep_mean": 418.96875, + "epsilon_norm": 7.9566168785095215, + "prediction_norm": 6.326665878295898, + "timestamp": "2025-07-14T12:34:47.102816" + }, + { + "epoch": 2035, + "batch_idx": 32, + "loss": 0.20124375820159912, + "learning_rate": 7.554512747310344e-07, + "timestep_mean": 542.625, + "epsilon_norm": 8.107256889343262, + "prediction_norm": 7.101466655731201, + "timestamp": "2025-07-14T12:34:47.107652" + }, + { + "epoch": 2035, + "batch_idx": 64, + "loss": 0.27764278650283813, + "learning_rate": 7.554512747310344e-07, + "timestep_mean": 430.1875, + "epsilon_norm": 7.3555169105529785, + "prediction_norm": 5.943902015686035, + "timestamp": "2025-07-14T12:34:47.112485" + }, + { + "epoch": 2035, + "batch_idx": 96, + "loss": 0.1745433509349823, + "learning_rate": 7.554512747310344e-07, + "timestep_mean": 516.6875, + "epsilon_norm": 7.668391227722168, + "prediction_norm": 6.6464104652404785, + "timestamp": "2025-07-14T12:34:47.117440" + }, + { + "epoch": 2035, + "batch_idx": 128, + "loss": 0.3296620845794678, + "learning_rate": 7.554512747310344e-07, + "timestep_mean": 483.15625, + "epsilon_norm": 7.383674144744873, + "prediction_norm": 6.184787273406982, + "timestamp": "2025-07-14T12:34:47.122295" + }, + { + "epoch": 2035, + "batch_idx": 160, + "loss": 0.3118802309036255, + "learning_rate": 7.554512747310344e-07, + "timestep_mean": 502.65625, + "epsilon_norm": 7.740551471710205, + "prediction_norm": 6.559384346008301, + "timestamp": "2025-07-14T12:34:47.127340" + }, + { + "epoch": 2035, + "batch_idx": 192, + "loss": 0.2344132363796234, + "learning_rate": 7.554512747310344e-07, + "timestep_mean": 472.75, + "epsilon_norm": 4.486958980560303, + "prediction_norm": 3.5607075691223145, + "timestamp": "2025-07-14T12:34:47.132330" + }, + { + "epoch": 2036, + "batch_idx": 0, + "loss": 0.33799466490745544, + "learning_rate": 7.992249455124896e-07, + "timestep_mean": 460.40625, + "epsilon_norm": 9.491134643554688, + "prediction_norm": 7.243000507354736, + "timestamp": "2025-07-14T12:34:47.137576" + }, + { + "epoch": 2036, + "batch_idx": 32, + "loss": 0.13385051488876343, + "learning_rate": 7.992249455124896e-07, + "timestep_mean": 573.5, + "epsilon_norm": 7.258767127990723, + "prediction_norm": 6.491025924682617, + "timestamp": "2025-07-14T12:34:47.142738" + }, + { + "epoch": 2036, + "batch_idx": 64, + "loss": 0.3000296652317047, + "learning_rate": 7.992249455124896e-07, + "timestep_mean": 471.75, + "epsilon_norm": 7.6861467361450195, + "prediction_norm": 6.710277557373047, + "timestamp": "2025-07-14T12:34:47.147842" + }, + { + "epoch": 2036, + "batch_idx": 96, + "loss": 0.22050254046916962, + "learning_rate": 7.992249455124896e-07, + "timestep_mean": 579.09375, + "epsilon_norm": 8.624847412109375, + "prediction_norm": 7.582820415496826, + "timestamp": "2025-07-14T12:34:47.153004" + }, + { + "epoch": 2036, + "batch_idx": 128, + "loss": 0.163286030292511, + "learning_rate": 7.992249455124896e-07, + "timestep_mean": 544.34375, + "epsilon_norm": 7.888206958770752, + "prediction_norm": 7.489153861999512, + "timestamp": "2025-07-14T12:34:47.158160" + }, + { + "epoch": 2036, + "batch_idx": 160, + "loss": 0.3260596990585327, + "learning_rate": 7.992249455124896e-07, + "timestep_mean": 527.84375, + "epsilon_norm": 8.936323165893555, + "prediction_norm": 7.467880725860596, + "timestamp": "2025-07-14T12:34:47.163429" + }, + { + "epoch": 2036, + "batch_idx": 192, + "loss": 0.6048535108566284, + "learning_rate": 7.992249455124896e-07, + "timestep_mean": 250.25, + "epsilon_norm": 4.516265869140625, + "prediction_norm": 2.657716989517212, + "timestamp": "2025-07-14T12:34:47.168515" + }, + { + "epoch": 2037, + "batch_idx": 0, + "loss": 0.3241926431655884, + "learning_rate": 8.442303445823093e-07, + "timestep_mean": 494.15625, + "epsilon_norm": 8.311702728271484, + "prediction_norm": 6.746626853942871, + "timestamp": "2025-07-14T12:34:47.173595" + }, + { + "epoch": 2037, + "batch_idx": 32, + "loss": 0.1971430629491806, + "learning_rate": 8.442303445823093e-07, + "timestep_mean": 530.71875, + "epsilon_norm": 7.3579230308532715, + "prediction_norm": 6.368607044219971, + "timestamp": "2025-07-14T12:34:47.178770" + }, + { + "epoch": 2037, + "batch_idx": 64, + "loss": 0.26768285036087036, + "learning_rate": 8.442303445823093e-07, + "timestep_mean": 434.5, + "epsilon_norm": 6.358294486999512, + "prediction_norm": 5.875423431396484, + "timestamp": "2025-07-14T12:34:47.184074" + }, + { + "epoch": 2037, + "batch_idx": 96, + "loss": 0.3329637944698334, + "learning_rate": 8.442303445823093e-07, + "timestep_mean": 521.5625, + "epsilon_norm": 7.952124118804932, + "prediction_norm": 6.848420143127441, + "timestamp": "2025-07-14T12:34:47.189225" + }, + { + "epoch": 2037, + "batch_idx": 128, + "loss": 0.21326856315135956, + "learning_rate": 8.442303445823093e-07, + "timestep_mean": 499.84375, + "epsilon_norm": 7.727427959442139, + "prediction_norm": 6.405509948730469, + "timestamp": "2025-07-14T12:34:47.194400" + }, + { + "epoch": 2037, + "batch_idx": 160, + "loss": 0.268005907535553, + "learning_rate": 8.442303445823093e-07, + "timestep_mean": 496.84375, + "epsilon_norm": 8.163276672363281, + "prediction_norm": 7.20754337310791, + "timestamp": "2025-07-14T12:34:47.199518" + }, + { + "epoch": 2037, + "batch_idx": 192, + "loss": 0.3561454117298126, + "learning_rate": 8.442303445823093e-07, + "timestep_mean": 408.875, + "epsilon_norm": 3.048985719680786, + "prediction_norm": 2.3545608520507812, + "timestamp": "2025-07-14T12:34:47.204811" + }, + { + "epoch": 2038, + "batch_idx": 0, + "loss": 0.3753277063369751, + "learning_rate": 8.904673608940991e-07, + "timestep_mean": 470.34375, + "epsilon_norm": 8.254744529724121, + "prediction_norm": 6.695363998413086, + "timestamp": "2025-07-14T12:34:47.209878" + }, + { + "epoch": 2038, + "batch_idx": 32, + "loss": 0.4377000629901886, + "learning_rate": 8.904673608940991e-07, + "timestep_mean": 471.5625, + "epsilon_norm": 8.127866744995117, + "prediction_norm": 6.66713285446167, + "timestamp": "2025-07-14T12:34:47.214996" + }, + { + "epoch": 2038, + "batch_idx": 64, + "loss": 0.2419777810573578, + "learning_rate": 8.904673608940991e-07, + "timestep_mean": 512.84375, + "epsilon_norm": 7.377875328063965, + "prediction_norm": 6.5772552490234375, + "timestamp": "2025-07-14T12:34:47.220238" + }, + { + "epoch": 2038, + "batch_idx": 96, + "loss": 0.4436298906803131, + "learning_rate": 8.904673608940991e-07, + "timestep_mean": 515.34375, + "epsilon_norm": 8.646711349487305, + "prediction_norm": 6.975150108337402, + "timestamp": "2025-07-14T12:34:47.225469" + }, + { + "epoch": 2038, + "batch_idx": 128, + "loss": 0.6023558378219604, + "learning_rate": 8.904673608940991e-07, + "timestep_mean": 502.0, + "epsilon_norm": 9.202987670898438, + "prediction_norm": 7.639000415802002, + "timestamp": "2025-07-14T12:34:47.230643" + }, + { + "epoch": 2038, + "batch_idx": 160, + "loss": 0.2717383801937103, + "learning_rate": 8.904673608940991e-07, + "timestep_mean": 579.09375, + "epsilon_norm": 9.218409538269043, + "prediction_norm": 7.329357624053955, + "timestamp": "2025-07-14T12:34:47.235539" + }, + { + "epoch": 2038, + "batch_idx": 192, + "loss": 0.3602745532989502, + "learning_rate": 8.904673608940991e-07, + "timestep_mean": 294.375, + "epsilon_norm": 4.2842793464660645, + "prediction_norm": 3.3640899658203125, + "timestamp": "2025-07-14T12:34:47.240448" + }, + { + "epoch": 2039, + "batch_idx": 0, + "loss": 0.3935101628303528, + "learning_rate": 9.379358803626733e-07, + "timestep_mean": 543.75, + "epsilon_norm": 9.202988624572754, + "prediction_norm": 7.2330827713012695, + "timestamp": "2025-07-14T12:34:47.245625" + }, + { + "epoch": 2039, + "batch_idx": 32, + "loss": 0.16441065073013306, + "learning_rate": 9.379358803626733e-07, + "timestep_mean": 553.125, + "epsilon_norm": 8.2878999710083, + "prediction_norm": 7.5466837882995605, + "timestamp": "2025-07-14T12:34:47.250953" + }, + { + "epoch": 2039, + "batch_idx": 64, + "loss": 0.30422016978263855, + "learning_rate": 9.379358803626733e-07, + "timestep_mean": 475.25, + "epsilon_norm": 9.222321510314941, + "prediction_norm": 7.85712194442749, + "timestamp": "2025-07-14T12:34:47.256149" + }, + { + "epoch": 2039, + "batch_idx": 96, + "loss": 0.25160354375839233, + "learning_rate": 9.379358803626733e-07, + "timestep_mean": 529.59375, + "epsilon_norm": 8.442150115966797, + "prediction_norm": 7.0741047859191895, + "timestamp": "2025-07-14T12:34:47.261340" + }, + { + "epoch": 2039, + "batch_idx": 128, + "loss": 0.37074708938598633, + "learning_rate": 9.379358803626733e-07, + "timestep_mean": 490.15625, + "epsilon_norm": 8.207876205444336, + "prediction_norm": 6.7100934982299805, + "timestamp": "2025-07-14T12:34:47.266485" + }, + { + "epoch": 2039, + "batch_idx": 160, + "loss": 0.44954872131347656, + "learning_rate": 9.379358803626733e-07, + "timestep_mean": 560.46875, + "epsilon_norm": 9.189571380615234, + "prediction_norm": 7.740300178527832, + "timestamp": "2025-07-14T12:34:47.271762" + }, + { + "epoch": 2039, + "batch_idx": 192, + "loss": 0.3417258858680725, + "learning_rate": 9.379358803626733e-07, + "timestep_mean": 500.625, + "epsilon_norm": 5.6140313148498535, + "prediction_norm": 4.249216556549072, + "timestamp": "2025-07-14T12:34:47.276925" + }, + { + "epoch": 2040, + "batch_idx": 0, + "loss": 0.23934322595596313, + "learning_rate": 9.866357858642213e-07, + "timestep_mean": 582.1875, + "epsilon_norm": 7.827943801879883, + "prediction_norm": 7.232913017272949, + "timestamp": "2025-07-14T12:34:47.281999" + }, + { + "epoch": 2040, + "batch_idx": 32, + "loss": 0.2775980830192566, + "learning_rate": 9.866357858642213e-07, + "timestep_mean": 491.46875, + "epsilon_norm": 7.960445880889893, + "prediction_norm": 7.1719512939453125, + "timestamp": "2025-07-14T12:34:47.287235" + }, + { + "epoch": 2040, + "batch_idx": 64, + "loss": 0.2715488076210022, + "learning_rate": 9.866357858642213e-07, + "timestep_mean": 518.8125, + "epsilon_norm": 8.051944732666016, + "prediction_norm": 6.808566093444824, + "timestamp": "2025-07-14T12:34:47.292372" + }, + { + "epoch": 2040, + "batch_idx": 96, + "loss": 0.1652948260307312, + "learning_rate": 9.866357858642213e-07, + "timestep_mean": 457.3125, + "epsilon_norm": 7.369818210601807, + "prediction_norm": 6.366577625274658, + "timestamp": "2025-07-14T12:34:47.297522" + }, + { + "epoch": 2040, + "batch_idx": 128, + "loss": 0.23426979780197144, + "learning_rate": 9.866357858642213e-07, + "timestep_mean": 548.40625, + "epsilon_norm": 8.63782787322998, + "prediction_norm": 7.708540439605713, + "timestamp": "2025-07-14T12:34:47.302639" + }, + { + "epoch": 2040, + "batch_idx": 160, + "loss": 0.13784947991371155, + "learning_rate": 9.866357858642213e-07, + "timestep_mean": 440.8125, + "epsilon_norm": 8.108134269714355, + "prediction_norm": 7.657190322875977, + "timestamp": "2025-07-14T12:34:47.307771" + }, + { + "epoch": 2040, + "batch_idx": 192, + "loss": 0.30758339166641235, + "learning_rate": 9.866357858642213e-07, + "timestep_mean": 414.25, + "epsilon_norm": 3.241882562637329, + "prediction_norm": 2.347456455230713, + "timestamp": "2025-07-14T12:34:47.312966" + }, + { + "epoch": 2041, + "batch_idx": 0, + "loss": 0.12969040870666504, + "learning_rate": 1.036566957236474e-06, + "timestep_mean": 556.46875, + "epsilon_norm": 7.875244617462158, + "prediction_norm": 7.228122711181641, + "timestamp": "2025-07-14T12:34:47.318080" + }, + { + "epoch": 2041, + "batch_idx": 32, + "loss": 0.18530206382274628, + "learning_rate": 1.036566957236474e-06, + "timestep_mean": 516.84375, + "epsilon_norm": 7.7854533195495605, + "prediction_norm": 7.201870441436768, + "timestamp": "2025-07-14T12:34:47.323079" + }, + { + "epoch": 2041, + "batch_idx": 64, + "loss": 0.2499852031469345, + "learning_rate": 1.036566957236474e-06, + "timestep_mean": 493.75, + "epsilon_norm": 7.618873596191406, + "prediction_norm": 6.258198261260986, + "timestamp": "2025-07-14T12:34:47.328166" + }, + { + "epoch": 2041, + "batch_idx": 96, + "loss": 0.12824882566928864, + "learning_rate": 1.036566957236474e-06, + "timestep_mean": 532.15625, + "epsilon_norm": 7.622883319854736, + "prediction_norm": 6.766099452972412, + "timestamp": "2025-07-14T12:34:47.333241" + }, + { + "epoch": 2041, + "batch_idx": 128, + "loss": 0.38069748878479004, + "learning_rate": 1.036566957236474e-06, + "timestep_mean": 470.6875, + "epsilon_norm": 8.460826873779297, + "prediction_norm": 6.405519485473633, + "timestamp": "2025-07-14T12:34:47.338558" + }, + { + "epoch": 2041, + "batch_idx": 160, + "loss": 0.20083652436733246, + "learning_rate": 1.036566957236474e-06, + "timestep_mean": 495.59375, + "epsilon_norm": 8.226398468017578, + "prediction_norm": 7.155532360076904, + "timestamp": "2025-07-14T12:34:47.343723" + }, + { + "epoch": 2041, + "batch_idx": 192, + "loss": 0.5186538696289062, + "learning_rate": 1.036566957236474e-06, + "timestep_mean": 600.875, + "epsilon_norm": 4.33950662612915, + "prediction_norm": 2.2978262901306152, + "timestamp": "2025-07-14T12:34:47.348751" + }, + { + "epoch": 2042, + "batch_idx": 0, + "loss": 0.19042930006980896, + "learning_rate": 1.0877292712792595e-06, + "timestep_mean": 587.34375, + "epsilon_norm": 7.948480606079102, + "prediction_norm": 7.279391765594482, + "timestamp": "2025-07-14T12:34:47.353961" + }, + { + "epoch": 2042, + "batch_idx": 32, + "loss": 0.22058914601802826, + "learning_rate": 1.0877292712792595e-06, + "timestep_mean": 492.1875, + "epsilon_norm": 8.099129676818848, + "prediction_norm": 7.290583610534668, + "timestamp": "2025-07-14T12:34:47.359227" + }, + { + "epoch": 2042, + "batch_idx": 64, + "loss": 0.19299496710300446, + "learning_rate": 1.0877292712792595e-06, + "timestep_mean": 529.90625, + "epsilon_norm": 7.513627052307129, + "prediction_norm": 6.6211347579956055, + "timestamp": "2025-07-14T12:34:47.364193" + }, + { + "epoch": 2042, + "batch_idx": 96, + "loss": 0.1883707344532013, + "learning_rate": 1.0877292712792595e-06, + "timestep_mean": 538.84375, + "epsilon_norm": 7.803430080413818, + "prediction_norm": 6.732841491699219, + "timestamp": "2025-07-14T12:34:47.369184" + }, + { + "epoch": 2042, + "batch_idx": 128, + "loss": 0.4033026099205017, + "learning_rate": 1.0877292712792595e-06, + "timestep_mean": 439.9375, + "epsilon_norm": 9.379149436950684, + "prediction_norm": 7.301704406738281, + "timestamp": "2025-07-14T12:34:47.374285" + }, + { + "epoch": 2042, + "batch_idx": 160, + "loss": 0.3936005234718323, + "learning_rate": 1.0877292712792595e-06, + "timestep_mean": 498.09375, + "epsilon_norm": 7.693088531494141, + "prediction_norm": 5.519759654998779, + "timestamp": "2025-07-14T12:34:47.379411" + }, + { + "epoch": 2042, + "batch_idx": 192, + "loss": 0.6432991027832031, + "learning_rate": 1.0877292712792595e-06, + "timestep_mean": 498.75, + "epsilon_norm": 4.103331565856934, + "prediction_norm": 2.3194127082824707, + "timestamp": "2025-07-14T12:34:47.384607" + }, + { + "epoch": 2043, + "batch_idx": 0, + "loss": 0.07741117477416992, + "learning_rate": 1.1401226017547238e-06, + "timestep_mean": 540.65625, + "epsilon_norm": 8.250102996826172, + "prediction_norm": 7.976229190826416, + "timestamp": "2025-07-14T12:34:47.389729" + }, + { + "epoch": 2043, + "batch_idx": 32, + "loss": 0.2559661269187927, + "learning_rate": 1.1401226017547238e-06, + "timestep_mean": 421.28125, + "epsilon_norm": 7.652652263641357, + "prediction_norm": 6.806190013885498, + "timestamp": "2025-07-14T12:34:47.394929" + }, + { + "epoch": 2043, + "batch_idx": 64, + "loss": 0.2760361135005951, + "learning_rate": 1.1401226017547238e-06, + "timestep_mean": 528.34375, + "epsilon_norm": 7.445544242858887, + "prediction_norm": 6.6307783126831055, + "timestamp": "2025-07-14T12:34:47.400217" + }, + { + "epoch": 2043, + "batch_idx": 96, + "loss": 0.17656484246253967, + "learning_rate": 1.1401226017547238e-06, + "timestep_mean": 483.375, + "epsilon_norm": 7.215847969055176, + "prediction_norm": 6.272707462310791, + "timestamp": "2025-07-14T12:34:47.405320" + }, + { + "epoch": 2043, + "batch_idx": 128, + "loss": 0.2713721990585327, + "learning_rate": 1.1401226017547238e-06, + "timestep_mean": 460.28125, + "epsilon_norm": 7.734200477600098, + "prediction_norm": 7.11170768737793, + "timestamp": "2025-07-14T12:34:47.410221" + }, + { + "epoch": 2043, + "batch_idx": 160, + "loss": 0.34258973598480225, + "learning_rate": 1.1401226017547238e-06, + "timestep_mean": 465.40625, + "epsilon_norm": 8.7178955078125, + "prediction_norm": 7.383386135101318, + "timestamp": "2025-07-14T12:34:47.415150" + }, + { + "epoch": 2043, + "batch_idx": 192, + "loss": 0.2371828407049179, + "learning_rate": 1.1401226017547238e-06, + "timestep_mean": 460.375, + "epsilon_norm": 4.16818904876709, + "prediction_norm": 3.6811633110046387, + "timestamp": "2025-07-14T12:34:47.420421" + }, + { + "epoch": 2044, + "batch_idx": 0, + "loss": 0.21614600718021393, + "learning_rate": 1.1937468193873878e-06, + "timestep_mean": 490.1875, + "epsilon_norm": 7.904793739318848, + "prediction_norm": 6.919403076171875, + "timestamp": "2025-07-14T12:34:47.425735" + }, + { + "epoch": 2044, + "batch_idx": 32, + "loss": 0.5068987607955933, + "learning_rate": 1.1937468193873878e-06, + "timestep_mean": 415.53125, + "epsilon_norm": 8.639280319213867, + "prediction_norm": 6.633112907409668, + "timestamp": "2025-07-14T12:34:47.431047" + }, + { + "epoch": 2044, + "batch_idx": 64, + "loss": 0.22917892038822174, + "learning_rate": 1.1937468193873878e-06, + "timestep_mean": 449.34375, + "epsilon_norm": 8.195000648498535, + "prediction_norm": 7.32959508895874, + "timestamp": "2025-07-14T12:34:47.436201" + }, + { + "epoch": 2044, + "batch_idx": 96, + "loss": 0.28327709436416626, + "learning_rate": 1.1937468193873878e-06, + "timestep_mean": 511.90625, + "epsilon_norm": 7.882530212402344, + "prediction_norm": 6.3463311195373535, + "timestamp": "2025-07-14T12:34:47.441368" + }, + { + "epoch": 2044, + "batch_idx": 128, + "loss": 0.25409990549087524, + "learning_rate": 1.1937468193873878e-06, + "timestep_mean": 541.875, + "epsilon_norm": 7.591244697570801, + "prediction_norm": 6.270848751068115, + "timestamp": "2025-07-14T12:34:47.446680" + }, + { + "epoch": 2044, + "batch_idx": 160, + "loss": 0.2926709055900574, + "learning_rate": 1.1937468193873878e-06, + "timestep_mean": 510.65625, + "epsilon_norm": 7.787953853607178, + "prediction_norm": 6.287336826324463, + "timestamp": "2025-07-14T12:34:47.451838" + }, + { + "epoch": 2044, + "batch_idx": 192, + "loss": 0.41473081707954407, + "learning_rate": 1.1937468193873878e-06, + "timestep_mean": 595.625, + "epsilon_norm": 4.809670448303223, + "prediction_norm": 3.9779672622680664, + "timestamp": "2025-07-14T12:34:47.456936" + }, + { + "epoch": 2045, + "batch_idx": 0, + "loss": 0.18218418955802917, + "learning_rate": 1.248601791864924e-06, + "timestep_mean": 496.9375, + "epsilon_norm": 7.425693988800049, + "prediction_norm": 6.822237491607666, + "timestamp": "2025-07-14T12:34:47.462046" + }, + { + "epoch": 2045, + "batch_idx": 32, + "loss": 0.30452242493629456, + "learning_rate": 1.248601791864924e-06, + "timestep_mean": 524.71875, + "epsilon_norm": 7.474750995635986, + "prediction_norm": 5.940999984741211, + "timestamp": "2025-07-14T12:34:47.467331" + }, + { + "epoch": 2045, + "batch_idx": 64, + "loss": 0.19619885087013245, + "learning_rate": 1.248601791864924e-06, + "timestep_mean": 489.875, + "epsilon_norm": 8.317007064819336, + "prediction_norm": 7.055522441864014, + "timestamp": "2025-07-14T12:34:47.472482" + }, + { + "epoch": 2045, + "batch_idx": 96, + "loss": 0.28315120935440063, + "learning_rate": 1.248601791864924e-06, + "timestep_mean": 587.96875, + "epsilon_norm": 8.413213729858398, + "prediction_norm": 6.637636661529541, + "timestamp": "2025-07-14T12:34:47.477649" + }, + { + "epoch": 2045, + "batch_idx": 128, + "loss": 0.2841547727584839, + "learning_rate": 1.248601791864924e-06, + "timestep_mean": 475.5625, + "epsilon_norm": 6.861369609832764, + "prediction_norm": 6.065699577331543, + "timestamp": "2025-07-14T12:34:47.482770" + }, + { + "epoch": 2045, + "batch_idx": 160, + "loss": 0.5274609327316284, + "learning_rate": 1.248601791864924e-06, + "timestep_mean": 394.5, + "epsilon_norm": 8.40410327911377, + "prediction_norm": 5.9689249992370605, + "timestamp": "2025-07-14T12:34:47.488026" + }, + { + "epoch": 2045, + "batch_idx": 192, + "loss": 0.23832577466964722, + "learning_rate": 1.248601791864924e-06, + "timestep_mean": 560.125, + "epsilon_norm": 3.0775020122528076, + "prediction_norm": 2.257389545440674, + "timestamp": "2025-07-14T12:34:47.493151" + }, + { + "epoch": 2046, + "batch_idx": 0, + "loss": 0.2778986394405365, + "learning_rate": 1.3046873838381559e-06, + "timestep_mean": 468.53125, + "epsilon_norm": 7.607690334320068, + "prediction_norm": 6.462888240814209, + "timestamp": "2025-07-14T12:34:47.498240" + }, + { + "epoch": 2046, + "batch_idx": 32, + "loss": 0.33621668815612793, + "learning_rate": 1.3046873838381559e-06, + "timestep_mean": 498.9375, + "epsilon_norm": 8.200023651123047, + "prediction_norm": 6.943227291107178, + "timestamp": "2025-07-14T12:34:47.503171" + }, + { + "epoch": 2046, + "batch_idx": 64, + "loss": 0.20271781086921692, + "learning_rate": 1.3046873838381559e-06, + "timestep_mean": 559.6875, + "epsilon_norm": 7.991138458251953, + "prediction_norm": 7.087881565093994, + "timestamp": "2025-07-14T12:34:47.507998" + }, + { + "epoch": 2046, + "batch_idx": 96, + "loss": 0.2971680760383606, + "learning_rate": 1.3046873838381559e-06, + "timestep_mean": 501.75, + "epsilon_norm": 8.425092697143555, + "prediction_norm": 6.374500751495361, + "timestamp": "2025-07-14T12:34:47.512899" + }, + { + "epoch": 2046, + "batch_idx": 128, + "loss": 0.2633826732635498, + "learning_rate": 1.3046873838381559e-06, + "timestep_mean": 483.34375, + "epsilon_norm": 7.054297924041748, + "prediction_norm": 5.449850559234619, + "timestamp": "2025-07-14T12:34:47.517844" + }, + { + "epoch": 2046, + "batch_idx": 160, + "loss": 0.21886713802814484, + "learning_rate": 1.3046873838381559e-06, + "timestep_mean": 568.21875, + "epsilon_norm": 9.006211280822754, + "prediction_norm": 8.467549324035645, + "timestamp": "2025-07-14T12:34:47.522668" + }, + { + "epoch": 2046, + "batch_idx": 192, + "loss": 0.2637050151824951, + "learning_rate": 1.3046873838381559e-06, + "timestep_mean": 315.0, + "epsilon_norm": 4.545052528381348, + "prediction_norm": 3.782276153564453, + "timestamp": "2025-07-14T12:34:47.527482" + }, + { + "epoch": 2047, + "batch_idx": 0, + "loss": 0.30362725257873535, + "learning_rate": 1.3620034569214472e-06, + "timestep_mean": 568.71875, + "epsilon_norm": 7.985861301422119, + "prediction_norm": 6.498906135559082, + "timestamp": "2025-07-14T12:34:47.532299" + }, + { + "epoch": 2047, + "batch_idx": 32, + "loss": 0.1691381186246872, + "learning_rate": 1.3620034569214472e-06, + "timestep_mean": 565.75, + "epsilon_norm": 8.078368186950684, + "prediction_norm": 7.4822869300842285, + "timestamp": "2025-07-14T12:34:47.537134" + }, + { + "epoch": 2047, + "batch_idx": 64, + "loss": 0.42258545756340027, + "learning_rate": 1.3620034569214472e-06, + "timestep_mean": 432.21875, + "epsilon_norm": 7.276684761047363, + "prediction_norm": 5.630873680114746, + "timestamp": "2025-07-14T12:34:47.542044" + }, + { + "epoch": 2047, + "batch_idx": 96, + "loss": 0.11536731570959091, + "learning_rate": 1.3620034569214472e-06, + "timestep_mean": 573.40625, + "epsilon_norm": 6.965897083282471, + "prediction_norm": 6.605372428894043, + "timestamp": "2025-07-14T12:34:47.546862" + }, + { + "epoch": 2047, + "batch_idx": 128, + "loss": 0.3520384132862091, + "learning_rate": 1.3620034569214472e-06, + "timestep_mean": 582.78125, + "epsilon_norm": 8.091838836669922, + "prediction_norm": 7.053319931030273, + "timestamp": "2025-07-14T12:34:47.551660" + }, + { + "epoch": 2047, + "batch_idx": 160, + "loss": 0.20793698728084564, + "learning_rate": 1.3620034569214472e-06, + "timestep_mean": 461.90625, + "epsilon_norm": 7.350335597991943, + "prediction_norm": 6.220162391662598, + "timestamp": "2025-07-14T12:34:47.556431" + }, + { + "epoch": 2047, + "batch_idx": 192, + "loss": 0.33156636357307434, + "learning_rate": 1.3620034569214472e-06, + "timestep_mean": 486.625, + "epsilon_norm": 4.889434337615967, + "prediction_norm": 3.5014829635620117, + "timestamp": "2025-07-14T12:34:47.561241" + }, + { + "epoch": 2048, + "batch_idx": 0, + "loss": 0.1873515546321869, + "learning_rate": 1.4205498696930347e-06, + "timestep_mean": 538.71875, + "epsilon_norm": 7.675119876861572, + "prediction_norm": 6.766205310821533, + "timestamp": "2025-07-14T12:34:47.566084" + }, + { + "epoch": 2048, + "batch_idx": 32, + "loss": 0.24120305478572845, + "learning_rate": 1.4205498696930347e-06, + "timestep_mean": 434.75, + "epsilon_norm": 6.932443618774414, + "prediction_norm": 5.872193813323975, + "timestamp": "2025-07-14T12:34:47.570960" + }, + { + "epoch": 2048, + "batch_idx": 64, + "loss": 0.19441303610801697, + "learning_rate": 1.4205498696930347e-06, + "timestep_mean": 512.09375, + "epsilon_norm": 8.297517776489258, + "prediction_norm": 7.490823745727539, + "timestamp": "2025-07-14T12:34:47.576012" + }, + { + "epoch": 2048, + "batch_idx": 96, + "loss": 0.4641045928001404, + "learning_rate": 1.4205498696930347e-06, + "timestep_mean": 507.4375, + "epsilon_norm": 8.636001586914062, + "prediction_norm": 6.824676990509033, + "timestamp": "2025-07-14T12:34:47.581017" + }, + { + "epoch": 2048, + "batch_idx": 128, + "loss": 0.2422996163368225, + "learning_rate": 1.4205498696930347e-06, + "timestep_mean": 378.40625, + "epsilon_norm": 7.110203266143799, + "prediction_norm": 6.174746513366699, + "timestamp": "2025-07-14T12:34:47.586024" + }, + { + "epoch": 2048, + "batch_idx": 160, + "loss": 0.5342414379119873, + "learning_rate": 1.4205498696930347e-06, + "timestep_mean": 399.8125, + "epsilon_norm": 7.594616413116455, + "prediction_norm": 5.319484233856201, + "timestamp": "2025-07-14T12:34:47.591002" + }, + { + "epoch": 2048, + "batch_idx": 192, + "loss": 0.31054285168647766, + "learning_rate": 1.4205498696930347e-06, + "timestep_mean": 627.25, + "epsilon_norm": 3.0698649883270264, + "prediction_norm": 3.1022603511810303, + "timestamp": "2025-07-14T12:34:47.596102" + }, + { + "epoch": 2049, + "batch_idx": 0, + "loss": 0.25838980078697205, + "learning_rate": 1.4803264776955278e-06, + "timestep_mean": 442.65625, + "epsilon_norm": 9.024282455444336, + "prediction_norm": 8.255765914916992, + "timestamp": "2025-07-14T12:34:47.601217" + }, + { + "epoch": 2049, + "batch_idx": 32, + "loss": 0.2016637772321701, + "learning_rate": 1.4803264776955278e-06, + "timestep_mean": 483.09375, + "epsilon_norm": 8.698124885559082, + "prediction_norm": 7.653447151184082, + "timestamp": "2025-07-14T12:34:47.606256" + }, + { + "epoch": 2049, + "batch_idx": 64, + "loss": 0.27446725964546204, + "learning_rate": 1.4803264776955278e-06, + "timestep_mean": 390.5625, + "epsilon_norm": 7.959740161895752, + "prediction_norm": 6.550168991088867, + "timestamp": "2025-07-14T12:34:47.611433" + }, + { + "epoch": 2049, + "batch_idx": 96, + "loss": 0.2503127455711365, + "learning_rate": 1.4803264776955278e-06, + "timestep_mean": 473.0625, + "epsilon_norm": 7.1749653816223145, + "prediction_norm": 5.932173252105713, + "timestamp": "2025-07-14T12:34:47.616593" + }, + { + "epoch": 2049, + "batch_idx": 128, + "loss": 0.2286776304244995, + "learning_rate": 1.4803264776955278e-06, + "timestep_mean": 450.53125, + "epsilon_norm": 7.719157695770264, + "prediction_norm": 6.740041732788086, + "timestamp": "2025-07-14T12:34:47.621862" + }, + { + "epoch": 2049, + "batch_idx": 160, + "loss": 0.17061907052993774, + "learning_rate": 1.4803264776955278e-06, + "timestep_mean": 494.71875, + "epsilon_norm": 6.835962772369385, + "prediction_norm": 6.422665596008301, + "timestamp": "2025-07-14T12:34:47.627003" + }, + { + "epoch": 2049, + "batch_idx": 192, + "loss": 0.3361895680427551, + "learning_rate": 1.4803264776955278e-06, + "timestep_mean": 455.875, + "epsilon_norm": 4.650722980499268, + "prediction_norm": 3.1486270427703857, + "timestamp": "2025-07-14T12:34:47.632019" + }, + { + "epoch": 2050, + "batch_idx": 0, + "loss": 0.20589400827884674, + "learning_rate": 1.5413331334360201e-06, + "timestep_mean": 545.5625, + "epsilon_norm": 8.628669738769531, + "prediction_norm": 7.728201389312744, + "timestamp": "2025-07-14T12:34:47.637178" + }, + { + "epoch": 2050, + "batch_idx": 32, + "loss": 0.13400134444236755, + "learning_rate": 1.5413331334360201e-06, + "timestep_mean": 541.875, + "epsilon_norm": 7.840422630310059, + "prediction_norm": 6.640491962432861, + "timestamp": "2025-07-14T12:34:47.642395" + }, + { + "epoch": 2050, + "batch_idx": 64, + "loss": 0.2657386064529419, + "learning_rate": 1.5413331334360201e-06, + "timestep_mean": 480.25, + "epsilon_norm": 6.71968936920166, + "prediction_norm": 6.064350605010986, + "timestamp": "2025-07-14T12:34:47.647509" + }, + { + "epoch": 2050, + "batch_idx": 96, + "loss": 0.1990167200565338, + "learning_rate": 1.5413331334360201e-06, + "timestep_mean": 472.5625, + "epsilon_norm": 8.228225708007812, + "prediction_norm": 7.381017208099365, + "timestamp": "2025-07-14T12:34:47.652687" + }, + { + "epoch": 2050, + "batch_idx": 128, + "loss": 0.42550167441368103, + "learning_rate": 1.5413331334360201e-06, + "timestep_mean": 442.5, + "epsilon_norm": 8.4921293258667, + "prediction_norm": 6.673159122467041, + "timestamp": "2025-07-14T12:34:47.657771" + }, + { + "epoch": 2050, + "batch_idx": 160, + "loss": 0.2805922329425812, + "learning_rate": 1.5413331334360201e-06, + "timestep_mean": 407.375, + "epsilon_norm": 8.080670356750488, + "prediction_norm": 6.547602653503418, + "timestamp": "2025-07-14T12:34:47.662978" + }, + { + "epoch": 2050, + "batch_idx": 192, + "loss": 0.6073995232582092, + "learning_rate": 1.5413331334360201e-06, + "timestep_mean": 524.875, + "epsilon_norm": 4.545392990112305, + "prediction_norm": 3.1563355922698975, + "timestamp": "2025-07-14T12:34:47.668058" + }, + { + "epoch": 2051, + "batch_idx": 0, + "loss": 0.16999737918376923, + "learning_rate": 1.6035696863866988e-06, + "timestep_mean": 472.90625, + "epsilon_norm": 6.445538520812988, + "prediction_norm": 6.223296642303467, + "timestamp": "2025-07-14T12:34:47.673127" + }, + { + "epoch": 2051, + "batch_idx": 32, + "loss": 0.3545001745223999, + "learning_rate": 1.6035696863866988e-06, + "timestep_mean": 476.34375, + "epsilon_norm": 8.126764297485352, + "prediction_norm": 6.419554233551025, + "timestamp": "2025-07-14T12:34:47.678404" + }, + { + "epoch": 2051, + "batch_idx": 64, + "loss": 0.1818736344575882, + "learning_rate": 1.6035696863866988e-06, + "timestep_mean": 511.5, + "epsilon_norm": 7.460826396942139, + "prediction_norm": 6.827337741851807, + "timestamp": "2025-07-14T12:34:47.683720" + }, + { + "epoch": 2051, + "batch_idx": 96, + "loss": 0.14981582760810852, + "learning_rate": 1.6035696863866988e-06, + "timestep_mean": 467.9375, + "epsilon_norm": 7.3465166091918945, + "prediction_norm": 6.809882164001465, + "timestamp": "2025-07-14T12:34:47.688916" + }, + { + "epoch": 2051, + "batch_idx": 128, + "loss": 0.4623875319957733, + "learning_rate": 1.6035696863866988e-06, + "timestep_mean": 483.4375, + "epsilon_norm": 8.440622329711914, + "prediction_norm": 6.9560394287109375, + "timestamp": "2025-07-14T12:34:47.694057" + }, + { + "epoch": 2051, + "batch_idx": 160, + "loss": 0.11800302565097809, + "learning_rate": 1.6035696863866988e-06, + "timestep_mean": 517.1875, + "epsilon_norm": 7.039365291595459, + "prediction_norm": 6.370757579803467, + "timestamp": "2025-07-14T12:34:47.699163" + }, + { + "epoch": 2051, + "batch_idx": 192, + "loss": 0.3019028902053833, + "learning_rate": 1.6035696863866988e-06, + "timestep_mean": 420.5, + "epsilon_norm": 4.385997772216797, + "prediction_norm": 3.3652961254119873, + "timestamp": "2025-07-14T12:34:47.704347" + }, + { + "epoch": 2052, + "batch_idx": 0, + "loss": 0.2447178065776825, + "learning_rate": 1.667035982985068e-06, + "timestep_mean": 474.90625, + "epsilon_norm": 7.157408714294434, + "prediction_norm": 6.695542812347412, + "timestamp": "2025-07-14T12:34:47.709495" + }, + { + "epoch": 2052, + "batch_idx": 32, + "loss": 0.3364834785461426, + "learning_rate": 1.667035982985068e-06, + "timestep_mean": 491.875, + "epsilon_norm": 7.029076099395752, + "prediction_norm": 5.715651035308838, + "timestamp": "2025-07-14T12:34:47.714589" + }, + { + "epoch": 2052, + "batch_idx": 64, + "loss": 0.3005824089050293, + "learning_rate": 1.667035982985068e-06, + "timestep_mean": 446.40625, + "epsilon_norm": 9.304227828979492, + "prediction_norm": 8.449222564697266, + "timestamp": "2025-07-14T12:34:47.719565" + }, + { + "epoch": 2052, + "batch_idx": 96, + "loss": 0.20120374858379364, + "learning_rate": 1.667035982985068e-06, + "timestep_mean": 561.875, + "epsilon_norm": 7.635308742523193, + "prediction_norm": 6.552736759185791, + "timestamp": "2025-07-14T12:34:47.724517" + }, + { + "epoch": 2052, + "batch_idx": 128, + "loss": 0.3071368336677551, + "learning_rate": 1.667035982985068e-06, + "timestep_mean": 571.59375, + "epsilon_norm": 8.87015438079834, + "prediction_norm": 7.6144700050354, + "timestamp": "2025-07-14T12:34:47.729820" + }, + { + "epoch": 2052, + "batch_idx": 160, + "loss": 0.3016144335269928, + "learning_rate": 1.667035982985068e-06, + "timestep_mean": 358.59375, + "epsilon_norm": 8.21152400970459, + "prediction_norm": 6.651425838470459, + "timestamp": "2025-07-14T12:34:47.734940" + }, + { + "epoch": 2052, + "batch_idx": 192, + "loss": 0.1464683711528778, + "learning_rate": 1.667035982985068e-06, + "timestep_mean": 541.625, + "epsilon_norm": 4.053425312042236, + "prediction_norm": 4.013691425323486, + "timestamp": "2025-07-14T12:34:47.740012" + }, + { + "epoch": 2053, + "batch_idx": 0, + "loss": 0.381281316280365, + "learning_rate": 1.731731866634281e-06, + "timestep_mean": 457.46875, + "epsilon_norm": 7.856380462646484, + "prediction_norm": 5.769469261169434, + "timestamp": "2025-07-14T12:34:47.745257" + }, + { + "epoch": 2053, + "batch_idx": 32, + "loss": 0.3952862620353699, + "learning_rate": 1.731731866634281e-06, + "timestep_mean": 443.9375, + "epsilon_norm": 7.5477705001831055, + "prediction_norm": 6.195513725280762, + "timestamp": "2025-07-14T12:34:47.750434" + }, + { + "epoch": 2053, + "batch_idx": 64, + "loss": 0.3742507994174957, + "learning_rate": 1.731731866634281e-06, + "timestep_mean": 499.53125, + "epsilon_norm": 8.284126281738281, + "prediction_norm": 6.101667404174805, + "timestamp": "2025-07-14T12:34:47.755572" + }, + { + "epoch": 2053, + "batch_idx": 96, + "loss": 0.3366307318210602, + "learning_rate": 1.731731866634281e-06, + "timestep_mean": 470.40625, + "epsilon_norm": 8.002901077270508, + "prediction_norm": 6.8646111488342285, + "timestamp": "2025-07-14T12:34:47.760707" + }, + { + "epoch": 2053, + "batch_idx": 128, + "loss": 0.31282490491867065, + "learning_rate": 1.731731866634281e-06, + "timestep_mean": 431.15625, + "epsilon_norm": 8.096155166625977, + "prediction_norm": 6.1401166915893555, + "timestamp": "2025-07-14T12:34:47.765845" + }, + { + "epoch": 2053, + "batch_idx": 160, + "loss": 0.24492725729942322, + "learning_rate": 1.731731866634281e-06, + "timestep_mean": 535.90625, + "epsilon_norm": 7.667312145233154, + "prediction_norm": 6.4278693199157715, + "timestamp": "2025-07-14T12:34:47.771070" + }, + { + "epoch": 2053, + "batch_idx": 192, + "loss": 0.30651652812957764, + "learning_rate": 1.731731866634281e-06, + "timestep_mean": 347.0, + "epsilon_norm": 4.5723557472229, + "prediction_norm": 3.5926530361175537, + "timestamp": "2025-07-14T12:34:47.776203" + }, + { + "epoch": 2054, + "batch_idx": 0, + "loss": 0.1850559562444687, + "learning_rate": 1.7976571777038066e-06, + "timestep_mean": 502.28125, + "epsilon_norm": 6.501579761505127, + "prediction_norm": 5.9538187980651855, + "timestamp": "2025-07-14T12:34:47.781297" + }, + { + "epoch": 2054, + "batch_idx": 32, + "loss": 0.27606451511383057, + "learning_rate": 1.7976571777038066e-06, + "timestep_mean": 509.78125, + "epsilon_norm": 8.379559516906738, + "prediction_norm": 6.751187801361084, + "timestamp": "2025-07-14T12:34:47.786594" + }, + { + "epoch": 2054, + "batch_idx": 64, + "loss": 0.25548362731933594, + "learning_rate": 1.7976571777038066e-06, + "timestep_mean": 539.6875, + "epsilon_norm": 7.603801727294922, + "prediction_norm": 6.418551445007324, + "timestamp": "2025-07-14T12:34:47.791859" + }, + { + "epoch": 2054, + "batch_idx": 96, + "loss": 0.24393978714942932, + "learning_rate": 1.7976571777038066e-06, + "timestep_mean": 526.75, + "epsilon_norm": 7.092438697814941, + "prediction_norm": 5.372322082519531, + "timestamp": "2025-07-14T12:34:47.797078" + }, + { + "epoch": 2054, + "batch_idx": 128, + "loss": 0.23356321454048157, + "learning_rate": 1.7976571777038066e-06, + "timestep_mean": 553.90625, + "epsilon_norm": 8.251564979553223, + "prediction_norm": 6.847842693328857, + "timestamp": "2025-07-14T12:34:47.802186" + }, + { + "epoch": 2054, + "batch_idx": 160, + "loss": 0.22139158844947815, + "learning_rate": 1.7976571777038066e-06, + "timestep_mean": 550.125, + "epsilon_norm": 6.997199058532715, + "prediction_norm": 5.949737071990967, + "timestamp": "2025-07-14T12:34:47.807314" + }, + { + "epoch": 2054, + "batch_idx": 192, + "loss": 0.24079179763793945, + "learning_rate": 1.7976571777038066e-06, + "timestep_mean": 568.625, + "epsilon_norm": 3.6522419452667236, + "prediction_norm": 3.19411039352417, + "timestamp": "2025-07-14T12:34:47.812436" + }, + { + "epoch": 2055, + "batch_idx": 0, + "loss": 0.22285613417625427, + "learning_rate": 1.8648117535293745e-06, + "timestep_mean": 568.0, + "epsilon_norm": 7.695013999938965, + "prediction_norm": 7.095308303833008, + "timestamp": "2025-07-14T12:34:47.817761" + }, + { + "epoch": 2055, + "batch_idx": 32, + "loss": 0.4530991315841675, + "learning_rate": 1.8648117535293745e-06, + "timestep_mean": 488.75, + "epsilon_norm": 9.11437702178955, + "prediction_norm": 7.083316802978516, + "timestamp": "2025-07-14T12:34:47.822886" + }, + { + "epoch": 2055, + "batch_idx": 64, + "loss": 0.44525355100631714, + "learning_rate": 1.8648117535293745e-06, + "timestep_mean": 541.71875, + "epsilon_norm": 7.837055683135986, + "prediction_norm": 6.336212158203125, + "timestamp": "2025-07-14T12:34:47.828047" + }, + { + "epoch": 2055, + "batch_idx": 96, + "loss": 0.24670153856277466, + "learning_rate": 1.8648117535293745e-06, + "timestep_mean": 508.875, + "epsilon_norm": 8.719672203063965, + "prediction_norm": 7.757266044616699, + "timestamp": "2025-07-14T12:34:47.833227" + }, + { + "epoch": 2055, + "batch_idx": 128, + "loss": 0.2837291359901428, + "learning_rate": 1.8648117535293745e-06, + "timestep_mean": 581.34375, + "epsilon_norm": 7.539180755615234, + "prediction_norm": 6.504469394683838, + "timestamp": "2025-07-14T12:34:47.838535" + }, + { + "epoch": 2055, + "batch_idx": 160, + "loss": 0.19937288761138916, + "learning_rate": 1.8648117535293745e-06, + "timestep_mean": 556.0625, + "epsilon_norm": 9.230964660644531, + "prediction_norm": 8.280115127563477, + "timestamp": "2025-07-14T12:34:47.843740" + }, + { + "epoch": 2055, + "batch_idx": 192, + "loss": 0.08208762854337692, + "learning_rate": 1.8648117535293745e-06, + "timestep_mean": 644.0, + "epsilon_norm": 3.595198154449463, + "prediction_norm": 3.0106170177459717, + "timestamp": "2025-07-14T12:34:47.848833" + }, + { + "epoch": 2056, + "batch_idx": 0, + "loss": 0.25819194316864014, + "learning_rate": 1.93319542841375e-06, + "timestep_mean": 467.21875, + "epsilon_norm": 8.459670066833496, + "prediction_norm": 7.283213138580322, + "timestamp": "2025-07-14T12:34:47.854099" + }, + { + "epoch": 2056, + "batch_idx": 32, + "loss": 0.2930455505847931, + "learning_rate": 1.93319542841375e-06, + "timestep_mean": 528.46875, + "epsilon_norm": 6.82397985458374, + "prediction_norm": 5.263978004455566, + "timestamp": "2025-07-14T12:34:47.859289" + }, + { + "epoch": 2056, + "batch_idx": 64, + "loss": 0.38681453466415405, + "learning_rate": 1.93319542841375e-06, + "timestep_mean": 491.0, + "epsilon_norm": 9.063182830810547, + "prediction_norm": 7.260396480560303, + "timestamp": "2025-07-14T12:34:47.864443" + }, + { + "epoch": 2056, + "batch_idx": 96, + "loss": 0.22799403965473175, + "learning_rate": 1.93319542841375e-06, + "timestep_mean": 530.4375, + "epsilon_norm": 7.428537368774414, + "prediction_norm": 6.802665710449219, + "timestamp": "2025-07-14T12:34:47.869589" + }, + { + "epoch": 2056, + "batch_idx": 128, + "loss": 0.2618926167488098, + "learning_rate": 1.93319542841375e-06, + "timestep_mean": 507.15625, + "epsilon_norm": 6.831376075744629, + "prediction_norm": 5.4619903564453125, + "timestamp": "2025-07-14T12:34:47.874519" + }, + { + "epoch": 2056, + "batch_idx": 160, + "loss": 0.18987445533275604, + "learning_rate": 1.93319542841375e-06, + "timestep_mean": 453.875, + "epsilon_norm": 7.954996109008789, + "prediction_norm": 6.972548007965088, + "timestamp": "2025-07-14T12:34:47.879713" + }, + { + "epoch": 2056, + "batch_idx": 192, + "loss": 0.12548398971557617, + "learning_rate": 1.93319542841375e-06, + "timestep_mean": 421.125, + "epsilon_norm": 2.8793110847473145, + "prediction_norm": 2.8473966121673584, + "timestamp": "2025-07-14T12:34:47.884794" + }, + { + "epoch": 2057, + "batch_idx": 0, + "loss": 0.2561458647251129, + "learning_rate": 2.002808033627126e-06, + "timestep_mean": 475.5625, + "epsilon_norm": 6.482403755187988, + "prediction_norm": 5.454984188079834, + "timestamp": "2025-07-14T12:34:47.889878" + }, + { + "epoch": 2057, + "batch_idx": 32, + "loss": 0.19868402183055878, + "learning_rate": 2.002808033627126e-06, + "timestep_mean": 473.53125, + "epsilon_norm": 6.948184013366699, + "prediction_norm": 5.814813137054443, + "timestamp": "2025-07-14T12:34:47.895173" + }, + { + "epoch": 2057, + "batch_idx": 64, + "loss": 0.1797671616077423, + "learning_rate": 2.002808033627126e-06, + "timestep_mean": 501.0625, + "epsilon_norm": 6.8253936767578125, + "prediction_norm": 6.453794956207275, + "timestamp": "2025-07-14T12:34:47.900442" + }, + { + "epoch": 2057, + "batch_idx": 96, + "loss": 0.135679692029953, + "learning_rate": 2.002808033627126e-06, + "timestep_mean": 627.1875, + "epsilon_norm": 8.19377326965332, + "prediction_norm": 7.768622875213623, + "timestamp": "2025-07-14T12:34:47.905597" + }, + { + "epoch": 2057, + "batch_idx": 128, + "loss": 0.16425666213035583, + "learning_rate": 2.002808033627126e-06, + "timestep_mean": 593.34375, + "epsilon_norm": 7.8928751945495605, + "prediction_norm": 6.9740471839904785, + "timestamp": "2025-07-14T12:34:47.910723" + }, + { + "epoch": 2057, + "batch_idx": 160, + "loss": 0.25694823265075684, + "learning_rate": 2.002808033627126e-06, + "timestep_mean": 494.15625, + "epsilon_norm": 6.903834342956543, + "prediction_norm": 5.802910804748535, + "timestamp": "2025-07-14T12:34:47.915865" + }, + { + "epoch": 2057, + "batch_idx": 192, + "loss": 0.28111135959625244, + "learning_rate": 2.002808033627126e-06, + "timestep_mean": 369.375, + "epsilon_norm": 2.570354461669922, + "prediction_norm": 2.415121555328369, + "timestamp": "2025-07-14T12:34:47.921050" + }, + { + "epoch": 2058, + "batch_idx": 0, + "loss": 0.3199327290058136, + "learning_rate": 2.0736493974071203e-06, + "timestep_mean": 433.375, + "epsilon_norm": 7.936645984649658, + "prediction_norm": 7.191863059997559, + "timestamp": "2025-07-14T12:34:47.926233" + }, + { + "epoch": 2058, + "batch_idx": 32, + "loss": 0.4013752043247223, + "learning_rate": 2.0736493974071203e-06, + "timestep_mean": 477.78125, + "epsilon_norm": 8.408870697021484, + "prediction_norm": 6.822955131530762, + "timestamp": "2025-07-14T12:34:47.931480" + }, + { + "epoch": 2058, + "batch_idx": 64, + "loss": 0.15424656867980957, + "learning_rate": 2.0736493974071203e-06, + "timestep_mean": 447.59375, + "epsilon_norm": 7.671952247619629, + "prediction_norm": 6.7270636558532715, + "timestamp": "2025-07-14T12:34:47.936623" + }, + { + "epoch": 2058, + "batch_idx": 96, + "loss": 0.2559577226638794, + "learning_rate": 2.0736493974071203e-06, + "timestep_mean": 497.46875, + "epsilon_norm": 7.974028587341309, + "prediction_norm": 6.557868003845215, + "timestamp": "2025-07-14T12:34:47.941954" + }, + { + "epoch": 2058, + "batch_idx": 128, + "loss": 0.26038461923599243, + "learning_rate": 2.0736493974071203e-06, + "timestep_mean": 471.03125, + "epsilon_norm": 7.987565040588379, + "prediction_norm": 6.699836730957031, + "timestamp": "2025-07-14T12:34:47.947150" + }, + { + "epoch": 2058, + "batch_idx": 160, + "loss": 0.39006543159484863, + "learning_rate": 2.0736493974071203e-06, + "timestep_mean": 377.03125, + "epsilon_norm": 7.808325290679932, + "prediction_norm": 6.170558929443359, + "timestamp": "2025-07-14T12:34:47.952255" + }, + { + "epoch": 2058, + "batch_idx": 192, + "loss": 0.10073492676019669, + "learning_rate": 2.0736493974071203e-06, + "timestep_mean": 474.125, + "epsilon_norm": 3.413006544113159, + "prediction_norm": 3.0473899841308594, + "timestamp": "2025-07-14T12:34:47.957314" + }, + { + "epoch": 2059, + "batch_idx": 0, + "loss": 0.12942847609519958, + "learning_rate": 2.1457193449599424e-06, + "timestep_mean": 534.59375, + "epsilon_norm": 7.014190673828125, + "prediction_norm": 5.640792369842529, + "timestamp": "2025-07-14T12:34:47.962505" + }, + { + "epoch": 2059, + "batch_idx": 32, + "loss": 0.11659064888954163, + "learning_rate": 2.1457193449599424e-06, + "timestep_mean": 588.09375, + "epsilon_norm": 8.805484771728516, + "prediction_norm": 8.009563446044922, + "timestamp": "2025-07-14T12:34:47.967854" + }, + { + "epoch": 2059, + "batch_idx": 64, + "loss": 0.19839045405387878, + "learning_rate": 2.1457193449599424e-06, + "timestep_mean": 585.3125, + "epsilon_norm": 8.025755882263184, + "prediction_norm": 7.532150745391846, + "timestamp": "2025-07-14T12:34:47.973004" + }, + { + "epoch": 2059, + "batch_idx": 96, + "loss": 0.18329501152038574, + "learning_rate": 2.1457193449599424e-06, + "timestep_mean": 590.125, + "epsilon_norm": 7.71552848815918, + "prediction_norm": 6.753676414489746, + "timestamp": "2025-07-14T12:34:47.978129" + }, + { + "epoch": 2059, + "batch_idx": 128, + "loss": 0.16031332314014435, + "learning_rate": 2.1457193449599424e-06, + "timestep_mean": 568.4375, + "epsilon_norm": 8.031384468078613, + "prediction_norm": 7.2714080810546875, + "timestamp": "2025-07-14T12:34:47.983290" + }, + { + "epoch": 2059, + "batch_idx": 160, + "loss": 0.29733365774154663, + "learning_rate": 2.1457193449599424e-06, + "timestep_mean": 567.8125, + "epsilon_norm": 8.487512588500977, + "prediction_norm": 6.786543846130371, + "timestamp": "2025-07-14T12:34:47.988660" + }, + { + "epoch": 2059, + "batch_idx": 192, + "loss": 0.48528409004211426, + "learning_rate": 2.1457193449599424e-06, + "timestep_mean": 287.0, + "epsilon_norm": 3.668187379837036, + "prediction_norm": 2.4178051948547363, + "timestamp": "2025-07-14T12:34:47.993749" + }, + { + "epoch": 2060, + "batch_idx": 0, + "loss": 0.2003629207611084, + "learning_rate": 2.2190176984600044e-06, + "timestep_mean": 494.09375, + "epsilon_norm": 8.2265625, + "prediction_norm": 7.471122741699219, + "timestamp": "2025-07-14T12:34:47.998916" + }, + { + "epoch": 2060, + "batch_idx": 32, + "loss": 0.2876073122024536, + "learning_rate": 2.2190176984600044e-06, + "timestep_mean": 431.875, + "epsilon_norm": 8.123126983642578, + "prediction_norm": 6.560241222381592, + "timestamp": "2025-07-14T12:34:48.004042" + }, + { + "epoch": 2060, + "batch_idx": 64, + "loss": 0.2670089900493622, + "learning_rate": 2.2190176984600044e-06, + "timestep_mean": 483.1875, + "epsilon_norm": 8.246298789978027, + "prediction_norm": 7.2649664878845215, + "timestamp": "2025-07-14T12:34:48.009269" + }, + { + "epoch": 2060, + "batch_idx": 96, + "loss": 0.11825115978717804, + "learning_rate": 2.2190176984600044e-06, + "timestep_mean": 540.0, + "epsilon_norm": 7.84596061706543, + "prediction_norm": 7.2131757736206055, + "timestamp": "2025-07-14T12:34:48.014360" + }, + { + "epoch": 2060, + "batch_idx": 128, + "loss": 0.280396044254303, + "learning_rate": 2.2190176984600044e-06, + "timestep_mean": 411.15625, + "epsilon_norm": 7.147276878356934, + "prediction_norm": 5.217519283294678, + "timestamp": "2025-07-14T12:34:48.019571" + }, + { + "epoch": 2060, + "batch_idx": 160, + "loss": 0.2600330710411072, + "learning_rate": 2.2190176984600044e-06, + "timestep_mean": 463.9375, + "epsilon_norm": 7.224470138549805, + "prediction_norm": 6.210673809051514, + "timestamp": "2025-07-14T12:34:48.024721" + }, + { + "epoch": 2060, + "batch_idx": 192, + "loss": 0.15669777989387512, + "learning_rate": 2.2190176984600044e-06, + "timestep_mean": 494.0, + "epsilon_norm": 2.778733968734741, + "prediction_norm": 2.639707088470459, + "timestamp": "2025-07-14T12:34:48.029993" + }, + { + "epoch": 2061, + "batch_idx": 0, + "loss": 0.2550591230392456, + "learning_rate": 2.2935442770509212e-06, + "timestep_mean": 439.625, + "epsilon_norm": 7.831594467163086, + "prediction_norm": 7.050889015197754, + "timestamp": "2025-07-14T12:34:48.034990" + }, + { + "epoch": 2061, + "batch_idx": 32, + "loss": 0.34498876333236694, + "learning_rate": 2.2935442770509212e-06, + "timestep_mean": 417.21875, + "epsilon_norm": 8.683622360229492, + "prediction_norm": 7.0531907081604, + "timestamp": "2025-07-14T12:34:48.040009" + }, + { + "epoch": 2061, + "batch_idx": 64, + "loss": 0.18419155478477478, + "learning_rate": 2.2935442770509212e-06, + "timestep_mean": 537.03125, + "epsilon_norm": 7.89256477355957, + "prediction_norm": 7.086679458618164, + "timestamp": "2025-07-14T12:34:48.045094" + }, + { + "epoch": 2061, + "batch_idx": 96, + "loss": 0.21376848220825195, + "learning_rate": 2.2935442770509212e-06, + "timestep_mean": 429.25, + "epsilon_norm": 6.779323577880859, + "prediction_norm": 5.71073579788208, + "timestamp": "2025-07-14T12:34:48.050233" + }, + { + "epoch": 2061, + "batch_idx": 128, + "loss": 0.21236452460289001, + "learning_rate": 2.2935442770509212e-06, + "timestep_mean": 474.9375, + "epsilon_norm": 7.597095966339111, + "prediction_norm": 6.788601875305176, + "timestamp": "2025-07-14T12:34:48.055347" + }, + { + "epoch": 2061, + "batch_idx": 160, + "loss": 0.28851449489593506, + "learning_rate": 2.2935442770509212e-06, + "timestep_mean": 446.34375, + "epsilon_norm": 8.038883209228516, + "prediction_norm": 7.050688743591309, + "timestamp": "2025-07-14T12:34:48.060357" + }, + { + "epoch": 2061, + "batch_idx": 192, + "loss": 0.287028968334198, + "learning_rate": 2.2935442770509212e-06, + "timestep_mean": 328.75, + "epsilon_norm": 4.277395248413086, + "prediction_norm": 3.154029130935669, + "timestamp": "2025-07-14T12:34:48.065292" + }, + { + "epoch": 2062, + "batch_idx": 0, + "loss": 0.41632550954818726, + "learning_rate": 2.3692988968458426e-06, + "timestep_mean": 490.8125, + "epsilon_norm": 7.690074920654297, + "prediction_norm": 5.642953872680664, + "timestamp": "2025-07-14T12:34:48.070454" + }, + { + "epoch": 2062, + "batch_idx": 32, + "loss": 0.23808367550373077, + "learning_rate": 2.3692988968458426e-06, + "timestep_mean": 541.78125, + "epsilon_norm": 7.592187404632568, + "prediction_norm": 6.3731489181518555, + "timestamp": "2025-07-14T12:34:48.075693" + }, + { + "epoch": 2062, + "batch_idx": 64, + "loss": 0.19615918397903442, + "learning_rate": 2.3692988968458426e-06, + "timestep_mean": 538.4375, + "epsilon_norm": 8.284687995910645, + "prediction_norm": 7.020633697509766, + "timestamp": "2025-07-14T12:34:48.080815" + }, + { + "epoch": 2062, + "batch_idx": 96, + "loss": 0.3722975254058838, + "learning_rate": 2.3692988968458426e-06, + "timestep_mean": 505.78125, + "epsilon_norm": 7.377840518951416, + "prediction_norm": 5.578924655914307, + "timestamp": "2025-07-14T12:34:48.085912" + }, + { + "epoch": 2062, + "batch_idx": 128, + "loss": 0.21883639693260193, + "learning_rate": 2.3692988968458426e-06, + "timestep_mean": 544.71875, + "epsilon_norm": 7.73562479019165, + "prediction_norm": 6.822762966156006, + "timestamp": "2025-07-14T12:34:48.090770" + }, + { + "epoch": 2062, + "batch_idx": 160, + "loss": 0.12789961695671082, + "learning_rate": 2.3692988968458426e-06, + "timestep_mean": 568.6875, + "epsilon_norm": 8.351130485534668, + "prediction_norm": 8.071052551269531, + "timestamp": "2025-07-14T12:34:48.095560" + }, + { + "epoch": 2062, + "batch_idx": 192, + "loss": 0.131077840924263, + "learning_rate": 2.3692988968458426e-06, + "timestep_mean": 491.125, + "epsilon_norm": 3.3248450756073, + "prediction_norm": 2.968311071395874, + "timestamp": "2025-07-14T12:34:48.100509" + }, + { + "epoch": 2063, + "batch_idx": 0, + "loss": 0.23516309261322021, + "learning_rate": 2.4462813709276753e-06, + "timestep_mean": 497.46875, + "epsilon_norm": 8.2920503616333, + "prediction_norm": 6.711633682250977, + "timestamp": "2025-07-14T12:34:48.105334" + }, + { + "epoch": 2063, + "batch_idx": 32, + "loss": 0.15997186303138733, + "learning_rate": 2.4462813709276753e-06, + "timestep_mean": 523.0625, + "epsilon_norm": 7.21133279800415, + "prediction_norm": 5.812430381774902, + "timestamp": "2025-07-14T12:34:48.110183" + }, + { + "epoch": 2063, + "batch_idx": 64, + "loss": 0.29438918828964233, + "learning_rate": 2.4462813709276753e-06, + "timestep_mean": 463.5625, + "epsilon_norm": 8.748876571655273, + "prediction_norm": 7.255599021911621, + "timestamp": "2025-07-14T12:34:48.114990" + }, + { + "epoch": 2063, + "batch_idx": 96, + "loss": 0.3005639314651489, + "learning_rate": 2.4462813709276753e-06, + "timestep_mean": 511.25, + "epsilon_norm": 7.767084121704102, + "prediction_norm": 6.219977855682373, + "timestamp": "2025-07-14T12:34:48.119982" + }, + { + "epoch": 2063, + "batch_idx": 128, + "loss": 0.28485387563705444, + "learning_rate": 2.4462813709276753e-06, + "timestep_mean": 556.40625, + "epsilon_norm": 7.5922770500183105, + "prediction_norm": 6.54973840713501, + "timestamp": "2025-07-14T12:34:48.125164" + }, + { + "epoch": 2063, + "batch_idx": 160, + "loss": 0.34106284379959106, + "learning_rate": 2.4462813709276753e-06, + "timestep_mean": 449.21875, + "epsilon_norm": 8.607512474060059, + "prediction_norm": 6.423291206359863, + "timestamp": "2025-07-14T12:34:48.130312" + }, + { + "epoch": 2063, + "batch_idx": 192, + "loss": 1.3085163831710815, + "learning_rate": 2.4462813709276753e-06, + "timestep_mean": 356.875, + "epsilon_norm": 5.412893295288086, + "prediction_norm": 2.948316812515259, + "timestamp": "2025-07-14T12:34:48.135374" + }, + { + "epoch": 2064, + "batch_idx": 0, + "loss": 0.24210605025291443, + "learning_rate": 2.5244915093499162e-06, + "timestep_mean": 504.53125, + "epsilon_norm": 7.539015293121338, + "prediction_norm": 6.331808090209961, + "timestamp": "2025-07-14T12:34:48.140410" + }, + { + "epoch": 2064, + "batch_idx": 32, + "loss": 0.12451991438865662, + "learning_rate": 2.5244915093499162e-06, + "timestep_mean": 523.78125, + "epsilon_norm": 6.904049396514893, + "prediction_norm": 6.515994071960449, + "timestamp": "2025-07-14T12:34:48.145562" + }, + { + "epoch": 2064, + "batch_idx": 64, + "loss": 0.33081284165382385, + "learning_rate": 2.5244915093499162e-06, + "timestep_mean": 487.5625, + "epsilon_norm": 7.795504570007324, + "prediction_norm": 5.761646747589111, + "timestamp": "2025-07-14T12:34:48.150721" + }, + { + "epoch": 2064, + "batch_idx": 96, + "loss": 0.342678427696228, + "learning_rate": 2.5244915093499162e-06, + "timestep_mean": 478.6875, + "epsilon_norm": 8.85317611694336, + "prediction_norm": 7.07001256942749, + "timestamp": "2025-07-14T12:34:48.155772" + }, + { + "epoch": 2064, + "batch_idx": 128, + "loss": 0.3480519652366638, + "learning_rate": 2.5244915093499162e-06, + "timestep_mean": 387.5625, + "epsilon_norm": 8.232259750366211, + "prediction_norm": 6.6791605949401855, + "timestamp": "2025-07-14T12:34:48.160865" + }, + { + "epoch": 2064, + "batch_idx": 160, + "loss": 0.32823446393013, + "learning_rate": 2.5244915093499162e-06, + "timestep_mean": 455.375, + "epsilon_norm": 7.713239669799805, + "prediction_norm": 6.282871723175049, + "timestamp": "2025-07-14T12:34:48.165974" + }, + { + "epoch": 2064, + "batch_idx": 192, + "loss": 0.22932149469852448, + "learning_rate": 2.5244915093499162e-06, + "timestep_mean": 591.875, + "epsilon_norm": 4.253199577331543, + "prediction_norm": 3.492340087890625, + "timestamp": "2025-07-14T12:34:48.171103" + }, + { + "epoch": 2065, + "batch_idx": 0, + "loss": 0.3417445421218872, + "learning_rate": 2.603929119136764e-06, + "timestep_mean": 578.3125, + "epsilon_norm": 8.699322700500488, + "prediction_norm": 7.567726135253906, + "timestamp": "2025-07-14T12:34:48.176310" + }, + { + "epoch": 2065, + "batch_idx": 32, + "loss": 0.20828622579574585, + "learning_rate": 2.603929119136764e-06, + "timestep_mean": 554.875, + "epsilon_norm": 7.822032451629639, + "prediction_norm": 6.745060443878174, + "timestamp": "2025-07-14T12:34:48.181386" + }, + { + "epoch": 2065, + "batch_idx": 64, + "loss": 0.2390090376138687, + "learning_rate": 2.603929119136764e-06, + "timestep_mean": 527.6875, + "epsilon_norm": 7.388711452484131, + "prediction_norm": 6.277665615081787, + "timestamp": "2025-07-14T12:34:48.186573" + }, + { + "epoch": 2065, + "batch_idx": 96, + "loss": 0.3546162247657776, + "learning_rate": 2.603929119136764e-06, + "timestep_mean": 471.75, + "epsilon_norm": 7.267488956451416, + "prediction_norm": 6.377961158752441, + "timestamp": "2025-07-14T12:34:48.191703" + }, + { + "epoch": 2065, + "batch_idx": 128, + "loss": 0.2094452977180481, + "learning_rate": 2.603929119136764e-06, + "timestep_mean": 450.59375, + "epsilon_norm": 6.791502952575684, + "prediction_norm": 6.088021278381348, + "timestamp": "2025-07-14T12:34:48.196983" + }, + { + "epoch": 2065, + "batch_idx": 160, + "loss": 0.3820571005344391, + "learning_rate": 2.603929119136764e-06, + "timestep_mean": 489.3125, + "epsilon_norm": 8.753180503845215, + "prediction_norm": 6.864710330963135, + "timestamp": "2025-07-14T12:34:48.202154" + }, + { + "epoch": 2065, + "batch_idx": 192, + "loss": 0.38808146119117737, + "learning_rate": 2.603929119136764e-06, + "timestep_mean": 217.625, + "epsilon_norm": 4.382523059844971, + "prediction_norm": 3.7037668228149414, + "timestamp": "2025-07-14T12:34:48.207131" + }, + { + "epoch": 2066, + "batch_idx": 0, + "loss": 0.27902287244796753, + "learning_rate": 2.684594004283783e-06, + "timestep_mean": 471.3125, + "epsilon_norm": 8.287980079650879, + "prediction_norm": 6.680689811706543, + "timestamp": "2025-07-14T12:34:48.212404" + }, + { + "epoch": 2066, + "batch_idx": 32, + "loss": 0.3863959014415741, + "learning_rate": 2.684594004283783e-06, + "timestep_mean": 424.375, + "epsilon_norm": 7.751304626464844, + "prediction_norm": 6.285149097442627, + "timestamp": "2025-07-14T12:34:48.217626" + }, + { + "epoch": 2066, + "batch_idx": 64, + "loss": 0.14867831766605377, + "learning_rate": 2.684594004283783e-06, + "timestep_mean": 554.8125, + "epsilon_norm": 7.309908866882324, + "prediction_norm": 6.8195013999938965, + "timestamp": "2025-07-14T12:34:48.222726" + }, + { + "epoch": 2066, + "batch_idx": 96, + "loss": 0.13875797390937805, + "learning_rate": 2.684594004283783e-06, + "timestep_mean": 578.15625, + "epsilon_norm": 7.898808002471924, + "prediction_norm": 7.4576544761657715, + "timestamp": "2025-07-14T12:34:48.227937" + }, + { + "epoch": 2066, + "batch_idx": 128, + "loss": 0.36216604709625244, + "learning_rate": 2.684594004283783e-06, + "timestep_mean": 484.84375, + "epsilon_norm": 7.849037170410156, + "prediction_norm": 5.603626251220703, + "timestamp": "2025-07-14T12:34:48.233090" + }, + { + "epoch": 2066, + "batch_idx": 160, + "loss": 0.3392987549304962, + "learning_rate": 2.684594004283783e-06, + "timestep_mean": 490.03125, + "epsilon_norm": 8.402709007263184, + "prediction_norm": 6.974860668182373, + "timestamp": "2025-07-14T12:34:48.238456" + }, + { + "epoch": 2066, + "batch_idx": 192, + "loss": 0.5510070323944092, + "learning_rate": 2.684594004283783e-06, + "timestep_mean": 400.75, + "epsilon_norm": 4.295605182647705, + "prediction_norm": 2.735041856765747, + "timestamp": "2025-07-14T12:34:48.243672" + }, + { + "epoch": 2067, + "batch_idx": 0, + "loss": 0.2557034492492676, + "learning_rate": 2.766485965758517e-06, + "timestep_mean": 432.03125, + "epsilon_norm": 7.635479927062988, + "prediction_norm": 6.030629634857178, + "timestamp": "2025-07-14T12:34:48.248793" + }, + { + "epoch": 2067, + "batch_idx": 32, + "loss": 0.2663704752922058, + "learning_rate": 2.766485965758517e-06, + "timestep_mean": 563.15625, + "epsilon_norm": 8.102474212646484, + "prediction_norm": 7.094755172729492, + "timestamp": "2025-07-14T12:34:48.254044" + }, + { + "epoch": 2067, + "batch_idx": 64, + "loss": 0.20743310451507568, + "learning_rate": 2.766485965758517e-06, + "timestep_mean": 529.1875, + "epsilon_norm": 8.465314865112305, + "prediction_norm": 7.220807075500488, + "timestamp": "2025-07-14T12:34:48.259290" + }, + { + "epoch": 2067, + "batch_idx": 96, + "loss": 0.3140336871147156, + "learning_rate": 2.766485965758517e-06, + "timestep_mean": 543.46875, + "epsilon_norm": 8.503060340881348, + "prediction_norm": 7.528323173522949, + "timestamp": "2025-07-14T12:34:48.264467" + }, + { + "epoch": 2067, + "batch_idx": 128, + "loss": 0.11486665159463882, + "learning_rate": 2.766485965758517e-06, + "timestep_mean": 564.0, + "epsilon_norm": 8.484648704528809, + "prediction_norm": 8.161876678466797, + "timestamp": "2025-07-14T12:34:48.269643" + }, + { + "epoch": 2067, + "batch_idx": 160, + "loss": 0.23316653072834015, + "learning_rate": 2.766485965758517e-06, + "timestep_mean": 586.0625, + "epsilon_norm": 8.556766510009766, + "prediction_norm": 7.512660503387451, + "timestamp": "2025-07-14T12:34:48.274608" + }, + { + "epoch": 2067, + "batch_idx": 192, + "loss": 0.15564891695976257, + "learning_rate": 2.766485965758517e-06, + "timestep_mean": 431.75, + "epsilon_norm": 3.571366310119629, + "prediction_norm": 3.533787250518799, + "timestamp": "2025-07-14T12:34:48.279913" + }, + { + "epoch": 2068, + "batch_idx": 0, + "loss": 0.30017006397247314, + "learning_rate": 2.8496048015005416e-06, + "timestep_mean": 501.6875, + "epsilon_norm": 8.205002784729004, + "prediction_norm": 7.126302719116211, + "timestamp": "2025-07-14T12:34:48.284995" + }, + { + "epoch": 2068, + "batch_idx": 32, + "loss": 0.38990747928619385, + "learning_rate": 2.8496048015005416e-06, + "timestep_mean": 583.375, + "epsilon_norm": 8.763049125671387, + "prediction_norm": 7.579427242279053, + "timestamp": "2025-07-14T12:34:48.290032" + }, + { + "epoch": 2068, + "batch_idx": 64, + "loss": 0.16155776381492615, + "learning_rate": 2.8496048015005416e-06, + "timestep_mean": 507.9375, + "epsilon_norm": 7.256934642791748, + "prediction_norm": 6.106733322143555, + "timestamp": "2025-07-14T12:34:48.294942" + }, + { + "epoch": 2068, + "batch_idx": 96, + "loss": 0.5069133043289185, + "learning_rate": 2.8496048015005416e-06, + "timestep_mean": 531.375, + "epsilon_norm": 8.409050941467285, + "prediction_norm": 6.169069290161133, + "timestamp": "2025-07-14T12:34:48.299991" + }, + { + "epoch": 2068, + "batch_idx": 128, + "loss": 0.2728324234485626, + "learning_rate": 2.8496048015005416e-06, + "timestep_mean": 532.8125, + "epsilon_norm": 8.248457908630371, + "prediction_norm": 6.790984153747559, + "timestamp": "2025-07-14T12:34:48.305263" + }, + { + "epoch": 2068, + "batch_idx": 160, + "loss": 0.42241743206977844, + "learning_rate": 2.8496048015005416e-06, + "timestep_mean": 442.5625, + "epsilon_norm": 8.670236587524414, + "prediction_norm": 7.113818645477295, + "timestamp": "2025-07-14T12:34:48.310387" + }, + { + "epoch": 2068, + "batch_idx": 192, + "loss": 0.1877475529909134, + "learning_rate": 2.8496048015005416e-06, + "timestep_mean": 430.125, + "epsilon_norm": 3.7901508808135986, + "prediction_norm": 3.238313674926758, + "timestamp": "2025-07-14T12:34:48.315472" + }, + { + "epoch": 2069, + "batch_idx": 0, + "loss": 0.13625650107860565, + "learning_rate": 2.933950306422465e-06, + "timestep_mean": 619.40625, + "epsilon_norm": 8.306520462036133, + "prediction_norm": 8.160019874572754, + "timestamp": "2025-07-14T12:34:48.320678" + }, + { + "epoch": 2069, + "batch_idx": 32, + "loss": 0.2090483009815216, + "learning_rate": 2.933950306422465e-06, + "timestep_mean": 491.90625, + "epsilon_norm": 7.901076793670654, + "prediction_norm": 6.195827007293701, + "timestamp": "2025-07-14T12:34:48.325833" + }, + { + "epoch": 2069, + "batch_idx": 64, + "loss": 0.34694749116897583, + "learning_rate": 2.933950306422465e-06, + "timestep_mean": 591.375, + "epsilon_norm": 7.559941291809082, + "prediction_norm": 5.79580020904541, + "timestamp": "2025-07-14T12:34:48.330903" + }, + { + "epoch": 2069, + "batch_idx": 96, + "loss": 0.1424245536327362, + "learning_rate": 2.933950306422465e-06, + "timestep_mean": 470.21875, + "epsilon_norm": 6.689529895782471, + "prediction_norm": 5.875269889831543, + "timestamp": "2025-07-14T12:34:48.336097" + }, + { + "epoch": 2069, + "batch_idx": 128, + "loss": 0.22997614741325378, + "learning_rate": 2.933950306422465e-06, + "timestep_mean": 444.0625, + "epsilon_norm": 7.1994147300720215, + "prediction_norm": 5.939748764038086, + "timestamp": "2025-07-14T12:34:48.341222" + }, + { + "epoch": 2069, + "batch_idx": 160, + "loss": 0.2827039361000061, + "learning_rate": 2.933950306422465e-06, + "timestep_mean": 392.78125, + "epsilon_norm": 7.4046854972839355, + "prediction_norm": 6.738635540008545, + "timestamp": "2025-07-14T12:34:48.346570" + }, + { + "epoch": 2069, + "batch_idx": 192, + "loss": 0.11878149956464767, + "learning_rate": 2.933950306422465e-06, + "timestep_mean": 660.0, + "epsilon_norm": 3.396148204803467, + "prediction_norm": 3.256359577178955, + "timestamp": "2025-07-14T12:34:48.351665" + }, + { + "epoch": 2070, + "batch_idx": 0, + "loss": 0.2529388666152954, + "learning_rate": 3.0195222724101507e-06, + "timestep_mean": 511.40625, + "epsilon_norm": 8.78860855102539, + "prediction_norm": 7.622913837432861, + "timestamp": "2025-07-14T12:34:48.356755" + }, + { + "epoch": 2070, + "batch_idx": 32, + "loss": 0.26789793372154236, + "learning_rate": 3.0195222724101507e-06, + "timestep_mean": 508.625, + "epsilon_norm": 8.484403610229492, + "prediction_norm": 7.0509033203125, + "timestamp": "2025-07-14T12:34:48.361991" + }, + { + "epoch": 2070, + "batch_idx": 64, + "loss": 0.1822848916053772, + "learning_rate": 3.0195222724101507e-06, + "timestep_mean": 469.59375, + "epsilon_norm": 7.587179660797119, + "prediction_norm": 6.985199451446533, + "timestamp": "2025-07-14T12:34:48.367261" + }, + { + "epoch": 2070, + "batch_idx": 96, + "loss": 0.18447577953338623, + "learning_rate": 3.0195222724101507e-06, + "timestep_mean": 445.78125, + "epsilon_norm": 7.599787712097168, + "prediction_norm": 6.176187992095947, + "timestamp": "2025-07-14T12:34:48.372380" + }, + { + "epoch": 2070, + "batch_idx": 128, + "loss": 0.1414252519607544, + "learning_rate": 3.0195222724101507e-06, + "timestep_mean": 568.21875, + "epsilon_norm": 7.999392509460449, + "prediction_norm": 7.743504524230957, + "timestamp": "2025-07-14T12:34:48.377253" + }, + { + "epoch": 2070, + "batch_idx": 160, + "loss": 0.275942325592041, + "learning_rate": 3.0195222724101507e-06, + "timestep_mean": 481.78125, + "epsilon_norm": 8.242849349975586, + "prediction_norm": 7.202282428741455, + "timestamp": "2025-07-14T12:34:48.382252" + }, + { + "epoch": 2070, + "batch_idx": 192, + "loss": 0.4525328278541565, + "learning_rate": 3.0195222724101507e-06, + "timestep_mean": 412.5, + "epsilon_norm": 4.292324542999268, + "prediction_norm": 3.177804946899414, + "timestamp": "2025-07-14T12:34:48.387317" + }, + { + "epoch": 2071, + "batch_idx": 0, + "loss": 0.14535731077194214, + "learning_rate": 3.1063204883232706e-06, + "timestep_mean": 624.65625, + "epsilon_norm": 7.910338401794434, + "prediction_norm": 7.486793041229248, + "timestamp": "2025-07-14T12:34:48.392602" + }, + { + "epoch": 2071, + "batch_idx": 32, + "loss": 0.4100560247898102, + "learning_rate": 3.1063204883232706e-06, + "timestep_mean": 489.375, + "epsilon_norm": 8.300671577453613, + "prediction_norm": 6.98557186126709, + "timestamp": "2025-07-14T12:34:48.397729" + }, + { + "epoch": 2071, + "batch_idx": 64, + "loss": 0.676537036895752, + "learning_rate": 3.1063204883232706e-06, + "timestep_mean": 450.59375, + "epsilon_norm": 9.909399032592773, + "prediction_norm": 6.974056720733643, + "timestamp": "2025-07-14T12:34:48.402626" + }, + { + "epoch": 2071, + "batch_idx": 96, + "loss": 0.286587655544281, + "learning_rate": 3.1063204883232706e-06, + "timestep_mean": 572.65625, + "epsilon_norm": 7.914554595947266, + "prediction_norm": 7.16878604888916, + "timestamp": "2025-07-14T12:34:48.407537" + }, + { + "epoch": 2071, + "batch_idx": 128, + "loss": 0.16984249651432037, + "learning_rate": 3.1063204883232706e-06, + "timestep_mean": 452.5, + "epsilon_norm": 8.274645805358887, + "prediction_norm": 7.615505218505859, + "timestamp": "2025-07-14T12:34:48.412351" + }, + { + "epoch": 2071, + "batch_idx": 160, + "loss": 0.30813390016555786, + "learning_rate": 3.1063204883232706e-06, + "timestep_mean": 518.28125, + "epsilon_norm": 7.239374160766602, + "prediction_norm": 5.695877552032471, + "timestamp": "2025-07-14T12:34:48.417564" + }, + { + "epoch": 2071, + "batch_idx": 192, + "loss": 0.42090529203414917, + "learning_rate": 3.1063204883232706e-06, + "timestep_mean": 460.875, + "epsilon_norm": 4.725797176361084, + "prediction_norm": 3.018012762069702, + "timestamp": "2025-07-14T12:34:48.422617" + }, + { + "epoch": 2072, + "batch_idx": 0, + "loss": 0.2665477693080902, + "learning_rate": 3.1943447399958065e-06, + "timestep_mean": 530.625, + "epsilon_norm": 9.533895492553711, + "prediction_norm": 7.980255603790283, + "timestamp": "2025-07-14T12:34:48.427741" + }, + { + "epoch": 2072, + "batch_idx": 32, + "loss": 0.29801368713378906, + "learning_rate": 3.1943447399958065e-06, + "timestep_mean": 564.5, + "epsilon_norm": 8.367046356201172, + "prediction_norm": 7.655715465545654, + "timestamp": "2025-07-14T12:34:48.432756" + }, + { + "epoch": 2072, + "batch_idx": 64, + "loss": 0.20207396149635315, + "learning_rate": 3.1943447399958065e-06, + "timestep_mean": 477.59375, + "epsilon_norm": 8.28209400177002, + "prediction_norm": 7.647837162017822, + "timestamp": "2025-07-14T12:34:48.437925" + }, + { + "epoch": 2072, + "batch_idx": 96, + "loss": 0.227277934551239, + "learning_rate": 3.1943447399958065e-06, + "timestep_mean": 527.78125, + "epsilon_norm": 7.869251251220703, + "prediction_norm": 6.706872463226318, + "timestamp": "2025-07-14T12:34:48.443043" + }, + { + "epoch": 2072, + "batch_idx": 128, + "loss": 0.2211451381444931, + "learning_rate": 3.1943447399958065e-06, + "timestep_mean": 613.15625, + "epsilon_norm": 7.561808109283447, + "prediction_norm": 6.86402702331543, + "timestamp": "2025-07-14T12:34:48.448086" + }, + { + "epoch": 2072, + "batch_idx": 160, + "loss": 0.222611665725708, + "learning_rate": 3.1943447399958065e-06, + "timestep_mean": 474.09375, + "epsilon_norm": 7.65997838973999, + "prediction_norm": 6.620434761047363, + "timestamp": "2025-07-14T12:34:48.453209" + }, + { + "epoch": 2072, + "batch_idx": 192, + "loss": 0.22114840149879456, + "learning_rate": 3.1943447399958065e-06, + "timestep_mean": 514.0, + "epsilon_norm": 4.894209861755371, + "prediction_norm": 4.428941249847412, + "timestamp": "2025-07-14T12:34:48.458521" + }, + { + "epoch": 2073, + "batch_idx": 0, + "loss": 0.49283164739608765, + "learning_rate": 3.2835948102367163e-06, + "timestep_mean": 458.75, + "epsilon_norm": 9.006216049194336, + "prediction_norm": 6.804218292236328, + "timestamp": "2025-07-14T12:34:48.463647" + }, + { + "epoch": 2073, + "batch_idx": 32, + "loss": 0.19251984357833862, + "learning_rate": 3.2835948102367163e-06, + "timestep_mean": 454.09375, + "epsilon_norm": 8.064576148986816, + "prediction_norm": 7.028006553649902, + "timestamp": "2025-07-14T12:34:48.468807" + }, + { + "epoch": 2073, + "batch_idx": 64, + "loss": 0.39655736088752747, + "learning_rate": 3.2835948102367163e-06, + "timestep_mean": 489.75, + "epsilon_norm": 8.179819107055664, + "prediction_norm": 6.509337425231934, + "timestamp": "2025-07-14T12:34:48.473852" + }, + { + "epoch": 2073, + "batch_idx": 96, + "loss": 0.3343738317489624, + "learning_rate": 3.2835948102367163e-06, + "timestep_mean": 521.78125, + "epsilon_norm": 7.583380222320557, + "prediction_norm": 5.984016418457031, + "timestamp": "2025-07-14T12:34:48.479157" + }, + { + "epoch": 2073, + "batch_idx": 128, + "loss": 0.17948028445243835, + "learning_rate": 3.2835948102367163e-06, + "timestep_mean": 530.46875, + "epsilon_norm": 7.542649745941162, + "prediction_norm": 6.465890884399414, + "timestamp": "2025-07-14T12:34:48.484522" + }, + { + "epoch": 2073, + "batch_idx": 160, + "loss": 0.19393596053123474, + "learning_rate": 3.2835948102367163e-06, + "timestep_mean": 466.8125, + "epsilon_norm": 7.034757614135742, + "prediction_norm": 5.98081636428833, + "timestamp": "2025-07-14T12:34:48.489625" + }, + { + "epoch": 2073, + "batch_idx": 192, + "loss": 0.42027971148490906, + "learning_rate": 3.2835948102367163e-06, + "timestep_mean": 517.625, + "epsilon_norm": 4.6440019607543945, + "prediction_norm": 3.3476688861846924, + "timestamp": "2025-07-14T12:34:48.494767" + }, + { + "epoch": 2074, + "batch_idx": 0, + "loss": 0.24514973163604736, + "learning_rate": 3.37407047883032e-06, + "timestep_mean": 588.9375, + "epsilon_norm": 8.120176315307617, + "prediction_norm": 7.019924640655518, + "timestamp": "2025-07-14T12:34:48.499885" + }, + { + "epoch": 2074, + "batch_idx": 32, + "loss": 0.1539304554462433, + "learning_rate": 3.37407047883032e-06, + "timestep_mean": 517.03125, + "epsilon_norm": 8.66347599029541, + "prediction_norm": 8.24375057220459, + "timestamp": "2025-07-14T12:34:48.505215" + }, + { + "epoch": 2074, + "batch_idx": 64, + "loss": 0.5726816654205322, + "learning_rate": 3.37407047883032e-06, + "timestep_mean": 432.59375, + "epsilon_norm": 8.220808982849121, + "prediction_norm": 5.501026630401611, + "timestamp": "2025-07-14T12:34:48.510386" + }, + { + "epoch": 2074, + "batch_idx": 96, + "loss": 0.4423021674156189, + "learning_rate": 3.37407047883032e-06, + "timestep_mean": 434.46875, + "epsilon_norm": 7.500818729400635, + "prediction_norm": 5.664423942565918, + "timestamp": "2025-07-14T12:34:48.515387" + }, + { + "epoch": 2074, + "batch_idx": 128, + "loss": 0.31070709228515625, + "learning_rate": 3.37407047883032e-06, + "timestep_mean": 466.9375, + "epsilon_norm": 7.937017440795898, + "prediction_norm": 6.466262340545654, + "timestamp": "2025-07-14T12:34:48.520590" + }, + { + "epoch": 2074, + "batch_idx": 160, + "loss": 0.5266275405883789, + "learning_rate": 3.37407047883032e-06, + "timestep_mean": 506.09375, + "epsilon_norm": 9.01425552368164, + "prediction_norm": 7.053743362426758, + "timestamp": "2025-07-14T12:34:48.525631" + }, + { + "epoch": 2074, + "batch_idx": 192, + "loss": 0.07104353606700897, + "learning_rate": 3.37407047883032e-06, + "timestep_mean": 559.625, + "epsilon_norm": 2.6033992767333984, + "prediction_norm": 2.6961371898651123, + "timestamp": "2025-07-14T12:34:48.530612" + }, + { + "epoch": 2075, + "batch_idx": 0, + "loss": 0.4914439618587494, + "learning_rate": 3.465771522536858e-06, + "timestep_mean": 432.71875, + "epsilon_norm": 9.168079376220703, + "prediction_norm": 6.631424427032471, + "timestamp": "2025-07-14T12:34:48.535663" + }, + { + "epoch": 2075, + "batch_idx": 32, + "loss": 0.21484701335430145, + "learning_rate": 3.465771522536858e-06, + "timestep_mean": 447.46875, + "epsilon_norm": 8.13545036315918, + "prediction_norm": 7.421809196472168, + "timestamp": "2025-07-14T12:34:48.540700" + }, + { + "epoch": 2075, + "batch_idx": 64, + "loss": 0.2809286117553711, + "learning_rate": 3.465771522536858e-06, + "timestep_mean": 510.65625, + "epsilon_norm": 7.849559307098389, + "prediction_norm": 6.413572311401367, + "timestamp": "2025-07-14T12:34:48.545912" + }, + { + "epoch": 2075, + "batch_idx": 96, + "loss": 0.40158116817474365, + "learning_rate": 3.465771522536858e-06, + "timestep_mean": 469.71875, + "epsilon_norm": 7.632244110107422, + "prediction_norm": 6.0164408683776855, + "timestamp": "2025-07-14T12:34:48.551094" + }, + { + "epoch": 2075, + "batch_idx": 128, + "loss": 0.23605278134346008, + "learning_rate": 3.465771522536858e-06, + "timestep_mean": 515.25, + "epsilon_norm": 7.953861713409424, + "prediction_norm": 6.853907585144043, + "timestamp": "2025-07-14T12:34:48.556206" + }, + { + "epoch": 2075, + "batch_idx": 160, + "loss": 0.16592209041118622, + "learning_rate": 3.465771522536858e-06, + "timestep_mean": 521.0625, + "epsilon_norm": 8.525311470031738, + "prediction_norm": 7.550526142120361, + "timestamp": "2025-07-14T12:34:48.561324" + }, + { + "epoch": 2075, + "batch_idx": 192, + "loss": 0.17247968912124634, + "learning_rate": 3.465771522536858e-06, + "timestep_mean": 540.75, + "epsilon_norm": 4.360125541687012, + "prediction_norm": 3.6940622329711914, + "timestamp": "2025-07-14T12:34:48.566312" + }, + { + "epoch": 2076, + "batch_idx": 0, + "loss": 0.21791347861289978, + "learning_rate": 3.5586977150931556e-06, + "timestep_mean": 532.21875, + "epsilon_norm": 8.060613632202148, + "prediction_norm": 6.668852806091309, + "timestamp": "2025-07-14T12:34:48.571639" + }, + { + "epoch": 2076, + "batch_idx": 32, + "loss": 0.2607469856739044, + "learning_rate": 3.5586977150931556e-06, + "timestep_mean": 444.09375, + "epsilon_norm": 7.283718109130859, + "prediction_norm": 5.977640628814697, + "timestamp": "2025-07-14T12:34:48.576683" + }, + { + "epoch": 2076, + "batch_idx": 64, + "loss": 0.3512851893901825, + "learning_rate": 3.5586977150931556e-06, + "timestep_mean": 438.6875, + "epsilon_norm": 7.683563232421875, + "prediction_norm": 6.125763416290283, + "timestamp": "2025-07-14T12:34:48.581748" + }, + { + "epoch": 2076, + "batch_idx": 96, + "loss": 0.18430587649345398, + "learning_rate": 3.5586977150931556e-06, + "timestep_mean": 458.65625, + "epsilon_norm": 6.441440582275391, + "prediction_norm": 5.137763023376465, + "timestamp": "2025-07-14T12:34:48.586939" + }, + { + "epoch": 2076, + "batch_idx": 128, + "loss": 0.22397297620773315, + "learning_rate": 3.5586977150931556e-06, + "timestep_mean": 503.71875, + "epsilon_norm": 7.8046875, + "prediction_norm": 6.45200777053833, + "timestamp": "2025-07-14T12:34:48.592135" + }, + { + "epoch": 2076, + "batch_idx": 160, + "loss": 0.16571322083473206, + "learning_rate": 3.5586977150931556e-06, + "timestep_mean": 571.0625, + "epsilon_norm": 6.8660712242126465, + "prediction_norm": 5.873371124267578, + "timestamp": "2025-07-14T12:34:48.597292" + }, + { + "epoch": 2076, + "batch_idx": 192, + "loss": 0.36991602182388306, + "learning_rate": 3.5586977150931556e-06, + "timestep_mean": 568.375, + "epsilon_norm": 4.186411380767822, + "prediction_norm": 3.07829213142395, + "timestamp": "2025-07-14T12:34:48.602375" + }, + { + "epoch": 2077, + "batch_idx": 0, + "loss": 0.28217393159866333, + "learning_rate": 3.6528488272130667e-06, + "timestep_mean": 618.28125, + "epsilon_norm": 7.39035701751709, + "prediction_norm": 6.175076007843018, + "timestamp": "2025-07-14T12:34:48.607386" + }, + { + "epoch": 2077, + "batch_idx": 32, + "loss": 0.33525264263153076, + "learning_rate": 3.6528488272130667e-06, + "timestep_mean": 419.0625, + "epsilon_norm": 7.7396087646484375, + "prediction_norm": 6.0495147705078125, + "timestamp": "2025-07-14T12:34:48.612566" + }, + { + "epoch": 2077, + "batch_idx": 64, + "loss": 0.13440604507923126, + "learning_rate": 3.6528488272130667e-06, + "timestep_mean": 480.5, + "epsilon_norm": 6.817437171936035, + "prediction_norm": 6.695012092590332, + "timestamp": "2025-07-14T12:34:48.617745" + }, + { + "epoch": 2077, + "batch_idx": 96, + "loss": 0.17572757601737976, + "learning_rate": 3.6528488272130667e-06, + "timestep_mean": 565.28125, + "epsilon_norm": 7.427039623260498, + "prediction_norm": 6.7197442054748535, + "timestamp": "2025-07-14T12:34:48.622857" + }, + { + "epoch": 2077, + "batch_idx": 128, + "loss": 0.22179512679576874, + "learning_rate": 3.6528488272130667e-06, + "timestep_mean": 493.78125, + "epsilon_norm": 8.940971374511719, + "prediction_norm": 7.718297481536865, + "timestamp": "2025-07-14T12:34:48.627987" + }, + { + "epoch": 2077, + "batch_idx": 160, + "loss": 0.15178020298480988, + "learning_rate": 3.6528488272130667e-06, + "timestep_mean": 524.5, + "epsilon_norm": 7.722970485687256, + "prediction_norm": 6.941417217254639, + "timestamp": "2025-07-14T12:34:48.633041" + }, + { + "epoch": 2077, + "batch_idx": 192, + "loss": 0.20498010516166687, + "learning_rate": 3.6528488272130667e-06, + "timestep_mean": 731.0, + "epsilon_norm": 3.6798837184906006, + "prediction_norm": 2.9377200603485107, + "timestamp": "2025-07-14T12:34:48.638306" + }, + { + "epoch": 2078, + "batch_idx": 0, + "loss": 0.2816975712776184, + "learning_rate": 3.7482246265881413e-06, + "timestep_mean": 496.1875, + "epsilon_norm": 7.369171619415283, + "prediction_norm": 6.02598237991333, + "timestamp": "2025-07-14T12:34:48.643381" + }, + { + "epoch": 2078, + "batch_idx": 32, + "loss": 0.2291814088821411, + "learning_rate": 3.7482246265881413e-06, + "timestep_mean": 645.25, + "epsilon_norm": 8.821771621704102, + "prediction_norm": 7.889098644256592, + "timestamp": "2025-07-14T12:34:48.648480" + }, + { + "epoch": 2078, + "batch_idx": 64, + "loss": 0.38102245330810547, + "learning_rate": 3.7482246265881413e-06, + "timestep_mean": 467.90625, + "epsilon_norm": 7.52417516708374, + "prediction_norm": 6.253537654876709, + "timestamp": "2025-07-14T12:34:48.653672" + }, + { + "epoch": 2078, + "batch_idx": 96, + "loss": 0.19557756185531616, + "learning_rate": 3.7482246265881413e-06, + "timestep_mean": 503.6875, + "epsilon_norm": 7.432689189910889, + "prediction_norm": 6.592925548553467, + "timestamp": "2025-07-14T12:34:48.658736" + }, + { + "epoch": 2078, + "batch_idx": 128, + "loss": 0.36401981115341187, + "learning_rate": 3.7482246265881413e-06, + "timestep_mean": 480.15625, + "epsilon_norm": 7.6028361320495605, + "prediction_norm": 6.227372646331787, + "timestamp": "2025-07-14T12:34:48.663915" + }, + { + "epoch": 2078, + "batch_idx": 160, + "loss": 0.20486114919185638, + "learning_rate": 3.7482246265881413e-06, + "timestep_mean": 553.21875, + "epsilon_norm": 7.5352959632873535, + "prediction_norm": 6.837242603302002, + "timestamp": "2025-07-14T12:34:48.669074" + }, + { + "epoch": 2078, + "batch_idx": 192, + "loss": 0.23301643133163452, + "learning_rate": 3.7482246265881413e-06, + "timestep_mean": 598.25, + "epsilon_norm": 4.678531169891357, + "prediction_norm": 4.113453388214111, + "timestamp": "2025-07-14T12:34:48.674108" + }, + { + "epoch": 2079, + "batch_idx": 0, + "loss": 0.23611056804656982, + "learning_rate": 3.844824877887958e-06, + "timestep_mean": 471.71875, + "epsilon_norm": 7.299243927001953, + "prediction_norm": 5.890957832336426, + "timestamp": "2025-07-14T12:34:48.679273" + }, + { + "epoch": 2079, + "batch_idx": 32, + "loss": 0.2105276882648468, + "learning_rate": 3.844824877887958e-06, + "timestep_mean": 486.125, + "epsilon_norm": 7.767651081085205, + "prediction_norm": 7.168363571166992, + "timestamp": "2025-07-14T12:34:48.684430" + }, + { + "epoch": 2079, + "batch_idx": 64, + "loss": 0.36129337549209595, + "learning_rate": 3.844824877887958e-06, + "timestep_mean": 528.6875, + "epsilon_norm": 7.822125434875488, + "prediction_norm": 6.455286502838135, + "timestamp": "2025-07-14T12:34:48.689528" + }, + { + "epoch": 2079, + "batch_idx": 96, + "loss": 0.11711852252483368, + "learning_rate": 3.844824877887958e-06, + "timestep_mean": 582.9375, + "epsilon_norm": 7.448644638061523, + "prediction_norm": 7.03138542175293, + "timestamp": "2025-07-14T12:34:48.694620" + }, + { + "epoch": 2079, + "batch_idx": 128, + "loss": 0.25710225105285645, + "learning_rate": 3.844824877887958e-06, + "timestep_mean": 495.5625, + "epsilon_norm": 7.647492408752441, + "prediction_norm": 6.5482282638549805, + "timestamp": "2025-07-14T12:34:48.699599" + }, + { + "epoch": 2079, + "batch_idx": 160, + "loss": 0.17053869366645813, + "learning_rate": 3.844824877887958e-06, + "timestep_mean": 508.03125, + "epsilon_norm": 8.649863243103027, + "prediction_norm": 7.6358771324157715, + "timestamp": "2025-07-14T12:34:48.704799" + }, + { + "epoch": 2079, + "batch_idx": 192, + "loss": 0.5555723309516907, + "learning_rate": 3.844824877887958e-06, + "timestep_mean": 536.875, + "epsilon_norm": 5.657909870147705, + "prediction_norm": 4.904521942138672, + "timestamp": "2025-07-14T12:34:48.709567" + }, + { + "epoch": 2080, + "batch_idx": 0, + "loss": 0.3053268492221832, + "learning_rate": 3.942649342761066e-06, + "timestep_mean": 484.03125, + "epsilon_norm": 6.723114490509033, + "prediction_norm": 5.71791934967041, + "timestamp": "2025-07-14T12:34:48.714409" + }, + { + "epoch": 2080, + "batch_idx": 32, + "loss": 0.2047596275806427, + "learning_rate": 3.942649342761066e-06, + "timestep_mean": 501.625, + "epsilon_norm": 8.312225341796875, + "prediction_norm": 7.700724124908447, + "timestamp": "2025-07-14T12:34:48.719269" + }, + { + "epoch": 2080, + "batch_idx": 64, + "loss": 0.2273777425289154, + "learning_rate": 3.942649342761066e-06, + "timestep_mean": 544.25, + "epsilon_norm": 9.435603141784668, + "prediction_norm": 8.567902565002441, + "timestamp": "2025-07-14T12:34:48.724184" + }, + { + "epoch": 2080, + "batch_idx": 96, + "loss": 0.2799607813358307, + "learning_rate": 3.942649342761066e-06, + "timestep_mean": 512.34375, + "epsilon_norm": 7.503625392913818, + "prediction_norm": 6.367336273193359, + "timestamp": "2025-07-14T12:34:48.729222" + }, + { + "epoch": 2080, + "batch_idx": 128, + "loss": 0.3626571297645569, + "learning_rate": 3.942649342761066e-06, + "timestep_mean": 511.59375, + "epsilon_norm": 8.546154975891113, + "prediction_norm": 7.135107040405273, + "timestamp": "2025-07-14T12:34:48.734434" + }, + { + "epoch": 2080, + "batch_idx": 160, + "loss": 0.13848960399627686, + "learning_rate": 3.942649342761066e-06, + "timestep_mean": 642.0625, + "epsilon_norm": 9.147595405578613, + "prediction_norm": 9.039735794067383, + "timestamp": "2025-07-14T12:34:48.739525" + }, + { + "epoch": 2080, + "batch_idx": 192, + "loss": 0.3153694272041321, + "learning_rate": 3.942649342761066e-06, + "timestep_mean": 407.875, + "epsilon_norm": 4.998055458068848, + "prediction_norm": 4.001641273498535, + "timestamp": "2025-07-14T12:34:48.744570" + }, + { + "epoch": 2081, + "batch_idx": 0, + "loss": 0.18203169107437134, + "learning_rate": 4.041697779835322e-06, + "timestep_mean": 510.34375, + "epsilon_norm": 7.547521591186523, + "prediction_norm": 6.649340629577637, + "timestamp": "2025-07-14T12:34:48.749454" + }, + { + "epoch": 2081, + "batch_idx": 32, + "loss": 0.1518702208995819, + "learning_rate": 4.041697779835322e-06, + "timestep_mean": 532.3125, + "epsilon_norm": 7.974281311035156, + "prediction_norm": 7.226606369018555, + "timestamp": "2025-07-14T12:34:48.754636" + }, + { + "epoch": 2081, + "batch_idx": 64, + "loss": 0.3521069884300232, + "learning_rate": 4.041697779835322e-06, + "timestep_mean": 515.78125, + "epsilon_norm": 9.266505241394043, + "prediction_norm": 7.330082893371582, + "timestamp": "2025-07-14T12:34:48.759623" + }, + { + "epoch": 2081, + "batch_idx": 96, + "loss": 0.2872830629348755, + "learning_rate": 4.041697779835322e-06, + "timestep_mean": 452.6875, + "epsilon_norm": 7.798683166503906, + "prediction_norm": 6.163485527038574, + "timestamp": "2025-07-14T12:34:48.764658" + }, + { + "epoch": 2081, + "batch_idx": 128, + "loss": 0.24636539816856384, + "learning_rate": 4.041697779835322e-06, + "timestep_mean": 616.71875, + "epsilon_norm": 8.995327949523926, + "prediction_norm": 8.065260887145996, + "timestamp": "2025-07-14T12:34:48.769740" + }, + { + "epoch": 2081, + "batch_idx": 160, + "loss": 0.3226718604564667, + "learning_rate": 4.041697779835322e-06, + "timestep_mean": 504.5625, + "epsilon_norm": 8.27943229675293, + "prediction_norm": 7.054220676422119, + "timestamp": "2025-07-14T12:34:48.774672" + }, + { + "epoch": 2081, + "batch_idx": 192, + "loss": 0.7899718880653381, + "learning_rate": 4.041697779835322e-06, + "timestep_mean": 463.625, + "epsilon_norm": 4.4333415031433105, + "prediction_norm": 3.144331455230713, + "timestamp": "2025-07-14T12:34:48.779571" + }, + { + "epoch": 2082, + "batch_idx": 0, + "loss": 0.4571727514266968, + "learning_rate": 4.141969944718553e-06, + "timestep_mean": 495.15625, + "epsilon_norm": 7.915322780609131, + "prediction_norm": 5.892182350158691, + "timestamp": "2025-07-14T12:34:48.784413" + }, + { + "epoch": 2082, + "batch_idx": 32, + "loss": 0.22082477807998657, + "learning_rate": 4.141969944718553e-06, + "timestep_mean": 485.15625, + "epsilon_norm": 7.879044532775879, + "prediction_norm": 7.207665920257568, + "timestamp": "2025-07-14T12:34:48.789269" + }, + { + "epoch": 2082, + "batch_idx": 64, + "loss": 0.18506821990013123, + "learning_rate": 4.141969944718553e-06, + "timestep_mean": 407.78125, + "epsilon_norm": 7.63810396194458, + "prediction_norm": 6.889399528503418, + "timestamp": "2025-07-14T12:34:48.794137" + }, + { + "epoch": 2082, + "batch_idx": 96, + "loss": 0.16630905866622925, + "learning_rate": 4.141969944718553e-06, + "timestep_mean": 443.34375, + "epsilon_norm": 8.051286697387695, + "prediction_norm": 7.6063385009765625, + "timestamp": "2025-07-14T12:34:48.799002" + }, + { + "epoch": 2082, + "batch_idx": 128, + "loss": 0.16826757788658142, + "learning_rate": 4.141969944718553e-06, + "timestep_mean": 500.84375, + "epsilon_norm": 7.158509731292725, + "prediction_norm": 6.107629776000977, + "timestamp": "2025-07-14T12:34:48.803844" + }, + { + "epoch": 2082, + "batch_idx": 160, + "loss": 0.1610797941684723, + "learning_rate": 4.141969944718553e-06, + "timestep_mean": 531.8125, + "epsilon_norm": 7.470571041107178, + "prediction_norm": 6.662116527557373, + "timestamp": "2025-07-14T12:34:48.808754" + }, + { + "epoch": 2082, + "batch_idx": 192, + "loss": 0.22743187844753265, + "learning_rate": 4.141969944718553e-06, + "timestep_mean": 524.75, + "epsilon_norm": 3.5711820125579834, + "prediction_norm": 3.3185386657714844, + "timestamp": "2025-07-14T12:34:48.813582" + }, + { + "epoch": 2083, + "batch_idx": 0, + "loss": 0.3878869414329529, + "learning_rate": 4.243465589999167e-06, + "timestep_mean": 495.65625, + "epsilon_norm": 7.670616626739502, + "prediction_norm": 6.456746578216553, + "timestamp": "2025-07-14T12:34:48.818488" + }, + { + "epoch": 2083, + "batch_idx": 32, + "loss": 0.220300555229187, + "learning_rate": 4.243465589999167e-06, + "timestep_mean": 449.125, + "epsilon_norm": 8.510854721069336, + "prediction_norm": 7.557823181152344, + "timestamp": "2025-07-14T12:34:48.823336" + }, + { + "epoch": 2083, + "batch_idx": 64, + "loss": 0.25192055106163025, + "learning_rate": 4.243465589999167e-06, + "timestep_mean": 543.625, + "epsilon_norm": 7.828601837158203, + "prediction_norm": 6.785226345062256, + "timestamp": "2025-07-14T12:34:48.828184" + }, + { + "epoch": 2083, + "batch_idx": 96, + "loss": 0.19369009137153625, + "learning_rate": 4.243465589999167e-06, + "timestep_mean": 567.21875, + "epsilon_norm": 7.056777000427246, + "prediction_norm": 5.815238952636719, + "timestamp": "2025-07-14T12:34:48.832989" + }, + { + "epoch": 2083, + "batch_idx": 128, + "loss": 0.21956029534339905, + "learning_rate": 4.243465589999167e-06, + "timestep_mean": 492.71875, + "epsilon_norm": 10.541792869567871, + "prediction_norm": 9.294447898864746, + "timestamp": "2025-07-14T12:34:48.837951" + }, + { + "epoch": 2083, + "batch_idx": 160, + "loss": 0.2382972240447998, + "learning_rate": 4.243465589999167e-06, + "timestep_mean": 512.0, + "epsilon_norm": 8.542764663696289, + "prediction_norm": 7.5996551513671875, + "timestamp": "2025-07-14T12:34:48.842775" + }, + { + "epoch": 2083, + "batch_idx": 192, + "loss": 0.056601740419864655, + "learning_rate": 4.243465589999167e-06, + "timestep_mean": 631.25, + "epsilon_norm": 5.206565856933594, + "prediction_norm": 5.356545925140381, + "timestamp": "2025-07-14T12:34:48.847578" + }, + { + "epoch": 2084, + "batch_idx": 0, + "loss": 0.21130605041980743, + "learning_rate": 4.34618446524671e-06, + "timestep_mean": 511.40625, + "epsilon_norm": 8.078359603881836, + "prediction_norm": 6.823399066925049, + "timestamp": "2025-07-14T12:34:48.852398" + }, + { + "epoch": 2084, + "batch_idx": 32, + "loss": 0.15271008014678955, + "learning_rate": 4.34618446524671e-06, + "timestep_mean": 514.6875, + "epsilon_norm": 8.735849380493164, + "prediction_norm": 8.136554718017578, + "timestamp": "2025-07-14T12:34:48.857272" + }, + { + "epoch": 2084, + "batch_idx": 64, + "loss": 0.2807818055152893, + "learning_rate": 4.34618446524671e-06, + "timestep_mean": 453.5625, + "epsilon_norm": 9.021180152893066, + "prediction_norm": 7.262690544128418, + "timestamp": "2025-07-14T12:34:48.862138" + }, + { + "epoch": 2084, + "batch_idx": 96, + "loss": 0.2911376953125, + "learning_rate": 4.34618446524671e-06, + "timestep_mean": 467.625, + "epsilon_norm": 8.674670219421387, + "prediction_norm": 7.148521423339844, + "timestamp": "2025-07-14T12:34:48.867059" + }, + { + "epoch": 2084, + "batch_idx": 128, + "loss": 0.29466089606285095, + "learning_rate": 4.34618446524671e-06, + "timestep_mean": 418.28125, + "epsilon_norm": 7.909583568572998, + "prediction_norm": 6.096256732940674, + "timestamp": "2025-07-14T12:34:48.871943" + }, + { + "epoch": 2084, + "batch_idx": 160, + "loss": 0.27453622221946716, + "learning_rate": 4.34618446524671e-06, + "timestep_mean": 487.34375, + "epsilon_norm": 7.630361557006836, + "prediction_norm": 6.127861022949219, + "timestamp": "2025-07-14T12:34:48.876812" + }, + { + "epoch": 2084, + "batch_idx": 192, + "loss": 0.1348453164100647, + "learning_rate": 4.34618446524671e-06, + "timestep_mean": 610.875, + "epsilon_norm": 4.0463995933532715, + "prediction_norm": 3.584794044494629, + "timestamp": "2025-07-14T12:34:48.881633" + }, + { + "epoch": 2085, + "batch_idx": 0, + "loss": 0.38057318329811096, + "learning_rate": 4.4501263170125865e-06, + "timestep_mean": 462.78125, + "epsilon_norm": 8.055301666259766, + "prediction_norm": 6.119548797607422, + "timestamp": "2025-07-14T12:34:48.886499" + }, + { + "epoch": 2085, + "batch_idx": 32, + "loss": 0.41474199295043945, + "learning_rate": 4.4501263170125865e-06, + "timestep_mean": 431.71875, + "epsilon_norm": 7.238062858581543, + "prediction_norm": 5.75759744644165, + "timestamp": "2025-07-14T12:34:48.891332" + }, + { + "epoch": 2085, + "batch_idx": 64, + "loss": 0.4290291965007782, + "learning_rate": 4.4501263170125865e-06, + "timestep_mean": 332.25, + "epsilon_norm": 8.41179370880127, + "prediction_norm": 6.411358833312988, + "timestamp": "2025-07-14T12:34:48.896233" + }, + { + "epoch": 2085, + "batch_idx": 96, + "loss": 0.28718799352645874, + "learning_rate": 4.4501263170125865e-06, + "timestep_mean": 396.125, + "epsilon_norm": 7.294833660125732, + "prediction_norm": 5.602402687072754, + "timestamp": "2025-07-14T12:34:48.901125" + }, + { + "epoch": 2085, + "batch_idx": 128, + "loss": 0.2105642855167389, + "learning_rate": 4.4501263170125865e-06, + "timestep_mean": 460.96875, + "epsilon_norm": 7.276248455047607, + "prediction_norm": 6.134605407714844, + "timestamp": "2025-07-14T12:34:48.906030" + }, + { + "epoch": 2085, + "batch_idx": 160, + "loss": 0.35962456464767456, + "learning_rate": 4.4501263170125865e-06, + "timestep_mean": 558.9375, + "epsilon_norm": 8.604203224182129, + "prediction_norm": 7.03373384475708, + "timestamp": "2025-07-14T12:34:48.910867" + }, + { + "epoch": 2085, + "batch_idx": 192, + "loss": 0.6497508883476257, + "learning_rate": 4.4501263170125865e-06, + "timestep_mean": 402.625, + "epsilon_norm": 4.779829025268555, + "prediction_norm": 3.9291744232177734, + "timestamp": "2025-07-14T12:34:48.915767" + }, + { + "epoch": 2086, + "batch_idx": 0, + "loss": 0.24163833260536194, + "learning_rate": 4.55529088883067e-06, + "timestep_mean": 510.21875, + "epsilon_norm": 6.558856010437012, + "prediction_norm": 5.7142157554626465, + "timestamp": "2025-07-14T12:34:48.920609" + }, + { + "epoch": 2086, + "batch_idx": 32, + "loss": 0.3450802266597748, + "learning_rate": 4.55529088883067e-06, + "timestep_mean": 485.125, + "epsilon_norm": 8.499987602233887, + "prediction_norm": 7.179579257965088, + "timestamp": "2025-07-14T12:34:48.925561" + }, + { + "epoch": 2086, + "batch_idx": 64, + "loss": 0.22310036420822144, + "learning_rate": 4.55529088883067e-06, + "timestep_mean": 438.9375, + "epsilon_norm": 7.51213264465332, + "prediction_norm": 5.784492015838623, + "timestamp": "2025-07-14T12:34:48.930433" + }, + { + "epoch": 2086, + "batch_idx": 96, + "loss": 0.3227665424346924, + "learning_rate": 4.55529088883067e-06, + "timestep_mean": 476.96875, + "epsilon_norm": 8.669855117797852, + "prediction_norm": 6.564530849456787, + "timestamp": "2025-07-14T12:34:48.935307" + }, + { + "epoch": 2086, + "batch_idx": 128, + "loss": 0.3666141629219055, + "learning_rate": 4.55529088883067e-06, + "timestep_mean": 513.59375, + "epsilon_norm": 7.599697113037109, + "prediction_norm": 5.780829906463623, + "timestamp": "2025-07-14T12:34:48.940206" + }, + { + "epoch": 2086, + "batch_idx": 160, + "loss": 0.3866719901561737, + "learning_rate": 4.55529088883067e-06, + "timestep_mean": 549.6875, + "epsilon_norm": 9.085549354553223, + "prediction_norm": 7.9634270668029785, + "timestamp": "2025-07-14T12:34:48.945245" + }, + { + "epoch": 2086, + "batch_idx": 192, + "loss": 0.007633927743881941, + "learning_rate": 4.55529088883067e-06, + "timestep_mean": 797.375, + "epsilon_norm": 3.672964334487915, + "prediction_norm": 3.5147571563720703, + "timestamp": "2025-07-14T12:34:48.950219" + }, + { + "epoch": 2087, + "batch_idx": 0, + "loss": 0.4144037067890167, + "learning_rate": 4.661677921217694e-06, + "timestep_mean": 437.25, + "epsilon_norm": 6.94329833984375, + "prediction_norm": 5.0943989753723145, + "timestamp": "2025-07-14T12:34:48.955094" + }, + { + "epoch": 2087, + "batch_idx": 32, + "loss": 0.2235366255044937, + "learning_rate": 4.661677921217694e-06, + "timestep_mean": 435.59375, + "epsilon_norm": 7.430109977722168, + "prediction_norm": 6.153697967529297, + "timestamp": "2025-07-14T12:34:48.959955" + }, + { + "epoch": 2087, + "batch_idx": 64, + "loss": 0.25509995222091675, + "learning_rate": 4.661677921217694e-06, + "timestep_mean": 527.53125, + "epsilon_norm": 9.000880241394043, + "prediction_norm": 7.054610252380371, + "timestamp": "2025-07-14T12:34:48.964826" + }, + { + "epoch": 2087, + "batch_idx": 96, + "loss": 0.3322666883468628, + "learning_rate": 4.661677921217694e-06, + "timestep_mean": 519.03125, + "epsilon_norm": 7.887640476226807, + "prediction_norm": 6.884598255157471, + "timestamp": "2025-07-14T12:34:48.969694" + }, + { + "epoch": 2087, + "batch_idx": 128, + "loss": 0.38519811630249023, + "learning_rate": 4.661677921217694e-06, + "timestep_mean": 493.25, + "epsilon_norm": 8.541568756103516, + "prediction_norm": 6.995584011077881, + "timestamp": "2025-07-14T12:34:48.974543" + }, + { + "epoch": 2087, + "batch_idx": 160, + "loss": 0.19524893164634705, + "learning_rate": 4.661677921217694e-06, + "timestep_mean": 578.625, + "epsilon_norm": 8.068251609802246, + "prediction_norm": 7.380081653594971, + "timestamp": "2025-07-14T12:34:48.979426" + }, + { + "epoch": 2087, + "batch_idx": 192, + "loss": 0.2671193480491638, + "learning_rate": 4.661677921217694e-06, + "timestep_mean": 413.0, + "epsilon_norm": 3.9934699535369873, + "prediction_norm": 3.2965567111968994, + "timestamp": "2025-07-14T12:34:48.984277" + }, + { + "epoch": 2088, + "batch_idx": 0, + "loss": 0.15800069272518158, + "learning_rate": 4.769287151674356e-06, + "timestep_mean": 605.3125, + "epsilon_norm": 7.5178961753845215, + "prediction_norm": 6.977625846862793, + "timestamp": "2025-07-14T12:34:48.989114" + }, + { + "epoch": 2088, + "batch_idx": 32, + "loss": 0.21972927451133728, + "learning_rate": 4.769287151674356e-06, + "timestep_mean": 457.65625, + "epsilon_norm": 8.025032997131348, + "prediction_norm": 6.839761734008789, + "timestamp": "2025-07-14T12:34:48.993968" + }, + { + "epoch": 2088, + "batch_idx": 64, + "loss": 0.19544321298599243, + "learning_rate": 4.769287151674356e-06, + "timestep_mean": 512.875, + "epsilon_norm": 7.497654914855957, + "prediction_norm": 6.567048072814941, + "timestamp": "2025-07-14T12:34:48.998781" + }, + { + "epoch": 2088, + "batch_idx": 96, + "loss": 0.170052632689476, + "learning_rate": 4.769287151674356e-06, + "timestep_mean": 474.625, + "epsilon_norm": 7.641039848327637, + "prediction_norm": 7.043814182281494, + "timestamp": "2025-07-14T12:34:49.003595" + }, + { + "epoch": 2088, + "batch_idx": 128, + "loss": 0.3561028838157654, + "learning_rate": 4.769287151674356e-06, + "timestep_mean": 526.5625, + "epsilon_norm": 7.482975482940674, + "prediction_norm": 6.4735941886901855, + "timestamp": "2025-07-14T12:34:49.008533" + }, + { + "epoch": 2088, + "batch_idx": 160, + "loss": 0.28129658102989197, + "learning_rate": 4.769287151674356e-06, + "timestep_mean": 497.375, + "epsilon_norm": 8.095708847045898, + "prediction_norm": 7.0995049476623535, + "timestamp": "2025-07-14T12:34:49.013353" + }, + { + "epoch": 2088, + "batch_idx": 192, + "loss": 0.14358189702033997, + "learning_rate": 4.769287151674356e-06, + "timestep_mean": 561.25, + "epsilon_norm": 3.999765396118164, + "prediction_norm": 3.8751072883605957, + "timestamp": "2025-07-14T12:34:49.018133" + }, + { + "epoch": 2089, + "batch_idx": 0, + "loss": 0.2609080672264099, + "learning_rate": 4.878118314685548e-06, + "timestep_mean": 505.96875, + "epsilon_norm": 8.408554077148438, + "prediction_norm": 7.856872081756592, + "timestamp": "2025-07-14T12:34:49.023006" + }, + { + "epoch": 2089, + "batch_idx": 32, + "loss": 0.26184579730033875, + "learning_rate": 4.878118314685548e-06, + "timestep_mean": 504.34375, + "epsilon_norm": 7.356343746185303, + "prediction_norm": 6.698517322540283, + "timestamp": "2025-07-14T12:34:49.027827" + }, + { + "epoch": 2089, + "batch_idx": 64, + "loss": 0.5352712869644165, + "learning_rate": 4.878118314685548e-06, + "timestep_mean": 428.21875, + "epsilon_norm": 8.270716667175293, + "prediction_norm": 5.941254615783691, + "timestamp": "2025-07-14T12:34:49.032660" + }, + { + "epoch": 2089, + "batch_idx": 96, + "loss": 0.1045103520154953, + "learning_rate": 4.878118314685548e-06, + "timestep_mean": 560.8125, + "epsilon_norm": 8.167433738708496, + "prediction_norm": 7.750609397888184, + "timestamp": "2025-07-14T12:34:49.037439" + }, + { + "epoch": 2089, + "batch_idx": 128, + "loss": 0.3217247724533081, + "learning_rate": 4.878118314685548e-06, + "timestep_mean": 474.59375, + "epsilon_norm": 7.8904595375061035, + "prediction_norm": 6.366423606872559, + "timestamp": "2025-07-14T12:34:49.042596" + }, + { + "epoch": 2089, + "batch_idx": 160, + "loss": 0.4176468849182129, + "learning_rate": 4.878118314685548e-06, + "timestep_mean": 493.25, + "epsilon_norm": 8.625753402709961, + "prediction_norm": 7.071091651916504, + "timestamp": "2025-07-14T12:34:49.047680" + }, + { + "epoch": 2089, + "batch_idx": 192, + "loss": 0.09558883309364319, + "learning_rate": 4.878118314685548e-06, + "timestep_mean": 553.25, + "epsilon_norm": 3.0087954998016357, + "prediction_norm": 2.7812819480895996, + "timestamp": "2025-07-14T12:34:49.052817" + }, + { + "epoch": 2090, + "batch_idx": 0, + "loss": 0.18285229802131653, + "learning_rate": 4.988171141721238e-06, + "timestep_mean": 496.6875, + "epsilon_norm": 8.221632957458496, + "prediction_norm": 8.036340713500977, + "timestamp": "2025-07-14T12:34:49.058003" + }, + { + "epoch": 2090, + "batch_idx": 32, + "loss": 0.23399314284324646, + "learning_rate": 4.988171141721238e-06, + "timestep_mean": 456.5, + "epsilon_norm": 6.3564324378967285, + "prediction_norm": 5.919695854187012, + "timestamp": "2025-07-14T12:34:49.063213" + }, + { + "epoch": 2090, + "batch_idx": 64, + "loss": 0.28229522705078125, + "learning_rate": 4.988171141721238e-06, + "timestep_mean": 419.75, + "epsilon_norm": 6.750603199005127, + "prediction_norm": 5.8422417640686035, + "timestamp": "2025-07-14T12:34:49.068365" + }, + { + "epoch": 2090, + "batch_idx": 96, + "loss": 0.21042290329933167, + "learning_rate": 4.988171141721238e-06, + "timestep_mean": 522.96875, + "epsilon_norm": 7.743922710418701, + "prediction_norm": 6.683525085449219, + "timestamp": "2025-07-14T12:34:49.073407" + }, + { + "epoch": 2090, + "batch_idx": 128, + "loss": 0.13874953985214233, + "learning_rate": 4.988171141721238e-06, + "timestep_mean": 532.21875, + "epsilon_norm": 7.3382368087768555, + "prediction_norm": 6.046087741851807, + "timestamp": "2025-07-14T12:34:49.078571" + }, + { + "epoch": 2090, + "batch_idx": 160, + "loss": 0.175969660282135, + "learning_rate": 4.988171141721238e-06, + "timestep_mean": 547.0625, + "epsilon_norm": 6.5651326179504395, + "prediction_norm": 5.698395252227783, + "timestamp": "2025-07-14T12:34:49.083840" + }, + { + "epoch": 2090, + "batch_idx": 192, + "loss": 0.20394626259803772, + "learning_rate": 4.988171141721238e-06, + "timestep_mean": 472.75, + "epsilon_norm": 4.341278553009033, + "prediction_norm": 3.4508960247039795, + "timestamp": "2025-07-14T12:34:49.088911" + }, + { + "epoch": 2091, + "batch_idx": 0, + "loss": 0.1752658188343048, + "learning_rate": 5.0994453612368604e-06, + "timestep_mean": 485.59375, + "epsilon_norm": 8.250218391418457, + "prediction_norm": 7.731131076812744, + "timestamp": "2025-07-14T12:34:49.094075" + }, + { + "epoch": 2091, + "batch_idx": 32, + "loss": 0.31584230065345764, + "learning_rate": 5.0994453612368604e-06, + "timestep_mean": 547.21875, + "epsilon_norm": 7.814690113067627, + "prediction_norm": 5.97505521774292, + "timestamp": "2025-07-14T12:34:49.099166" + }, + { + "epoch": 2091, + "batch_idx": 64, + "loss": 0.3349187970161438, + "learning_rate": 5.0994453612368604e-06, + "timestep_mean": 466.125, + "epsilon_norm": 8.903419494628906, + "prediction_norm": 7.394201755523682, + "timestamp": "2025-07-14T12:34:49.104343" + }, + { + "epoch": 2091, + "batch_idx": 96, + "loss": 0.25762057304382324, + "learning_rate": 5.0994453612368604e-06, + "timestep_mean": 457.65625, + "epsilon_norm": 8.399690628051758, + "prediction_norm": 7.533636569976807, + "timestamp": "2025-07-14T12:34:49.109492" + }, + { + "epoch": 2091, + "batch_idx": 128, + "loss": 0.26574328541755676, + "learning_rate": 5.0994453612368604e-06, + "timestep_mean": 514.25, + "epsilon_norm": 8.273477554321289, + "prediction_norm": 6.792495250701904, + "timestamp": "2025-07-14T12:34:49.114582" + }, + { + "epoch": 2091, + "batch_idx": 160, + "loss": 0.15020619332790375, + "learning_rate": 5.0994453612368604e-06, + "timestep_mean": 573.8125, + "epsilon_norm": 8.78208065032959, + "prediction_norm": 8.146120071411133, + "timestamp": "2025-07-14T12:34:49.119871" + }, + { + "epoch": 2091, + "batch_idx": 192, + "loss": 0.06693895161151886, + "learning_rate": 5.0994453612368604e-06, + "timestep_mean": 381.625, + "epsilon_norm": 3.1687097549438477, + "prediction_norm": 3.0756428241729736, + "timestamp": "2025-07-14T12:34:49.124910" + }, + { + "epoch": 2092, + "batch_idx": 0, + "loss": 0.27849841117858887, + "learning_rate": 5.211940698674485e-06, + "timestep_mean": 524.65625, + "epsilon_norm": 8.030695915222168, + "prediction_norm": 6.570830821990967, + "timestamp": "2025-07-14T12:34:49.130218" + }, + { + "epoch": 2092, + "batch_idx": 32, + "loss": 0.27209484577178955, + "learning_rate": 5.211940698674485e-06, + "timestep_mean": 527.78125, + "epsilon_norm": 7.572181701660156, + "prediction_norm": 6.3561248779296875, + "timestamp": "2025-07-14T12:34:49.135427" + }, + { + "epoch": 2092, + "batch_idx": 64, + "loss": 0.34591853618621826, + "learning_rate": 5.211940698674485e-06, + "timestep_mean": 392.25, + "epsilon_norm": 7.558387279510498, + "prediction_norm": 6.041871070861816, + "timestamp": "2025-07-14T12:34:49.140565" + }, + { + "epoch": 2092, + "batch_idx": 96, + "loss": 0.3628217577934265, + "learning_rate": 5.211940698674485e-06, + "timestep_mean": 494.5625, + "epsilon_norm": 8.373015403747559, + "prediction_norm": 7.064360618591309, + "timestamp": "2025-07-14T12:34:49.145778" + }, + { + "epoch": 2092, + "batch_idx": 128, + "loss": 0.11397404223680496, + "learning_rate": 5.211940698674485e-06, + "timestep_mean": 549.40625, + "epsilon_norm": 8.143403053283691, + "prediction_norm": 7.266425609588623, + "timestamp": "2025-07-14T12:34:49.150613" + }, + { + "epoch": 2092, + "batch_idx": 160, + "loss": 0.40052399039268494, + "learning_rate": 5.211940698674485e-06, + "timestep_mean": 349.125, + "epsilon_norm": 7.786913871765137, + "prediction_norm": 5.967092037200928, + "timestamp": "2025-07-14T12:34:49.155754" + }, + { + "epoch": 2092, + "batch_idx": 192, + "loss": 0.1098267212510109, + "learning_rate": 5.211940698674485e-06, + "timestep_mean": 379.625, + "epsilon_norm": 3.313725471496582, + "prediction_norm": 2.997598886489868, + "timestamp": "2025-07-14T12:34:49.160830" + }, + { + "epoch": 2093, + "batch_idx": 0, + "loss": 0.2004818171262741, + "learning_rate": 5.325656876463033e-06, + "timestep_mean": 557.15625, + "epsilon_norm": 8.755416870117188, + "prediction_norm": 8.002159118652344, + "timestamp": "2025-07-14T12:34:49.165909" + }, + { + "epoch": 2093, + "batch_idx": 32, + "loss": 0.213534414768219, + "learning_rate": 5.325656876463033e-06, + "timestep_mean": 569.125, + "epsilon_norm": 7.558409690856934, + "prediction_norm": 6.484984397888184, + "timestamp": "2025-07-14T12:34:49.171098" + }, + { + "epoch": 2093, + "batch_idx": 64, + "loss": 0.15814359486103058, + "learning_rate": 5.325656876463033e-06, + "timestep_mean": 507.84375, + "epsilon_norm": 8.189188003540039, + "prediction_norm": 7.34099006652832, + "timestamp": "2025-07-14T12:34:49.176240" + }, + { + "epoch": 2093, + "batch_idx": 96, + "loss": 0.36891210079193115, + "learning_rate": 5.325656876463033e-06, + "timestep_mean": 430.6875, + "epsilon_norm": 8.350152969360352, + "prediction_norm": 7.235630989074707, + "timestamp": "2025-07-14T12:34:49.181218" + }, + { + "epoch": 2093, + "batch_idx": 128, + "loss": 0.21987196803092957, + "learning_rate": 5.325656876463033e-06, + "timestep_mean": 476.1875, + "epsilon_norm": 7.786680221557617, + "prediction_norm": 6.843603610992432, + "timestamp": "2025-07-14T12:34:49.186274" + }, + { + "epoch": 2093, + "batch_idx": 160, + "loss": 0.20974613726139069, + "learning_rate": 5.325656876463033e-06, + "timestep_mean": 523.84375, + "epsilon_norm": 7.3225417137146, + "prediction_norm": 6.385613441467285, + "timestamp": "2025-07-14T12:34:49.191408" + }, + { + "epoch": 2093, + "batch_idx": 192, + "loss": 0.29894059896469116, + "learning_rate": 5.325656876463033e-06, + "timestep_mean": 477.375, + "epsilon_norm": 3.494184732437134, + "prediction_norm": 2.77005672454834, + "timestamp": "2025-07-14T12:34:49.196642" + }, + { + "epoch": 2094, + "batch_idx": 0, + "loss": 0.06518390029668808, + "learning_rate": 5.440593614019059e-06, + "timestep_mean": 549.8125, + "epsilon_norm": 6.70557975769043, + "prediction_norm": 6.409613132476807, + "timestamp": "2025-07-14T12:34:49.201726" + }, + { + "epoch": 2094, + "batch_idx": 32, + "loss": 0.18918129801750183, + "learning_rate": 5.440593614019059e-06, + "timestep_mean": 501.0625, + "epsilon_norm": 7.6266703605651855, + "prediction_norm": 6.846685409545898, + "timestamp": "2025-07-14T12:34:49.206793" + }, + { + "epoch": 2094, + "batch_idx": 64, + "loss": 0.22885265946388245, + "learning_rate": 5.440593614019059e-06, + "timestep_mean": 469.0, + "epsilon_norm": 7.1267781257629395, + "prediction_norm": 5.759581089019775, + "timestamp": "2025-07-14T12:34:49.211965" + }, + { + "epoch": 2094, + "batch_idx": 96, + "loss": 0.35833561420440674, + "learning_rate": 5.440593614019059e-06, + "timestep_mean": 414.375, + "epsilon_norm": 7.888171672821045, + "prediction_norm": 6.287069797515869, + "timestamp": "2025-07-14T12:34:49.217093" + }, + { + "epoch": 2094, + "batch_idx": 128, + "loss": 0.35073375701904297, + "learning_rate": 5.440593614019059e-06, + "timestep_mean": 475.375, + "epsilon_norm": 7.864226341247559, + "prediction_norm": 6.463277339935303, + "timestamp": "2025-07-14T12:34:49.222245" + }, + { + "epoch": 2094, + "batch_idx": 160, + "loss": 0.2140653431415558, + "learning_rate": 5.440593614019059e-06, + "timestep_mean": 594.65625, + "epsilon_norm": 7.604952335357666, + "prediction_norm": 7.099820137023926, + "timestamp": "2025-07-14T12:34:49.227333" + }, + { + "epoch": 2094, + "batch_idx": 192, + "loss": 0.4396846294403076, + "learning_rate": 5.440593614019059e-06, + "timestep_mean": 386.5, + "epsilon_norm": 4.361995697021484, + "prediction_norm": 3.3204267024993896, + "timestamp": "2025-07-14T12:34:49.232383" + }, + { + "epoch": 2095, + "batch_idx": 0, + "loss": 0.11013079434633255, + "learning_rate": 5.556750627747694e-06, + "timestep_mean": 584.0625, + "epsilon_norm": 8.183952331542969, + "prediction_norm": 7.729267120361328, + "timestamp": "2025-07-14T12:34:49.237631" + }, + { + "epoch": 2095, + "batch_idx": 32, + "loss": 0.3292742073535919, + "learning_rate": 5.556750627747694e-06, + "timestep_mean": 506.53125, + "epsilon_norm": 9.611791610717773, + "prediction_norm": 8.356029510498047, + "timestamp": "2025-07-14T12:34:49.242808" + }, + { + "epoch": 2095, + "batch_idx": 64, + "loss": 0.16103124618530273, + "learning_rate": 5.556750627747694e-06, + "timestep_mean": 487.40625, + "epsilon_norm": 7.00653600692749, + "prediction_norm": 6.351606845855713, + "timestamp": "2025-07-14T12:34:49.247914" + }, + { + "epoch": 2095, + "batch_idx": 96, + "loss": 0.1376928687095642, + "learning_rate": 5.556750627747694e-06, + "timestep_mean": 502.71875, + "epsilon_norm": 7.00252628326416, + "prediction_norm": 6.3879852294921875, + "timestamp": "2025-07-14T12:34:49.252938" + }, + { + "epoch": 2095, + "batch_idx": 128, + "loss": 0.29513654112815857, + "learning_rate": 5.556750627747694e-06, + "timestep_mean": 434.71875, + "epsilon_norm": 7.69420051574707, + "prediction_norm": 6.386261940002441, + "timestamp": "2025-07-14T12:34:49.257933" + }, + { + "epoch": 2095, + "batch_idx": 160, + "loss": 0.25345900654792786, + "learning_rate": 5.556750627747694e-06, + "timestep_mean": 533.1875, + "epsilon_norm": 7.2182512283325195, + "prediction_norm": 6.480485916137695, + "timestamp": "2025-07-14T12:34:49.262853" + }, + { + "epoch": 2095, + "batch_idx": 192, + "loss": 0.3066675364971161, + "learning_rate": 5.556750627747694e-06, + "timestep_mean": 269.375, + "epsilon_norm": 3.7248809337615967, + "prediction_norm": 2.911342144012451, + "timestamp": "2025-07-14T12:34:49.267684" + }, + { + "epoch": 2096, + "batch_idx": 0, + "loss": 0.5605467557907104, + "learning_rate": 5.674127631043032e-06, + "timestep_mean": 348.5625, + "epsilon_norm": 7.959635257720947, + "prediction_norm": 5.131824493408203, + "timestamp": "2025-07-14T12:34:49.272537" + }, + { + "epoch": 2096, + "batch_idx": 32, + "loss": 0.15360304713249207, + "learning_rate": 5.674127631043032e-06, + "timestep_mean": 443.96875, + "epsilon_norm": 6.939497470855713, + "prediction_norm": 5.991028308868408, + "timestamp": "2025-07-14T12:34:49.277608" + }, + { + "epoch": 2096, + "batch_idx": 64, + "loss": 0.3676488995552063, + "learning_rate": 5.674127631043032e-06, + "timestep_mean": 523.40625, + "epsilon_norm": 8.205381393432617, + "prediction_norm": 6.358651638031006, + "timestamp": "2025-07-14T12:34:49.282690" + }, + { + "epoch": 2096, + "batch_idx": 96, + "loss": 0.3474425971508026, + "learning_rate": 5.674127631043032e-06, + "timestep_mean": 513.59375, + "epsilon_norm": 7.739007949829102, + "prediction_norm": 6.754108905792236, + "timestamp": "2025-07-14T12:34:49.287776" + }, + { + "epoch": 2096, + "batch_idx": 128, + "loss": 0.15532532334327698, + "learning_rate": 5.674127631043032e-06, + "timestep_mean": 542.71875, + "epsilon_norm": 7.8454060554504395, + "prediction_norm": 6.786777019500732, + "timestamp": "2025-07-14T12:34:49.292894" + }, + { + "epoch": 2096, + "batch_idx": 160, + "loss": 0.46317577362060547, + "learning_rate": 5.674127631043032e-06, + "timestep_mean": 495.25, + "epsilon_norm": 9.015693664550781, + "prediction_norm": 6.813936233520508, + "timestamp": "2025-07-14T12:34:49.297964" + }, + { + "epoch": 2096, + "batch_idx": 192, + "loss": 0.6043339967727661, + "learning_rate": 5.674127631043032e-06, + "timestep_mean": 532.0, + "epsilon_norm": 3.9885687828063965, + "prediction_norm": 3.0721683502197266, + "timestamp": "2025-07-14T12:34:49.303026" + }, + { + "epoch": 2097, + "batch_idx": 0, + "loss": 0.24993614852428436, + "learning_rate": 5.7927243342888535e-06, + "timestep_mean": 478.15625, + "epsilon_norm": 7.382826328277588, + "prediction_norm": 5.988236427307129, + "timestamp": "2025-07-14T12:34:49.308177" + }, + { + "epoch": 2097, + "batch_idx": 32, + "loss": 0.3026113510131836, + "learning_rate": 5.7927243342888535e-06, + "timestep_mean": 548.375, + "epsilon_norm": 8.209766387939453, + "prediction_norm": 6.978698253631592, + "timestamp": "2025-07-14T12:34:49.313378" + }, + { + "epoch": 2097, + "batch_idx": 64, + "loss": 0.4581376910209656, + "learning_rate": 5.7927243342888535e-06, + "timestep_mean": 419.09375, + "epsilon_norm": 8.102608680725098, + "prediction_norm": 5.80554723739624, + "timestamp": "2025-07-14T12:34:49.318509" + }, + { + "epoch": 2097, + "batch_idx": 96, + "loss": 0.20574551820755005, + "learning_rate": 5.7927243342888535e-06, + "timestep_mean": 534.34375, + "epsilon_norm": 7.653617858886719, + "prediction_norm": 6.790566921234131, + "timestamp": "2025-07-14T12:34:49.323582" + }, + { + "epoch": 2097, + "batch_idx": 128, + "loss": 0.19191959500312805, + "learning_rate": 5.7927243342888535e-06, + "timestep_mean": 496.8125, + "epsilon_norm": 7.181809902191162, + "prediction_norm": 6.444633483886719, + "timestamp": "2025-07-14T12:34:49.328780" + }, + { + "epoch": 2097, + "batch_idx": 160, + "loss": 0.33922290802001953, + "learning_rate": 5.7927243342888535e-06, + "timestep_mean": 493.34375, + "epsilon_norm": 7.868530750274658, + "prediction_norm": 6.531527042388916, + "timestamp": "2025-07-14T12:34:49.334068" + }, + { + "epoch": 2097, + "batch_idx": 192, + "loss": 0.4417344331741333, + "learning_rate": 5.7927243342888535e-06, + "timestep_mean": 388.0, + "epsilon_norm": 5.3827104568481445, + "prediction_norm": 4.220565319061279, + "timestamp": "2025-07-14T12:34:49.339160" + }, + { + "epoch": 2098, + "batch_idx": 0, + "loss": 0.20877106487751007, + "learning_rate": 5.9125404448597904e-06, + "timestep_mean": 491.71875, + "epsilon_norm": 8.317601203918457, + "prediction_norm": 7.181787490844727, + "timestamp": "2025-07-14T12:34:49.344848" + }, + { + "epoch": 2098, + "batch_idx": 32, + "loss": 0.30230921506881714, + "learning_rate": 5.9125404448597904e-06, + "timestep_mean": 519.96875, + "epsilon_norm": 7.9766411781311035, + "prediction_norm": 5.659332752227783, + "timestamp": "2025-07-14T12:34:49.350478" + }, + { + "epoch": 2098, + "batch_idx": 64, + "loss": 0.23616228997707367, + "learning_rate": 5.9125404448597904e-06, + "timestep_mean": 497.96875, + "epsilon_norm": 9.13421630859375, + "prediction_norm": 7.292116165161133, + "timestamp": "2025-07-14T12:34:49.355742" + }, + { + "epoch": 2098, + "batch_idx": 96, + "loss": 0.4025583267211914, + "learning_rate": 5.9125404448597904e-06, + "timestep_mean": 434.5625, + "epsilon_norm": 7.3364434242248535, + "prediction_norm": 6.192653656005859, + "timestamp": "2025-07-14T12:34:49.361029" + }, + { + "epoch": 2098, + "batch_idx": 128, + "loss": 0.3079070448875427, + "learning_rate": 5.9125404448597904e-06, + "timestep_mean": 453.34375, + "epsilon_norm": 9.024998664855957, + "prediction_norm": 7.484658241271973, + "timestamp": "2025-07-14T12:34:49.366415" + }, + { + "epoch": 2098, + "batch_idx": 160, + "loss": 0.21396145224571228, + "learning_rate": 5.9125404448597904e-06, + "timestep_mean": 521.03125, + "epsilon_norm": 7.57412052154541, + "prediction_norm": 6.940417766571045, + "timestamp": "2025-07-14T12:34:49.371949" + }, + { + "epoch": 2098, + "batch_idx": 192, + "loss": 0.04968607798218727, + "learning_rate": 5.9125404448597904e-06, + "timestep_mean": 494.875, + "epsilon_norm": 3.846881628036499, + "prediction_norm": 3.2948172092437744, + "timestamp": "2025-07-14T12:34:49.377045" + }, + { + "epoch": 2099, + "batch_idx": 0, + "loss": 0.2771025598049164, + "learning_rate": 6.033575667121269e-06, + "timestep_mean": 527.21875, + "epsilon_norm": 9.493009567260742, + "prediction_norm": 8.46825122833252, + "timestamp": "2025-07-14T12:34:49.382074" + }, + { + "epoch": 2099, + "batch_idx": 32, + "loss": 0.21062667667865753, + "learning_rate": 6.033575667121269e-06, + "timestep_mean": 512.3125, + "epsilon_norm": 7.212937831878662, + "prediction_norm": 6.752081871032715, + "timestamp": "2025-07-14T12:34:49.386999" + }, + { + "epoch": 2099, + "batch_idx": 64, + "loss": 0.178972989320755, + "learning_rate": 6.033575667121269e-06, + "timestep_mean": 554.78125, + "epsilon_norm": 7.39589262008667, + "prediction_norm": 6.106764316558838, + "timestamp": "2025-07-14T12:34:49.392001" + }, + { + "epoch": 2099, + "batch_idx": 96, + "loss": 0.24138742685317993, + "learning_rate": 6.033575667121269e-06, + "timestep_mean": 467.375, + "epsilon_norm": 6.74979305267334, + "prediction_norm": 5.4151692390441895, + "timestamp": "2025-07-14T12:34:49.396873" + }, + { + "epoch": 2099, + "batch_idx": 128, + "loss": 0.41805747151374817, + "learning_rate": 6.033575667121269e-06, + "timestep_mean": 494.53125, + "epsilon_norm": 8.13135051727295, + "prediction_norm": 6.909759521484375, + "timestamp": "2025-07-14T12:34:49.401737" + }, + { + "epoch": 2099, + "batch_idx": 160, + "loss": 0.24709507822990417, + "learning_rate": 6.033575667121269e-06, + "timestep_mean": 401.3125, + "epsilon_norm": 7.874423980712891, + "prediction_norm": 6.65081262588501, + "timestamp": "2025-07-14T12:34:49.406616" + }, + { + "epoch": 2099, + "batch_idx": 192, + "loss": 0.04611313343048096, + "learning_rate": 6.033575667121269e-06, + "timestep_mean": 613.875, + "epsilon_norm": 3.9623076915740967, + "prediction_norm": 4.060735702514648, + "timestamp": "2025-07-14T12:34:49.411447" + }, + { + "epoch": 2100, + "batch_idx": 0, + "loss": 0.4740096628665924, + "learning_rate": 6.155829702431124e-06, + "timestep_mean": 452.9375, + "epsilon_norm": 8.795160293579102, + "prediction_norm": 7.602890968322754, + "timestamp": "2025-07-14T12:34:49.416854" + }, + { + "epoch": 2100, + "batch_idx": 32, + "loss": 0.1552344113588333, + "learning_rate": 6.155829702431124e-06, + "timestep_mean": 520.78125, + "epsilon_norm": 9.532439231872559, + "prediction_norm": 8.576472282409668, + "timestamp": "2025-07-14T12:34:49.422169" + }, + { + "epoch": 2100, + "batch_idx": 64, + "loss": 0.20078927278518677, + "learning_rate": 6.155829702431124e-06, + "timestep_mean": 504.46875, + "epsilon_norm": 7.833801746368408, + "prediction_norm": 7.148561000823975, + "timestamp": "2025-07-14T12:34:49.427465" + }, + { + "epoch": 2100, + "batch_idx": 96, + "loss": 0.26920896768569946, + "learning_rate": 6.155829702431124e-06, + "timestep_mean": 544.4375, + "epsilon_norm": 8.120203018188477, + "prediction_norm": 6.577528953552246, + "timestamp": "2025-07-14T12:34:49.432938" + }, + { + "epoch": 2100, + "batch_idx": 128, + "loss": 0.11967171728610992, + "learning_rate": 6.155829702431124e-06, + "timestep_mean": 596.125, + "epsilon_norm": 8.322478294372559, + "prediction_norm": 7.913330554962158, + "timestamp": "2025-07-14T12:34:49.438349" + }, + { + "epoch": 2100, + "batch_idx": 160, + "loss": 0.2718680500984192, + "learning_rate": 6.155829702431124e-06, + "timestep_mean": 505.21875, + "epsilon_norm": 7.928926944732666, + "prediction_norm": 6.421165943145752, + "timestamp": "2025-07-14T12:34:49.443627" + }, + { + "epoch": 2100, + "batch_idx": 192, + "loss": 0.08657123893499374, + "learning_rate": 6.155829702431124e-06, + "timestep_mean": 503.125, + "epsilon_norm": 4.512248992919922, + "prediction_norm": 4.641605854034424, + "timestamp": "2025-07-14T12:34:49.449154" + }, + { + "epoch": 2101, + "batch_idx": 0, + "loss": 0.47740882635116577, + "learning_rate": 6.279302249139594e-06, + "timestep_mean": 396.09375, + "epsilon_norm": 8.31118106842041, + "prediction_norm": 6.037235260009766, + "timestamp": "2025-07-14T12:34:49.454495" + }, + { + "epoch": 2101, + "batch_idx": 32, + "loss": 0.31813621520996094, + "learning_rate": 6.279302249139594e-06, + "timestep_mean": 424.71875, + "epsilon_norm": 9.413969993591309, + "prediction_norm": 7.393683433532715, + "timestamp": "2025-07-14T12:34:49.459807" + }, + { + "epoch": 2101, + "batch_idx": 64, + "loss": 0.17705342173576355, + "learning_rate": 6.279302249139594e-06, + "timestep_mean": 491.6875, + "epsilon_norm": 6.850361347198486, + "prediction_norm": 6.3313703536987305, + "timestamp": "2025-07-14T12:34:49.465084" + }, + { + "epoch": 2101, + "batch_idx": 96, + "loss": 0.32525134086608887, + "learning_rate": 6.279302249139594e-06, + "timestep_mean": 525.59375, + "epsilon_norm": 7.779392242431641, + "prediction_norm": 6.56755256652832, + "timestamp": "2025-07-14T12:34:49.470436" + }, + { + "epoch": 2101, + "batch_idx": 128, + "loss": 0.3400465250015259, + "learning_rate": 6.279302249139594e-06, + "timestep_mean": 417.78125, + "epsilon_norm": 8.275511741638184, + "prediction_norm": 7.109566688537598, + "timestamp": "2025-07-14T12:34:49.475947" + }, + { + "epoch": 2101, + "batch_idx": 160, + "loss": 0.36699944734573364, + "learning_rate": 6.279302249139594e-06, + "timestep_mean": 510.65625, + "epsilon_norm": 7.916501998901367, + "prediction_norm": 5.88120174407959, + "timestamp": "2025-07-14T12:34:49.481129" + }, + { + "epoch": 2101, + "batch_idx": 192, + "loss": 0.3953549265861511, + "learning_rate": 6.279302249139594e-06, + "timestep_mean": 451.625, + "epsilon_norm": 3.495373249053955, + "prediction_norm": 2.6366989612579346, + "timestamp": "2025-07-14T12:34:49.486295" + }, + { + "epoch": 2102, + "batch_idx": 0, + "loss": 0.20861825346946716, + "learning_rate": 6.4039930025903776e-06, + "timestep_mean": 470.84375, + "epsilon_norm": 8.9517822265625, + "prediction_norm": 7.940133094787598, + "timestamp": "2025-07-14T12:34:49.491564" + }, + { + "epoch": 2102, + "batch_idx": 32, + "loss": 0.19905205070972443, + "learning_rate": 6.4039930025903776e-06, + "timestep_mean": 518.84375, + "epsilon_norm": 7.957282066345215, + "prediction_norm": 7.019738674163818, + "timestamp": "2025-07-14T12:34:49.496915" + }, + { + "epoch": 2102, + "batch_idx": 64, + "loss": 0.17159153521060944, + "learning_rate": 6.4039930025903776e-06, + "timestep_mean": 521.59375, + "epsilon_norm": 7.697997093200684, + "prediction_norm": 7.279221534729004, + "timestamp": "2025-07-14T12:34:49.502097" + }, + { + "epoch": 2102, + "batch_idx": 96, + "loss": 0.29336678981781006, + "learning_rate": 6.4039930025903776e-06, + "timestep_mean": 577.9375, + "epsilon_norm": 8.136344909667969, + "prediction_norm": 7.0326457023620605, + "timestamp": "2025-07-14T12:34:49.506933" + }, + { + "epoch": 2102, + "batch_idx": 128, + "loss": 0.2414238154888153, + "learning_rate": 6.4039930025903776e-06, + "timestep_mean": 512.6875, + "epsilon_norm": 7.806125164031982, + "prediction_norm": 6.738033771514893, + "timestamp": "2025-07-14T12:34:49.511942" + }, + { + "epoch": 2102, + "batch_idx": 160, + "loss": 0.26754119992256165, + "learning_rate": 6.4039930025903776e-06, + "timestep_mean": 467.28125, + "epsilon_norm": 6.900285720825195, + "prediction_norm": 5.818763732910156, + "timestamp": "2025-07-14T12:34:49.516959" + }, + { + "epoch": 2102, + "batch_idx": 192, + "loss": 0.036226630210876465, + "learning_rate": 6.4039930025903776e-06, + "timestep_mean": 730.125, + "epsilon_norm": 4.843022346496582, + "prediction_norm": 4.6464362144470215, + "timestamp": "2025-07-14T12:34:49.521826" + }, + { + "epoch": 2103, + "batch_idx": 0, + "loss": 0.41206175088882446, + "learning_rate": 6.529901655121581e-06, + "timestep_mean": 370.5, + "epsilon_norm": 9.516865730285645, + "prediction_norm": 7.489861965179443, + "timestamp": "2025-07-14T12:34:49.526831" + }, + { + "epoch": 2103, + "batch_idx": 32, + "loss": 0.25893720984458923, + "learning_rate": 6.529901655121581e-06, + "timestep_mean": 485.5, + "epsilon_norm": 7.463970184326172, + "prediction_norm": 6.245032787322998, + "timestamp": "2025-07-14T12:34:49.531933" + }, + { + "epoch": 2103, + "batch_idx": 64, + "loss": 0.22668012976646423, + "learning_rate": 6.529901655121581e-06, + "timestep_mean": 535.5, + "epsilon_norm": 8.623735427856445, + "prediction_norm": 7.333003044128418, + "timestamp": "2025-07-14T12:34:49.537115" + }, + { + "epoch": 2103, + "batch_idx": 96, + "loss": 0.255912721157074, + "learning_rate": 6.529901655121581e-06, + "timestep_mean": 488.65625, + "epsilon_norm": 7.467203140258789, + "prediction_norm": 6.70416784286499, + "timestamp": "2025-07-14T12:34:49.542377" + }, + { + "epoch": 2103, + "batch_idx": 128, + "loss": 0.23970767855644226, + "learning_rate": 6.529901655121581e-06, + "timestep_mean": 515.09375, + "epsilon_norm": 8.19015884399414, + "prediction_norm": 7.447140693664551, + "timestamp": "2025-07-14T12:34:49.547586" + }, + { + "epoch": 2103, + "batch_idx": 160, + "loss": 0.2432488352060318, + "learning_rate": 6.529901655121581e-06, + "timestep_mean": 500.46875, + "epsilon_norm": 6.908351898193359, + "prediction_norm": 5.599534034729004, + "timestamp": "2025-07-14T12:34:49.552788" + }, + { + "epoch": 2103, + "batch_idx": 192, + "loss": 0.29067468643188477, + "learning_rate": 6.529901655121581e-06, + "timestep_mean": 302.125, + "epsilon_norm": 4.783220291137695, + "prediction_norm": 4.351367950439453, + "timestamp": "2025-07-14T12:34:49.557969" + }, + { + "epoch": 2104, + "batch_idx": 0, + "loss": 0.2432597279548645, + "learning_rate": 6.65702789606599e-06, + "timestep_mean": 492.59375, + "epsilon_norm": 7.733436584472656, + "prediction_norm": 6.393580913543701, + "timestamp": "2025-07-14T12:34:49.563171" + }, + { + "epoch": 2104, + "batch_idx": 32, + "loss": 0.31446972489356995, + "learning_rate": 6.65702789606599e-06, + "timestep_mean": 576.15625, + "epsilon_norm": 7.899984836578369, + "prediction_norm": 6.223567485809326, + "timestamp": "2025-07-14T12:34:49.568263" + }, + { + "epoch": 2104, + "batch_idx": 64, + "loss": 0.2730160355567932, + "learning_rate": 6.65702789606599e-06, + "timestep_mean": 533.84375, + "epsilon_norm": 8.648172378540039, + "prediction_norm": 7.183347225189209, + "timestamp": "2025-07-14T12:34:49.573426" + }, + { + "epoch": 2104, + "batch_idx": 96, + "loss": 0.43712443113327026, + "learning_rate": 6.65702789606599e-06, + "timestep_mean": 501.53125, + "epsilon_norm": 8.370342254638672, + "prediction_norm": 6.162170886993408, + "timestamp": "2025-07-14T12:34:49.578666" + }, + { + "epoch": 2104, + "batch_idx": 128, + "loss": 0.3894612193107605, + "learning_rate": 6.65702789606599e-06, + "timestep_mean": 445.875, + "epsilon_norm": 7.971068859100342, + "prediction_norm": 6.024843692779541, + "timestamp": "2025-07-14T12:34:49.583979" + }, + { + "epoch": 2104, + "batch_idx": 160, + "loss": 0.15488740801811218, + "learning_rate": 6.65702789606599e-06, + "timestep_mean": 489.25, + "epsilon_norm": 7.895293712615967, + "prediction_norm": 7.711811065673828, + "timestamp": "2025-07-14T12:34:49.589121" + }, + { + "epoch": 2104, + "batch_idx": 192, + "loss": 0.18669648468494415, + "learning_rate": 6.65702789606599e-06, + "timestep_mean": 514.625, + "epsilon_norm": 4.006534576416016, + "prediction_norm": 3.9666943550109863, + "timestamp": "2025-07-14T12:34:49.594280" + }, + { + "epoch": 2105, + "batch_idx": 0, + "loss": 0.21478478610515594, + "learning_rate": 6.785371411752237e-06, + "timestep_mean": 492.59375, + "epsilon_norm": 7.11856746673584, + "prediction_norm": 6.707346439361572, + "timestamp": "2025-07-14T12:34:49.599352" + }, + { + "epoch": 2105, + "batch_idx": 32, + "loss": 0.21294213831424713, + "learning_rate": 6.785371411752237e-06, + "timestep_mean": 534.40625, + "epsilon_norm": 7.277726650238037, + "prediction_norm": 6.066823959350586, + "timestamp": "2025-07-14T12:34:49.604394" + }, + { + "epoch": 2105, + "batch_idx": 64, + "loss": 0.260387659072876, + "learning_rate": 6.785371411752237e-06, + "timestep_mean": 473.875, + "epsilon_norm": 7.5526347160339355, + "prediction_norm": 6.795938968658447, + "timestamp": "2025-07-14T12:34:49.609441" + }, + { + "epoch": 2105, + "batch_idx": 96, + "loss": 0.18242916464805603, + "learning_rate": 6.785371411752237e-06, + "timestep_mean": 568.4375, + "epsilon_norm": 7.23154878616333, + "prediction_norm": 6.748368263244629, + "timestamp": "2025-07-14T12:34:49.614599" + }, + { + "epoch": 2105, + "batch_idx": 128, + "loss": 0.3139030635356903, + "learning_rate": 6.785371411752237e-06, + "timestep_mean": 543.1875, + "epsilon_norm": 9.078805923461914, + "prediction_norm": 7.478227138519287, + "timestamp": "2025-07-14T12:34:49.619743" + }, + { + "epoch": 2105, + "batch_idx": 160, + "loss": 0.5170981884002686, + "learning_rate": 6.785371411752237e-06, + "timestep_mean": 459.0, + "epsilon_norm": 7.607950210571289, + "prediction_norm": 5.511213302612305, + "timestamp": "2025-07-14T12:34:49.624736" + }, + { + "epoch": 2105, + "batch_idx": 192, + "loss": 0.2712671160697937, + "learning_rate": 6.785371411752237e-06, + "timestep_mean": 549.0, + "epsilon_norm": 3.1258034706115723, + "prediction_norm": 1.9382973909378052, + "timestamp": "2025-07-14T12:34:49.629682" + }, + { + "epoch": 2106, + "batch_idx": 0, + "loss": 0.19709739089012146, + "learning_rate": 6.91493188550558e-06, + "timestep_mean": 526.9375, + "epsilon_norm": 7.468574523925781, + "prediction_norm": 6.7696638107299805, + "timestamp": "2025-07-14T12:34:49.634601" + }, + { + "epoch": 2106, + "batch_idx": 32, + "loss": 0.21645738184452057, + "learning_rate": 6.91493188550558e-06, + "timestep_mean": 516.25, + "epsilon_norm": 8.465944290161133, + "prediction_norm": 7.159270286560059, + "timestamp": "2025-07-14T12:34:49.639567" + }, + { + "epoch": 2106, + "batch_idx": 64, + "loss": 0.21278059482574463, + "learning_rate": 6.91493188550558e-06, + "timestep_mean": 543.375, + "epsilon_norm": 9.024538040161133, + "prediction_norm": 8.320239067077637, + "timestamp": "2025-07-14T12:34:49.644433" + }, + { + "epoch": 2106, + "batch_idx": 96, + "loss": 0.22917801141738892, + "learning_rate": 6.91493188550558e-06, + "timestep_mean": 583.71875, + "epsilon_norm": 7.770428657531738, + "prediction_norm": 6.7758588790893555, + "timestamp": "2025-07-14T12:34:49.649317" + }, + { + "epoch": 2106, + "batch_idx": 128, + "loss": 0.36065176129341125, + "learning_rate": 6.91493188550558e-06, + "timestep_mean": 508.1875, + "epsilon_norm": 7.335065841674805, + "prediction_norm": 6.717140197753906, + "timestamp": "2025-07-14T12:34:49.654394" + }, + { + "epoch": 2106, + "batch_idx": 160, + "loss": 0.17885848879814148, + "learning_rate": 6.91493188550558e-06, + "timestep_mean": 516.6875, + "epsilon_norm": 7.798805236816406, + "prediction_norm": 7.432170391082764, + "timestamp": "2025-07-14T12:34:49.659443" + }, + { + "epoch": 2106, + "batch_idx": 192, + "loss": 0.5267356634140015, + "learning_rate": 6.91493188550558e-06, + "timestep_mean": 403.25, + "epsilon_norm": 3.860264301300049, + "prediction_norm": 2.8043875694274902, + "timestamp": "2025-07-14T12:34:49.664429" + }, + { + "epoch": 2107, + "batch_idx": 0, + "loss": 0.1763809621334076, + "learning_rate": 7.045708997648346e-06, + "timestep_mean": 518.15625, + "epsilon_norm": 7.366932392120361, + "prediction_norm": 6.829412937164307, + "timestamp": "2025-07-14T12:34:49.669301" + }, + { + "epoch": 2107, + "batch_idx": 32, + "loss": 0.31136664748191833, + "learning_rate": 7.045708997648346e-06, + "timestep_mean": 416.25, + "epsilon_norm": 8.447383880615234, + "prediction_norm": 7.267314434051514, + "timestamp": "2025-07-14T12:34:49.674353" + }, + { + "epoch": 2107, + "batch_idx": 64, + "loss": 0.37044936418533325, + "learning_rate": 7.045708997648346e-06, + "timestep_mean": 493.34375, + "epsilon_norm": 8.594968795776367, + "prediction_norm": 6.929251670837402, + "timestamp": "2025-07-14T12:34:49.679436" + }, + { + "epoch": 2107, + "batch_idx": 96, + "loss": 0.40707334876060486, + "learning_rate": 7.045708997648346e-06, + "timestep_mean": 483.4375, + "epsilon_norm": 7.390455722808838, + "prediction_norm": 5.4650774002075195, + "timestamp": "2025-07-14T12:34:49.684354" + }, + { + "epoch": 2107, + "batch_idx": 128, + "loss": 0.3523852229118347, + "learning_rate": 7.045708997648346e-06, + "timestep_mean": 459.625, + "epsilon_norm": 9.013060569763184, + "prediction_norm": 7.472143650054932, + "timestamp": "2025-07-14T12:34:49.689264" + }, + { + "epoch": 2107, + "batch_idx": 160, + "loss": 0.22606244683265686, + "learning_rate": 7.045708997648346e-06, + "timestep_mean": 512.5625, + "epsilon_norm": 7.8287224769592285, + "prediction_norm": 6.623382568359375, + "timestamp": "2025-07-14T12:34:49.694148" + }, + { + "epoch": 2107, + "batch_idx": 192, + "loss": 0.642211377620697, + "learning_rate": 7.045708997648346e-06, + "timestep_mean": 533.375, + "epsilon_norm": 4.2330546379089355, + "prediction_norm": 3.301281452178955, + "timestamp": "2025-07-14T12:34:49.699073" + }, + { + "epoch": 2108, + "batch_idx": 0, + "loss": 0.3118034899234772, + "learning_rate": 7.177702425500985e-06, + "timestep_mean": 400.375, + "epsilon_norm": 8.170194625854492, + "prediction_norm": 6.212399482727051, + "timestamp": "2025-07-14T12:34:49.704015" + }, + { + "epoch": 2108, + "batch_idx": 32, + "loss": 0.21522772312164307, + "learning_rate": 7.177702425500985e-06, + "timestep_mean": 480.03125, + "epsilon_norm": 8.19485855102539, + "prediction_norm": 7.872549533843994, + "timestamp": "2025-07-14T12:34:49.712826" + }, + { + "epoch": 2108, + "batch_idx": 64, + "loss": 0.4453587830066681, + "learning_rate": 7.177702425500985e-06, + "timestep_mean": 329.40625, + "epsilon_norm": 7.916881561279297, + "prediction_norm": 6.284536838531494, + "timestamp": "2025-07-14T12:34:49.718469" + }, + { + "epoch": 2108, + "batch_idx": 96, + "loss": 0.2803206443786621, + "learning_rate": 7.177702425500985e-06, + "timestep_mean": 422.1875, + "epsilon_norm": 8.173490524291992, + "prediction_norm": 7.253833770751953, + "timestamp": "2025-07-14T12:34:49.723723" + }, + { + "epoch": 2108, + "batch_idx": 128, + "loss": 0.44764307141304016, + "learning_rate": 7.177702425500985e-06, + "timestep_mean": 563.25, + "epsilon_norm": 9.441732406616211, + "prediction_norm": 7.542068958282471, + "timestamp": "2025-07-14T12:34:49.728977" + }, + { + "epoch": 2108, + "batch_idx": 160, + "loss": 0.2683737874031067, + "learning_rate": 7.177702425500985e-06, + "timestep_mean": 548.09375, + "epsilon_norm": 8.605374336242676, + "prediction_norm": 7.393214702606201, + "timestamp": "2025-07-14T12:34:49.734193" + }, + { + "epoch": 2108, + "batch_idx": 192, + "loss": 0.11092934012413025, + "learning_rate": 7.177702425500985e-06, + "timestep_mean": 611.5, + "epsilon_norm": 4.324313163757324, + "prediction_norm": 3.829854965209961, + "timestamp": "2025-07-14T12:34:49.739510" + }, + { + "epoch": 2109, + "batch_idx": 0, + "loss": 0.22669988870620728, + "learning_rate": 7.310911843382904e-06, + "timestep_mean": 491.21875, + "epsilon_norm": 8.431713104248047, + "prediction_norm": 7.974897861480713, + "timestamp": "2025-07-14T12:34:49.744734" + }, + { + "epoch": 2109, + "batch_idx": 32, + "loss": 0.13679566979408264, + "learning_rate": 7.310911843382904e-06, + "timestep_mean": 537.28125, + "epsilon_norm": 7.36201810836792, + "prediction_norm": 6.81635046005249, + "timestamp": "2025-07-14T12:34:49.749969" + }, + { + "epoch": 2109, + "batch_idx": 64, + "loss": 0.28200972080230713, + "learning_rate": 7.310911843382904e-06, + "timestep_mean": 586.59375, + "epsilon_norm": 8.294234275817871, + "prediction_norm": 6.898576259613037, + "timestamp": "2025-07-14T12:34:49.755242" + }, + { + "epoch": 2109, + "batch_idx": 96, + "loss": 0.1911783367395401, + "learning_rate": 7.310911843382904e-06, + "timestep_mean": 501.65625, + "epsilon_norm": 7.233455657958984, + "prediction_norm": 6.527870178222656, + "timestamp": "2025-07-14T12:34:49.760461" + }, + { + "epoch": 2109, + "batch_idx": 128, + "loss": 0.2180316150188446, + "learning_rate": 7.310911843382904e-06, + "timestep_mean": 503.6875, + "epsilon_norm": 7.786250591278076, + "prediction_norm": 6.500145435333252, + "timestamp": "2025-07-14T12:34:49.765713" + }, + { + "epoch": 2109, + "batch_idx": 160, + "loss": 0.14514559507369995, + "learning_rate": 7.310911843382904e-06, + "timestep_mean": 543.65625, + "epsilon_norm": 7.801000118255615, + "prediction_norm": 6.729719638824463, + "timestamp": "2025-07-14T12:34:49.770911" + }, + { + "epoch": 2109, + "batch_idx": 192, + "loss": 0.1346787065267563, + "learning_rate": 7.310911843382904e-06, + "timestep_mean": 491.625, + "epsilon_norm": 2.929720640182495, + "prediction_norm": 2.08567214012146, + "timestamp": "2025-07-14T12:34:49.776088" + }, + { + "epoch": 2110, + "batch_idx": 0, + "loss": 0.15706585347652435, + "learning_rate": 7.445336922613021e-06, + "timestep_mean": 528.65625, + "epsilon_norm": 7.801656723022461, + "prediction_norm": 7.2441582679748535, + "timestamp": "2025-07-14T12:34:49.781334" + }, + { + "epoch": 2110, + "batch_idx": 32, + "loss": 0.16741931438446045, + "learning_rate": 7.445336922613021e-06, + "timestep_mean": 538.90625, + "epsilon_norm": 7.305515289306641, + "prediction_norm": 6.655752182006836, + "timestamp": "2025-07-14T12:34:49.786608" + }, + { + "epoch": 2110, + "batch_idx": 64, + "loss": 0.11097636818885803, + "learning_rate": 7.445336922613021e-06, + "timestep_mean": 565.15625, + "epsilon_norm": 6.346826553344727, + "prediction_norm": 6.377520561218262, + "timestamp": "2025-07-14T12:34:49.791902" + }, + { + "epoch": 2110, + "batch_idx": 96, + "loss": 0.2831442654132843, + "learning_rate": 7.445336922613021e-06, + "timestep_mean": 499.84375, + "epsilon_norm": 8.474340438842773, + "prediction_norm": 7.427798271179199, + "timestamp": "2025-07-14T12:34:49.797060" + }, + { + "epoch": 2110, + "batch_idx": 128, + "loss": 0.43554916977882385, + "learning_rate": 7.445336922613021e-06, + "timestep_mean": 490.71875, + "epsilon_norm": 8.457306861877441, + "prediction_norm": 5.986133575439453, + "timestamp": "2025-07-14T12:34:49.802301" + }, + { + "epoch": 2110, + "batch_idx": 160, + "loss": 0.5395121574401855, + "learning_rate": 7.445336922613021e-06, + "timestep_mean": 448.125, + "epsilon_norm": 8.581637382507324, + "prediction_norm": 6.264869213104248, + "timestamp": "2025-07-14T12:34:49.807467" + }, + { + "epoch": 2110, + "batch_idx": 192, + "loss": 0.5350221395492554, + "learning_rate": 7.445336922613021e-06, + "timestep_mean": 540.75, + "epsilon_norm": 3.4128806591033936, + "prediction_norm": 2.119846820831299, + "timestamp": "2025-07-14T12:34:49.812592" + }, + { + "epoch": 2111, + "batch_idx": 0, + "loss": 0.22767050564289093, + "learning_rate": 7.580977331510929e-06, + "timestep_mean": 569.90625, + "epsilon_norm": 8.1082181930542, + "prediction_norm": 7.585517883300781, + "timestamp": "2025-07-14T12:34:49.817783" + }, + { + "epoch": 2111, + "batch_idx": 32, + "loss": 0.3919672966003418, + "learning_rate": 7.580977331510929e-06, + "timestep_mean": 466.5625, + "epsilon_norm": 9.507607460021973, + "prediction_norm": 8.139986038208008, + "timestamp": "2025-07-14T12:34:49.823004" + }, + { + "epoch": 2111, + "batch_idx": 64, + "loss": 0.18500638008117676, + "learning_rate": 7.580977331510929e-06, + "timestep_mean": 513.34375, + "epsilon_norm": 7.93490743637085, + "prediction_norm": 7.216535568237305, + "timestamp": "2025-07-14T12:34:49.828195" + }, + { + "epoch": 2111, + "batch_idx": 96, + "loss": 0.24412357807159424, + "learning_rate": 7.580977331510929e-06, + "timestep_mean": 472.5, + "epsilon_norm": 8.45362663269043, + "prediction_norm": 7.3346099853515625, + "timestamp": "2025-07-14T12:34:49.833146" + }, + { + "epoch": 2111, + "batch_idx": 128, + "loss": 0.39405280351638794, + "learning_rate": 7.580977331510929e-06, + "timestep_mean": 476.0, + "epsilon_norm": 7.322546482086182, + "prediction_norm": 6.3071393966674805, + "timestamp": "2025-07-14T12:34:49.838422" + }, + { + "epoch": 2111, + "batch_idx": 160, + "loss": 0.29096126556396484, + "learning_rate": 7.580977331510929e-06, + "timestep_mean": 501.53125, + "epsilon_norm": 7.638833999633789, + "prediction_norm": 6.894816875457764, + "timestamp": "2025-07-14T12:34:49.843524" + }, + { + "epoch": 2111, + "batch_idx": 192, + "loss": 0.28687602281570435, + "learning_rate": 7.580977331510929e-06, + "timestep_mean": 435.625, + "epsilon_norm": 2.786146402359009, + "prediction_norm": 2.5782289505004883, + "timestamp": "2025-07-14T12:34:49.848651" + }, + { + "epoch": 2112, + "batch_idx": 0, + "loss": 0.35091495513916016, + "learning_rate": 7.717832735397344e-06, + "timestep_mean": 560.21875, + "epsilon_norm": 8.827651977539062, + "prediction_norm": 7.503089904785156, + "timestamp": "2025-07-14T12:34:49.853867" + }, + { + "epoch": 2112, + "batch_idx": 32, + "loss": 0.2999611496925354, + "learning_rate": 7.717832735397344e-06, + "timestep_mean": 448.5625, + "epsilon_norm": 7.242712497711182, + "prediction_norm": 6.201826095581055, + "timestamp": "2025-07-14T12:34:49.859230" + }, + { + "epoch": 2112, + "batch_idx": 64, + "loss": 0.3384704291820526, + "learning_rate": 7.717832735397344e-06, + "timestep_mean": 505.78125, + "epsilon_norm": 7.5200395584106445, + "prediction_norm": 6.325972080230713, + "timestamp": "2025-07-14T12:34:49.864339" + }, + { + "epoch": 2112, + "batch_idx": 96, + "loss": 0.1353955864906311, + "learning_rate": 7.717832735397344e-06, + "timestep_mean": 546.3125, + "epsilon_norm": 7.499261856079102, + "prediction_norm": 6.85169792175293, + "timestamp": "2025-07-14T12:34:49.869560" + }, + { + "epoch": 2112, + "batch_idx": 128, + "loss": 0.3983702063560486, + "learning_rate": 7.717832735397344e-06, + "timestep_mean": 453.375, + "epsilon_norm": 10.093677520751953, + "prediction_norm": 7.973222732543945, + "timestamp": "2025-07-14T12:34:49.874835" + }, + { + "epoch": 2112, + "batch_idx": 160, + "loss": 0.13582393527030945, + "learning_rate": 7.717832735397344e-06, + "timestep_mean": 528.03125, + "epsilon_norm": 6.7410173416137695, + "prediction_norm": 5.8765106201171875, + "timestamp": "2025-07-14T12:34:49.880030" + }, + { + "epoch": 2112, + "batch_idx": 192, + "loss": 0.08207820355892181, + "learning_rate": 7.717832735397344e-06, + "timestep_mean": 520.5, + "epsilon_norm": 2.9298672676086426, + "prediction_norm": 2.926783800125122, + "timestamp": "2025-07-14T12:34:49.885119" + }, + { + "epoch": 2113, + "batch_idx": 0, + "loss": 0.14019432663917542, + "learning_rate": 7.855902796595048e-06, + "timestep_mean": 537.8125, + "epsilon_norm": 7.660694122314453, + "prediction_norm": 7.4534807205200195, + "timestamp": "2025-07-14T12:34:49.890272" + }, + { + "epoch": 2113, + "batch_idx": 32, + "loss": 0.14345699548721313, + "learning_rate": 7.855902796595048e-06, + "timestep_mean": 625.78125, + "epsilon_norm": 8.307413101196289, + "prediction_norm": 7.6704792976379395, + "timestamp": "2025-07-14T12:34:49.895186" + }, + { + "epoch": 2113, + "batch_idx": 64, + "loss": 0.3910417854785919, + "learning_rate": 7.855902796595048e-06, + "timestep_mean": 471.0625, + "epsilon_norm": 7.555991172790527, + "prediction_norm": 5.6147613525390625, + "timestamp": "2025-07-14T12:34:49.900130" + }, + { + "epoch": 2113, + "batch_idx": 96, + "loss": 0.15333929657936096, + "learning_rate": 7.855902796595048e-06, + "timestep_mean": 579.71875, + "epsilon_norm": 6.660264015197754, + "prediction_norm": 5.841708183288574, + "timestamp": "2025-07-14T12:34:49.904948" + }, + { + "epoch": 2113, + "batch_idx": 128, + "loss": 0.3529295325279236, + "learning_rate": 7.855902796595048e-06, + "timestep_mean": 436.65625, + "epsilon_norm": 8.517189979553223, + "prediction_norm": 7.313319206237793, + "timestamp": "2025-07-14T12:34:49.909812" + }, + { + "epoch": 2113, + "batch_idx": 160, + "loss": 0.25181224942207336, + "learning_rate": 7.855902796595048e-06, + "timestep_mean": 411.4375, + "epsilon_norm": 7.82291841506958, + "prediction_norm": 6.338637351989746, + "timestamp": "2025-07-14T12:34:49.914731" + }, + { + "epoch": 2113, + "batch_idx": 192, + "loss": 0.2280181646347046, + "learning_rate": 7.855902796595048e-06, + "timestep_mean": 456.5, + "epsilon_norm": 4.921783447265625, + "prediction_norm": 4.291921138763428, + "timestamp": "2025-07-14T12:34:49.919602" + }, + { + "epoch": 2114, + "batch_idx": 0, + "loss": 0.31649667024612427, + "learning_rate": 7.995187174430107e-06, + "timestep_mean": 437.6875, + "epsilon_norm": 7.150686264038086, + "prediction_norm": 5.753782749176025, + "timestamp": "2025-07-14T12:34:49.924555" + }, + { + "epoch": 2114, + "batch_idx": 32, + "loss": 0.23192480206489563, + "learning_rate": 7.995187174430107e-06, + "timestep_mean": 491.40625, + "epsilon_norm": 7.712403774261475, + "prediction_norm": 6.941391944885254, + "timestamp": "2025-07-14T12:34:49.929485" + }, + { + "epoch": 2114, + "batch_idx": 64, + "loss": 0.3068283200263977, + "learning_rate": 7.995187174430107e-06, + "timestep_mean": 516.875, + "epsilon_norm": 8.358342170715332, + "prediction_norm": 7.433631896972656, + "timestamp": "2025-07-14T12:34:49.934297" + }, + { + "epoch": 2114, + "batch_idx": 96, + "loss": 0.08850494027137756, + "learning_rate": 7.995187174430107e-06, + "timestep_mean": 589.75, + "epsilon_norm": 7.2735772132873535, + "prediction_norm": 6.967632293701172, + "timestamp": "2025-07-14T12:34:49.939137" + }, + { + "epoch": 2114, + "batch_idx": 128, + "loss": 0.4254732131958008, + "learning_rate": 7.995187174430107e-06, + "timestep_mean": 479.25, + "epsilon_norm": 8.022714614868164, + "prediction_norm": 6.619296073913574, + "timestamp": "2025-07-14T12:34:49.943990" + }, + { + "epoch": 2114, + "batch_idx": 160, + "loss": 0.3695945143699646, + "learning_rate": 7.995187174430107e-06, + "timestep_mean": 412.21875, + "epsilon_norm": 8.444351196289062, + "prediction_norm": 6.373759746551514, + "timestamp": "2025-07-14T12:34:49.948852" + }, + { + "epoch": 2114, + "batch_idx": 192, + "loss": 1.0111470222473145, + "learning_rate": 7.995187174430107e-06, + "timestep_mean": 382.125, + "epsilon_norm": 4.969861030578613, + "prediction_norm": 2.399181604385376, + "timestamp": "2025-07-14T12:34:49.953681" + }, + { + "epoch": 2115, + "batch_idx": 0, + "loss": 0.22931954264640808, + "learning_rate": 8.135685525232094e-06, + "timestep_mean": 480.03125, + "epsilon_norm": 7.797474384307861, + "prediction_norm": 6.6937031745910645, + "timestamp": "2025-07-14T12:34:49.958635" + }, + { + "epoch": 2115, + "batch_idx": 32, + "loss": 0.22648176550865173, + "learning_rate": 8.135685525232094e-06, + "timestep_mean": 509.21875, + "epsilon_norm": 7.3355817794799805, + "prediction_norm": 5.835866928100586, + "timestamp": "2025-07-14T12:34:49.963437" + }, + { + "epoch": 2115, + "batch_idx": 64, + "loss": 0.43945300579071045, + "learning_rate": 8.135685525232094e-06, + "timestep_mean": 442.96875, + "epsilon_norm": 7.595931529998779, + "prediction_norm": 6.098330497741699, + "timestamp": "2025-07-14T12:34:49.968217" + }, + { + "epoch": 2115, + "batch_idx": 96, + "loss": 0.33647677302360535, + "learning_rate": 8.135685525232094e-06, + "timestep_mean": 505.96875, + "epsilon_norm": 8.510014533996582, + "prediction_norm": 7.3573784828186035, + "timestamp": "2025-07-14T12:34:49.973082" + }, + { + "epoch": 2115, + "batch_idx": 128, + "loss": 0.5041690468788147, + "learning_rate": 8.135685525232094e-06, + "timestep_mean": 406.125, + "epsilon_norm": 8.6204195022583, + "prediction_norm": 6.351252555847168, + "timestamp": "2025-07-14T12:34:49.977982" + }, + { + "epoch": 2115, + "batch_idx": 160, + "loss": 0.18879248201847076, + "learning_rate": 8.135685525232094e-06, + "timestep_mean": 497.375, + "epsilon_norm": 8.846552848815918, + "prediction_norm": 7.659143447875977, + "timestamp": "2025-07-14T12:34:49.982818" + }, + { + "epoch": 2115, + "batch_idx": 192, + "loss": 0.08971301466226578, + "learning_rate": 8.135685525232094e-06, + "timestep_mean": 483.875, + "epsilon_norm": 3.0607848167419434, + "prediction_norm": 3.1595640182495117, + "timestamp": "2025-07-14T12:34:49.987878" + }, + { + "epoch": 2116, + "batch_idx": 0, + "loss": 0.12340810149908066, + "learning_rate": 8.277397502335149e-06, + "timestep_mean": 531.0, + "epsilon_norm": 7.955563545227051, + "prediction_norm": 7.577998638153076, + "timestamp": "2025-07-14T12:34:49.993015" + }, + { + "epoch": 2116, + "batch_idx": 32, + "loss": 0.159318208694458, + "learning_rate": 8.277397502335149e-06, + "timestep_mean": 522.78125, + "epsilon_norm": 6.565911769866943, + "prediction_norm": 6.1138997077941895, + "timestamp": "2025-07-14T12:34:49.998167" + }, + { + "epoch": 2116, + "batch_idx": 64, + "loss": 0.3276192247867584, + "learning_rate": 8.277397502335149e-06, + "timestep_mean": 473.71875, + "epsilon_norm": 8.547083854675293, + "prediction_norm": 6.605646133422852, + "timestamp": "2025-07-14T12:34:50.003355" + }, + { + "epoch": 2116, + "batch_idx": 96, + "loss": 0.35738861560821533, + "learning_rate": 8.277397502335149e-06, + "timestep_mean": 537.59375, + "epsilon_norm": 8.465614318847656, + "prediction_norm": 6.73137903213501, + "timestamp": "2025-07-14T12:34:50.008729" + }, + { + "epoch": 2116, + "batch_idx": 128, + "loss": 0.2628602385520935, + "learning_rate": 8.277397502335149e-06, + "timestep_mean": 459.34375, + "epsilon_norm": 7.682980537414551, + "prediction_norm": 7.335683345794678, + "timestamp": "2025-07-14T12:34:50.013725" + }, + { + "epoch": 2116, + "batch_idx": 160, + "loss": 0.10232055187225342, + "learning_rate": 8.277397502335149e-06, + "timestep_mean": 639.21875, + "epsilon_norm": 7.0466156005859375, + "prediction_norm": 6.1504034996032715, + "timestamp": "2025-07-14T12:34:50.018747" + }, + { + "epoch": 2116, + "batch_idx": 192, + "loss": 0.5351417064666748, + "learning_rate": 8.277397502335149e-06, + "timestep_mean": 496.375, + "epsilon_norm": 4.571544170379639, + "prediction_norm": 2.971487522125244, + "timestamp": "2025-07-14T12:34:50.023940" + }, + { + "epoch": 2117, + "batch_idx": 0, + "loss": 0.21427331864833832, + "learning_rate": 8.420322756079247e-06, + "timestep_mean": 486.625, + "epsilon_norm": 6.88764762878418, + "prediction_norm": 6.303803443908691, + "timestamp": "2025-07-14T12:34:50.029193" + }, + { + "epoch": 2117, + "batch_idx": 32, + "loss": 0.5043656826019287, + "learning_rate": 8.420322756079247e-06, + "timestep_mean": 424.5625, + "epsilon_norm": 8.636711120605469, + "prediction_norm": 5.831522464752197, + "timestamp": "2025-07-14T12:34:50.034377" + }, + { + "epoch": 2117, + "batch_idx": 64, + "loss": 0.23233814537525177, + "learning_rate": 8.420322756079247e-06, + "timestep_mean": 534.65625, + "epsilon_norm": 7.869096279144287, + "prediction_norm": 6.676340579986572, + "timestamp": "2025-07-14T12:34:50.039561" + }, + { + "epoch": 2117, + "batch_idx": 96, + "loss": 0.37535619735717773, + "learning_rate": 8.420322756079247e-06, + "timestep_mean": 437.46875, + "epsilon_norm": 6.312993049621582, + "prediction_norm": 5.072848796844482, + "timestamp": "2025-07-14T12:34:50.044830" + }, + { + "epoch": 2117, + "batch_idx": 128, + "loss": 0.20540671050548553, + "learning_rate": 8.420322756079247e-06, + "timestep_mean": 495.25, + "epsilon_norm": 7.259200096130371, + "prediction_norm": 6.357961177825928, + "timestamp": "2025-07-14T12:34:50.050049" + }, + { + "epoch": 2117, + "batch_idx": 160, + "loss": 0.22473357617855072, + "learning_rate": 8.420322756079247e-06, + "timestep_mean": 545.6875, + "epsilon_norm": 8.70098876953125, + "prediction_norm": 7.559520721435547, + "timestamp": "2025-07-14T12:34:50.055193" + }, + { + "epoch": 2117, + "batch_idx": 192, + "loss": 0.06866813451051712, + "learning_rate": 8.420322756079247e-06, + "timestep_mean": 470.75, + "epsilon_norm": 3.3621459007263184, + "prediction_norm": 3.1903090476989746, + "timestamp": "2025-07-14T12:34:50.060301" + }, + { + "epoch": 2118, + "batch_idx": 0, + "loss": 0.2683389186859131, + "learning_rate": 8.564460933810371e-06, + "timestep_mean": 516.65625, + "epsilon_norm": 8.717577934265137, + "prediction_norm": 7.087712287902832, + "timestamp": "2025-07-14T12:34:50.065493" + }, + { + "epoch": 2118, + "batch_idx": 32, + "loss": 0.24614068865776062, + "learning_rate": 8.564460933810371e-06, + "timestep_mean": 486.96875, + "epsilon_norm": 7.608020782470703, + "prediction_norm": 7.138520240783691, + "timestamp": "2025-07-14T12:34:50.070710" + }, + { + "epoch": 2118, + "batch_idx": 64, + "loss": 0.2274044156074524, + "learning_rate": 8.564460933810371e-06, + "timestep_mean": 507.375, + "epsilon_norm": 7.926602840423584, + "prediction_norm": 6.494617462158203, + "timestamp": "2025-07-14T12:34:50.075823" + }, + { + "epoch": 2118, + "batch_idx": 96, + "loss": 0.1955072581768036, + "learning_rate": 8.564460933810371e-06, + "timestep_mean": 516.9375, + "epsilon_norm": 7.626676559448242, + "prediction_norm": 6.988178253173828, + "timestamp": "2025-07-14T12:34:50.080925" + }, + { + "epoch": 2118, + "batch_idx": 128, + "loss": 0.35040369629859924, + "learning_rate": 8.564460933810371e-06, + "timestep_mean": 434.53125, + "epsilon_norm": 9.726753234863281, + "prediction_norm": 8.665580749511719, + "timestamp": "2025-07-14T12:34:50.086134" + }, + { + "epoch": 2118, + "batch_idx": 160, + "loss": 0.3763939440250397, + "learning_rate": 8.564460933810371e-06, + "timestep_mean": 611.9375, + "epsilon_norm": 8.403205871582031, + "prediction_norm": 6.493884086608887, + "timestamp": "2025-07-14T12:34:50.091365" + }, + { + "epoch": 2118, + "batch_idx": 192, + "loss": 0.2772829830646515, + "learning_rate": 8.564460933810371e-06, + "timestep_mean": 438.375, + "epsilon_norm": 3.4423484802246094, + "prediction_norm": 2.290379047393799, + "timestamp": "2025-07-14T12:34:50.096703" + }, + { + "epoch": 2119, + "batch_idx": 0, + "loss": 0.39266490936279297, + "learning_rate": 8.709811679882063e-06, + "timestep_mean": 513.4375, + "epsilon_norm": 8.07037353515625, + "prediction_norm": 6.281092643737793, + "timestamp": "2025-07-14T12:34:50.101898" + }, + { + "epoch": 2119, + "batch_idx": 32, + "loss": 0.2370031327009201, + "learning_rate": 8.709811679882063e-06, + "timestep_mean": 501.90625, + "epsilon_norm": 7.882142066955566, + "prediction_norm": 6.5924072265625, + "timestamp": "2025-07-14T12:34:50.107058" + }, + { + "epoch": 2119, + "batch_idx": 64, + "loss": 0.3821852207183838, + "learning_rate": 8.709811679882063e-06, + "timestep_mean": 483.15625, + "epsilon_norm": 7.649198532104492, + "prediction_norm": 5.557452201843262, + "timestamp": "2025-07-14T12:34:50.112221" + }, + { + "epoch": 2119, + "batch_idx": 96, + "loss": 0.26920223236083984, + "learning_rate": 8.709811679882063e-06, + "timestep_mean": 512.1875, + "epsilon_norm": 8.211034774780273, + "prediction_norm": 7.400902271270752, + "timestamp": "2025-07-14T12:34:50.117564" + }, + { + "epoch": 2119, + "batch_idx": 128, + "loss": 0.2970668375492096, + "learning_rate": 8.709811679882063e-06, + "timestep_mean": 437.28125, + "epsilon_norm": 8.149015426635742, + "prediction_norm": 6.781374931335449, + "timestamp": "2025-07-14T12:34:50.122737" + }, + { + "epoch": 2119, + "batch_idx": 160, + "loss": 0.3590554893016815, + "learning_rate": 8.709811679882063e-06, + "timestep_mean": 532.0, + "epsilon_norm": 8.553105354309082, + "prediction_norm": 6.703334808349609, + "timestamp": "2025-07-14T12:34:50.127947" + }, + { + "epoch": 2119, + "batch_idx": 192, + "loss": 0.12387789785861969, + "learning_rate": 8.709811679882063e-06, + "timestep_mean": 536.375, + "epsilon_norm": 4.940398693084717, + "prediction_norm": 4.5279541015625, + "timestamp": "2025-07-14T12:34:50.133182" + }, + { + "epoch": 2120, + "batch_idx": 0, + "loss": 0.15341521799564362, + "learning_rate": 8.856374635655707e-06, + "timestep_mean": 552.9375, + "epsilon_norm": 7.134097576141357, + "prediction_norm": 6.025279521942139, + "timestamp": "2025-07-14T12:34:50.138513" + }, + { + "epoch": 2120, + "batch_idx": 32, + "loss": 0.28300726413726807, + "learning_rate": 8.856374635655707e-06, + "timestep_mean": 496.28125, + "epsilon_norm": 7.895658016204834, + "prediction_norm": 6.577466011047363, + "timestamp": "2025-07-14T12:34:50.143741" + }, + { + "epoch": 2120, + "batch_idx": 64, + "loss": 0.2727735638618469, + "learning_rate": 8.856374635655707e-06, + "timestep_mean": 496.96875, + "epsilon_norm": 7.750472068786621, + "prediction_norm": 6.366668224334717, + "timestamp": "2025-07-14T12:34:50.148919" + }, + { + "epoch": 2120, + "batch_idx": 96, + "loss": 0.1924160122871399, + "learning_rate": 8.856374635655707e-06, + "timestep_mean": 583.875, + "epsilon_norm": 7.204117774963379, + "prediction_norm": 6.805584907531738, + "timestamp": "2025-07-14T12:34:50.154123" + }, + { + "epoch": 2120, + "batch_idx": 128, + "loss": 0.3727147579193115, + "learning_rate": 8.856374635655707e-06, + "timestep_mean": 480.15625, + "epsilon_norm": 8.631113052368164, + "prediction_norm": 6.836287498474121, + "timestamp": "2025-07-14T12:34:50.159525" + }, + { + "epoch": 2120, + "batch_idx": 160, + "loss": 0.4079018831253052, + "learning_rate": 8.856374635655707e-06, + "timestep_mean": 434.03125, + "epsilon_norm": 8.810155868530273, + "prediction_norm": 6.745543479919434, + "timestamp": "2025-07-14T12:34:50.164738" + }, + { + "epoch": 2120, + "batch_idx": 192, + "loss": 0.8316023945808411, + "learning_rate": 8.856374635655707e-06, + "timestep_mean": 280.375, + "epsilon_norm": 4.1766533851623535, + "prediction_norm": 2.912996292114258, + "timestamp": "2025-07-14T12:34:50.169915" + }, + { + "epoch": 2121, + "batch_idx": 0, + "loss": 0.29122698307037354, + "learning_rate": 9.004149439501686e-06, + "timestep_mean": 490.9375, + "epsilon_norm": 8.166501998901367, + "prediction_norm": 7.151699066162109, + "timestamp": "2025-07-14T12:34:50.175025" + }, + { + "epoch": 2121, + "batch_idx": 32, + "loss": 0.41996920108795166, + "learning_rate": 9.004149439501686e-06, + "timestep_mean": 482.375, + "epsilon_norm": 9.474522590637207, + "prediction_norm": 7.2676777839660645, + "timestamp": "2025-07-14T12:34:50.180329" + }, + { + "epoch": 2121, + "batch_idx": 64, + "loss": 0.4672568440437317, + "learning_rate": 9.004149439501686e-06, + "timestep_mean": 449.875, + "epsilon_norm": 7.9044108390808105, + "prediction_norm": 6.197859287261963, + "timestamp": "2025-07-14T12:34:50.185544" + }, + { + "epoch": 2121, + "batch_idx": 96, + "loss": 0.43578627705574036, + "learning_rate": 9.004149439501686e-06, + "timestep_mean": 526.4375, + "epsilon_norm": 10.132819175720215, + "prediction_norm": 8.686002731323242, + "timestamp": "2025-07-14T12:34:50.190707" + }, + { + "epoch": 2121, + "batch_idx": 128, + "loss": 0.4733714461326599, + "learning_rate": 9.004149439501686e-06, + "timestep_mean": 538.5, + "epsilon_norm": 8.928503036499023, + "prediction_norm": 7.443879127502441, + "timestamp": "2025-07-14T12:34:50.195888" + }, + { + "epoch": 2121, + "batch_idx": 160, + "loss": 0.14325843751430511, + "learning_rate": 9.004149439501686e-06, + "timestep_mean": 526.78125, + "epsilon_norm": 8.67637825012207, + "prediction_norm": 8.138477325439453, + "timestamp": "2025-07-14T12:34:50.201111" + }, + { + "epoch": 2121, + "batch_idx": 192, + "loss": 0.1807892620563507, + "learning_rate": 9.004149439501686e-06, + "timestep_mean": 330.5, + "epsilon_norm": 3.3540873527526855, + "prediction_norm": 2.784849166870117, + "timestamp": "2025-07-14T12:34:50.206256" + }, + { + "epoch": 2122, + "batch_idx": 0, + "loss": 0.15376682579517365, + "learning_rate": 9.153135726800555e-06, + "timestep_mean": 515.3125, + "epsilon_norm": 7.549628734588623, + "prediction_norm": 6.955234527587891, + "timestamp": "2025-07-14T12:34:50.211118" + }, + { + "epoch": 2122, + "batch_idx": 32, + "loss": 0.404519259929657, + "learning_rate": 9.153135726800555e-06, + "timestep_mean": 475.5625, + "epsilon_norm": 8.060371398925781, + "prediction_norm": 5.953460216522217, + "timestamp": "2025-07-14T12:34:50.215965" + }, + { + "epoch": 2122, + "batch_idx": 64, + "loss": 0.18436819314956665, + "learning_rate": 9.153135726800555e-06, + "timestep_mean": 565.25, + "epsilon_norm": 10.032946586608887, + "prediction_norm": 9.14859390258789, + "timestamp": "2025-07-14T12:34:50.220828" + }, + { + "epoch": 2122, + "batch_idx": 96, + "loss": 0.19597363471984863, + "learning_rate": 9.153135726800555e-06, + "timestep_mean": 499.5, + "epsilon_norm": 7.870100975036621, + "prediction_norm": 6.979944229125977, + "timestamp": "2025-07-14T12:34:50.225793" + }, + { + "epoch": 2122, + "batch_idx": 128, + "loss": 0.17660430073738098, + "learning_rate": 9.153135726800555e-06, + "timestep_mean": 553.34375, + "epsilon_norm": 7.708338737487793, + "prediction_norm": 6.971002578735352, + "timestamp": "2025-07-14T12:34:50.230589" + }, + { + "epoch": 2122, + "batch_idx": 160, + "loss": 0.31036126613616943, + "learning_rate": 9.153135726800555e-06, + "timestep_mean": 474.375, + "epsilon_norm": 7.050073623657227, + "prediction_norm": 5.617257595062256, + "timestamp": "2025-07-14T12:34:50.235416" + }, + { + "epoch": 2122, + "batch_idx": 192, + "loss": 0.9134119749069214, + "learning_rate": 9.153135726800555e-06, + "timestep_mean": 405.0, + "epsilon_norm": 5.489104270935059, + "prediction_norm": 4.035102844238281, + "timestamp": "2025-07-14T12:34:50.240201" + }, + { + "epoch": 2123, + "batch_idx": 0, + "loss": 0.35079723596572876, + "learning_rate": 9.30333312994337e-06, + "timestep_mean": 531.09375, + "epsilon_norm": 8.973335266113281, + "prediction_norm": 7.452481269836426, + "timestamp": "2025-07-14T12:34:50.245069" + }, + { + "epoch": 2123, + "batch_idx": 32, + "loss": 0.2648282051086426, + "learning_rate": 9.30333312994337e-06, + "timestep_mean": 481.09375, + "epsilon_norm": 8.440678596496582, + "prediction_norm": 7.525950908660889, + "timestamp": "2025-07-14T12:34:50.249892" + }, + { + "epoch": 2123, + "batch_idx": 64, + "loss": 0.14945265650749207, + "learning_rate": 9.30333312994337e-06, + "timestep_mean": 587.09375, + "epsilon_norm": 6.432621002197266, + "prediction_norm": 6.192357063293457, + "timestamp": "2025-07-14T12:34:50.254829" + }, + { + "epoch": 2123, + "batch_idx": 96, + "loss": 0.3372567892074585, + "learning_rate": 9.30333312994337e-06, + "timestep_mean": 478.34375, + "epsilon_norm": 9.071242332458496, + "prediction_norm": 7.802985191345215, + "timestamp": "2025-07-14T12:34:50.259650" + }, + { + "epoch": 2123, + "batch_idx": 128, + "loss": 0.19437313079833984, + "learning_rate": 9.30333312994337e-06, + "timestep_mean": 529.28125, + "epsilon_norm": 7.972926139831543, + "prediction_norm": 6.854885101318359, + "timestamp": "2025-07-14T12:34:50.264559" + }, + { + "epoch": 2123, + "batch_idx": 160, + "loss": 0.4129912853240967, + "learning_rate": 9.30333312994337e-06, + "timestep_mean": 476.375, + "epsilon_norm": 8.51399040222168, + "prediction_norm": 6.610404014587402, + "timestamp": "2025-07-14T12:34:50.269462" + }, + { + "epoch": 2123, + "batch_idx": 192, + "loss": 0.5660603046417236, + "learning_rate": 9.30333312994337e-06, + "timestep_mean": 479.25, + "epsilon_norm": 3.9759111404418945, + "prediction_norm": 2.938480854034424, + "timestamp": "2025-07-14T12:34:50.274321" + }, + { + "epoch": 2124, + "batch_idx": 0, + "loss": 0.32824641466140747, + "learning_rate": 9.454741278332968e-06, + "timestep_mean": 463.84375, + "epsilon_norm": 8.355541229248047, + "prediction_norm": 6.690584659576416, + "timestamp": "2025-07-14T12:34:50.279233" + }, + { + "epoch": 2124, + "batch_idx": 32, + "loss": 0.2657858431339264, + "learning_rate": 9.454741278332968e-06, + "timestep_mean": 564.59375, + "epsilon_norm": 7.376384258270264, + "prediction_norm": 6.029972076416016, + "timestamp": "2025-07-14T12:34:50.284109" + }, + { + "epoch": 2124, + "batch_idx": 64, + "loss": 0.20275211334228516, + "learning_rate": 9.454741278332968e-06, + "timestep_mean": 510.125, + "epsilon_norm": 7.10624885559082, + "prediction_norm": 6.644125461578369, + "timestamp": "2025-07-14T12:34:50.289525" + }, + { + "epoch": 2124, + "batch_idx": 96, + "loss": 0.36578792333602905, + "learning_rate": 9.454741278332968e-06, + "timestep_mean": 473.3125, + "epsilon_norm": 8.198054313659668, + "prediction_norm": 6.377968788146973, + "timestamp": "2025-07-14T12:34:50.294938" + }, + { + "epoch": 2124, + "batch_idx": 128, + "loss": 0.20704635977745056, + "learning_rate": 9.454741278332968e-06, + "timestep_mean": 578.375, + "epsilon_norm": 8.045835494995117, + "prediction_norm": 6.857718467712402, + "timestamp": "2025-07-14T12:34:50.300431" + }, + { + "epoch": 2124, + "batch_idx": 160, + "loss": 0.21148771047592163, + "learning_rate": 9.454741278332968e-06, + "timestep_mean": 523.21875, + "epsilon_norm": 7.891017913818359, + "prediction_norm": 6.5719404220581055, + "timestamp": "2025-07-14T12:34:50.305859" + }, + { + "epoch": 2124, + "batch_idx": 192, + "loss": 0.602849006652832, + "learning_rate": 9.454741278332968e-06, + "timestep_mean": 471.375, + "epsilon_norm": 4.459496974945068, + "prediction_norm": 3.103893518447876, + "timestamp": "2025-07-14T12:34:50.311213" + }, + { + "epoch": 2125, + "batch_idx": 0, + "loss": 0.4275817275047302, + "learning_rate": 9.607359798384742e-06, + "timestep_mean": 571.34375, + "epsilon_norm": 9.573867797851562, + "prediction_norm": 8.292726516723633, + "timestamp": "2025-07-14T12:34:50.316182" + }, + { + "epoch": 2125, + "batch_idx": 32, + "loss": 0.2776530086994171, + "learning_rate": 9.607359798384742e-06, + "timestep_mean": 501.59375, + "epsilon_norm": 7.784280776977539, + "prediction_norm": 6.5653605461120605, + "timestamp": "2025-07-14T12:34:50.321050" + }, + { + "epoch": 2125, + "batch_idx": 64, + "loss": 0.3450450301170349, + "learning_rate": 9.607359798384742e-06, + "timestep_mean": 506.9375, + "epsilon_norm": 9.333932876586914, + "prediction_norm": 7.4192070960998535, + "timestamp": "2025-07-14T12:34:50.325948" + }, + { + "epoch": 2125, + "batch_idx": 96, + "loss": 0.2655147910118103, + "learning_rate": 9.607359798384742e-06, + "timestep_mean": 454.21875, + "epsilon_norm": 7.357254505157471, + "prediction_norm": 6.450386047363281, + "timestamp": "2025-07-14T12:34:50.330902" + }, + { + "epoch": 2125, + "batch_idx": 128, + "loss": 0.2715366780757904, + "learning_rate": 9.607359798384742e-06, + "timestep_mean": 457.28125, + "epsilon_norm": 7.9475884437561035, + "prediction_norm": 6.269521713256836, + "timestamp": "2025-07-14T12:34:50.335773" + }, + { + "epoch": 2125, + "batch_idx": 160, + "loss": 0.19835129380226135, + "learning_rate": 9.607359798384742e-06, + "timestep_mean": 553.5, + "epsilon_norm": 6.764613628387451, + "prediction_norm": 5.890599250793457, + "timestamp": "2025-07-14T12:34:50.340820" + }, + { + "epoch": 2125, + "batch_idx": 192, + "loss": 0.0878055989742279, + "learning_rate": 9.607359798384742e-06, + "timestep_mean": 636.375, + "epsilon_norm": 4.428382873535156, + "prediction_norm": 3.758183717727661, + "timestamp": "2025-07-14T12:34:50.346040" + }, + { + "epoch": 2126, + "batch_idx": 0, + "loss": 0.12537524104118347, + "learning_rate": 9.761188313527803e-06, + "timestep_mean": 485.0, + "epsilon_norm": 6.858992576599121, + "prediction_norm": 6.531896114349365, + "timestamp": "2025-07-14T12:34:50.350940" + }, + { + "epoch": 2126, + "batch_idx": 32, + "loss": 0.2799603343009949, + "learning_rate": 9.761188313527803e-06, + "timestep_mean": 471.65625, + "epsilon_norm": 9.936033248901367, + "prediction_norm": 8.204341888427734, + "timestamp": "2025-07-14T12:34:50.355769" + }, + { + "epoch": 2126, + "batch_idx": 64, + "loss": 0.22908706963062286, + "learning_rate": 9.761188313527803e-06, + "timestep_mean": 541.9375, + "epsilon_norm": 7.634427547454834, + "prediction_norm": 6.855406284332275, + "timestamp": "2025-07-14T12:34:50.360652" + }, + { + "epoch": 2126, + "batch_idx": 96, + "loss": 0.12799639999866486, + "learning_rate": 9.761188313527803e-06, + "timestep_mean": 518.15625, + "epsilon_norm": 7.741695880889893, + "prediction_norm": 6.817145824432373, + "timestamp": "2025-07-14T12:34:50.365456" + }, + { + "epoch": 2126, + "batch_idx": 128, + "loss": 0.21483658254146576, + "learning_rate": 9.761188313527803e-06, + "timestep_mean": 541.96875, + "epsilon_norm": 6.924168586730957, + "prediction_norm": 6.302657127380371, + "timestamp": "2025-07-14T12:34:50.370337" + }, + { + "epoch": 2126, + "batch_idx": 160, + "loss": 0.16056817770004272, + "learning_rate": 9.761188313527803e-06, + "timestep_mean": 570.75, + "epsilon_norm": 9.122461318969727, + "prediction_norm": 8.143000602722168, + "timestamp": "2025-07-14T12:34:50.375342" + }, + { + "epoch": 2126, + "batch_idx": 192, + "loss": 0.35516807436943054, + "learning_rate": 9.761188313527803e-06, + "timestep_mean": 467.375, + "epsilon_norm": 3.7671220302581787, + "prediction_norm": 2.5869712829589844, + "timestamp": "2025-07-14T12:34:50.380191" + }, + { + "epoch": 2127, + "batch_idx": 0, + "loss": 0.3219453990459442, + "learning_rate": 9.916226444205434e-06, + "timestep_mean": 528.3125, + "epsilon_norm": 8.99734878540039, + "prediction_norm": 7.154966354370117, + "timestamp": "2025-07-14T12:34:50.385025" + }, + { + "epoch": 2127, + "batch_idx": 32, + "loss": 0.14495503902435303, + "learning_rate": 9.916226444205434e-06, + "timestep_mean": 541.9375, + "epsilon_norm": 8.343046188354492, + "prediction_norm": 7.458523750305176, + "timestamp": "2025-07-14T12:34:50.389894" + }, + { + "epoch": 2127, + "batch_idx": 64, + "loss": 0.3249036371707916, + "learning_rate": 9.916226444205434e-06, + "timestep_mean": 408.3125, + "epsilon_norm": 7.500273704528809, + "prediction_norm": 5.49415397644043, + "timestamp": "2025-07-14T12:34:50.394819" + }, + { + "epoch": 2127, + "batch_idx": 96, + "loss": 0.24123263359069824, + "learning_rate": 9.916226444205434e-06, + "timestep_mean": 586.8125, + "epsilon_norm": 6.927382946014404, + "prediction_norm": 5.806008815765381, + "timestamp": "2025-07-14T12:34:50.399739" + }, + { + "epoch": 2127, + "batch_idx": 128, + "loss": 0.1310543417930603, + "learning_rate": 9.916226444205434e-06, + "timestep_mean": 531.90625, + "epsilon_norm": 8.998549461364746, + "prediction_norm": 8.575228691101074, + "timestamp": "2025-07-14T12:34:50.404629" + }, + { + "epoch": 2127, + "batch_idx": 160, + "loss": 0.2016347348690033, + "learning_rate": 9.916226444205434e-06, + "timestep_mean": 482.375, + "epsilon_norm": 6.291799545288086, + "prediction_norm": 5.315706729888916, + "timestamp": "2025-07-14T12:34:50.409448" + }, + { + "epoch": 2127, + "batch_idx": 192, + "loss": 0.23077797889709473, + "learning_rate": 9.916226444205434e-06, + "timestep_mean": 331.375, + "epsilon_norm": 2.929678440093994, + "prediction_norm": 2.9887704849243164, + "timestamp": "2025-07-14T12:34:50.414448" + }, + { + "epoch": 2128, + "batch_idx": 0, + "loss": 0.25078830122947693, + "learning_rate": 1.0072473807876581e-05, + "timestep_mean": 540.75, + "epsilon_norm": 8.873737335205078, + "prediction_norm": 7.554908752441406, + "timestamp": "2025-07-14T12:34:50.420063" + }, + { + "epoch": 2128, + "batch_idx": 32, + "loss": 0.2210025191307068, + "learning_rate": 1.0072473807876581e-05, + "timestep_mean": 528.34375, + "epsilon_norm": 7.318855285644531, + "prediction_norm": 6.701930999755859, + "timestamp": "2025-07-14T12:34:50.425618" + }, + { + "epoch": 2128, + "batch_idx": 64, + "loss": 0.36026662588119507, + "learning_rate": 1.0072473807876581e-05, + "timestep_mean": 463.84375, + "epsilon_norm": 7.998106956481934, + "prediction_norm": 6.465228080749512, + "timestamp": "2025-07-14T12:34:50.431041" + }, + { + "epoch": 2128, + "batch_idx": 96, + "loss": 0.3302868604660034, + "learning_rate": 1.0072473807876581e-05, + "timestep_mean": 491.6875, + "epsilon_norm": 7.33000373840332, + "prediction_norm": 6.092495441436768, + "timestamp": "2025-07-14T12:34:50.436437" + }, + { + "epoch": 2128, + "batch_idx": 128, + "loss": 0.32250893115997314, + "learning_rate": 1.0072473807876581e-05, + "timestep_mean": 464.28125, + "epsilon_norm": 8.588395118713379, + "prediction_norm": 7.547336101531982, + "timestamp": "2025-07-14T12:34:50.441418" + }, + { + "epoch": 2128, + "batch_idx": 160, + "loss": 0.2914985716342926, + "learning_rate": 1.0072473807876581e-05, + "timestep_mean": 519.125, + "epsilon_norm": 8.945962905883789, + "prediction_norm": 7.915607452392578, + "timestamp": "2025-07-14T12:34:50.446473" + }, + { + "epoch": 2128, + "batch_idx": 192, + "loss": 0.18594121932983398, + "learning_rate": 1.0072473807876581e-05, + "timestep_mean": 608.5, + "epsilon_norm": 3.6899666786193848, + "prediction_norm": 3.0461795330047607, + "timestamp": "2025-07-14T12:34:50.451458" + }, + { + "epoch": 2129, + "batch_idx": 0, + "loss": 0.1982463002204895, + "learning_rate": 1.0229930019016353e-05, + "timestep_mean": 476.5625, + "epsilon_norm": 8.064504623413086, + "prediction_norm": 6.878756046295166, + "timestamp": "2025-07-14T12:34:50.456436" + }, + { + "epoch": 2129, + "batch_idx": 32, + "loss": 0.27828556299209595, + "learning_rate": 1.0229930019016353e-05, + "timestep_mean": 443.875, + "epsilon_norm": 7.014949321746826, + "prediction_norm": 5.936335563659668, + "timestamp": "2025-07-14T12:34:50.461539" + }, + { + "epoch": 2129, + "batch_idx": 64, + "loss": 0.35975658893585205, + "learning_rate": 1.0229930019016353e-05, + "timestep_mean": 543.625, + "epsilon_norm": 8.123896598815918, + "prediction_norm": 6.443610191345215, + "timestamp": "2025-07-14T12:34:50.466386" + }, + { + "epoch": 2129, + "batch_idx": 96, + "loss": 0.36641716957092285, + "learning_rate": 1.0229930019016353e-05, + "timestep_mean": 465.3125, + "epsilon_norm": 8.042379379272461, + "prediction_norm": 7.04482889175415, + "timestamp": "2025-07-14T12:34:50.471285" + }, + { + "epoch": 2129, + "batch_idx": 128, + "loss": 0.26569902896881104, + "learning_rate": 1.0229930019016353e-05, + "timestep_mean": 502.9375, + "epsilon_norm": 7.945163726806641, + "prediction_norm": 6.687344074249268, + "timestamp": "2025-07-14T12:34:50.476095" + }, + { + "epoch": 2129, + "batch_idx": 160, + "loss": 0.34459981322288513, + "learning_rate": 1.0229930019016353e-05, + "timestep_mean": 462.84375, + "epsilon_norm": 8.169031143188477, + "prediction_norm": 7.029288291931152, + "timestamp": "2025-07-14T12:34:50.481184" + }, + { + "epoch": 2129, + "batch_idx": 192, + "loss": 0.2858179211616516, + "learning_rate": 1.0229930019016353e-05, + "timestep_mean": 383.625, + "epsilon_norm": 3.397822380065918, + "prediction_norm": 2.4862635135650635, + "timestamp": "2025-07-14T12:34:50.486493" + }, + { + "epoch": 2130, + "batch_idx": 0, + "loss": 0.22073926031589508, + "learning_rate": 1.038859468911708e-05, + "timestep_mean": 469.90625, + "epsilon_norm": 8.19937801361084, + "prediction_norm": 7.243435859680176, + "timestamp": "2025-07-14T12:34:50.492032" + }, + { + "epoch": 2130, + "batch_idx": 32, + "loss": 0.2018914371728897, + "learning_rate": 1.038859468911708e-05, + "timestep_mean": 442.15625, + "epsilon_norm": 6.797720909118652, + "prediction_norm": 5.629621982574463, + "timestamp": "2025-07-14T12:34:50.497717" + }, + { + "epoch": 2130, + "batch_idx": 64, + "loss": 0.20215846598148346, + "learning_rate": 1.038859468911708e-05, + "timestep_mean": 486.5, + "epsilon_norm": 7.712428569793701, + "prediction_norm": 6.499995708465576, + "timestamp": "2025-07-14T12:34:50.503003" + }, + { + "epoch": 2130, + "batch_idx": 96, + "loss": 0.4300670027732849, + "learning_rate": 1.038859468911708e-05, + "timestep_mean": 484.875, + "epsilon_norm": 8.772724151611328, + "prediction_norm": 7.630157470703125, + "timestamp": "2025-07-14T12:34:50.508253" + }, + { + "epoch": 2130, + "batch_idx": 128, + "loss": 0.24800419807434082, + "learning_rate": 1.038859468911708e-05, + "timestep_mean": 538.15625, + "epsilon_norm": 7.4062581062316895, + "prediction_norm": 6.005038738250732, + "timestamp": "2025-07-14T12:34:50.513684" + }, + { + "epoch": 2130, + "batch_idx": 160, + "loss": 0.24234867095947266, + "learning_rate": 1.038859468911708e-05, + "timestep_mean": 491.3125, + "epsilon_norm": 6.967911243438721, + "prediction_norm": 6.2325005531311035, + "timestamp": "2025-07-14T12:34:50.519234" + }, + { + "epoch": 2130, + "batch_idx": 192, + "loss": 0.05992549657821655, + "learning_rate": 1.038859468911708e-05, + "timestep_mean": 566.75, + "epsilon_norm": 4.681318283081055, + "prediction_norm": 4.753829002380371, + "timestamp": "2025-07-14T12:34:50.524550" + }, + { + "epoch": 2131, + "batch_idx": 0, + "loss": 0.2191329002380371, + "learning_rate": 1.0548467426689702e-05, + "timestep_mean": 485.375, + "epsilon_norm": 5.948108196258545, + "prediction_norm": 4.752809524536133, + "timestamp": "2025-07-14T12:34:50.529915" + }, + { + "epoch": 2131, + "batch_idx": 32, + "loss": 0.1906876266002655, + "learning_rate": 1.0548467426689702e-05, + "timestep_mean": 440.46875, + "epsilon_norm": 6.625113487243652, + "prediction_norm": 6.287996768951416, + "timestamp": "2025-07-14T12:34:50.534905" + }, + { + "epoch": 2131, + "batch_idx": 64, + "loss": 0.2930314242839813, + "learning_rate": 1.0548467426689702e-05, + "timestep_mean": 502.625, + "epsilon_norm": 8.47133731842041, + "prediction_norm": 7.029069423675537, + "timestamp": "2025-07-14T12:34:50.539910" + }, + { + "epoch": 2131, + "batch_idx": 96, + "loss": 0.21723823249340057, + "learning_rate": 1.0548467426689702e-05, + "timestep_mean": 585.46875, + "epsilon_norm": 7.943328380584717, + "prediction_norm": 6.861044883728027, + "timestamp": "2025-07-14T12:34:50.545326" + }, + { + "epoch": 2131, + "batch_idx": 128, + "loss": 0.329262375831604, + "learning_rate": 1.0548467426689702e-05, + "timestep_mean": 496.625, + "epsilon_norm": 9.02530288696289, + "prediction_norm": 7.757320404052734, + "timestamp": "2025-07-14T12:34:50.550722" + }, + { + "epoch": 2131, + "batch_idx": 160, + "loss": 0.3291139602661133, + "learning_rate": 1.0548467426689702e-05, + "timestep_mean": 433.59375, + "epsilon_norm": 9.08447551727295, + "prediction_norm": 7.397952079772949, + "timestamp": "2025-07-14T12:34:50.556089" + }, + { + "epoch": 2131, + "batch_idx": 192, + "loss": 0.19047218561172485, + "learning_rate": 1.0548467426689702e-05, + "timestep_mean": 581.875, + "epsilon_norm": 4.488326549530029, + "prediction_norm": 3.688300848007202, + "timestamp": "2025-07-14T12:34:50.561249" + }, + { + "epoch": 2132, + "batch_idx": 0, + "loss": 0.21936047077178955, + "learning_rate": 1.0709547837263923e-05, + "timestep_mean": 470.9375, + "epsilon_norm": 7.678422451019287, + "prediction_norm": 7.143368721008301, + "timestamp": "2025-07-14T12:34:50.566635" + }, + { + "epoch": 2132, + "batch_idx": 32, + "loss": 0.18828114867210388, + "learning_rate": 1.0709547837263923e-05, + "timestep_mean": 505.03125, + "epsilon_norm": 6.6643877029418945, + "prediction_norm": 6.656837463378906, + "timestamp": "2025-07-14T12:34:50.571882" + }, + { + "epoch": 2132, + "batch_idx": 64, + "loss": 0.2681642770767212, + "learning_rate": 1.0709547837263923e-05, + "timestep_mean": 511.59375, + "epsilon_norm": 8.485969543457031, + "prediction_norm": 7.069472312927246, + "timestamp": "2025-07-14T12:34:50.577093" + }, + { + "epoch": 2132, + "batch_idx": 96, + "loss": 0.4003208875656128, + "learning_rate": 1.0709547837263923e-05, + "timestep_mean": 492.21875, + "epsilon_norm": 8.701203346252441, + "prediction_norm": 6.409393310546875, + "timestamp": "2025-07-14T12:34:50.582274" + }, + { + "epoch": 2132, + "batch_idx": 128, + "loss": 0.2107619047164917, + "learning_rate": 1.0709547837263923e-05, + "timestep_mean": 525.90625, + "epsilon_norm": 9.821513175964355, + "prediction_norm": 9.361956596374512, + "timestamp": "2025-07-14T12:34:50.587454" + }, + { + "epoch": 2132, + "batch_idx": 160, + "loss": 0.2937752902507782, + "learning_rate": 1.0709547837263923e-05, + "timestep_mean": 575.84375, + "epsilon_norm": 8.11043930053711, + "prediction_norm": 7.240612506866455, + "timestamp": "2025-07-14T12:34:50.592805" + }, + { + "epoch": 2132, + "batch_idx": 192, + "loss": 0.11761291325092316, + "learning_rate": 1.0709547837263923e-05, + "timestep_mean": 537.125, + "epsilon_norm": 3.518327474594116, + "prediction_norm": 3.0159261226654053, + "timestamp": "2025-07-14T12:34:50.597953" + }, + { + "epoch": 2133, + "batch_idx": 0, + "loss": 0.3560531735420227, + "learning_rate": 1.0871835523390009e-05, + "timestep_mean": 524.5625, + "epsilon_norm": 9.022808074951172, + "prediction_norm": 6.887698650360107, + "timestamp": "2025-07-14T12:34:50.603157" + }, + { + "epoch": 2133, + "batch_idx": 32, + "loss": 0.3009014129638672, + "learning_rate": 1.0871835523390009e-05, + "timestep_mean": 438.25, + "epsilon_norm": 7.5341339111328125, + "prediction_norm": 5.956254482269287, + "timestamp": "2025-07-14T12:34:50.608362" + }, + { + "epoch": 2133, + "batch_idx": 64, + "loss": 0.521744430065155, + "learning_rate": 1.0871835523390009e-05, + "timestep_mean": 486.0, + "epsilon_norm": 8.382073402404785, + "prediction_norm": 6.0499982833862305, + "timestamp": "2025-07-14T12:34:50.613582" + }, + { + "epoch": 2133, + "batch_idx": 96, + "loss": 0.20463711023330688, + "learning_rate": 1.0871835523390009e-05, + "timestep_mean": 584.90625, + "epsilon_norm": 8.434441566467285, + "prediction_norm": 7.60009241104126, + "timestamp": "2025-07-14T12:34:50.618781" + }, + { + "epoch": 2133, + "batch_idx": 128, + "loss": 0.0928824245929718, + "learning_rate": 1.0871835523390009e-05, + "timestep_mean": 622.6875, + "epsilon_norm": 6.952813148498535, + "prediction_norm": 6.56473970413208, + "timestamp": "2025-07-14T12:34:50.624057" + }, + { + "epoch": 2133, + "batch_idx": 160, + "loss": 0.43543314933776855, + "learning_rate": 1.0871835523390009e-05, + "timestep_mean": 527.0, + "epsilon_norm": 8.791211128234863, + "prediction_norm": 7.262517929077148, + "timestamp": "2025-07-14T12:34:50.629260" + }, + { + "epoch": 2133, + "batch_idx": 192, + "loss": 0.1155029684305191, + "learning_rate": 1.0871835523390009e-05, + "timestep_mean": 407.625, + "epsilon_norm": 3.994727611541748, + "prediction_norm": 3.3201675415039062, + "timestamp": "2025-07-14T12:34:50.634605" + }, + { + "epoch": 2134, + "batch_idx": 0, + "loss": 0.46228256821632385, + "learning_rate": 1.1035330084639098e-05, + "timestep_mean": 449.0, + "epsilon_norm": 9.56423568725586, + "prediction_norm": 7.552985668182373, + "timestamp": "2025-07-14T12:34:50.639867" + }, + { + "epoch": 2134, + "batch_idx": 32, + "loss": 0.40020495653152466, + "learning_rate": 1.1035330084639098e-05, + "timestep_mean": 447.125, + "epsilon_norm": 8.2273588180542, + "prediction_norm": 6.60250997543335, + "timestamp": "2025-07-14T12:34:50.645026" + }, + { + "epoch": 2134, + "batch_idx": 64, + "loss": 0.2751712203025818, + "learning_rate": 1.1035330084639098e-05, + "timestep_mean": 489.34375, + "epsilon_norm": 8.072710990905762, + "prediction_norm": 6.475829601287842, + "timestamp": "2025-07-14T12:34:50.650384" + }, + { + "epoch": 2134, + "batch_idx": 96, + "loss": 0.2050061970949173, + "learning_rate": 1.1035330084639098e-05, + "timestep_mean": 465.375, + "epsilon_norm": 7.846796035766602, + "prediction_norm": 6.595571994781494, + "timestamp": "2025-07-14T12:34:50.655574" + }, + { + "epoch": 2134, + "batch_idx": 128, + "loss": 0.3434141278266907, + "learning_rate": 1.1035330084639098e-05, + "timestep_mean": 477.8125, + "epsilon_norm": 9.261918067932129, + "prediction_norm": 7.748049736022949, + "timestamp": "2025-07-14T12:34:50.660795" + }, + { + "epoch": 2134, + "batch_idx": 160, + "loss": 0.38498952984809875, + "learning_rate": 1.1035330084639098e-05, + "timestep_mean": 488.25, + "epsilon_norm": 9.248785972595215, + "prediction_norm": 6.982617378234863, + "timestamp": "2025-07-14T12:34:50.665975" + }, + { + "epoch": 2134, + "batch_idx": 192, + "loss": 0.13866646587848663, + "learning_rate": 1.1035330084639098e-05, + "timestep_mean": 524.75, + "epsilon_norm": 3.659647226333618, + "prediction_norm": 3.230952262878418, + "timestamp": "2025-07-14T12:34:50.671147" + }, + { + "epoch": 2135, + "batch_idx": 0, + "loss": 0.18903766572475433, + "learning_rate": 1.1200031117604607e-05, + "timestep_mean": 497.75, + "epsilon_norm": 6.355045795440674, + "prediction_norm": 5.497159004211426, + "timestamp": "2025-07-14T12:34:50.676409" + }, + { + "epoch": 2135, + "batch_idx": 32, + "loss": 0.4896126985549927, + "learning_rate": 1.1200031117604607e-05, + "timestep_mean": 453.5, + "epsilon_norm": 8.602578163146973, + "prediction_norm": 6.46823263168335, + "timestamp": "2025-07-14T12:34:50.681620" + }, + { + "epoch": 2135, + "batch_idx": 64, + "loss": 0.39006608724594116, + "learning_rate": 1.1200031117604607e-05, + "timestep_mean": 446.8125, + "epsilon_norm": 7.492772579193115, + "prediction_norm": 6.1834797859191895, + "timestamp": "2025-07-14T12:34:50.686877" + }, + { + "epoch": 2135, + "batch_idx": 96, + "loss": 0.20859861373901367, + "learning_rate": 1.1200031117604607e-05, + "timestep_mean": 516.75, + "epsilon_norm": 8.03946590423584, + "prediction_norm": 7.3640336990356445, + "timestamp": "2025-07-14T12:34:50.692154" + }, + { + "epoch": 2135, + "batch_idx": 128, + "loss": 0.22271820902824402, + "learning_rate": 1.1200031117604607e-05, + "timestep_mean": 470.90625, + "epsilon_norm": 8.293465614318848, + "prediction_norm": 7.5074849128723145, + "timestamp": "2025-07-14T12:34:50.697310" + }, + { + "epoch": 2135, + "batch_idx": 160, + "loss": 0.18984846770763397, + "learning_rate": 1.1200031117604607e-05, + "timestep_mean": 566.75, + "epsilon_norm": 7.8195109367370605, + "prediction_norm": 6.901498794555664, + "timestamp": "2025-07-14T12:34:50.702525" + }, + { + "epoch": 2135, + "batch_idx": 192, + "loss": 0.20104467868804932, + "learning_rate": 1.1200031117604607e-05, + "timestep_mean": 515.5, + "epsilon_norm": 4.07381010055542, + "prediction_norm": 3.7772040367126465, + "timestamp": "2025-07-14T12:34:50.707646" + }, + { + "epoch": 2136, + "batch_idx": 0, + "loss": 0.34560880064964294, + "learning_rate": 1.1365938215903274e-05, + "timestep_mean": 490.6875, + "epsilon_norm": 8.444351196289062, + "prediction_norm": 7.075429916381836, + "timestamp": "2025-07-14T12:34:50.713087" + }, + { + "epoch": 2136, + "batch_idx": 32, + "loss": 0.1021970883011818, + "learning_rate": 1.1365938215903274e-05, + "timestep_mean": 543.28125, + "epsilon_norm": 7.553903102874756, + "prediction_norm": 6.866037368774414, + "timestamp": "2025-07-14T12:34:50.718210" + }, + { + "epoch": 2136, + "batch_idx": 64, + "loss": 0.28501957654953003, + "learning_rate": 1.1365938215903274e-05, + "timestep_mean": 487.4375, + "epsilon_norm": 6.836187839508057, + "prediction_norm": 5.18303918838501, + "timestamp": "2025-07-14T12:34:50.723378" + }, + { + "epoch": 2136, + "batch_idx": 96, + "loss": 0.17118403315544128, + "learning_rate": 1.1365938215903274e-05, + "timestep_mean": 454.625, + "epsilon_norm": 7.1685686111450195, + "prediction_norm": 6.32431697845459, + "timestamp": "2025-07-14T12:34:50.728545" + }, + { + "epoch": 2136, + "batch_idx": 128, + "loss": 0.3401031792163849, + "learning_rate": 1.1365938215903274e-05, + "timestep_mean": 517.1875, + "epsilon_norm": 8.119568824768066, + "prediction_norm": 6.547407150268555, + "timestamp": "2025-07-14T12:34:50.733823" + }, + { + "epoch": 2136, + "batch_idx": 160, + "loss": 0.28391581773757935, + "learning_rate": 1.1365938215903274e-05, + "timestep_mean": 422.28125, + "epsilon_norm": 7.113687515258789, + "prediction_norm": 5.7819108963012695, + "timestamp": "2025-07-14T12:34:50.738999" + }, + { + "epoch": 2136, + "batch_idx": 192, + "loss": 0.28933843970298767, + "learning_rate": 1.1365938215903274e-05, + "timestep_mean": 471.0, + "epsilon_norm": 4.686058044433594, + "prediction_norm": 3.3128671646118164, + "timestamp": "2025-07-14T12:34:50.744174" + }, + { + "epoch": 2137, + "batch_idx": 0, + "loss": 0.37800753116607666, + "learning_rate": 1.1533050970175666e-05, + "timestep_mean": 511.21875, + "epsilon_norm": 8.553091049194336, + "prediction_norm": 7.074580669403076, + "timestamp": "2025-07-14T12:34:50.749370" + }, + { + "epoch": 2137, + "batch_idx": 32, + "loss": 0.2299950271844864, + "learning_rate": 1.1533050970175666e-05, + "timestep_mean": 499.3125, + "epsilon_norm": 7.661386966705322, + "prediction_norm": 6.943528175354004, + "timestamp": "2025-07-14T12:34:50.754574" + }, + { + "epoch": 2137, + "batch_idx": 64, + "loss": 0.27066802978515625, + "learning_rate": 1.1533050970175666e-05, + "timestep_mean": 413.21875, + "epsilon_norm": 7.716713905334473, + "prediction_norm": 6.772509574890137, + "timestamp": "2025-07-14T12:34:50.759758" + }, + { + "epoch": 2137, + "batch_idx": 96, + "loss": 0.16690750420093536, + "learning_rate": 1.1533050970175666e-05, + "timestep_mean": 571.0, + "epsilon_norm": 6.75479793548584, + "prediction_norm": 6.065530776977539, + "timestamp": "2025-07-14T12:34:50.764931" + }, + { + "epoch": 2137, + "batch_idx": 128, + "loss": 0.3092663288116455, + "learning_rate": 1.1533050970175666e-05, + "timestep_mean": 479.65625, + "epsilon_norm": 7.155519485473633, + "prediction_norm": 5.788748264312744, + "timestamp": "2025-07-14T12:34:50.770333" + }, + { + "epoch": 2137, + "batch_idx": 160, + "loss": 0.252305269241333, + "learning_rate": 1.1533050970175666e-05, + "timestep_mean": 520.15625, + "epsilon_norm": 8.753080368041992, + "prediction_norm": 7.601300239562988, + "timestamp": "2025-07-14T12:34:50.775457" + }, + { + "epoch": 2137, + "batch_idx": 192, + "loss": 0.29571568965911865, + "learning_rate": 1.1533050970175666e-05, + "timestep_mean": 521.75, + "epsilon_norm": 4.585338115692139, + "prediction_norm": 4.361526966094971, + "timestamp": "2025-07-14T12:34:50.780619" + }, + { + "epoch": 2138, + "batch_idx": 0, + "loss": 0.40559038519859314, + "learning_rate": 1.1701368968087671e-05, + "timestep_mean": 478.34375, + "epsilon_norm": 9.809584617614746, + "prediction_norm": 7.546932697296143, + "timestamp": "2025-07-14T12:34:50.785857" + }, + { + "epoch": 2138, + "batch_idx": 32, + "loss": 0.1585310846567154, + "learning_rate": 1.1701368968087671e-05, + "timestep_mean": 515.1875, + "epsilon_norm": 6.834320068359375, + "prediction_norm": 5.9334211349487305, + "timestamp": "2025-07-14T12:34:50.791045" + }, + { + "epoch": 2138, + "batch_idx": 64, + "loss": 0.27087682485580444, + "learning_rate": 1.1701368968087671e-05, + "timestep_mean": 582.6875, + "epsilon_norm": 8.859013557434082, + "prediction_norm": 7.626240253448486, + "timestamp": "2025-07-14T12:34:50.796384" + }, + { + "epoch": 2138, + "batch_idx": 96, + "loss": 0.34417837858200073, + "learning_rate": 1.1701368968087671e-05, + "timestep_mean": 505.0, + "epsilon_norm": 8.301148414611816, + "prediction_norm": 6.942723274230957, + "timestamp": "2025-07-14T12:34:50.801557" + }, + { + "epoch": 2138, + "batch_idx": 128, + "loss": 0.20464912056922913, + "learning_rate": 1.1701368968087671e-05, + "timestep_mean": 545.5, + "epsilon_norm": 8.37087345123291, + "prediction_norm": 7.683331489562988, + "timestamp": "2025-07-14T12:34:50.806789" + }, + { + "epoch": 2138, + "batch_idx": 160, + "loss": 0.395097941160202, + "learning_rate": 1.1701368968087671e-05, + "timestep_mean": 469.21875, + "epsilon_norm": 9.054869651794434, + "prediction_norm": 6.500072956085205, + "timestamp": "2025-07-14T12:34:50.811861" + }, + { + "epoch": 2138, + "batch_idx": 192, + "loss": 0.17824235558509827, + "learning_rate": 1.1701368968087671e-05, + "timestep_mean": 528.0, + "epsilon_norm": 3.2394356727600098, + "prediction_norm": 2.8694660663604736, + "timestamp": "2025-07-14T12:34:50.817182" + }, + { + "epoch": 2139, + "batch_idx": 0, + "loss": 0.16267640888690948, + "learning_rate": 1.1870891794331501e-05, + "timestep_mean": 484.15625, + "epsilon_norm": 6.862362861633301, + "prediction_norm": 6.171002388000488, + "timestamp": "2025-07-14T12:34:50.822513" + }, + { + "epoch": 2139, + "batch_idx": 32, + "loss": 0.1831919252872467, + "learning_rate": 1.1870891794331501e-05, + "timestep_mean": 522.125, + "epsilon_norm": 8.229825019836426, + "prediction_norm": 7.512200355529785, + "timestamp": "2025-07-14T12:34:50.827743" + }, + { + "epoch": 2139, + "batch_idx": 64, + "loss": 0.34586021304130554, + "learning_rate": 1.1870891794331501e-05, + "timestep_mean": 462.28125, + "epsilon_norm": 8.08860969543457, + "prediction_norm": 6.7513957023620605, + "timestamp": "2025-07-14T12:34:50.832924" + }, + { + "epoch": 2139, + "batch_idx": 96, + "loss": 0.29709625244140625, + "learning_rate": 1.1870891794331501e-05, + "timestep_mean": 519.46875, + "epsilon_norm": 9.320913314819336, + "prediction_norm": 7.558339595794678, + "timestamp": "2025-07-14T12:34:50.838429" + }, + { + "epoch": 2139, + "batch_idx": 128, + "loss": 0.272855281829834, + "learning_rate": 1.1870891794331501e-05, + "timestep_mean": 463.125, + "epsilon_norm": 7.976613521575928, + "prediction_norm": 6.174221515655518, + "timestamp": "2025-07-14T12:34:50.843664" + }, + { + "epoch": 2139, + "batch_idx": 160, + "loss": 0.3971004784107208, + "learning_rate": 1.1870891794331501e-05, + "timestep_mean": 501.59375, + "epsilon_norm": 8.522483825683594, + "prediction_norm": 6.42505407333374, + "timestamp": "2025-07-14T12:34:50.848994" + }, + { + "epoch": 2139, + "batch_idx": 192, + "loss": 0.18480896949768066, + "learning_rate": 1.1870891794331501e-05, + "timestep_mean": 626.625, + "epsilon_norm": 4.470332622528076, + "prediction_norm": 3.701702356338501, + "timestamp": "2025-07-14T12:34:50.854145" + }, + { + "epoch": 2140, + "batch_idx": 0, + "loss": 0.18304061889648438, + "learning_rate": 1.2041619030626301e-05, + "timestep_mean": 465.78125, + "epsilon_norm": 7.401337146759033, + "prediction_norm": 6.400012016296387, + "timestamp": "2025-07-14T12:34:50.859500" + }, + { + "epoch": 2140, + "batch_idx": 32, + "loss": 0.48502737283706665, + "learning_rate": 1.2041619030626301e-05, + "timestep_mean": 421.15625, + "epsilon_norm": 9.401082038879395, + "prediction_norm": 7.17733907699585, + "timestamp": "2025-07-14T12:34:50.864699" + }, + { + "epoch": 2140, + "batch_idx": 64, + "loss": 0.209544375538826, + "learning_rate": 1.2041619030626301e-05, + "timestep_mean": 481.625, + "epsilon_norm": 6.979682445526123, + "prediction_norm": 5.9839982986450195, + "timestamp": "2025-07-14T12:34:50.869896" + }, + { + "epoch": 2140, + "batch_idx": 96, + "loss": 0.28183674812316895, + "learning_rate": 1.2041619030626301e-05, + "timestep_mean": 487.25, + "epsilon_norm": 7.862729072570801, + "prediction_norm": 6.833395957946777, + "timestamp": "2025-07-14T12:34:50.875049" + }, + { + "epoch": 2140, + "batch_idx": 128, + "loss": 0.41076645255088806, + "learning_rate": 1.2041619030626301e-05, + "timestep_mean": 487.25, + "epsilon_norm": 8.304055213928223, + "prediction_norm": 6.6769232749938965, + "timestamp": "2025-07-14T12:34:50.880251" + }, + { + "epoch": 2140, + "batch_idx": 160, + "loss": 0.31684672832489014, + "learning_rate": 1.2041619030626301e-05, + "timestep_mean": 436.875, + "epsilon_norm": 8.61583423614502, + "prediction_norm": 7.197770595550537, + "timestamp": "2025-07-14T12:34:50.885564" + }, + { + "epoch": 2140, + "batch_idx": 192, + "loss": 0.08675391227006912, + "learning_rate": 1.2041619030626301e-05, + "timestep_mean": 356.625, + "epsilon_norm": 2.6888394355773926, + "prediction_norm": 2.620723009109497, + "timestamp": "2025-07-14T12:34:50.890865" + }, + { + "epoch": 2141, + "batch_idx": 0, + "loss": 0.4150298833847046, + "learning_rate": 1.2213550255719648e-05, + "timestep_mean": 529.84375, + "epsilon_norm": 7.8382649421691895, + "prediction_norm": 6.4866180419921875, + "timestamp": "2025-07-14T12:34:50.896151" + }, + { + "epoch": 2141, + "batch_idx": 32, + "loss": 0.18215037882328033, + "learning_rate": 1.2213550255719648e-05, + "timestep_mean": 474.5625, + "epsilon_norm": 7.038408279418945, + "prediction_norm": 6.488996982574463, + "timestamp": "2025-07-14T12:34:50.901337" + }, + { + "epoch": 2141, + "batch_idx": 64, + "loss": 0.14146070182323456, + "learning_rate": 1.2213550255719648e-05, + "timestep_mean": 500.6875, + "epsilon_norm": 7.516141414642334, + "prediction_norm": 7.079586029052734, + "timestamp": "2025-07-14T12:34:50.906293" + }, + { + "epoch": 2141, + "batch_idx": 96, + "loss": 0.16844795644283295, + "learning_rate": 1.2213550255719648e-05, + "timestep_mean": 500.34375, + "epsilon_norm": 8.176137924194336, + "prediction_norm": 7.101306438446045, + "timestamp": "2025-07-14T12:34:50.911334" + }, + { + "epoch": 2141, + "batch_idx": 128, + "loss": 0.15623393654823303, + "learning_rate": 1.2213550255719648e-05, + "timestep_mean": 479.25, + "epsilon_norm": 8.231707572937012, + "prediction_norm": 7.760531902313232, + "timestamp": "2025-07-14T12:34:50.916578" + }, + { + "epoch": 2141, + "batch_idx": 160, + "loss": 0.3774990439414978, + "learning_rate": 1.2213550255719648e-05, + "timestep_mean": 457.5625, + "epsilon_norm": 8.518333435058594, + "prediction_norm": 6.7961273193359375, + "timestamp": "2025-07-14T12:34:50.921776" + }, + { + "epoch": 2141, + "batch_idx": 192, + "loss": 0.12375891953706741, + "learning_rate": 1.2213550255719648e-05, + "timestep_mean": 569.0, + "epsilon_norm": 3.222365617752075, + "prediction_norm": 3.3267428874969482, + "timestamp": "2025-07-14T12:34:50.926701" + }, + { + "epoch": 2142, + "batch_idx": 0, + "loss": 0.18406376242637634, + "learning_rate": 1.2386685045388276e-05, + "timestep_mean": 544.6875, + "epsilon_norm": 8.730074882507324, + "prediction_norm": 7.668691635131836, + "timestamp": "2025-07-14T12:34:50.931518" + }, + { + "epoch": 2142, + "batch_idx": 32, + "loss": 0.3106866776943207, + "learning_rate": 1.2386685045388276e-05, + "timestep_mean": 444.3125, + "epsilon_norm": 8.14495849609375, + "prediction_norm": 6.937127113342285, + "timestamp": "2025-07-14T12:34:50.936487" + }, + { + "epoch": 2142, + "batch_idx": 64, + "loss": 0.31505846977233887, + "learning_rate": 1.2386685045388276e-05, + "timestep_mean": 492.75, + "epsilon_norm": 7.749640464782715, + "prediction_norm": 6.548361301422119, + "timestamp": "2025-07-14T12:34:50.941373" + }, + { + "epoch": 2142, + "batch_idx": 96, + "loss": 0.049897804856300354, + "learning_rate": 1.2386685045388276e-05, + "timestep_mean": 667.96875, + "epsilon_norm": 7.197867393493652, + "prediction_norm": 7.190432071685791, + "timestamp": "2025-07-14T12:34:50.946267" + }, + { + "epoch": 2142, + "batch_idx": 128, + "loss": 0.4807611107826233, + "learning_rate": 1.2386685045388276e-05, + "timestep_mean": 447.03125, + "epsilon_norm": 8.859783172607422, + "prediction_norm": 7.119596481323242, + "timestamp": "2025-07-14T12:34:50.951379" + }, + { + "epoch": 2142, + "batch_idx": 160, + "loss": 0.32316362857818604, + "learning_rate": 1.2386685045388276e-05, + "timestep_mean": 531.9375, + "epsilon_norm": 8.872220039367676, + "prediction_norm": 7.433311939239502, + "timestamp": "2025-07-14T12:34:50.956564" + }, + { + "epoch": 2142, + "batch_idx": 192, + "loss": 0.17662495374679565, + "learning_rate": 1.2386685045388276e-05, + "timestep_mean": 456.25, + "epsilon_norm": 4.522340774536133, + "prediction_norm": 4.003837585449219, + "timestamp": "2025-07-14T12:34:50.961698" + }, + { + "epoch": 2143, + "batch_idx": 0, + "loss": 0.25853365659713745, + "learning_rate": 1.2561022972439349e-05, + "timestep_mean": 465.28125, + "epsilon_norm": 7.33000373840332, + "prediction_norm": 6.093363285064697, + "timestamp": "2025-07-14T12:34:50.967060" + }, + { + "epoch": 2143, + "batch_idx": 32, + "loss": 0.12611377239227295, + "learning_rate": 1.2561022972439349e-05, + "timestep_mean": 598.03125, + "epsilon_norm": 7.975232124328613, + "prediction_norm": 7.294130325317383, + "timestamp": "2025-07-14T12:34:50.972246" + }, + { + "epoch": 2143, + "batch_idx": 64, + "loss": 0.340210497379303, + "learning_rate": 1.2561022972439349e-05, + "timestep_mean": 537.9375, + "epsilon_norm": 8.859639167785645, + "prediction_norm": 7.249686241149902, + "timestamp": "2025-07-14T12:34:50.977474" + }, + { + "epoch": 2143, + "batch_idx": 96, + "loss": 0.2872927188873291, + "learning_rate": 1.2561022972439349e-05, + "timestep_mean": 456.46875, + "epsilon_norm": 9.236178398132324, + "prediction_norm": 7.594180583953857, + "timestamp": "2025-07-14T12:34:50.982709" + }, + { + "epoch": 2143, + "batch_idx": 128, + "loss": 0.18720290064811707, + "learning_rate": 1.2561022972439349e-05, + "timestep_mean": 469.34375, + "epsilon_norm": 7.65188455581665, + "prediction_norm": 7.111563205718994, + "timestamp": "2025-07-14T12:34:50.987960" + }, + { + "epoch": 2143, + "batch_idx": 160, + "loss": 0.06461896002292633, + "learning_rate": 1.2561022972439349e-05, + "timestep_mean": 629.75, + "epsilon_norm": 7.503754615783691, + "prediction_norm": 7.3245649337768555, + "timestamp": "2025-07-14T12:34:50.992802" + }, + { + "epoch": 2143, + "batch_idx": 192, + "loss": 0.14722731709480286, + "learning_rate": 1.2561022972439349e-05, + "timestep_mean": 512.375, + "epsilon_norm": 3.4554049968719482, + "prediction_norm": 2.909423351287842, + "timestamp": "2025-07-14T12:34:50.997630" + }, + { + "epoch": 2144, + "batch_idx": 0, + "loss": 0.20797349512577057, + "learning_rate": 1.2736563606711458e-05, + "timestep_mean": 484.03125, + "epsilon_norm": 8.010984420776367, + "prediction_norm": 6.9858574867248535, + "timestamp": "2025-07-14T12:34:51.002624" + }, + { + "epoch": 2144, + "batch_idx": 32, + "loss": 0.3093520998954773, + "learning_rate": 1.2736563606711458e-05, + "timestep_mean": 425.34375, + "epsilon_norm": 7.9517669677734375, + "prediction_norm": 6.245305061340332, + "timestamp": "2025-07-14T12:34:51.007699" + }, + { + "epoch": 2144, + "batch_idx": 64, + "loss": 0.21793901920318604, + "learning_rate": 1.2736563606711458e-05, + "timestep_mean": 512.59375, + "epsilon_norm": 7.825323104858398, + "prediction_norm": 7.303248405456543, + "timestamp": "2025-07-14T12:34:51.012851" + }, + { + "epoch": 2144, + "batch_idx": 96, + "loss": 0.290433794260025, + "learning_rate": 1.2736563606711458e-05, + "timestep_mean": 449.75, + "epsilon_norm": 8.012585639953613, + "prediction_norm": 6.911420822143555, + "timestamp": "2025-07-14T12:34:51.017887" + }, + { + "epoch": 2144, + "batch_idx": 128, + "loss": 0.19180980324745178, + "learning_rate": 1.2736563606711458e-05, + "timestep_mean": 517.3125, + "epsilon_norm": 6.373985767364502, + "prediction_norm": 5.897381782531738, + "timestamp": "2025-07-14T12:34:51.023089" + }, + { + "epoch": 2144, + "batch_idx": 160, + "loss": 0.3112238645553589, + "learning_rate": 1.2736563606711458e-05, + "timestep_mean": 431.9375, + "epsilon_norm": 8.59748649597168, + "prediction_norm": 6.883862495422363, + "timestamp": "2025-07-14T12:34:51.028161" + }, + { + "epoch": 2144, + "batch_idx": 192, + "loss": 0.16164560616016388, + "learning_rate": 1.2736563606711458e-05, + "timestep_mean": 433.5, + "epsilon_norm": 3.728062391281128, + "prediction_norm": 3.2824902534484863, + "timestamp": "2025-07-14T12:34:51.033222" + }, + { + "epoch": 2145, + "batch_idx": 0, + "loss": 0.36064714193344116, + "learning_rate": 1.2913306515075348e-05, + "timestep_mean": 447.5625, + "epsilon_norm": 6.522423267364502, + "prediction_norm": 5.343704700469971, + "timestamp": "2025-07-14T12:34:51.038365" + }, + { + "epoch": 2145, + "batch_idx": 32, + "loss": 0.3115735650062561, + "learning_rate": 1.2913306515075348e-05, + "timestep_mean": 506.375, + "epsilon_norm": 8.916783332824707, + "prediction_norm": 8.177826881408691, + "timestamp": "2025-07-14T12:34:51.043432" + }, + { + "epoch": 2145, + "batch_idx": 64, + "loss": 0.17636609077453613, + "learning_rate": 1.2913306515075348e-05, + "timestep_mean": 504.25, + "epsilon_norm": 7.554908275604248, + "prediction_norm": 6.534919261932373, + "timestamp": "2025-07-14T12:34:51.048729" + }, + { + "epoch": 2145, + "batch_idx": 96, + "loss": 0.4964934289455414, + "learning_rate": 1.2913306515075348e-05, + "timestep_mean": 481.84375, + "epsilon_norm": 8.850945472717285, + "prediction_norm": 6.426416873931885, + "timestamp": "2025-07-14T12:34:51.053969" + }, + { + "epoch": 2145, + "batch_idx": 128, + "loss": 0.5185216665267944, + "learning_rate": 1.2913306515075348e-05, + "timestep_mean": 470.375, + "epsilon_norm": 7.900918960571289, + "prediction_norm": 6.206233024597168, + "timestamp": "2025-07-14T12:34:51.059261" + }, + { + "epoch": 2145, + "batch_idx": 160, + "loss": 0.3615390658378601, + "learning_rate": 1.2913306515075348e-05, + "timestep_mean": 562.0, + "epsilon_norm": 7.964675426483154, + "prediction_norm": 6.55560302734375, + "timestamp": "2025-07-14T12:34:51.064385" + }, + { + "epoch": 2145, + "batch_idx": 192, + "loss": 0.7040794491767883, + "learning_rate": 1.2913306515075348e-05, + "timestep_mean": 333.625, + "epsilon_norm": 4.441646575927734, + "prediction_norm": 2.4166324138641357, + "timestamp": "2025-07-14T12:34:51.069566" + }, + { + "epoch": 2146, + "batch_idx": 0, + "loss": 0.3600936532020569, + "learning_rate": 1.3091251261435529e-05, + "timestep_mean": 570.4375, + "epsilon_norm": 7.568099498748779, + "prediction_norm": 6.3121232986450195, + "timestamp": "2025-07-14T12:34:51.074766" + }, + { + "epoch": 2146, + "batch_idx": 32, + "loss": 0.3139128088951111, + "learning_rate": 1.3091251261435529e-05, + "timestep_mean": 503.875, + "epsilon_norm": 8.882414817810059, + "prediction_norm": 7.27664041519165, + "timestamp": "2025-07-14T12:34:51.080097" + }, + { + "epoch": 2146, + "batch_idx": 64, + "loss": 0.4470493197441101, + "learning_rate": 1.3091251261435529e-05, + "timestep_mean": 434.53125, + "epsilon_norm": 8.789830207824707, + "prediction_norm": 6.292790412902832, + "timestamp": "2025-07-14T12:34:51.085247" + }, + { + "epoch": 2146, + "batch_idx": 96, + "loss": 0.2203410267829895, + "learning_rate": 1.3091251261435529e-05, + "timestep_mean": 432.6875, + "epsilon_norm": 7.502026081085205, + "prediction_norm": 5.809362888336182, + "timestamp": "2025-07-14T12:34:51.090540" + }, + { + "epoch": 2146, + "batch_idx": 128, + "loss": 0.35931864380836487, + "learning_rate": 1.3091251261435529e-05, + "timestep_mean": 559.84375, + "epsilon_norm": 7.749159336090088, + "prediction_norm": 6.376730442047119, + "timestamp": "2025-07-14T12:34:51.095833" + }, + { + "epoch": 2146, + "batch_idx": 160, + "loss": 0.2408868968486786, + "learning_rate": 1.3091251261435529e-05, + "timestep_mean": 571.78125, + "epsilon_norm": 8.195171356201172, + "prediction_norm": 7.465574741363525, + "timestamp": "2025-07-14T12:34:51.101114" + }, + { + "epoch": 2146, + "batch_idx": 192, + "loss": 0.20472580194473267, + "learning_rate": 1.3091251261435529e-05, + "timestep_mean": 516.375, + "epsilon_norm": 3.7695305347442627, + "prediction_norm": 3.727574586868286, + "timestamp": "2025-07-14T12:34:51.106236" + }, + { + "epoch": 2147, + "batch_idx": 0, + "loss": 0.3773801326751709, + "learning_rate": 1.3270397406731102e-05, + "timestep_mean": 446.90625, + "epsilon_norm": 8.074379920959473, + "prediction_norm": 6.278836727142334, + "timestamp": "2025-07-14T12:34:51.111413" + }, + { + "epoch": 2147, + "batch_idx": 32, + "loss": 0.3851838707923889, + "learning_rate": 1.3270397406731102e-05, + "timestep_mean": 483.375, + "epsilon_norm": 8.623769760131836, + "prediction_norm": 6.803372859954834, + "timestamp": "2025-07-14T12:34:51.116610" + }, + { + "epoch": 2147, + "batch_idx": 64, + "loss": 0.27900439500808716, + "learning_rate": 1.3270397406731102e-05, + "timestep_mean": 432.65625, + "epsilon_norm": 9.18710994720459, + "prediction_norm": 7.516537189483643, + "timestamp": "2025-07-14T12:34:51.122036" + }, + { + "epoch": 2147, + "batch_idx": 96, + "loss": 0.31352537870407104, + "learning_rate": 1.3270397406731102e-05, + "timestep_mean": 487.84375, + "epsilon_norm": 7.330381393432617, + "prediction_norm": 6.771271228790283, + "timestamp": "2025-07-14T12:34:51.127252" + }, + { + "epoch": 2147, + "batch_idx": 128, + "loss": 0.24850976467132568, + "learning_rate": 1.3270397406731102e-05, + "timestep_mean": 516.125, + "epsilon_norm": 7.4591193199157715, + "prediction_norm": 6.476779460906982, + "timestamp": "2025-07-14T12:34:51.132589" + }, + { + "epoch": 2147, + "batch_idx": 160, + "loss": 0.21931827068328857, + "learning_rate": 1.3270397406731102e-05, + "timestep_mean": 474.125, + "epsilon_norm": 7.612268924713135, + "prediction_norm": 6.486813068389893, + "timestamp": "2025-07-14T12:34:51.137804" + }, + { + "epoch": 2147, + "batch_idx": 192, + "loss": 0.1685105264186859, + "learning_rate": 1.3270397406731102e-05, + "timestep_mean": 479.875, + "epsilon_norm": 3.8688013553619385, + "prediction_norm": 3.4316468238830566, + "timestamp": "2025-07-14T12:34:51.142923" + }, + { + "epoch": 2148, + "batch_idx": 0, + "loss": 0.38374629616737366, + "learning_rate": 1.345074450893676e-05, + "timestep_mean": 447.53125, + "epsilon_norm": 8.733125686645508, + "prediction_norm": 7.524079322814941, + "timestamp": "2025-07-14T12:34:51.148161" + }, + { + "epoch": 2148, + "batch_idx": 32, + "loss": 0.2254759967327118, + "learning_rate": 1.345074450893676e-05, + "timestep_mean": 538.0625, + "epsilon_norm": 8.241887092590332, + "prediction_norm": 7.262294769287109, + "timestamp": "2025-07-14T12:34:51.153337" + }, + { + "epoch": 2148, + "batch_idx": 64, + "loss": 0.16144081950187683, + "learning_rate": 1.345074450893676e-05, + "timestep_mean": 495.0625, + "epsilon_norm": 6.9336018562316895, + "prediction_norm": 6.1581902503967285, + "timestamp": "2025-07-14T12:34:51.158721" + }, + { + "epoch": 2148, + "batch_idx": 96, + "loss": 0.37834203243255615, + "learning_rate": 1.345074450893676e-05, + "timestep_mean": 546.96875, + "epsilon_norm": 8.348073959350586, + "prediction_norm": 7.134807586669922, + "timestamp": "2025-07-14T12:34:51.164052" + }, + { + "epoch": 2148, + "batch_idx": 128, + "loss": 0.6188904047012329, + "learning_rate": 1.345074450893676e-05, + "timestep_mean": 390.625, + "epsilon_norm": 7.895516872406006, + "prediction_norm": 5.305697441101074, + "timestamp": "2025-07-14T12:34:51.169362" + }, + { + "epoch": 2148, + "batch_idx": 160, + "loss": 0.275999516248703, + "learning_rate": 1.345074450893676e-05, + "timestep_mean": 475.71875, + "epsilon_norm": 8.079197883605957, + "prediction_norm": 7.028848171234131, + "timestamp": "2025-07-14T12:34:51.174223" + }, + { + "epoch": 2148, + "batch_idx": 192, + "loss": 0.14380313456058502, + "learning_rate": 1.345074450893676e-05, + "timestep_mean": 701.0, + "epsilon_norm": 4.826711177825928, + "prediction_norm": 4.529826641082764, + "timestamp": "2025-07-14T12:34:51.178992" + }, + { + "epoch": 2149, + "batch_idx": 0, + "loss": 0.1475415974855423, + "learning_rate": 1.3632292123063792e-05, + "timestep_mean": 521.9375, + "epsilon_norm": 7.824590682983398, + "prediction_norm": 7.5829925537109375, + "timestamp": "2025-07-14T12:34:51.183911" + }, + { + "epoch": 2149, + "batch_idx": 32, + "loss": 0.5849155187606812, + "learning_rate": 1.3632292123063792e-05, + "timestep_mean": 414.84375, + "epsilon_norm": 8.759785652160645, + "prediction_norm": 6.557613849639893, + "timestamp": "2025-07-14T12:34:51.188860" + }, + { + "epoch": 2149, + "batch_idx": 64, + "loss": 0.3192638158798218, + "learning_rate": 1.3632292123063792e-05, + "timestep_mean": 421.71875, + "epsilon_norm": 9.144681930541992, + "prediction_norm": 7.287606716156006, + "timestamp": "2025-07-14T12:34:51.193900" + }, + { + "epoch": 2149, + "batch_idx": 96, + "loss": 0.4635290503501892, + "learning_rate": 1.3632292123063792e-05, + "timestep_mean": 393.9375, + "epsilon_norm": 8.862519264221191, + "prediction_norm": 6.791038513183594, + "timestamp": "2025-07-14T12:34:51.198801" + }, + { + "epoch": 2149, + "batch_idx": 128, + "loss": 0.13950124382972717, + "learning_rate": 1.3632292123063792e-05, + "timestep_mean": 495.5625, + "epsilon_norm": 9.057908058166504, + "prediction_norm": 8.575935363769531, + "timestamp": "2025-07-14T12:34:51.203779" + }, + { + "epoch": 2149, + "batch_idx": 160, + "loss": 0.2820079028606415, + "learning_rate": 1.3632292123063792e-05, + "timestep_mean": 489.53125, + "epsilon_norm": 7.426655292510986, + "prediction_norm": 6.613450050354004, + "timestamp": "2025-07-14T12:34:51.208729" + }, + { + "epoch": 2149, + "batch_idx": 192, + "loss": 0.07053107023239136, + "learning_rate": 1.3632292123063792e-05, + "timestep_mean": 804.25, + "epsilon_norm": 3.3567564487457275, + "prediction_norm": 3.3081085681915283, + "timestamp": "2025-07-14T12:34:51.213552" + }, + { + "epoch": 2150, + "batch_idx": 0, + "loss": 0.27770888805389404, + "learning_rate": 1.3815039801161687e-05, + "timestep_mean": 537.9375, + "epsilon_norm": 8.55631160736084, + "prediction_norm": 7.281513690948486, + "timestamp": "2025-07-14T12:34:51.218559" + }, + { + "epoch": 2150, + "batch_idx": 32, + "loss": 0.33813390135765076, + "learning_rate": 1.3815039801161687e-05, + "timestep_mean": 435.96875, + "epsilon_norm": 8.0995512008667, + "prediction_norm": 6.801182746887207, + "timestamp": "2025-07-14T12:34:51.223441" + }, + { + "epoch": 2150, + "batch_idx": 64, + "loss": 0.2877862751483917, + "learning_rate": 1.3815039801161687e-05, + "timestep_mean": 468.0625, + "epsilon_norm": 9.874449729919434, + "prediction_norm": 8.556660652160645, + "timestamp": "2025-07-14T12:34:51.228387" + }, + { + "epoch": 2150, + "batch_idx": 96, + "loss": 0.20119716227054596, + "learning_rate": 1.3815039801161687e-05, + "timestep_mean": 560.5, + "epsilon_norm": 7.671741008758545, + "prediction_norm": 6.92549467086792, + "timestamp": "2025-07-14T12:34:51.233202" + }, + { + "epoch": 2150, + "batch_idx": 128, + "loss": 0.26425009965896606, + "learning_rate": 1.3815039801161687e-05, + "timestep_mean": 496.4375, + "epsilon_norm": 8.766454696655273, + "prediction_norm": 7.295600891113281, + "timestamp": "2025-07-14T12:34:51.238082" + }, + { + "epoch": 2150, + "batch_idx": 160, + "loss": 0.16571345925331116, + "learning_rate": 1.3815039801161687e-05, + "timestep_mean": 461.125, + "epsilon_norm": 8.586068153381348, + "prediction_norm": 8.193183898925781, + "timestamp": "2025-07-14T12:34:51.242945" + }, + { + "epoch": 2150, + "batch_idx": 192, + "loss": 0.1462572067975998, + "learning_rate": 1.3815039801161687e-05, + "timestep_mean": 558.0, + "epsilon_norm": 3.6142077445983887, + "prediction_norm": 3.2112181186676025, + "timestamp": "2025-07-14T12:34:51.247814" + }, + { + "epoch": 2151, + "batch_idx": 0, + "loss": 0.2847355008125305, + "learning_rate": 1.3998987092318694e-05, + "timestep_mean": 492.21875, + "epsilon_norm": 8.484983444213867, + "prediction_norm": 7.164156913757324, + "timestamp": "2025-07-14T12:34:51.252726" + }, + { + "epoch": 2151, + "batch_idx": 32, + "loss": 0.24711790680885315, + "learning_rate": 1.3998987092318694e-05, + "timestep_mean": 547.0625, + "epsilon_norm": 6.889727592468262, + "prediction_norm": 5.885591506958008, + "timestamp": "2025-07-14T12:34:51.257607" + }, + { + "epoch": 2151, + "batch_idx": 64, + "loss": 0.2217911034822464, + "learning_rate": 1.3998987092318694e-05, + "timestep_mean": 540.21875, + "epsilon_norm": 7.974112510681152, + "prediction_norm": 6.739559650421143, + "timestamp": "2025-07-14T12:34:51.262579" + }, + { + "epoch": 2151, + "batch_idx": 96, + "loss": 0.23648959398269653, + "learning_rate": 1.3998987092318694e-05, + "timestep_mean": 489.8125, + "epsilon_norm": 7.560051918029785, + "prediction_norm": 6.730294704437256, + "timestamp": "2025-07-14T12:34:51.267533" + }, + { + "epoch": 2151, + "batch_idx": 128, + "loss": 0.2873896360397339, + "learning_rate": 1.3998987092318694e-05, + "timestep_mean": 454.375, + "epsilon_norm": 8.409611701965332, + "prediction_norm": 6.940802097320557, + "timestamp": "2025-07-14T12:34:51.272385" + }, + { + "epoch": 2151, + "batch_idx": 160, + "loss": 0.13474182784557343, + "learning_rate": 1.3998987092318694e-05, + "timestep_mean": 542.8125, + "epsilon_norm": 7.085373401641846, + "prediction_norm": 6.4447922706604, + "timestamp": "2025-07-14T12:34:51.277291" + }, + { + "epoch": 2151, + "batch_idx": 192, + "loss": 0.11466261744499207, + "learning_rate": 1.3998987092318694e-05, + "timestep_mean": 451.75, + "epsilon_norm": 3.5381968021392822, + "prediction_norm": 3.3820765018463135, + "timestamp": "2025-07-14T12:34:51.282174" + }, + { + "epoch": 2152, + "batch_idx": 0, + "loss": 0.23184272646903992, + "learning_rate": 1.4184133542663037e-05, + "timestep_mean": 500.09375, + "epsilon_norm": 8.077536582946777, + "prediction_norm": 6.763825416564941, + "timestamp": "2025-07-14T12:34:51.287022" + }, + { + "epoch": 2152, + "batch_idx": 32, + "loss": 0.2364913672208786, + "learning_rate": 1.4184133542663037e-05, + "timestep_mean": 525.03125, + "epsilon_norm": 7.779599666595459, + "prediction_norm": 6.668905735015869, + "timestamp": "2025-07-14T12:34:51.291906" + }, + { + "epoch": 2152, + "batch_idx": 64, + "loss": 0.24763572216033936, + "learning_rate": 1.4184133542663037e-05, + "timestep_mean": 514.0625, + "epsilon_norm": 6.773046493530273, + "prediction_norm": 5.853155612945557, + "timestamp": "2025-07-14T12:34:51.296739" + }, + { + "epoch": 2152, + "batch_idx": 96, + "loss": 0.2315618395805359, + "learning_rate": 1.4184133542663037e-05, + "timestep_mean": 454.53125, + "epsilon_norm": 8.09958553314209, + "prediction_norm": 6.910659313201904, + "timestamp": "2025-07-14T12:34:51.301506" + }, + { + "epoch": 2152, + "batch_idx": 128, + "loss": 0.24919229745864868, + "learning_rate": 1.4184133542663037e-05, + "timestep_mean": 479.4375, + "epsilon_norm": 8.797607421875, + "prediction_norm": 7.580145359039307, + "timestamp": "2025-07-14T12:34:51.306453" + }, + { + "epoch": 2152, + "batch_idx": 160, + "loss": 0.30629581212997437, + "learning_rate": 1.4184133542663037e-05, + "timestep_mean": 550.0625, + "epsilon_norm": 8.380078315734863, + "prediction_norm": 6.276772499084473, + "timestamp": "2025-07-14T12:34:51.311297" + }, + { + "epoch": 2152, + "batch_idx": 192, + "loss": 0.08968634158372879, + "learning_rate": 1.4184133542663037e-05, + "timestep_mean": 632.75, + "epsilon_norm": 4.466448783874512, + "prediction_norm": 3.863757610321045, + "timestamp": "2025-07-14T12:34:51.316164" + }, + { + "epoch": 2153, + "batch_idx": 0, + "loss": 0.2318599820137024, + "learning_rate": 1.4370478695364367e-05, + "timestep_mean": 464.25, + "epsilon_norm": 7.2192840576171875, + "prediction_norm": 6.5649943351745605, + "timestamp": "2025-07-14T12:34:51.321105" + }, + { + "epoch": 2153, + "batch_idx": 32, + "loss": 0.3485102653503418, + "learning_rate": 1.4370478695364367e-05, + "timestep_mean": 460.28125, + "epsilon_norm": 8.306107521057129, + "prediction_norm": 6.4870100021362305, + "timestamp": "2025-07-14T12:34:51.326238" + }, + { + "epoch": 2153, + "batch_idx": 64, + "loss": 0.12338481843471527, + "learning_rate": 1.4370478695364367e-05, + "timestep_mean": 506.28125, + "epsilon_norm": 7.626993179321289, + "prediction_norm": 7.104329586029053, + "timestamp": "2025-07-14T12:34:51.331436" + }, + { + "epoch": 2153, + "batch_idx": 96, + "loss": 0.17900028824806213, + "learning_rate": 1.4370478695364367e-05, + "timestep_mean": 555.0, + "epsilon_norm": 7.803394317626953, + "prediction_norm": 6.581977367401123, + "timestamp": "2025-07-14T12:34:51.336749" + }, + { + "epoch": 2153, + "batch_idx": 128, + "loss": 0.2734527587890625, + "learning_rate": 1.4370478695364367e-05, + "timestep_mean": 467.6875, + "epsilon_norm": 7.915470123291016, + "prediction_norm": 6.547241687774658, + "timestamp": "2025-07-14T12:34:51.342172" + }, + { + "epoch": 2153, + "batch_idx": 160, + "loss": 0.20443855226039886, + "learning_rate": 1.4370478695364367e-05, + "timestep_mean": 514.65625, + "epsilon_norm": 7.837214469909668, + "prediction_norm": 6.669092178344727, + "timestamp": "2025-07-14T12:34:51.347339" + }, + { + "epoch": 2153, + "batch_idx": 192, + "loss": 0.11412516236305237, + "learning_rate": 1.4370478695364367e-05, + "timestep_mean": 545.875, + "epsilon_norm": 3.866840362548828, + "prediction_norm": 3.5245413780212402, + "timestamp": "2025-07-14T12:34:51.352522" + }, + { + "epoch": 2154, + "batch_idx": 0, + "loss": 0.1774621605873108, + "learning_rate": 1.4558022090634474e-05, + "timestep_mean": 505.28125, + "epsilon_norm": 8.081624984741211, + "prediction_norm": 7.206718444824219, + "timestamp": "2025-07-14T12:34:51.357864" + }, + { + "epoch": 2154, + "batch_idx": 32, + "loss": 0.276852548122406, + "learning_rate": 1.4558022090634474e-05, + "timestep_mean": 430.3125, + "epsilon_norm": 7.960000038146973, + "prediction_norm": 6.523802757263184, + "timestamp": "2025-07-14T12:34:51.363287" + }, + { + "epoch": 2154, + "batch_idx": 64, + "loss": 0.39453721046447754, + "learning_rate": 1.4558022090634474e-05, + "timestep_mean": 424.8125, + "epsilon_norm": 7.131932258605957, + "prediction_norm": 6.0105509757995605, + "timestamp": "2025-07-14T12:34:51.368378" + }, + { + "epoch": 2154, + "batch_idx": 96, + "loss": 0.32225334644317627, + "learning_rate": 1.4558022090634474e-05, + "timestep_mean": 441.9375, + "epsilon_norm": 9.07175350189209, + "prediction_norm": 7.2921833992004395, + "timestamp": "2025-07-14T12:34:51.373626" + }, + { + "epoch": 2154, + "batch_idx": 128, + "loss": 0.12421167641878128, + "learning_rate": 1.4558022090634474e-05, + "timestep_mean": 491.6875, + "epsilon_norm": 6.8157782554626465, + "prediction_norm": 5.855624675750732, + "timestamp": "2025-07-14T12:34:51.378914" + }, + { + "epoch": 2154, + "batch_idx": 160, + "loss": 0.1460043042898178, + "learning_rate": 1.4558022090634474e-05, + "timestep_mean": 587.65625, + "epsilon_norm": 7.592757701873779, + "prediction_norm": 6.793826580047607, + "timestamp": "2025-07-14T12:34:51.384333" + }, + { + "epoch": 2154, + "batch_idx": 192, + "loss": 0.11430475860834122, + "learning_rate": 1.4558022090634474e-05, + "timestep_mean": 470.125, + "epsilon_norm": 3.058878183364868, + "prediction_norm": 3.0231199264526367, + "timestamp": "2025-07-14T12:34:51.389349" + }, + { + "epoch": 2155, + "batch_idx": 0, + "loss": 0.2593843638896942, + "learning_rate": 1.4746763265728796e-05, + "timestep_mean": 497.96875, + "epsilon_norm": 7.051959037780762, + "prediction_norm": 5.594873905181885, + "timestamp": "2025-07-14T12:34:51.394549" + }, + { + "epoch": 2155, + "batch_idx": 32, + "loss": 0.2460172325372696, + "learning_rate": 1.4746763265728796e-05, + "timestep_mean": 473.15625, + "epsilon_norm": 8.636272430419922, + "prediction_norm": 7.77877140045166, + "timestamp": "2025-07-14T12:34:51.399792" + }, + { + "epoch": 2155, + "batch_idx": 64, + "loss": 0.1804153472185135, + "learning_rate": 1.4746763265728796e-05, + "timestep_mean": 540.5625, + "epsilon_norm": 7.2276225090026855, + "prediction_norm": 6.316305637359619, + "timestamp": "2025-07-14T12:34:51.405029" + }, + { + "epoch": 2155, + "batch_idx": 96, + "loss": 0.13059405982494354, + "learning_rate": 1.4746763265728796e-05, + "timestep_mean": 537.5, + "epsilon_norm": 7.687329292297363, + "prediction_norm": 6.902548313140869, + "timestamp": "2025-07-14T12:34:51.409940" + }, + { + "epoch": 2155, + "batch_idx": 128, + "loss": 0.16827869415283203, + "learning_rate": 1.4746763265728796e-05, + "timestep_mean": 602.5, + "epsilon_norm": 6.7654500007629395, + "prediction_norm": 6.032044887542725, + "timestamp": "2025-07-14T12:34:51.414856" + }, + { + "epoch": 2155, + "batch_idx": 160, + "loss": 0.24330376088619232, + "learning_rate": 1.4746763265728796e-05, + "timestep_mean": 450.3125, + "epsilon_norm": 8.386655807495117, + "prediction_norm": 7.3455071449279785, + "timestamp": "2025-07-14T12:34:51.420175" + }, + { + "epoch": 2155, + "batch_idx": 192, + "loss": 0.149021714925766, + "learning_rate": 1.4746763265728796e-05, + "timestep_mean": 381.5, + "epsilon_norm": 3.492110013961792, + "prediction_norm": 3.1002330780029297, + "timestamp": "2025-07-14T12:34:51.425463" + }, + { + "epoch": 2156, + "batch_idx": 0, + "loss": 0.30650457739830017, + "learning_rate": 1.493670175494713e-05, + "timestep_mean": 459.40625, + "epsilon_norm": 7.208836555480957, + "prediction_norm": 5.702390670776367, + "timestamp": "2025-07-14T12:34:51.430754" + }, + { + "epoch": 2156, + "batch_idx": 32, + "loss": 0.23306135833263397, + "learning_rate": 1.493670175494713e-05, + "timestep_mean": 496.84375, + "epsilon_norm": 7.756511211395264, + "prediction_norm": 6.806015491485596, + "timestamp": "2025-07-14T12:34:51.435969" + }, + { + "epoch": 2156, + "batch_idx": 64, + "loss": 0.26175785064697266, + "learning_rate": 1.493670175494713e-05, + "timestep_mean": 531.28125, + "epsilon_norm": 7.818967342376709, + "prediction_norm": 6.577602863311768, + "timestamp": "2025-07-14T12:34:51.441186" + }, + { + "epoch": 2156, + "batch_idx": 96, + "loss": 0.3510562479496002, + "learning_rate": 1.493670175494713e-05, + "timestep_mean": 416.5625, + "epsilon_norm": 7.8576765060424805, + "prediction_norm": 6.568607807159424, + "timestamp": "2025-07-14T12:34:51.446330" + }, + { + "epoch": 2156, + "batch_idx": 128, + "loss": 0.3029389977455139, + "learning_rate": 1.493670175494713e-05, + "timestep_mean": 453.25, + "epsilon_norm": 8.63419246673584, + "prediction_norm": 6.723848342895508, + "timestamp": "2025-07-14T12:34:51.451649" + }, + { + "epoch": 2156, + "batch_idx": 160, + "loss": 0.1700618863105774, + "learning_rate": 1.493670175494713e-05, + "timestep_mean": 549.8125, + "epsilon_norm": 7.7807464599609375, + "prediction_norm": 6.921867370605469, + "timestamp": "2025-07-14T12:34:51.456947" + }, + { + "epoch": 2156, + "batch_idx": 192, + "loss": 0.5208197236061096, + "learning_rate": 1.493670175494713e-05, + "timestep_mean": 376.625, + "epsilon_norm": 4.764187812805176, + "prediction_norm": 3.665783166885376, + "timestamp": "2025-07-14T12:34:51.462127" + }, + { + "epoch": 2157, + "batch_idx": 0, + "loss": 0.27895480394363403, + "learning_rate": 1.5127837089635082e-05, + "timestep_mean": 500.375, + "epsilon_norm": 7.630695819854736, + "prediction_norm": 6.423348426818848, + "timestamp": "2025-07-14T12:34:51.467445" + }, + { + "epoch": 2157, + "batch_idx": 32, + "loss": 0.4255842864513397, + "learning_rate": 1.5127837089635082e-05, + "timestep_mean": 513.1875, + "epsilon_norm": 8.747718811035156, + "prediction_norm": 6.566196441650391, + "timestamp": "2025-07-14T12:34:51.472574" + }, + { + "epoch": 2157, + "batch_idx": 64, + "loss": 0.24829742312431335, + "learning_rate": 1.5127837089635082e-05, + "timestep_mean": 567.875, + "epsilon_norm": 7.565797328948975, + "prediction_norm": 6.455365180969238, + "timestamp": "2025-07-14T12:34:51.477770" + }, + { + "epoch": 2157, + "batch_idx": 96, + "loss": 0.5588312149047852, + "learning_rate": 1.5127837089635082e-05, + "timestep_mean": 420.0, + "epsilon_norm": 7.675083637237549, + "prediction_norm": 5.488874912261963, + "timestamp": "2025-07-14T12:34:51.483039" + }, + { + "epoch": 2157, + "batch_idx": 128, + "loss": 0.1961124837398529, + "learning_rate": 1.5127837089635082e-05, + "timestep_mean": 475.25, + "epsilon_norm": 7.649675369262695, + "prediction_norm": 7.345437526702881, + "timestamp": "2025-07-14T12:34:51.488408" + }, + { + "epoch": 2157, + "batch_idx": 160, + "loss": 0.277915358543396, + "learning_rate": 1.5127837089635082e-05, + "timestep_mean": 433.625, + "epsilon_norm": 7.083102703094482, + "prediction_norm": 5.960955619812012, + "timestamp": "2025-07-14T12:34:51.493430" + }, + { + "epoch": 2157, + "batch_idx": 192, + "loss": 0.1954113245010376, + "learning_rate": 1.5127837089635082e-05, + "timestep_mean": 424.0, + "epsilon_norm": 4.9807233810424805, + "prediction_norm": 4.317471027374268, + "timestamp": "2025-07-14T12:34:51.498236" + }, + { + "epoch": 2158, + "batch_idx": 0, + "loss": 0.22781449556350708, + "learning_rate": 1.5320168798185403e-05, + "timestep_mean": 442.84375, + "epsilon_norm": 7.45710563659668, + "prediction_norm": 6.392763614654541, + "timestamp": "2025-07-14T12:34:51.503182" + }, + { + "epoch": 2158, + "batch_idx": 32, + "loss": 0.31512361764907837, + "learning_rate": 1.5320168798185403e-05, + "timestep_mean": 463.0625, + "epsilon_norm": 7.634487628936768, + "prediction_norm": 5.521396160125732, + "timestamp": "2025-07-14T12:34:51.508029" + }, + { + "epoch": 2158, + "batch_idx": 64, + "loss": 0.17438533902168274, + "learning_rate": 1.5320168798185403e-05, + "timestep_mean": 512.25, + "epsilon_norm": 7.765189170837402, + "prediction_norm": 7.182044506072998, + "timestamp": "2025-07-14T12:34:51.512936" + }, + { + "epoch": 2158, + "batch_idx": 96, + "loss": 0.44419199228286743, + "learning_rate": 1.5320168798185403e-05, + "timestep_mean": 546.0, + "epsilon_norm": 8.429550170898438, + "prediction_norm": 6.618148326873779, + "timestamp": "2025-07-14T12:34:51.517902" + }, + { + "epoch": 2158, + "batch_idx": 128, + "loss": 0.3244333863258362, + "learning_rate": 1.5320168798185403e-05, + "timestep_mean": 501.5625, + "epsilon_norm": 7.549532413482666, + "prediction_norm": 6.135956764221191, + "timestamp": "2025-07-14T12:34:51.523116" + }, + { + "epoch": 2158, + "batch_idx": 160, + "loss": 0.13296467065811157, + "learning_rate": 1.5320168798185403e-05, + "timestep_mean": 533.09375, + "epsilon_norm": 7.547886371612549, + "prediction_norm": 6.345503807067871, + "timestamp": "2025-07-14T12:34:51.528217" + }, + { + "epoch": 2158, + "batch_idx": 192, + "loss": 0.270500510931015, + "learning_rate": 1.5320168798185403e-05, + "timestep_mean": 352.5, + "epsilon_norm": 3.7272651195526123, + "prediction_norm": 2.683633804321289, + "timestamp": "2025-07-14T12:34:51.533306" + }, + { + "epoch": 2159, + "batch_idx": 0, + "loss": 0.18874791264533997, + "learning_rate": 1.551369640603853e-05, + "timestep_mean": 453.3125, + "epsilon_norm": 6.610904693603516, + "prediction_norm": 5.591344356536865, + "timestamp": "2025-07-14T12:34:51.538626" + }, + { + "epoch": 2159, + "batch_idx": 32, + "loss": 0.09150257706642151, + "learning_rate": 1.551369640603853e-05, + "timestep_mean": 640.25, + "epsilon_norm": 7.844418525695801, + "prediction_norm": 7.32066535949707, + "timestamp": "2025-07-14T12:34:51.543764" + }, + { + "epoch": 2159, + "batch_idx": 64, + "loss": 0.36383557319641113, + "learning_rate": 1.551369640603853e-05, + "timestep_mean": 490.6875, + "epsilon_norm": 7.670957565307617, + "prediction_norm": 5.636868476867676, + "timestamp": "2025-07-14T12:34:51.548940" + }, + { + "epoch": 2159, + "batch_idx": 96, + "loss": 0.19938090443611145, + "learning_rate": 1.551369640603853e-05, + "timestep_mean": 487.65625, + "epsilon_norm": 7.235546588897705, + "prediction_norm": 6.244507789611816, + "timestamp": "2025-07-14T12:34:51.554215" + }, + { + "epoch": 2159, + "batch_idx": 128, + "loss": 0.19359999895095825, + "learning_rate": 1.551369640603853e-05, + "timestep_mean": 528.3125, + "epsilon_norm": 8.61150074005127, + "prediction_norm": 7.593090534210205, + "timestamp": "2025-07-14T12:34:51.559419" + }, + { + "epoch": 2159, + "batch_idx": 160, + "loss": 0.3290872573852539, + "learning_rate": 1.551369640603853e-05, + "timestep_mean": 468.5625, + "epsilon_norm": 7.4456787109375, + "prediction_norm": 6.0433807373046875, + "timestamp": "2025-07-14T12:34:51.564572" + }, + { + "epoch": 2159, + "batch_idx": 192, + "loss": 0.3126959502696991, + "learning_rate": 1.551369640603853e-05, + "timestep_mean": 547.5, + "epsilon_norm": 4.097448825836182, + "prediction_norm": 3.415461540222168, + "timestamp": "2025-07-14T12:34:51.569743" + }, + { + "epoch": 2160, + "batch_idx": 0, + "loss": 0.43805694580078125, + "learning_rate": 1.5708419435684436e-05, + "timestep_mean": 452.875, + "epsilon_norm": 7.843635082244873, + "prediction_norm": 5.887305736541748, + "timestamp": "2025-07-14T12:34:51.574935" + }, + { + "epoch": 2160, + "batch_idx": 32, + "loss": 0.14979666471481323, + "learning_rate": 1.5708419435684436e-05, + "timestep_mean": 520.5, + "epsilon_norm": 7.700666427612305, + "prediction_norm": 6.703777313232422, + "timestamp": "2025-07-14T12:34:51.580289" + }, + { + "epoch": 2160, + "batch_idx": 64, + "loss": 0.32994335889816284, + "learning_rate": 1.5708419435684436e-05, + "timestep_mean": 493.46875, + "epsilon_norm": 8.656874656677246, + "prediction_norm": 6.49025821685791, + "timestamp": "2025-07-14T12:34:51.585461" + }, + { + "epoch": 2160, + "batch_idx": 96, + "loss": 0.328868567943573, + "learning_rate": 1.5708419435684436e-05, + "timestep_mean": 524.46875, + "epsilon_norm": 7.719762325286865, + "prediction_norm": 6.3020453453063965, + "timestamp": "2025-07-14T12:34:51.590653" + }, + { + "epoch": 2160, + "batch_idx": 128, + "loss": 0.28523191809654236, + "learning_rate": 1.5708419435684436e-05, + "timestep_mean": 457.1875, + "epsilon_norm": 7.603763103485107, + "prediction_norm": 6.260280132293701, + "timestamp": "2025-07-14T12:34:51.595784" + }, + { + "epoch": 2160, + "batch_idx": 160, + "loss": 0.2222372442483902, + "learning_rate": 1.5708419435684436e-05, + "timestep_mean": 505.375, + "epsilon_norm": 8.440210342407227, + "prediction_norm": 7.235265731811523, + "timestamp": "2025-07-14T12:34:51.601137" + }, + { + "epoch": 2160, + "batch_idx": 192, + "loss": 0.27580976486206055, + "learning_rate": 1.5708419435684436e-05, + "timestep_mean": 528.0, + "epsilon_norm": 4.480764865875244, + "prediction_norm": 4.504003524780273, + "timestamp": "2025-07-14T12:34:51.606256" + }, + { + "epoch": 2161, + "batch_idx": 0, + "loss": 0.3484012484550476, + "learning_rate": 1.590433740666339e-05, + "timestep_mean": 441.5, + "epsilon_norm": 7.697351455688477, + "prediction_norm": 6.012073040008545, + "timestamp": "2025-07-14T12:34:51.611412" + }, + { + "epoch": 2161, + "batch_idx": 32, + "loss": 0.2806788384914398, + "learning_rate": 1.590433740666339e-05, + "timestep_mean": 404.96875, + "epsilon_norm": 7.755016803741455, + "prediction_norm": 6.68959379196167, + "timestamp": "2025-07-14T12:34:51.616506" + }, + { + "epoch": 2161, + "batch_idx": 64, + "loss": 0.2620134949684143, + "learning_rate": 1.590433740666339e-05, + "timestep_mean": 430.875, + "epsilon_norm": 7.831623554229736, + "prediction_norm": 6.25811767578125, + "timestamp": "2025-07-14T12:34:51.621743" + }, + { + "epoch": 2161, + "batch_idx": 96, + "loss": 0.2547423243522644, + "learning_rate": 1.590433740666339e-05, + "timestep_mean": 443.28125, + "epsilon_norm": 7.996334075927734, + "prediction_norm": 6.744884490966797, + "timestamp": "2025-07-14T12:34:51.627009" + }, + { + "epoch": 2161, + "batch_idx": 128, + "loss": 0.2099992036819458, + "learning_rate": 1.590433740666339e-05, + "timestep_mean": 492.5625, + "epsilon_norm": 7.834962368011475, + "prediction_norm": 7.273488998413086, + "timestamp": "2025-07-14T12:34:51.632098" + }, + { + "epoch": 2161, + "batch_idx": 160, + "loss": 0.39279672503471375, + "learning_rate": 1.590433740666339e-05, + "timestep_mean": 421.15625, + "epsilon_norm": 8.131887435913086, + "prediction_norm": 5.965307235717773, + "timestamp": "2025-07-14T12:34:51.637257" + }, + { + "epoch": 2161, + "batch_idx": 192, + "loss": 0.047414593398571014, + "learning_rate": 1.590433740666339e-05, + "timestep_mean": 538.0, + "epsilon_norm": 2.686572551727295, + "prediction_norm": 2.3192007541656494, + "timestamp": "2025-07-14T12:34:51.642378" + }, + { + "epoch": 2162, + "batch_idx": 0, + "loss": 0.28605765104293823, + "learning_rate": 1.61014498355673e-05, + "timestep_mean": 452.1875, + "epsilon_norm": 8.848002433776855, + "prediction_norm": 7.684994220733643, + "timestamp": "2025-07-14T12:34:51.647600" + }, + { + "epoch": 2162, + "batch_idx": 32, + "loss": 0.31243887543678284, + "learning_rate": 1.61014498355673e-05, + "timestep_mean": 486.28125, + "epsilon_norm": 9.667539596557617, + "prediction_norm": 7.888558387756348, + "timestamp": "2025-07-14T12:34:51.652743" + }, + { + "epoch": 2162, + "batch_idx": 64, + "loss": 0.3164973258972168, + "learning_rate": 1.61014498355673e-05, + "timestep_mean": 491.6875, + "epsilon_norm": 7.70410680770874, + "prediction_norm": 6.105097770690918, + "timestamp": "2025-07-14T12:34:51.657842" + }, + { + "epoch": 2162, + "batch_idx": 96, + "loss": 0.21658290922641754, + "learning_rate": 1.61014498355673e-05, + "timestep_mean": 456.46875, + "epsilon_norm": 7.18804407119751, + "prediction_norm": 5.89359712600708, + "timestamp": "2025-07-14T12:34:51.663294" + }, + { + "epoch": 2162, + "batch_idx": 128, + "loss": 0.36208030581474304, + "learning_rate": 1.61014498355673e-05, + "timestep_mean": 473.5625, + "epsilon_norm": 8.69564151763916, + "prediction_norm": 7.483022689819336, + "timestamp": "2025-07-14T12:34:51.668425" + }, + { + "epoch": 2162, + "batch_idx": 160, + "loss": 0.3185265064239502, + "learning_rate": 1.61014498355673e-05, + "timestep_mean": 434.3125, + "epsilon_norm": 7.141158580780029, + "prediction_norm": 5.82009744644165, + "timestamp": "2025-07-14T12:34:51.673653" + }, + { + "epoch": 2162, + "batch_idx": 192, + "loss": 0.06422924250364304, + "learning_rate": 1.61014498355673e-05, + "timestep_mean": 582.75, + "epsilon_norm": 4.311668872833252, + "prediction_norm": 4.351570129394531, + "timestamp": "2025-07-14T12:34:51.678823" + }, + { + "epoch": 2163, + "batch_idx": 0, + "loss": 0.20952649414539337, + "learning_rate": 1.6299756236040773e-05, + "timestep_mean": 484.96875, + "epsilon_norm": 8.256346702575684, + "prediction_norm": 7.327296257019043, + "timestamp": "2025-07-14T12:34:51.684077" + }, + { + "epoch": 2163, + "batch_idx": 32, + "loss": 0.283454954624176, + "learning_rate": 1.6299756236040773e-05, + "timestep_mean": 451.65625, + "epsilon_norm": 7.735880374908447, + "prediction_norm": 6.178924560546875, + "timestamp": "2025-07-14T12:34:51.689403" + }, + { + "epoch": 2163, + "batch_idx": 64, + "loss": 0.2334427535533905, + "learning_rate": 1.6299756236040773e-05, + "timestep_mean": 467.21875, + "epsilon_norm": 8.597877502441406, + "prediction_norm": 7.7526984214782715, + "timestamp": "2025-07-14T12:34:51.694542" + }, + { + "epoch": 2163, + "batch_idx": 96, + "loss": 0.23454000055789948, + "learning_rate": 1.6299756236040773e-05, + "timestep_mean": 592.25, + "epsilon_norm": 7.718217372894287, + "prediction_norm": 7.470861434936523, + "timestamp": "2025-07-14T12:34:51.699801" + }, + { + "epoch": 2163, + "batch_idx": 128, + "loss": 0.34206241369247437, + "learning_rate": 1.6299756236040773e-05, + "timestep_mean": 456.34375, + "epsilon_norm": 8.574616432189941, + "prediction_norm": 6.764487266540527, + "timestamp": "2025-07-14T12:34:51.705225" + }, + { + "epoch": 2163, + "batch_idx": 160, + "loss": 0.3170262277126312, + "learning_rate": 1.6299756236040773e-05, + "timestep_mean": 415.0, + "epsilon_norm": 7.708319664001465, + "prediction_norm": 6.133222579956055, + "timestamp": "2025-07-14T12:34:51.710421" + }, + { + "epoch": 2163, + "batch_idx": 192, + "loss": 0.11894029378890991, + "learning_rate": 1.6299756236040773e-05, + "timestep_mean": 452.125, + "epsilon_norm": 2.8499279022216797, + "prediction_norm": 2.9590044021606445, + "timestamp": "2025-07-14T12:34:51.715565" + }, + { + "epoch": 2164, + "batch_idx": 0, + "loss": 0.2899167537689209, + "learning_rate": 1.649925611878248e-05, + "timestep_mean": 492.625, + "epsilon_norm": 7.443445205688477, + "prediction_norm": 6.375082969665527, + "timestamp": "2025-07-14T12:34:51.720810" + }, + { + "epoch": 2164, + "batch_idx": 32, + "loss": 0.18226638436317444, + "learning_rate": 1.649925611878248e-05, + "timestep_mean": 422.5, + "epsilon_norm": 7.6310882568359375, + "prediction_norm": 6.781177043914795, + "timestamp": "2025-07-14T12:34:51.726124" + }, + { + "epoch": 2164, + "batch_idx": 64, + "loss": 0.2682037949562073, + "learning_rate": 1.649925611878248e-05, + "timestep_mean": 437.25, + "epsilon_norm": 7.393654823303223, + "prediction_norm": 5.680342197418213, + "timestamp": "2025-07-14T12:34:51.731375" + }, + { + "epoch": 2164, + "batch_idx": 96, + "loss": 0.15672123432159424, + "learning_rate": 1.649925611878248e-05, + "timestep_mean": 482.875, + "epsilon_norm": 7.4443511962890625, + "prediction_norm": 6.810126304626465, + "timestamp": "2025-07-14T12:34:51.736546" + }, + { + "epoch": 2164, + "batch_idx": 128, + "loss": 0.5240998864173889, + "learning_rate": 1.649925611878248e-05, + "timestep_mean": 398.0625, + "epsilon_norm": 8.766148567199707, + "prediction_norm": 6.875383377075195, + "timestamp": "2025-07-14T12:34:51.741891" + }, + { + "epoch": 2164, + "batch_idx": 160, + "loss": 0.2315877228975296, + "learning_rate": 1.649925611878248e-05, + "timestep_mean": 504.875, + "epsilon_norm": 7.507619380950928, + "prediction_norm": 6.7205939292907715, + "timestamp": "2025-07-14T12:34:51.747177" + }, + { + "epoch": 2164, + "batch_idx": 192, + "loss": 0.08690164238214493, + "learning_rate": 1.649925611878248e-05, + "timestep_mean": 747.5, + "epsilon_norm": 3.7038681507110596, + "prediction_norm": 3.577583074569702, + "timestamp": "2025-07-14T12:34:51.752340" + }, + { + "epoch": 2165, + "batch_idx": 0, + "loss": 0.29123371839523315, + "learning_rate": 1.6699948991546343e-05, + "timestep_mean": 600.40625, + "epsilon_norm": 8.489806175231934, + "prediction_norm": 7.533815383911133, + "timestamp": "2025-07-14T12:34:51.757587" + }, + { + "epoch": 2165, + "batch_idx": 32, + "loss": 0.18508771061897278, + "learning_rate": 1.6699948991546343e-05, + "timestep_mean": 474.15625, + "epsilon_norm": 6.89445161819458, + "prediction_norm": 6.175425052642822, + "timestamp": "2025-07-14T12:34:51.762812" + }, + { + "epoch": 2165, + "batch_idx": 64, + "loss": 0.36143958568573, + "learning_rate": 1.6699948991546343e-05, + "timestep_mean": 515.59375, + "epsilon_norm": 8.327386856079102, + "prediction_norm": 6.919075965881348, + "timestamp": "2025-07-14T12:34:51.767976" + }, + { + "epoch": 2165, + "batch_idx": 96, + "loss": 0.20725244283676147, + "learning_rate": 1.6699948991546343e-05, + "timestep_mean": 520.09375, + "epsilon_norm": 7.617985248565674, + "prediction_norm": 6.436886787414551, + "timestamp": "2025-07-14T12:34:51.773259" + }, + { + "epoch": 2165, + "batch_idx": 128, + "loss": 0.20572206377983093, + "learning_rate": 1.6699948991546343e-05, + "timestep_mean": 551.28125, + "epsilon_norm": 9.16019058227539, + "prediction_norm": 8.20396900177002, + "timestamp": "2025-07-14T12:34:51.778493" + }, + { + "epoch": 2165, + "batch_idx": 160, + "loss": 0.26229774951934814, + "learning_rate": 1.6699948991546343e-05, + "timestep_mean": 456.84375, + "epsilon_norm": 7.058103084564209, + "prediction_norm": 6.0115580558776855, + "timestamp": "2025-07-14T12:34:51.783824" + }, + { + "epoch": 2165, + "batch_idx": 192, + "loss": 0.08042273670434952, + "learning_rate": 1.6699948991546343e-05, + "timestep_mean": 634.375, + "epsilon_norm": 3.7392196655273438, + "prediction_norm": 3.598600149154663, + "timestamp": "2025-07-14T12:34:51.789025" + }, + { + "epoch": 2166, + "batch_idx": 0, + "loss": 0.2695144712924957, + "learning_rate": 1.6901834359142645e-05, + "timestep_mean": 551.90625, + "epsilon_norm": 9.366888999938965, + "prediction_norm": 8.048216819763184, + "timestamp": "2025-07-14T12:34:51.794191" + }, + { + "epoch": 2166, + "batch_idx": 32, + "loss": 0.2073528915643692, + "learning_rate": 1.6901834359142645e-05, + "timestep_mean": 569.46875, + "epsilon_norm": 7.086822032928467, + "prediction_norm": 6.429475784301758, + "timestamp": "2025-07-14T12:34:51.799445" + }, + { + "epoch": 2166, + "batch_idx": 64, + "loss": 0.22214481234550476, + "learning_rate": 1.6901834359142645e-05, + "timestep_mean": 465.53125, + "epsilon_norm": 8.662089347839355, + "prediction_norm": 6.989349365234375, + "timestamp": "2025-07-14T12:34:51.804683" + }, + { + "epoch": 2166, + "batch_idx": 96, + "loss": 0.47339263558387756, + "learning_rate": 1.6901834359142645e-05, + "timestep_mean": 448.375, + "epsilon_norm": 9.65898609161377, + "prediction_norm": 7.558119773864746, + "timestamp": "2025-07-14T12:34:51.809918" + }, + { + "epoch": 2166, + "batch_idx": 128, + "loss": 0.4225825071334839, + "learning_rate": 1.6901834359142645e-05, + "timestep_mean": 453.28125, + "epsilon_norm": 8.94582748413086, + "prediction_norm": 7.048630714416504, + "timestamp": "2025-07-14T12:34:51.815116" + }, + { + "epoch": 2166, + "batch_idx": 160, + "loss": 0.2550293803215027, + "learning_rate": 1.6901834359142645e-05, + "timestep_mean": 522.21875, + "epsilon_norm": 8.133209228515625, + "prediction_norm": 6.616236686706543, + "timestamp": "2025-07-14T12:34:51.820265" + }, + { + "epoch": 2166, + "batch_idx": 192, + "loss": 0.10595592856407166, + "learning_rate": 1.6901834359142645e-05, + "timestep_mean": 575.875, + "epsilon_norm": 3.8324198722839355, + "prediction_norm": 3.32940673828125, + "timestamp": "2025-07-14T12:34:51.825690" + }, + { + "epoch": 2167, + "batch_idx": 0, + "loss": 0.2511686384677887, + "learning_rate": 1.710491172343929e-05, + "timestep_mean": 503.0, + "epsilon_norm": 8.063349723815918, + "prediction_norm": 6.9376935958862305, + "timestamp": "2025-07-14T12:34:51.830794" + }, + { + "epoch": 2167, + "batch_idx": 32, + "loss": 0.3525545597076416, + "learning_rate": 1.710491172343929e-05, + "timestep_mean": 527.5625, + "epsilon_norm": 8.671412467956543, + "prediction_norm": 6.736069679260254, + "timestamp": "2025-07-14T12:34:51.835852" + }, + { + "epoch": 2167, + "batch_idx": 64, + "loss": 0.19727276265621185, + "learning_rate": 1.710491172343929e-05, + "timestep_mean": 472.8125, + "epsilon_norm": 7.267811298370361, + "prediction_norm": 6.156298637390137, + "timestamp": "2025-07-14T12:34:51.840819" + }, + { + "epoch": 2167, + "batch_idx": 96, + "loss": 0.27716219425201416, + "learning_rate": 1.710491172343929e-05, + "timestep_mean": 472.15625, + "epsilon_norm": 8.44787883758545, + "prediction_norm": 7.5335540771484375, + "timestamp": "2025-07-14T12:34:51.845646" + }, + { + "epoch": 2167, + "batch_idx": 128, + "loss": 0.28636908531188965, + "learning_rate": 1.710491172343929e-05, + "timestep_mean": 483.0625, + "epsilon_norm": 8.650873184204102, + "prediction_norm": 7.010990619659424, + "timestamp": "2025-07-14T12:34:51.850662" + }, + { + "epoch": 2167, + "batch_idx": 160, + "loss": 0.20057587325572968, + "learning_rate": 1.710491172343929e-05, + "timestep_mean": 543.90625, + "epsilon_norm": 8.596329689025879, + "prediction_norm": 7.348715782165527, + "timestamp": "2025-07-14T12:34:51.855482" + }, + { + "epoch": 2167, + "batch_idx": 192, + "loss": 0.20745685696601868, + "learning_rate": 1.710491172343929e-05, + "timestep_mean": 458.0, + "epsilon_norm": 3.8837766647338867, + "prediction_norm": 3.4666972160339355, + "timestamp": "2025-07-14T12:34:51.860509" + }, + { + "epoch": 2168, + "batch_idx": 0, + "loss": 0.27892830967903137, + "learning_rate": 1.7309180583363096e-05, + "timestep_mean": 576.21875, + "epsilon_norm": 9.151808738708496, + "prediction_norm": 7.363502502441406, + "timestamp": "2025-07-14T12:34:51.865678" + }, + { + "epoch": 2168, + "batch_idx": 32, + "loss": 0.3220862150192261, + "learning_rate": 1.7309180583363096e-05, + "timestep_mean": 563.5, + "epsilon_norm": 8.908356666564941, + "prediction_norm": 7.9392924308776855, + "timestamp": "2025-07-14T12:34:51.870836" + }, + { + "epoch": 2168, + "batch_idx": 64, + "loss": 0.32992035150527954, + "learning_rate": 1.7309180583363096e-05, + "timestep_mean": 506.65625, + "epsilon_norm": 7.861856937408447, + "prediction_norm": 6.332399368286133, + "timestamp": "2025-07-14T12:34:51.875907" + }, + { + "epoch": 2168, + "batch_idx": 96, + "loss": 0.3501097559928894, + "learning_rate": 1.7309180583363096e-05, + "timestep_mean": 433.34375, + "epsilon_norm": 7.881492614746094, + "prediction_norm": 6.623791217803955, + "timestamp": "2025-07-14T12:34:51.881047" + }, + { + "epoch": 2168, + "batch_idx": 128, + "loss": 0.5146650075912476, + "learning_rate": 1.7309180583363096e-05, + "timestep_mean": 390.65625, + "epsilon_norm": 7.826972007751465, + "prediction_norm": 5.752448081970215, + "timestamp": "2025-07-14T12:34:51.886195" + }, + { + "epoch": 2168, + "batch_idx": 160, + "loss": 0.4155172109603882, + "learning_rate": 1.7309180583363096e-05, + "timestep_mean": 540.15625, + "epsilon_norm": 9.68301010131836, + "prediction_norm": 8.106039047241211, + "timestamp": "2025-07-14T12:34:51.891383" + }, + { + "epoch": 2168, + "batch_idx": 192, + "loss": 0.06346841156482697, + "learning_rate": 1.7309180583363096e-05, + "timestep_mean": 480.75, + "epsilon_norm": 4.342888355255127, + "prediction_norm": 4.261517524719238, + "timestamp": "2025-07-14T12:34:51.896725" + }, + { + "epoch": 2169, + "batch_idx": 0, + "loss": 0.4816534221172333, + "learning_rate": 1.7514640434900897e-05, + "timestep_mean": 418.9375, + "epsilon_norm": 8.456855773925781, + "prediction_norm": 6.821827411651611, + "timestamp": "2025-07-14T12:34:51.902002" + }, + { + "epoch": 2169, + "batch_idx": 32, + "loss": 0.2785204350948334, + "learning_rate": 1.7514640434900897e-05, + "timestep_mean": 453.53125, + "epsilon_norm": 7.8023152351379395, + "prediction_norm": 6.6039838790893555, + "timestamp": "2025-07-14T12:34:51.907085" + }, + { + "epoch": 2169, + "batch_idx": 64, + "loss": 0.33302128314971924, + "learning_rate": 1.7514640434900897e-05, + "timestep_mean": 529.84375, + "epsilon_norm": 8.720260620117188, + "prediction_norm": 7.6014485359191895, + "timestamp": "2025-07-14T12:34:51.912289" + }, + { + "epoch": 2169, + "batch_idx": 96, + "loss": 0.2730433940887451, + "learning_rate": 1.7514640434900897e-05, + "timestep_mean": 576.5625, + "epsilon_norm": 7.748023986816406, + "prediction_norm": 6.688211441040039, + "timestamp": "2025-07-14T12:34:51.917628" + }, + { + "epoch": 2169, + "batch_idx": 128, + "loss": 0.3613714575767517, + "learning_rate": 1.7514640434900897e-05, + "timestep_mean": 475.96875, + "epsilon_norm": 8.523433685302734, + "prediction_norm": 6.879965305328369, + "timestamp": "2025-07-14T12:34:51.922430" + }, + { + "epoch": 2169, + "batch_idx": 160, + "loss": 0.19658900797367096, + "learning_rate": 1.7514640434900897e-05, + "timestep_mean": 541.34375, + "epsilon_norm": 7.795179843902588, + "prediction_norm": 6.833507537841797, + "timestamp": "2025-07-14T12:34:51.927627" + }, + { + "epoch": 2169, + "batch_idx": 192, + "loss": 0.8244989514350891, + "learning_rate": 1.7514640434900897e-05, + "timestep_mean": 500.75, + "epsilon_norm": 4.845831871032715, + "prediction_norm": 2.8589541912078857, + "timestamp": "2025-07-14T12:34:51.932786" + }, + { + "epoch": 2170, + "batch_idx": 0, + "loss": 0.30296218395233154, + "learning_rate": 1.7721290771100996e-05, + "timestep_mean": 517.875, + "epsilon_norm": 8.981515884399414, + "prediction_norm": 7.017187118530273, + "timestamp": "2025-07-14T12:34:51.937927" + }, + { + "epoch": 2170, + "batch_idx": 32, + "loss": 0.46197882294654846, + "learning_rate": 1.7721290771100996e-05, + "timestep_mean": 447.5625, + "epsilon_norm": 7.864575386047363, + "prediction_norm": 6.039435386657715, + "timestamp": "2025-07-14T12:34:51.943067" + }, + { + "epoch": 2170, + "batch_idx": 64, + "loss": 0.2244015634059906, + "learning_rate": 1.7721290771100996e-05, + "timestep_mean": 429.40625, + "epsilon_norm": 7.472254276275635, + "prediction_norm": 6.303593158721924, + "timestamp": "2025-07-14T12:34:51.948386" + }, + { + "epoch": 2170, + "batch_idx": 96, + "loss": 0.23874914646148682, + "learning_rate": 1.7721290771100996e-05, + "timestep_mean": 489.53125, + "epsilon_norm": 7.162150859832764, + "prediction_norm": 6.13884973526001, + "timestamp": "2025-07-14T12:34:51.953629" + }, + { + "epoch": 2170, + "batch_idx": 128, + "loss": 0.16994896531105042, + "learning_rate": 1.7721290771100996e-05, + "timestep_mean": 603.0625, + "epsilon_norm": 7.696821689605713, + "prediction_norm": 7.135982036590576, + "timestamp": "2025-07-14T12:34:51.959080" + }, + { + "epoch": 2170, + "batch_idx": 160, + "loss": 0.41474267840385437, + "learning_rate": 1.7721290771100996e-05, + "timestep_mean": 447.375, + "epsilon_norm": 8.277512550354004, + "prediction_norm": 6.94473123550415, + "timestamp": "2025-07-14T12:34:51.964311" + }, + { + "epoch": 2170, + "batch_idx": 192, + "loss": 0.844351053237915, + "learning_rate": 1.7721290771100996e-05, + "timestep_mean": 472.625, + "epsilon_norm": 4.265419006347656, + "prediction_norm": 3.0258030891418457, + "timestamp": "2025-07-14T12:34:51.969412" + }, + { + "epoch": 2171, + "batch_idx": 0, + "loss": 0.5527151823043823, + "learning_rate": 1.7929131082074144e-05, + "timestep_mean": 478.21875, + "epsilon_norm": 8.379168510437012, + "prediction_norm": 6.234854221343994, + "timestamp": "2025-07-14T12:34:51.974625" + }, + { + "epoch": 2171, + "batch_idx": 32, + "loss": 0.34936410188674927, + "learning_rate": 1.7929131082074144e-05, + "timestep_mean": 519.4375, + "epsilon_norm": 6.9393086433410645, + "prediction_norm": 5.249261856079102, + "timestamp": "2025-07-14T12:34:51.979998" + }, + { + "epoch": 2171, + "batch_idx": 64, + "loss": 0.2064521312713623, + "learning_rate": 1.7929131082074144e-05, + "timestep_mean": 540.3125, + "epsilon_norm": 6.950139999389648, + "prediction_norm": 6.104191303253174, + "timestamp": "2025-07-14T12:34:51.985234" + }, + { + "epoch": 2171, + "batch_idx": 96, + "loss": 0.35036224126815796, + "learning_rate": 1.7929131082074144e-05, + "timestep_mean": 503.84375, + "epsilon_norm": 8.183829307556152, + "prediction_norm": 6.8496880531311035, + "timestamp": "2025-07-14T12:34:51.990259" + }, + { + "epoch": 2171, + "batch_idx": 128, + "loss": 0.08158816397190094, + "learning_rate": 1.7929131082074144e-05, + "timestep_mean": 555.21875, + "epsilon_norm": 7.267029285430908, + "prediction_norm": 6.882390975952148, + "timestamp": "2025-07-14T12:34:51.995303" + }, + { + "epoch": 2171, + "batch_idx": 160, + "loss": 0.3518032431602478, + "learning_rate": 1.7929131082074144e-05, + "timestep_mean": 598.53125, + "epsilon_norm": 8.227252006530762, + "prediction_norm": 7.071324825286865, + "timestamp": "2025-07-14T12:34:52.000703" + }, + { + "epoch": 2171, + "batch_idx": 192, + "loss": 0.04699074849486351, + "learning_rate": 1.7929131082074144e-05, + "timestep_mean": 572.5, + "epsilon_norm": 3.6327192783355713, + "prediction_norm": 3.556485891342163, + "timestamp": "2025-07-14T12:34:52.005901" + }, + { + "epoch": 2172, + "batch_idx": 0, + "loss": 0.184954434633255, + "learning_rate": 1.8138160854995175e-05, + "timestep_mean": 527.3125, + "epsilon_norm": 7.611405372619629, + "prediction_norm": 7.032492160797119, + "timestamp": "2025-07-14T12:34:52.011096" + }, + { + "epoch": 2172, + "batch_idx": 32, + "loss": 0.1483188271522522, + "learning_rate": 1.8138160854995175e-05, + "timestep_mean": 643.8125, + "epsilon_norm": 8.266639709472656, + "prediction_norm": 7.9278059005737305, + "timestamp": "2025-07-14T12:34:52.016286" + }, + { + "epoch": 2172, + "batch_idx": 64, + "loss": 0.3292641043663025, + "learning_rate": 1.8138160854995175e-05, + "timestep_mean": 484.375, + "epsilon_norm": 7.824622631072998, + "prediction_norm": 5.648508548736572, + "timestamp": "2025-07-14T12:34:52.021624" + }, + { + "epoch": 2172, + "batch_idx": 96, + "loss": 0.47821497917175293, + "learning_rate": 1.8138160854995175e-05, + "timestep_mean": 492.25, + "epsilon_norm": 8.33144760131836, + "prediction_norm": 7.143098831176758, + "timestamp": "2025-07-14T12:34:52.026858" + }, + { + "epoch": 2172, + "batch_idx": 128, + "loss": 0.1937970370054245, + "learning_rate": 1.8138160854995175e-05, + "timestep_mean": 494.84375, + "epsilon_norm": 7.262972354888916, + "prediction_norm": 5.979762554168701, + "timestamp": "2025-07-14T12:34:52.032003" + }, + { + "epoch": 2172, + "batch_idx": 160, + "loss": 0.4126243591308594, + "learning_rate": 1.8138160854995175e-05, + "timestep_mean": 567.71875, + "epsilon_norm": 7.953196048736572, + "prediction_norm": 6.483335971832275, + "timestamp": "2025-07-14T12:34:52.037229" + }, + { + "epoch": 2172, + "batch_idx": 192, + "loss": 0.32447177171707153, + "learning_rate": 1.8138160854995175e-05, + "timestep_mean": 471.75, + "epsilon_norm": 4.020171165466309, + "prediction_norm": 3.4888663291931152, + "timestamp": "2025-07-14T12:34:52.042616" + }, + { + "epoch": 2173, + "batch_idx": 0, + "loss": 0.13099601864814758, + "learning_rate": 1.8348379574103764e-05, + "timestep_mean": 581.8125, + "epsilon_norm": 8.582120895385742, + "prediction_norm": 8.124003410339355, + "timestamp": "2025-07-14T12:34:52.047888" + }, + { + "epoch": 2173, + "batch_idx": 32, + "loss": 0.20728114247322083, + "learning_rate": 1.8348379574103764e-05, + "timestep_mean": 415.625, + "epsilon_norm": 6.824642658233643, + "prediction_norm": 5.785641670227051, + "timestamp": "2025-07-14T12:34:52.053039" + }, + { + "epoch": 2173, + "batch_idx": 64, + "loss": 0.29381394386291504, + "learning_rate": 1.8348379574103764e-05, + "timestep_mean": 507.53125, + "epsilon_norm": 8.498411178588867, + "prediction_norm": 7.622684001922607, + "timestamp": "2025-07-14T12:34:52.058253" + }, + { + "epoch": 2173, + "batch_idx": 96, + "loss": 0.44681069254875183, + "learning_rate": 1.8348379574103764e-05, + "timestep_mean": 542.1875, + "epsilon_norm": 9.206171035766602, + "prediction_norm": 7.19915246963501, + "timestamp": "2025-07-14T12:34:52.063553" + }, + { + "epoch": 2173, + "batch_idx": 128, + "loss": 0.21090367436408997, + "learning_rate": 1.8348379574103764e-05, + "timestep_mean": 470.09375, + "epsilon_norm": 8.122694969177246, + "prediction_norm": 6.932271957397461, + "timestamp": "2025-07-14T12:34:52.068771" + }, + { + "epoch": 2173, + "batch_idx": 160, + "loss": 0.10112286359071732, + "learning_rate": 1.8348379574103764e-05, + "timestep_mean": 503.0625, + "epsilon_norm": 7.066711902618408, + "prediction_norm": 6.712032794952393, + "timestamp": "2025-07-14T12:34:52.074067" + }, + { + "epoch": 2173, + "batch_idx": 192, + "loss": 0.3708447217941284, + "learning_rate": 1.8348379574103764e-05, + "timestep_mean": 486.75, + "epsilon_norm": 4.47624397277832, + "prediction_norm": 3.9703211784362793, + "timestamp": "2025-07-14T12:34:52.079269" + }, + { + "epoch": 2174, + "batch_idx": 0, + "loss": 0.2288626879453659, + "learning_rate": 1.8559786720706216e-05, + "timestep_mean": 486.0625, + "epsilon_norm": 7.157936096191406, + "prediction_norm": 6.472746849060059, + "timestamp": "2025-07-14T12:34:52.084446" + }, + { + "epoch": 2174, + "batch_idx": 32, + "loss": 0.17688851058483124, + "learning_rate": 1.8559786720706216e-05, + "timestep_mean": 529.71875, + "epsilon_norm": 7.0631585121154785, + "prediction_norm": 5.899823188781738, + "timestamp": "2025-07-14T12:34:52.089704" + }, + { + "epoch": 2174, + "batch_idx": 64, + "loss": 0.27366048097610474, + "learning_rate": 1.8559786720706216e-05, + "timestep_mean": 566.96875, + "epsilon_norm": 7.432652473449707, + "prediction_norm": 6.311312198638916, + "timestamp": "2025-07-14T12:34:52.094806" + }, + { + "epoch": 2174, + "batch_idx": 96, + "loss": 0.40988993644714355, + "learning_rate": 1.8559786720706216e-05, + "timestep_mean": 538.09375, + "epsilon_norm": 7.352718830108643, + "prediction_norm": 5.975734710693359, + "timestamp": "2025-07-14T12:34:52.099747" + }, + { + "epoch": 2174, + "batch_idx": 128, + "loss": 0.23438584804534912, + "learning_rate": 1.8559786720706216e-05, + "timestep_mean": 560.375, + "epsilon_norm": 8.897902488708496, + "prediction_norm": 7.391615867614746, + "timestamp": "2025-07-14T12:34:52.104899" + }, + { + "epoch": 2174, + "batch_idx": 160, + "loss": 0.1352299004793167, + "learning_rate": 1.8559786720706216e-05, + "timestep_mean": 614.78125, + "epsilon_norm": 7.552880764007568, + "prediction_norm": 7.345639705657959, + "timestamp": "2025-07-14T12:34:52.110012" + }, + { + "epoch": 2174, + "batch_idx": 192, + "loss": 0.1896727830171585, + "learning_rate": 1.8559786720706216e-05, + "timestep_mean": 514.375, + "epsilon_norm": 3.6288115978240967, + "prediction_norm": 3.39898681640625, + "timestamp": "2025-07-14T12:34:52.115125" + }, + { + "epoch": 2175, + "batch_idx": 0, + "loss": 0.4456954300403595, + "learning_rate": 1.8772381773176395e-05, + "timestep_mean": 523.4375, + "epsilon_norm": 7.843331336975098, + "prediction_norm": 5.898974418640137, + "timestamp": "2025-07-14T12:34:52.120186" + }, + { + "epoch": 2175, + "batch_idx": 32, + "loss": 0.22204338014125824, + "learning_rate": 1.8772381773176395e-05, + "timestep_mean": 589.8125, + "epsilon_norm": 7.827902317047119, + "prediction_norm": 6.838617324829102, + "timestamp": "2025-07-14T12:34:52.125166" + }, + { + "epoch": 2175, + "batch_idx": 64, + "loss": 0.37694746255874634, + "learning_rate": 1.8772381773176395e-05, + "timestep_mean": 469.625, + "epsilon_norm": 8.176628112792969, + "prediction_norm": 6.896281719207764, + "timestamp": "2025-07-14T12:34:52.130187" + }, + { + "epoch": 2175, + "batch_idx": 96, + "loss": 0.33765822649002075, + "learning_rate": 1.8772381773176395e-05, + "timestep_mean": 496.5, + "epsilon_norm": 8.044559478759766, + "prediction_norm": 6.382333755493164, + "timestamp": "2025-07-14T12:34:52.135038" + }, + { + "epoch": 2175, + "batch_idx": 128, + "loss": 0.24540764093399048, + "learning_rate": 1.8772381773176395e-05, + "timestep_mean": 496.71875, + "epsilon_norm": 7.89316463470459, + "prediction_norm": 6.9236602783203125, + "timestamp": "2025-07-14T12:34:52.139850" + }, + { + "epoch": 2175, + "batch_idx": 160, + "loss": 0.379181444644928, + "learning_rate": 1.8772381773176395e-05, + "timestep_mean": 500.0625, + "epsilon_norm": 8.90821361541748, + "prediction_norm": 7.419593811035156, + "timestamp": "2025-07-14T12:34:52.144701" + }, + { + "epoch": 2175, + "batch_idx": 192, + "loss": 0.268798828125, + "learning_rate": 1.8772381773176395e-05, + "timestep_mean": 483.125, + "epsilon_norm": 3.986116886138916, + "prediction_norm": 3.1682403087615967, + "timestamp": "2025-07-14T12:34:52.149573" + }, + { + "epoch": 2176, + "batch_idx": 0, + "loss": 0.32924801111221313, + "learning_rate": 1.898616420695707e-05, + "timestep_mean": 519.28125, + "epsilon_norm": 7.17288875579834, + "prediction_norm": 5.704233169555664, + "timestamp": "2025-07-14T12:34:52.154443" + }, + { + "epoch": 2176, + "batch_idx": 32, + "loss": 0.17759370803833008, + "learning_rate": 1.898616420695707e-05, + "timestep_mean": 516.34375, + "epsilon_norm": 8.092864990234375, + "prediction_norm": 7.757628917694092, + "timestamp": "2025-07-14T12:34:52.159327" + }, + { + "epoch": 2176, + "batch_idx": 64, + "loss": 0.3236343562602997, + "learning_rate": 1.898616420695707e-05, + "timestep_mean": 479.71875, + "epsilon_norm": 7.897994518280029, + "prediction_norm": 6.372277736663818, + "timestamp": "2025-07-14T12:34:52.164148" + }, + { + "epoch": 2176, + "batch_idx": 96, + "loss": 0.15905511379241943, + "learning_rate": 1.898616420695707e-05, + "timestep_mean": 548.6875, + "epsilon_norm": 8.933649063110352, + "prediction_norm": 7.87653923034668, + "timestamp": "2025-07-14T12:34:52.169032" + }, + { + "epoch": 2176, + "batch_idx": 128, + "loss": 0.14174842834472656, + "learning_rate": 1.898616420695707e-05, + "timestep_mean": 592.78125, + "epsilon_norm": 8.009371757507324, + "prediction_norm": 7.817914009094238, + "timestamp": "2025-07-14T12:34:52.173934" + }, + { + "epoch": 2176, + "batch_idx": 160, + "loss": 0.1661665439605713, + "learning_rate": 1.898616420695707e-05, + "timestep_mean": 496.3125, + "epsilon_norm": 8.996539115905762, + "prediction_norm": 7.924474239349365, + "timestamp": "2025-07-14T12:34:52.178860" + }, + { + "epoch": 2176, + "batch_idx": 192, + "loss": 0.20768357813358307, + "learning_rate": 1.898616420695707e-05, + "timestep_mean": 501.625, + "epsilon_norm": 4.094457149505615, + "prediction_norm": 3.1715712547302246, + "timestamp": "2025-07-14T12:34:52.183894" + }, + { + "epoch": 2177, + "batch_idx": 0, + "loss": 0.30133822560310364, + "learning_rate": 1.920113349456141e-05, + "timestep_mean": 490.5625, + "epsilon_norm": 9.305891036987305, + "prediction_norm": 8.056876182556152, + "timestamp": "2025-07-14T12:34:52.188806" + }, + { + "epoch": 2177, + "batch_idx": 32, + "loss": 0.271940141916275, + "learning_rate": 1.920113349456141e-05, + "timestep_mean": 495.71875, + "epsilon_norm": 7.563194751739502, + "prediction_norm": 6.18908166885376, + "timestamp": "2025-07-14T12:34:52.193679" + }, + { + "epoch": 2177, + "batch_idx": 64, + "loss": 0.16257572174072266, + "learning_rate": 1.920113349456141e-05, + "timestep_mean": 517.40625, + "epsilon_norm": 8.489784240722656, + "prediction_norm": 7.360576629638672, + "timestamp": "2025-07-14T12:34:52.198597" + }, + { + "epoch": 2177, + "batch_idx": 96, + "loss": 0.2752782106399536, + "learning_rate": 1.920113349456141e-05, + "timestep_mean": 450.1875, + "epsilon_norm": 8.780040740966797, + "prediction_norm": 8.174510955810547, + "timestamp": "2025-07-14T12:34:52.203640" + }, + { + "epoch": 2177, + "batch_idx": 128, + "loss": 0.24073290824890137, + "learning_rate": 1.920113349456141e-05, + "timestep_mean": 541.78125, + "epsilon_norm": 8.75977897644043, + "prediction_norm": 7.851526260375977, + "timestamp": "2025-07-14T12:34:52.208571" + }, + { + "epoch": 2177, + "batch_idx": 160, + "loss": 0.260109007358551, + "learning_rate": 1.920113349456141e-05, + "timestep_mean": 487.15625, + "epsilon_norm": 6.359407424926758, + "prediction_norm": 5.119139194488525, + "timestamp": "2025-07-14T12:34:52.213492" + }, + { + "epoch": 2177, + "batch_idx": 192, + "loss": 0.25820234417915344, + "learning_rate": 1.920113349456141e-05, + "timestep_mean": 418.125, + "epsilon_norm": 4.019469261169434, + "prediction_norm": 3.7332184314727783, + "timestamp": "2025-07-14T12:34:52.218331" + }, + { + "epoch": 2178, + "batch_idx": 0, + "loss": 0.3716176152229309, + "learning_rate": 1.941728910557404e-05, + "timestep_mean": 437.15625, + "epsilon_norm": 8.368897438049316, + "prediction_norm": 6.531007766723633, + "timestamp": "2025-07-14T12:34:52.223319" + }, + { + "epoch": 2178, + "batch_idx": 32, + "loss": 0.3467559218406677, + "learning_rate": 1.941728910557404e-05, + "timestep_mean": 485.125, + "epsilon_norm": 8.598114967346191, + "prediction_norm": 6.97335958480835, + "timestamp": "2025-07-14T12:34:52.228176" + }, + { + "epoch": 2178, + "batch_idx": 64, + "loss": 0.4271639585494995, + "learning_rate": 1.941728910557404e-05, + "timestep_mean": 370.15625, + "epsilon_norm": 8.397027015686035, + "prediction_norm": 6.407516956329346, + "timestamp": "2025-07-14T12:34:52.233061" + }, + { + "epoch": 2178, + "batch_idx": 96, + "loss": 0.23975825309753418, + "learning_rate": 1.941728910557404e-05, + "timestep_mean": 426.3125, + "epsilon_norm": 7.027950286865234, + "prediction_norm": 6.029178142547607, + "timestamp": "2025-07-14T12:34:52.237984" + }, + { + "epoch": 2178, + "batch_idx": 128, + "loss": 0.15801939368247986, + "learning_rate": 1.941728910557404e-05, + "timestep_mean": 461.84375, + "epsilon_norm": 6.976150989532471, + "prediction_norm": 6.754568099975586, + "timestamp": "2025-07-14T12:34:52.242833" + }, + { + "epoch": 2178, + "batch_idx": 160, + "loss": 0.1706281453371048, + "learning_rate": 1.941728910557404e-05, + "timestep_mean": 527.5, + "epsilon_norm": 8.248348236083984, + "prediction_norm": 7.438488960266113, + "timestamp": "2025-07-14T12:34:52.247703" + }, + { + "epoch": 2178, + "batch_idx": 192, + "loss": 0.08339321613311768, + "learning_rate": 1.941728910557404e-05, + "timestep_mean": 758.0, + "epsilon_norm": 3.120605230331421, + "prediction_norm": 3.084135055541992, + "timestamp": "2025-07-14T12:34:52.252594" + }, + { + "epoch": 2179, + "batch_idx": 0, + "loss": 0.24046944081783295, + "learning_rate": 1.9634630506652468e-05, + "timestep_mean": 473.3125, + "epsilon_norm": 7.999782085418701, + "prediction_norm": 7.111046314239502, + "timestamp": "2025-07-14T12:34:52.257704" + }, + { + "epoch": 2179, + "batch_idx": 32, + "loss": 0.26984208822250366, + "learning_rate": 1.9634630506652468e-05, + "timestep_mean": 533.40625, + "epsilon_norm": 7.5159711837768555, + "prediction_norm": 6.983894348144531, + "timestamp": "2025-07-14T12:34:52.262877" + }, + { + "epoch": 2179, + "batch_idx": 64, + "loss": 0.16315320134162903, + "learning_rate": 1.9634630506652468e-05, + "timestep_mean": 446.90625, + "epsilon_norm": 7.92042875289917, + "prediction_norm": 6.81173849105835, + "timestamp": "2025-07-14T12:34:52.267969" + }, + { + "epoch": 2179, + "batch_idx": 96, + "loss": 0.24407222867012024, + "learning_rate": 1.9634630506652468e-05, + "timestep_mean": 502.0625, + "epsilon_norm": 6.866214752197266, + "prediction_norm": 5.887734889984131, + "timestamp": "2025-07-14T12:34:52.273172" + }, + { + "epoch": 2179, + "batch_idx": 128, + "loss": 0.45304861664772034, + "learning_rate": 1.9634630506652468e-05, + "timestep_mean": 469.09375, + "epsilon_norm": 8.945252418518066, + "prediction_norm": 7.062152862548828, + "timestamp": "2025-07-14T12:34:52.278448" + }, + { + "epoch": 2179, + "batch_idx": 160, + "loss": 0.4255104064941406, + "learning_rate": 1.9634630506652468e-05, + "timestep_mean": 498.4375, + "epsilon_norm": 9.95467472076416, + "prediction_norm": 8.102116584777832, + "timestamp": "2025-07-14T12:34:52.283777" + }, + { + "epoch": 2179, + "batch_idx": 192, + "loss": 0.14857327938079834, + "learning_rate": 1.9634630506652468e-05, + "timestep_mean": 563.5, + "epsilon_norm": 4.4078803062438965, + "prediction_norm": 3.8186912536621094, + "timestamp": "2025-07-14T12:34:52.289012" + }, + { + "epoch": 2180, + "batch_idx": 0, + "loss": 0.2816099524497986, + "learning_rate": 1.9853157161528506e-05, + "timestep_mean": 474.6875, + "epsilon_norm": 7.4126362800598145, + "prediction_norm": 6.361053943634033, + "timestamp": "2025-07-14T12:34:52.294214" + }, + { + "epoch": 2180, + "batch_idx": 32, + "loss": 0.24588511884212494, + "learning_rate": 1.9853157161528506e-05, + "timestep_mean": 515.84375, + "epsilon_norm": 7.834414958953857, + "prediction_norm": 6.858976364135742, + "timestamp": "2025-07-14T12:34:52.299388" + }, + { + "epoch": 2180, + "batch_idx": 64, + "loss": 0.3328118622303009, + "learning_rate": 1.9853157161528506e-05, + "timestep_mean": 562.21875, + "epsilon_norm": 8.202354431152344, + "prediction_norm": 6.7922043800354, + "timestamp": "2025-07-14T12:34:52.304659" + }, + { + "epoch": 2180, + "batch_idx": 96, + "loss": 0.20582249760627747, + "learning_rate": 1.9853157161528506e-05, + "timestep_mean": 541.46875, + "epsilon_norm": 7.118279933929443, + "prediction_norm": 5.774844646453857, + "timestamp": "2025-07-14T12:34:52.309877" + }, + { + "epoch": 2180, + "batch_idx": 128, + "loss": 0.2633928060531616, + "learning_rate": 1.9853157161528506e-05, + "timestep_mean": 544.15625, + "epsilon_norm": 6.72363805770874, + "prediction_norm": 5.920017242431641, + "timestamp": "2025-07-14T12:34:52.315157" + }, + { + "epoch": 2180, + "batch_idx": 160, + "loss": 0.1866278350353241, + "learning_rate": 1.9853157161528506e-05, + "timestep_mean": 496.75, + "epsilon_norm": 7.468534469604492, + "prediction_norm": 6.780176162719727, + "timestamp": "2025-07-14T12:34:52.320440" + }, + { + "epoch": 2180, + "batch_idx": 192, + "loss": 0.05566026270389557, + "learning_rate": 1.9853157161528506e-05, + "timestep_mean": 644.5, + "epsilon_norm": 3.7944867610931396, + "prediction_norm": 4.028587341308594, + "timestamp": "2025-07-14T12:34:52.325718" + }, + { + "epoch": 2181, + "batch_idx": 0, + "loss": 0.42559656500816345, + "learning_rate": 2.0072868531009188e-05, + "timestep_mean": 542.0625, + "epsilon_norm": 8.505624771118164, + "prediction_norm": 7.074125289916992, + "timestamp": "2025-07-14T12:34:52.330876" + }, + { + "epoch": 2181, + "batch_idx": 32, + "loss": 0.11671706289052963, + "learning_rate": 2.0072868531009188e-05, + "timestep_mean": 506.875, + "epsilon_norm": 7.88755989074707, + "prediction_norm": 6.580897331237793, + "timestamp": "2025-07-14T12:34:52.336118" + }, + { + "epoch": 2181, + "batch_idx": 64, + "loss": 0.1989613175392151, + "learning_rate": 2.0072868531009188e-05, + "timestep_mean": 542.21875, + "epsilon_norm": 6.894886493682861, + "prediction_norm": 6.437304973602295, + "timestamp": "2025-07-14T12:34:52.341266" + }, + { + "epoch": 2181, + "batch_idx": 96, + "loss": 0.4974159598350525, + "learning_rate": 2.0072868531009188e-05, + "timestep_mean": 409.09375, + "epsilon_norm": 8.289423942565918, + "prediction_norm": 6.195432662963867, + "timestamp": "2025-07-14T12:34:52.346696" + }, + { + "epoch": 2181, + "batch_idx": 128, + "loss": 0.19648948311805725, + "learning_rate": 2.0072868531009188e-05, + "timestep_mean": 488.78125, + "epsilon_norm": 8.773835182189941, + "prediction_norm": 7.325461387634277, + "timestamp": "2025-07-14T12:34:52.351907" + }, + { + "epoch": 2181, + "batch_idx": 160, + "loss": 0.4044589102268219, + "learning_rate": 2.0072868531009188e-05, + "timestep_mean": 505.1875, + "epsilon_norm": 9.260281562805176, + "prediction_norm": 7.5266642570495605, + "timestamp": "2025-07-14T12:34:52.357081" + }, + { + "epoch": 2181, + "batch_idx": 192, + "loss": 0.30420711636543274, + "learning_rate": 2.0072868531009188e-05, + "timestep_mean": 338.75, + "epsilon_norm": 4.2108988761901855, + "prediction_norm": 3.3469886779785156, + "timestamp": "2025-07-14T12:34:52.362184" + }, + { + "epoch": 2182, + "batch_idx": 0, + "loss": 0.16677439212799072, + "learning_rate": 2.0293764072978604e-05, + "timestep_mean": 560.9375, + "epsilon_norm": 7.906322002410889, + "prediction_norm": 7.244874954223633, + "timestamp": "2025-07-14T12:34:52.367607" + }, + { + "epoch": 2182, + "batch_idx": 32, + "loss": 0.18604379892349243, + "learning_rate": 2.0293764072978604e-05, + "timestep_mean": 542.8125, + "epsilon_norm": 7.423675537109375, + "prediction_norm": 6.053855895996094, + "timestamp": "2025-07-14T12:34:52.372822" + }, + { + "epoch": 2182, + "batch_idx": 64, + "loss": 0.15977710485458374, + "learning_rate": 2.0293764072978604e-05, + "timestep_mean": 487.90625, + "epsilon_norm": 7.1892499923706055, + "prediction_norm": 6.395656108856201, + "timestamp": "2025-07-14T12:34:52.378010" + }, + { + "epoch": 2182, + "batch_idx": 96, + "loss": 0.2864280641078949, + "learning_rate": 2.0293764072978604e-05, + "timestep_mean": 526.875, + "epsilon_norm": 8.37593936920166, + "prediction_norm": 7.29725980758667, + "timestamp": "2025-07-14T12:34:52.383257" + }, + { + "epoch": 2182, + "batch_idx": 128, + "loss": 0.13657565414905548, + "learning_rate": 2.0293764072978604e-05, + "timestep_mean": 482.75, + "epsilon_norm": 7.649993896484375, + "prediction_norm": 6.744636535644531, + "timestamp": "2025-07-14T12:34:52.388627" + }, + { + "epoch": 2182, + "batch_idx": 160, + "loss": 0.19222049415111542, + "learning_rate": 2.0293764072978604e-05, + "timestep_mean": 512.96875, + "epsilon_norm": 7.707124710083008, + "prediction_norm": 6.7124247550964355, + "timestamp": "2025-07-14T12:34:52.393937" + }, + { + "epoch": 2182, + "batch_idx": 192, + "loss": 0.1608370542526245, + "learning_rate": 2.0293764072978604e-05, + "timestep_mean": 473.125, + "epsilon_norm": 3.004455327987671, + "prediction_norm": 3.0277867317199707, + "timestamp": "2025-07-14T12:34:52.399128" + }, + { + "epoch": 2183, + "batch_idx": 0, + "loss": 0.23045086860656738, + "learning_rate": 2.0515843242398954e-05, + "timestep_mean": 525.375, + "epsilon_norm": 7.888483047485352, + "prediction_norm": 7.301064491271973, + "timestamp": "2025-07-14T12:34:52.404063" + }, + { + "epoch": 2183, + "batch_idx": 32, + "loss": 0.25251272320747375, + "learning_rate": 2.0515843242398954e-05, + "timestep_mean": 479.4375, + "epsilon_norm": 8.409499168395996, + "prediction_norm": 6.788095474243164, + "timestamp": "2025-07-14T12:34:52.408996" + }, + { + "epoch": 2183, + "batch_idx": 64, + "loss": 0.11880958080291748, + "learning_rate": 2.0515843242398954e-05, + "timestep_mean": 464.375, + "epsilon_norm": 7.208565711975098, + "prediction_norm": 6.924386024475098, + "timestamp": "2025-07-14T12:34:52.413893" + }, + { + "epoch": 2183, + "batch_idx": 96, + "loss": 0.3894112706184387, + "learning_rate": 2.0515843242398954e-05, + "timestep_mean": 489.65625, + "epsilon_norm": 8.82320499420166, + "prediction_norm": 7.151989459991455, + "timestamp": "2025-07-14T12:34:52.419249" + }, + { + "epoch": 2183, + "batch_idx": 128, + "loss": 0.2929450571537018, + "learning_rate": 2.0515843242398954e-05, + "timestep_mean": 509.78125, + "epsilon_norm": 8.050325393676758, + "prediction_norm": 7.056917667388916, + "timestamp": "2025-07-14T12:34:52.424516" + }, + { + "epoch": 2183, + "batch_idx": 160, + "loss": 0.3419138789176941, + "learning_rate": 2.0515843242398954e-05, + "timestep_mean": 510.4375, + "epsilon_norm": 8.66558837890625, + "prediction_norm": 6.819061279296875, + "timestamp": "2025-07-14T12:34:52.429840" + }, + { + "epoch": 2183, + "batch_idx": 192, + "loss": 0.4072505235671997, + "learning_rate": 2.0515843242398954e-05, + "timestep_mean": 587.25, + "epsilon_norm": 5.16084098815918, + "prediction_norm": 3.9404687881469727, + "timestamp": "2025-07-14T12:34:52.435066" + }, + { + "epoch": 2184, + "batch_idx": 0, + "loss": 0.2573315501213074, + "learning_rate": 2.0739105491312126e-05, + "timestep_mean": 552.40625, + "epsilon_norm": 7.612368583679199, + "prediction_norm": 6.608809471130371, + "timestamp": "2025-07-14T12:34:52.440377" + }, + { + "epoch": 2184, + "batch_idx": 32, + "loss": 0.11437202990055084, + "learning_rate": 2.0739105491312126e-05, + "timestep_mean": 684.78125, + "epsilon_norm": 7.675146102905273, + "prediction_norm": 7.381552219390869, + "timestamp": "2025-07-14T12:34:52.445611" + }, + { + "epoch": 2184, + "batch_idx": 64, + "loss": 0.16420310735702515, + "learning_rate": 2.0739105491312126e-05, + "timestep_mean": 584.40625, + "epsilon_norm": 8.817402839660645, + "prediction_norm": 8.12049388885498, + "timestamp": "2025-07-14T12:34:52.450930" + }, + { + "epoch": 2184, + "batch_idx": 96, + "loss": 0.2993697226047516, + "learning_rate": 2.0739105491312126e-05, + "timestep_mean": 424.46875, + "epsilon_norm": 8.019493103027344, + "prediction_norm": 6.978116989135742, + "timestamp": "2025-07-14T12:34:52.456277" + }, + { + "epoch": 2184, + "batch_idx": 128, + "loss": 0.23860204219818115, + "learning_rate": 2.0739105491312126e-05, + "timestep_mean": 441.6875, + "epsilon_norm": 7.0433220863342285, + "prediction_norm": 6.1255974769592285, + "timestamp": "2025-07-14T12:34:52.461453" + }, + { + "epoch": 2184, + "batch_idx": 160, + "loss": 0.40946346521377563, + "learning_rate": 2.0739105491312126e-05, + "timestep_mean": 464.0625, + "epsilon_norm": 7.353335380554199, + "prediction_norm": 5.837271690368652, + "timestamp": "2025-07-14T12:34:52.466883" + }, + { + "epoch": 2184, + "batch_idx": 192, + "loss": 0.22509172558784485, + "learning_rate": 2.0739105491312126e-05, + "timestep_mean": 588.625, + "epsilon_norm": 4.4679436683654785, + "prediction_norm": 3.471466541290283, + "timestamp": "2025-07-14T12:34:52.472085" + }, + { + "epoch": 2185, + "batch_idx": 0, + "loss": 0.31972846388816833, + "learning_rate": 2.096355026884038e-05, + "timestep_mean": 458.5625, + "epsilon_norm": 8.131094932556152, + "prediction_norm": 6.340129375457764, + "timestamp": "2025-07-14T12:34:52.477386" + }, + { + "epoch": 2185, + "batch_idx": 32, + "loss": 0.3197355568408966, + "learning_rate": 2.096355026884038e-05, + "timestep_mean": 480.03125, + "epsilon_norm": 8.014897346496582, + "prediction_norm": 6.962751388549805, + "timestamp": "2025-07-14T12:34:52.482643" + }, + { + "epoch": 2185, + "batch_idx": 64, + "loss": 0.27535414695739746, + "learning_rate": 2.096355026884038e-05, + "timestep_mean": 512.1875, + "epsilon_norm": 7.941730976104736, + "prediction_norm": 6.539032936096191, + "timestamp": "2025-07-14T12:34:52.487887" + }, + { + "epoch": 2185, + "batch_idx": 96, + "loss": 0.20812202990055084, + "learning_rate": 2.096355026884038e-05, + "timestep_mean": 474.40625, + "epsilon_norm": 7.669785499572754, + "prediction_norm": 6.246921062469482, + "timestamp": "2025-07-14T12:34:52.493163" + }, + { + "epoch": 2185, + "batch_idx": 128, + "loss": 0.2152085304260254, + "learning_rate": 2.096355026884038e-05, + "timestep_mean": 521.53125, + "epsilon_norm": 9.075818061828613, + "prediction_norm": 8.069375038146973, + "timestamp": "2025-07-14T12:34:52.498402" + }, + { + "epoch": 2185, + "batch_idx": 160, + "loss": 0.15894779562950134, + "learning_rate": 2.096355026884038e-05, + "timestep_mean": 477.125, + "epsilon_norm": 6.498726844787598, + "prediction_norm": 6.135801315307617, + "timestamp": "2025-07-14T12:34:52.503639" + }, + { + "epoch": 2185, + "batch_idx": 192, + "loss": 0.20767803490161896, + "learning_rate": 2.096355026884038e-05, + "timestep_mean": 573.875, + "epsilon_norm": 5.126979827880859, + "prediction_norm": 4.43813943862915, + "timestamp": "2025-07-14T12:34:52.508820" + }, + { + "epoch": 2186, + "batch_idx": 0, + "loss": 0.2719791829586029, + "learning_rate": 2.1189177021188933e-05, + "timestep_mean": 448.9375, + "epsilon_norm": 7.761468410491943, + "prediction_norm": 5.908076763153076, + "timestamp": "2025-07-14T12:34:52.514073" + }, + { + "epoch": 2186, + "batch_idx": 32, + "loss": 0.14141865074634552, + "learning_rate": 2.1189177021188933e-05, + "timestep_mean": 488.625, + "epsilon_norm": 7.059420108795166, + "prediction_norm": 6.43751859664917, + "timestamp": "2025-07-14T12:34:52.519228" + }, + { + "epoch": 2186, + "batch_idx": 64, + "loss": 0.19223347306251526, + "learning_rate": 2.1189177021188933e-05, + "timestep_mean": 502.96875, + "epsilon_norm": 7.2246623039245605, + "prediction_norm": 6.745064735412598, + "timestamp": "2025-07-14T12:34:52.524457" + }, + { + "epoch": 2186, + "batch_idx": 96, + "loss": 0.10568632930517197, + "learning_rate": 2.1189177021188933e-05, + "timestep_mean": 527.78125, + "epsilon_norm": 7.02882194519043, + "prediction_norm": 6.698810577392578, + "timestamp": "2025-07-14T12:34:52.529594" + }, + { + "epoch": 2186, + "batch_idx": 128, + "loss": 0.20640994608402252, + "learning_rate": 2.1189177021188933e-05, + "timestep_mean": 394.625, + "epsilon_norm": 7.689428806304932, + "prediction_norm": 6.673061370849609, + "timestamp": "2025-07-14T12:34:52.534764" + }, + { + "epoch": 2186, + "batch_idx": 160, + "loss": 0.3680320084095001, + "learning_rate": 2.1189177021188933e-05, + "timestep_mean": 452.125, + "epsilon_norm": 8.861320495605469, + "prediction_norm": 6.968521595001221, + "timestamp": "2025-07-14T12:34:52.539951" + }, + { + "epoch": 2186, + "batch_idx": 192, + "loss": 0.10783340036869049, + "learning_rate": 2.1189177021188933e-05, + "timestep_mean": 592.0, + "epsilon_norm": 4.030434608459473, + "prediction_norm": 4.165464401245117, + "timestamp": "2025-07-14T12:34:52.545094" + }, + { + "epoch": 2187, + "batch_idx": 0, + "loss": 0.25508126616477966, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 504.15625, + "epsilon_norm": 9.219528198242188, + "prediction_norm": 8.245926856994629, + "timestamp": "2025-07-14T12:34:52.550506" + }, + { + "epoch": 2187, + "batch_idx": 32, + "loss": 0.11720538884401321, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 598.09375, + "epsilon_norm": 7.480005264282227, + "prediction_norm": 6.7502827644348145, + "timestamp": "2025-07-14T12:34:52.555714" + }, + { + "epoch": 2187, + "batch_idx": 64, + "loss": 0.22666245698928833, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 532.21875, + "epsilon_norm": 9.265141487121582, + "prediction_norm": 8.159310340881348, + "timestamp": "2025-07-14T12:34:52.560897" + }, + { + "epoch": 2187, + "batch_idx": 96, + "loss": 0.2963740825653076, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 497.5, + "epsilon_norm": 7.204514503479004, + "prediction_norm": 6.135149955749512, + "timestamp": "2025-07-14T12:34:52.566109" + }, + { + "epoch": 2187, + "batch_idx": 128, + "loss": 0.3687809705734253, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 496.75, + "epsilon_norm": 8.42252254486084, + "prediction_norm": 7.139288425445557, + "timestamp": "2025-07-14T12:34:52.571296" + }, + { + "epoch": 2187, + "batch_idx": 160, + "loss": 0.22980770468711853, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 508.4375, + "epsilon_norm": 7.902979850769043, + "prediction_norm": 6.887965679168701, + "timestamp": "2025-07-14T12:34:52.576532" + }, + { + "epoch": 2187, + "batch_idx": 192, + "loss": 0.27348005771636963, + "learning_rate": 2.141598519164594e-05, + "timestep_mean": 504.125, + "epsilon_norm": 3.0207440853118896, + "prediction_norm": 2.310088872909546, + "timestamp": "2025-07-14T12:34:52.581753" + }, + { + "epoch": 2188, + "batch_idx": 0, + "loss": 0.17269986867904663, + "learning_rate": 2.1643974220584774e-05, + "timestep_mean": 511.0625, + "epsilon_norm": 6.939423561096191, + "prediction_norm": 5.741427898406982, + "timestamp": "2025-07-14T12:34:52.586991" + }, + { + "epoch": 2188, + "batch_idx": 32, + "loss": 0.17599397897720337, + "learning_rate": 2.1643974220584774e-05, + "timestep_mean": 523.46875, + "epsilon_norm": 7.675107002258301, + "prediction_norm": 7.101795673370361, + "timestamp": "2025-07-14T12:34:52.592407" + }, + { + "epoch": 2188, + "batch_idx": 64, + "loss": 0.14010709524154663, + "learning_rate": 2.1643974220584774e-05, + "timestep_mean": 501.21875, + "epsilon_norm": 8.452479362487793, + "prediction_norm": 7.521107196807861, + "timestamp": "2025-07-14T12:34:52.597629" + }, + { + "epoch": 2188, + "batch_idx": 96, + "loss": 0.4158724546432495, + "learning_rate": 2.1643974220584774e-05, + "timestep_mean": 466.625, + "epsilon_norm": 7.526451110839844, + "prediction_norm": 6.119387149810791, + "timestamp": "2025-07-14T12:34:52.602781" + }, + { + "epoch": 2188, + "batch_idx": 128, + "loss": 0.29652273654937744, + "learning_rate": 2.1643974220584774e-05, + "timestep_mean": 454.9375, + "epsilon_norm": 8.239230155944824, + "prediction_norm": 6.750655651092529, + "timestamp": "2025-07-14T12:34:52.608015" + }, + { + "epoch": 2188, + "batch_idx": 160, + "loss": 0.26549312472343445, + "learning_rate": 2.1643974220584774e-05, + "timestep_mean": 488.90625, + "epsilon_norm": 9.122186660766602, + "prediction_norm": 7.409173965454102, + "timestamp": "2025-07-14T12:34:52.613245" + }, + { + "epoch": 2188, + "batch_idx": 192, + "loss": 0.20948752760887146, + "learning_rate": 2.1643974220584774e-05, + "timestep_mean": 458.625, + "epsilon_norm": 2.8838775157928467, + "prediction_norm": 2.544539451599121, + "timestamp": "2025-07-14T12:34:52.618338" + }, + { + "epoch": 2189, + "batch_idx": 0, + "loss": 0.1811600923538208, + "learning_rate": 2.187314354546537e-05, + "timestep_mean": 523.03125, + "epsilon_norm": 8.438946723937988, + "prediction_norm": 7.694382667541504, + "timestamp": "2025-07-14T12:34:52.623447" + }, + { + "epoch": 2189, + "batch_idx": 32, + "loss": 0.25758254528045654, + "learning_rate": 2.187314354546537e-05, + "timestep_mean": 502.59375, + "epsilon_norm": 8.442204475402832, + "prediction_norm": 6.702645301818848, + "timestamp": "2025-07-14T12:34:52.628708" + }, + { + "epoch": 2189, + "batch_idx": 64, + "loss": 0.31396299600601196, + "learning_rate": 2.187314354546537e-05, + "timestep_mean": 470.15625, + "epsilon_norm": 7.861839771270752, + "prediction_norm": 6.234204292297363, + "timestamp": "2025-07-14T12:34:52.634023" + }, + { + "epoch": 2189, + "batch_idx": 96, + "loss": 0.3758126199245453, + "learning_rate": 2.187314354546537e-05, + "timestep_mean": 445.125, + "epsilon_norm": 7.2144341468811035, + "prediction_norm": 6.036584377288818, + "timestamp": "2025-07-14T12:34:52.639227" + }, + { + "epoch": 2189, + "batch_idx": 128, + "loss": 0.2821516990661621, + "learning_rate": 2.187314354546537e-05, + "timestep_mean": 498.1875, + "epsilon_norm": 7.840387344360352, + "prediction_norm": 6.643072128295898, + "timestamp": "2025-07-14T12:34:52.644419" + }, + { + "epoch": 2189, + "batch_idx": 160, + "loss": 0.19200465083122253, + "learning_rate": 2.187314354546537e-05, + "timestep_mean": 520.90625, + "epsilon_norm": 8.36264705657959, + "prediction_norm": 8.160398483276367, + "timestamp": "2025-07-14T12:34:52.649697" + }, + { + "epoch": 2189, + "batch_idx": 192, + "loss": 0.24037614464759827, + "learning_rate": 2.187314354546537e-05, + "timestep_mean": 644.75, + "epsilon_norm": 3.8663744926452637, + "prediction_norm": 2.990659713745117, + "timestamp": "2025-07-14T12:34:52.655017" + }, + { + "epoch": 2190, + "batch_idx": 0, + "loss": 0.4472411274909973, + "learning_rate": 2.210349260083493e-05, + "timestep_mean": 549.125, + "epsilon_norm": 8.548251152038574, + "prediction_norm": 6.698482036590576, + "timestamp": "2025-07-14T12:34:52.660260" + }, + { + "epoch": 2190, + "batch_idx": 32, + "loss": 0.21983729302883148, + "learning_rate": 2.210349260083493e-05, + "timestep_mean": 561.78125, + "epsilon_norm": 7.411257743835449, + "prediction_norm": 5.908211708068848, + "timestamp": "2025-07-14T12:34:52.665505" + }, + { + "epoch": 2190, + "batch_idx": 64, + "loss": 0.2989407777786255, + "learning_rate": 2.210349260083493e-05, + "timestep_mean": 414.65625, + "epsilon_norm": 6.520695686340332, + "prediction_norm": 4.5943498611450195, + "timestamp": "2025-07-14T12:34:52.670577" + }, + { + "epoch": 2190, + "batch_idx": 96, + "loss": 0.2131771445274353, + "learning_rate": 2.210349260083493e-05, + "timestep_mean": 584.375, + "epsilon_norm": 8.020705223083496, + "prediction_norm": 6.977303504943848, + "timestamp": "2025-07-14T12:34:52.675552" + }, + { + "epoch": 2190, + "batch_idx": 128, + "loss": 0.27429914474487305, + "learning_rate": 2.210349260083493e-05, + "timestep_mean": 512.78125, + "epsilon_norm": 8.007208824157715, + "prediction_norm": 6.593364238739014, + "timestamp": "2025-07-14T12:34:52.680382" + }, + { + "epoch": 2190, + "batch_idx": 160, + "loss": 0.21279853582382202, + "learning_rate": 2.210349260083493e-05, + "timestep_mean": 534.53125, + "epsilon_norm": 8.59683895111084, + "prediction_norm": 7.688830852508545, + "timestamp": "2025-07-14T12:34:52.685286" + }, + { + "epoch": 2190, + "batch_idx": 192, + "loss": 0.14982742071151733, + "learning_rate": 2.210349260083493e-05, + "timestep_mean": 532.75, + "epsilon_norm": 4.656580448150635, + "prediction_norm": 4.292455196380615, + "timestamp": "2025-07-14T12:34:52.690150" + }, + { + "epoch": 2191, + "batch_idx": 0, + "loss": 0.24142692983150482, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 524.3125, + "epsilon_norm": 8.813408851623535, + "prediction_norm": 7.58466911315918, + "timestamp": "2025-07-14T12:34:52.695123" + }, + { + "epoch": 2191, + "batch_idx": 32, + "loss": 0.26718056201934814, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 513.65625, + "epsilon_norm": 8.474478721618652, + "prediction_norm": 7.215795993804932, + "timestamp": "2025-07-14T12:34:52.700473" + }, + { + "epoch": 2191, + "batch_idx": 64, + "loss": 0.16944390535354614, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 462.125, + "epsilon_norm": 6.993288993835449, + "prediction_norm": 6.595801830291748, + "timestamp": "2025-07-14T12:34:52.705676" + }, + { + "epoch": 2191, + "batch_idx": 96, + "loss": 0.201607346534729, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 491.125, + "epsilon_norm": 7.19844388961792, + "prediction_norm": 6.040660858154297, + "timestamp": "2025-07-14T12:34:52.710830" + }, + { + "epoch": 2191, + "batch_idx": 128, + "loss": 0.21185074746608734, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 493.75, + "epsilon_norm": 6.938266754150391, + "prediction_norm": 6.083101272583008, + "timestamp": "2025-07-14T12:34:52.715827" + }, + { + "epoch": 2191, + "batch_idx": 160, + "loss": 0.09588924050331116, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 597.34375, + "epsilon_norm": 7.742969036102295, + "prediction_norm": 7.930240154266357, + "timestamp": "2025-07-14T12:34:52.720906" + }, + { + "epoch": 2191, + "batch_idx": 192, + "loss": 0.4644085764884949, + "learning_rate": 2.2335020818330325e-05, + "timestep_mean": 510.375, + "epsilon_norm": 4.320060729980469, + "prediction_norm": 3.636561870574951, + "timestamp": "2025-07-14T12:34:52.726076" + }, + { + "epoch": 2192, + "batch_idx": 0, + "loss": 0.13410687446594238, + "learning_rate": 2.2567727626678574e-05, + "timestep_mean": 581.40625, + "epsilon_norm": 6.574648857116699, + "prediction_norm": 5.686865329742432, + "timestamp": "2025-07-14T12:34:52.731278" + }, + { + "epoch": 2192, + "batch_idx": 32, + "loss": 0.16801658272743225, + "learning_rate": 2.2567727626678574e-05, + "timestep_mean": 582.28125, + "epsilon_norm": 7.6502461433410645, + "prediction_norm": 7.096632480621338, + "timestamp": "2025-07-14T12:34:52.736213" + }, + { + "epoch": 2192, + "batch_idx": 64, + "loss": 0.29496634006500244, + "learning_rate": 2.2567727626678574e-05, + "timestep_mean": 472.6875, + "epsilon_norm": 8.017606735229492, + "prediction_norm": 7.2989654541015625, + "timestamp": "2025-07-14T12:34:52.741259" + }, + { + "epoch": 2192, + "batch_idx": 96, + "loss": 0.36154791712760925, + "learning_rate": 2.2567727626678574e-05, + "timestep_mean": 468.25, + "epsilon_norm": 9.012605667114258, + "prediction_norm": 7.522678375244141, + "timestamp": "2025-07-14T12:34:52.746483" + }, + { + "epoch": 2192, + "batch_idx": 128, + "loss": 0.20184572041034698, + "learning_rate": 2.2567727626678574e-05, + "timestep_mean": 506.65625, + "epsilon_norm": 7.9696197509765625, + "prediction_norm": 6.583491802215576, + "timestamp": "2025-07-14T12:34:52.751748" + }, + { + "epoch": 2192, + "batch_idx": 160, + "loss": 0.15808013081550598, + "learning_rate": 2.2567727626678574e-05, + "timestep_mean": 551.34375, + "epsilon_norm": 7.775021076202393, + "prediction_norm": 7.299780368804932, + "timestamp": "2025-07-14T12:34:52.756995" + }, + { + "epoch": 2192, + "batch_idx": 192, + "loss": 0.1802867352962494, + "learning_rate": 2.2567727626678574e-05, + "timestep_mean": 439.875, + "epsilon_norm": 4.4849653244018555, + "prediction_norm": 3.986362934112549, + "timestamp": "2025-07-14T12:34:52.762065" + }, + { + "epoch": 2193, + "batch_idx": 0, + "loss": 0.31488728523254395, + "learning_rate": 2.2801612451698698e-05, + "timestep_mean": 544.34375, + "epsilon_norm": 8.964825630187988, + "prediction_norm": 7.152093410491943, + "timestamp": "2025-07-14T12:34:52.767338" + }, + { + "epoch": 2193, + "batch_idx": 32, + "loss": 0.11891355365514755, + "learning_rate": 2.2801612451698698e-05, + "timestep_mean": 603.03125, + "epsilon_norm": 6.949802398681641, + "prediction_norm": 6.547406196594238, + "timestamp": "2025-07-14T12:34:52.772554" + }, + { + "epoch": 2193, + "batch_idx": 64, + "loss": 0.2587519586086273, + "learning_rate": 2.2801612451698698e-05, + "timestep_mean": 406.6875, + "epsilon_norm": 7.307175636291504, + "prediction_norm": 5.356732368469238, + "timestamp": "2025-07-14T12:34:52.777706" + }, + { + "epoch": 2193, + "batch_idx": 96, + "loss": 0.19628700613975525, + "learning_rate": 2.2801612451698698e-05, + "timestep_mean": 514.4375, + "epsilon_norm": 8.728967666625977, + "prediction_norm": 7.639105796813965, + "timestamp": "2025-07-14T12:34:52.782861" + }, + { + "epoch": 2193, + "batch_idx": 128, + "loss": 0.5207676291465759, + "learning_rate": 2.2801612451698698e-05, + "timestep_mean": 423.0, + "epsilon_norm": 7.849643230438232, + "prediction_norm": 5.613712310791016, + "timestamp": "2025-07-14T12:34:52.788113" + }, + { + "epoch": 2193, + "batch_idx": 160, + "loss": 0.2247721403837204, + "learning_rate": 2.2801612451698698e-05, + "timestep_mean": 539.34375, + "epsilon_norm": 7.408513069152832, + "prediction_norm": 6.155703544616699, + "timestamp": "2025-07-14T12:34:52.793360" + }, + { + "epoch": 2193, + "batch_idx": 192, + "loss": 0.2364455908536911, + "learning_rate": 2.2801612451698698e-05, + "timestep_mean": 556.125, + "epsilon_norm": 3.066934585571289, + "prediction_norm": 2.4808402061462402, + "timestamp": "2025-07-14T12:34:52.798571" + }, + { + "epoch": 2194, + "batch_idx": 0, + "loss": 0.2898847758769989, + "learning_rate": 2.3036674716303266e-05, + "timestep_mean": 595.875, + "epsilon_norm": 8.155513763427734, + "prediction_norm": 7.205878257751465, + "timestamp": "2025-07-14T12:34:52.803670" + }, + { + "epoch": 2194, + "batch_idx": 32, + "loss": 0.262993723154068, + "learning_rate": 2.3036674716303266e-05, + "timestep_mean": 502.0625, + "epsilon_norm": 8.086234092712402, + "prediction_norm": 6.90316915512085, + "timestamp": "2025-07-14T12:34:52.809094" + }, + { + "epoch": 2194, + "batch_idx": 64, + "loss": 0.22570057213306427, + "learning_rate": 2.3036674716303266e-05, + "timestep_mean": 606.6875, + "epsilon_norm": 8.710153579711914, + "prediction_norm": 7.619816303253174, + "timestamp": "2025-07-14T12:34:52.814151" + }, + { + "epoch": 2194, + "batch_idx": 96, + "loss": 0.29628247022628784, + "learning_rate": 2.3036674716303266e-05, + "timestep_mean": 438.96875, + "epsilon_norm": 8.380583763122559, + "prediction_norm": 7.010447025299072, + "timestamp": "2025-07-14T12:34:52.819206" + }, + { + "epoch": 2194, + "batch_idx": 128, + "loss": 0.17506803572177887, + "learning_rate": 2.3036674716303266e-05, + "timestep_mean": 560.03125, + "epsilon_norm": 8.346404075622559, + "prediction_norm": 7.147733211517334, + "timestamp": "2025-07-14T12:34:52.824318" + }, + { + "epoch": 2194, + "batch_idx": 160, + "loss": 0.29144614934921265, + "learning_rate": 2.3036674716303266e-05, + "timestep_mean": 450.71875, + "epsilon_norm": 6.882853984832764, + "prediction_norm": 5.775864124298096, + "timestamp": "2025-07-14T12:34:52.829466" + }, + { + "epoch": 2194, + "batch_idx": 192, + "loss": 0.20277655124664307, + "learning_rate": 2.3036674716303266e-05, + "timestep_mean": 631.625, + "epsilon_norm": 3.6485002040863037, + "prediction_norm": 2.8395111560821533, + "timestamp": "2025-07-14T12:34:52.834693" + }, + { + "epoch": 2195, + "batch_idx": 0, + "loss": 0.25791847705841064, + "learning_rate": 2.3272913840499393e-05, + "timestep_mean": 516.4375, + "epsilon_norm": 7.419556140899658, + "prediction_norm": 6.127612590789795, + "timestamp": "2025-07-14T12:34:52.839843" + }, + { + "epoch": 2195, + "batch_idx": 32, + "loss": 0.34494125843048096, + "learning_rate": 2.3272913840499393e-05, + "timestep_mean": 436.9375, + "epsilon_norm": 7.875904083251953, + "prediction_norm": 6.953400611877441, + "timestamp": "2025-07-14T12:34:52.845003" + }, + { + "epoch": 2195, + "batch_idx": 64, + "loss": 0.46998825669288635, + "learning_rate": 2.3272913840499393e-05, + "timestep_mean": 418.46875, + "epsilon_norm": 8.714264869689941, + "prediction_norm": 6.70344877243042, + "timestamp": "2025-07-14T12:34:52.850271" + }, + { + "epoch": 2195, + "batch_idx": 96, + "loss": 0.5376214385032654, + "learning_rate": 2.3272913840499393e-05, + "timestep_mean": 478.46875, + "epsilon_norm": 9.370373725891113, + "prediction_norm": 7.427541732788086, + "timestamp": "2025-07-14T12:34:52.855496" + }, + { + "epoch": 2195, + "batch_idx": 128, + "loss": 0.2502790093421936, + "learning_rate": 2.3272913840499393e-05, + "timestep_mean": 564.34375, + "epsilon_norm": 8.212752342224121, + "prediction_norm": 7.593293190002441, + "timestamp": "2025-07-14T12:34:52.860711" + }, + { + "epoch": 2195, + "batch_idx": 160, + "loss": 0.1814364641904831, + "learning_rate": 2.3272913840499393e-05, + "timestep_mean": 469.4375, + "epsilon_norm": 7.43546724319458, + "prediction_norm": 6.384286880493164, + "timestamp": "2025-07-14T12:34:52.865853" + }, + { + "epoch": 2195, + "batch_idx": 192, + "loss": 0.18450963497161865, + "learning_rate": 2.3272913840499393e-05, + "timestep_mean": 507.875, + "epsilon_norm": 3.840590238571167, + "prediction_norm": 3.416107416152954, + "timestamp": "2025-07-14T12:34:52.870953" + }, + { + "epoch": 2196, + "batch_idx": 0, + "loss": 0.41996079683303833, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 431.84375, + "epsilon_norm": 7.738505840301514, + "prediction_norm": 5.979503631591797, + "timestamp": "2025-07-14T12:34:52.876227" + }, + { + "epoch": 2196, + "batch_idx": 32, + "loss": 0.1748020350933075, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 477.8125, + "epsilon_norm": 8.752484321594238, + "prediction_norm": 7.968251705169678, + "timestamp": "2025-07-14T12:34:52.881443" + }, + { + "epoch": 2196, + "batch_idx": 64, + "loss": 0.3124067783355713, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 550.625, + "epsilon_norm": 8.93731689453125, + "prediction_norm": 7.994266510009766, + "timestamp": "2025-07-14T12:34:52.886577" + }, + { + "epoch": 2196, + "batch_idx": 96, + "loss": 0.26169639825820923, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 481.1875, + "epsilon_norm": 8.057638168334961, + "prediction_norm": 6.941879749298096, + "timestamp": "2025-07-14T12:34:52.891848" + }, + { + "epoch": 2196, + "batch_idx": 128, + "loss": 0.26752516627311707, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 479.84375, + "epsilon_norm": 8.834824562072754, + "prediction_norm": 7.118525505065918, + "timestamp": "2025-07-14T12:34:52.897074" + }, + { + "epoch": 2196, + "batch_idx": 160, + "loss": 0.18756335973739624, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 488.8125, + "epsilon_norm": 6.9262237548828125, + "prediction_norm": 6.28331184387207, + "timestamp": "2025-07-14T12:34:52.902330" + }, + { + "epoch": 2196, + "batch_idx": 192, + "loss": 0.6112973690032959, + "learning_rate": 2.3510329241390624e-05, + "timestep_mean": 358.0, + "epsilon_norm": 3.6176507472991943, + "prediction_norm": 2.918023109436035, + "timestamp": "2025-07-14T12:34:52.907454" + }, + { + "epoch": 2197, + "batch_idx": 0, + "loss": 0.20882731676101685, + "learning_rate": 2.374892033317799e-05, + "timestep_mean": 534.625, + "epsilon_norm": 7.194891452789307, + "prediction_norm": 5.930565357208252, + "timestamp": "2025-07-14T12:34:52.912579" + }, + { + "epoch": 2197, + "batch_idx": 32, + "loss": 0.26776039600372314, + "learning_rate": 2.374892033317799e-05, + "timestep_mean": 490.84375, + "epsilon_norm": 7.526581287384033, + "prediction_norm": 6.696505546569824, + "timestamp": "2025-07-14T12:34:52.917841" + }, + { + "epoch": 2197, + "batch_idx": 64, + "loss": 0.17692884802818298, + "learning_rate": 2.374892033317799e-05, + "timestep_mean": 491.78125, + "epsilon_norm": 7.953813076019287, + "prediction_norm": 6.8170270919799805, + "timestamp": "2025-07-14T12:34:52.923053" + }, + { + "epoch": 2197, + "batch_idx": 96, + "loss": 0.26733818650245667, + "learning_rate": 2.374892033317799e-05, + "timestep_mean": 467.78125, + "epsilon_norm": 8.266151428222656, + "prediction_norm": 6.8999199867248535, + "timestamp": "2025-07-14T12:34:52.928237" + }, + { + "epoch": 2197, + "batch_idx": 128, + "loss": 0.26115772128105164, + "learning_rate": 2.374892033317799e-05, + "timestep_mean": 506.46875, + "epsilon_norm": 5.989043712615967, + "prediction_norm": 5.245241641998291, + "timestamp": "2025-07-14T12:34:52.933186" + }, + { + "epoch": 2197, + "batch_idx": 160, + "loss": 0.15957307815551758, + "learning_rate": 2.374892033317799e-05, + "timestep_mean": 462.65625, + "epsilon_norm": 7.723184108734131, + "prediction_norm": 6.712148189544678, + "timestamp": "2025-07-14T12:34:52.938329" + }, + { + "epoch": 2197, + "batch_idx": 192, + "loss": 0.23557382822036743, + "learning_rate": 2.374892033317799e-05, + "timestep_mean": 559.5, + "epsilon_norm": 4.809893608093262, + "prediction_norm": 3.878241777420044, + "timestamp": "2025-07-14T12:34:52.943457" + }, + { + "epoch": 2198, + "batch_idx": 0, + "loss": 0.15377670526504517, + "learning_rate": 2.398868652716174e-05, + "timestep_mean": 530.75, + "epsilon_norm": 6.746760368347168, + "prediction_norm": 6.2050886154174805, + "timestamp": "2025-07-14T12:34:52.948713" + }, + { + "epoch": 2198, + "batch_idx": 32, + "loss": 0.3901583254337311, + "learning_rate": 2.398868652716174e-05, + "timestep_mean": 482.9375, + "epsilon_norm": 8.560282707214355, + "prediction_norm": 6.358182907104492, + "timestamp": "2025-07-14T12:34:52.953873" + }, + { + "epoch": 2198, + "batch_idx": 64, + "loss": 0.4398749768733978, + "learning_rate": 2.398868652716174e-05, + "timestep_mean": 451.09375, + "epsilon_norm": 8.416654586791992, + "prediction_norm": 6.077602863311768, + "timestamp": "2025-07-14T12:34:52.959279" + }, + { + "epoch": 2198, + "batch_idx": 96, + "loss": 0.2591845691204071, + "learning_rate": 2.398868652716174e-05, + "timestep_mean": 539.0625, + "epsilon_norm": 7.8323140144348145, + "prediction_norm": 6.999878883361816, + "timestamp": "2025-07-14T12:34:52.964473" + }, + { + "epoch": 2198, + "batch_idx": 128, + "loss": 0.18256689608097076, + "learning_rate": 2.398868652716174e-05, + "timestep_mean": 477.0, + "epsilon_norm": 6.525547027587891, + "prediction_norm": 5.223465919494629, + "timestamp": "2025-07-14T12:34:52.969590" + }, + { + "epoch": 2198, + "batch_idx": 160, + "loss": 0.36050742864608765, + "learning_rate": 2.398868652716174e-05, + "timestep_mean": 571.40625, + "epsilon_norm": 8.064201354980469, + "prediction_norm": 6.899285316467285, + "timestamp": "2025-07-14T12:34:52.974697" + }, + { + "epoch": 2198, + "batch_idx": 192, + "loss": 0.13983842730522156, + "learning_rate": 2.398868652716174e-05, + "timestep_mean": 454.625, + "epsilon_norm": 4.748592853546143, + "prediction_norm": 4.374463081359863, + "timestamp": "2025-07-14T12:34:52.979851" + }, + { + "epoch": 2199, + "batch_idx": 0, + "loss": 0.20361661911010742, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 559.1875, + "epsilon_norm": 7.384793281555176, + "prediction_norm": 6.520464897155762, + "timestamp": "2025-07-14T12:34:52.984906" + }, + { + "epoch": 2199, + "batch_idx": 32, + "loss": 0.2460823953151703, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 499.65625, + "epsilon_norm": 7.561460018157959, + "prediction_norm": 6.118812561035156, + "timestamp": "2025-07-14T12:34:52.990086" + }, + { + "epoch": 2199, + "batch_idx": 64, + "loss": 0.30321404337882996, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 416.0625, + "epsilon_norm": 7.0407586097717285, + "prediction_norm": 6.419000148773193, + "timestamp": "2025-07-14T12:34:52.995201" + }, + { + "epoch": 2199, + "batch_idx": 96, + "loss": 0.3406631350517273, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 432.4375, + "epsilon_norm": 8.960240364074707, + "prediction_norm": 6.606173992156982, + "timestamp": "2025-07-14T12:34:53.000503" + }, + { + "epoch": 2199, + "batch_idx": 128, + "loss": 0.2179836928844452, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 469.3125, + "epsilon_norm": 6.583925724029541, + "prediction_norm": 5.960675239562988, + "timestamp": "2025-07-14T12:34:53.005674" + }, + { + "epoch": 2199, + "batch_idx": 160, + "loss": 0.19992460310459137, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 481.96875, + "epsilon_norm": 7.304600238800049, + "prediction_norm": 6.7754316329956055, + "timestamp": "2025-07-14T12:34:53.010849" + }, + { + "epoch": 2199, + "batch_idx": 192, + "loss": 0.2867327630519867, + "learning_rate": 2.4229627231742542e-05, + "timestep_mean": 480.125, + "epsilon_norm": 3.7422070503234863, + "prediction_norm": 2.9980480670928955, + "timestamp": "2025-07-14T12:34:53.015979" + }, + { + "epoch": 2200, + "batch_idx": 0, + "loss": 0.3647127151489258, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 500.53125, + "epsilon_norm": 8.519854545593262, + "prediction_norm": 7.222990989685059, + "timestamp": "2025-07-14T12:34:53.021077" + }, + { + "epoch": 2200, + "batch_idx": 32, + "loss": 0.24170471727848053, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 465.96875, + "epsilon_norm": 7.96533203125, + "prediction_norm": 7.0692315101623535, + "timestamp": "2025-07-14T12:34:53.026215" + }, + { + "epoch": 2200, + "batch_idx": 64, + "loss": 0.09728825837373734, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 555.875, + "epsilon_norm": 6.94049072265625, + "prediction_norm": 6.3111891746521, + "timestamp": "2025-07-14T12:34:53.031363" + }, + { + "epoch": 2200, + "batch_idx": 96, + "loss": 0.1431676149368286, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 509.34375, + "epsilon_norm": 7.71006441116333, + "prediction_norm": 6.639052391052246, + "timestamp": "2025-07-14T12:34:53.036569" + }, + { + "epoch": 2200, + "batch_idx": 128, + "loss": 0.3305332660675049, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 514.15625, + "epsilon_norm": 6.9947829246521, + "prediction_norm": 6.131302833557129, + "timestamp": "2025-07-14T12:34:53.041714" + }, + { + "epoch": 2200, + "batch_idx": 160, + "loss": 0.3146766126155853, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 501.1875, + "epsilon_norm": 7.528791904449463, + "prediction_norm": 6.668147087097168, + "timestamp": "2025-07-14T12:34:53.047032" + }, + { + "epoch": 2200, + "batch_idx": 192, + "loss": 0.564306378364563, + "learning_rate": 2.447174185242323e-05, + "timestep_mean": 389.125, + "epsilon_norm": 4.442625522613525, + "prediction_norm": 2.857279062271118, + "timestamp": "2025-07-14T12:34:53.052117" + }, + { + "epoch": 2201, + "batch_idx": 0, + "loss": 0.33968594670295715, + "learning_rate": 2.4715029791810057e-05, + "timestep_mean": 551.59375, + "epsilon_norm": 8.675765037536621, + "prediction_norm": 7.296939373016357, + "timestamp": "2025-07-14T12:34:53.057287" + }, + { + "epoch": 2201, + "batch_idx": 32, + "loss": 0.17944636940956116, + "learning_rate": 2.4715029791810057e-05, + "timestep_mean": 573.4375, + "epsilon_norm": 8.487741470336914, + "prediction_norm": 7.793777942657471, + "timestamp": "2025-07-14T12:34:53.062477" + }, + { + "epoch": 2201, + "batch_idx": 64, + "loss": 0.1607649326324463, + "learning_rate": 2.4715029791810057e-05, + "timestep_mean": 463.8125, + "epsilon_norm": 6.202402591705322, + "prediction_norm": 5.652889251708984, + "timestamp": "2025-07-14T12:34:53.067631" + }, + { + "epoch": 2201, + "batch_idx": 96, + "loss": 0.30393165349960327, + "learning_rate": 2.4715029791810057e-05, + "timestep_mean": 434.0, + "epsilon_norm": 6.404499530792236, + "prediction_norm": 4.857313632965088, + "timestamp": "2025-07-14T12:34:53.072823" + }, + { + "epoch": 2201, + "batch_idx": 128, + "loss": 0.2423395812511444, + "learning_rate": 2.4715029791810057e-05, + "timestep_mean": 452.5625, + "epsilon_norm": 5.819914817810059, + "prediction_norm": 4.736772060394287, + "timestamp": "2025-07-14T12:34:53.077964" + }, + { + "epoch": 2201, + "batch_idx": 160, + "loss": 0.4449005722999573, + "learning_rate": 2.4715029791810057e-05, + "timestep_mean": 462.75, + "epsilon_norm": 9.010825157165527, + "prediction_norm": 7.227792739868164, + "timestamp": "2025-07-14T12:34:53.083129" + }, + { + "epoch": 2201, + "batch_idx": 192, + "loss": 0.1938360333442688, + "learning_rate": 2.4715029791810057e-05, + "timestep_mean": 465.75, + "epsilon_norm": 4.313343524932861, + "prediction_norm": 3.813416004180908, + "timestamp": "2025-07-14T12:34:53.088422" + }, + { + "epoch": 2202, + "batch_idx": 0, + "loss": 0.3610699474811554, + "learning_rate": 2.4959490449614148e-05, + "timestep_mean": 512.0, + "epsilon_norm": 8.94509506225586, + "prediction_norm": 6.8694963455200195, + "timestamp": "2025-07-14T12:34:53.093587" + }, + { + "epoch": 2202, + "batch_idx": 32, + "loss": 0.2115841656923294, + "learning_rate": 2.4959490449614148e-05, + "timestep_mean": 508.875, + "epsilon_norm": 8.711915016174316, + "prediction_norm": 7.943767547607422, + "timestamp": "2025-07-14T12:34:53.098800" + }, + { + "epoch": 2202, + "batch_idx": 64, + "loss": 0.4311275780200958, + "learning_rate": 2.4959490449614148e-05, + "timestep_mean": 528.90625, + "epsilon_norm": 8.986180305480957, + "prediction_norm": 6.745502948760986, + "timestamp": "2025-07-14T12:34:53.104052" + }, + { + "epoch": 2202, + "batch_idx": 96, + "loss": 0.1528301239013672, + "learning_rate": 2.4959490449614148e-05, + "timestep_mean": 558.96875, + "epsilon_norm": 7.398559093475342, + "prediction_norm": 6.387452602386475, + "timestamp": "2025-07-14T12:34:53.109262" + }, + { + "epoch": 2202, + "batch_idx": 128, + "loss": 0.41861337423324585, + "learning_rate": 2.4959490449614148e-05, + "timestep_mean": 546.5625, + "epsilon_norm": 8.261319160461426, + "prediction_norm": 6.039865970611572, + "timestamp": "2025-07-14T12:34:53.114380" + }, + { + "epoch": 2202, + "batch_idx": 160, + "loss": 0.31505027413368225, + "learning_rate": 2.4959490449614148e-05, + "timestep_mean": 512.59375, + "epsilon_norm": 7.137465953826904, + "prediction_norm": 6.082203388214111, + "timestamp": "2025-07-14T12:34:53.119547" + }, + { + "epoch": 2202, + "batch_idx": 192, + "loss": 0.3577115535736084, + "learning_rate": 2.4959490449614148e-05, + "timestep_mean": 479.5, + "epsilon_norm": 4.075109481811523, + "prediction_norm": 3.170503616333008, + "timestamp": "2025-07-14T12:34:53.124572" + }, + { + "epoch": 2203, + "batch_idx": 0, + "loss": 0.11556559801101685, + "learning_rate": 2.5205123222653218e-05, + "timestep_mean": 564.84375, + "epsilon_norm": 7.315559387207031, + "prediction_norm": 6.714468002319336, + "timestamp": "2025-07-14T12:34:53.130036" + }, + { + "epoch": 2203, + "batch_idx": 32, + "loss": 0.17272347211837769, + "learning_rate": 2.5205123222653218e-05, + "timestep_mean": 504.65625, + "epsilon_norm": 8.622879981994629, + "prediction_norm": 7.237459659576416, + "timestamp": "2025-07-14T12:34:53.135240" + }, + { + "epoch": 2203, + "batch_idx": 64, + "loss": 0.25593507289886475, + "learning_rate": 2.5205123222653218e-05, + "timestep_mean": 477.96875, + "epsilon_norm": 7.50203800201416, + "prediction_norm": 6.535653114318848, + "timestamp": "2025-07-14T12:34:53.140344" + }, + { + "epoch": 2203, + "batch_idx": 96, + "loss": 0.4169916808605194, + "learning_rate": 2.5205123222653218e-05, + "timestep_mean": 440.28125, + "epsilon_norm": 9.381975173950195, + "prediction_norm": 6.844491958618164, + "timestamp": "2025-07-14T12:34:53.145456" + }, + { + "epoch": 2203, + "batch_idx": 128, + "loss": 0.5542733669281006, + "learning_rate": 2.5205123222653218e-05, + "timestep_mean": 391.78125, + "epsilon_norm": 7.928072452545166, + "prediction_norm": 5.655940532684326, + "timestamp": "2025-07-14T12:34:53.150442" + }, + { + "epoch": 2203, + "batch_idx": 160, + "loss": 0.2654082179069519, + "learning_rate": 2.5205123222653218e-05, + "timestep_mean": 513.21875, + "epsilon_norm": 7.12026834487915, + "prediction_norm": 6.229788303375244, + "timestamp": "2025-07-14T12:34:53.155258" + }, + { + "epoch": 2203, + "batch_idx": 192, + "loss": 0.06197842210531235, + "learning_rate": 2.5205123222653218e-05, + "timestep_mean": 665.25, + "epsilon_norm": 4.75935173034668, + "prediction_norm": 4.681443691253662, + "timestamp": "2025-07-14T12:34:53.160191" + }, + { + "epoch": 2204, + "batch_idx": 0, + "loss": 0.29749172925949097, + "learning_rate": 2.545192750485275e-05, + "timestep_mean": 486.96875, + "epsilon_norm": 7.709157466888428, + "prediction_norm": 6.470574378967285, + "timestamp": "2025-07-14T12:34:53.165075" + }, + { + "epoch": 2204, + "batch_idx": 32, + "loss": 0.4681704342365265, + "learning_rate": 2.545192750485275e-05, + "timestep_mean": 529.71875, + "epsilon_norm": 8.569024085998535, + "prediction_norm": 6.4499006271362305, + "timestamp": "2025-07-14T12:34:53.169902" + }, + { + "epoch": 2204, + "batch_idx": 64, + "loss": 0.44157612323760986, + "learning_rate": 2.545192750485275e-05, + "timestep_mean": 469.125, + "epsilon_norm": 7.727487087249756, + "prediction_norm": 6.734127521514893, + "timestamp": "2025-07-14T12:34:53.174817" + }, + { + "epoch": 2204, + "batch_idx": 96, + "loss": 0.19910027086734772, + "learning_rate": 2.545192750485275e-05, + "timestep_mean": 470.6875, + "epsilon_norm": 7.479338645935059, + "prediction_norm": 6.701475143432617, + "timestamp": "2025-07-14T12:34:53.179743" + }, + { + "epoch": 2204, + "batch_idx": 128, + "loss": 0.199438214302063, + "learning_rate": 2.545192750485275e-05, + "timestep_mean": 515.1875, + "epsilon_norm": 7.219829082489014, + "prediction_norm": 5.953857421875, + "timestamp": "2025-07-14T12:34:53.184598" + }, + { + "epoch": 2204, + "batch_idx": 160, + "loss": 0.3223423659801483, + "learning_rate": 2.545192750485275e-05, + "timestep_mean": 431.375, + "epsilon_norm": 8.269857406616211, + "prediction_norm": 6.732019424438477, + "timestamp": "2025-07-14T12:34:53.189445" + }, + { + "epoch": 2204, + "batch_idx": 192, + "loss": 0.1000852882862091, + "learning_rate": 2.545192750485275e-05, + "timestep_mean": 587.25, + "epsilon_norm": 2.921645164489746, + "prediction_norm": 2.3096187114715576, + "timestamp": "2025-07-14T12:34:53.194277" + }, + { + "epoch": 2205, + "batch_idx": 0, + "loss": 0.34715208411216736, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 396.125, + "epsilon_norm": 8.16454029083252, + "prediction_norm": 6.2517170906066895, + "timestamp": "2025-07-14T12:34:53.199171" + }, + { + "epoch": 2205, + "batch_idx": 32, + "loss": 0.18414819240570068, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 517.53125, + "epsilon_norm": 7.247180938720703, + "prediction_norm": 6.56971549987793, + "timestamp": "2025-07-14T12:34:53.203998" + }, + { + "epoch": 2205, + "batch_idx": 64, + "loss": 0.5146229863166809, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 384.0625, + "epsilon_norm": 8.225543975830078, + "prediction_norm": 5.7425665855407715, + "timestamp": "2025-07-14T12:34:53.208962" + }, + { + "epoch": 2205, + "batch_idx": 96, + "loss": 0.11312033236026764, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 566.53125, + "epsilon_norm": 7.938047409057617, + "prediction_norm": 7.391602039337158, + "timestamp": "2025-07-14T12:34:53.213921" + }, + { + "epoch": 2205, + "batch_idx": 128, + "loss": 0.5566213726997375, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 440.6875, + "epsilon_norm": 8.477093696594238, + "prediction_norm": 6.21066951751709, + "timestamp": "2025-07-14T12:34:53.218794" + }, + { + "epoch": 2205, + "batch_idx": 160, + "loss": 0.3102791905403137, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 483.46875, + "epsilon_norm": 9.361098289489746, + "prediction_norm": 8.213301658630371, + "timestamp": "2025-07-14T12:34:53.223673" + }, + { + "epoch": 2205, + "batch_idx": 192, + "loss": 0.18651801347732544, + "learning_rate": 2.5699902687247696e-05, + "timestep_mean": 414.25, + "epsilon_norm": 3.221388101577759, + "prediction_norm": 2.8313348293304443, + "timestamp": "2025-07-14T12:34:53.228482" + }, + { + "epoch": 2206, + "batch_idx": 0, + "loss": 0.35428962111473083, + "learning_rate": 2.5949048157984096e-05, + "timestep_mean": 512.5625, + "epsilon_norm": 8.02587604522705, + "prediction_norm": 6.488957405090332, + "timestamp": "2025-07-14T12:34:53.233529" + }, + { + "epoch": 2206, + "batch_idx": 32, + "loss": 0.21894647181034088, + "learning_rate": 2.5949048157984096e-05, + "timestep_mean": 471.59375, + "epsilon_norm": 6.826401710510254, + "prediction_norm": 5.496298313140869, + "timestamp": "2025-07-14T12:34:53.238339" + }, + { + "epoch": 2206, + "batch_idx": 64, + "loss": 0.22970443964004517, + "learning_rate": 2.5949048157984096e-05, + "timestep_mean": 488.78125, + "epsilon_norm": 7.384426593780518, + "prediction_norm": 6.251358985900879, + "timestamp": "2025-07-14T12:34:53.243182" + }, + { + "epoch": 2206, + "batch_idx": 96, + "loss": 0.13540393114089966, + "learning_rate": 2.5949048157984096e-05, + "timestep_mean": 609.0, + "epsilon_norm": 8.58399486541748, + "prediction_norm": 7.920112133026123, + "timestamp": "2025-07-14T12:34:53.247962" + }, + { + "epoch": 2206, + "batch_idx": 128, + "loss": 0.18327933549880981, + "learning_rate": 2.5949048157984096e-05, + "timestep_mean": 545.0, + "epsilon_norm": 7.219777584075928, + "prediction_norm": 6.7437968254089355, + "timestamp": "2025-07-14T12:34:53.252865" + }, + { + "epoch": 2206, + "batch_idx": 160, + "loss": 0.48608726263046265, + "learning_rate": 2.5949048157984096e-05, + "timestep_mean": 447.5625, + "epsilon_norm": 7.53237771987915, + "prediction_norm": 5.98953914642334, + "timestamp": "2025-07-14T12:34:53.257719" + }, + { + "epoch": 2206, + "batch_idx": 192, + "loss": 0.1467445343732834, + "learning_rate": 2.5949048157984096e-05, + "timestep_mean": 621.625, + "epsilon_norm": 3.271299362182617, + "prediction_norm": 2.670886754989624, + "timestamp": "2025-07-14T12:34:53.262718" + }, + { + "epoch": 2207, + "batch_idx": 0, + "loss": 0.27098771929740906, + "learning_rate": 2.6199363302319975e-05, + "timestep_mean": 557.4375, + "epsilon_norm": 6.633547306060791, + "prediction_norm": 6.109094619750977, + "timestamp": "2025-07-14T12:34:53.267857" + }, + { + "epoch": 2207, + "batch_idx": 32, + "loss": 0.25452813506126404, + "learning_rate": 2.6199363302319975e-05, + "timestep_mean": 497.0, + "epsilon_norm": 7.732132911682129, + "prediction_norm": 6.395445823669434, + "timestamp": "2025-07-14T12:34:53.272838" + }, + { + "epoch": 2207, + "batch_idx": 64, + "loss": 0.1673239767551422, + "learning_rate": 2.6199363302319975e-05, + "timestep_mean": 557.9375, + "epsilon_norm": 8.091897010803223, + "prediction_norm": 7.155696868896484, + "timestamp": "2025-07-14T12:34:53.277975" + }, + { + "epoch": 2207, + "batch_idx": 96, + "loss": 0.16461214423179626, + "learning_rate": 2.6199363302319975e-05, + "timestep_mean": 551.125, + "epsilon_norm": 7.750988483428955, + "prediction_norm": 6.944802284240723, + "timestamp": "2025-07-14T12:34:53.283168" + }, + { + "epoch": 2207, + "batch_idx": 128, + "loss": 0.2111918181180954, + "learning_rate": 2.6199363302319975e-05, + "timestep_mean": 428.625, + "epsilon_norm": 7.142619609832764, + "prediction_norm": 5.603428840637207, + "timestamp": "2025-07-14T12:34:53.288457" + }, + { + "epoch": 2207, + "batch_idx": 160, + "loss": 0.42609989643096924, + "learning_rate": 2.6199363302319975e-05, + "timestep_mean": 471.09375, + "epsilon_norm": 8.6094331741333, + "prediction_norm": 7.304285049438477, + "timestamp": "2025-07-14T12:34:53.293621" + }, + { + "epoch": 2207, + "batch_idx": 192, + "loss": 0.1997685730457306, + "learning_rate": 2.6199363302319975e-05, + "timestep_mean": 477.75, + "epsilon_norm": 3.0001957416534424, + "prediction_norm": 2.6024882793426514, + "timestamp": "2025-07-14T12:34:53.298707" + }, + { + "epoch": 2208, + "batch_idx": 0, + "loss": 0.15825463831424713, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 517.625, + "epsilon_norm": 7.341708660125732, + "prediction_norm": 6.763637542724609, + "timestamp": "2025-07-14T12:34:53.303842" + }, + { + "epoch": 2208, + "batch_idx": 32, + "loss": 0.27669525146484375, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 544.4375, + "epsilon_norm": 7.211450099945068, + "prediction_norm": 6.424366474151611, + "timestamp": "2025-07-14T12:34:53.309061" + }, + { + "epoch": 2208, + "batch_idx": 64, + "loss": 0.3324038088321686, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 395.28125, + "epsilon_norm": 7.329998970031738, + "prediction_norm": 5.5506591796875, + "timestamp": "2025-07-14T12:34:53.314281" + }, + { + "epoch": 2208, + "batch_idx": 96, + "loss": 0.17882892489433289, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 613.59375, + "epsilon_norm": 7.846573829650879, + "prediction_norm": 6.832331657409668, + "timestamp": "2025-07-14T12:34:53.319456" + }, + { + "epoch": 2208, + "batch_idx": 128, + "loss": 0.2306869626045227, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 504.65625, + "epsilon_norm": 7.6641669273376465, + "prediction_norm": 6.75932502746582, + "timestamp": "2025-07-14T12:34:53.324659" + }, + { + "epoch": 2208, + "batch_idx": 160, + "loss": 0.5954721570014954, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 465.78125, + "epsilon_norm": 8.329652786254883, + "prediction_norm": 5.984157085418701, + "timestamp": "2025-07-14T12:34:53.329876" + }, + { + "epoch": 2208, + "batch_idx": 192, + "loss": 0.14963868260383606, + "learning_rate": 2.645084750262788e-05, + "timestep_mean": 349.375, + "epsilon_norm": 2.932621955871582, + "prediction_norm": 2.4201719760894775, + "timestamp": "2025-07-14T12:34:53.335041" + }, + { + "epoch": 2209, + "batch_idx": 0, + "loss": 0.40574029088020325, + "learning_rate": 2.670350013839545e-05, + "timestep_mean": 494.96875, + "epsilon_norm": 8.503983497619629, + "prediction_norm": 6.618249416351318, + "timestamp": "2025-07-14T12:34:53.340184" + }, + { + "epoch": 2209, + "batch_idx": 32, + "loss": 0.15618008375167847, + "learning_rate": 2.670350013839545e-05, + "timestep_mean": 604.9375, + "epsilon_norm": 8.227355003356934, + "prediction_norm": 7.476046085357666, + "timestamp": "2025-07-14T12:34:53.345406" + }, + { + "epoch": 2209, + "batch_idx": 64, + "loss": 0.2231331765651703, + "learning_rate": 2.670350013839545e-05, + "timestep_mean": 495.25, + "epsilon_norm": 7.253669261932373, + "prediction_norm": 6.455113887786865, + "timestamp": "2025-07-14T12:34:53.350637" + }, + { + "epoch": 2209, + "batch_idx": 96, + "loss": 0.575523853302002, + "learning_rate": 2.670350013839545e-05, + "timestep_mean": 437.9375, + "epsilon_norm": 8.669798851013184, + "prediction_norm": 6.422379493713379, + "timestamp": "2025-07-14T12:34:53.355754" + }, + { + "epoch": 2209, + "batch_idx": 128, + "loss": 0.4392017722129822, + "learning_rate": 2.670350013839545e-05, + "timestep_mean": 535.78125, + "epsilon_norm": 8.277353286743164, + "prediction_norm": 5.9822678565979, + "timestamp": "2025-07-14T12:34:53.360945" + }, + { + "epoch": 2209, + "batch_idx": 160, + "loss": 0.42775264382362366, + "learning_rate": 2.670350013839545e-05, + "timestep_mean": 399.8125, + "epsilon_norm": 8.588887214660645, + "prediction_norm": 6.291223526000977, + "timestamp": "2025-07-14T12:34:53.366102" + }, + { + "epoch": 2209, + "batch_idx": 192, + "loss": 0.3763583302497864, + "learning_rate": 2.670350013839545e-05, + "timestep_mean": 523.375, + "epsilon_norm": 3.7010903358459473, + "prediction_norm": 3.2068352699279785, + "timestamp": "2025-07-14T12:34:53.371310" + }, + { + "epoch": 2210, + "batch_idx": 0, + "loss": 0.15794594585895538, + "learning_rate": 2.6957320586227347e-05, + "timestep_mean": 545.09375, + "epsilon_norm": 7.876202583312988, + "prediction_norm": 7.015949726104736, + "timestamp": "2025-07-14T12:34:53.376174" + }, + { + "epoch": 2210, + "batch_idx": 32, + "loss": 0.274738609790802, + "learning_rate": 2.6957320586227347e-05, + "timestep_mean": 514.65625, + "epsilon_norm": 8.088163375854492, + "prediction_norm": 7.198956489562988, + "timestamp": "2025-07-14T12:34:53.381133" + }, + { + "epoch": 2210, + "batch_idx": 64, + "loss": 0.25709956884384155, + "learning_rate": 2.6957320586227347e-05, + "timestep_mean": 460.21875, + "epsilon_norm": 8.06120491027832, + "prediction_norm": 6.588230609893799, + "timestamp": "2025-07-14T12:34:53.386296" + }, + { + "epoch": 2210, + "batch_idx": 96, + "loss": 0.1983485221862793, + "learning_rate": 2.6957320586227347e-05, + "timestep_mean": 468.125, + "epsilon_norm": 8.124066352844238, + "prediction_norm": 7.030069351196289, + "timestamp": "2025-07-14T12:34:53.391475" + }, + { + "epoch": 2210, + "batch_idx": 128, + "loss": 0.2416432499885559, + "learning_rate": 2.6957320586227347e-05, + "timestep_mean": 503.78125, + "epsilon_norm": 9.194517135620117, + "prediction_norm": 8.308497428894043, + "timestamp": "2025-07-14T12:34:53.396708" + }, + { + "epoch": 2210, + "batch_idx": 160, + "loss": 0.31118160486221313, + "learning_rate": 2.6957320586227347e-05, + "timestep_mean": 496.03125, + "epsilon_norm": 8.505849838256836, + "prediction_norm": 7.203174114227295, + "timestamp": "2025-07-14T12:34:53.401917" + }, + { + "epoch": 2210, + "batch_idx": 192, + "loss": 0.15892143547534943, + "learning_rate": 2.6957320586227347e-05, + "timestep_mean": 445.75, + "epsilon_norm": 3.5827479362487793, + "prediction_norm": 3.1803934574127197, + "timestamp": "2025-07-14T12:34:53.406918" + }, + { + "epoch": 2211, + "batch_idx": 0, + "loss": 0.12663677334785461, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 508.1875, + "epsilon_norm": 6.548434257507324, + "prediction_norm": 6.012162685394287, + "timestamp": "2025-07-14T12:34:53.411857" + }, + { + "epoch": 2211, + "batch_idx": 32, + "loss": 0.2835755944252014, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 351.3125, + "epsilon_norm": 8.288808822631836, + "prediction_norm": 6.85789155960083, + "timestamp": "2025-07-14T12:34:53.417203" + }, + { + "epoch": 2211, + "batch_idx": 64, + "loss": 0.1750076413154602, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 544.03125, + "epsilon_norm": 8.614826202392578, + "prediction_norm": 8.012920379638672, + "timestamp": "2025-07-14T12:34:53.422280" + }, + { + "epoch": 2211, + "batch_idx": 96, + "loss": 0.12101738899946213, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 528.21875, + "epsilon_norm": 7.318935394287109, + "prediction_norm": 6.628942966461182, + "timestamp": "2025-07-14T12:34:53.427400" + }, + { + "epoch": 2211, + "batch_idx": 128, + "loss": 0.26635032892227173, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 519.8125, + "epsilon_norm": 8.662078857421875, + "prediction_norm": 6.623335838317871, + "timestamp": "2025-07-14T12:34:53.432557" + }, + { + "epoch": 2211, + "batch_idx": 160, + "loss": 0.4504164457321167, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 483.03125, + "epsilon_norm": 8.762279510498047, + "prediction_norm": 6.45037317276001, + "timestamp": "2025-07-14T12:34:53.437593" + }, + { + "epoch": 2211, + "batch_idx": 192, + "loss": 0.2759242057800293, + "learning_rate": 2.7212308219846987e-05, + "timestep_mean": 549.25, + "epsilon_norm": 4.4665374755859375, + "prediction_norm": 3.233306884765625, + "timestamp": "2025-07-14T12:34:53.442918" + }, + { + "epoch": 2212, + "batch_idx": 0, + "loss": 0.13890564441680908, + "learning_rate": 2.7468462410097587e-05, + "timestep_mean": 539.34375, + "epsilon_norm": 7.432728290557861, + "prediction_norm": 6.943068504333496, + "timestamp": "2025-07-14T12:34:53.448130" + }, + { + "epoch": 2212, + "batch_idx": 32, + "loss": 0.2539270520210266, + "learning_rate": 2.7468462410097587e-05, + "timestep_mean": 488.65625, + "epsilon_norm": 8.019551277160645, + "prediction_norm": 6.479624271392822, + "timestamp": "2025-07-14T12:34:53.453356" + }, + { + "epoch": 2212, + "batch_idx": 64, + "loss": 0.3894622027873993, + "learning_rate": 2.7468462410097587e-05, + "timestep_mean": 416.84375, + "epsilon_norm": 8.375821113586426, + "prediction_norm": 5.908703804016113, + "timestamp": "2025-07-14T12:34:53.458298" + }, + { + "epoch": 2212, + "batch_idx": 96, + "loss": 0.12848246097564697, + "learning_rate": 2.7468462410097587e-05, + "timestep_mean": 508.09375, + "epsilon_norm": 7.736937522888184, + "prediction_norm": 6.886041641235352, + "timestamp": "2025-07-14T12:34:53.463488" + }, + { + "epoch": 2212, + "batch_idx": 128, + "loss": 0.2134033739566803, + "learning_rate": 2.7468462410097587e-05, + "timestep_mean": 523.5625, + "epsilon_norm": 6.985106945037842, + "prediction_norm": 6.436432838439941, + "timestamp": "2025-07-14T12:34:53.468706" + }, + { + "epoch": 2212, + "batch_idx": 160, + "loss": 0.2759246528148651, + "learning_rate": 2.7468462410097587e-05, + "timestep_mean": 458.28125, + "epsilon_norm": 7.9771623611450195, + "prediction_norm": 6.647865295410156, + "timestamp": "2025-07-14T12:34:53.473839" + }, + { + "epoch": 2212, + "batch_idx": 192, + "loss": 0.39362865686416626, + "learning_rate": 2.7468462410097587e-05, + "timestep_mean": 540.875, + "epsilon_norm": 4.810657501220703, + "prediction_norm": 3.519749402999878, + "timestamp": "2025-07-14T12:34:53.479142" + }, + { + "epoch": 2213, + "batch_idx": 0, + "loss": 0.17138686776161194, + "learning_rate": 2.772578252494428e-05, + "timestep_mean": 557.9375, + "epsilon_norm": 7.52223014831543, + "prediction_norm": 6.750734329223633, + "timestamp": "2025-07-14T12:34:53.484526" + }, + { + "epoch": 2213, + "batch_idx": 32, + "loss": 0.40520673990249634, + "learning_rate": 2.772578252494428e-05, + "timestep_mean": 482.6875, + "epsilon_norm": 7.940892219543457, + "prediction_norm": 6.130568027496338, + "timestamp": "2025-07-14T12:34:53.489663" + }, + { + "epoch": 2213, + "batch_idx": 64, + "loss": 0.32575222849845886, + "learning_rate": 2.772578252494428e-05, + "timestep_mean": 527.65625, + "epsilon_norm": 8.488447189331055, + "prediction_norm": 7.2661824226379395, + "timestamp": "2025-07-14T12:34:53.494952" + }, + { + "epoch": 2213, + "batch_idx": 96, + "loss": 0.2531246542930603, + "learning_rate": 2.772578252494428e-05, + "timestep_mean": 461.34375, + "epsilon_norm": 8.112624168395996, + "prediction_norm": 7.384342193603516, + "timestamp": "2025-07-14T12:34:53.500060" + }, + { + "epoch": 2213, + "batch_idx": 128, + "loss": 0.36354774236679077, + "learning_rate": 2.772578252494428e-05, + "timestep_mean": 390.84375, + "epsilon_norm": 7.051604270935059, + "prediction_norm": 4.93308162689209, + "timestamp": "2025-07-14T12:34:53.505195" + }, + { + "epoch": 2213, + "batch_idx": 160, + "loss": 0.23767244815826416, + "learning_rate": 2.772578252494428e-05, + "timestep_mean": 466.9375, + "epsilon_norm": 7.402740001678467, + "prediction_norm": 6.45417594909668, + "timestamp": "2025-07-14T12:34:53.510361" + }, + { + "epoch": 2213, + "batch_idx": 192, + "loss": 0.13067223131656647, + "learning_rate": 2.772578252494428e-05, + "timestep_mean": 346.375, + "epsilon_norm": 2.603217601776123, + "prediction_norm": 2.6228222846984863, + "timestamp": "2025-07-14T12:34:53.515507" + }, + { + "epoch": 2214, + "batch_idx": 0, + "loss": 0.542833685874939, + "learning_rate": 2.798426792947516e-05, + "timestep_mean": 441.09375, + "epsilon_norm": 8.274090766906738, + "prediction_norm": 6.218810081481934, + "timestamp": "2025-07-14T12:34:53.520882" + }, + { + "epoch": 2214, + "batch_idx": 32, + "loss": 0.1571744680404663, + "learning_rate": 2.798426792947516e-05, + "timestep_mean": 552.65625, + "epsilon_norm": 7.0560760498046875, + "prediction_norm": 6.796413898468018, + "timestamp": "2025-07-14T12:34:53.526096" + }, + { + "epoch": 2214, + "batch_idx": 64, + "loss": 0.3056919574737549, + "learning_rate": 2.798426792947516e-05, + "timestep_mean": 490.0, + "epsilon_norm": 7.572585105895996, + "prediction_norm": 6.3696088790893555, + "timestamp": "2025-07-14T12:34:53.531215" + }, + { + "epoch": 2214, + "batch_idx": 96, + "loss": 0.2958627939224243, + "learning_rate": 2.798426792947516e-05, + "timestep_mean": 471.5625, + "epsilon_norm": 7.50717306137085, + "prediction_norm": 6.196311950683594, + "timestamp": "2025-07-14T12:34:53.536476" + }, + { + "epoch": 2214, + "batch_idx": 128, + "loss": 0.14915814995765686, + "learning_rate": 2.798426792947516e-05, + "timestep_mean": 501.46875, + "epsilon_norm": 6.384957790374756, + "prediction_norm": 5.686193943023682, + "timestamp": "2025-07-14T12:34:53.541652" + }, + { + "epoch": 2214, + "batch_idx": 160, + "loss": 0.6048247218132019, + "learning_rate": 2.798426792947516e-05, + "timestep_mean": 477.78125, + "epsilon_norm": 8.876545906066895, + "prediction_norm": 6.323363304138184, + "timestamp": "2025-07-14T12:34:53.546967" + }, + { + "epoch": 2214, + "batch_idx": 192, + "loss": 1.0048648118972778, + "learning_rate": 2.798426792947516e-05, + "timestep_mean": 410.25, + "epsilon_norm": 5.2525129318237305, + "prediction_norm": 3.9861652851104736, + "timestamp": "2025-07-14T12:34:53.552136" + }, + { + "epoch": 2215, + "batch_idx": 0, + "loss": 0.31068161129951477, + "learning_rate": 2.8243917985903188e-05, + "timestep_mean": 478.65625, + "epsilon_norm": 8.462591171264648, + "prediction_norm": 7.183691501617432, + "timestamp": "2025-07-14T12:34:53.557371" + }, + { + "epoch": 2215, + "batch_idx": 32, + "loss": 0.4749608039855957, + "learning_rate": 2.8243917985903188e-05, + "timestep_mean": 413.375, + "epsilon_norm": 8.951654434204102, + "prediction_norm": 7.112136363983154, + "timestamp": "2025-07-14T12:34:53.562571" + }, + { + "epoch": 2215, + "batch_idx": 64, + "loss": 0.21090835332870483, + "learning_rate": 2.8243917985903188e-05, + "timestep_mean": 548.375, + "epsilon_norm": 6.7870001792907715, + "prediction_norm": 5.706225872039795, + "timestamp": "2025-07-14T12:34:53.567816" + }, + { + "epoch": 2215, + "batch_idx": 96, + "loss": 0.3916577696800232, + "learning_rate": 2.8243917985903188e-05, + "timestep_mean": 402.875, + "epsilon_norm": 8.921283721923828, + "prediction_norm": 6.936136722564697, + "timestamp": "2025-07-14T12:34:53.572844" + }, + { + "epoch": 2215, + "batch_idx": 128, + "loss": 0.4626834988594055, + "learning_rate": 2.8243917985903188e-05, + "timestep_mean": 477.5625, + "epsilon_norm": 8.743738174438477, + "prediction_norm": 6.010957717895508, + "timestamp": "2025-07-14T12:34:53.578126" + }, + { + "epoch": 2215, + "batch_idx": 160, + "loss": 0.5326500535011292, + "learning_rate": 2.8243917985903188e-05, + "timestep_mean": 529.9375, + "epsilon_norm": 8.7833833694458, + "prediction_norm": 6.595823287963867, + "timestamp": "2025-07-14T12:34:53.583287" + }, + { + "epoch": 2215, + "batch_idx": 192, + "loss": 0.10145246237516403, + "learning_rate": 2.8243917985903188e-05, + "timestep_mean": 381.0, + "epsilon_norm": 3.0888352394104004, + "prediction_norm": 3.2072668075561523, + "timestamp": "2025-07-14T12:34:53.588581" + }, + { + "epoch": 2216, + "batch_idx": 0, + "loss": 0.20869886875152588, + "learning_rate": 2.8504732053567837e-05, + "timestep_mean": 488.0, + "epsilon_norm": 7.937518119812012, + "prediction_norm": 7.178534507751465, + "timestamp": "2025-07-14T12:34:53.593722" + }, + { + "epoch": 2216, + "batch_idx": 32, + "loss": 0.3224305808544159, + "learning_rate": 2.8504732053567837e-05, + "timestep_mean": 499.5625, + "epsilon_norm": 7.309872627258301, + "prediction_norm": 6.06897497177124, + "timestamp": "2025-07-14T12:34:53.598874" + }, + { + "epoch": 2216, + "batch_idx": 64, + "loss": 0.19913600385189056, + "learning_rate": 2.8504732053567837e-05, + "timestep_mean": 511.0, + "epsilon_norm": 7.871572017669678, + "prediction_norm": 6.576340675354004, + "timestamp": "2025-07-14T12:34:53.604138" + }, + { + "epoch": 2216, + "batch_idx": 96, + "loss": 0.20583677291870117, + "learning_rate": 2.8504732053567837e-05, + "timestep_mean": 515.1875, + "epsilon_norm": 7.553702354431152, + "prediction_norm": 6.986380577087402, + "timestamp": "2025-07-14T12:34:53.609527" + }, + { + "epoch": 2216, + "batch_idx": 128, + "loss": 0.38022342324256897, + "learning_rate": 2.8504732053567837e-05, + "timestep_mean": 441.40625, + "epsilon_norm": 8.008853912353516, + "prediction_norm": 6.909347057342529, + "timestamp": "2025-07-14T12:34:53.614630" + }, + { + "epoch": 2216, + "batch_idx": 160, + "loss": 0.25063979625701904, + "learning_rate": 2.8504732053567837e-05, + "timestep_mean": 496.90625, + "epsilon_norm": 6.536674976348877, + "prediction_norm": 5.326143264770508, + "timestamp": "2025-07-14T12:34:53.619763" + }, + { + "epoch": 2216, + "batch_idx": 192, + "loss": 0.38141703605651855, + "learning_rate": 2.8504732053567837e-05, + "timestep_mean": 357.375, + "epsilon_norm": 2.9390578269958496, + "prediction_norm": 1.838440179824829, + "timestamp": "2025-07-14T12:34:53.624986" + }, + { + "epoch": 2217, + "batch_idx": 0, + "loss": 0.272659033536911, + "learning_rate": 2.876670948893605e-05, + "timestep_mean": 574.8125, + "epsilon_norm": 8.237401962280273, + "prediction_norm": 6.970982551574707, + "timestamp": "2025-07-14T12:34:53.630366" + }, + { + "epoch": 2217, + "batch_idx": 32, + "loss": 0.24894605576992035, + "learning_rate": 2.876670948893605e-05, + "timestep_mean": 486.90625, + "epsilon_norm": 7.548069953918457, + "prediction_norm": 5.936403751373291, + "timestamp": "2025-07-14T12:34:53.635579" + }, + { + "epoch": 2217, + "batch_idx": 64, + "loss": 0.15285328030586243, + "learning_rate": 2.876670948893605e-05, + "timestep_mean": 543.46875, + "epsilon_norm": 7.26837682723999, + "prediction_norm": 6.336068153381348, + "timestamp": "2025-07-14T12:34:53.640765" + }, + { + "epoch": 2217, + "batch_idx": 96, + "loss": 0.32271674275398254, + "learning_rate": 2.876670948893605e-05, + "timestep_mean": 397.40625, + "epsilon_norm": 6.93418550491333, + "prediction_norm": 5.9704389572143555, + "timestamp": "2025-07-14T12:34:53.645996" + }, + { + "epoch": 2217, + "batch_idx": 128, + "loss": 0.22717520594596863, + "learning_rate": 2.876670948893605e-05, + "timestep_mean": 533.0625, + "epsilon_norm": 8.599355697631836, + "prediction_norm": 7.431723594665527, + "timestamp": "2025-07-14T12:34:53.651102" + }, + { + "epoch": 2217, + "batch_idx": 160, + "loss": 0.25185292959213257, + "learning_rate": 2.876670948893605e-05, + "timestep_mean": 463.65625, + "epsilon_norm": 7.860836982727051, + "prediction_norm": 6.573348522186279, + "timestamp": "2025-07-14T12:34:53.656213" + }, + { + "epoch": 2217, + "batch_idx": 192, + "loss": 0.6302995681762695, + "learning_rate": 2.876670948893605e-05, + "timestep_mean": 488.625, + "epsilon_norm": 4.5764288902282715, + "prediction_norm": 3.4285521507263184, + "timestamp": "2025-07-14T12:34:53.661408" + }, + { + "epoch": 2218, + "batch_idx": 0, + "loss": 0.6780067086219788, + "learning_rate": 2.9029849645604723e-05, + "timestep_mean": 417.78125, + "epsilon_norm": 8.344869613647461, + "prediction_norm": 5.681224822998047, + "timestamp": "2025-07-14T12:34:53.666688" + }, + { + "epoch": 2218, + "batch_idx": 32, + "loss": 0.3154445290565491, + "learning_rate": 2.9029849645604723e-05, + "timestep_mean": 469.65625, + "epsilon_norm": 6.929445743560791, + "prediction_norm": 5.676628589630127, + "timestamp": "2025-07-14T12:34:53.671875" + }, + { + "epoch": 2218, + "batch_idx": 64, + "loss": 0.17420774698257446, + "learning_rate": 2.9029849645604723e-05, + "timestep_mean": 543.375, + "epsilon_norm": 7.739081859588623, + "prediction_norm": 7.112042427062988, + "timestamp": "2025-07-14T12:34:53.677011" + }, + { + "epoch": 2218, + "batch_idx": 96, + "loss": 0.21567758917808533, + "learning_rate": 2.9029849645604723e-05, + "timestep_mean": 539.03125, + "epsilon_norm": 8.776124954223633, + "prediction_norm": 7.66267728805542, + "timestamp": "2025-07-14T12:34:53.682204" + }, + { + "epoch": 2218, + "batch_idx": 128, + "loss": 0.2923697531223297, + "learning_rate": 2.9029849645604723e-05, + "timestep_mean": 513.53125, + "epsilon_norm": 9.48176097869873, + "prediction_norm": 8.49461841583252, + "timestamp": "2025-07-14T12:34:53.687427" + }, + { + "epoch": 2218, + "batch_idx": 160, + "loss": 0.20972248911857605, + "learning_rate": 2.9029849645604723e-05, + "timestep_mean": 571.5625, + "epsilon_norm": 7.3772382736206055, + "prediction_norm": 6.184971809387207, + "timestamp": "2025-07-14T12:34:53.692804" + }, + { + "epoch": 2218, + "batch_idx": 192, + "loss": 0.17234168946743011, + "learning_rate": 2.9029849645604723e-05, + "timestep_mean": 436.5, + "epsilon_norm": 3.7946345806121826, + "prediction_norm": 3.210249900817871, + "timestamp": "2025-07-14T12:34:53.697920" + }, + { + "epoch": 2219, + "batch_idx": 0, + "loss": 0.2830689549446106, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 513.40625, + "epsilon_norm": 8.231283187866211, + "prediction_norm": 6.841257572174072, + "timestamp": "2025-07-14T12:34:53.703164" + }, + { + "epoch": 2219, + "batch_idx": 32, + "loss": 0.2865230143070221, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 501.0, + "epsilon_norm": 7.188407897949219, + "prediction_norm": 6.125839710235596, + "timestamp": "2025-07-14T12:34:53.708532" + }, + { + "epoch": 2219, + "batch_idx": 64, + "loss": 0.3115965723991394, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 447.15625, + "epsilon_norm": 8.261123657226562, + "prediction_norm": 6.778960704803467, + "timestamp": "2025-07-14T12:34:53.713706" + }, + { + "epoch": 2219, + "batch_idx": 96, + "loss": 0.4867200553417206, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 485.15625, + "epsilon_norm": 7.790428161621094, + "prediction_norm": 5.920174598693848, + "timestamp": "2025-07-14T12:34:53.718853" + }, + { + "epoch": 2219, + "batch_idx": 128, + "loss": 0.25697988271713257, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 490.5625, + "epsilon_norm": 7.501555442810059, + "prediction_norm": 6.500092506408691, + "timestamp": "2025-07-14T12:34:53.724105" + }, + { + "epoch": 2219, + "batch_idx": 160, + "loss": 0.3226238489151001, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 488.59375, + "epsilon_norm": 8.447952270507812, + "prediction_norm": 6.476746082305908, + "timestamp": "2025-07-14T12:34:53.729318" + }, + { + "epoch": 2219, + "batch_idx": 192, + "loss": 0.1698884665966034, + "learning_rate": 2.9294151874301615e-05, + "timestep_mean": 594.875, + "epsilon_norm": 3.8422129154205322, + "prediction_norm": 3.527493715286255, + "timestamp": "2025-07-14T12:34:53.734490" + }, + { + "epoch": 2220, + "batch_idx": 0, + "loss": 0.33715635538101196, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 512.34375, + "epsilon_norm": 8.760738372802734, + "prediction_norm": 6.837008953094482, + "timestamp": "2025-07-14T12:34:53.739426" + }, + { + "epoch": 2220, + "batch_idx": 32, + "loss": 0.308926522731781, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 557.78125, + "epsilon_norm": 7.80560302734375, + "prediction_norm": 6.83754825592041, + "timestamp": "2025-07-14T12:34:53.744314" + }, + { + "epoch": 2220, + "batch_idx": 64, + "loss": 0.2590237259864807, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 450.75, + "epsilon_norm": 8.650702476501465, + "prediction_norm": 7.133548259735107, + "timestamp": "2025-07-14T12:34:53.749208" + }, + { + "epoch": 2220, + "batch_idx": 96, + "loss": 0.2971794903278351, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 403.0625, + "epsilon_norm": 6.531971454620361, + "prediction_norm": 5.476563930511475, + "timestamp": "2025-07-14T12:34:53.754028" + }, + { + "epoch": 2220, + "batch_idx": 128, + "loss": 0.4062615633010864, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 548.5625, + "epsilon_norm": 8.157083511352539, + "prediction_norm": 6.45265007019043, + "timestamp": "2025-07-14T12:34:53.759001" + }, + { + "epoch": 2220, + "batch_idx": 160, + "loss": 0.5416846871376038, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 401.5, + "epsilon_norm": 8.635560989379883, + "prediction_norm": 6.770707130432129, + "timestamp": "2025-07-14T12:34:53.763841" + }, + { + "epoch": 2220, + "batch_idx": 192, + "loss": 0.5111027956008911, + "learning_rate": 2.955961552288732e-05, + "timestep_mean": 365.5, + "epsilon_norm": 4.35472297668457, + "prediction_norm": 2.8763537406921387, + "timestamp": "2025-07-14T12:34:53.768709" + }, + { + "epoch": 2221, + "batch_idx": 0, + "loss": 0.6839481592178345, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 520.4375, + "epsilon_norm": 9.66470718383789, + "prediction_norm": 7.027004718780518, + "timestamp": "2025-07-14T12:34:53.773790" + }, + { + "epoch": 2221, + "batch_idx": 32, + "loss": 0.19286638498306274, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 496.03125, + "epsilon_norm": 7.740805149078369, + "prediction_norm": 6.697580814361572, + "timestamp": "2025-07-14T12:34:53.778924" + }, + { + "epoch": 2221, + "batch_idx": 64, + "loss": 0.1148926243185997, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 543.625, + "epsilon_norm": 6.612951278686523, + "prediction_norm": 6.114381313323975, + "timestamp": "2025-07-14T12:34:53.784075" + }, + { + "epoch": 2221, + "batch_idx": 96, + "loss": 0.35367485880851746, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 488.78125, + "epsilon_norm": 7.722715377807617, + "prediction_norm": 6.038073539733887, + "timestamp": "2025-07-14T12:34:53.789192" + }, + { + "epoch": 2221, + "batch_idx": 128, + "loss": 0.4491443336009979, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 448.6875, + "epsilon_norm": 8.407196044921875, + "prediction_norm": 6.920974254608154, + "timestamp": "2025-07-14T12:34:53.794339" + }, + { + "epoch": 2221, + "batch_idx": 160, + "loss": 0.5331017971038818, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 413.46875, + "epsilon_norm": 8.85998249053955, + "prediction_norm": 6.895301818847656, + "timestamp": "2025-07-14T12:34:53.799454" + }, + { + "epoch": 2221, + "batch_idx": 192, + "loss": 0.18617761135101318, + "learning_rate": 2.9826239936356518e-05, + "timestep_mean": 520.375, + "epsilon_norm": 2.9252843856811523, + "prediction_norm": 2.6808013916015625, + "timestamp": "2025-07-14T12:34:53.804510" + }, + { + "epoch": 2222, + "batch_idx": 0, + "loss": 0.16548389196395874, + "learning_rate": 3.009402445684022e-05, + "timestep_mean": 568.34375, + "epsilon_norm": 7.540687084197998, + "prediction_norm": 6.86620569229126, + "timestamp": "2025-07-14T12:34:53.809593" + }, + { + "epoch": 2222, + "batch_idx": 32, + "loss": 0.1321890950202942, + "learning_rate": 3.009402445684022e-05, + "timestep_mean": 536.71875, + "epsilon_norm": 7.813183784484863, + "prediction_norm": 7.214004993438721, + "timestamp": "2025-07-14T12:34:53.814715" + }, + { + "epoch": 2222, + "batch_idx": 64, + "loss": 0.26595303416252136, + "learning_rate": 3.009402445684022e-05, + "timestep_mean": 510.0625, + "epsilon_norm": 8.931087493896484, + "prediction_norm": 7.674853801727295, + "timestamp": "2025-07-14T12:34:53.819837" + }, + { + "epoch": 2222, + "batch_idx": 96, + "loss": 0.4916531443595886, + "learning_rate": 3.009402445684022e-05, + "timestep_mean": 528.59375, + "epsilon_norm": 9.48644733428955, + "prediction_norm": 7.671720504760742, + "timestamp": "2025-07-14T12:34:53.824773" + }, + { + "epoch": 2222, + "batch_idx": 128, + "loss": 0.1380702257156372, + "learning_rate": 3.009402445684022e-05, + "timestep_mean": 484.65625, + "epsilon_norm": 7.909388542175293, + "prediction_norm": 7.5729756355285645, + "timestamp": "2025-07-14T12:34:53.829725" + }, + { + "epoch": 2222, + "batch_idx": 160, + "loss": 0.22332638502120972, + "learning_rate": 3.009402445684022e-05, + "timestep_mean": 507.40625, + "epsilon_norm": 7.3813934326171875, + "prediction_norm": 6.454699993133545, + "timestamp": "2025-07-14T12:34:53.834597" + }, + { + "epoch": 2222, + "batch_idx": 192, + "loss": 0.2491838037967682, + "learning_rate": 3.009402445684022e-05, + "timestep_mean": 497.25, + "epsilon_norm": 3.9839231967926025, + "prediction_norm": 3.5773766040802, + "timestamp": "2025-07-14T12:34:53.839452" + }, + { + "epoch": 2223, + "batch_idx": 0, + "loss": 0.24145108461380005, + "learning_rate": 3.036296842360652e-05, + "timestep_mean": 521.1875, + "epsilon_norm": 8.421630859375, + "prediction_norm": 7.884946346282959, + "timestamp": "2025-07-14T12:34:53.844528" + }, + { + "epoch": 2223, + "batch_idx": 32, + "loss": 0.24748092889785767, + "learning_rate": 3.036296842360652e-05, + "timestep_mean": 464.0, + "epsilon_norm": 7.309399127960205, + "prediction_norm": 6.402005195617676, + "timestamp": "2025-07-14T12:34:53.849459" + }, + { + "epoch": 2223, + "batch_idx": 64, + "loss": 0.2725299000740051, + "learning_rate": 3.036296842360652e-05, + "timestep_mean": 488.40625, + "epsilon_norm": 8.084582328796387, + "prediction_norm": 7.0592570304870605, + "timestamp": "2025-07-14T12:34:53.854274" + }, + { + "epoch": 2223, + "batch_idx": 96, + "loss": 0.2555997371673584, + "learning_rate": 3.036296842360652e-05, + "timestep_mean": 646.84375, + "epsilon_norm": 8.106060028076172, + "prediction_norm": 6.627750873565674, + "timestamp": "2025-07-14T12:34:53.859290" + }, + { + "epoch": 2223, + "batch_idx": 128, + "loss": 0.302367627620697, + "learning_rate": 3.036296842360652e-05, + "timestep_mean": 436.9375, + "epsilon_norm": 8.0029878616333, + "prediction_norm": 6.456353664398193, + "timestamp": "2025-07-14T12:34:53.864130" + }, + { + "epoch": 2223, + "batch_idx": 160, + "loss": 0.5974730849266052, + "learning_rate": 3.036296842360652e-05, + "timestep_mean": 494.9375, + "epsilon_norm": 8.701942443847656, + "prediction_norm": 6.961742877960205, + "timestamp": "2025-07-14T12:34:53.868961" + }, + { + "epoch": 2223, + "batch_idx": 192, + "loss": 0.19200414419174194, + "learning_rate": 3.036296842360652e-05, + "timestep_mean": 538.75, + "epsilon_norm": 4.546763896942139, + "prediction_norm": 4.964007377624512, + "timestamp": "2025-07-14T12:34:53.873782" + }, + { + "epoch": 2224, + "batch_idx": 0, + "loss": 0.13167159259319305, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 596.5, + "epsilon_norm": 8.107913970947266, + "prediction_norm": 7.870992183685303, + "timestamp": "2025-07-14T12:34:53.878773" + }, + { + "epoch": 2224, + "batch_idx": 32, + "loss": 0.3601100742816925, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 507.34375, + "epsilon_norm": 8.120083808898926, + "prediction_norm": 6.368712902069092, + "timestamp": "2025-07-14T12:34:53.883685" + }, + { + "epoch": 2224, + "batch_idx": 64, + "loss": 0.3791634142398834, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 411.6875, + "epsilon_norm": 7.427974700927734, + "prediction_norm": 5.353906631469727, + "timestamp": "2025-07-14T12:34:53.888631" + }, + { + "epoch": 2224, + "batch_idx": 96, + "loss": 0.27555567026138306, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 488.0, + "epsilon_norm": 8.277490615844727, + "prediction_norm": 7.254385471343994, + "timestamp": "2025-07-14T12:34:53.893540" + }, + { + "epoch": 2224, + "batch_idx": 128, + "loss": 0.280915230512619, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 532.65625, + "epsilon_norm": 8.000364303588867, + "prediction_norm": 7.281966209411621, + "timestamp": "2025-07-14T12:34:53.900516" + }, + { + "epoch": 2224, + "batch_idx": 160, + "loss": 0.4164067804813385, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 377.09375, + "epsilon_norm": 9.003479957580566, + "prediction_norm": 7.30103063583374, + "timestamp": "2025-07-14T12:34:53.907055" + }, + { + "epoch": 2224, + "batch_idx": 192, + "loss": 0.1781989336013794, + "learning_rate": 3.063307117306296e-05, + "timestep_mean": 529.75, + "epsilon_norm": 3.7997426986694336, + "prediction_norm": 3.5631518363952637, + "timestamp": "2025-07-14T12:34:53.913288" + }, + { + "epoch": 2225, + "batch_idx": 0, + "loss": 0.16432100534439087, + "learning_rate": 3.090433203875802e-05, + "timestep_mean": 471.28125, + "epsilon_norm": 6.728714466094971, + "prediction_norm": 5.708161354064941, + "timestamp": "2025-07-14T12:34:53.920367" + }, + { + "epoch": 2225, + "batch_idx": 32, + "loss": 0.2483980655670166, + "learning_rate": 3.090433203875802e-05, + "timestep_mean": 536.21875, + "epsilon_norm": 7.841914653778076, + "prediction_norm": 6.591660022735596, + "timestamp": "2025-07-14T12:34:53.927214" + }, + { + "epoch": 2225, + "batch_idx": 64, + "loss": 0.38082659244537354, + "learning_rate": 3.090433203875802e-05, + "timestep_mean": 507.46875, + "epsilon_norm": 8.773406982421875, + "prediction_norm": 6.779058933258057, + "timestamp": "2025-07-14T12:34:53.933195" + }, + { + "epoch": 2225, + "batch_idx": 96, + "loss": 0.40436315536499023, + "learning_rate": 3.090433203875802e-05, + "timestep_mean": 425.21875, + "epsilon_norm": 7.3678693771362305, + "prediction_norm": 5.997736930847168, + "timestamp": "2025-07-14T12:34:53.939730" + }, + { + "epoch": 2225, + "batch_idx": 128, + "loss": 0.29557931423187256, + "learning_rate": 3.090433203875802e-05, + "timestep_mean": 478.40625, + "epsilon_norm": 7.815457820892334, + "prediction_norm": 6.67259407043457, + "timestamp": "2025-07-14T12:34:53.946036" + }, + { + "epoch": 2225, + "batch_idx": 160, + "loss": 0.17191669344902039, + "learning_rate": 3.090433203875802e-05, + "timestep_mean": 496.40625, + "epsilon_norm": 7.3093647956848145, + "prediction_norm": 5.9858198165893555, + "timestamp": "2025-07-14T12:34:53.951702" + }, + { + "epoch": 2225, + "batch_idx": 192, + "loss": 0.15368513762950897, + "learning_rate": 3.090433203875802e-05, + "timestep_mean": 523.0, + "epsilon_norm": 3.851060152053833, + "prediction_norm": 3.7270796298980713, + "timestamp": "2025-07-14T12:34:53.957602" + }, + { + "epoch": 2226, + "batch_idx": 0, + "loss": 0.5139524340629578, + "learning_rate": 3.1176750351382165e-05, + "timestep_mean": 440.0, + "epsilon_norm": 9.358441352844238, + "prediction_norm": 6.784777641296387, + "timestamp": "2025-07-14T12:34:53.963118" + }, + { + "epoch": 2226, + "batch_idx": 32, + "loss": 0.17226853966712952, + "learning_rate": 3.1176750351382165e-05, + "timestep_mean": 515.5625, + "epsilon_norm": 7.415907859802246, + "prediction_norm": 6.538266181945801, + "timestamp": "2025-07-14T12:34:53.968421" + }, + { + "epoch": 2226, + "batch_idx": 64, + "loss": 0.13229712843894958, + "learning_rate": 3.1176750351382165e-05, + "timestep_mean": 464.71875, + "epsilon_norm": 7.624476432800293, + "prediction_norm": 6.909841537475586, + "timestamp": "2025-07-14T12:34:53.973991" + }, + { + "epoch": 2226, + "batch_idx": 96, + "loss": 0.16971731185913086, + "learning_rate": 3.1176750351382165e-05, + "timestep_mean": 523.09375, + "epsilon_norm": 6.935450077056885, + "prediction_norm": 6.218749523162842, + "timestamp": "2025-07-14T12:34:53.979422" + }, + { + "epoch": 2226, + "batch_idx": 128, + "loss": 0.27532297372817993, + "learning_rate": 3.1176750351382165e-05, + "timestep_mean": 461.5625, + "epsilon_norm": 9.250070571899414, + "prediction_norm": 7.813875675201416, + "timestamp": "2025-07-14T12:34:53.984836" + }, + { + "epoch": 2226, + "batch_idx": 160, + "loss": 0.1396060734987259, + "learning_rate": 3.1176750351382165e-05, + "timestep_mean": 509.5, + "epsilon_norm": 7.075045585632324, + "prediction_norm": 6.619739532470703, + "timestamp": "2025-07-14T12:34:53.989967" + }, + { + "epoch": 2226, + "batch_idx": 192, + "loss": 0.32206517457962036, + "learning_rate": 3.1176750351382165e-05, + "timestep_mean": 383.25, + "epsilon_norm": 4.377369403839111, + "prediction_norm": 3.6349034309387207, + "timestamp": "2025-07-14T12:34:53.995326" + }, + { + "epoch": 2227, + "batch_idx": 0, + "loss": 0.21541985869407654, + "learning_rate": 3.1450325438770617e-05, + "timestep_mean": 530.71875, + "epsilon_norm": 8.356369018554688, + "prediction_norm": 7.087202072143555, + "timestamp": "2025-07-14T12:34:54.000738" + }, + { + "epoch": 2227, + "batch_idx": 32, + "loss": 0.18598206341266632, + "learning_rate": 3.1450325438770617e-05, + "timestep_mean": 517.90625, + "epsilon_norm": 6.832719802856445, + "prediction_norm": 6.287952899932861, + "timestamp": "2025-07-14T12:34:54.005983" + }, + { + "epoch": 2227, + "batch_idx": 64, + "loss": 0.212731271982193, + "learning_rate": 3.1450325438770617e-05, + "timestep_mean": 515.09375, + "epsilon_norm": 8.405594825744629, + "prediction_norm": 7.736879825592041, + "timestamp": "2025-07-14T12:34:54.011344" + }, + { + "epoch": 2227, + "batch_idx": 96, + "loss": 0.4900147020816803, + "learning_rate": 3.1450325438770617e-05, + "timestep_mean": 393.4375, + "epsilon_norm": 8.555418014526367, + "prediction_norm": 5.545672416687012, + "timestamp": "2025-07-14T12:34:54.016606" + }, + { + "epoch": 2227, + "batch_idx": 128, + "loss": 0.31117820739746094, + "learning_rate": 3.1450325438770617e-05, + "timestep_mean": 471.8125, + "epsilon_norm": 8.329824447631836, + "prediction_norm": 6.837131977081299, + "timestamp": "2025-07-14T12:34:54.021943" + }, + { + "epoch": 2227, + "batch_idx": 160, + "loss": 0.13671427965164185, + "learning_rate": 3.1450325438770617e-05, + "timestep_mean": 587.21875, + "epsilon_norm": 8.505577087402344, + "prediction_norm": 8.089658737182617, + "timestamp": "2025-07-14T12:34:54.027213" + }, + { + "epoch": 2227, + "batch_idx": 192, + "loss": 0.7819651365280151, + "learning_rate": 3.1450325438770617e-05, + "timestep_mean": 452.625, + "epsilon_norm": 4.885234355926514, + "prediction_norm": 4.000937461853027, + "timestamp": "2025-07-14T12:34:54.032561" + }, + { + "epoch": 2228, + "batch_idx": 0, + "loss": 0.19585266709327698, + "learning_rate": 3.1725056625903895e-05, + "timestep_mean": 504.59375, + "epsilon_norm": 7.715805530548096, + "prediction_norm": 6.937972545623779, + "timestamp": "2025-07-14T12:34:54.037889" + }, + { + "epoch": 2228, + "batch_idx": 32, + "loss": 0.3125315308570862, + "learning_rate": 3.1725056625903895e-05, + "timestep_mean": 519.3125, + "epsilon_norm": 7.726285934448242, + "prediction_norm": 6.408675670623779, + "timestamp": "2025-07-14T12:34:54.043160" + }, + { + "epoch": 2228, + "batch_idx": 64, + "loss": 0.17720875144004822, + "learning_rate": 3.1725056625903895e-05, + "timestep_mean": 543.21875, + "epsilon_norm": 8.247659683227539, + "prediction_norm": 7.266658782958984, + "timestamp": "2025-07-14T12:34:54.048403" + }, + { + "epoch": 2228, + "batch_idx": 96, + "loss": 0.19963809847831726, + "learning_rate": 3.1725056625903895e-05, + "timestep_mean": 442.0625, + "epsilon_norm": 7.814929485321045, + "prediction_norm": 6.635021686553955, + "timestamp": "2025-07-14T12:34:54.053744" + }, + { + "epoch": 2228, + "batch_idx": 128, + "loss": 0.3089563250541687, + "learning_rate": 3.1725056625903895e-05, + "timestep_mean": 514.4375, + "epsilon_norm": 9.377185821533203, + "prediction_norm": 8.296544075012207, + "timestamp": "2025-07-14T12:34:54.059093" + }, + { + "epoch": 2228, + "batch_idx": 160, + "loss": 0.23997315764427185, + "learning_rate": 3.1725056625903895e-05, + "timestep_mean": 487.875, + "epsilon_norm": 7.502061367034912, + "prediction_norm": 6.488371849060059, + "timestamp": "2025-07-14T12:34:54.064376" + }, + { + "epoch": 2228, + "batch_idx": 192, + "loss": 0.39189624786376953, + "learning_rate": 3.1725056625903895e-05, + "timestep_mean": 364.125, + "epsilon_norm": 3.6635639667510986, + "prediction_norm": 3.063375234603882, + "timestamp": "2025-07-14T12:34:54.069755" + }, + { + "epoch": 2229, + "batch_idx": 0, + "loss": 0.24522119760513306, + "learning_rate": 3.200094323490997e-05, + "timestep_mean": 505.46875, + "epsilon_norm": 8.189184188842773, + "prediction_norm": 6.617629051208496, + "timestamp": "2025-07-14T12:34:54.075215" + }, + { + "epoch": 2229, + "batch_idx": 32, + "loss": 0.11912688612937927, + "learning_rate": 3.200094323490997e-05, + "timestep_mean": 461.9375, + "epsilon_norm": 8.937309265136719, + "prediction_norm": 8.188594818115234, + "timestamp": "2025-07-14T12:34:54.080565" + }, + { + "epoch": 2229, + "batch_idx": 64, + "loss": 0.34322553873062134, + "learning_rate": 3.200094323490997e-05, + "timestep_mean": 488.03125, + "epsilon_norm": 8.316449165344238, + "prediction_norm": 6.907989025115967, + "timestamp": "2025-07-14T12:34:54.085766" + }, + { + "epoch": 2229, + "batch_idx": 96, + "loss": 0.1540735363960266, + "learning_rate": 3.200094323490997e-05, + "timestep_mean": 564.8125, + "epsilon_norm": 8.725082397460938, + "prediction_norm": 7.925055027008057, + "timestamp": "2025-07-14T12:34:54.090975" + }, + { + "epoch": 2229, + "batch_idx": 128, + "loss": 0.43676894903182983, + "learning_rate": 3.200094323490997e-05, + "timestep_mean": 380.65625, + "epsilon_norm": 8.011820793151855, + "prediction_norm": 5.658731937408447, + "timestamp": "2025-07-14T12:34:54.096208" + }, + { + "epoch": 2229, + "batch_idx": 160, + "loss": 0.21100807189941406, + "learning_rate": 3.200094323490997e-05, + "timestep_mean": 436.21875, + "epsilon_norm": 7.202768325805664, + "prediction_norm": 6.296750068664551, + "timestamp": "2025-07-14T12:34:54.101315" + }, + { + "epoch": 2229, + "batch_idx": 192, + "loss": 0.12621773779392242, + "learning_rate": 3.200094323490997e-05, + "timestep_mean": 431.0, + "epsilon_norm": 4.074199676513672, + "prediction_norm": 3.844569444656372, + "timestamp": "2025-07-14T12:34:54.106366" + }, + { + "epoch": 2230, + "batch_idx": 0, + "loss": 0.18016497790813446, + "learning_rate": 3.227798458506641e-05, + "timestep_mean": 603.375, + "epsilon_norm": 7.38355016708374, + "prediction_norm": 7.21296501159668, + "timestamp": "2025-07-14T12:34:54.111351" + }, + { + "epoch": 2230, + "batch_idx": 32, + "loss": 0.1438663750886917, + "learning_rate": 3.227798458506641e-05, + "timestep_mean": 455.8125, + "epsilon_norm": 7.726790904998779, + "prediction_norm": 6.666227340698242, + "timestamp": "2025-07-14T12:34:54.116556" + }, + { + "epoch": 2230, + "batch_idx": 64, + "loss": 0.1913192868232727, + "learning_rate": 3.227798458506641e-05, + "timestep_mean": 535.25, + "epsilon_norm": 6.684840202331543, + "prediction_norm": 6.2921905517578125, + "timestamp": "2025-07-14T12:34:54.121784" + }, + { + "epoch": 2230, + "batch_idx": 96, + "loss": 0.21573813259601593, + "learning_rate": 3.227798458506641e-05, + "timestep_mean": 455.15625, + "epsilon_norm": 7.415350437164307, + "prediction_norm": 6.46640157699585, + "timestamp": "2025-07-14T12:34:54.127023" + }, + { + "epoch": 2230, + "batch_idx": 128, + "loss": 0.24773117899894714, + "learning_rate": 3.227798458506641e-05, + "timestep_mean": 524.28125, + "epsilon_norm": 9.652990341186523, + "prediction_norm": 7.917211532592773, + "timestamp": "2025-07-14T12:34:54.132319" + }, + { + "epoch": 2230, + "batch_idx": 160, + "loss": 0.3188943564891815, + "learning_rate": 3.227798458506641e-05, + "timestep_mean": 534.96875, + "epsilon_norm": 7.863807201385498, + "prediction_norm": 6.476862907409668, + "timestamp": "2025-07-14T12:34:54.137446" + }, + { + "epoch": 2230, + "batch_idx": 192, + "loss": 0.8794666528701782, + "learning_rate": 3.227798458506641e-05, + "timestep_mean": 394.0, + "epsilon_norm": 4.269529819488525, + "prediction_norm": 2.682957649230957, + "timestamp": "2025-07-14T12:34:54.142674" + }, + { + "epoch": 2231, + "batch_idx": 0, + "loss": 0.18676035106182098, + "learning_rate": 3.255617999280084e-05, + "timestep_mean": 530.15625, + "epsilon_norm": 7.842097759246826, + "prediction_norm": 7.267899513244629, + "timestamp": "2025-07-14T12:34:54.147934" + }, + { + "epoch": 2231, + "batch_idx": 32, + "loss": 0.16384050250053406, + "learning_rate": 3.255617999280084e-05, + "timestep_mean": 517.46875, + "epsilon_norm": 6.380690097808838, + "prediction_norm": 5.834822177886963, + "timestamp": "2025-07-14T12:34:54.153197" + }, + { + "epoch": 2231, + "batch_idx": 64, + "loss": 0.3571212887763977, + "learning_rate": 3.255617999280084e-05, + "timestep_mean": 466.96875, + "epsilon_norm": 8.251877784729004, + "prediction_norm": 6.6199870109558105, + "timestamp": "2025-07-14T12:34:54.158377" + }, + { + "epoch": 2231, + "batch_idx": 96, + "loss": 0.23532506823539734, + "learning_rate": 3.255617999280084e-05, + "timestep_mean": 481.03125, + "epsilon_norm": 6.955652713775635, + "prediction_norm": 5.9129204750061035, + "timestamp": "2025-07-14T12:34:54.163547" + }, + { + "epoch": 2231, + "batch_idx": 128, + "loss": 0.38032394647598267, + "learning_rate": 3.255617999280084e-05, + "timestep_mean": 398.71875, + "epsilon_norm": 7.783803939819336, + "prediction_norm": 6.400778293609619, + "timestamp": "2025-07-14T12:34:54.168692" + }, + { + "epoch": 2231, + "batch_idx": 160, + "loss": 0.377116322517395, + "learning_rate": 3.255617999280084e-05, + "timestep_mean": 446.21875, + "epsilon_norm": 7.9967546463012695, + "prediction_norm": 6.33218240737915, + "timestamp": "2025-07-14T12:34:54.173958" + }, + { + "epoch": 2231, + "batch_idx": 192, + "loss": 0.1378319263458252, + "learning_rate": 3.255617999280084e-05, + "timestep_mean": 489.5, + "epsilon_norm": 4.463637828826904, + "prediction_norm": 4.380124568939209, + "timestamp": "2025-07-14T12:34:54.179135" + }, + { + "epoch": 2232, + "batch_idx": 0, + "loss": 0.3358113169670105, + "learning_rate": 3.2835528771693965e-05, + "timestep_mean": 463.15625, + "epsilon_norm": 8.2366943359375, + "prediction_norm": 7.934234142303467, + "timestamp": "2025-07-14T12:34:54.184380" + }, + { + "epoch": 2232, + "batch_idx": 32, + "loss": 0.5710706114768982, + "learning_rate": 3.2835528771693965e-05, + "timestep_mean": 473.9375, + "epsilon_norm": 8.954916954040527, + "prediction_norm": 6.819049835205078, + "timestamp": "2025-07-14T12:34:54.189672" + }, + { + "epoch": 2232, + "batch_idx": 64, + "loss": 0.377946674823761, + "learning_rate": 3.2835528771693965e-05, + "timestep_mean": 435.1875, + "epsilon_norm": 7.81030797958374, + "prediction_norm": 5.793206691741943, + "timestamp": "2025-07-14T12:34:54.194882" + }, + { + "epoch": 2232, + "batch_idx": 96, + "loss": 0.13784722983837128, + "learning_rate": 3.2835528771693965e-05, + "timestep_mean": 584.96875, + "epsilon_norm": 7.251975059509277, + "prediction_norm": 6.750802993774414, + "timestamp": "2025-07-14T12:34:54.200018" + }, + { + "epoch": 2232, + "batch_idx": 128, + "loss": 0.22009748220443726, + "learning_rate": 3.2835528771693965e-05, + "timestep_mean": 579.375, + "epsilon_norm": 7.956126689910889, + "prediction_norm": 6.5896687507629395, + "timestamp": "2025-07-14T12:34:54.205356" + }, + { + "epoch": 2232, + "batch_idx": 160, + "loss": 0.08239846676588058, + "learning_rate": 3.2835528771693965e-05, + "timestep_mean": 553.46875, + "epsilon_norm": 7.87455940246582, + "prediction_norm": 7.909854888916016, + "timestamp": "2025-07-14T12:34:54.210591" + }, + { + "epoch": 2232, + "batch_idx": 192, + "loss": 0.3171009421348572, + "learning_rate": 3.2835528771693965e-05, + "timestep_mean": 544.125, + "epsilon_norm": 3.2836945056915283, + "prediction_norm": 3.0766327381134033, + "timestamp": "2025-07-14T12:34:54.215808" + }, + { + "epoch": 2233, + "batch_idx": 0, + "loss": 0.15864062309265137, + "learning_rate": 3.311603023248042e-05, + "timestep_mean": 517.375, + "epsilon_norm": 7.14200496673584, + "prediction_norm": 6.687327861785889, + "timestamp": "2025-07-14T12:34:54.221069" + }, + { + "epoch": 2233, + "batch_idx": 32, + "loss": 0.2356976568698883, + "learning_rate": 3.311603023248042e-05, + "timestep_mean": 408.3125, + "epsilon_norm": 7.333929061889648, + "prediction_norm": 6.10205602645874, + "timestamp": "2025-07-14T12:34:54.226250" + }, + { + "epoch": 2233, + "batch_idx": 64, + "loss": 0.2675802409648895, + "learning_rate": 3.311603023248042e-05, + "timestep_mean": 514.59375, + "epsilon_norm": 8.588674545288086, + "prediction_norm": 7.589129447937012, + "timestamp": "2025-07-14T12:34:54.231571" + }, + { + "epoch": 2233, + "batch_idx": 96, + "loss": 0.19491644203662872, + "learning_rate": 3.311603023248042e-05, + "timestep_mean": 554.0625, + "epsilon_norm": 8.155125617980957, + "prediction_norm": 6.905085563659668, + "timestamp": "2025-07-14T12:34:54.236816" + }, + { + "epoch": 2233, + "batch_idx": 128, + "loss": 0.3429412245750427, + "learning_rate": 3.311603023248042e-05, + "timestep_mean": 396.90625, + "epsilon_norm": 7.308386325836182, + "prediction_norm": 6.332974433898926, + "timestamp": "2025-07-14T12:34:54.242053" + }, + { + "epoch": 2233, + "batch_idx": 160, + "loss": 0.2293587625026703, + "learning_rate": 3.311603023248042e-05, + "timestep_mean": 589.25, + "epsilon_norm": 7.877262115478516, + "prediction_norm": 6.630975723266602, + "timestamp": "2025-07-14T12:34:54.247309" + }, + { + "epoch": 2233, + "batch_idx": 192, + "loss": 0.18957240879535675, + "learning_rate": 3.311603023248042e-05, + "timestep_mean": 598.375, + "epsilon_norm": 3.249281883239746, + "prediction_norm": 3.1490259170532227, + "timestamp": "2025-07-14T12:34:54.252478" + }, + { + "epoch": 2234, + "batch_idx": 0, + "loss": 0.24671271443367004, + "learning_rate": 3.3397683683050656e-05, + "timestep_mean": 506.78125, + "epsilon_norm": 8.164361000061035, + "prediction_norm": 6.790595531463623, + "timestamp": "2025-07-14T12:34:54.257715" + }, + { + "epoch": 2234, + "batch_idx": 32, + "loss": 0.18613366782665253, + "learning_rate": 3.3397683683050656e-05, + "timestep_mean": 539.125, + "epsilon_norm": 8.009099006652832, + "prediction_norm": 7.389301300048828, + "timestamp": "2025-07-14T12:34:54.262914" + }, + { + "epoch": 2234, + "batch_idx": 64, + "loss": 0.35818207263946533, + "learning_rate": 3.3397683683050656e-05, + "timestep_mean": 509.90625, + "epsilon_norm": 9.18249797821045, + "prediction_norm": 7.849409580230713, + "timestamp": "2025-07-14T12:34:54.268065" + }, + { + "epoch": 2234, + "batch_idx": 96, + "loss": 0.19324937462806702, + "learning_rate": 3.3397683683050656e-05, + "timestep_mean": 499.9375, + "epsilon_norm": 6.674978733062744, + "prediction_norm": 5.713037967681885, + "timestamp": "2025-07-14T12:34:54.273322" + }, + { + "epoch": 2234, + "batch_idx": 128, + "loss": 0.27772772312164307, + "learning_rate": 3.3397683683050656e-05, + "timestep_mean": 402.1875, + "epsilon_norm": 7.3824920654296875, + "prediction_norm": 6.015865802764893, + "timestamp": "2025-07-14T12:34:54.278477" + }, + { + "epoch": 2234, + "batch_idx": 160, + "loss": 0.278206467628479, + "learning_rate": 3.3397683683050656e-05, + "timestep_mean": 534.53125, + "epsilon_norm": 7.953442573547363, + "prediction_norm": 6.704947471618652, + "timestamp": "2025-07-14T12:34:54.283590" + }, + { + "epoch": 2234, + "batch_idx": 192, + "loss": 0.3150547444820404, + "learning_rate": 3.3397683683050656e-05, + "timestep_mean": 524.75, + "epsilon_norm": 3.0290565490722656, + "prediction_norm": 2.328510046005249, + "timestamp": "2025-07-14T12:34:54.288907" + }, + { + "epoch": 2235, + "batch_idx": 0, + "loss": 0.22718477249145508, + "learning_rate": 3.368048842845298e-05, + "timestep_mean": 542.375, + "epsilon_norm": 8.362796783447266, + "prediction_norm": 7.509525775909424, + "timestamp": "2025-07-14T12:34:54.294123" + }, + { + "epoch": 2235, + "batch_idx": 32, + "loss": 0.26147088408470154, + "learning_rate": 3.368048842845298e-05, + "timestep_mean": 467.9375, + "epsilon_norm": 9.102692604064941, + "prediction_norm": 8.084898948669434, + "timestamp": "2025-07-14T12:34:54.299331" + }, + { + "epoch": 2235, + "batch_idx": 64, + "loss": 0.32414504885673523, + "learning_rate": 3.368048842845298e-05, + "timestep_mean": 492.9375, + "epsilon_norm": 8.448881149291992, + "prediction_norm": 7.314060688018799, + "timestamp": "2025-07-14T12:34:54.304479" + }, + { + "epoch": 2235, + "batch_idx": 96, + "loss": 0.1884695589542389, + "learning_rate": 3.368048842845298e-05, + "timestep_mean": 494.625, + "epsilon_norm": 9.003670692443848, + "prediction_norm": 7.723452091217041, + "timestamp": "2025-07-14T12:34:54.309636" + }, + { + "epoch": 2235, + "batch_idx": 128, + "loss": 0.21212337911128998, + "learning_rate": 3.368048842845298e-05, + "timestep_mean": 484.75, + "epsilon_norm": 8.092551231384277, + "prediction_norm": 7.0006103515625, + "timestamp": "2025-07-14T12:34:54.314868" + }, + { + "epoch": 2235, + "batch_idx": 160, + "loss": 0.2278386801481247, + "learning_rate": 3.368048842845298e-05, + "timestep_mean": 517.9375, + "epsilon_norm": 7.96276330947876, + "prediction_norm": 7.168148517608643, + "timestamp": "2025-07-14T12:34:54.320077" + }, + { + "epoch": 2235, + "batch_idx": 192, + "loss": 0.067511647939682, + "learning_rate": 3.368048842845298e-05, + "timestep_mean": 613.75, + "epsilon_norm": 2.653123617172241, + "prediction_norm": 2.3992483615875244, + "timestamp": "2025-07-14T12:34:54.325184" + }, + { + "epoch": 2236, + "batch_idx": 0, + "loss": 0.2596079707145691, + "learning_rate": 3.396444377089456e-05, + "timestep_mean": 513.09375, + "epsilon_norm": 9.012786865234375, + "prediction_norm": 7.37339448928833, + "timestamp": "2025-07-14T12:34:54.330189" + }, + { + "epoch": 2236, + "batch_idx": 32, + "loss": 0.16808068752288818, + "learning_rate": 3.396444377089456e-05, + "timestep_mean": 461.53125, + "epsilon_norm": 7.306617736816406, + "prediction_norm": 6.405406951904297, + "timestamp": "2025-07-14T12:34:54.335025" + }, + { + "epoch": 2236, + "batch_idx": 64, + "loss": 0.29477617144584656, + "learning_rate": 3.396444377089456e-05, + "timestep_mean": 409.875, + "epsilon_norm": 7.714208126068115, + "prediction_norm": 6.514294147491455, + "timestamp": "2025-07-14T12:34:54.339920" + }, + { + "epoch": 2236, + "batch_idx": 96, + "loss": 0.1839294731616974, + "learning_rate": 3.396444377089456e-05, + "timestep_mean": 624.59375, + "epsilon_norm": 9.375025749206543, + "prediction_norm": 8.873270034790039, + "timestamp": "2025-07-14T12:34:54.344777" + }, + { + "epoch": 2236, + "batch_idx": 128, + "loss": 0.15421637892723083, + "learning_rate": 3.396444377089456e-05, + "timestep_mean": 497.5625, + "epsilon_norm": 6.667425155639648, + "prediction_norm": 5.4203033447265625, + "timestamp": "2025-07-14T12:34:54.349666" + }, + { + "epoch": 2236, + "batch_idx": 160, + "loss": 0.15043146908283234, + "learning_rate": 3.396444377089456e-05, + "timestep_mean": 495.875, + "epsilon_norm": 8.071182250976562, + "prediction_norm": 7.377492904663086, + "timestamp": "2025-07-14T12:34:54.354841" + }, + { + "epoch": 2236, + "batch_idx": 192, + "loss": 0.08401845395565033, + "learning_rate": 3.396444377089456e-05, + "timestep_mean": 670.0, + "epsilon_norm": 3.541943311691284, + "prediction_norm": 3.1691486835479736, + "timestamp": "2025-07-14T12:34:54.359780" + }, + { + "epoch": 2237, + "batch_idx": 0, + "loss": 0.24435359239578247, + "learning_rate": 3.424954900974384e-05, + "timestep_mean": 492.46875, + "epsilon_norm": 9.008461952209473, + "prediction_norm": 7.002222537994385, + "timestamp": "2025-07-14T12:34:54.364948" + }, + { + "epoch": 2237, + "batch_idx": 32, + "loss": 0.4647822976112366, + "learning_rate": 3.424954900974384e-05, + "timestep_mean": 524.65625, + "epsilon_norm": 8.850948333740234, + "prediction_norm": 6.642287731170654, + "timestamp": "2025-07-14T12:34:54.370092" + }, + { + "epoch": 2237, + "batch_idx": 64, + "loss": 0.3304463028907776, + "learning_rate": 3.424954900974384e-05, + "timestep_mean": 467.8125, + "epsilon_norm": 8.248984336853027, + "prediction_norm": 7.442234516143799, + "timestamp": "2025-07-14T12:34:54.375265" + }, + { + "epoch": 2237, + "batch_idx": 96, + "loss": 0.2623928189277649, + "learning_rate": 3.424954900974384e-05, + "timestep_mean": 456.59375, + "epsilon_norm": 7.391290664672852, + "prediction_norm": 6.453682899475098, + "timestamp": "2025-07-14T12:34:54.380437" + }, + { + "epoch": 2237, + "batch_idx": 128, + "loss": 0.2063201367855072, + "learning_rate": 3.424954900974384e-05, + "timestep_mean": 562.1875, + "epsilon_norm": 7.417323589324951, + "prediction_norm": 6.746199131011963, + "timestamp": "2025-07-14T12:34:54.385501" + }, + { + "epoch": 2237, + "batch_idx": 160, + "loss": 0.3744586110115051, + "learning_rate": 3.424954900974384e-05, + "timestep_mean": 458.9375, + "epsilon_norm": 8.199090003967285, + "prediction_norm": 6.734641075134277, + "timestamp": "2025-07-14T12:34:54.390583" + }, + { + "epoch": 2237, + "batch_idx": 192, + "loss": 0.37812623381614685, + "learning_rate": 3.424954900974384e-05, + "timestep_mean": 411.5, + "epsilon_norm": 4.4198899269104, + "prediction_norm": 3.3181936740875244, + "timestamp": "2025-07-14T12:34:54.395652" + }, + { + "epoch": 2238, + "batch_idx": 0, + "loss": 0.2432897835969925, + "learning_rate": 3.4535803441532096e-05, + "timestep_mean": 462.03125, + "epsilon_norm": 7.112498760223389, + "prediction_norm": 5.762885570526123, + "timestamp": "2025-07-14T12:34:54.400842" + }, + { + "epoch": 2238, + "batch_idx": 32, + "loss": 0.6010847091674805, + "learning_rate": 3.4535803441532096e-05, + "timestep_mean": 466.15625, + "epsilon_norm": 9.064562797546387, + "prediction_norm": 6.49866247177124, + "timestamp": "2025-07-14T12:34:54.405846" + }, + { + "epoch": 2238, + "batch_idx": 64, + "loss": 0.3150775134563446, + "learning_rate": 3.4535803441532096e-05, + "timestep_mean": 531.28125, + "epsilon_norm": 8.064898490905762, + "prediction_norm": 6.559620380401611, + "timestamp": "2025-07-14T12:34:54.410698" + }, + { + "epoch": 2238, + "batch_idx": 96, + "loss": 0.37331509590148926, + "learning_rate": 3.4535803441532096e-05, + "timestep_mean": 544.09375, + "epsilon_norm": 8.462730407714844, + "prediction_norm": 7.285738468170166, + "timestamp": "2025-07-14T12:34:54.415647" + }, + { + "epoch": 2238, + "batch_idx": 128, + "loss": 0.22142446041107178, + "learning_rate": 3.4535803441532096e-05, + "timestep_mean": 562.375, + "epsilon_norm": 7.934715747833252, + "prediction_norm": 6.640902996063232, + "timestamp": "2025-07-14T12:34:54.420920" + }, + { + "epoch": 2238, + "batch_idx": 160, + "loss": 0.21162766218185425, + "learning_rate": 3.4535803441532096e-05, + "timestep_mean": 514.9375, + "epsilon_norm": 6.968100070953369, + "prediction_norm": 6.043918132781982, + "timestamp": "2025-07-14T12:34:54.426113" + }, + { + "epoch": 2238, + "batch_idx": 192, + "loss": 0.026423228904604912, + "learning_rate": 3.4535803441532096e-05, + "timestep_mean": 616.5, + "epsilon_norm": 2.8020071983337402, + "prediction_norm": 2.6263437271118164, + "timestamp": "2025-07-14T12:34:54.431442" + }, + { + "epoch": 2239, + "batch_idx": 0, + "loss": 0.5778588056564331, + "learning_rate": 3.482320635995504e-05, + "timestep_mean": 381.25, + "epsilon_norm": 8.554940223693848, + "prediction_norm": 6.121712684631348, + "timestamp": "2025-07-14T12:34:54.436689" + }, + { + "epoch": 2239, + "batch_idx": 32, + "loss": 0.35998186469078064, + "learning_rate": 3.482320635995504e-05, + "timestep_mean": 436.125, + "epsilon_norm": 7.216463088989258, + "prediction_norm": 5.370848178863525, + "timestamp": "2025-07-14T12:34:54.441918" + }, + { + "epoch": 2239, + "batch_idx": 64, + "loss": 0.44744789600372314, + "learning_rate": 3.482320635995504e-05, + "timestep_mean": 446.40625, + "epsilon_norm": 7.612955093383789, + "prediction_norm": 5.634605407714844, + "timestamp": "2025-07-14T12:34:54.446967" + }, + { + "epoch": 2239, + "batch_idx": 96, + "loss": 0.2903003394603729, + "learning_rate": 3.482320635995504e-05, + "timestep_mean": 444.46875, + "epsilon_norm": 6.636932849884033, + "prediction_norm": 5.222820281982422, + "timestamp": "2025-07-14T12:34:54.452014" + }, + { + "epoch": 2239, + "batch_idx": 128, + "loss": 0.3168455958366394, + "learning_rate": 3.482320635995504e-05, + "timestep_mean": 477.71875, + "epsilon_norm": 9.15849494934082, + "prediction_norm": 7.486791610717773, + "timestamp": "2025-07-14T12:34:54.457212" + }, + { + "epoch": 2239, + "batch_idx": 160, + "loss": 0.26722049713134766, + "learning_rate": 3.482320635995504e-05, + "timestep_mean": 553.8125, + "epsilon_norm": 9.214658737182617, + "prediction_norm": 7.329102993011475, + "timestamp": "2025-07-14T12:34:54.462310" + }, + { + "epoch": 2239, + "batch_idx": 192, + "loss": 0.3478684425354004, + "learning_rate": 3.482320635995504e-05, + "timestep_mean": 446.875, + "epsilon_norm": 4.1789727210998535, + "prediction_norm": 2.661884307861328, + "timestamp": "2025-07-14T12:34:54.467628" + }, + { + "epoch": 2240, + "batch_idx": 0, + "loss": 0.4000331461429596, + "learning_rate": 3.5111757055874305e-05, + "timestep_mean": 476.0625, + "epsilon_norm": 8.097359657287598, + "prediction_norm": 5.912138938903809, + "timestamp": "2025-07-14T12:34:54.472812" + }, + { + "epoch": 2240, + "batch_idx": 32, + "loss": 0.30885016918182373, + "learning_rate": 3.5111757055874305e-05, + "timestep_mean": 513.125, + "epsilon_norm": 8.782479286193848, + "prediction_norm": 7.4273881912231445, + "timestamp": "2025-07-14T12:34:54.477714" + }, + { + "epoch": 2240, + "batch_idx": 64, + "loss": 0.23365581035614014, + "learning_rate": 3.5111757055874305e-05, + "timestep_mean": 522.71875, + "epsilon_norm": 8.465680122375488, + "prediction_norm": 7.92960262298584, + "timestamp": "2025-07-14T12:34:54.482630" + }, + { + "epoch": 2240, + "batch_idx": 96, + "loss": 0.25984564423561096, + "learning_rate": 3.5111757055874305e-05, + "timestep_mean": 498.6875, + "epsilon_norm": 8.905847549438477, + "prediction_norm": 7.76190710067749, + "timestamp": "2025-07-14T12:34:54.487495" + }, + { + "epoch": 2240, + "batch_idx": 128, + "loss": 0.4964340925216675, + "learning_rate": 3.5111757055874305e-05, + "timestep_mean": 477.65625, + "epsilon_norm": 9.100629806518555, + "prediction_norm": 6.923920631408691, + "timestamp": "2025-07-14T12:34:54.492495" + }, + { + "epoch": 2240, + "batch_idx": 160, + "loss": 0.2924179434776306, + "learning_rate": 3.5111757055874305e-05, + "timestep_mean": 450.625, + "epsilon_norm": 6.601587295532227, + "prediction_norm": 5.7440385818481445, + "timestamp": "2025-07-14T12:34:54.497351" + }, + { + "epoch": 2240, + "batch_idx": 192, + "loss": 0.6948790550231934, + "learning_rate": 3.5111757055874305e-05, + "timestep_mean": 178.0, + "epsilon_norm": 2.9896764755249023, + "prediction_norm": 2.1172966957092285, + "timestamp": "2025-07-14T12:34:54.502229" + }, + { + "epoch": 2241, + "batch_idx": 0, + "loss": 0.2485763132572174, + "learning_rate": 3.540145481731991e-05, + "timestep_mean": 493.09375, + "epsilon_norm": 7.753688812255859, + "prediction_norm": 6.764188766479492, + "timestamp": "2025-07-14T12:34:54.507135" + }, + { + "epoch": 2241, + "batch_idx": 32, + "loss": 0.3653874397277832, + "learning_rate": 3.540145481731991e-05, + "timestep_mean": 406.0625, + "epsilon_norm": 7.786439418792725, + "prediction_norm": 5.942874431610107, + "timestamp": "2025-07-14T12:34:54.512091" + }, + { + "epoch": 2241, + "batch_idx": 64, + "loss": 0.30241629481315613, + "learning_rate": 3.540145481731991e-05, + "timestep_mean": 585.375, + "epsilon_norm": 8.222394943237305, + "prediction_norm": 7.645702838897705, + "timestamp": "2025-07-14T12:34:54.517022" + }, + { + "epoch": 2241, + "batch_idx": 96, + "loss": 0.2822916507720947, + "learning_rate": 3.540145481731991e-05, + "timestep_mean": 499.25, + "epsilon_norm": 7.845022201538086, + "prediction_norm": 6.2147393226623535, + "timestamp": "2025-07-14T12:34:54.522015" + }, + { + "epoch": 2241, + "batch_idx": 128, + "loss": 0.28105610609054565, + "learning_rate": 3.540145481731991e-05, + "timestep_mean": 444.5625, + "epsilon_norm": 8.256911277770996, + "prediction_norm": 7.31200647354126, + "timestamp": "2025-07-14T12:34:54.526839" + }, + { + "epoch": 2241, + "batch_idx": 160, + "loss": 0.08051231503486633, + "learning_rate": 3.540145481731991e-05, + "timestep_mean": 604.5, + "epsilon_norm": 7.093473434448242, + "prediction_norm": 7.108767032623291, + "timestamp": "2025-07-14T12:34:54.531731" + }, + { + "epoch": 2241, + "batch_idx": 192, + "loss": 0.16263964772224426, + "learning_rate": 3.540145481731991e-05, + "timestep_mean": 516.875, + "epsilon_norm": 3.535644054412842, + "prediction_norm": 2.7200441360473633, + "timestamp": "2025-07-14T12:34:54.536652" + }, + { + "epoch": 2242, + "batch_idx": 0, + "loss": 0.2536538243293762, + "learning_rate": 3.569229892949142e-05, + "timestep_mean": 518.5625, + "epsilon_norm": 8.508498191833496, + "prediction_norm": 7.6753435134887695, + "timestamp": "2025-07-14T12:34:54.541527" + }, + { + "epoch": 2242, + "batch_idx": 32, + "loss": 0.28184086084365845, + "learning_rate": 3.569229892949142e-05, + "timestep_mean": 444.34375, + "epsilon_norm": 7.622731685638428, + "prediction_norm": 5.671923637390137, + "timestamp": "2025-07-14T12:34:54.546752" + }, + { + "epoch": 2242, + "batch_idx": 64, + "loss": 0.08973803371191025, + "learning_rate": 3.569229892949142e-05, + "timestep_mean": 541.46875, + "epsilon_norm": 6.555177688598633, + "prediction_norm": 6.343901634216309, + "timestamp": "2025-07-14T12:34:54.551916" + }, + { + "epoch": 2242, + "batch_idx": 96, + "loss": 0.2917419672012329, + "learning_rate": 3.569229892949142e-05, + "timestep_mean": 430.375, + "epsilon_norm": 6.988022327423096, + "prediction_norm": 4.842586517333984, + "timestamp": "2025-07-14T12:34:54.556998" + }, + { + "epoch": 2242, + "batch_idx": 128, + "loss": 0.2333815097808838, + "learning_rate": 3.569229892949142e-05, + "timestep_mean": 416.03125, + "epsilon_norm": 8.01762866973877, + "prediction_norm": 6.803735733032227, + "timestamp": "2025-07-14T12:34:54.562084" + }, + { + "epoch": 2242, + "batch_idx": 160, + "loss": 0.2397238314151764, + "learning_rate": 3.569229892949142e-05, + "timestep_mean": 526.84375, + "epsilon_norm": 6.7600626945495605, + "prediction_norm": 5.42765474319458, + "timestamp": "2025-07-14T12:34:54.567301" + }, + { + "epoch": 2242, + "batch_idx": 192, + "loss": 0.7802858352661133, + "learning_rate": 3.569229892949142e-05, + "timestep_mean": 361.125, + "epsilon_norm": 4.4346699714660645, + "prediction_norm": 2.4622690677642822, + "timestamp": "2025-07-14T12:34:54.572432" + }, + { + "epoch": 2243, + "batch_idx": 0, + "loss": 0.11703721433877945, + "learning_rate": 3.598428867475971e-05, + "timestep_mean": 578.5, + "epsilon_norm": 7.358001232147217, + "prediction_norm": 6.997682571411133, + "timestamp": "2025-07-14T12:34:54.577533" + }, + { + "epoch": 2243, + "batch_idx": 32, + "loss": 0.3245941400527954, + "learning_rate": 3.598428867475971e-05, + "timestep_mean": 546.3125, + "epsilon_norm": 7.853048801422119, + "prediction_norm": 6.159085750579834, + "timestamp": "2025-07-14T12:34:54.582718" + }, + { + "epoch": 2243, + "batch_idx": 64, + "loss": 0.29851987957954407, + "learning_rate": 3.598428867475971e-05, + "timestep_mean": 447.09375, + "epsilon_norm": 7.400120735168457, + "prediction_norm": 5.30532169342041, + "timestamp": "2025-07-14T12:34:54.587878" + }, + { + "epoch": 2243, + "batch_idx": 96, + "loss": 0.3788057863712311, + "learning_rate": 3.598428867475971e-05, + "timestep_mean": 457.28125, + "epsilon_norm": 8.079605102539062, + "prediction_norm": 5.986160755157471, + "timestamp": "2025-07-14T12:34:54.593056" + }, + { + "epoch": 2243, + "batch_idx": 128, + "loss": 0.3339563310146332, + "learning_rate": 3.598428867475971e-05, + "timestep_mean": 522.6875, + "epsilon_norm": 8.034605979919434, + "prediction_norm": 6.600541591644287, + "timestamp": "2025-07-14T12:34:54.598236" + }, + { + "epoch": 2243, + "batch_idx": 160, + "loss": 0.2394244372844696, + "learning_rate": 3.598428867475971e-05, + "timestep_mean": 484.65625, + "epsilon_norm": 8.390380859375, + "prediction_norm": 7.424227714538574, + "timestamp": "2025-07-14T12:34:54.603375" + }, + { + "epoch": 2243, + "batch_idx": 192, + "loss": 0.6715225577354431, + "learning_rate": 3.598428867475971e-05, + "timestep_mean": 459.5, + "epsilon_norm": 4.523532867431641, + "prediction_norm": 3.5542705059051514, + "timestamp": "2025-07-14T12:34:54.608617" + }, + { + "epoch": 2244, + "batch_idx": 0, + "loss": 0.25567197799682617, + "learning_rate": 3.627742333266941e-05, + "timestep_mean": 437.1875, + "epsilon_norm": 7.844997406005859, + "prediction_norm": 6.550068378448486, + "timestamp": "2025-07-14T12:34:54.613795" + }, + { + "epoch": 2244, + "batch_idx": 32, + "loss": 0.11945488303899765, + "learning_rate": 3.627742333266941e-05, + "timestep_mean": 523.125, + "epsilon_norm": 7.409799575805664, + "prediction_norm": 6.729986667633057, + "timestamp": "2025-07-14T12:34:54.619039" + }, + { + "epoch": 2244, + "batch_idx": 64, + "loss": 0.4344465136528015, + "learning_rate": 3.627742333266941e-05, + "timestep_mean": 519.3125, + "epsilon_norm": 8.063835144042969, + "prediction_norm": 6.3706583976745605, + "timestamp": "2025-07-14T12:34:54.624139" + }, + { + "epoch": 2244, + "batch_idx": 96, + "loss": 0.24888384342193604, + "learning_rate": 3.627742333266941e-05, + "timestep_mean": 527.28125, + "epsilon_norm": 8.001361846923828, + "prediction_norm": 7.160218715667725, + "timestamp": "2025-07-14T12:34:54.629272" + }, + { + "epoch": 2244, + "batch_idx": 128, + "loss": 0.5435963869094849, + "learning_rate": 3.627742333266941e-05, + "timestep_mean": 367.15625, + "epsilon_norm": 9.512633323669434, + "prediction_norm": 6.812366008758545, + "timestamp": "2025-07-14T12:34:54.634484" + }, + { + "epoch": 2244, + "batch_idx": 160, + "loss": 0.35245752334594727, + "learning_rate": 3.627742333266941e-05, + "timestep_mean": 548.53125, + "epsilon_norm": 7.94796085357666, + "prediction_norm": 5.92977237701416, + "timestamp": "2025-07-14T12:34:54.639680" + }, + { + "epoch": 2244, + "batch_idx": 192, + "loss": 0.1945418417453766, + "learning_rate": 3.627742333266941e-05, + "timestep_mean": 434.25, + "epsilon_norm": 3.5506434440612793, + "prediction_norm": 2.729224920272827, + "timestamp": "2025-07-14T12:34:54.644799" + }, + { + "epoch": 2245, + "batch_idx": 0, + "loss": 0.236861914396286, + "learning_rate": 3.657170217993953e-05, + "timestep_mean": 471.96875, + "epsilon_norm": 8.668155670166016, + "prediction_norm": 7.762551307678223, + "timestamp": "2025-07-14T12:34:54.649972" + }, + { + "epoch": 2245, + "batch_idx": 32, + "loss": 0.28502124547958374, + "learning_rate": 3.657170217993953e-05, + "timestep_mean": 554.78125, + "epsilon_norm": 8.950772285461426, + "prediction_norm": 7.3418402671813965, + "timestamp": "2025-07-14T12:34:54.655364" + }, + { + "epoch": 2245, + "batch_idx": 64, + "loss": 0.27343568205833435, + "learning_rate": 3.657170217993953e-05, + "timestep_mean": 495.75, + "epsilon_norm": 7.797773838043213, + "prediction_norm": 7.37345027923584, + "timestamp": "2025-07-14T12:34:54.660519" + }, + { + "epoch": 2245, + "batch_idx": 96, + "loss": 0.1657916009426117, + "learning_rate": 3.657170217993953e-05, + "timestep_mean": 504.5, + "epsilon_norm": 7.249541759490967, + "prediction_norm": 6.633604526519775, + "timestamp": "2025-07-14T12:34:54.665709" + }, + { + "epoch": 2245, + "batch_idx": 128, + "loss": 0.2197287678718567, + "learning_rate": 3.657170217993953e-05, + "timestep_mean": 524.9375, + "epsilon_norm": 7.837684631347656, + "prediction_norm": 6.85270357131958, + "timestamp": "2025-07-14T12:34:54.670935" + }, + { + "epoch": 2245, + "batch_idx": 160, + "loss": 0.30829057097435, + "learning_rate": 3.657170217993953e-05, + "timestep_mean": 508.25, + "epsilon_norm": 7.874268531799316, + "prediction_norm": 6.587205410003662, + "timestamp": "2025-07-14T12:34:54.676113" + }, + { + "epoch": 2245, + "batch_idx": 192, + "loss": 0.1384146511554718, + "learning_rate": 3.657170217993953e-05, + "timestep_mean": 600.0, + "epsilon_norm": 4.110231876373291, + "prediction_norm": 4.017587184906006, + "timestamp": "2025-07-14T12:34:54.681116" + }, + { + "epoch": 2246, + "batch_idx": 0, + "loss": 0.11824025213718414, + "learning_rate": 3.686712449046668e-05, + "timestep_mean": 552.25, + "epsilon_norm": 7.207492828369141, + "prediction_norm": 6.505537033081055, + "timestamp": "2025-07-14T12:34:54.686268" + }, + { + "epoch": 2246, + "batch_idx": 32, + "loss": 0.24929678440093994, + "learning_rate": 3.686712449046668e-05, + "timestep_mean": 483.5625, + "epsilon_norm": 8.317717552185059, + "prediction_norm": 6.910686016082764, + "timestamp": "2025-07-14T12:34:54.691414" + }, + { + "epoch": 2246, + "batch_idx": 64, + "loss": 0.21929217875003815, + "learning_rate": 3.686712449046668e-05, + "timestep_mean": 565.78125, + "epsilon_norm": 8.813887596130371, + "prediction_norm": 7.311326026916504, + "timestamp": "2025-07-14T12:34:54.696722" + }, + { + "epoch": 2246, + "batch_idx": 96, + "loss": 0.19742530584335327, + "learning_rate": 3.686712449046668e-05, + "timestep_mean": 499.96875, + "epsilon_norm": 6.945078372955322, + "prediction_norm": 6.301903247833252, + "timestamp": "2025-07-14T12:34:54.701864" + }, + { + "epoch": 2246, + "batch_idx": 128, + "loss": 0.2687329053878784, + "learning_rate": 3.686712449046668e-05, + "timestep_mean": 523.40625, + "epsilon_norm": 7.986067295074463, + "prediction_norm": 7.0191731452941895, + "timestamp": "2025-07-14T12:34:54.706991" + }, + { + "epoch": 2246, + "batch_idx": 160, + "loss": 0.25693997740745544, + "learning_rate": 3.686712449046668e-05, + "timestep_mean": 485.1875, + "epsilon_norm": 8.067399024963379, + "prediction_norm": 7.341372489929199, + "timestamp": "2025-07-14T12:34:54.712264" + }, + { + "epoch": 2246, + "batch_idx": 192, + "loss": 0.07019909471273422, + "learning_rate": 3.686712449046668e-05, + "timestep_mean": 575.875, + "epsilon_norm": 3.6341254711151123, + "prediction_norm": 3.5998694896698, + "timestamp": "2025-07-14T12:34:54.717598" + }, + { + "epoch": 2247, + "batch_idx": 0, + "loss": 0.4395676851272583, + "learning_rate": 3.7163689535325434e-05, + "timestep_mean": 461.125, + "epsilon_norm": 8.85250473022461, + "prediction_norm": 6.100472927093506, + "timestamp": "2025-07-14T12:34:54.722766" + }, + { + "epoch": 2247, + "batch_idx": 32, + "loss": 0.4113169312477112, + "learning_rate": 3.7163689535325434e-05, + "timestep_mean": 507.4375, + "epsilon_norm": 8.856773376464844, + "prediction_norm": 6.335731029510498, + "timestamp": "2025-07-14T12:34:54.727931" + }, + { + "epoch": 2247, + "batch_idx": 64, + "loss": 0.5833123326301575, + "learning_rate": 3.7163689535325434e-05, + "timestep_mean": 498.625, + "epsilon_norm": 9.523521423339844, + "prediction_norm": 6.865653991699219, + "timestamp": "2025-07-14T12:34:54.733053" + }, + { + "epoch": 2247, + "batch_idx": 96, + "loss": 0.11707447469234467, + "learning_rate": 3.7163689535325434e-05, + "timestep_mean": 537.46875, + "epsilon_norm": 8.173850059509277, + "prediction_norm": 7.359706878662109, + "timestamp": "2025-07-14T12:34:54.738243" + }, + { + "epoch": 2247, + "batch_idx": 128, + "loss": 0.11836274713277817, + "learning_rate": 3.7163689535325434e-05, + "timestep_mean": 500.5625, + "epsilon_norm": 7.545854568481445, + "prediction_norm": 7.5511088371276855, + "timestamp": "2025-07-14T12:34:54.743255" + }, + { + "epoch": 2247, + "batch_idx": 160, + "loss": 0.3476064205169678, + "learning_rate": 3.7163689535325434e-05, + "timestep_mean": 531.53125, + "epsilon_norm": 8.044357299804688, + "prediction_norm": 6.231298923492432, + "timestamp": "2025-07-14T12:34:54.748442" + }, + { + "epoch": 2247, + "batch_idx": 192, + "loss": 0.11262296140193939, + "learning_rate": 3.7163689535325434e-05, + "timestep_mean": 563.75, + "epsilon_norm": 4.1364593505859375, + "prediction_norm": 3.5840137004852295, + "timestamp": "2025-07-14T12:34:54.753657" + }, + { + "epoch": 2248, + "batch_idx": 0, + "loss": 0.2064899504184723, + "learning_rate": 3.746139658277096e-05, + "timestep_mean": 467.09375, + "epsilon_norm": 5.952351093292236, + "prediction_norm": 5.11627721786499, + "timestamp": "2025-07-14T12:34:54.758820" + }, + { + "epoch": 2248, + "batch_idx": 32, + "loss": 0.46277689933776855, + "learning_rate": 3.746139658277096e-05, + "timestep_mean": 533.1875, + "epsilon_norm": 9.105569839477539, + "prediction_norm": 6.615347862243652, + "timestamp": "2025-07-14T12:34:54.764034" + }, + { + "epoch": 2248, + "batch_idx": 64, + "loss": 0.22546371817588806, + "learning_rate": 3.746139658277096e-05, + "timestep_mean": 581.875, + "epsilon_norm": 7.6203436851501465, + "prediction_norm": 6.881222724914551, + "timestamp": "2025-07-14T12:34:54.769227" + }, + { + "epoch": 2248, + "batch_idx": 96, + "loss": 0.14175966382026672, + "learning_rate": 3.746139658277096e-05, + "timestep_mean": 473.1875, + "epsilon_norm": 7.685400485992432, + "prediction_norm": 7.028383255004883, + "timestamp": "2025-07-14T12:34:54.774274" + }, + { + "epoch": 2248, + "batch_idx": 128, + "loss": 0.21350261569023132, + "learning_rate": 3.746139658277096e-05, + "timestep_mean": 599.53125, + "epsilon_norm": 7.893570899963379, + "prediction_norm": 6.74318790435791, + "timestamp": "2025-07-14T12:34:54.779514" + }, + { + "epoch": 2248, + "batch_idx": 160, + "loss": 0.28898605704307556, + "learning_rate": 3.746139658277096e-05, + "timestep_mean": 538.59375, + "epsilon_norm": 8.286945343017578, + "prediction_norm": 6.86256217956543, + "timestamp": "2025-07-14T12:34:54.784728" + }, + { + "epoch": 2248, + "batch_idx": 192, + "loss": 0.6091001033782959, + "learning_rate": 3.746139658277096e-05, + "timestep_mean": 493.25, + "epsilon_norm": 4.289463520050049, + "prediction_norm": 2.8321077823638916, + "timestamp": "2025-07-14T12:34:54.789810" + }, + { + "epoch": 2249, + "batch_idx": 0, + "loss": 0.2114276885986328, + "learning_rate": 3.776024489824091e-05, + "timestep_mean": 566.25, + "epsilon_norm": 8.219229698181152, + "prediction_norm": 7.260115623474121, + "timestamp": "2025-07-14T12:34:54.794968" + }, + { + "epoch": 2249, + "batch_idx": 32, + "loss": 0.39364898204803467, + "learning_rate": 3.776024489824091e-05, + "timestep_mean": 487.75, + "epsilon_norm": 8.793462753295898, + "prediction_norm": 7.454946517944336, + "timestamp": "2025-07-14T12:34:54.800241" + }, + { + "epoch": 2249, + "batch_idx": 64, + "loss": 0.14865171909332275, + "learning_rate": 3.776024489824091e-05, + "timestep_mean": 488.9375, + "epsilon_norm": 6.231723785400391, + "prediction_norm": 5.749694347381592, + "timestamp": "2025-07-14T12:34:54.805488" + }, + { + "epoch": 2249, + "batch_idx": 96, + "loss": 0.23975928127765656, + "learning_rate": 3.776024489824091e-05, + "timestep_mean": 562.0, + "epsilon_norm": 7.1625471115112305, + "prediction_norm": 6.242585182189941, + "timestamp": "2025-07-14T12:34:54.810668" + }, + { + "epoch": 2249, + "batch_idx": 128, + "loss": 0.4671946167945862, + "learning_rate": 3.776024489824091e-05, + "timestep_mean": 416.90625, + "epsilon_norm": 8.430971145629883, + "prediction_norm": 6.129302978515625, + "timestamp": "2025-07-14T12:34:54.815830" + }, + { + "epoch": 2249, + "batch_idx": 160, + "loss": 0.16467402875423431, + "learning_rate": 3.776024489824091e-05, + "timestep_mean": 573.21875, + "epsilon_norm": 8.05367660522461, + "prediction_norm": 7.152191638946533, + "timestamp": "2025-07-14T12:34:54.821103" + }, + { + "epoch": 2249, + "batch_idx": 192, + "loss": 0.2566176652908325, + "learning_rate": 3.776024489824091e-05, + "timestep_mean": 357.75, + "epsilon_norm": 3.452233076095581, + "prediction_norm": 2.9765524864196777, + "timestamp": "2025-07-14T12:34:54.826124" + }, + { + "epoch": 2250, + "batch_idx": 0, + "loss": 0.2924368381500244, + "learning_rate": 3.806023374435662e-05, + "timestep_mean": 480.375, + "epsilon_norm": 7.181312084197998, + "prediction_norm": 5.954043865203857, + "timestamp": "2025-07-14T12:34:54.831149" + }, + { + "epoch": 2250, + "batch_idx": 32, + "loss": 0.5138927102088928, + "learning_rate": 3.806023374435662e-05, + "timestep_mean": 459.59375, + "epsilon_norm": 8.35940933227539, + "prediction_norm": 6.919773101806641, + "timestamp": "2025-07-14T12:34:54.836016" + }, + { + "epoch": 2250, + "batch_idx": 64, + "loss": 0.3788318932056427, + "learning_rate": 3.806023374435662e-05, + "timestep_mean": 505.96875, + "epsilon_norm": 8.558385848999023, + "prediction_norm": 6.907095432281494, + "timestamp": "2025-07-14T12:34:54.840880" + }, + { + "epoch": 2250, + "batch_idx": 96, + "loss": 0.2676374912261963, + "learning_rate": 3.806023374435662e-05, + "timestep_mean": 412.03125, + "epsilon_norm": 8.288777351379395, + "prediction_norm": 7.206384181976318, + "timestamp": "2025-07-14T12:34:54.845741" + }, + { + "epoch": 2250, + "batch_idx": 128, + "loss": 0.24631819128990173, + "learning_rate": 3.806023374435662e-05, + "timestep_mean": 473.03125, + "epsilon_norm": 7.064560413360596, + "prediction_norm": 6.217043399810791, + "timestamp": "2025-07-14T12:34:54.850649" + }, + { + "epoch": 2250, + "batch_idx": 160, + "loss": 0.18155688047409058, + "learning_rate": 3.806023374435662e-05, + "timestep_mean": 545.0, + "epsilon_norm": 7.27325963973999, + "prediction_norm": 6.230165481567383, + "timestamp": "2025-07-14T12:34:54.855604" + }, + { + "epoch": 2250, + "batch_idx": 192, + "loss": 0.011663476005196571, + "learning_rate": 3.806023374435662e-05, + "timestep_mean": 751.75, + "epsilon_norm": 3.7259654998779297, + "prediction_norm": 3.6580727100372314, + "timestamp": "2025-07-14T12:34:54.860407" + }, + { + "epoch": 2251, + "batch_idx": 0, + "loss": 0.36989036202430725, + "learning_rate": 3.836136238092551e-05, + "timestep_mean": 351.21875, + "epsilon_norm": 6.733765602111816, + "prediction_norm": 4.92358922958374, + "timestamp": "2025-07-14T12:34:54.865301" + }, + { + "epoch": 2251, + "batch_idx": 32, + "loss": 0.46230071783065796, + "learning_rate": 3.836136238092551e-05, + "timestep_mean": 457.15625, + "epsilon_norm": 7.897520065307617, + "prediction_norm": 6.704988956451416, + "timestamp": "2025-07-14T12:34:54.870204" + }, + { + "epoch": 2251, + "batch_idx": 64, + "loss": 0.16369903087615967, + "learning_rate": 3.836136238092551e-05, + "timestep_mean": 516.1875, + "epsilon_norm": 6.985003471374512, + "prediction_norm": 6.20591402053833, + "timestamp": "2025-07-14T12:34:54.875278" + }, + { + "epoch": 2251, + "batch_idx": 96, + "loss": 0.43686944246292114, + "learning_rate": 3.836136238092551e-05, + "timestep_mean": 465.03125, + "epsilon_norm": 8.454835891723633, + "prediction_norm": 5.840087413787842, + "timestamp": "2025-07-14T12:34:54.880172" + }, + { + "epoch": 2251, + "batch_idx": 128, + "loss": 0.28291162848472595, + "learning_rate": 3.836136238092551e-05, + "timestep_mean": 542.625, + "epsilon_norm": 7.840846538543701, + "prediction_norm": 6.7212395668029785, + "timestamp": "2025-07-14T12:34:54.885009" + }, + { + "epoch": 2251, + "batch_idx": 160, + "loss": 0.36199522018432617, + "learning_rate": 3.836136238092551e-05, + "timestep_mean": 419.78125, + "epsilon_norm": 7.913239479064941, + "prediction_norm": 6.667163848876953, + "timestamp": "2025-07-14T12:34:54.889895" + }, + { + "epoch": 2251, + "batch_idx": 192, + "loss": 0.07962408661842346, + "learning_rate": 3.836136238092551e-05, + "timestep_mean": 673.5, + "epsilon_norm": 4.5414652824401855, + "prediction_norm": 4.241066932678223, + "timestamp": "2025-07-14T12:34:54.894750" + }, + { + "epoch": 2252, + "batch_idx": 0, + "loss": 0.28299587965011597, + "learning_rate": 3.8663630064942655e-05, + "timestep_mean": 470.78125, + "epsilon_norm": 9.411832809448242, + "prediction_norm": 8.058300018310547, + "timestamp": "2025-07-14T12:34:54.899649" + }, + { + "epoch": 2252, + "batch_idx": 32, + "loss": 0.17456156015396118, + "learning_rate": 3.8663630064942655e-05, + "timestep_mean": 521.0625, + "epsilon_norm": 8.211044311523438, + "prediction_norm": 6.721195697784424, + "timestamp": "2025-07-14T12:34:54.904641" + }, + { + "epoch": 2252, + "batch_idx": 64, + "loss": 0.20011352002620697, + "learning_rate": 3.8663630064942655e-05, + "timestep_mean": 505.28125, + "epsilon_norm": 7.821759223937988, + "prediction_norm": 6.708611488342285, + "timestamp": "2025-07-14T12:34:54.909514" + }, + { + "epoch": 2252, + "batch_idx": 96, + "loss": 0.4807145297527313, + "learning_rate": 3.8663630064942655e-05, + "timestep_mean": 376.53125, + "epsilon_norm": 8.494495391845703, + "prediction_norm": 6.683429718017578, + "timestamp": "2025-07-14T12:34:54.914519" + }, + { + "epoch": 2252, + "batch_idx": 128, + "loss": 0.21619057655334473, + "learning_rate": 3.8663630064942655e-05, + "timestep_mean": 510.84375, + "epsilon_norm": 7.891923427581787, + "prediction_norm": 6.862485408782959, + "timestamp": "2025-07-14T12:34:54.919329" + }, + { + "epoch": 2252, + "batch_idx": 160, + "loss": 0.2564331293106079, + "learning_rate": 3.8663630064942655e-05, + "timestep_mean": 542.09375, + "epsilon_norm": 9.10219955444336, + "prediction_norm": 8.34325885772705, + "timestamp": "2025-07-14T12:34:54.924185" + }, + { + "epoch": 2252, + "batch_idx": 192, + "loss": 0.07659096270799637, + "learning_rate": 3.8663630064942655e-05, + "timestep_mean": 554.0, + "epsilon_norm": 2.6961514949798584, + "prediction_norm": 2.373689889907837, + "timestamp": "2025-07-14T12:34:54.929030" + }, + { + "epoch": 2253, + "batch_idx": 0, + "loss": 0.23707516491413116, + "learning_rate": 3.896703605059242e-05, + "timestep_mean": 491.75, + "epsilon_norm": 8.356762886047363, + "prediction_norm": 6.915239334106445, + "timestamp": "2025-07-14T12:34:54.934025" + }, + { + "epoch": 2253, + "batch_idx": 32, + "loss": 0.23001165688037872, + "learning_rate": 3.896703605059242e-05, + "timestep_mean": 465.875, + "epsilon_norm": 8.072443008422852, + "prediction_norm": 7.322483062744141, + "timestamp": "2025-07-14T12:34:54.938895" + }, + { + "epoch": 2253, + "batch_idx": 64, + "loss": 0.2663753032684326, + "learning_rate": 3.896703605059242e-05, + "timestep_mean": 489.625, + "epsilon_norm": 8.571586608886719, + "prediction_norm": 7.4936442375183105, + "timestamp": "2025-07-14T12:34:54.943759" + }, + { + "epoch": 2253, + "batch_idx": 96, + "loss": 0.2100771963596344, + "learning_rate": 3.896703605059242e-05, + "timestep_mean": 540.8125, + "epsilon_norm": 7.934042930603027, + "prediction_norm": 6.995185375213623, + "timestamp": "2025-07-14T12:34:54.948658" + }, + { + "epoch": 2253, + "batch_idx": 128, + "loss": 0.16884705424308777, + "learning_rate": 3.896703605059242e-05, + "timestep_mean": 533.5625, + "epsilon_norm": 7.496562480926514, + "prediction_norm": 6.667675495147705, + "timestamp": "2025-07-14T12:34:54.953506" + }, + { + "epoch": 2253, + "batch_idx": 160, + "loss": 0.24815794825553894, + "learning_rate": 3.896703605059242e-05, + "timestep_mean": 589.71875, + "epsilon_norm": 6.778853893280029, + "prediction_norm": 5.48440408706665, + "timestamp": "2025-07-14T12:34:54.958411" + }, + { + "epoch": 2253, + "batch_idx": 192, + "loss": 0.3393203914165497, + "learning_rate": 3.896703605059242e-05, + "timestep_mean": 446.125, + "epsilon_norm": 5.412655830383301, + "prediction_norm": 4.106726169586182, + "timestamp": "2025-07-14T12:34:54.963352" + }, + { + "epoch": 2254, + "batch_idx": 0, + "loss": 0.13527944684028625, + "learning_rate": 3.927157958925081e-05, + "timestep_mean": 568.28125, + "epsilon_norm": 8.230788230895996, + "prediction_norm": 7.266050338745117, + "timestamp": "2025-07-14T12:34:54.968210" + }, + { + "epoch": 2254, + "batch_idx": 32, + "loss": 0.17342990636825562, + "learning_rate": 3.927157958925081e-05, + "timestep_mean": 517.6875, + "epsilon_norm": 7.681870937347412, + "prediction_norm": 7.0978007316589355, + "timestamp": "2025-07-14T12:34:54.973157" + }, + { + "epoch": 2254, + "batch_idx": 64, + "loss": 0.4924009144306183, + "learning_rate": 3.927157958925081e-05, + "timestep_mean": 491.5625, + "epsilon_norm": 8.33731746673584, + "prediction_norm": 6.836748123168945, + "timestamp": "2025-07-14T12:34:54.978312" + }, + { + "epoch": 2254, + "batch_idx": 96, + "loss": 0.21410346031188965, + "learning_rate": 3.927157958925081e-05, + "timestep_mean": 462.1875, + "epsilon_norm": 7.560249328613281, + "prediction_norm": 6.573585510253906, + "timestamp": "2025-07-14T12:34:54.983190" + }, + { + "epoch": 2254, + "batch_idx": 128, + "loss": 0.22189506888389587, + "learning_rate": 3.927157958925081e-05, + "timestep_mean": 512.46875, + "epsilon_norm": 8.49448299407959, + "prediction_norm": 8.115022659301758, + "timestamp": "2025-07-14T12:34:54.988124" + }, + { + "epoch": 2254, + "batch_idx": 160, + "loss": 0.17749513685703278, + "learning_rate": 3.927157958925081e-05, + "timestep_mean": 416.625, + "epsilon_norm": 7.4621758460998535, + "prediction_norm": 6.4277801513671875, + "timestamp": "2025-07-14T12:34:54.992954" + }, + { + "epoch": 2254, + "batch_idx": 192, + "loss": 0.23606330156326294, + "learning_rate": 3.927157958925081e-05, + "timestep_mean": 422.625, + "epsilon_norm": 2.7029194831848145, + "prediction_norm": 2.543163776397705, + "timestamp": "2025-07-14T12:34:54.997851" + }, + { + "epoch": 2255, + "batch_idx": 0, + "loss": 0.26163071393966675, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 459.90625, + "epsilon_norm": 9.16381549835205, + "prediction_norm": 7.676699638366699, + "timestamp": "2025-07-14T12:34:55.002733" + }, + { + "epoch": 2255, + "batch_idx": 32, + "loss": 0.35569101572036743, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 519.78125, + "epsilon_norm": 7.570328235626221, + "prediction_norm": 6.546938896179199, + "timestamp": "2025-07-14T12:34:55.007606" + }, + { + "epoch": 2255, + "batch_idx": 64, + "loss": 0.4111352264881134, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 491.84375, + "epsilon_norm": 8.330445289611816, + "prediction_norm": 7.27789831161499, + "timestamp": "2025-07-14T12:34:55.012461" + }, + { + "epoch": 2255, + "batch_idx": 96, + "loss": 0.11589781939983368, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 541.625, + "epsilon_norm": 7.232936859130859, + "prediction_norm": 6.778360843658447, + "timestamp": "2025-07-14T12:34:55.017368" + }, + { + "epoch": 2255, + "batch_idx": 128, + "loss": 0.13775435090065002, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 561.21875, + "epsilon_norm": 7.867006301879883, + "prediction_norm": 7.4125823974609375, + "timestamp": "2025-07-14T12:34:55.022190" + }, + { + "epoch": 2255, + "batch_idx": 160, + "loss": 0.2854459285736084, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 526.8125, + "epsilon_norm": 9.24251651763916, + "prediction_norm": 7.4957804679870605, + "timestamp": "2025-07-14T12:34:55.027071" + }, + { + "epoch": 2255, + "batch_idx": 192, + "loss": 0.593308687210083, + "learning_rate": 3.957725992948691e-05, + "timestep_mean": 440.625, + "epsilon_norm": 4.154024600982666, + "prediction_norm": 3.265355110168457, + "timestamp": "2025-07-14T12:34:55.031986" + }, + { + "epoch": 2256, + "batch_idx": 0, + "loss": 0.22282084822654724, + "learning_rate": 3.988407631706481e-05, + "timestep_mean": 517.3125, + "epsilon_norm": 8.566350936889648, + "prediction_norm": 7.4407148361206055, + "timestamp": "2025-07-14T12:34:55.036835" + }, + { + "epoch": 2256, + "batch_idx": 32, + "loss": 0.42023026943206787, + "learning_rate": 3.988407631706481e-05, + "timestep_mean": 444.75, + "epsilon_norm": 7.903234958648682, + "prediction_norm": 5.801369667053223, + "timestamp": "2025-07-14T12:34:55.041706" + }, + { + "epoch": 2256, + "batch_idx": 64, + "loss": 0.3111203908920288, + "learning_rate": 3.988407631706481e-05, + "timestep_mean": 447.15625, + "epsilon_norm": 7.2033467292785645, + "prediction_norm": 5.836050987243652, + "timestamp": "2025-07-14T12:34:55.046716" + }, + { + "epoch": 2256, + "batch_idx": 96, + "loss": 0.38678231835365295, + "learning_rate": 3.988407631706481e-05, + "timestep_mean": 451.375, + "epsilon_norm": 10.032175064086914, + "prediction_norm": 8.067089080810547, + "timestamp": "2025-07-14T12:34:55.051567" + }, + { + "epoch": 2256, + "batch_idx": 128, + "loss": 0.3787781596183777, + "learning_rate": 3.988407631706481e-05, + "timestep_mean": 417.21875, + "epsilon_norm": 7.376856327056885, + "prediction_norm": 5.442153453826904, + "timestamp": "2025-07-14T12:34:55.056472" + }, + { + "epoch": 2256, + "batch_idx": 160, + "loss": 0.21387270092964172, + "learning_rate": 3.988407631706481e-05, + "timestep_mean": 478.0, + "epsilon_norm": 7.451067924499512, + "prediction_norm": 6.3570556640625, + "timestamp": "2025-07-14T12:34:55.061301" + }, + { + "epoch": 2256, + "batch_idx": 192, + "loss": 0.32217535376548767, + "learning_rate": 3.988407631706481e-05, + "timestep_mean": 535.75, + "epsilon_norm": 3.865957260131836, + "prediction_norm": 3.0145742893218994, + "timestamp": "2025-07-14T12:34:55.066118" + }, + { + "epoch": 2257, + "batch_idx": 0, + "loss": 0.24051256477832794, + "learning_rate": 4.01920279949457e-05, + "timestep_mean": 518.5, + "epsilon_norm": 7.300107002258301, + "prediction_norm": 6.365264415740967, + "timestamp": "2025-07-14T12:34:55.071134" + }, + { + "epoch": 2257, + "batch_idx": 32, + "loss": 0.27289149165153503, + "learning_rate": 4.01920279949457e-05, + "timestep_mean": 480.03125, + "epsilon_norm": 6.779027462005615, + "prediction_norm": 5.471419334411621, + "timestamp": "2025-07-14T12:34:55.076377" + }, + { + "epoch": 2257, + "batch_idx": 64, + "loss": 0.2731449007987976, + "learning_rate": 4.01920279949457e-05, + "timestep_mean": 554.4375, + "epsilon_norm": 7.866480350494385, + "prediction_norm": 6.820722579956055, + "timestamp": "2025-07-14T12:34:55.081565" + }, + { + "epoch": 2257, + "batch_idx": 96, + "loss": 0.3929733633995056, + "learning_rate": 4.01920279949457e-05, + "timestep_mean": 555.90625, + "epsilon_norm": 8.535656929016113, + "prediction_norm": 7.023194313049316, + "timestamp": "2025-07-14T12:34:55.086728" + }, + { + "epoch": 2257, + "batch_idx": 128, + "loss": 0.21782249212265015, + "learning_rate": 4.01920279949457e-05, + "timestep_mean": 503.03125, + "epsilon_norm": 7.883387088775635, + "prediction_norm": 7.254192352294922, + "timestamp": "2025-07-14T12:34:55.091970" + }, + { + "epoch": 2257, + "batch_idx": 160, + "loss": 0.2097162902355194, + "learning_rate": 4.01920279949457e-05, + "timestep_mean": 486.71875, + "epsilon_norm": 6.642462253570557, + "prediction_norm": 5.979885578155518, + "timestamp": "2025-07-14T12:34:55.097095" + }, + { + "epoch": 2257, + "batch_idx": 192, + "loss": 0.1770516186952591, + "learning_rate": 4.01920279949457e-05, + "timestep_mean": 325.625, + "epsilon_norm": 4.190246105194092, + "prediction_norm": 3.486340045928955, + "timestamp": "2025-07-14T12:34:55.102253" + }, + { + "epoch": 2258, + "batch_idx": 0, + "loss": 0.2008463442325592, + "learning_rate": 4.050111420328939e-05, + "timestep_mean": 524.53125, + "epsilon_norm": 8.990028381347656, + "prediction_norm": 7.754715919494629, + "timestamp": "2025-07-14T12:34:55.107418" + }, + { + "epoch": 2258, + "batch_idx": 32, + "loss": 0.496120810508728, + "learning_rate": 4.050111420328939e-05, + "timestep_mean": 451.03125, + "epsilon_norm": 8.333712577819824, + "prediction_norm": 5.647116184234619, + "timestamp": "2025-07-14T12:34:55.112563" + }, + { + "epoch": 2258, + "batch_idx": 64, + "loss": 0.2639821767807007, + "learning_rate": 4.050111420328939e-05, + "timestep_mean": 495.8125, + "epsilon_norm": 7.604011535644531, + "prediction_norm": 6.590063095092773, + "timestamp": "2025-07-14T12:34:55.117840" + }, + { + "epoch": 2258, + "batch_idx": 96, + "loss": 0.1943517029285431, + "learning_rate": 4.050111420328939e-05, + "timestep_mean": 503.40625, + "epsilon_norm": 6.827128887176514, + "prediction_norm": 5.728496074676514, + "timestamp": "2025-07-14T12:34:55.123044" + }, + { + "epoch": 2258, + "batch_idx": 128, + "loss": 0.22819657623767853, + "learning_rate": 4.050111420328939e-05, + "timestep_mean": 389.5625, + "epsilon_norm": 7.58146333694458, + "prediction_norm": 7.217460632324219, + "timestamp": "2025-07-14T12:34:55.128241" + }, + { + "epoch": 2258, + "batch_idx": 160, + "loss": 0.5804325938224792, + "learning_rate": 4.050111420328939e-05, + "timestep_mean": 542.25, + "epsilon_norm": 9.473995208740234, + "prediction_norm": 6.981513500213623, + "timestamp": "2025-07-14T12:34:55.133590" + }, + { + "epoch": 2258, + "batch_idx": 192, + "loss": 0.13508594036102295, + "learning_rate": 4.050111420328939e-05, + "timestep_mean": 630.25, + "epsilon_norm": 3.8342373371124268, + "prediction_norm": 3.308882236480713, + "timestamp": "2025-07-14T12:34:55.138632" + }, + { + "epoch": 2259, + "batch_idx": 0, + "loss": 0.19086456298828125, + "learning_rate": 4.0811334179456256e-05, + "timestep_mean": 530.34375, + "epsilon_norm": 8.910337448120117, + "prediction_norm": 8.064870834350586, + "timestamp": "2025-07-14T12:34:55.143650" + }, + { + "epoch": 2259, + "batch_idx": 32, + "loss": 0.26444104313850403, + "learning_rate": 4.0811334179456256e-05, + "timestep_mean": 435.65625, + "epsilon_norm": 7.884471893310547, + "prediction_norm": 7.1781325340271, + "timestamp": "2025-07-14T12:34:55.148747" + }, + { + "epoch": 2259, + "batch_idx": 64, + "loss": 0.3479577898979187, + "learning_rate": 4.0811334179456256e-05, + "timestep_mean": 503.40625, + "epsilon_norm": 8.753474235534668, + "prediction_norm": 7.650266647338867, + "timestamp": "2025-07-14T12:34:55.153916" + }, + { + "epoch": 2259, + "batch_idx": 96, + "loss": 0.11925777792930603, + "learning_rate": 4.0811334179456256e-05, + "timestep_mean": 555.4375, + "epsilon_norm": 6.83831787109375, + "prediction_norm": 6.088875770568848, + "timestamp": "2025-07-14T12:34:55.159108" + }, + { + "epoch": 2259, + "batch_idx": 128, + "loss": 0.24027717113494873, + "learning_rate": 4.0811334179456256e-05, + "timestep_mean": 499.625, + "epsilon_norm": 8.135740280151367, + "prediction_norm": 6.802454471588135, + "timestamp": "2025-07-14T12:34:55.164345" + }, + { + "epoch": 2259, + "batch_idx": 160, + "loss": 0.3144495487213135, + "learning_rate": 4.0811334179456256e-05, + "timestep_mean": 499.65625, + "epsilon_norm": 8.35534381866455, + "prediction_norm": 6.785764694213867, + "timestamp": "2025-07-14T12:34:55.169549" + }, + { + "epoch": 2259, + "batch_idx": 192, + "loss": 0.42571812868118286, + "learning_rate": 4.0811334179456256e-05, + "timestep_mean": 484.875, + "epsilon_norm": 3.7550649642944336, + "prediction_norm": 2.7316415309906006, + "timestamp": "2025-07-14T12:34:55.174687" + }, + { + "epoch": 2260, + "batch_idx": 0, + "loss": 0.30144596099853516, + "learning_rate": 4.1122687158009425e-05, + "timestep_mean": 422.75, + "epsilon_norm": 8.444559097290039, + "prediction_norm": 6.854128837585449, + "timestamp": "2025-07-14T12:34:55.179807" + }, + { + "epoch": 2260, + "batch_idx": 32, + "loss": 0.3276829421520233, + "learning_rate": 4.1122687158009425e-05, + "timestep_mean": 520.1875, + "epsilon_norm": 9.040712356567383, + "prediction_norm": 7.9399566650390625, + "timestamp": "2025-07-14T12:34:55.184995" + }, + { + "epoch": 2260, + "batch_idx": 64, + "loss": 0.2043658196926117, + "learning_rate": 4.1122687158009425e-05, + "timestep_mean": 494.84375, + "epsilon_norm": 7.566270351409912, + "prediction_norm": 6.724692344665527, + "timestamp": "2025-07-14T12:34:55.190202" + }, + { + "epoch": 2260, + "batch_idx": 96, + "loss": 0.25210198760032654, + "learning_rate": 4.1122687158009425e-05, + "timestep_mean": 514.09375, + "epsilon_norm": 8.184015274047852, + "prediction_norm": 6.866322040557861, + "timestamp": "2025-07-14T12:34:55.195242" + }, + { + "epoch": 2260, + "batch_idx": 128, + "loss": 0.38956254720687866, + "learning_rate": 4.1122687158009425e-05, + "timestep_mean": 359.59375, + "epsilon_norm": 8.306954383850098, + "prediction_norm": 6.122776031494141, + "timestamp": "2025-07-14T12:34:55.200532" + }, + { + "epoch": 2260, + "batch_idx": 160, + "loss": 0.23016975820064545, + "learning_rate": 4.1122687158009425e-05, + "timestep_mean": 557.625, + "epsilon_norm": 7.909029006958008, + "prediction_norm": 7.026235103607178, + "timestamp": "2025-07-14T12:34:55.205754" + }, + { + "epoch": 2260, + "batch_idx": 192, + "loss": 0.23562708497047424, + "learning_rate": 4.1122687158009425e-05, + "timestep_mean": 556.375, + "epsilon_norm": 4.422583103179932, + "prediction_norm": 3.5820231437683105, + "timestamp": "2025-07-14T12:34:55.210895" + }, + { + "epoch": 2261, + "batch_idx": 0, + "loss": 0.2581288516521454, + "learning_rate": 4.143517237071653e-05, + "timestep_mean": 467.4375, + "epsilon_norm": 6.785281658172607, + "prediction_norm": 5.424283981323242, + "timestamp": "2025-07-14T12:34:55.216065" + }, + { + "epoch": 2261, + "batch_idx": 32, + "loss": 0.33430036902427673, + "learning_rate": 4.143517237071653e-05, + "timestep_mean": 483.28125, + "epsilon_norm": 8.364336013793945, + "prediction_norm": 7.349791526794434, + "timestamp": "2025-07-14T12:34:55.221185" + }, + { + "epoch": 2261, + "batch_idx": 64, + "loss": 0.12455205619335175, + "learning_rate": 4.143517237071653e-05, + "timestep_mean": 507.84375, + "epsilon_norm": 7.003073215484619, + "prediction_norm": 6.616370677947998, + "timestamp": "2025-07-14T12:34:55.226376" + }, + { + "epoch": 2261, + "batch_idx": 96, + "loss": 0.2660471498966217, + "learning_rate": 4.143517237071653e-05, + "timestep_mean": 486.84375, + "epsilon_norm": 7.714317321777344, + "prediction_norm": 5.680781364440918, + "timestamp": "2025-07-14T12:34:55.231600" + }, + { + "epoch": 2261, + "batch_idx": 128, + "loss": 0.2590675354003906, + "learning_rate": 4.143517237071653e-05, + "timestep_mean": 520.375, + "epsilon_norm": 7.46929931640625, + "prediction_norm": 6.041719913482666, + "timestamp": "2025-07-14T12:34:55.236804" + }, + { + "epoch": 2261, + "batch_idx": 160, + "loss": 0.19539177417755127, + "learning_rate": 4.143517237071653e-05, + "timestep_mean": 427.65625, + "epsilon_norm": 7.27937126159668, + "prediction_norm": 6.301098346710205, + "timestamp": "2025-07-14T12:34:55.242109" + }, + { + "epoch": 2261, + "batch_idx": 192, + "loss": 0.21078410744667053, + "learning_rate": 4.143517237071653e-05, + "timestep_mean": 263.125, + "epsilon_norm": 4.125210285186768, + "prediction_norm": 3.557614803314209, + "timestamp": "2025-07-14T12:34:55.247264" + }, + { + "epoch": 2262, + "batch_idx": 0, + "loss": 0.23357489705085754, + "learning_rate": 4.174878904655099e-05, + "timestep_mean": 440.1875, + "epsilon_norm": 7.969254016876221, + "prediction_norm": 6.673079967498779, + "timestamp": "2025-07-14T12:34:55.252508" + }, + { + "epoch": 2262, + "batch_idx": 32, + "loss": 0.16830462217330933, + "learning_rate": 4.174878904655099e-05, + "timestep_mean": 511.84375, + "epsilon_norm": 7.424383163452148, + "prediction_norm": 6.774330139160156, + "timestamp": "2025-07-14T12:34:55.257701" + }, + { + "epoch": 2262, + "batch_idx": 64, + "loss": 0.2588847279548645, + "learning_rate": 4.174878904655099e-05, + "timestep_mean": 558.59375, + "epsilon_norm": 8.519488334655762, + "prediction_norm": 7.279325008392334, + "timestamp": "2025-07-14T12:34:55.262875" + }, + { + "epoch": 2262, + "batch_idx": 96, + "loss": 0.23963136970996857, + "learning_rate": 4.174878904655099e-05, + "timestep_mean": 473.15625, + "epsilon_norm": 7.5099616050720215, + "prediction_norm": 6.035778045654297, + "timestamp": "2025-07-14T12:34:55.268095" + }, + { + "epoch": 2262, + "batch_idx": 128, + "loss": 0.38154107332229614, + "learning_rate": 4.174878904655099e-05, + "timestep_mean": 486.96875, + "epsilon_norm": 8.487607955932617, + "prediction_norm": 6.237751483917236, + "timestamp": "2025-07-14T12:34:55.273304" + }, + { + "epoch": 2262, + "batch_idx": 160, + "loss": 0.15053445100784302, + "learning_rate": 4.174878904655099e-05, + "timestep_mean": 538.59375, + "epsilon_norm": 7.177816867828369, + "prediction_norm": 6.202805995941162, + "timestamp": "2025-07-14T12:34:55.278399" + }, + { + "epoch": 2262, + "batch_idx": 192, + "loss": 0.37624770402908325, + "learning_rate": 4.174878904655099e-05, + "timestep_mean": 463.625, + "epsilon_norm": 3.8032965660095215, + "prediction_norm": 2.852452516555786, + "timestamp": "2025-07-14T12:34:55.283661" + }, + { + "epoch": 2263, + "batch_idx": 0, + "loss": 0.3850690424442291, + "learning_rate": 4.206353641169525e-05, + "timestep_mean": 401.1875, + "epsilon_norm": 8.524744987487793, + "prediction_norm": 6.220920562744141, + "timestamp": "2025-07-14T12:34:55.288864" + }, + { + "epoch": 2263, + "batch_idx": 32, + "loss": 0.35843127965927124, + "learning_rate": 4.206353641169525e-05, + "timestep_mean": 497.0, + "epsilon_norm": 9.462667465209961, + "prediction_norm": 8.168371200561523, + "timestamp": "2025-07-14T12:34:55.294062" + }, + { + "epoch": 2263, + "batch_idx": 64, + "loss": 0.3779991865158081, + "learning_rate": 4.206353641169525e-05, + "timestep_mean": 505.84375, + "epsilon_norm": 7.463738918304443, + "prediction_norm": 6.151611804962158, + "timestamp": "2025-07-14T12:34:55.299221" + }, + { + "epoch": 2263, + "batch_idx": 96, + "loss": 0.3910899758338928, + "learning_rate": 4.206353641169525e-05, + "timestep_mean": 513.3125, + "epsilon_norm": 7.907359600067139, + "prediction_norm": 5.774411201477051, + "timestamp": "2025-07-14T12:34:55.304418" + }, + { + "epoch": 2263, + "batch_idx": 128, + "loss": 0.12125150114297867, + "learning_rate": 4.206353641169525e-05, + "timestep_mean": 464.1875, + "epsilon_norm": 7.645977020263672, + "prediction_norm": 6.907222270965576, + "timestamp": "2025-07-14T12:34:55.309601" + }, + { + "epoch": 2263, + "batch_idx": 160, + "loss": 0.35465770959854126, + "learning_rate": 4.206353641169525e-05, + "timestep_mean": 432.6875, + "epsilon_norm": 7.876417636871338, + "prediction_norm": 6.231918811798096, + "timestamp": "2025-07-14T12:34:55.314748" + }, + { + "epoch": 2263, + "batch_idx": 192, + "loss": 0.05157887190580368, + "learning_rate": 4.206353641169525e-05, + "timestep_mean": 564.75, + "epsilon_norm": 3.2538559436798096, + "prediction_norm": 3.295552968978882, + "timestamp": "2025-07-14T12:34:55.319750" + }, + { + "epoch": 2264, + "batch_idx": 0, + "loss": 0.18163779377937317, + "learning_rate": 4.2379413689541345e-05, + "timestep_mean": 505.0625, + "epsilon_norm": 8.863926887512207, + "prediction_norm": 8.091323852539062, + "timestamp": "2025-07-14T12:34:55.324920" + }, + { + "epoch": 2264, + "batch_idx": 32, + "loss": 0.3573707938194275, + "learning_rate": 4.2379413689541345e-05, + "timestep_mean": 522.0, + "epsilon_norm": 8.317889213562012, + "prediction_norm": 7.257349491119385, + "timestamp": "2025-07-14T12:34:55.329912" + }, + { + "epoch": 2264, + "batch_idx": 64, + "loss": 0.1752571165561676, + "learning_rate": 4.2379413689541345e-05, + "timestep_mean": 519.65625, + "epsilon_norm": 7.485922336578369, + "prediction_norm": 6.865139484405518, + "timestamp": "2025-07-14T12:34:55.335063" + }, + { + "epoch": 2264, + "batch_idx": 96, + "loss": 0.43004387617111206, + "learning_rate": 4.2379413689541345e-05, + "timestep_mean": 399.28125, + "epsilon_norm": 8.729315757751465, + "prediction_norm": 6.791995048522949, + "timestamp": "2025-07-14T12:34:55.340179" + }, + { + "epoch": 2264, + "batch_idx": 128, + "loss": 0.18407486379146576, + "learning_rate": 4.2379413689541345e-05, + "timestep_mean": 618.28125, + "epsilon_norm": 7.725772857666016, + "prediction_norm": 6.877103328704834, + "timestamp": "2025-07-14T12:34:55.345292" + }, + { + "epoch": 2264, + "batch_idx": 160, + "loss": 0.3201867341995239, + "learning_rate": 4.2379413689541345e-05, + "timestep_mean": 467.21875, + "epsilon_norm": 7.921690464019775, + "prediction_norm": 6.763804912567139, + "timestamp": "2025-07-14T12:34:55.350690" + }, + { + "epoch": 2264, + "batch_idx": 192, + "loss": 0.10959415137767792, + "learning_rate": 4.2379413689541345e-05, + "timestep_mean": 508.875, + "epsilon_norm": 3.953188896179199, + "prediction_norm": 3.448012113571167, + "timestamp": "2025-07-14T12:34:55.355837" + }, + { + "epoch": 2265, + "batch_idx": 0, + "loss": 0.41980651021003723, + "learning_rate": 4.269642010069319e-05, + "timestep_mean": 481.375, + "epsilon_norm": 8.509687423706055, + "prediction_norm": 7.122633457183838, + "timestamp": "2025-07-14T12:34:55.361101" + }, + { + "epoch": 2265, + "batch_idx": 32, + "loss": 0.18702976405620575, + "learning_rate": 4.269642010069319e-05, + "timestep_mean": 475.5, + "epsilon_norm": 6.976423263549805, + "prediction_norm": 6.4038496017456055, + "timestamp": "2025-07-14T12:34:55.366308" + }, + { + "epoch": 2265, + "batch_idx": 64, + "loss": 0.33879533410072327, + "learning_rate": 4.269642010069319e-05, + "timestep_mean": 430.71875, + "epsilon_norm": 8.41781234741211, + "prediction_norm": 6.485308647155762, + "timestamp": "2025-07-14T12:34:55.371627" + }, + { + "epoch": 2265, + "batch_idx": 96, + "loss": 0.33834531903266907, + "learning_rate": 4.269642010069319e-05, + "timestep_mean": 503.8125, + "epsilon_norm": 8.676396369934082, + "prediction_norm": 7.426053524017334, + "timestamp": "2025-07-14T12:34:55.376788" + }, + { + "epoch": 2265, + "batch_idx": 128, + "loss": 0.2923581600189209, + "learning_rate": 4.269642010069319e-05, + "timestep_mean": 546.03125, + "epsilon_norm": 8.842938423156738, + "prediction_norm": 7.050233840942383, + "timestamp": "2025-07-14T12:34:55.381861" + }, + { + "epoch": 2265, + "batch_idx": 160, + "loss": 0.22518029808998108, + "learning_rate": 4.269642010069319e-05, + "timestep_mean": 564.71875, + "epsilon_norm": 7.366386890411377, + "prediction_norm": 6.671931743621826, + "timestamp": "2025-07-14T12:34:55.386919" + }, + { + "epoch": 2265, + "batch_idx": 192, + "loss": 0.27622464299201965, + "learning_rate": 4.269642010069319e-05, + "timestep_mean": 450.125, + "epsilon_norm": 3.7075419425964355, + "prediction_norm": 2.7169535160064697, + "timestamp": "2025-07-14T12:34:55.392201" + }, + { + "epoch": 2266, + "batch_idx": 0, + "loss": 0.19780370593070984, + "learning_rate": 4.301455486296946e-05, + "timestep_mean": 493.9375, + "epsilon_norm": 7.437999248504639, + "prediction_norm": 6.2856831550598145, + "timestamp": "2025-07-14T12:34:55.397294" + }, + { + "epoch": 2266, + "batch_idx": 32, + "loss": 0.4350222945213318, + "learning_rate": 4.301455486296946e-05, + "timestep_mean": 419.65625, + "epsilon_norm": 8.322531700134277, + "prediction_norm": 6.304026126861572, + "timestamp": "2025-07-14T12:34:55.402365" + }, + { + "epoch": 2266, + "batch_idx": 64, + "loss": 0.22991183400154114, + "learning_rate": 4.301455486296946e-05, + "timestep_mean": 520.46875, + "epsilon_norm": 9.373101234436035, + "prediction_norm": 8.261371612548828, + "timestamp": "2025-07-14T12:34:55.407304" + }, + { + "epoch": 2266, + "batch_idx": 96, + "loss": 0.15534603595733643, + "learning_rate": 4.301455486296946e-05, + "timestep_mean": 532.90625, + "epsilon_norm": 7.941470623016357, + "prediction_norm": 7.371337890625, + "timestamp": "2025-07-14T12:34:55.412176" + }, + { + "epoch": 2266, + "batch_idx": 128, + "loss": 0.09079859405755997, + "learning_rate": 4.301455486296946e-05, + "timestep_mean": 525.9375, + "epsilon_norm": 7.107966899871826, + "prediction_norm": 6.860215187072754, + "timestamp": "2025-07-14T12:34:55.417473" + }, + { + "epoch": 2266, + "batch_idx": 160, + "loss": 0.34895119071006775, + "learning_rate": 4.301455486296946e-05, + "timestep_mean": 452.5625, + "epsilon_norm": 7.873839378356934, + "prediction_norm": 6.643303394317627, + "timestamp": "2025-07-14T12:34:55.422720" + }, + { + "epoch": 2266, + "batch_idx": 192, + "loss": 0.10363918542861938, + "learning_rate": 4.301455486296946e-05, + "timestep_mean": 602.0, + "epsilon_norm": 3.9437379837036133, + "prediction_norm": 3.8250808715820312, + "timestamp": "2025-07-14T12:34:55.427782" + }, + { + "epoch": 2267, + "batch_idx": 0, + "loss": 0.3664977550506592, + "learning_rate": 4.333381719140384e-05, + "timestep_mean": 489.65625, + "epsilon_norm": 8.102888107299805, + "prediction_norm": 7.310081958770752, + "timestamp": "2025-07-14T12:34:55.432958" + }, + { + "epoch": 2267, + "batch_idx": 32, + "loss": 0.5173467993736267, + "learning_rate": 4.333381719140384e-05, + "timestep_mean": 519.28125, + "epsilon_norm": 9.083805084228516, + "prediction_norm": 7.090732097625732, + "timestamp": "2025-07-14T12:34:55.438305" + }, + { + "epoch": 2267, + "batch_idx": 64, + "loss": 0.31863489747047424, + "learning_rate": 4.333381719140384e-05, + "timestep_mean": 469.3125, + "epsilon_norm": 6.850121021270752, + "prediction_norm": 5.134404182434082, + "timestamp": "2025-07-14T12:34:55.443383" + }, + { + "epoch": 2267, + "batch_idx": 96, + "loss": 0.2423776537179947, + "learning_rate": 4.333381719140384e-05, + "timestep_mean": 496.84375, + "epsilon_norm": 6.508511066436768, + "prediction_norm": 5.899868011474609, + "timestamp": "2025-07-14T12:34:55.448504" + }, + { + "epoch": 2267, + "batch_idx": 128, + "loss": 0.20562893152236938, + "learning_rate": 4.333381719140384e-05, + "timestep_mean": 545.0, + "epsilon_norm": 7.849404335021973, + "prediction_norm": 7.006850719451904, + "timestamp": "2025-07-14T12:34:55.453637" + }, + { + "epoch": 2267, + "batch_idx": 160, + "loss": 0.24169868230819702, + "learning_rate": 4.333381719140384e-05, + "timestep_mean": 482.71875, + "epsilon_norm": 7.825197219848633, + "prediction_norm": 7.183524131774902, + "timestamp": "2025-07-14T12:34:55.458806" + }, + { + "epoch": 2267, + "batch_idx": 192, + "loss": 0.5786234140396118, + "learning_rate": 4.333381719140384e-05, + "timestep_mean": 306.125, + "epsilon_norm": 4.652295112609863, + "prediction_norm": 2.701195240020752, + "timestamp": "2025-07-14T12:34:55.463710" + }, + { + "epoch": 2268, + "batch_idx": 0, + "loss": 0.2841465473175049, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 518.78125, + "epsilon_norm": 8.375869750976562, + "prediction_norm": 7.233330249786377, + "timestamp": "2025-07-14T12:34:55.468877" + }, + { + "epoch": 2268, + "batch_idx": 32, + "loss": 0.2854868769645691, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 465.0625, + "epsilon_norm": 7.719232559204102, + "prediction_norm": 6.437976360321045, + "timestamp": "2025-07-14T12:34:55.474214" + }, + { + "epoch": 2268, + "batch_idx": 64, + "loss": 0.2879801392555237, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 448.25, + "epsilon_norm": 8.115580558776855, + "prediction_norm": 6.880031585693359, + "timestamp": "2025-07-14T12:34:55.479288" + }, + { + "epoch": 2268, + "batch_idx": 96, + "loss": 0.2074078619480133, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 546.59375, + "epsilon_norm": 7.595890045166016, + "prediction_norm": 6.844090461730957, + "timestamp": "2025-07-14T12:34:55.484556" + }, + { + "epoch": 2268, + "batch_idx": 128, + "loss": 0.3457184135913849, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 562.96875, + "epsilon_norm": 7.96477746963501, + "prediction_norm": 6.871219635009766, + "timestamp": "2025-07-14T12:34:55.489740" + }, + { + "epoch": 2268, + "batch_idx": 160, + "loss": 0.25777333974838257, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 541.5, + "epsilon_norm": 8.090559959411621, + "prediction_norm": 6.9203715324401855, + "timestamp": "2025-07-14T12:34:55.494875" + }, + { + "epoch": 2268, + "batch_idx": 192, + "loss": 0.0308566614985466, + "learning_rate": 4.365420629824863e-05, + "timestep_mean": 652.125, + "epsilon_norm": 3.1523988246917725, + "prediction_norm": 3.273062229156494, + "timestamp": "2025-07-14T12:34:55.499795" + }, + { + "epoch": 2269, + "batch_idx": 0, + "loss": 0.18892233073711395, + "learning_rate": 4.39757213929753e-05, + "timestep_mean": 495.75, + "epsilon_norm": 7.8040266036987305, + "prediction_norm": 7.029459476470947, + "timestamp": "2025-07-14T12:34:55.504787" + }, + { + "epoch": 2269, + "batch_idx": 32, + "loss": 0.2110409140586853, + "learning_rate": 4.39757213929753e-05, + "timestep_mean": 524.03125, + "epsilon_norm": 7.366105556488037, + "prediction_norm": 6.3579254150390625, + "timestamp": "2025-07-14T12:34:55.509644" + }, + { + "epoch": 2269, + "batch_idx": 64, + "loss": 0.14125022292137146, + "learning_rate": 4.39757213929753e-05, + "timestep_mean": 508.5625, + "epsilon_norm": 7.736150741577148, + "prediction_norm": 6.66897439956665, + "timestamp": "2025-07-14T12:34:55.514517" + }, + { + "epoch": 2269, + "batch_idx": 96, + "loss": 0.2823236584663391, + "learning_rate": 4.39757213929753e-05, + "timestep_mean": 551.78125, + "epsilon_norm": 8.85250473022461, + "prediction_norm": 7.9717230796813965, + "timestamp": "2025-07-14T12:34:55.519345" + }, + { + "epoch": 2269, + "batch_idx": 128, + "loss": 0.21029962599277496, + "learning_rate": 4.39757213929753e-05, + "timestep_mean": 511.03125, + "epsilon_norm": 8.089865684509277, + "prediction_norm": 7.362054824829102, + "timestamp": "2025-07-14T12:34:55.524230" + }, + { + "epoch": 2269, + "batch_idx": 160, + "loss": 0.2305423468351364, + "learning_rate": 4.39757213929753e-05, + "timestep_mean": 504.71875, + "epsilon_norm": 8.388534545898438, + "prediction_norm": 7.413569450378418, + "timestamp": "2025-07-14T12:34:55.529226" + }, + { + "epoch": 2269, + "batch_idx": 192, + "loss": 0.1282385289669037, + "learning_rate": 4.39757213929753e-05, + "timestep_mean": 608.375, + "epsilon_norm": 3.1402978897094727, + "prediction_norm": 2.5248863697052, + "timestamp": "2025-07-14T12:34:55.534483" + }, + { + "epoch": 2270, + "batch_idx": 0, + "loss": 0.312701016664505, + "learning_rate": 4.429836168227738e-05, + "timestep_mean": 536.71875, + "epsilon_norm": 7.993875503540039, + "prediction_norm": 6.363151550292969, + "timestamp": "2025-07-14T12:34:55.539564" + }, + { + "epoch": 2270, + "batch_idx": 32, + "loss": 0.1759813278913498, + "learning_rate": 4.429836168227738e-05, + "timestep_mean": 463.09375, + "epsilon_norm": 7.127710819244385, + "prediction_norm": 6.1596293449401855, + "timestamp": "2025-07-14T12:34:55.544646" + }, + { + "epoch": 2270, + "batch_idx": 64, + "loss": 0.4210478663444519, + "learning_rate": 4.429836168227738e-05, + "timestep_mean": 485.875, + "epsilon_norm": 9.244304656982422, + "prediction_norm": 7.845112323760986, + "timestamp": "2025-07-14T12:34:55.549847" + }, + { + "epoch": 2270, + "batch_idx": 96, + "loss": 0.3907362222671509, + "learning_rate": 4.429836168227738e-05, + "timestep_mean": 502.84375, + "epsilon_norm": 8.352508544921875, + "prediction_norm": 7.305070877075195, + "timestamp": "2025-07-14T12:34:55.555039" + }, + { + "epoch": 2270, + "batch_idx": 128, + "loss": 0.21794536709785461, + "learning_rate": 4.429836168227738e-05, + "timestep_mean": 474.5, + "epsilon_norm": 7.79155969619751, + "prediction_norm": 7.2029643058776855, + "timestamp": "2025-07-14T12:34:55.560179" + }, + { + "epoch": 2270, + "batch_idx": 160, + "loss": 0.11503006517887115, + "learning_rate": 4.429836168227738e-05, + "timestep_mean": 523.875, + "epsilon_norm": 7.034976005554199, + "prediction_norm": 6.649857044219971, + "timestamp": "2025-07-14T12:34:55.565329" + }, + { + "epoch": 2270, + "batch_idx": 192, + "loss": 0.17735883593559265, + "learning_rate": 4.429836168227738e-05, + "timestep_mean": 585.125, + "epsilon_norm": 3.12606143951416, + "prediction_norm": 3.0861806869506836, + "timestamp": "2025-07-14T12:34:55.570214" + }, + { + "epoch": 2271, + "batch_idx": 0, + "loss": 0.1541169285774231, + "learning_rate": 4.462212637007215e-05, + "timestep_mean": 560.59375, + "epsilon_norm": 7.353816032409668, + "prediction_norm": 6.50228214263916, + "timestamp": "2025-07-14T12:34:55.575248" + }, + { + "epoch": 2271, + "batch_idx": 32, + "loss": 0.32156902551651, + "learning_rate": 4.462212637007215e-05, + "timestep_mean": 463.90625, + "epsilon_norm": 7.037036895751953, + "prediction_norm": 6.153407573699951, + "timestamp": "2025-07-14T12:34:55.580117" + }, + { + "epoch": 2271, + "batch_idx": 64, + "loss": 0.3550753593444824, + "learning_rate": 4.462212637007215e-05, + "timestep_mean": 481.90625, + "epsilon_norm": 8.717803955078125, + "prediction_norm": 6.9431023597717285, + "timestamp": "2025-07-14T12:34:55.585016" + }, + { + "epoch": 2271, + "batch_idx": 96, + "loss": 0.17335256934165955, + "learning_rate": 4.462212637007215e-05, + "timestep_mean": 488.375, + "epsilon_norm": 7.024582386016846, + "prediction_norm": 5.936232089996338, + "timestamp": "2025-07-14T12:34:55.589850" + }, + { + "epoch": 2271, + "batch_idx": 128, + "loss": 0.16175076365470886, + "learning_rate": 4.462212637007215e-05, + "timestep_mean": 459.9375, + "epsilon_norm": 6.230231761932373, + "prediction_norm": 5.59136962890625, + "timestamp": "2025-07-14T12:34:55.594684" + }, + { + "epoch": 2271, + "batch_idx": 160, + "loss": 0.33269762992858887, + "learning_rate": 4.462212637007215e-05, + "timestep_mean": 514.71875, + "epsilon_norm": 7.972800254821777, + "prediction_norm": 6.914881706237793, + "timestamp": "2025-07-14T12:34:55.599585" + }, + { + "epoch": 2271, + "batch_idx": 192, + "loss": 0.13475528359413147, + "learning_rate": 4.462212637007215e-05, + "timestep_mean": 533.0, + "epsilon_norm": 4.09325647354126, + "prediction_norm": 3.750880002975464, + "timestamp": "2025-07-14T12:34:55.604647" + }, + { + "epoch": 2272, + "batch_idx": 0, + "loss": 0.28913047909736633, + "learning_rate": 4.494701465750225e-05, + "timestep_mean": 489.90625, + "epsilon_norm": 8.217937469482422, + "prediction_norm": 7.0659990310668945, + "timestamp": "2025-07-14T12:34:55.609775" + }, + { + "epoch": 2272, + "batch_idx": 32, + "loss": 0.26182690262794495, + "learning_rate": 4.494701465750225e-05, + "timestep_mean": 448.375, + "epsilon_norm": 7.704532623291016, + "prediction_norm": 6.453441143035889, + "timestamp": "2025-07-14T12:34:55.614890" + }, + { + "epoch": 2272, + "batch_idx": 64, + "loss": 0.27610889077186584, + "learning_rate": 4.494701465750225e-05, + "timestep_mean": 550.09375, + "epsilon_norm": 7.7201948165893555, + "prediction_norm": 6.490997314453125, + "timestamp": "2025-07-14T12:34:55.620033" + }, + { + "epoch": 2272, + "batch_idx": 96, + "loss": 0.14575836062431335, + "learning_rate": 4.494701465750225e-05, + "timestep_mean": 492.25, + "epsilon_norm": 6.722649574279785, + "prediction_norm": 6.476539611816406, + "timestamp": "2025-07-14T12:34:55.625255" + }, + { + "epoch": 2272, + "batch_idx": 128, + "loss": 0.3118267059326172, + "learning_rate": 4.494701465750225e-05, + "timestep_mean": 501.4375, + "epsilon_norm": 8.075765609741211, + "prediction_norm": 6.742362976074219, + "timestamp": "2025-07-14T12:34:55.630416" + }, + { + "epoch": 2272, + "batch_idx": 160, + "loss": 0.2351049929857254, + "learning_rate": 4.494701465750225e-05, + "timestep_mean": 563.34375, + "epsilon_norm": 8.721096992492676, + "prediction_norm": 8.11351490020752, + "timestamp": "2025-07-14T12:34:55.635490" + }, + { + "epoch": 2272, + "batch_idx": 192, + "loss": 0.040511585772037506, + "learning_rate": 4.494701465750225e-05, + "timestep_mean": 614.625, + "epsilon_norm": 3.6243393421173096, + "prediction_norm": 3.8781137466430664, + "timestamp": "2025-07-14T12:34:55.640457" + }, + { + "epoch": 2273, + "batch_idx": 0, + "loss": 0.2365170270204544, + "learning_rate": 4.527302574293815e-05, + "timestep_mean": 514.625, + "epsilon_norm": 8.058401107788086, + "prediction_norm": 6.752457141876221, + "timestamp": "2025-07-14T12:34:55.645643" + }, + { + "epoch": 2273, + "batch_idx": 32, + "loss": 0.4633254408836365, + "learning_rate": 4.527302574293815e-05, + "timestep_mean": 467.28125, + "epsilon_norm": 9.429852485656738, + "prediction_norm": 8.106760025024414, + "timestamp": "2025-07-14T12:34:55.650961" + }, + { + "epoch": 2273, + "batch_idx": 64, + "loss": 0.2869855463504791, + "learning_rate": 4.527302574293815e-05, + "timestep_mean": 475.0, + "epsilon_norm": 8.571935653686523, + "prediction_norm": 7.688783168792725, + "timestamp": "2025-07-14T12:34:55.656109" + }, + { + "epoch": 2273, + "batch_idx": 96, + "loss": 0.2467835545539856, + "learning_rate": 4.527302574293815e-05, + "timestep_mean": 572.6875, + "epsilon_norm": 8.181572914123535, + "prediction_norm": 7.345608234405518, + "timestamp": "2025-07-14T12:34:55.661308" + }, + { + "epoch": 2273, + "batch_idx": 128, + "loss": 0.18251846730709076, + "learning_rate": 4.527302574293815e-05, + "timestep_mean": 552.625, + "epsilon_norm": 7.436464786529541, + "prediction_norm": 7.223295211791992, + "timestamp": "2025-07-14T12:34:55.666541" + }, + { + "epoch": 2273, + "batch_idx": 160, + "loss": 0.25520142912864685, + "learning_rate": 4.527302574293815e-05, + "timestep_mean": 535.5625, + "epsilon_norm": 8.70730972290039, + "prediction_norm": 7.7005462646484375, + "timestamp": "2025-07-14T12:34:55.671817" + }, + { + "epoch": 2273, + "batch_idx": 192, + "loss": 0.8512018918991089, + "learning_rate": 4.527302574293815e-05, + "timestep_mean": 484.375, + "epsilon_norm": 4.927829742431641, + "prediction_norm": 3.3042471408843994, + "timestamp": "2025-07-14T12:34:55.676884" + }, + { + "epoch": 2274, + "batch_idx": 0, + "loss": 0.16275259852409363, + "learning_rate": 4.560015882197996e-05, + "timestep_mean": 544.75, + "epsilon_norm": 8.304033279418945, + "prediction_norm": 7.656909465789795, + "timestamp": "2025-07-14T12:34:55.681963" + }, + { + "epoch": 2274, + "batch_idx": 32, + "loss": 0.30880048871040344, + "learning_rate": 4.560015882197996e-05, + "timestep_mean": 488.40625, + "epsilon_norm": 7.589737415313721, + "prediction_norm": 6.146371841430664, + "timestamp": "2025-07-14T12:34:55.687099" + }, + { + "epoch": 2274, + "batch_idx": 64, + "loss": 0.1582985818386078, + "learning_rate": 4.560015882197996e-05, + "timestep_mean": 492.4375, + "epsilon_norm": 7.671225070953369, + "prediction_norm": 7.08497428894043, + "timestamp": "2025-07-14T12:34:55.692955" + }, + { + "epoch": 2274, + "batch_idx": 96, + "loss": 0.3487001657485962, + "learning_rate": 4.560015882197996e-05, + "timestep_mean": 469.78125, + "epsilon_norm": 7.650694370269775, + "prediction_norm": 6.397622108459473, + "timestamp": "2025-07-14T12:34:55.698298" + }, + { + "epoch": 2274, + "batch_idx": 128, + "loss": 0.2755580246448517, + "learning_rate": 4.560015882197996e-05, + "timestep_mean": 495.0, + "epsilon_norm": 7.945795059204102, + "prediction_norm": 6.454809665679932, + "timestamp": "2025-07-14T12:34:55.703758" + }, + { + "epoch": 2274, + "batch_idx": 160, + "loss": 0.19262191653251648, + "learning_rate": 4.560015882197996e-05, + "timestep_mean": 488.84375, + "epsilon_norm": 8.067846298217773, + "prediction_norm": 7.167858123779297, + "timestamp": "2025-07-14T12:34:55.709139" + }, + { + "epoch": 2274, + "batch_idx": 192, + "loss": 0.144901305437088, + "learning_rate": 4.560015882197996e-05, + "timestep_mean": 584.125, + "epsilon_norm": 3.7216761112213135, + "prediction_norm": 3.443676710128784, + "timestamp": "2025-07-14T12:34:55.714240" + }, + { + "epoch": 2275, + "batch_idx": 0, + "loss": 0.3111084997653961, + "learning_rate": 4.592841308745946e-05, + "timestep_mean": 507.0625, + "epsilon_norm": 8.022066116333008, + "prediction_norm": 6.781866550445557, + "timestamp": "2025-07-14T12:34:55.719470" + }, + { + "epoch": 2275, + "batch_idx": 32, + "loss": 0.20697595179080963, + "learning_rate": 4.592841308745946e-05, + "timestep_mean": 476.71875, + "epsilon_norm": 7.411568641662598, + "prediction_norm": 6.189743995666504, + "timestamp": "2025-07-14T12:34:55.724655" + }, + { + "epoch": 2275, + "batch_idx": 64, + "loss": 0.2531285881996155, + "learning_rate": 4.592841308745946e-05, + "timestep_mean": 512.3125, + "epsilon_norm": 7.8288893699646, + "prediction_norm": 6.737571716308594, + "timestamp": "2025-07-14T12:34:55.729964" + }, + { + "epoch": 2275, + "batch_idx": 96, + "loss": 0.17704597115516663, + "learning_rate": 4.592841308745946e-05, + "timestep_mean": 471.6875, + "epsilon_norm": 7.68312931060791, + "prediction_norm": 6.731707572937012, + "timestamp": "2025-07-14T12:34:55.735071" + }, + { + "epoch": 2275, + "batch_idx": 128, + "loss": 0.3587039113044739, + "learning_rate": 4.592841308745946e-05, + "timestep_mean": 472.71875, + "epsilon_norm": 8.295510292053223, + "prediction_norm": 6.661843776702881, + "timestamp": "2025-07-14T12:34:55.740236" + }, + { + "epoch": 2275, + "batch_idx": 160, + "loss": 0.35500723123550415, + "learning_rate": 4.592841308745946e-05, + "timestep_mean": 453.09375, + "epsilon_norm": 8.604976654052734, + "prediction_norm": 6.806029319763184, + "timestamp": "2025-07-14T12:34:55.745269" + }, + { + "epoch": 2275, + "batch_idx": 192, + "loss": 0.42604732513427734, + "learning_rate": 4.592841308745946e-05, + "timestep_mean": 560.375, + "epsilon_norm": 4.019279479980469, + "prediction_norm": 3.003419876098633, + "timestamp": "2025-07-14T12:34:55.750531" + }, + { + "epoch": 2276, + "batch_idx": 0, + "loss": 0.26712268590927124, + "learning_rate": 4.625778772944164e-05, + "timestep_mean": 487.28125, + "epsilon_norm": 7.719787120819092, + "prediction_norm": 5.971258640289307, + "timestamp": "2025-07-14T12:34:55.755639" + }, + { + "epoch": 2276, + "batch_idx": 32, + "loss": 0.17193660140037537, + "learning_rate": 4.625778772944164e-05, + "timestep_mean": 518.0, + "epsilon_norm": 7.0790019035339355, + "prediction_norm": 6.470602512359619, + "timestamp": "2025-07-14T12:34:55.760774" + }, + { + "epoch": 2276, + "batch_idx": 64, + "loss": 0.23105494678020477, + "learning_rate": 4.625778772944164e-05, + "timestep_mean": 581.96875, + "epsilon_norm": 8.978827476501465, + "prediction_norm": 8.047407150268555, + "timestamp": "2025-07-14T12:34:55.765982" + }, + { + "epoch": 2276, + "batch_idx": 96, + "loss": 0.39342015981674194, + "learning_rate": 4.625778772944164e-05, + "timestep_mean": 390.78125, + "epsilon_norm": 8.545708656311035, + "prediction_norm": 6.894431114196777, + "timestamp": "2025-07-14T12:34:55.771246" + }, + { + "epoch": 2276, + "batch_idx": 128, + "loss": 0.35378730297088623, + "learning_rate": 4.625778772944164e-05, + "timestep_mean": 372.5625, + "epsilon_norm": 8.853596687316895, + "prediction_norm": 7.631654262542725, + "timestamp": "2025-07-14T12:34:55.776427" + }, + { + "epoch": 2276, + "batch_idx": 160, + "loss": 0.48196738958358765, + "learning_rate": 4.625778772944164e-05, + "timestep_mean": 471.46875, + "epsilon_norm": 8.644253730773926, + "prediction_norm": 5.765547275543213, + "timestamp": "2025-07-14T12:34:55.781540" + }, + { + "epoch": 2276, + "batch_idx": 192, + "loss": 0.16622725129127502, + "learning_rate": 4.625778772944164e-05, + "timestep_mean": 542.75, + "epsilon_norm": 4.376646518707275, + "prediction_norm": 3.8018672466278076, + "timestamp": "2025-07-14T12:34:55.786776" + }, + { + "epoch": 2277, + "batch_idx": 0, + "loss": 0.14567483961582184, + "learning_rate": 4.658828193522738e-05, + "timestep_mean": 462.9375, + "epsilon_norm": 6.976831436157227, + "prediction_norm": 5.836800575256348, + "timestamp": "2025-07-14T12:34:55.792476" + }, + { + "epoch": 2277, + "batch_idx": 32, + "loss": 0.20020759105682373, + "learning_rate": 4.658828193522738e-05, + "timestep_mean": 509.28125, + "epsilon_norm": 6.894193649291992, + "prediction_norm": 5.875478744506836, + "timestamp": "2025-07-14T12:34:55.797541" + }, + { + "epoch": 2277, + "batch_idx": 64, + "loss": 0.12361107766628265, + "learning_rate": 4.658828193522738e-05, + "timestep_mean": 528.46875, + "epsilon_norm": 7.497558116912842, + "prediction_norm": 7.208860397338867, + "timestamp": "2025-07-14T12:34:55.802618" + }, + { + "epoch": 2277, + "batch_idx": 96, + "loss": 0.22512832283973694, + "learning_rate": 4.658828193522738e-05, + "timestep_mean": 431.5, + "epsilon_norm": 7.531618118286133, + "prediction_norm": 6.306921005249023, + "timestamp": "2025-07-14T12:34:55.807671" + }, + { + "epoch": 2277, + "batch_idx": 128, + "loss": 0.2755523920059204, + "learning_rate": 4.658828193522738e-05, + "timestep_mean": 408.25, + "epsilon_norm": 7.587795734405518, + "prediction_norm": 6.501263618469238, + "timestamp": "2025-07-14T12:34:55.812575" + }, + { + "epoch": 2277, + "batch_idx": 160, + "loss": 0.5496054291725159, + "learning_rate": 4.658828193522738e-05, + "timestep_mean": 337.4375, + "epsilon_norm": 8.099444389343262, + "prediction_norm": 6.101632595062256, + "timestamp": "2025-07-14T12:34:55.817513" + }, + { + "epoch": 2277, + "batch_idx": 192, + "loss": 0.1260148584842682, + "learning_rate": 4.658828193522738e-05, + "timestep_mean": 625.875, + "epsilon_norm": 4.298640251159668, + "prediction_norm": 3.978738307952881, + "timestamp": "2025-07-14T12:34:55.822432" + }, + { + "epoch": 2278, + "batch_idx": 0, + "loss": 0.1757003515958786, + "learning_rate": 4.691989488935513e-05, + "timestep_mean": 454.8125, + "epsilon_norm": 7.689565181732178, + "prediction_norm": 6.867109775543213, + "timestamp": "2025-07-14T12:34:55.827305" + }, + { + "epoch": 2278, + "batch_idx": 32, + "loss": 0.4528547525405884, + "learning_rate": 4.691989488935513e-05, + "timestep_mean": 500.6875, + "epsilon_norm": 8.570882797241211, + "prediction_norm": 6.154420375823975, + "timestamp": "2025-07-14T12:34:55.832224" + }, + { + "epoch": 2278, + "batch_idx": 64, + "loss": 0.31565868854522705, + "learning_rate": 4.691989488935513e-05, + "timestep_mean": 592.875, + "epsilon_norm": 9.002718925476074, + "prediction_norm": 8.136733055114746, + "timestamp": "2025-07-14T12:34:55.837066" + }, + { + "epoch": 2278, + "batch_idx": 96, + "loss": 0.21303200721740723, + "learning_rate": 4.691989488935513e-05, + "timestep_mean": 455.03125, + "epsilon_norm": 6.358805179595947, + "prediction_norm": 5.330104827880859, + "timestamp": "2025-07-14T12:34:55.842054" + }, + { + "epoch": 2278, + "batch_idx": 128, + "loss": 0.12514808773994446, + "learning_rate": 4.691989488935513e-05, + "timestep_mean": 531.34375, + "epsilon_norm": 6.5006022453308105, + "prediction_norm": 5.568521976470947, + "timestamp": "2025-07-14T12:34:55.846898" + }, + { + "epoch": 2278, + "batch_idx": 160, + "loss": 0.255453497171402, + "learning_rate": 4.691989488935513e-05, + "timestep_mean": 408.0625, + "epsilon_norm": 7.503598213195801, + "prediction_norm": 6.58780574798584, + "timestamp": "2025-07-14T12:34:55.851753" + }, + { + "epoch": 2278, + "batch_idx": 192, + "loss": 0.3530977964401245, + "learning_rate": 4.691989488935513e-05, + "timestep_mean": 503.5, + "epsilon_norm": 5.495978832244873, + "prediction_norm": 5.033856391906738, + "timestamp": "2025-07-14T12:34:55.856622" + }, + { + "epoch": 2279, + "batch_idx": 0, + "loss": 0.1560976505279541, + "learning_rate": 4.7252625773602865e-05, + "timestep_mean": 524.0625, + "epsilon_norm": 6.086991310119629, + "prediction_norm": 5.758582592010498, + "timestamp": "2025-07-14T12:34:55.861509" + }, + { + "epoch": 2279, + "batch_idx": 32, + "loss": 0.37073981761932373, + "learning_rate": 4.7252625773602865e-05, + "timestep_mean": 521.90625, + "epsilon_norm": 9.928285598754883, + "prediction_norm": 8.158583641052246, + "timestamp": "2025-07-14T12:34:55.866350" + }, + { + "epoch": 2279, + "batch_idx": 64, + "loss": 0.10971613228321075, + "learning_rate": 4.7252625773602865e-05, + "timestep_mean": 652.8125, + "epsilon_norm": 7.9764251708984375, + "prediction_norm": 7.017088413238525, + "timestamp": "2025-07-14T12:34:55.871296" + }, + { + "epoch": 2279, + "batch_idx": 96, + "loss": 0.20990215241909027, + "learning_rate": 4.7252625773602865e-05, + "timestep_mean": 561.03125, + "epsilon_norm": 8.72106647491455, + "prediction_norm": 7.133674144744873, + "timestamp": "2025-07-14T12:34:55.876199" + }, + { + "epoch": 2279, + "batch_idx": 128, + "loss": 0.26896828413009644, + "learning_rate": 4.7252625773602865e-05, + "timestep_mean": 473.15625, + "epsilon_norm": 7.621956825256348, + "prediction_norm": 6.799654483795166, + "timestamp": "2025-07-14T12:34:55.881124" + }, + { + "epoch": 2279, + "batch_idx": 160, + "loss": 0.41773873567581177, + "learning_rate": 4.7252625773602865e-05, + "timestep_mean": 519.0625, + "epsilon_norm": 8.273050308227539, + "prediction_norm": 7.00136137008667, + "timestamp": "2025-07-14T12:34:55.885980" + }, + { + "epoch": 2279, + "batch_idx": 192, + "loss": 0.12387998402118683, + "learning_rate": 4.7252625773602865e-05, + "timestep_mean": 597.625, + "epsilon_norm": 4.5511932373046875, + "prediction_norm": 4.127173900604248, + "timestamp": "2025-07-14T12:34:55.890848" + }, + { + "epoch": 2280, + "batch_idx": 0, + "loss": 0.26304346323013306, + "learning_rate": 4.758647376699035e-05, + "timestep_mean": 524.9375, + "epsilon_norm": 7.8408918380737305, + "prediction_norm": 6.561542987823486, + "timestamp": "2025-07-14T12:34:55.895682" + }, + { + "epoch": 2280, + "batch_idx": 32, + "loss": 0.2141161859035492, + "learning_rate": 4.758647376699035e-05, + "timestep_mean": 508.03125, + "epsilon_norm": 7.459468841552734, + "prediction_norm": 6.492082118988037, + "timestamp": "2025-07-14T12:34:55.900610" + }, + { + "epoch": 2280, + "batch_idx": 64, + "loss": 0.308706670999527, + "learning_rate": 4.758647376699035e-05, + "timestep_mean": 463.65625, + "epsilon_norm": 8.329398155212402, + "prediction_norm": 6.933418273925781, + "timestamp": "2025-07-14T12:34:55.905503" + }, + { + "epoch": 2280, + "batch_idx": 96, + "loss": 0.17159691452980042, + "learning_rate": 4.758647376699035e-05, + "timestep_mean": 532.28125, + "epsilon_norm": 7.5002312660217285, + "prediction_norm": 7.041795253753662, + "timestamp": "2025-07-14T12:34:55.910362" + }, + { + "epoch": 2280, + "batch_idx": 128, + "loss": 0.2739919424057007, + "learning_rate": 4.758647376699035e-05, + "timestep_mean": 537.53125, + "epsilon_norm": 7.469657897949219, + "prediction_norm": 6.012845039367676, + "timestamp": "2025-07-14T12:34:55.915293" + }, + { + "epoch": 2280, + "batch_idx": 160, + "loss": 0.25673437118530273, + "learning_rate": 4.758647376699035e-05, + "timestep_mean": 472.9375, + "epsilon_norm": 7.178996562957764, + "prediction_norm": 6.052853107452393, + "timestamp": "2025-07-14T12:34:55.920253" + }, + { + "epoch": 2280, + "batch_idx": 192, + "loss": 0.08226963132619858, + "learning_rate": 4.758647376699035e-05, + "timestep_mean": 516.5, + "epsilon_norm": 3.8556618690490723, + "prediction_norm": 3.8499534130096436, + "timestamp": "2025-07-14T12:34:55.925125" + }, + { + "epoch": 2281, + "batch_idx": 0, + "loss": 0.17946693301200867, + "learning_rate": 4.792143804578045e-05, + "timestep_mean": 604.5625, + "epsilon_norm": 8.466662406921387, + "prediction_norm": 7.39377498626709, + "timestamp": "2025-07-14T12:34:55.930018" + }, + { + "epoch": 2281, + "batch_idx": 32, + "loss": 0.2848159074783325, + "learning_rate": 4.792143804578045e-05, + "timestep_mean": 475.84375, + "epsilon_norm": 7.905838489532471, + "prediction_norm": 6.7819132804870605, + "timestamp": "2025-07-14T12:34:55.934859" + }, + { + "epoch": 2281, + "batch_idx": 64, + "loss": 0.35313329100608826, + "learning_rate": 4.792143804578045e-05, + "timestep_mean": 355.46875, + "epsilon_norm": 8.406563758850098, + "prediction_norm": 6.6520609855651855, + "timestamp": "2025-07-14T12:34:55.939731" + }, + { + "epoch": 2281, + "batch_idx": 96, + "loss": 0.3796162009239197, + "learning_rate": 4.792143804578045e-05, + "timestep_mean": 457.9375, + "epsilon_norm": 7.901422023773193, + "prediction_norm": 6.301486968994141, + "timestamp": "2025-07-14T12:34:55.944546" + }, + { + "epoch": 2281, + "batch_idx": 128, + "loss": 0.22046734392642975, + "learning_rate": 4.792143804578045e-05, + "timestep_mean": 506.125, + "epsilon_norm": 8.12814712524414, + "prediction_norm": 7.140345573425293, + "timestamp": "2025-07-14T12:34:55.949409" + }, + { + "epoch": 2281, + "batch_idx": 160, + "loss": 0.16818925738334656, + "learning_rate": 4.792143804578045e-05, + "timestep_mean": 495.5, + "epsilon_norm": 7.913567543029785, + "prediction_norm": 7.312149524688721, + "timestamp": "2025-07-14T12:34:55.954256" + }, + { + "epoch": 2281, + "batch_idx": 192, + "loss": 0.26578715443611145, + "learning_rate": 4.792143804578045e-05, + "timestep_mean": 552.625, + "epsilon_norm": 4.55648136138916, + "prediction_norm": 4.053032875061035, + "timestamp": "2025-07-14T12:34:55.959092" + }, + { + "epoch": 2282, + "batch_idx": 0, + "loss": 0.2058205008506775, + "learning_rate": 4.8257517783482616e-05, + "timestep_mean": 606.5, + "epsilon_norm": 8.723034858703613, + "prediction_norm": 7.187193393707275, + "timestamp": "2025-07-14T12:34:55.963906" + }, + { + "epoch": 2282, + "batch_idx": 32, + "loss": 0.17044246196746826, + "learning_rate": 4.8257517783482616e-05, + "timestep_mean": 484.375, + "epsilon_norm": 8.107230186462402, + "prediction_norm": 7.137983798980713, + "timestamp": "2025-07-14T12:34:55.968752" + }, + { + "epoch": 2282, + "batch_idx": 64, + "loss": 0.24783168733119965, + "learning_rate": 4.8257517783482616e-05, + "timestep_mean": 457.71875, + "epsilon_norm": 6.822952747344971, + "prediction_norm": 5.980834007263184, + "timestamp": "2025-07-14T12:34:55.973573" + }, + { + "epoch": 2282, + "batch_idx": 96, + "loss": 0.23706303536891937, + "learning_rate": 4.8257517783482616e-05, + "timestep_mean": 480.5625, + "epsilon_norm": 7.854062080383301, + "prediction_norm": 6.274496555328369, + "timestamp": "2025-07-14T12:34:55.978407" + }, + { + "epoch": 2282, + "batch_idx": 128, + "loss": 0.204517662525177, + "learning_rate": 4.8257517783482616e-05, + "timestep_mean": 510.3125, + "epsilon_norm": 8.229681968688965, + "prediction_norm": 7.194408416748047, + "timestamp": "2025-07-14T12:34:55.983260" + }, + { + "epoch": 2282, + "batch_idx": 160, + "loss": 0.18948696553707123, + "learning_rate": 4.8257517783482616e-05, + "timestep_mean": 428.09375, + "epsilon_norm": 7.82216739654541, + "prediction_norm": 6.805300235748291, + "timestamp": "2025-07-14T12:34:55.988197" + }, + { + "epoch": 2282, + "batch_idx": 192, + "loss": 0.0918477475643158, + "learning_rate": 4.8257517783482616e-05, + "timestep_mean": 472.125, + "epsilon_norm": 3.5021040439605713, + "prediction_norm": 3.0067191123962402, + "timestamp": "2025-07-14T12:34:55.993015" + }, + { + "epoch": 2283, + "batch_idx": 0, + "loss": 0.3496863842010498, + "learning_rate": 4.859471215085323e-05, + "timestep_mean": 384.875, + "epsilon_norm": 8.555559158325195, + "prediction_norm": 6.65933895111084, + "timestamp": "2025-07-14T12:34:55.997878" + }, + { + "epoch": 2283, + "batch_idx": 32, + "loss": 0.48779240250587463, + "learning_rate": 4.859471215085323e-05, + "timestep_mean": 457.125, + "epsilon_norm": 8.18569564819336, + "prediction_norm": 6.436384201049805, + "timestamp": "2025-07-14T12:34:56.002680" + }, + { + "epoch": 2283, + "batch_idx": 64, + "loss": 0.3343515396118164, + "learning_rate": 4.859471215085323e-05, + "timestep_mean": 390.53125, + "epsilon_norm": 9.114313125610352, + "prediction_norm": 7.664881706237793, + "timestamp": "2025-07-14T12:34:56.007523" + }, + { + "epoch": 2283, + "batch_idx": 96, + "loss": 0.2852006256580353, + "learning_rate": 4.859471215085323e-05, + "timestep_mean": 478.84375, + "epsilon_norm": 8.341557502746582, + "prediction_norm": 7.296973705291748, + "timestamp": "2025-07-14T12:34:56.012369" + }, + { + "epoch": 2283, + "batch_idx": 128, + "loss": 0.2886160910129547, + "learning_rate": 4.859471215085323e-05, + "timestep_mean": 492.875, + "epsilon_norm": 7.143287181854248, + "prediction_norm": 5.762724876403809, + "timestamp": "2025-07-14T12:34:56.017303" + }, + { + "epoch": 2283, + "batch_idx": 160, + "loss": 0.11146443337202072, + "learning_rate": 4.859471215085323e-05, + "timestep_mean": 526.90625, + "epsilon_norm": 7.928872585296631, + "prediction_norm": 7.5266008377075195, + "timestamp": "2025-07-14T12:34:56.022306" + }, + { + "epoch": 2283, + "batch_idx": 192, + "loss": 1.2751952409744263, + "learning_rate": 4.859471215085323e-05, + "timestep_mean": 470.875, + "epsilon_norm": 5.578515529632568, + "prediction_norm": 3.152505874633789, + "timestamp": "2025-07-14T12:34:56.027272" + }, + { + "epoch": 2284, + "batch_idx": 0, + "loss": 0.2426401972770691, + "learning_rate": 4.893302031589861e-05, + "timestep_mean": 541.03125, + "epsilon_norm": 7.439604759216309, + "prediction_norm": 6.100200176239014, + "timestamp": "2025-07-14T12:34:56.032202" + }, + { + "epoch": 2284, + "batch_idx": 32, + "loss": 0.15117532014846802, + "learning_rate": 4.893302031589861e-05, + "timestep_mean": 569.9375, + "epsilon_norm": 9.023855209350586, + "prediction_norm": 8.097776412963867, + "timestamp": "2025-07-14T12:34:56.037098" + }, + { + "epoch": 2284, + "batch_idx": 64, + "loss": 0.1325233429670334, + "learning_rate": 4.893302031589861e-05, + "timestep_mean": 655.875, + "epsilon_norm": 8.345637321472168, + "prediction_norm": 7.709322452545166, + "timestamp": "2025-07-14T12:34:56.041975" + }, + { + "epoch": 2284, + "batch_idx": 96, + "loss": 0.2650221884250641, + "learning_rate": 4.893302031589861e-05, + "timestep_mean": 559.21875, + "epsilon_norm": 7.583968639373779, + "prediction_norm": 6.752447128295898, + "timestamp": "2025-07-14T12:34:56.046888" + }, + { + "epoch": 2284, + "batch_idx": 128, + "loss": 0.30508852005004883, + "learning_rate": 4.893302031589861e-05, + "timestep_mean": 497.125, + "epsilon_norm": 8.293889045715332, + "prediction_norm": 6.5362420082092285, + "timestamp": "2025-07-14T12:34:56.051852" + }, + { + "epoch": 2284, + "batch_idx": 160, + "loss": 0.21364013850688934, + "learning_rate": 4.893302031589861e-05, + "timestep_mean": 531.875, + "epsilon_norm": 8.287521362304688, + "prediction_norm": 7.871005058288574, + "timestamp": "2025-07-14T12:34:56.056890" + }, + { + "epoch": 2284, + "batch_idx": 192, + "loss": 0.1404946744441986, + "learning_rate": 4.893302031589861e-05, + "timestep_mean": 492.75, + "epsilon_norm": 3.2628016471862793, + "prediction_norm": 3.4325966835021973, + "timestamp": "2025-07-14T12:34:56.061991" + }, + { + "epoch": 2285, + "batch_idx": 0, + "loss": 0.26683881878852844, + "learning_rate": 4.927244144387724e-05, + "timestep_mean": 586.6875, + "epsilon_norm": 7.9991865158081055, + "prediction_norm": 6.87736177444458, + "timestamp": "2025-07-14T12:34:56.067075" + }, + { + "epoch": 2285, + "batch_idx": 32, + "loss": 0.24914194643497467, + "learning_rate": 4.927244144387724e-05, + "timestep_mean": 460.25, + "epsilon_norm": 7.757663249969482, + "prediction_norm": 6.6162109375, + "timestamp": "2025-07-14T12:34:56.072203" + }, + { + "epoch": 2285, + "batch_idx": 64, + "loss": 0.2290855497121811, + "learning_rate": 4.927244144387724e-05, + "timestep_mean": 475.15625, + "epsilon_norm": 8.093914985656738, + "prediction_norm": 6.9924187660217285, + "timestamp": "2025-07-14T12:34:56.077282" + }, + { + "epoch": 2285, + "batch_idx": 96, + "loss": 0.3357902467250824, + "learning_rate": 4.927244144387724e-05, + "timestep_mean": 514.53125, + "epsilon_norm": 8.07552719116211, + "prediction_norm": 6.61718225479126, + "timestamp": "2025-07-14T12:34:56.082339" + }, + { + "epoch": 2285, + "batch_idx": 128, + "loss": 0.205536350607872, + "learning_rate": 4.927244144387724e-05, + "timestep_mean": 526.96875, + "epsilon_norm": 7.1899847984313965, + "prediction_norm": 6.521572113037109, + "timestamp": "2025-07-14T12:34:56.087438" + }, + { + "epoch": 2285, + "batch_idx": 160, + "loss": 0.22616742551326752, + "learning_rate": 4.927244144387724e-05, + "timestep_mean": 530.59375, + "epsilon_norm": 7.673978805541992, + "prediction_norm": 6.494936943054199, + "timestamp": "2025-07-14T12:34:56.092439" + }, + { + "epoch": 2285, + "batch_idx": 192, + "loss": 0.6378246545791626, + "learning_rate": 4.927244144387724e-05, + "timestep_mean": 584.0, + "epsilon_norm": 4.554463863372803, + "prediction_norm": 3.3177618980407715, + "timestamp": "2025-07-14T12:34:56.097398" + }, + { + "epoch": 2286, + "batch_idx": 0, + "loss": 0.3004917502403259, + "learning_rate": 4.9612974697301e-05, + "timestep_mean": 473.5625, + "epsilon_norm": 8.452743530273438, + "prediction_norm": 7.3616623878479, + "timestamp": "2025-07-14T12:34:56.102499" + }, + { + "epoch": 2286, + "batch_idx": 32, + "loss": 0.28449344635009766, + "learning_rate": 4.9612974697301e-05, + "timestep_mean": 505.84375, + "epsilon_norm": 7.179260730743408, + "prediction_norm": 5.3822245597839355, + "timestamp": "2025-07-14T12:34:56.107661" + }, + { + "epoch": 2286, + "batch_idx": 64, + "loss": 0.2457275092601776, + "learning_rate": 4.9612974697301e-05, + "timestep_mean": 528.8125, + "epsilon_norm": 8.001341819763184, + "prediction_norm": 6.329434871673584, + "timestamp": "2025-07-14T12:34:56.112960" + }, + { + "epoch": 2286, + "batch_idx": 96, + "loss": 0.17725595831871033, + "learning_rate": 4.9612974697301e-05, + "timestep_mean": 534.0625, + "epsilon_norm": 6.659813404083252, + "prediction_norm": 5.7636823654174805, + "timestamp": "2025-07-14T12:34:56.118015" + }, + { + "epoch": 2286, + "batch_idx": 128, + "loss": 0.3457549810409546, + "learning_rate": 4.9612974697301e-05, + "timestep_mean": 430.34375, + "epsilon_norm": 7.328707695007324, + "prediction_norm": 5.721480369567871, + "timestamp": "2025-07-14T12:34:56.122932" + }, + { + "epoch": 2286, + "batch_idx": 160, + "loss": 0.2683712840080261, + "learning_rate": 4.9612974697301e-05, + "timestep_mean": 490.125, + "epsilon_norm": 8.2217378616333, + "prediction_norm": 6.651997089385986, + "timestamp": "2025-07-14T12:34:56.127917" + }, + { + "epoch": 2286, + "batch_idx": 192, + "loss": 0.3283061683177948, + "learning_rate": 4.9612974697301e-05, + "timestep_mean": 379.875, + "epsilon_norm": 2.761931896209717, + "prediction_norm": 2.227968215942383, + "timestamp": "2025-07-14T12:34:56.132843" + }, + { + "epoch": 2287, + "batch_idx": 0, + "loss": 0.41710156202316284, + "learning_rate": 4.995461923593811e-05, + "timestep_mean": 487.71875, + "epsilon_norm": 8.120024681091309, + "prediction_norm": 6.096289157867432, + "timestamp": "2025-07-14T12:34:56.137989" + }, + { + "epoch": 2287, + "batch_idx": 32, + "loss": 0.3204594850540161, + "learning_rate": 4.995461923593811e-05, + "timestep_mean": 469.4375, + "epsilon_norm": 6.787332057952881, + "prediction_norm": 5.79341983795166, + "timestamp": "2025-07-14T12:34:56.143043" + }, + { + "epoch": 2287, + "batch_idx": 64, + "loss": 0.4046591520309448, + "learning_rate": 4.995461923593811e-05, + "timestep_mean": 530.09375, + "epsilon_norm": 9.664551734924316, + "prediction_norm": 8.34450912475586, + "timestamp": "2025-07-14T12:34:56.148063" + }, + { + "epoch": 2287, + "batch_idx": 96, + "loss": 0.1941850185394287, + "learning_rate": 4.995461923593811e-05, + "timestep_mean": 522.90625, + "epsilon_norm": 8.10787582397461, + "prediction_norm": 6.933799743652344, + "timestamp": "2025-07-14T12:34:56.153224" + }, + { + "epoch": 2287, + "batch_idx": 128, + "loss": 0.09467068314552307, + "learning_rate": 4.995461923593811e-05, + "timestep_mean": 597.96875, + "epsilon_norm": 8.422752380371094, + "prediction_norm": 8.329290390014648, + "timestamp": "2025-07-14T12:34:56.158171" + }, + { + "epoch": 2287, + "batch_idx": 160, + "loss": 0.4986458122730255, + "learning_rate": 4.995461923593811e-05, + "timestep_mean": 414.59375, + "epsilon_norm": 8.604537963867188, + "prediction_norm": 6.22605037689209, + "timestamp": "2025-07-14T12:34:56.163396" + }, + { + "epoch": 2287, + "batch_idx": 192, + "loss": 0.2902880311012268, + "learning_rate": 4.995461923593811e-05, + "timestep_mean": 573.625, + "epsilon_norm": 4.632201671600342, + "prediction_norm": 4.0935211181640625, + "timestamp": "2025-07-14T12:34:56.168423" + }, + { + "epoch": 2288, + "batch_idx": 0, + "loss": 0.3951537609100342, + "learning_rate": 5.029737421681461e-05, + "timestep_mean": 506.875, + "epsilon_norm": 9.171256065368652, + "prediction_norm": 6.790978908538818, + "timestamp": "2025-07-14T12:34:56.173490" + }, + { + "epoch": 2288, + "batch_idx": 32, + "loss": 0.23916015028953552, + "learning_rate": 5.029737421681461e-05, + "timestep_mean": 462.75, + "epsilon_norm": 8.373416900634766, + "prediction_norm": 7.198589324951172, + "timestamp": "2025-07-14T12:34:56.178637" + }, + { + "epoch": 2288, + "batch_idx": 64, + "loss": 0.27649688720703125, + "learning_rate": 5.029737421681461e-05, + "timestep_mean": 482.03125, + "epsilon_norm": 8.030891418457031, + "prediction_norm": 6.372375965118408, + "timestamp": "2025-07-14T12:34:56.183728" + }, + { + "epoch": 2288, + "batch_idx": 96, + "loss": 0.25103050470352173, + "learning_rate": 5.029737421681461e-05, + "timestep_mean": 549.71875, + "epsilon_norm": 7.685946941375732, + "prediction_norm": 7.018520832061768, + "timestamp": "2025-07-14T12:34:56.188930" + }, + { + "epoch": 2288, + "batch_idx": 128, + "loss": 0.19799670577049255, + "learning_rate": 5.029737421681461e-05, + "timestep_mean": 487.4375, + "epsilon_norm": 7.139477729797363, + "prediction_norm": 5.601950645446777, + "timestamp": "2025-07-14T12:34:56.194084" + }, + { + "epoch": 2288, + "batch_idx": 160, + "loss": 0.1982724666595459, + "learning_rate": 5.029737421681461e-05, + "timestep_mean": 508.875, + "epsilon_norm": 7.103512763977051, + "prediction_norm": 6.633593559265137, + "timestamp": "2025-07-14T12:34:56.199180" + }, + { + "epoch": 2288, + "batch_idx": 192, + "loss": 0.17608335614204407, + "learning_rate": 5.029737421681461e-05, + "timestep_mean": 725.125, + "epsilon_norm": 3.7738959789276123, + "prediction_norm": 3.383071184158325, + "timestamp": "2025-07-14T12:34:56.204471" + }, + { + "epoch": 2289, + "batch_idx": 0, + "loss": 0.36282575130462646, + "learning_rate": 5.0641238794216434e-05, + "timestep_mean": 575.28125, + "epsilon_norm": 7.90952730178833, + "prediction_norm": 6.477133274078369, + "timestamp": "2025-07-14T12:34:56.209621" + }, + { + "epoch": 2289, + "batch_idx": 32, + "loss": 0.3335084319114685, + "learning_rate": 5.0641238794216434e-05, + "timestep_mean": 544.40625, + "epsilon_norm": 8.02588939666748, + "prediction_norm": 6.671430587768555, + "timestamp": "2025-07-14T12:34:56.214695" + }, + { + "epoch": 2289, + "batch_idx": 64, + "loss": 0.31628042459487915, + "learning_rate": 5.0641238794216434e-05, + "timestep_mean": 479.75, + "epsilon_norm": 8.109726905822754, + "prediction_norm": 6.318804740905762, + "timestamp": "2025-07-14T12:34:56.219886" + }, + { + "epoch": 2289, + "batch_idx": 96, + "loss": 0.36900433897972107, + "learning_rate": 5.0641238794216434e-05, + "timestep_mean": 457.96875, + "epsilon_norm": 9.078258514404297, + "prediction_norm": 7.73287296295166, + "timestamp": "2025-07-14T12:34:56.224955" + }, + { + "epoch": 2289, + "batch_idx": 128, + "loss": 0.19247658550739288, + "learning_rate": 5.0641238794216434e-05, + "timestep_mean": 553.5, + "epsilon_norm": 9.165231704711914, + "prediction_norm": 8.909075736999512, + "timestamp": "2025-07-14T12:34:56.230076" + }, + { + "epoch": 2289, + "batch_idx": 160, + "loss": 0.17627516388893127, + "learning_rate": 5.0641238794216434e-05, + "timestep_mean": 554.21875, + "epsilon_norm": 8.181530952453613, + "prediction_norm": 7.278285026550293, + "timestamp": "2025-07-14T12:34:56.235166" + }, + { + "epoch": 2289, + "batch_idx": 192, + "loss": 0.07322780042886734, + "learning_rate": 5.0641238794216434e-05, + "timestep_mean": 452.125, + "epsilon_norm": 3.129676580429077, + "prediction_norm": 3.2843470573425293, + "timestamp": "2025-07-14T12:34:56.240221" + }, + { + "epoch": 2290, + "batch_idx": 0, + "loss": 0.18284092843532562, + "learning_rate": 5.098621211969227e-05, + "timestep_mean": 591.78125, + "epsilon_norm": 7.999612808227539, + "prediction_norm": 7.363385200500488, + "timestamp": "2025-07-14T12:34:56.245439" + }, + { + "epoch": 2290, + "batch_idx": 32, + "loss": 0.08475710451602936, + "learning_rate": 5.098621211969227e-05, + "timestep_mean": 598.4375, + "epsilon_norm": 7.660425186157227, + "prediction_norm": 7.519084930419922, + "timestamp": "2025-07-14T12:34:56.250733" + }, + { + "epoch": 2290, + "batch_idx": 64, + "loss": 0.5028380751609802, + "learning_rate": 5.098621211969227e-05, + "timestep_mean": 533.75, + "epsilon_norm": 8.497733116149902, + "prediction_norm": 6.066587924957275, + "timestamp": "2025-07-14T12:34:56.255849" + }, + { + "epoch": 2290, + "batch_idx": 96, + "loss": 0.2083314210176468, + "learning_rate": 5.098621211969227e-05, + "timestep_mean": 497.40625, + "epsilon_norm": 8.042678833007812, + "prediction_norm": 6.5305705070495605, + "timestamp": "2025-07-14T12:34:56.260892" + }, + { + "epoch": 2290, + "batch_idx": 128, + "loss": 0.2750145196914673, + "learning_rate": 5.098621211969227e-05, + "timestep_mean": 574.28125, + "epsilon_norm": 7.859809875488281, + "prediction_norm": 6.896103858947754, + "timestamp": "2025-07-14T12:34:56.265935" + }, + { + "epoch": 2290, + "batch_idx": 160, + "loss": 0.3406352996826172, + "learning_rate": 5.098621211969227e-05, + "timestep_mean": 443.125, + "epsilon_norm": 7.290460586547852, + "prediction_norm": 6.053735256195068, + "timestamp": "2025-07-14T12:34:56.271118" + }, + { + "epoch": 2290, + "batch_idx": 192, + "loss": 0.10636777430772781, + "learning_rate": 5.098621211969227e-05, + "timestep_mean": 600.625, + "epsilon_norm": 3.4567956924438477, + "prediction_norm": 3.1478230953216553, + "timestamp": "2025-07-14T12:34:56.276241" + }, + { + "epoch": 2291, + "batch_idx": 0, + "loss": 0.10322851687669754, + "learning_rate": 5.133229334205445e-05, + "timestep_mean": 576.625, + "epsilon_norm": 7.669719696044922, + "prediction_norm": 7.123345851898193, + "timestamp": "2025-07-14T12:34:56.281555" + }, + { + "epoch": 2291, + "batch_idx": 32, + "loss": 0.2055833339691162, + "learning_rate": 5.133229334205445e-05, + "timestep_mean": 485.8125, + "epsilon_norm": 8.356353759765625, + "prediction_norm": 6.838517189025879, + "timestamp": "2025-07-14T12:34:56.286647" + }, + { + "epoch": 2291, + "batch_idx": 64, + "loss": 0.10773633420467377, + "learning_rate": 5.133229334205445e-05, + "timestep_mean": 576.625, + "epsilon_norm": 7.711887359619141, + "prediction_norm": 7.167654991149902, + "timestamp": "2025-07-14T12:34:56.291819" + }, + { + "epoch": 2291, + "batch_idx": 96, + "loss": 0.2880651354789734, + "learning_rate": 5.133229334205445e-05, + "timestep_mean": 510.6875, + "epsilon_norm": 8.229646682739258, + "prediction_norm": 6.741303443908691, + "timestamp": "2025-07-14T12:34:56.297007" + }, + { + "epoch": 2291, + "batch_idx": 128, + "loss": 0.24880921840667725, + "learning_rate": 5.133229334205445e-05, + "timestep_mean": 467.65625, + "epsilon_norm": 8.360461235046387, + "prediction_norm": 6.831578254699707, + "timestamp": "2025-07-14T12:34:56.302133" + }, + { + "epoch": 2291, + "batch_idx": 160, + "loss": 0.47358059883117676, + "learning_rate": 5.133229334205445e-05, + "timestep_mean": 429.40625, + "epsilon_norm": 8.872891426086426, + "prediction_norm": 7.158336639404297, + "timestamp": "2025-07-14T12:34:56.307202" + }, + { + "epoch": 2291, + "batch_idx": 192, + "loss": 0.6500961780548096, + "learning_rate": 5.133229334205445e-05, + "timestep_mean": 380.25, + "epsilon_norm": 3.9571290016174316, + "prediction_norm": 2.4597978591918945, + "timestamp": "2025-07-14T12:34:56.312350" + }, + { + "epoch": 2292, + "batch_idx": 0, + "loss": 0.3084409832954407, + "learning_rate": 5.16794816073821e-05, + "timestep_mean": 492.3125, + "epsilon_norm": 8.881193161010742, + "prediction_norm": 7.693029880523682, + "timestamp": "2025-07-14T12:34:56.317571" + }, + { + "epoch": 2292, + "batch_idx": 32, + "loss": 0.2484499216079712, + "learning_rate": 5.16794816073821e-05, + "timestep_mean": 549.8125, + "epsilon_norm": 6.4747724533081055, + "prediction_norm": 5.410682678222656, + "timestamp": "2025-07-14T12:34:56.322550" + }, + { + "epoch": 2292, + "batch_idx": 64, + "loss": 0.2045523226261139, + "learning_rate": 5.16794816073821e-05, + "timestep_mean": 550.53125, + "epsilon_norm": 7.82608699798584, + "prediction_norm": 7.087782382965088, + "timestamp": "2025-07-14T12:34:56.327616" + }, + { + "epoch": 2292, + "batch_idx": 96, + "loss": 0.2472662776708603, + "learning_rate": 5.16794816073821e-05, + "timestep_mean": 547.3125, + "epsilon_norm": 8.012730598449707, + "prediction_norm": 7.448741912841797, + "timestamp": "2025-07-14T12:34:56.332849" + }, + { + "epoch": 2292, + "batch_idx": 128, + "loss": 0.18890805542469025, + "learning_rate": 5.16794816073821e-05, + "timestep_mean": 530.96875, + "epsilon_norm": 6.912955284118652, + "prediction_norm": 6.0032854080200195, + "timestamp": "2025-07-14T12:34:56.338222" + }, + { + "epoch": 2292, + "batch_idx": 160, + "loss": 0.12202130258083344, + "learning_rate": 5.16794816073821e-05, + "timestep_mean": 537.4375, + "epsilon_norm": 7.716407775878906, + "prediction_norm": 7.283902168273926, + "timestamp": "2025-07-14T12:34:56.343274" + }, + { + "epoch": 2292, + "batch_idx": 192, + "loss": 0.3796064257621765, + "learning_rate": 5.16794816073821e-05, + "timestep_mean": 358.375, + "epsilon_norm": 3.509958028793335, + "prediction_norm": 2.0784454345703125, + "timestamp": "2025-07-14T12:34:56.348344" + }, + { + "epoch": 2293, + "batch_idx": 0, + "loss": 0.2511433959007263, + "learning_rate": 5.2027776059022636e-05, + "timestep_mean": 484.0, + "epsilon_norm": 7.517512798309326, + "prediction_norm": 6.237220287322998, + "timestamp": "2025-07-14T12:34:56.353560" + }, + { + "epoch": 2293, + "batch_idx": 32, + "loss": 0.26815393567085266, + "learning_rate": 5.2027776059022636e-05, + "timestep_mean": 583.90625, + "epsilon_norm": 8.744573593139648, + "prediction_norm": 7.849466323852539, + "timestamp": "2025-07-14T12:34:56.358698" + }, + { + "epoch": 2293, + "batch_idx": 64, + "loss": 0.1713567078113556, + "learning_rate": 5.2027776059022636e-05, + "timestep_mean": 549.53125, + "epsilon_norm": 8.637301445007324, + "prediction_norm": 7.861236095428467, + "timestamp": "2025-07-14T12:34:56.363852" + }, + { + "epoch": 2293, + "batch_idx": 96, + "loss": 0.18915939331054688, + "learning_rate": 5.2027776059022636e-05, + "timestep_mean": 492.71875, + "epsilon_norm": 7.876934051513672, + "prediction_norm": 6.829017639160156, + "timestamp": "2025-07-14T12:34:56.369013" + }, + { + "epoch": 2293, + "batch_idx": 128, + "loss": 0.35084956884384155, + "learning_rate": 5.2027776059022636e-05, + "timestep_mean": 428.15625, + "epsilon_norm": 7.677058219909668, + "prediction_norm": 6.4916276931762695, + "timestamp": "2025-07-14T12:34:56.374045" + }, + { + "epoch": 2293, + "batch_idx": 160, + "loss": 0.3541925847530365, + "learning_rate": 5.2027776059022636e-05, + "timestep_mean": 524.71875, + "epsilon_norm": 8.787951469421387, + "prediction_norm": 7.554197788238525, + "timestamp": "2025-07-14T12:34:56.379259" + }, + { + "epoch": 2293, + "batch_idx": 192, + "loss": 0.3034401535987854, + "learning_rate": 5.2027776059022636e-05, + "timestep_mean": 487.125, + "epsilon_norm": 4.817756175994873, + "prediction_norm": 4.147158145904541, + "timestamp": "2025-07-14T12:34:56.384391" + }, + { + "epoch": 2294, + "batch_idx": 0, + "loss": 0.3238581120967865, + "learning_rate": 5.237717583759426e-05, + "timestep_mean": 461.4375, + "epsilon_norm": 7.8777008056640625, + "prediction_norm": 6.077123641967773, + "timestamp": "2025-07-14T12:34:56.389603" + }, + { + "epoch": 2294, + "batch_idx": 32, + "loss": 0.23402482271194458, + "learning_rate": 5.237717583759426e-05, + "timestep_mean": 499.5625, + "epsilon_norm": 8.83247184753418, + "prediction_norm": 8.502943992614746, + "timestamp": "2025-07-14T12:34:56.394803" + }, + { + "epoch": 2294, + "batch_idx": 64, + "loss": 0.162684828042984, + "learning_rate": 5.237717583759426e-05, + "timestep_mean": 560.625, + "epsilon_norm": 7.358288288116455, + "prediction_norm": 6.570675849914551, + "timestamp": "2025-07-14T12:34:56.399909" + }, + { + "epoch": 2294, + "batch_idx": 96, + "loss": 0.32098376750946045, + "learning_rate": 5.237717583759426e-05, + "timestep_mean": 535.53125, + "epsilon_norm": 7.724733829498291, + "prediction_norm": 6.6076812744140625, + "timestamp": "2025-07-14T12:34:56.405071" + }, + { + "epoch": 2294, + "batch_idx": 128, + "loss": 0.20859143137931824, + "learning_rate": 5.237717583759426e-05, + "timestep_mean": 412.25, + "epsilon_norm": 7.338778018951416, + "prediction_norm": 6.255876064300537, + "timestamp": "2025-07-14T12:34:56.409980" + }, + { + "epoch": 2294, + "batch_idx": 160, + "loss": 0.426358699798584, + "learning_rate": 5.237717583759426e-05, + "timestep_mean": 427.75, + "epsilon_norm": 7.636579513549805, + "prediction_norm": 5.867249965667725, + "timestamp": "2025-07-14T12:34:56.414924" + }, + { + "epoch": 2294, + "batch_idx": 192, + "loss": 0.34536948800086975, + "learning_rate": 5.237717583759426e-05, + "timestep_mean": 499.75, + "epsilon_norm": 3.432359457015991, + "prediction_norm": 2.761964797973633, + "timestamp": "2025-07-14T12:34:56.420137" + }, + { + "epoch": 2295, + "batch_idx": 0, + "loss": 0.47136324644088745, + "learning_rate": 5.272768008098754e-05, + "timestep_mean": 512.875, + "epsilon_norm": 7.965235233306885, + "prediction_norm": 5.28540563583374, + "timestamp": "2025-07-14T12:34:56.425385" + }, + { + "epoch": 2295, + "batch_idx": 32, + "loss": 0.3334987163543701, + "learning_rate": 5.272768008098754e-05, + "timestep_mean": 577.8125, + "epsilon_norm": 9.101564407348633, + "prediction_norm": 7.519506931304932, + "timestamp": "2025-07-14T12:34:56.430479" + }, + { + "epoch": 2295, + "batch_idx": 64, + "loss": 0.32891249656677246, + "learning_rate": 5.272768008098754e-05, + "timestep_mean": 462.59375, + "epsilon_norm": 7.779142379760742, + "prediction_norm": 6.401009559631348, + "timestamp": "2025-07-14T12:34:56.435607" + }, + { + "epoch": 2295, + "batch_idx": 96, + "loss": 0.3926718235015869, + "learning_rate": 5.272768008098754e-05, + "timestep_mean": 464.09375, + "epsilon_norm": 7.663327217102051, + "prediction_norm": 6.231934547424316, + "timestamp": "2025-07-14T12:34:56.440706" + }, + { + "epoch": 2295, + "batch_idx": 128, + "loss": 0.23599711060523987, + "learning_rate": 5.272768008098754e-05, + "timestep_mean": 527.4375, + "epsilon_norm": 7.977023124694824, + "prediction_norm": 6.718702793121338, + "timestamp": "2025-07-14T12:34:56.445873" + }, + { + "epoch": 2295, + "batch_idx": 160, + "loss": 0.44170522689819336, + "learning_rate": 5.272768008098754e-05, + "timestep_mean": 381.9375, + "epsilon_norm": 6.756991863250732, + "prediction_norm": 5.003628730773926, + "timestamp": "2025-07-14T12:34:56.451324" + }, + { + "epoch": 2295, + "batch_idx": 192, + "loss": 0.33669134974479675, + "learning_rate": 5.272768008098754e-05, + "timestep_mean": 426.0, + "epsilon_norm": 3.9663643836975098, + "prediction_norm": 3.140420913696289, + "timestamp": "2025-07-14T12:34:56.456329" + }, + { + "epoch": 2296, + "batch_idx": 0, + "loss": 0.37196314334869385, + "learning_rate": 5.307928792436816e-05, + "timestep_mean": 488.03125, + "epsilon_norm": 8.385790824890137, + "prediction_norm": 6.870016098022461, + "timestamp": "2025-07-14T12:34:56.461419" + }, + { + "epoch": 2296, + "batch_idx": 32, + "loss": 0.2807857096195221, + "learning_rate": 5.307928792436816e-05, + "timestep_mean": 470.375, + "epsilon_norm": 7.1967949867248535, + "prediction_norm": 5.641582012176514, + "timestamp": "2025-07-14T12:34:56.466579" + }, + { + "epoch": 2296, + "batch_idx": 64, + "loss": 0.18783064186573029, + "learning_rate": 5.307928792436816e-05, + "timestep_mean": 559.15625, + "epsilon_norm": 8.91834545135498, + "prediction_norm": 7.5453572273254395, + "timestamp": "2025-07-14T12:34:56.471483" + }, + { + "epoch": 2296, + "batch_idx": 96, + "loss": 0.24903196096420288, + "learning_rate": 5.307928792436816e-05, + "timestep_mean": 539.875, + "epsilon_norm": 7.511750221252441, + "prediction_norm": 6.5327277183532715, + "timestamp": "2025-07-14T12:34:56.476627" + }, + { + "epoch": 2296, + "batch_idx": 128, + "loss": 0.36571717262268066, + "learning_rate": 5.307928792436816e-05, + "timestep_mean": 510.96875, + "epsilon_norm": 7.6319899559021, + "prediction_norm": 5.856987476348877, + "timestamp": "2025-07-14T12:34:56.481723" + }, + { + "epoch": 2296, + "batch_idx": 160, + "loss": 0.21781831979751587, + "learning_rate": 5.307928792436816e-05, + "timestep_mean": 494.65625, + "epsilon_norm": 7.178933620452881, + "prediction_norm": 6.419722080230713, + "timestamp": "2025-07-14T12:34:56.486786" + }, + { + "epoch": 2296, + "batch_idx": 192, + "loss": 0.21126699447631836, + "learning_rate": 5.307928792436816e-05, + "timestep_mean": 671.625, + "epsilon_norm": 2.672891855239868, + "prediction_norm": 2.1316521167755127, + "timestamp": "2025-07-14T12:34:56.491901" + }, + { + "epoch": 2297, + "batch_idx": 0, + "loss": 0.33762556314468384, + "learning_rate": 5.343199850017887e-05, + "timestep_mean": 465.5, + "epsilon_norm": 7.568611145019531, + "prediction_norm": 6.239960670471191, + "timestamp": "2025-07-14T12:34:56.496834" + }, + { + "epoch": 2297, + "batch_idx": 32, + "loss": 0.3136017322540283, + "learning_rate": 5.343199850017887e-05, + "timestep_mean": 470.8125, + "epsilon_norm": 7.21991491317749, + "prediction_norm": 6.329634189605713, + "timestamp": "2025-07-14T12:34:56.501721" + }, + { + "epoch": 2297, + "batch_idx": 64, + "loss": 0.28057539463043213, + "learning_rate": 5.343199850017887e-05, + "timestep_mean": 544.21875, + "epsilon_norm": 7.195251941680908, + "prediction_norm": 5.696454048156738, + "timestamp": "2025-07-14T12:34:56.506518" + }, + { + "epoch": 2297, + "batch_idx": 96, + "loss": 0.1979541778564453, + "learning_rate": 5.343199850017887e-05, + "timestep_mean": 533.8125, + "epsilon_norm": 7.8929243087768555, + "prediction_norm": 7.295807838439941, + "timestamp": "2025-07-14T12:34:56.511443" + }, + { + "epoch": 2297, + "batch_idx": 128, + "loss": 0.32255586981773376, + "learning_rate": 5.343199850017887e-05, + "timestep_mean": 464.28125, + "epsilon_norm": 8.557991027832031, + "prediction_norm": 7.0151801109313965, + "timestamp": "2025-07-14T12:34:56.516325" + }, + { + "epoch": 2297, + "batch_idx": 160, + "loss": 0.18132302165031433, + "learning_rate": 5.343199850017887e-05, + "timestep_mean": 511.03125, + "epsilon_norm": 8.288433074951172, + "prediction_norm": 7.979154586791992, + "timestamp": "2025-07-14T12:34:56.521349" + }, + { + "epoch": 2297, + "batch_idx": 192, + "loss": 0.2810071110725403, + "learning_rate": 5.343199850017887e-05, + "timestep_mean": 439.25, + "epsilon_norm": 3.931173086166382, + "prediction_norm": 2.7961692810058594, + "timestamp": "2025-07-14T12:34:56.526192" + }, + { + "epoch": 2298, + "batch_idx": 0, + "loss": 0.2528868019580841, + "learning_rate": 5.378581093814104e-05, + "timestep_mean": 543.375, + "epsilon_norm": 8.601573944091797, + "prediction_norm": 7.231271743774414, + "timestamp": "2025-07-14T12:34:56.531133" + }, + { + "epoch": 2298, + "batch_idx": 32, + "loss": 0.19775688648223877, + "learning_rate": 5.378581093814104e-05, + "timestep_mean": 524.78125, + "epsilon_norm": 7.5997796058654785, + "prediction_norm": 6.988284587860107, + "timestamp": "2025-07-14T12:34:56.536102" + }, + { + "epoch": 2298, + "batch_idx": 64, + "loss": 0.315101683139801, + "learning_rate": 5.378581093814104e-05, + "timestep_mean": 492.53125, + "epsilon_norm": 8.980037689208984, + "prediction_norm": 7.930654048919678, + "timestamp": "2025-07-14T12:34:56.541233" + }, + { + "epoch": 2298, + "batch_idx": 96, + "loss": 0.34187161922454834, + "learning_rate": 5.378581093814104e-05, + "timestep_mean": 505.5, + "epsilon_norm": 8.690655708312988, + "prediction_norm": 7.218707084655762, + "timestamp": "2025-07-14T12:34:56.546354" + }, + { + "epoch": 2298, + "batch_idx": 128, + "loss": 0.1957627534866333, + "learning_rate": 5.378581093814104e-05, + "timestep_mean": 478.84375, + "epsilon_norm": 7.438674449920654, + "prediction_norm": 6.7918219566345215, + "timestamp": "2025-07-14T12:34:56.551545" + }, + { + "epoch": 2298, + "batch_idx": 160, + "loss": 0.10583242774009705, + "learning_rate": 5.378581093814104e-05, + "timestep_mean": 499.96875, + "epsilon_norm": 7.321800231933594, + "prediction_norm": 6.492275238037109, + "timestamp": "2025-07-14T12:34:56.556567" + }, + { + "epoch": 2298, + "batch_idx": 192, + "loss": 0.45607492327690125, + "learning_rate": 5.378581093814104e-05, + "timestep_mean": 463.5, + "epsilon_norm": 3.593371868133545, + "prediction_norm": 2.813030958175659, + "timestamp": "2025-07-14T12:34:56.561608" + }, + { + "epoch": 2299, + "batch_idx": 0, + "loss": 0.24017514288425446, + "learning_rate": 5.4140724365258124e-05, + "timestep_mean": 487.0, + "epsilon_norm": 7.54452657699585, + "prediction_norm": 6.598568916320801, + "timestamp": "2025-07-14T12:34:56.566763" + }, + { + "epoch": 2299, + "batch_idx": 32, + "loss": 0.232599675655365, + "learning_rate": 5.4140724365258124e-05, + "timestep_mean": 540.65625, + "epsilon_norm": 7.6171040534973145, + "prediction_norm": 6.772517204284668, + "timestamp": "2025-07-14T12:34:56.571952" + }, + { + "epoch": 2299, + "batch_idx": 64, + "loss": 0.310390830039978, + "learning_rate": 5.4140724365258124e-05, + "timestep_mean": 420.25, + "epsilon_norm": 7.996092796325684, + "prediction_norm": 6.603540420532227, + "timestamp": "2025-07-14T12:34:56.577047" + }, + { + "epoch": 2299, + "batch_idx": 96, + "loss": 0.12799875438213348, + "learning_rate": 5.4140724365258124e-05, + "timestep_mean": 570.125, + "epsilon_norm": 7.256709575653076, + "prediction_norm": 6.703498840332031, + "timestamp": "2025-07-14T12:34:56.582099" + }, + { + "epoch": 2299, + "batch_idx": 128, + "loss": 0.1992713063955307, + "learning_rate": 5.4140724365258124e-05, + "timestep_mean": 466.25, + "epsilon_norm": 7.813490867614746, + "prediction_norm": 6.616788387298584, + "timestamp": "2025-07-14T12:34:56.587275" + }, + { + "epoch": 2299, + "batch_idx": 160, + "loss": 0.22881701588630676, + "learning_rate": 5.4140724365258124e-05, + "timestep_mean": 523.4375, + "epsilon_norm": 7.941833019256592, + "prediction_norm": 6.642348289489746, + "timestamp": "2025-07-14T12:34:56.592549" + }, + { + "epoch": 2299, + "batch_idx": 192, + "loss": 0.06355670839548111, + "learning_rate": 5.4140724365258124e-05, + "timestep_mean": 493.0, + "epsilon_norm": 4.665925025939941, + "prediction_norm": 4.8871049880981445, + "timestamp": "2025-07-14T12:34:56.597604" + }, + { + "epoch": 2300, + "batch_idx": 0, + "loss": 0.23421573638916016, + "learning_rate": 5.449673790581616e-05, + "timestep_mean": 565.125, + "epsilon_norm": 8.327892303466797, + "prediction_norm": 7.791943073272705, + "timestamp": "2025-07-14T12:34:56.602657" + }, + { + "epoch": 2300, + "batch_idx": 32, + "loss": 0.1422623097896576, + "learning_rate": 5.449673790581616e-05, + "timestep_mean": 546.15625, + "epsilon_norm": 7.573051929473877, + "prediction_norm": 6.922206401824951, + "timestamp": "2025-07-14T12:34:56.607869" + }, + { + "epoch": 2300, + "batch_idx": 64, + "loss": 0.17482918500900269, + "learning_rate": 5.449673790581616e-05, + "timestep_mean": 547.71875, + "epsilon_norm": 8.501592636108398, + "prediction_norm": 7.5965986251831055, + "timestamp": "2025-07-14T12:34:56.612769" + }, + { + "epoch": 2300, + "batch_idx": 96, + "loss": 0.3093993067741394, + "learning_rate": 5.449673790581616e-05, + "timestep_mean": 434.90625, + "epsilon_norm": 7.414426326751709, + "prediction_norm": 6.4286723136901855, + "timestamp": "2025-07-14T12:34:56.617679" + }, + { + "epoch": 2300, + "batch_idx": 128, + "loss": 0.20444107055664062, + "learning_rate": 5.449673790581616e-05, + "timestep_mean": 473.65625, + "epsilon_norm": 7.0442023277282715, + "prediction_norm": 6.086751937866211, + "timestamp": "2025-07-14T12:34:56.622623" + }, + { + "epoch": 2300, + "batch_idx": 160, + "loss": 0.3666726350784302, + "learning_rate": 5.449673790581616e-05, + "timestep_mean": 497.53125, + "epsilon_norm": 7.962136268615723, + "prediction_norm": 6.506361961364746, + "timestamp": "2025-07-14T12:34:56.627558" + }, + { + "epoch": 2300, + "batch_idx": 192, + "loss": 0.19691795110702515, + "learning_rate": 5.449673790581616e-05, + "timestep_mean": 563.875, + "epsilon_norm": 4.198229789733887, + "prediction_norm": 3.8745410442352295, + "timestamp": "2025-07-14T12:34:56.632717" + }, + { + "epoch": 2301, + "batch_idx": 0, + "loss": 0.21510060131549835, + "learning_rate": 5.485385068138721e-05, + "timestep_mean": 555.0, + "epsilon_norm": 8.325373649597168, + "prediction_norm": 6.850228786468506, + "timestamp": "2025-07-14T12:34:56.637912" + }, + { + "epoch": 2301, + "batch_idx": 32, + "loss": 0.3395877778530121, + "learning_rate": 5.485385068138721e-05, + "timestep_mean": 526.125, + "epsilon_norm": 7.585537433624268, + "prediction_norm": 6.924656391143799, + "timestamp": "2025-07-14T12:34:56.642983" + }, + { + "epoch": 2301, + "batch_idx": 64, + "loss": 0.44198495149612427, + "learning_rate": 5.485385068138721e-05, + "timestep_mean": 504.6875, + "epsilon_norm": 9.344759941101074, + "prediction_norm": 7.548184871673584, + "timestamp": "2025-07-14T12:34:56.647993" + }, + { + "epoch": 2301, + "batch_idx": 96, + "loss": 0.21497374773025513, + "learning_rate": 5.485385068138721e-05, + "timestep_mean": 483.0625, + "epsilon_norm": 6.633162975311279, + "prediction_norm": 5.864450931549072, + "timestamp": "2025-07-14T12:34:56.653092" + }, + { + "epoch": 2301, + "batch_idx": 128, + "loss": 0.49085384607315063, + "learning_rate": 5.485385068138721e-05, + "timestep_mean": 520.4375, + "epsilon_norm": 8.83629322052002, + "prediction_norm": 6.578785419464111, + "timestamp": "2025-07-14T12:34:56.658218" + }, + { + "epoch": 2301, + "batch_idx": 160, + "loss": 0.3192002773284912, + "learning_rate": 5.485385068138721e-05, + "timestep_mean": 490.5, + "epsilon_norm": 7.31128454208374, + "prediction_norm": 6.163556098937988, + "timestamp": "2025-07-14T12:34:56.663418" + }, + { + "epoch": 2301, + "batch_idx": 192, + "loss": 0.11141620576381683, + "learning_rate": 5.485385068138721e-05, + "timestep_mean": 563.5, + "epsilon_norm": 3.615007162094116, + "prediction_norm": 3.1967787742614746, + "timestamp": "2025-07-14T12:34:56.668561" + }, + { + "epoch": 2302, + "batch_idx": 0, + "loss": 0.35361218452453613, + "learning_rate": 5.5212061810831165e-05, + "timestep_mean": 550.875, + "epsilon_norm": 8.548005104064941, + "prediction_norm": 7.24234676361084, + "timestamp": "2025-07-14T12:34:56.673689" + }, + { + "epoch": 2302, + "batch_idx": 32, + "loss": 0.2435085028409958, + "learning_rate": 5.5212061810831165e-05, + "timestep_mean": 337.1875, + "epsilon_norm": 6.104724407196045, + "prediction_norm": 4.838100910186768, + "timestamp": "2025-07-14T12:34:56.678863" + }, + { + "epoch": 2302, + "batch_idx": 64, + "loss": 0.33077359199523926, + "learning_rate": 5.5212061810831165e-05, + "timestep_mean": 460.875, + "epsilon_norm": 8.130565643310547, + "prediction_norm": 6.316916465759277, + "timestamp": "2025-07-14T12:34:56.684095" + }, + { + "epoch": 2302, + "batch_idx": 96, + "loss": 0.2359398603439331, + "learning_rate": 5.5212061810831165e-05, + "timestep_mean": 486.0625, + "epsilon_norm": 7.071300506591797, + "prediction_norm": 5.566501140594482, + "timestamp": "2025-07-14T12:34:56.689225" + }, + { + "epoch": 2302, + "batch_idx": 128, + "loss": 0.186222106218338, + "learning_rate": 5.5212061810831165e-05, + "timestep_mean": 470.0, + "epsilon_norm": 6.878737449645996, + "prediction_norm": 6.321247100830078, + "timestamp": "2025-07-14T12:34:56.694322" + }, + { + "epoch": 2302, + "batch_idx": 160, + "loss": 0.3840372562408447, + "learning_rate": 5.5212061810831165e-05, + "timestep_mean": 448.40625, + "epsilon_norm": 7.4119720458984375, + "prediction_norm": 6.018802642822266, + "timestamp": "2025-07-14T12:34:56.699533" + }, + { + "epoch": 2302, + "batch_idx": 192, + "loss": 0.14095550775527954, + "learning_rate": 5.5212061810831165e-05, + "timestep_mean": 474.0, + "epsilon_norm": 3.36295747756958, + "prediction_norm": 3.112976551055908, + "timestamp": "2025-07-14T12:34:56.704453" + }, + { + "epoch": 2303, + "batch_idx": 0, + "loss": 0.3266443908214569, + "learning_rate": 5.557137041029732e-05, + "timestep_mean": 478.71875, + "epsilon_norm": 8.167207717895508, + "prediction_norm": 6.520300388336182, + "timestamp": "2025-07-14T12:34:56.709511" + }, + { + "epoch": 2303, + "batch_idx": 32, + "loss": 0.2790628671646118, + "learning_rate": 5.557137041029732e-05, + "timestep_mean": 521.71875, + "epsilon_norm": 7.613072395324707, + "prediction_norm": 6.586374282836914, + "timestamp": "2025-07-14T12:34:56.714581" + }, + { + "epoch": 2303, + "batch_idx": 64, + "loss": 0.3713696599006653, + "learning_rate": 5.557137041029732e-05, + "timestep_mean": 393.125, + "epsilon_norm": 9.692357063293457, + "prediction_norm": 7.662054061889648, + "timestamp": "2025-07-14T12:34:56.719697" + }, + { + "epoch": 2303, + "batch_idx": 96, + "loss": 0.3562510311603546, + "learning_rate": 5.557137041029732e-05, + "timestep_mean": 505.71875, + "epsilon_norm": 8.416666984558105, + "prediction_norm": 6.865705490112305, + "timestamp": "2025-07-14T12:34:56.724926" + }, + { + "epoch": 2303, + "batch_idx": 128, + "loss": 0.24618777632713318, + "learning_rate": 5.557137041029732e-05, + "timestep_mean": 503.5, + "epsilon_norm": 8.430724143981934, + "prediction_norm": 6.848703861236572, + "timestamp": "2025-07-14T12:34:56.730123" + }, + { + "epoch": 2303, + "batch_idx": 160, + "loss": 0.2963210940361023, + "learning_rate": 5.557137041029732e-05, + "timestep_mean": 495.59375, + "epsilon_norm": 7.9826531410217285, + "prediction_norm": 7.012240886688232, + "timestamp": "2025-07-14T12:34:56.735250" + }, + { + "epoch": 2303, + "batch_idx": 192, + "loss": 0.1573958545923233, + "learning_rate": 5.557137041029732e-05, + "timestep_mean": 462.125, + "epsilon_norm": 3.349440574645996, + "prediction_norm": 3.633692979812622, + "timestamp": "2025-07-14T12:34:56.740356" + }, + { + "epoch": 2304, + "batch_idx": 0, + "loss": 0.23629924654960632, + "learning_rate": 5.593177559322783e-05, + "timestep_mean": 522.84375, + "epsilon_norm": 8.919337272644043, + "prediction_norm": 7.729024410247803, + "timestamp": "2025-07-14T12:34:56.745452" + }, + { + "epoch": 2304, + "batch_idx": 32, + "loss": 0.5262116193771362, + "learning_rate": 5.593177559322783e-05, + "timestep_mean": 462.75, + "epsilon_norm": 7.768518447875977, + "prediction_norm": 6.269116401672363, + "timestamp": "2025-07-14T12:34:56.750768" + }, + { + "epoch": 2304, + "batch_idx": 64, + "loss": 0.22882604598999023, + "learning_rate": 5.593177559322783e-05, + "timestep_mean": 451.78125, + "epsilon_norm": 8.479118347167969, + "prediction_norm": 6.976922988891602, + "timestamp": "2025-07-14T12:34:56.755824" + }, + { + "epoch": 2304, + "batch_idx": 96, + "loss": 0.22251129150390625, + "learning_rate": 5.593177559322783e-05, + "timestep_mean": 574.8125, + "epsilon_norm": 8.300270080566406, + "prediction_norm": 7.301779747009277, + "timestamp": "2025-07-14T12:34:56.760903" + }, + { + "epoch": 2304, + "batch_idx": 128, + "loss": 0.29076263308525085, + "learning_rate": 5.593177559322783e-05, + "timestep_mean": 619.53125, + "epsilon_norm": 8.215445518493652, + "prediction_norm": 6.817623138427734, + "timestamp": "2025-07-14T12:34:56.766091" + }, + { + "epoch": 2304, + "batch_idx": 160, + "loss": 0.2138909250497818, + "learning_rate": 5.593177559322783e-05, + "timestep_mean": 455.6875, + "epsilon_norm": 7.535299301147461, + "prediction_norm": 6.839357852935791, + "timestamp": "2025-07-14T12:34:56.771402" + }, + { + "epoch": 2304, + "batch_idx": 192, + "loss": 0.410680890083313, + "learning_rate": 5.593177559322783e-05, + "timestep_mean": 539.25, + "epsilon_norm": 4.6940155029296875, + "prediction_norm": 3.991727828979492, + "timestamp": "2025-07-14T12:34:56.776530" + }, + { + "epoch": 2305, + "batch_idx": 0, + "loss": 0.2604905664920807, + "learning_rate": 5.629327647035849e-05, + "timestep_mean": 388.8125, + "epsilon_norm": 7.0014872550964355, + "prediction_norm": 5.2818193435668945, + "timestamp": "2025-07-14T12:34:56.781648" + }, + { + "epoch": 2305, + "batch_idx": 32, + "loss": 0.3793606162071228, + "learning_rate": 5.629327647035849e-05, + "timestep_mean": 471.8125, + "epsilon_norm": 8.618230819702148, + "prediction_norm": 6.835339069366455, + "timestamp": "2025-07-14T12:34:56.786778" + }, + { + "epoch": 2305, + "batch_idx": 64, + "loss": 0.3011966347694397, + "learning_rate": 5.629327647035849e-05, + "timestep_mean": 370.28125, + "epsilon_norm": 6.824827671051025, + "prediction_norm": 5.2316179275512695, + "timestamp": "2025-07-14T12:34:56.791960" + }, + { + "epoch": 2305, + "batch_idx": 96, + "loss": 0.23044666647911072, + "learning_rate": 5.629327647035849e-05, + "timestep_mean": 511.3125, + "epsilon_norm": 7.844704627990723, + "prediction_norm": 7.020326137542725, + "timestamp": "2025-07-14T12:34:56.797140" + }, + { + "epoch": 2305, + "batch_idx": 128, + "loss": 0.4270758032798767, + "learning_rate": 5.629327647035849e-05, + "timestep_mean": 542.375, + "epsilon_norm": 8.3297758102417, + "prediction_norm": 6.8074951171875, + "timestamp": "2025-07-14T12:34:56.802272" + }, + { + "epoch": 2305, + "batch_idx": 160, + "loss": 0.28802490234375, + "learning_rate": 5.629327647035849e-05, + "timestep_mean": 427.375, + "epsilon_norm": 8.386656761169434, + "prediction_norm": 6.900585651397705, + "timestamp": "2025-07-14T12:34:56.807433" + }, + { + "epoch": 2305, + "batch_idx": 192, + "loss": 0.6698997020721436, + "learning_rate": 5.629327647035849e-05, + "timestep_mean": 493.25, + "epsilon_norm": 3.8836896419525146, + "prediction_norm": 2.76696515083313, + "timestamp": "2025-07-14T12:34:56.812583" + }, + { + "epoch": 2306, + "batch_idx": 0, + "loss": 0.22578342258930206, + "learning_rate": 5.6655872149721806e-05, + "timestep_mean": 475.375, + "epsilon_norm": 8.31353759765625, + "prediction_norm": 7.310543537139893, + "timestamp": "2025-07-14T12:34:56.817850" + }, + { + "epoch": 2306, + "batch_idx": 32, + "loss": 0.21456106007099152, + "learning_rate": 5.6655872149721806e-05, + "timestep_mean": 531.5625, + "epsilon_norm": 9.483259201049805, + "prediction_norm": 8.70571517944336, + "timestamp": "2025-07-14T12:34:56.822926" + }, + { + "epoch": 2306, + "batch_idx": 64, + "loss": 0.2249952107667923, + "learning_rate": 5.6655872149721806e-05, + "timestep_mean": 549.5, + "epsilon_norm": 7.6240010261535645, + "prediction_norm": 6.867846488952637, + "timestamp": "2025-07-14T12:34:56.828056" + }, + { + "epoch": 2306, + "batch_idx": 96, + "loss": 0.35199007391929626, + "learning_rate": 5.6655872149721806e-05, + "timestep_mean": 457.3125, + "epsilon_norm": 8.161930084228516, + "prediction_norm": 6.66502571105957, + "timestamp": "2025-07-14T12:34:56.833211" + }, + { + "epoch": 2306, + "batch_idx": 128, + "loss": 0.27311012148857117, + "learning_rate": 5.6655872149721806e-05, + "timestep_mean": 506.59375, + "epsilon_norm": 8.428510665893555, + "prediction_norm": 6.999026298522949, + "timestamp": "2025-07-14T12:34:56.838439" + }, + { + "epoch": 2306, + "batch_idx": 160, + "loss": 0.403739869594574, + "learning_rate": 5.6655872149721806e-05, + "timestep_mean": 520.3125, + "epsilon_norm": 9.644853591918945, + "prediction_norm": 7.879380702972412, + "timestamp": "2025-07-14T12:34:56.843635" + }, + { + "epoch": 2306, + "batch_idx": 192, + "loss": 0.35527071356773376, + "learning_rate": 5.6655872149721806e-05, + "timestep_mean": 453.25, + "epsilon_norm": 3.0964090824127197, + "prediction_norm": 2.388110399246216, + "timestamp": "2025-07-14T12:34:56.848736" + }, + { + "epoch": 2307, + "batch_idx": 0, + "loss": 0.1500071883201599, + "learning_rate": 5.70195617366492e-05, + "timestep_mean": 575.3125, + "epsilon_norm": 7.632837772369385, + "prediction_norm": 6.550416946411133, + "timestamp": "2025-07-14T12:34:56.853890" + }, + { + "epoch": 2307, + "batch_idx": 32, + "loss": 0.18095538020133972, + "learning_rate": 5.70195617366492e-05, + "timestep_mean": 547.0, + "epsilon_norm": 8.358981132507324, + "prediction_norm": 7.205241680145264, + "timestamp": "2025-07-14T12:34:56.859295" + }, + { + "epoch": 2307, + "batch_idx": 64, + "loss": 0.2658618688583374, + "learning_rate": 5.70195617366492e-05, + "timestep_mean": 511.71875, + "epsilon_norm": 7.619632244110107, + "prediction_norm": 6.4953436851501465, + "timestamp": "2025-07-14T12:34:56.864354" + }, + { + "epoch": 2307, + "batch_idx": 96, + "loss": 0.20361711084842682, + "learning_rate": 5.70195617366492e-05, + "timestep_mean": 469.21875, + "epsilon_norm": 7.03495454788208, + "prediction_norm": 6.2596611976623535, + "timestamp": "2025-07-14T12:34:56.869486" + }, + { + "epoch": 2307, + "batch_idx": 128, + "loss": 0.20123614370822906, + "learning_rate": 5.70195617366492e-05, + "timestep_mean": 503.28125, + "epsilon_norm": 8.304200172424316, + "prediction_norm": 7.319944381713867, + "timestamp": "2025-07-14T12:34:56.874685" + }, + { + "epoch": 2307, + "batch_idx": 160, + "loss": 0.29393261671066284, + "learning_rate": 5.70195617366492e-05, + "timestep_mean": 585.03125, + "epsilon_norm": 9.088807106018066, + "prediction_norm": 7.594192981719971, + "timestamp": "2025-07-14T12:34:56.879993" + }, + { + "epoch": 2307, + "batch_idx": 192, + "loss": 0.17931562662124634, + "learning_rate": 5.70195617366492e-05, + "timestep_mean": 525.625, + "epsilon_norm": 2.8328802585601807, + "prediction_norm": 2.484346389770508, + "timestamp": "2025-07-14T12:34:56.885140" + }, + { + "epoch": 2308, + "batch_idx": 0, + "loss": 0.2337368130683899, + "learning_rate": 5.73843443337725e-05, + "timestep_mean": 493.65625, + "epsilon_norm": 8.239911079406738, + "prediction_norm": 7.502532005310059, + "timestamp": "2025-07-14T12:34:56.890282" + }, + { + "epoch": 2308, + "batch_idx": 32, + "loss": 0.22239141166210175, + "learning_rate": 5.73843443337725e-05, + "timestep_mean": 558.125, + "epsilon_norm": 8.581391334533691, + "prediction_norm": 7.315526962280273, + "timestamp": "2025-07-14T12:34:56.895357" + }, + { + "epoch": 2308, + "batch_idx": 64, + "loss": 0.1626381278038025, + "learning_rate": 5.73843443337725e-05, + "timestep_mean": 508.46875, + "epsilon_norm": 8.101266860961914, + "prediction_norm": 7.170721054077148, + "timestamp": "2025-07-14T12:34:56.900604" + }, + { + "epoch": 2308, + "batch_idx": 96, + "loss": 0.22035256028175354, + "learning_rate": 5.73843443337725e-05, + "timestep_mean": 507.0, + "epsilon_norm": 7.824528217315674, + "prediction_norm": 6.134221076965332, + "timestamp": "2025-07-14T12:34:56.905687" + }, + { + "epoch": 2308, + "batch_idx": 128, + "loss": 0.41746824979782104, + "learning_rate": 5.73843443337725e-05, + "timestep_mean": 468.1875, + "epsilon_norm": 8.10893726348877, + "prediction_norm": 7.345935344696045, + "timestamp": "2025-07-14T12:34:56.910743" + }, + { + "epoch": 2308, + "batch_idx": 160, + "loss": 0.20874768495559692, + "learning_rate": 5.73843443337725e-05, + "timestep_mean": 455.6875, + "epsilon_norm": 7.6239094734191895, + "prediction_norm": 6.714413166046143, + "timestamp": "2025-07-14T12:34:56.915938" + }, + { + "epoch": 2308, + "batch_idx": 192, + "loss": 0.41036221385002136, + "learning_rate": 5.73843443337725e-05, + "timestep_mean": 409.875, + "epsilon_norm": 5.027305603027344, + "prediction_norm": 3.4873833656311035, + "timestamp": "2025-07-14T12:34:56.921103" + }, + { + "epoch": 2309, + "batch_idx": 0, + "loss": 0.17439347505569458, + "learning_rate": 5.7750219041027084e-05, + "timestep_mean": 498.78125, + "epsilon_norm": 8.304269790649414, + "prediction_norm": 7.512249946594238, + "timestamp": "2025-07-14T12:34:56.926266" + }, + { + "epoch": 2309, + "batch_idx": 32, + "loss": 0.13606131076812744, + "learning_rate": 5.7750219041027084e-05, + "timestep_mean": 567.1875, + "epsilon_norm": 7.45844841003418, + "prediction_norm": 7.1123046875, + "timestamp": "2025-07-14T12:34:56.931359" + }, + { + "epoch": 2309, + "batch_idx": 64, + "loss": 0.2900939881801605, + "learning_rate": 5.7750219041027084e-05, + "timestep_mean": 469.875, + "epsilon_norm": 8.436182022094727, + "prediction_norm": 7.055172443389893, + "timestamp": "2025-07-14T12:34:56.936483" + }, + { + "epoch": 2309, + "batch_idx": 96, + "loss": 0.21032527089118958, + "learning_rate": 5.7750219041027084e-05, + "timestep_mean": 519.65625, + "epsilon_norm": 8.530324935913086, + "prediction_norm": 7.980008602142334, + "timestamp": "2025-07-14T12:34:56.941672" + }, + { + "epoch": 2309, + "batch_idx": 128, + "loss": 0.29843175411224365, + "learning_rate": 5.7750219041027084e-05, + "timestep_mean": 500.9375, + "epsilon_norm": 8.421255111694336, + "prediction_norm": 6.991377353668213, + "timestamp": "2025-07-14T12:34:56.946807" + }, + { + "epoch": 2309, + "batch_idx": 160, + "loss": 0.12118580937385559, + "learning_rate": 5.7750219041027084e-05, + "timestep_mean": 509.9375, + "epsilon_norm": 7.692203521728516, + "prediction_norm": 7.378689289093018, + "timestamp": "2025-07-14T12:34:56.951930" + }, + { + "epoch": 2309, + "batch_idx": 192, + "loss": 0.4392373263835907, + "learning_rate": 5.7750219041027084e-05, + "timestep_mean": 378.0, + "epsilon_norm": 3.5821096897125244, + "prediction_norm": 2.602323293685913, + "timestamp": "2025-07-14T12:34:56.956998" + }, + { + "epoch": 2310, + "batch_idx": 0, + "loss": 0.4317787289619446, + "learning_rate": 5.811718495565334e-05, + "timestep_mean": 458.34375, + "epsilon_norm": 8.09827995300293, + "prediction_norm": 6.340600490570068, + "timestamp": "2025-07-14T12:34:56.962147" + }, + { + "epoch": 2310, + "batch_idx": 32, + "loss": 0.21280154585838318, + "learning_rate": 5.811718495565334e-05, + "timestep_mean": 511.0625, + "epsilon_norm": 7.231136322021484, + "prediction_norm": 6.3109612464904785, + "timestamp": "2025-07-14T12:34:56.967402" + }, + { + "epoch": 2310, + "batch_idx": 64, + "loss": 0.1637110412120819, + "learning_rate": 5.811718495565334e-05, + "timestep_mean": 514.875, + "epsilon_norm": 6.91690731048584, + "prediction_norm": 5.894900321960449, + "timestamp": "2025-07-14T12:34:56.972499" + }, + { + "epoch": 2310, + "batch_idx": 96, + "loss": 0.2946496307849884, + "learning_rate": 5.811718495565334e-05, + "timestep_mean": 521.90625, + "epsilon_norm": 8.925753593444824, + "prediction_norm": 7.589571475982666, + "timestamp": "2025-07-14T12:34:56.977470" + }, + { + "epoch": 2310, + "batch_idx": 128, + "loss": 0.3564727306365967, + "learning_rate": 5.811718495565334e-05, + "timestep_mean": 530.28125, + "epsilon_norm": 9.070578575134277, + "prediction_norm": 8.17890453338623, + "timestamp": "2025-07-14T12:34:56.982506" + }, + { + "epoch": 2310, + "batch_idx": 160, + "loss": 0.32867616415023804, + "learning_rate": 5.811718495565334e-05, + "timestep_mean": 458.5, + "epsilon_norm": 7.729340553283691, + "prediction_norm": 5.972033500671387, + "timestamp": "2025-07-14T12:34:56.987754" + }, + { + "epoch": 2310, + "batch_idx": 192, + "loss": 0.5802619457244873, + "learning_rate": 5.811718495565334e-05, + "timestep_mean": 374.875, + "epsilon_norm": 3.5019567012786865, + "prediction_norm": 2.8761677742004395, + "timestamp": "2025-07-14T12:34:56.992900" + }, + { + "epoch": 2311, + "batch_idx": 0, + "loss": 0.30087047815322876, + "learning_rate": 5.848524117219951e-05, + "timestep_mean": 473.375, + "epsilon_norm": 7.433311462402344, + "prediction_norm": 6.617002010345459, + "timestamp": "2025-07-14T12:34:56.997928" + }, + { + "epoch": 2311, + "batch_idx": 32, + "loss": 0.2339792549610138, + "learning_rate": 5.848524117219951e-05, + "timestep_mean": 495.71875, + "epsilon_norm": 7.928303241729736, + "prediction_norm": 7.46336030960083, + "timestamp": "2025-07-14T12:34:57.003039" + }, + { + "epoch": 2311, + "batch_idx": 64, + "loss": 0.29572510719299316, + "learning_rate": 5.848524117219951e-05, + "timestep_mean": 560.25, + "epsilon_norm": 7.130633354187012, + "prediction_norm": 5.5321221351623535, + "timestamp": "2025-07-14T12:34:57.008310" + }, + { + "epoch": 2311, + "batch_idx": 96, + "loss": 0.2586069107055664, + "learning_rate": 5.848524117219951e-05, + "timestep_mean": 501.9375, + "epsilon_norm": 9.35132122039795, + "prediction_norm": 8.265488624572754, + "timestamp": "2025-07-14T12:34:57.013471" + }, + { + "epoch": 2311, + "batch_idx": 128, + "loss": 0.3928084075450897, + "learning_rate": 5.848524117219951e-05, + "timestep_mean": 460.625, + "epsilon_norm": 8.817337989807129, + "prediction_norm": 7.621615409851074, + "timestamp": "2025-07-14T12:34:57.018551" + }, + { + "epoch": 2311, + "batch_idx": 160, + "loss": 0.41471877694129944, + "learning_rate": 5.848524117219951e-05, + "timestep_mean": 435.53125, + "epsilon_norm": 7.256616115570068, + "prediction_norm": 5.316674709320068, + "timestamp": "2025-07-14T12:34:57.023571" + }, + { + "epoch": 2311, + "batch_idx": 192, + "loss": 0.15100570023059845, + "learning_rate": 5.848524117219951e-05, + "timestep_mean": 434.0, + "epsilon_norm": 3.2066283226013184, + "prediction_norm": 3.0021283626556396, + "timestamp": "2025-07-14T12:34:57.028610" + }, + { + "epoch": 2312, + "batch_idx": 0, + "loss": 0.16466036438941956, + "learning_rate": 5.8854386782523486e-05, + "timestep_mean": 475.6875, + "epsilon_norm": 7.847996234893799, + "prediction_norm": 6.928371906280518, + "timestamp": "2025-07-14T12:34:57.033740" + }, + { + "epoch": 2312, + "batch_idx": 32, + "loss": 0.31008949875831604, + "learning_rate": 5.8854386782523486e-05, + "timestep_mean": 491.15625, + "epsilon_norm": 9.32980728149414, + "prediction_norm": 8.196922302246094, + "timestamp": "2025-07-14T12:34:57.038863" + }, + { + "epoch": 2312, + "batch_idx": 64, + "loss": 0.270814448595047, + "learning_rate": 5.8854386782523486e-05, + "timestep_mean": 466.25, + "epsilon_norm": 6.227094650268555, + "prediction_norm": 5.93980598449707, + "timestamp": "2025-07-14T12:34:57.043925" + }, + { + "epoch": 2312, + "batch_idx": 96, + "loss": 0.5304243564605713, + "learning_rate": 5.8854386782523486e-05, + "timestep_mean": 549.09375, + "epsilon_norm": 9.778135299682617, + "prediction_norm": 7.080318927764893, + "timestamp": "2025-07-14T12:34:57.049096" + }, + { + "epoch": 2312, + "batch_idx": 128, + "loss": 0.2497459053993225, + "learning_rate": 5.8854386782523486e-05, + "timestep_mean": 513.1875, + "epsilon_norm": 8.069856643676758, + "prediction_norm": 6.858660697937012, + "timestamp": "2025-07-14T12:34:57.054233" + }, + { + "epoch": 2312, + "batch_idx": 160, + "loss": 0.2641713619232178, + "learning_rate": 5.8854386782523486e-05, + "timestep_mean": 555.875, + "epsilon_norm": 6.633773326873779, + "prediction_norm": 5.262491226196289, + "timestamp": "2025-07-14T12:34:57.059527" + }, + { + "epoch": 2312, + "batch_idx": 192, + "loss": 0.09135336428880692, + "learning_rate": 5.8854386782523486e-05, + "timestep_mean": 529.875, + "epsilon_norm": 3.8062620162963867, + "prediction_norm": 3.4418792724609375, + "timestamp": "2025-07-14T12:34:57.064575" + }, + { + "epoch": 2313, + "batch_idx": 0, + "loss": 0.4503939151763916, + "learning_rate": 5.9224620875794964e-05, + "timestep_mean": 508.125, + "epsilon_norm": 9.738930702209473, + "prediction_norm": 7.5365447998046875, + "timestamp": "2025-07-14T12:34:57.069716" + }, + { + "epoch": 2313, + "batch_idx": 32, + "loss": 0.27551454305648804, + "learning_rate": 5.9224620875794964e-05, + "timestep_mean": 478.6875, + "epsilon_norm": 7.425381660461426, + "prediction_norm": 6.444515228271484, + "timestamp": "2025-07-14T12:34:57.074957" + }, + { + "epoch": 2313, + "batch_idx": 64, + "loss": 0.12116910517215729, + "learning_rate": 5.9224620875794964e-05, + "timestep_mean": 526.125, + "epsilon_norm": 7.668247222900391, + "prediction_norm": 7.169154167175293, + "timestamp": "2025-07-14T12:34:57.080156" + }, + { + "epoch": 2313, + "batch_idx": 96, + "loss": 0.2380559891462326, + "learning_rate": 5.9224620875794964e-05, + "timestep_mean": 426.4375, + "epsilon_norm": 8.185561180114746, + "prediction_norm": 7.007161617279053, + "timestamp": "2025-07-14T12:34:57.085258" + }, + { + "epoch": 2313, + "batch_idx": 128, + "loss": 0.3605426549911499, + "learning_rate": 5.9224620875794964e-05, + "timestep_mean": 427.84375, + "epsilon_norm": 7.478887557983398, + "prediction_norm": 5.352866172790527, + "timestamp": "2025-07-14T12:34:57.090500" + }, + { + "epoch": 2313, + "batch_idx": 160, + "loss": 0.37210190296173096, + "learning_rate": 5.9224620875794964e-05, + "timestep_mean": 407.1875, + "epsilon_norm": 8.480535507202148, + "prediction_norm": 6.610911846160889, + "timestamp": "2025-07-14T12:34:57.095667" + }, + { + "epoch": 2313, + "batch_idx": 192, + "loss": 0.40523892641067505, + "learning_rate": 5.9224620875794964e-05, + "timestep_mean": 434.125, + "epsilon_norm": 4.409087181091309, + "prediction_norm": 3.7371416091918945, + "timestamp": "2025-07-14T12:34:57.100936" + }, + { + "epoch": 2314, + "batch_idx": 0, + "loss": 0.40515750646591187, + "learning_rate": 5.9595942538498274e-05, + "timestep_mean": 486.3125, + "epsilon_norm": 9.019683837890625, + "prediction_norm": 6.8201823234558105, + "timestamp": "2025-07-14T12:34:57.106047" + }, + { + "epoch": 2314, + "batch_idx": 32, + "loss": 0.21273373067378998, + "learning_rate": 5.9595942538498274e-05, + "timestep_mean": 545.8125, + "epsilon_norm": 6.154026985168457, + "prediction_norm": 5.367265701293945, + "timestamp": "2025-07-14T12:34:57.111115" + }, + { + "epoch": 2314, + "batch_idx": 64, + "loss": 0.19797658920288086, + "learning_rate": 5.9595942538498274e-05, + "timestep_mean": 511.0625, + "epsilon_norm": 7.872810363769531, + "prediction_norm": 6.793405532836914, + "timestamp": "2025-07-14T12:34:57.116333" + }, + { + "epoch": 2314, + "batch_idx": 96, + "loss": 0.6642511487007141, + "learning_rate": 5.9595942538498274e-05, + "timestep_mean": 508.96875, + "epsilon_norm": 8.69543743133545, + "prediction_norm": 5.896773815155029, + "timestamp": "2025-07-14T12:34:57.121550" + }, + { + "epoch": 2314, + "batch_idx": 128, + "loss": 0.18063503503799438, + "learning_rate": 5.9595942538498274e-05, + "timestep_mean": 580.28125, + "epsilon_norm": 6.95790433883667, + "prediction_norm": 6.411848545074463, + "timestamp": "2025-07-14T12:34:57.126669" + }, + { + "epoch": 2314, + "batch_idx": 160, + "loss": 0.21358084678649902, + "learning_rate": 5.9595942538498274e-05, + "timestep_mean": 505.09375, + "epsilon_norm": 7.529633045196533, + "prediction_norm": 6.393919944763184, + "timestamp": "2025-07-14T12:34:57.131784" + }, + { + "epoch": 2314, + "batch_idx": 192, + "loss": 0.16210444271564484, + "learning_rate": 5.9595942538498274e-05, + "timestep_mean": 662.125, + "epsilon_norm": 4.202343463897705, + "prediction_norm": 3.671386480331421, + "timestamp": "2025-07-14T12:34:57.136863" + }, + { + "epoch": 2315, + "batch_idx": 0, + "loss": 0.17298483848571777, + "learning_rate": 5.996835085443411e-05, + "timestep_mean": 512.8125, + "epsilon_norm": 7.142756462097168, + "prediction_norm": 6.51680850982666, + "timestamp": "2025-07-14T12:34:57.142117" + }, + { + "epoch": 2315, + "batch_idx": 32, + "loss": 0.21388095617294312, + "learning_rate": 5.996835085443411e-05, + "timestep_mean": 517.625, + "epsilon_norm": 8.32733154296875, + "prediction_norm": 7.336871147155762, + "timestamp": "2025-07-14T12:34:57.147264" + }, + { + "epoch": 2315, + "batch_idx": 64, + "loss": 0.48144155740737915, + "learning_rate": 5.996835085443411e-05, + "timestep_mean": 453.9375, + "epsilon_norm": 9.11301326751709, + "prediction_norm": 7.152636528015137, + "timestamp": "2025-07-14T12:34:57.152289" + }, + { + "epoch": 2315, + "batch_idx": 96, + "loss": 0.24920547008514404, + "learning_rate": 5.996835085443411e-05, + "timestep_mean": 500.5625, + "epsilon_norm": 8.217897415161133, + "prediction_norm": 7.235884189605713, + "timestamp": "2025-07-14T12:34:57.157479" + }, + { + "epoch": 2315, + "batch_idx": 128, + "loss": 0.2742263674736023, + "learning_rate": 5.996835085443411e-05, + "timestep_mean": 517.96875, + "epsilon_norm": 7.225286960601807, + "prediction_norm": 5.8996262550354, + "timestamp": "2025-07-14T12:34:57.162604" + }, + { + "epoch": 2315, + "batch_idx": 160, + "loss": 0.2553727626800537, + "learning_rate": 5.996835085443411e-05, + "timestep_mean": 500.3125, + "epsilon_norm": 8.092751502990723, + "prediction_norm": 7.415218353271484, + "timestamp": "2025-07-14T12:34:57.167736" + }, + { + "epoch": 2315, + "batch_idx": 192, + "loss": 0.6314641237258911, + "learning_rate": 5.996835085443411e-05, + "timestep_mean": 632.125, + "epsilon_norm": 5.133471488952637, + "prediction_norm": 3.719308614730835, + "timestamp": "2025-07-14T12:34:57.172887" + }, + { + "epoch": 2316, + "batch_idx": 0, + "loss": 0.2788761854171753, + "learning_rate": 6.034184490472203e-05, + "timestep_mean": 602.46875, + "epsilon_norm": 8.054217338562012, + "prediction_norm": 6.883970260620117, + "timestamp": "2025-07-14T12:34:57.177977" + }, + { + "epoch": 2316, + "batch_idx": 32, + "loss": 0.2864234447479248, + "learning_rate": 6.034184490472203e-05, + "timestep_mean": 493.625, + "epsilon_norm": 8.672637939453125, + "prediction_norm": 7.145856857299805, + "timestamp": "2025-07-14T12:34:57.183273" + }, + { + "epoch": 2316, + "batch_idx": 64, + "loss": 0.2612839341163635, + "learning_rate": 6.034184490472203e-05, + "timestep_mean": 520.6875, + "epsilon_norm": 7.708687782287598, + "prediction_norm": 6.232870101928711, + "timestamp": "2025-07-14T12:34:57.188495" + }, + { + "epoch": 2316, + "batch_idx": 96, + "loss": 0.18963474035263062, + "learning_rate": 6.034184490472203e-05, + "timestep_mean": 524.625, + "epsilon_norm": 7.732512474060059, + "prediction_norm": 6.688458442687988, + "timestamp": "2025-07-14T12:34:57.193642" + }, + { + "epoch": 2316, + "batch_idx": 128, + "loss": 0.6606190204620361, + "learning_rate": 6.034184490472203e-05, + "timestep_mean": 377.5625, + "epsilon_norm": 9.710110664367676, + "prediction_norm": 6.685187339782715, + "timestamp": "2025-07-14T12:34:57.198757" + }, + { + "epoch": 2316, + "batch_idx": 160, + "loss": 0.3240993022918701, + "learning_rate": 6.034184490472203e-05, + "timestep_mean": 401.34375, + "epsilon_norm": 8.152352333068848, + "prediction_norm": 6.638093948364258, + "timestamp": "2025-07-14T12:34:57.203878" + }, + { + "epoch": 2316, + "batch_idx": 192, + "loss": 0.05626455694437027, + "learning_rate": 6.034184490472203e-05, + "timestep_mean": 693.75, + "epsilon_norm": 3.3957645893096924, + "prediction_norm": 3.165371894836426, + "timestamp": "2025-07-14T12:34:57.209056" + }, + { + "epoch": 2317, + "batch_idx": 0, + "loss": 0.4264826774597168, + "learning_rate": 6.071642376780232e-05, + "timestep_mean": 532.125, + "epsilon_norm": 8.317656517028809, + "prediction_norm": 6.638001918792725, + "timestamp": "2025-07-14T12:34:57.214011" + }, + { + "epoch": 2317, + "batch_idx": 32, + "loss": 0.18129149079322815, + "learning_rate": 6.071642376780232e-05, + "timestep_mean": 541.9375, + "epsilon_norm": 8.062922477722168, + "prediction_norm": 6.9894118309021, + "timestamp": "2025-07-14T12:34:57.218891" + }, + { + "epoch": 2317, + "batch_idx": 64, + "loss": 0.25144660472869873, + "learning_rate": 6.071642376780232e-05, + "timestep_mean": 566.625, + "epsilon_norm": 8.033342361450195, + "prediction_norm": 6.907781600952148, + "timestamp": "2025-07-14T12:34:57.223809" + }, + { + "epoch": 2317, + "batch_idx": 96, + "loss": 0.12711432576179504, + "learning_rate": 6.071642376780232e-05, + "timestep_mean": 519.46875, + "epsilon_norm": 6.048383712768555, + "prediction_norm": 5.295257091522217, + "timestamp": "2025-07-14T12:34:57.228945" + }, + { + "epoch": 2317, + "batch_idx": 128, + "loss": 0.37702739238739014, + "learning_rate": 6.071642376780232e-05, + "timestep_mean": 429.5, + "epsilon_norm": 7.794785499572754, + "prediction_norm": 6.135797023773193, + "timestamp": "2025-07-14T12:34:57.234082" + }, + { + "epoch": 2317, + "batch_idx": 160, + "loss": 0.18956615030765533, + "learning_rate": 6.071642376780232e-05, + "timestep_mean": 531.25, + "epsilon_norm": 9.255977630615234, + "prediction_norm": 8.102110862731934, + "timestamp": "2025-07-14T12:34:57.239095" + }, + { + "epoch": 2317, + "batch_idx": 192, + "loss": 0.06679028272628784, + "learning_rate": 6.071642376780232e-05, + "timestep_mean": 610.25, + "epsilon_norm": 3.7285187244415283, + "prediction_norm": 3.302846670150757, + "timestamp": "2025-07-14T12:34:57.244119" + }, + { + "epoch": 2318, + "batch_idx": 0, + "loss": 0.1550755798816681, + "learning_rate": 6.10920865194393e-05, + "timestep_mean": 547.53125, + "epsilon_norm": 7.077977657318115, + "prediction_norm": 6.273893356323242, + "timestamp": "2025-07-14T12:34:57.249155" + }, + { + "epoch": 2318, + "batch_idx": 32, + "loss": 0.33266517519950867, + "learning_rate": 6.10920865194393e-05, + "timestep_mean": 483.25, + "epsilon_norm": 8.35998249053955, + "prediction_norm": 7.198187828063965, + "timestamp": "2025-07-14T12:34:57.254443" + }, + { + "epoch": 2318, + "batch_idx": 64, + "loss": 0.3055300712585449, + "learning_rate": 6.10920865194393e-05, + "timestep_mean": 512.03125, + "epsilon_norm": 8.673705101013184, + "prediction_norm": 7.64107608795166, + "timestamp": "2025-07-14T12:34:57.259533" + }, + { + "epoch": 2318, + "batch_idx": 96, + "loss": 0.16838401556015015, + "learning_rate": 6.10920865194393e-05, + "timestep_mean": 504.84375, + "epsilon_norm": 6.970674991607666, + "prediction_norm": 6.212276935577393, + "timestamp": "2025-07-14T12:34:57.264645" + }, + { + "epoch": 2318, + "batch_idx": 128, + "loss": 0.21750834584236145, + "learning_rate": 6.10920865194393e-05, + "timestep_mean": 426.78125, + "epsilon_norm": 7.13454008102417, + "prediction_norm": 5.3422064781188965, + "timestamp": "2025-07-14T12:34:57.269768" + }, + { + "epoch": 2318, + "batch_idx": 160, + "loss": 0.4649025499820709, + "learning_rate": 6.10920865194393e-05, + "timestep_mean": 402.71875, + "epsilon_norm": 7.775268077850342, + "prediction_norm": 5.37280797958374, + "timestamp": "2025-07-14T12:34:57.274888" + }, + { + "epoch": 2318, + "batch_idx": 192, + "loss": 0.41173499822616577, + "learning_rate": 6.10920865194393e-05, + "timestep_mean": 470.375, + "epsilon_norm": 3.732727289199829, + "prediction_norm": 2.969921350479126, + "timestamp": "2025-07-14T12:34:57.280177" + }, + { + "epoch": 2319, + "batch_idx": 0, + "loss": 0.19206704199314117, + "learning_rate": 6.146883223272219e-05, + "timestep_mean": 466.28125, + "epsilon_norm": 7.467243671417236, + "prediction_norm": 6.749215126037598, + "timestamp": "2025-07-14T12:34:57.285283" + }, + { + "epoch": 2319, + "batch_idx": 32, + "loss": 0.14809435606002808, + "learning_rate": 6.146883223272219e-05, + "timestep_mean": 511.1875, + "epsilon_norm": 7.039935111999512, + "prediction_norm": 6.263057708740234, + "timestamp": "2025-07-14T12:34:57.290242" + }, + { + "epoch": 2319, + "batch_idx": 64, + "loss": 0.07679963111877441, + "learning_rate": 6.146883223272219e-05, + "timestep_mean": 618.5, + "epsilon_norm": 8.490795135498047, + "prediction_norm": 7.924170970916748, + "timestamp": "2025-07-14T12:34:57.295370" + }, + { + "epoch": 2319, + "batch_idx": 96, + "loss": 0.14656323194503784, + "learning_rate": 6.146883223272219e-05, + "timestep_mean": 477.46875, + "epsilon_norm": 6.8927998542785645, + "prediction_norm": 6.644947528839111, + "timestamp": "2025-07-14T12:34:57.300502" + }, + { + "epoch": 2319, + "batch_idx": 128, + "loss": 0.4129752218723297, + "learning_rate": 6.146883223272219e-05, + "timestep_mean": 479.15625, + "epsilon_norm": 7.441012859344482, + "prediction_norm": 6.101332187652588, + "timestamp": "2025-07-14T12:34:57.305610" + }, + { + "epoch": 2319, + "batch_idx": 160, + "loss": 0.24124634265899658, + "learning_rate": 6.146883223272219e-05, + "timestep_mean": 421.40625, + "epsilon_norm": 7.677645206451416, + "prediction_norm": 6.166684150695801, + "timestamp": "2025-07-14T12:34:57.310769" + }, + { + "epoch": 2319, + "batch_idx": 192, + "loss": 0.04362237825989723, + "learning_rate": 6.146883223272219e-05, + "timestep_mean": 650.125, + "epsilon_norm": 4.984726428985596, + "prediction_norm": 4.615880012512207, + "timestamp": "2025-07-14T12:34:57.315613" + }, + { + "epoch": 2320, + "batch_idx": 0, + "loss": 0.2829315662384033, + "learning_rate": 6.184665997806831e-05, + "timestep_mean": 520.65625, + "epsilon_norm": 8.574651718139648, + "prediction_norm": 7.794095516204834, + "timestamp": "2025-07-14T12:34:57.320499" + }, + { + "epoch": 2320, + "batch_idx": 32, + "loss": 0.2552570402622223, + "learning_rate": 6.184665997806831e-05, + "timestep_mean": 501.90625, + "epsilon_norm": 7.831101417541504, + "prediction_norm": 6.337144374847412, + "timestamp": "2025-07-14T12:34:57.325453" + }, + { + "epoch": 2320, + "batch_idx": 64, + "loss": 0.2414025217294693, + "learning_rate": 6.184665997806831e-05, + "timestep_mean": 482.3125, + "epsilon_norm": 7.789974689483643, + "prediction_norm": 6.6442952156066895, + "timestamp": "2025-07-14T12:34:57.330279" + }, + { + "epoch": 2320, + "batch_idx": 96, + "loss": 0.2883634567260742, + "learning_rate": 6.184665997806831e-05, + "timestep_mean": 497.375, + "epsilon_norm": 8.695488929748535, + "prediction_norm": 7.522851943969727, + "timestamp": "2025-07-14T12:34:57.335059" + }, + { + "epoch": 2320, + "batch_idx": 128, + "loss": 0.23161913454532623, + "learning_rate": 6.184665997806831e-05, + "timestep_mean": 436.8125, + "epsilon_norm": 7.392833709716797, + "prediction_norm": 5.991995334625244, + "timestamp": "2025-07-14T12:34:57.339882" + }, + { + "epoch": 2320, + "batch_idx": 160, + "loss": 0.2648783326148987, + "learning_rate": 6.184665997806831e-05, + "timestep_mean": 509.625, + "epsilon_norm": 7.201797962188721, + "prediction_norm": 6.430239677429199, + "timestamp": "2025-07-14T12:34:57.344707" + }, + { + "epoch": 2320, + "batch_idx": 192, + "loss": 0.2613098621368408, + "learning_rate": 6.184665997806831e-05, + "timestep_mean": 442.625, + "epsilon_norm": 3.9331159591674805, + "prediction_norm": 2.9031822681427, + "timestamp": "2025-07-14T12:34:57.349471" + }, + { + "epoch": 2321, + "batch_idx": 0, + "loss": 0.2959994673728943, + "learning_rate": 6.222556882322555e-05, + "timestep_mean": 457.65625, + "epsilon_norm": 7.424436092376709, + "prediction_norm": 5.637040138244629, + "timestamp": "2025-07-14T12:34:57.354263" + }, + { + "epoch": 2321, + "batch_idx": 32, + "loss": 0.23197296261787415, + "learning_rate": 6.222556882322555e-05, + "timestep_mean": 583.8125, + "epsilon_norm": 8.245222091674805, + "prediction_norm": 7.47544527053833, + "timestamp": "2025-07-14T12:34:57.359163" + }, + { + "epoch": 2321, + "batch_idx": 64, + "loss": 0.23296231031417847, + "learning_rate": 6.222556882322555e-05, + "timestep_mean": 470.0, + "epsilon_norm": 7.792771816253662, + "prediction_norm": 6.940490245819092, + "timestamp": "2025-07-14T12:34:57.363989" + }, + { + "epoch": 2321, + "batch_idx": 96, + "loss": 0.4323135316371918, + "learning_rate": 6.222556882322555e-05, + "timestep_mean": 448.40625, + "epsilon_norm": 7.87877893447876, + "prediction_norm": 6.326810836791992, + "timestamp": "2025-07-14T12:34:57.368826" + }, + { + "epoch": 2321, + "batch_idx": 128, + "loss": 0.20298701524734497, + "learning_rate": 6.222556882322555e-05, + "timestep_mean": 472.75, + "epsilon_norm": 8.786515235900879, + "prediction_norm": 7.333720684051514, + "timestamp": "2025-07-14T12:34:57.373634" + }, + { + "epoch": 2321, + "batch_idx": 160, + "loss": 0.1975918412208557, + "learning_rate": 6.222556882322555e-05, + "timestep_mean": 521.34375, + "epsilon_norm": 6.681341171264648, + "prediction_norm": 6.083439350128174, + "timestamp": "2025-07-14T12:34:57.378504" + }, + { + "epoch": 2321, + "batch_idx": 192, + "loss": 0.18061204254627228, + "learning_rate": 6.222556882322555e-05, + "timestep_mean": 628.0, + "epsilon_norm": 4.014612674713135, + "prediction_norm": 3.8759286403656006, + "timestamp": "2025-07-14T12:34:57.383311" + }, + { + "epoch": 2322, + "batch_idx": 0, + "loss": 0.42087090015411377, + "learning_rate": 6.260555783327366e-05, + "timestep_mean": 485.25, + "epsilon_norm": 8.06099796295166, + "prediction_norm": 6.43060302734375, + "timestamp": "2025-07-14T12:34:57.388329" + }, + { + "epoch": 2322, + "batch_idx": 32, + "loss": 0.21123185753822327, + "learning_rate": 6.260555783327366e-05, + "timestep_mean": 502.75, + "epsilon_norm": 7.038102626800537, + "prediction_norm": 5.888309001922607, + "timestamp": "2025-07-14T12:34:57.393185" + }, + { + "epoch": 2322, + "batch_idx": 64, + "loss": 0.2203320860862732, + "learning_rate": 6.260555783327366e-05, + "timestep_mean": 540.0625, + "epsilon_norm": 8.46215534210205, + "prediction_norm": 8.033326148986816, + "timestamp": "2025-07-14T12:34:57.398053" + }, + { + "epoch": 2322, + "batch_idx": 96, + "loss": 0.4003908038139343, + "learning_rate": 6.260555783327366e-05, + "timestep_mean": 492.1875, + "epsilon_norm": 9.306109428405762, + "prediction_norm": 7.705846309661865, + "timestamp": "2025-07-14T12:34:57.402905" + }, + { + "epoch": 2322, + "batch_idx": 128, + "loss": 0.2065642774105072, + "learning_rate": 6.260555783327366e-05, + "timestep_mean": 459.1875, + "epsilon_norm": 9.134407997131348, + "prediction_norm": 7.910583019256592, + "timestamp": "2025-07-14T12:34:57.407698" + }, + { + "epoch": 2322, + "batch_idx": 160, + "loss": 0.2419578731060028, + "learning_rate": 6.260555783327366e-05, + "timestep_mean": 541.8125, + "epsilon_norm": 8.097131729125977, + "prediction_norm": 7.071118354797363, + "timestamp": "2025-07-14T12:34:57.412550" + }, + { + "epoch": 2322, + "batch_idx": 192, + "loss": 0.14648377895355225, + "learning_rate": 6.260555783327366e-05, + "timestep_mean": 566.75, + "epsilon_norm": 3.824521064758301, + "prediction_norm": 3.5562338829040527, + "timestamp": "2025-07-14T12:34:57.417646" + }, + { + "epoch": 2323, + "batch_idx": 0, + "loss": 0.2612101435661316, + "learning_rate": 6.29866260706279e-05, + "timestep_mean": 485.1875, + "epsilon_norm": 8.743351936340332, + "prediction_norm": 7.383854389190674, + "timestamp": "2025-07-14T12:34:57.422616" + }, + { + "epoch": 2323, + "batch_idx": 32, + "loss": 0.20314094424247742, + "learning_rate": 6.29866260706279e-05, + "timestep_mean": 431.28125, + "epsilon_norm": 8.587079048156738, + "prediction_norm": 7.291380882263184, + "timestamp": "2025-07-14T12:34:57.427556" + }, + { + "epoch": 2323, + "batch_idx": 64, + "loss": 0.11255975812673569, + "learning_rate": 6.29866260706279e-05, + "timestep_mean": 551.5625, + "epsilon_norm": 7.469566345214844, + "prediction_norm": 6.913637161254883, + "timestamp": "2025-07-14T12:34:57.432364" + }, + { + "epoch": 2323, + "batch_idx": 96, + "loss": 0.15044370293617249, + "learning_rate": 6.29866260706279e-05, + "timestep_mean": 539.625, + "epsilon_norm": 7.444936275482178, + "prediction_norm": 6.78450870513916, + "timestamp": "2025-07-14T12:34:57.437211" + }, + { + "epoch": 2323, + "batch_idx": 128, + "loss": 0.19133079051971436, + "learning_rate": 6.29866260706279e-05, + "timestep_mean": 506.65625, + "epsilon_norm": 8.071383476257324, + "prediction_norm": 7.376504898071289, + "timestamp": "2025-07-14T12:34:57.442121" + }, + { + "epoch": 2323, + "batch_idx": 160, + "loss": 0.23643594980239868, + "learning_rate": 6.29866260706279e-05, + "timestep_mean": 446.96875, + "epsilon_norm": 7.455453872680664, + "prediction_norm": 6.591015338897705, + "timestamp": "2025-07-14T12:34:57.446990" + }, + { + "epoch": 2323, + "batch_idx": 192, + "loss": 0.36577656865119934, + "learning_rate": 6.29866260706279e-05, + "timestep_mean": 472.5, + "epsilon_norm": 5.2170515060424805, + "prediction_norm": 4.166147708892822, + "timestamp": "2025-07-14T12:34:57.451986" + }, + { + "epoch": 2324, + "batch_idx": 0, + "loss": 0.2367558479309082, + "learning_rate": 6.336877259504016e-05, + "timestep_mean": 641.625, + "epsilon_norm": 7.931528568267822, + "prediction_norm": 7.3088698387146, + "timestamp": "2025-07-14T12:34:57.456839" + }, + { + "epoch": 2324, + "batch_idx": 32, + "loss": 0.15682318806648254, + "learning_rate": 6.336877259504016e-05, + "timestep_mean": 481.125, + "epsilon_norm": 8.895655632019043, + "prediction_norm": 8.302385330200195, + "timestamp": "2025-07-14T12:34:57.461681" + }, + { + "epoch": 2324, + "batch_idx": 64, + "loss": 0.2691548466682434, + "learning_rate": 6.336877259504016e-05, + "timestep_mean": 561.0625, + "epsilon_norm": 8.561511993408203, + "prediction_norm": 7.816417217254639, + "timestamp": "2025-07-14T12:34:57.466513" + }, + { + "epoch": 2324, + "batch_idx": 96, + "loss": 0.391865074634552, + "learning_rate": 6.336877259504016e-05, + "timestep_mean": 467.09375, + "epsilon_norm": 8.267420768737793, + "prediction_norm": 7.008575439453125, + "timestamp": "2025-07-14T12:34:57.471479" + }, + { + "epoch": 2324, + "batch_idx": 128, + "loss": 0.4372074007987976, + "learning_rate": 6.336877259504016e-05, + "timestep_mean": 532.71875, + "epsilon_norm": 7.7483978271484375, + "prediction_norm": 6.821485996246338, + "timestamp": "2025-07-14T12:34:57.476324" + }, + { + "epoch": 2324, + "batch_idx": 160, + "loss": 0.21502655744552612, + "learning_rate": 6.336877259504016e-05, + "timestep_mean": 556.9375, + "epsilon_norm": 8.775203704833984, + "prediction_norm": 8.048592567443848, + "timestamp": "2025-07-14T12:34:57.481170" + }, + { + "epoch": 2324, + "batch_idx": 192, + "loss": 0.3573340177536011, + "learning_rate": 6.336877259504016e-05, + "timestep_mean": 478.0, + "epsilon_norm": 6.0777082443237305, + "prediction_norm": 4.882181644439697, + "timestamp": "2025-07-14T12:34:57.485960" + }, + { + "epoch": 2325, + "batch_idx": 0, + "loss": 0.2537763714790344, + "learning_rate": 6.375199646360154e-05, + "timestep_mean": 522.84375, + "epsilon_norm": 8.041436195373535, + "prediction_norm": 6.651388168334961, + "timestamp": "2025-07-14T12:34:57.490857" + }, + { + "epoch": 2325, + "batch_idx": 32, + "loss": 0.26602375507354736, + "learning_rate": 6.375199646360154e-05, + "timestep_mean": 448.15625, + "epsilon_norm": 8.133333206176758, + "prediction_norm": 6.46613883972168, + "timestamp": "2025-07-14T12:34:57.495666" + }, + { + "epoch": 2325, + "batch_idx": 64, + "loss": 0.2158314287662506, + "learning_rate": 6.375199646360154e-05, + "timestep_mean": 536.09375, + "epsilon_norm": 8.577704429626465, + "prediction_norm": 7.557621955871582, + "timestamp": "2025-07-14T12:34:57.500563" + }, + { + "epoch": 2325, + "batch_idx": 96, + "loss": 0.3568858504295349, + "learning_rate": 6.375199646360154e-05, + "timestep_mean": 496.3125, + "epsilon_norm": 8.224413871765137, + "prediction_norm": 6.843560218811035, + "timestamp": "2025-07-14T12:34:57.505404" + }, + { + "epoch": 2325, + "batch_idx": 128, + "loss": 0.2933494448661804, + "learning_rate": 6.375199646360154e-05, + "timestep_mean": 507.5625, + "epsilon_norm": 7.731497287750244, + "prediction_norm": 6.661837577819824, + "timestamp": "2025-07-14T12:34:57.510272" + }, + { + "epoch": 2325, + "batch_idx": 160, + "loss": 0.24868500232696533, + "learning_rate": 6.375199646360154e-05, + "timestep_mean": 523.84375, + "epsilon_norm": 6.672670364379883, + "prediction_norm": 5.703871250152588, + "timestamp": "2025-07-14T12:34:57.515151" + }, + { + "epoch": 2325, + "batch_idx": 192, + "loss": 0.7836129665374756, + "learning_rate": 6.375199646360154e-05, + "timestep_mean": 285.875, + "epsilon_norm": 4.415475368499756, + "prediction_norm": 2.2884466648101807, + "timestamp": "2025-07-14T12:34:57.520004" + }, + { + "epoch": 2326, + "batch_idx": 0, + "loss": 0.3127497136592865, + "learning_rate": 6.413629673074574e-05, + "timestep_mean": 480.03125, + "epsilon_norm": 7.804495334625244, + "prediction_norm": 6.778661251068115, + "timestamp": "2025-07-14T12:34:57.524934" + }, + { + "epoch": 2326, + "batch_idx": 32, + "loss": 0.2801635265350342, + "learning_rate": 6.413629673074574e-05, + "timestep_mean": 550.0, + "epsilon_norm": 7.118198394775391, + "prediction_norm": 6.216061592102051, + "timestamp": "2025-07-14T12:34:57.529870" + }, + { + "epoch": 2326, + "batch_idx": 64, + "loss": 0.1779804825782776, + "learning_rate": 6.413629673074574e-05, + "timestep_mean": 498.28125, + "epsilon_norm": 8.487290382385254, + "prediction_norm": 8.267691612243652, + "timestamp": "2025-07-14T12:34:57.534812" + }, + { + "epoch": 2326, + "batch_idx": 96, + "loss": 0.28262728452682495, + "learning_rate": 6.413629673074574e-05, + "timestep_mean": 410.46875, + "epsilon_norm": 7.1156182289123535, + "prediction_norm": 5.732677936553955, + "timestamp": "2025-07-14T12:34:57.539672" + }, + { + "epoch": 2326, + "batch_idx": 128, + "loss": 0.2351142019033432, + "learning_rate": 6.413629673074574e-05, + "timestep_mean": 550.5625, + "epsilon_norm": 7.648615837097168, + "prediction_norm": 6.755463600158691, + "timestamp": "2025-07-14T12:34:57.544682" + }, + { + "epoch": 2326, + "batch_idx": 160, + "loss": 0.23855528235435486, + "learning_rate": 6.413629673074574e-05, + "timestep_mean": 593.4375, + "epsilon_norm": 8.764935493469238, + "prediction_norm": 7.714417457580566, + "timestamp": "2025-07-14T12:34:57.549526" + }, + { + "epoch": 2326, + "batch_idx": 192, + "loss": 0.2522164583206177, + "learning_rate": 6.413629673074574e-05, + "timestep_mean": 422.875, + "epsilon_norm": 3.7017533779144287, + "prediction_norm": 2.5681960582733154, + "timestamp": "2025-07-14T12:34:57.554469" + }, + { + "epoch": 2327, + "batch_idx": 0, + "loss": 0.26743069291114807, + "learning_rate": 6.452167244824971e-05, + "timestep_mean": 499.90625, + "epsilon_norm": 7.242513656616211, + "prediction_norm": 6.289880752563477, + "timestamp": "2025-07-14T12:34:57.559436" + }, + { + "epoch": 2327, + "batch_idx": 32, + "loss": 0.2909875512123108, + "learning_rate": 6.452167244824971e-05, + "timestep_mean": 561.28125, + "epsilon_norm": 7.355870246887207, + "prediction_norm": 6.280580043792725, + "timestamp": "2025-07-14T12:34:57.564335" + }, + { + "epoch": 2327, + "batch_idx": 64, + "loss": 0.2775050699710846, + "learning_rate": 6.452167244824971e-05, + "timestep_mean": 493.75, + "epsilon_norm": 7.965914726257324, + "prediction_norm": 6.683830261230469, + "timestamp": "2025-07-14T12:34:57.569308" + }, + { + "epoch": 2327, + "batch_idx": 96, + "loss": 0.3200501501560211, + "learning_rate": 6.452167244824971e-05, + "timestep_mean": 481.4375, + "epsilon_norm": 7.724353313446045, + "prediction_norm": 5.596395015716553, + "timestamp": "2025-07-14T12:34:57.574252" + }, + { + "epoch": 2327, + "batch_idx": 128, + "loss": 0.22277040779590607, + "learning_rate": 6.452167244824971e-05, + "timestep_mean": 487.78125, + "epsilon_norm": 8.184353828430176, + "prediction_norm": 6.784726619720459, + "timestamp": "2025-07-14T12:34:57.579151" + }, + { + "epoch": 2327, + "batch_idx": 160, + "loss": 0.26472941040992737, + "learning_rate": 6.452167244824971e-05, + "timestep_mean": 585.53125, + "epsilon_norm": 6.507142543792725, + "prediction_norm": 5.322240352630615, + "timestamp": "2025-07-14T12:34:57.584189" + }, + { + "epoch": 2327, + "batch_idx": 192, + "loss": 0.05500739440321922, + "learning_rate": 6.452167244824971e-05, + "timestep_mean": 703.625, + "epsilon_norm": 4.637051105499268, + "prediction_norm": 4.438155651092529, + "timestamp": "2025-07-14T12:34:57.589091" + }, + { + "epoch": 2328, + "batch_idx": 0, + "loss": 0.21309427917003632, + "learning_rate": 6.490812266523728e-05, + "timestep_mean": 472.15625, + "epsilon_norm": 7.707463264465332, + "prediction_norm": 7.269193172454834, + "timestamp": "2025-07-14T12:34:57.593970" + }, + { + "epoch": 2328, + "batch_idx": 32, + "loss": 0.28338855504989624, + "learning_rate": 6.490812266523728e-05, + "timestep_mean": 456.21875, + "epsilon_norm": 7.574084281921387, + "prediction_norm": 6.078338146209717, + "timestamp": "2025-07-14T12:34:57.598828" + }, + { + "epoch": 2328, + "batch_idx": 64, + "loss": 0.19693265855312347, + "learning_rate": 6.490812266523728e-05, + "timestep_mean": 524.6875, + "epsilon_norm": 6.732393264770508, + "prediction_norm": 6.011006832122803, + "timestamp": "2025-07-14T12:34:57.603725" + }, + { + "epoch": 2328, + "batch_idx": 96, + "loss": 0.22410161793231964, + "learning_rate": 6.490812266523728e-05, + "timestep_mean": 511.1875, + "epsilon_norm": 7.5229620933532715, + "prediction_norm": 6.1662397384643555, + "timestamp": "2025-07-14T12:34:57.608566" + }, + { + "epoch": 2328, + "batch_idx": 128, + "loss": 0.2608516216278076, + "learning_rate": 6.490812266523728e-05, + "timestep_mean": 560.09375, + "epsilon_norm": 8.632309913635254, + "prediction_norm": 7.544564247131348, + "timestamp": "2025-07-14T12:34:57.613552" + }, + { + "epoch": 2328, + "batch_idx": 160, + "loss": 0.2273615598678589, + "learning_rate": 6.490812266523728e-05, + "timestep_mean": 533.15625, + "epsilon_norm": 8.246702194213867, + "prediction_norm": 7.016002655029297, + "timestamp": "2025-07-14T12:34:57.618430" + }, + { + "epoch": 2328, + "batch_idx": 192, + "loss": 0.1692979633808136, + "learning_rate": 6.490812266523728e-05, + "timestep_mean": 556.25, + "epsilon_norm": 3.5277764797210693, + "prediction_norm": 3.222500801086426, + "timestamp": "2025-07-14T12:34:57.623343" + }, + { + "epoch": 2329, + "batch_idx": 0, + "loss": 0.30155372619628906, + "learning_rate": 6.5295646428181e-05, + "timestep_mean": 536.625, + "epsilon_norm": 8.52889633178711, + "prediction_norm": 6.675055027008057, + "timestamp": "2025-07-14T12:34:57.628207" + }, + { + "epoch": 2329, + "batch_idx": 32, + "loss": 0.09114916622638702, + "learning_rate": 6.5295646428181e-05, + "timestep_mean": 532.375, + "epsilon_norm": 6.543186664581299, + "prediction_norm": 6.394688606262207, + "timestamp": "2025-07-14T12:34:57.633155" + }, + { + "epoch": 2329, + "batch_idx": 64, + "loss": 0.3836280107498169, + "learning_rate": 6.5295646428181e-05, + "timestep_mean": 523.3125, + "epsilon_norm": 8.072906494140625, + "prediction_norm": 6.498769760131836, + "timestamp": "2025-07-14T12:34:57.638133" + }, + { + "epoch": 2329, + "batch_idx": 96, + "loss": 0.44650328159332275, + "learning_rate": 6.5295646428181e-05, + "timestep_mean": 456.96875, + "epsilon_norm": 8.186004638671875, + "prediction_norm": 5.879494667053223, + "timestamp": "2025-07-14T12:34:57.642998" + }, + { + "epoch": 2329, + "batch_idx": 128, + "loss": 0.30867478251457214, + "learning_rate": 6.5295646428181e-05, + "timestep_mean": 416.5, + "epsilon_norm": 7.692599296569824, + "prediction_norm": 6.389824867248535, + "timestamp": "2025-07-14T12:34:57.647810" + }, + { + "epoch": 2329, + "batch_idx": 160, + "loss": 0.1751001626253128, + "learning_rate": 6.5295646428181e-05, + "timestep_mean": 507.90625, + "epsilon_norm": 8.104238510131836, + "prediction_norm": 7.816421985626221, + "timestamp": "2025-07-14T12:34:57.652719" + }, + { + "epoch": 2329, + "batch_idx": 192, + "loss": 0.20971976220607758, + "learning_rate": 6.5295646428181e-05, + "timestep_mean": 599.75, + "epsilon_norm": 3.72830867767334, + "prediction_norm": 3.1970765590667725, + "timestamp": "2025-07-14T12:34:57.657557" + }, + { + "epoch": 2330, + "batch_idx": 0, + "loss": 0.3436214327812195, + "learning_rate": 6.568424278090458e-05, + "timestep_mean": 457.4375, + "epsilon_norm": 8.601008415222168, + "prediction_norm": 7.050410270690918, + "timestamp": "2025-07-14T12:34:57.662494" + }, + { + "epoch": 2330, + "batch_idx": 32, + "loss": 0.3934636116027832, + "learning_rate": 6.568424278090458e-05, + "timestep_mean": 504.5, + "epsilon_norm": 8.815237998962402, + "prediction_norm": 7.238414287567139, + "timestamp": "2025-07-14T12:34:57.667429" + }, + { + "epoch": 2330, + "batch_idx": 64, + "loss": 0.20984379947185516, + "learning_rate": 6.568424278090458e-05, + "timestep_mean": 492.4375, + "epsilon_norm": 7.760919094085693, + "prediction_norm": 7.527183532714844, + "timestamp": "2025-07-14T12:34:57.672264" + }, + { + "epoch": 2330, + "batch_idx": 96, + "loss": 0.2952757775783539, + "learning_rate": 6.568424278090458e-05, + "timestep_mean": 456.125, + "epsilon_norm": 7.2164130210876465, + "prediction_norm": 5.80937385559082, + "timestamp": "2025-07-14T12:34:57.677095" + }, + { + "epoch": 2330, + "batch_idx": 128, + "loss": 0.6243233680725098, + "learning_rate": 6.568424278090458e-05, + "timestep_mean": 423.5625, + "epsilon_norm": 8.244739532470703, + "prediction_norm": 5.904461860656738, + "timestamp": "2025-07-14T12:34:57.681987" + }, + { + "epoch": 2330, + "batch_idx": 160, + "loss": 0.33884042501449585, + "learning_rate": 6.568424278090458e-05, + "timestep_mean": 533.71875, + "epsilon_norm": 8.901700973510742, + "prediction_norm": 7.566984176635742, + "timestamp": "2025-07-14T12:34:57.686791" + }, + { + "epoch": 2330, + "batch_idx": 192, + "loss": 0.2574407458305359, + "learning_rate": 6.568424278090458e-05, + "timestep_mean": 421.875, + "epsilon_norm": 3.721430540084839, + "prediction_norm": 3.1818575859069824, + "timestamp": "2025-07-14T12:34:57.691627" + }, + { + "epoch": 2331, + "batch_idx": 0, + "loss": 0.4846542477607727, + "learning_rate": 6.607391076458493e-05, + "timestep_mean": 405.46875, + "epsilon_norm": 9.107399940490723, + "prediction_norm": 7.380254745483398, + "timestamp": "2025-07-14T12:34:57.696557" + }, + { + "epoch": 2331, + "batch_idx": 32, + "loss": 0.1893896460533142, + "learning_rate": 6.607391076458493e-05, + "timestep_mean": 495.0, + "epsilon_norm": 7.8314619064331055, + "prediction_norm": 6.592811107635498, + "timestamp": "2025-07-14T12:34:57.701426" + }, + { + "epoch": 2331, + "batch_idx": 64, + "loss": 0.20494617521762848, + "learning_rate": 6.607391076458493e-05, + "timestep_mean": 416.90625, + "epsilon_norm": 6.840648651123047, + "prediction_norm": 6.255077362060547, + "timestamp": "2025-07-14T12:34:57.706267" + }, + { + "epoch": 2331, + "batch_idx": 96, + "loss": 0.2286999523639679, + "learning_rate": 6.607391076458493e-05, + "timestep_mean": 459.40625, + "epsilon_norm": 6.900765895843506, + "prediction_norm": 6.091866493225098, + "timestamp": "2025-07-14T12:34:57.711089" + }, + { + "epoch": 2331, + "batch_idx": 128, + "loss": 0.1633562594652176, + "learning_rate": 6.607391076458493e-05, + "timestep_mean": 488.71875, + "epsilon_norm": 7.8383588790893555, + "prediction_norm": 7.461233139038086, + "timestamp": "2025-07-14T12:34:57.715929" + }, + { + "epoch": 2331, + "batch_idx": 160, + "loss": 0.5089648962020874, + "learning_rate": 6.607391076458493e-05, + "timestep_mean": 416.53125, + "epsilon_norm": 6.898227214813232, + "prediction_norm": 5.707096576690674, + "timestamp": "2025-07-14T12:34:57.720751" + }, + { + "epoch": 2331, + "batch_idx": 192, + "loss": 0.5449007749557495, + "learning_rate": 6.607391076458493e-05, + "timestep_mean": 535.375, + "epsilon_norm": 4.504918098449707, + "prediction_norm": 2.7308006286621094, + "timestamp": "2025-07-14T12:34:57.725611" + }, + { + "epoch": 2332, + "batch_idx": 0, + "loss": 0.2015867680311203, + "learning_rate": 6.64646494177551e-05, + "timestep_mean": 427.90625, + "epsilon_norm": 6.807071685791016, + "prediction_norm": 5.697406768798828, + "timestamp": "2025-07-14T12:34:57.730435" + }, + { + "epoch": 2332, + "batch_idx": 32, + "loss": 0.20300671458244324, + "learning_rate": 6.64646494177551e-05, + "timestep_mean": 459.9375, + "epsilon_norm": 7.684482097625732, + "prediction_norm": 6.825615406036377, + "timestamp": "2025-07-14T12:34:57.735322" + }, + { + "epoch": 2332, + "batch_idx": 64, + "loss": 0.33822381496429443, + "learning_rate": 6.64646494177551e-05, + "timestep_mean": 537.96875, + "epsilon_norm": 8.6515531539917, + "prediction_norm": 7.052870273590088, + "timestamp": "2025-07-14T12:34:57.740219" + }, + { + "epoch": 2332, + "batch_idx": 96, + "loss": 0.23660919070243835, + "learning_rate": 6.64646494177551e-05, + "timestep_mean": 479.90625, + "epsilon_norm": 7.714196681976318, + "prediction_norm": 7.236475467681885, + "timestamp": "2025-07-14T12:34:57.745064" + }, + { + "epoch": 2332, + "batch_idx": 128, + "loss": 0.213359534740448, + "learning_rate": 6.64646494177551e-05, + "timestep_mean": 499.25, + "epsilon_norm": 7.099191188812256, + "prediction_norm": 6.226813793182373, + "timestamp": "2025-07-14T12:34:57.749982" + }, + { + "epoch": 2332, + "batch_idx": 160, + "loss": 0.4258815050125122, + "learning_rate": 6.64646494177551e-05, + "timestep_mean": 452.375, + "epsilon_norm": 8.517329216003418, + "prediction_norm": 6.249880790710449, + "timestamp": "2025-07-14T12:34:57.754872" + }, + { + "epoch": 2332, + "batch_idx": 192, + "loss": 0.2769383192062378, + "learning_rate": 6.64646494177551e-05, + "timestep_mean": 570.875, + "epsilon_norm": 3.175957441329956, + "prediction_norm": 2.4138131141662598, + "timestamp": "2025-07-14T12:34:57.759650" + }, + { + "epoch": 2333, + "batch_idx": 0, + "loss": 0.2697252035140991, + "learning_rate": 6.68564577763064e-05, + "timestep_mean": 469.78125, + "epsilon_norm": 8.301620483398438, + "prediction_norm": 7.064389228820801, + "timestamp": "2025-07-14T12:34:57.764499" + }, + { + "epoch": 2333, + "batch_idx": 32, + "loss": 0.27036505937576294, + "learning_rate": 6.68564577763064e-05, + "timestep_mean": 494.09375, + "epsilon_norm": 8.101887702941895, + "prediction_norm": 7.382775783538818, + "timestamp": "2025-07-14T12:34:57.769310" + }, + { + "epoch": 2333, + "batch_idx": 64, + "loss": 0.38109514117240906, + "learning_rate": 6.68564577763064e-05, + "timestep_mean": 449.6875, + "epsilon_norm": 7.150235176086426, + "prediction_norm": 5.031374931335449, + "timestamp": "2025-07-14T12:34:57.774178" + }, + { + "epoch": 2333, + "batch_idx": 96, + "loss": 0.22294773161411285, + "learning_rate": 6.68564577763064e-05, + "timestep_mean": 555.15625, + "epsilon_norm": 6.705972194671631, + "prediction_norm": 5.430328845977783, + "timestamp": "2025-07-14T12:34:57.778970" + }, + { + "epoch": 2333, + "batch_idx": 128, + "loss": 0.3166052997112274, + "learning_rate": 6.68564577763064e-05, + "timestep_mean": 553.5, + "epsilon_norm": 8.450716972351074, + "prediction_norm": 7.081153869628906, + "timestamp": "2025-07-14T12:34:57.784030" + }, + { + "epoch": 2333, + "batch_idx": 160, + "loss": 0.2911432385444641, + "learning_rate": 6.68564577763064e-05, + "timestep_mean": 457.25, + "epsilon_norm": 6.9895172119140625, + "prediction_norm": 6.082958698272705, + "timestamp": "2025-07-14T12:34:57.789192" + }, + { + "epoch": 2333, + "batch_idx": 192, + "loss": 0.11743539571762085, + "learning_rate": 6.68564577763064e-05, + "timestep_mean": 620.875, + "epsilon_norm": 3.671741485595703, + "prediction_norm": 2.8784427642822266, + "timestamp": "2025-07-14T12:34:57.794255" + }, + { + "epoch": 2334, + "batch_idx": 0, + "loss": 0.17244914174079895, + "learning_rate": 6.724933487349061e-05, + "timestep_mean": 626.875, + "epsilon_norm": 8.066089630126953, + "prediction_norm": 7.374524116516113, + "timestamp": "2025-07-14T12:34:57.799378" + }, + { + "epoch": 2334, + "batch_idx": 32, + "loss": 0.32854190468788147, + "learning_rate": 6.724933487349061e-05, + "timestep_mean": 458.1875, + "epsilon_norm": 8.925772666931152, + "prediction_norm": 7.273942470550537, + "timestamp": "2025-07-14T12:34:57.804647" + }, + { + "epoch": 2334, + "batch_idx": 64, + "loss": 0.309942364692688, + "learning_rate": 6.724933487349061e-05, + "timestep_mean": 580.03125, + "epsilon_norm": 7.413466453552246, + "prediction_norm": 5.793613433837891, + "timestamp": "2025-07-14T12:34:57.809630" + }, + { + "epoch": 2334, + "batch_idx": 96, + "loss": 0.30352699756622314, + "learning_rate": 6.724933487349061e-05, + "timestep_mean": 545.4375, + "epsilon_norm": 8.562617301940918, + "prediction_norm": 6.857859134674072, + "timestamp": "2025-07-14T12:34:57.814502" + }, + { + "epoch": 2334, + "batch_idx": 128, + "loss": 0.5996087193489075, + "learning_rate": 6.724933487349061e-05, + "timestep_mean": 457.53125, + "epsilon_norm": 11.704970359802246, + "prediction_norm": 9.718184471130371, + "timestamp": "2025-07-14T12:34:57.819286" + }, + { + "epoch": 2334, + "batch_idx": 160, + "loss": 0.2535025477409363, + "learning_rate": 6.724933487349061e-05, + "timestep_mean": 569.84375, + "epsilon_norm": 8.564227104187012, + "prediction_norm": 7.877154350280762, + "timestamp": "2025-07-14T12:34:57.824092" + }, + { + "epoch": 2334, + "batch_idx": 192, + "loss": 0.1620946228504181, + "learning_rate": 6.724933487349061e-05, + "timestep_mean": 546.125, + "epsilon_norm": 4.353763580322266, + "prediction_norm": 3.6225664615631104, + "timestamp": "2025-07-14T12:34:57.828907" + }, + { + "epoch": 2335, + "batch_idx": 0, + "loss": 0.5076959729194641, + "learning_rate": 6.764327973992262e-05, + "timestep_mean": 435.375, + "epsilon_norm": 8.967374801635742, + "prediction_norm": 6.812005519866943, + "timestamp": "2025-07-14T12:34:57.833865" + }, + { + "epoch": 2335, + "batch_idx": 32, + "loss": 0.1658667027950287, + "learning_rate": 6.764327973992262e-05, + "timestep_mean": 504.0625, + "epsilon_norm": 6.758995056152344, + "prediction_norm": 6.348489761352539, + "timestamp": "2025-07-14T12:34:57.838800" + }, + { + "epoch": 2335, + "batch_idx": 64, + "loss": 0.20156408846378326, + "learning_rate": 6.764327973992262e-05, + "timestep_mean": 530.8125, + "epsilon_norm": 7.607810974121094, + "prediction_norm": 6.782864093780518, + "timestamp": "2025-07-14T12:34:57.843817" + }, + { + "epoch": 2335, + "batch_idx": 96, + "loss": 0.13640160858631134, + "learning_rate": 6.764327973992262e-05, + "timestep_mean": 510.21875, + "epsilon_norm": 7.076061725616455, + "prediction_norm": 6.440375804901123, + "timestamp": "2025-07-14T12:34:57.848843" + }, + { + "epoch": 2335, + "batch_idx": 128, + "loss": 0.2651442587375641, + "learning_rate": 6.764327973992262e-05, + "timestep_mean": 494.625, + "epsilon_norm": 7.561825275421143, + "prediction_norm": 6.621974468231201, + "timestamp": "2025-07-14T12:34:57.854426" + }, + { + "epoch": 2335, + "batch_idx": 160, + "loss": 0.19708743691444397, + "learning_rate": 6.764327973992262e-05, + "timestep_mean": 501.78125, + "epsilon_norm": 8.056509017944336, + "prediction_norm": 7.095658302307129, + "timestamp": "2025-07-14T12:34:57.859555" + }, + { + "epoch": 2335, + "batch_idx": 192, + "loss": 0.5439905524253845, + "learning_rate": 6.764327973992262e-05, + "timestep_mean": 594.75, + "epsilon_norm": 4.725417137145996, + "prediction_norm": 3.790689468383789, + "timestamp": "2025-07-14T12:34:57.864599" + }, + { + "epoch": 2336, + "batch_idx": 0, + "loss": 0.26421624422073364, + "learning_rate": 6.803829140358247e-05, + "timestep_mean": 471.25, + "epsilon_norm": 7.838181495666504, + "prediction_norm": 6.167932987213135, + "timestamp": "2025-07-14T12:34:57.869769" + }, + { + "epoch": 2336, + "batch_idx": 32, + "loss": 0.24416020512580872, + "learning_rate": 6.803829140358247e-05, + "timestep_mean": 490.09375, + "epsilon_norm": 8.525781631469727, + "prediction_norm": 7.3016276359558105, + "timestamp": "2025-07-14T12:34:57.874914" + }, + { + "epoch": 2336, + "batch_idx": 64, + "loss": 0.31133562326431274, + "learning_rate": 6.803829140358247e-05, + "timestep_mean": 507.96875, + "epsilon_norm": 8.331616401672363, + "prediction_norm": 6.4611382484436035, + "timestamp": "2025-07-14T12:34:57.880105" + }, + { + "epoch": 2336, + "batch_idx": 96, + "loss": 0.4084312915802002, + "learning_rate": 6.803829140358247e-05, + "timestep_mean": 472.0625, + "epsilon_norm": 7.940348148345947, + "prediction_norm": 5.796875953674316, + "timestamp": "2025-07-14T12:34:57.885231" + }, + { + "epoch": 2336, + "batch_idx": 128, + "loss": 0.23035992681980133, + "learning_rate": 6.803829140358247e-05, + "timestep_mean": 585.59375, + "epsilon_norm": 7.56472110748291, + "prediction_norm": 7.059087753295898, + "timestamp": "2025-07-14T12:34:57.890252" + }, + { + "epoch": 2336, + "batch_idx": 160, + "loss": 0.16287559270858765, + "learning_rate": 6.803829140358247e-05, + "timestep_mean": 554.96875, + "epsilon_norm": 6.644585132598877, + "prediction_norm": 5.73565673828125, + "timestamp": "2025-07-14T12:34:57.895441" + }, + { + "epoch": 2336, + "batch_idx": 192, + "loss": 0.2622920274734497, + "learning_rate": 6.803829140358247e-05, + "timestep_mean": 545.0, + "epsilon_norm": 3.1929209232330322, + "prediction_norm": 2.3347389698028564, + "timestamp": "2025-07-14T12:34:57.900520" + }, + { + "epoch": 2337, + "batch_idx": 0, + "loss": 0.3308570981025696, + "learning_rate": 6.843436888981824e-05, + "timestep_mean": 414.46875, + "epsilon_norm": 8.035297393798828, + "prediction_norm": 6.4529852867126465, + "timestamp": "2025-07-14T12:34:57.905678" + }, + { + "epoch": 2337, + "batch_idx": 32, + "loss": 0.3072686791419983, + "learning_rate": 6.843436888981824e-05, + "timestep_mean": 511.6875, + "epsilon_norm": 8.085023880004883, + "prediction_norm": 6.776006698608398, + "timestamp": "2025-07-14T12:34:57.910782" + }, + { + "epoch": 2337, + "batch_idx": 64, + "loss": 0.2634466290473938, + "learning_rate": 6.843436888981824e-05, + "timestep_mean": 525.90625, + "epsilon_norm": 8.207374572753906, + "prediction_norm": 7.014005661010742, + "timestamp": "2025-07-14T12:34:57.915878" + }, + { + "epoch": 2337, + "batch_idx": 96, + "loss": 0.16975542902946472, + "learning_rate": 6.843436888981824e-05, + "timestep_mean": 598.78125, + "epsilon_norm": 8.159932136535645, + "prediction_norm": 7.272671222686768, + "timestamp": "2025-07-14T12:34:57.921121" + }, + { + "epoch": 2337, + "batch_idx": 128, + "loss": 0.1299845576286316, + "learning_rate": 6.843436888981824e-05, + "timestep_mean": 563.6875, + "epsilon_norm": 8.355256080627441, + "prediction_norm": 7.584962368011475, + "timestamp": "2025-07-14T12:34:57.926249" + }, + { + "epoch": 2337, + "batch_idx": 160, + "loss": 0.22998939454555511, + "learning_rate": 6.843436888981824e-05, + "timestep_mean": 546.09375, + "epsilon_norm": 8.719764709472656, + "prediction_norm": 7.929693222045898, + "timestamp": "2025-07-14T12:34:57.931362" + }, + { + "epoch": 2337, + "batch_idx": 192, + "loss": 0.17631790041923523, + "learning_rate": 6.843436888981824e-05, + "timestep_mean": 361.875, + "epsilon_norm": 3.8090779781341553, + "prediction_norm": 3.6154348850250244, + "timestamp": "2025-07-14T12:34:57.936592" + }, + { + "epoch": 2338, + "batch_idx": 0, + "loss": 0.2152813822031021, + "learning_rate": 6.883151122134823e-05, + "timestep_mean": 546.375, + "epsilon_norm": 9.032333374023438, + "prediction_norm": 8.044633865356445, + "timestamp": "2025-07-14T12:34:57.941926" + }, + { + "epoch": 2338, + "batch_idx": 32, + "loss": 0.21353980898857117, + "learning_rate": 6.883151122134823e-05, + "timestep_mean": 522.75, + "epsilon_norm": 8.093015670776367, + "prediction_norm": 6.9729719161987305, + "timestamp": "2025-07-14T12:34:57.947156" + }, + { + "epoch": 2338, + "batch_idx": 64, + "loss": 0.21602056920528412, + "learning_rate": 6.883151122134823e-05, + "timestep_mean": 536.59375, + "epsilon_norm": 7.612515926361084, + "prediction_norm": 6.648777008056641, + "timestamp": "2025-07-14T12:34:57.952310" + }, + { + "epoch": 2338, + "batch_idx": 96, + "loss": 0.3002612888813019, + "learning_rate": 6.883151122134823e-05, + "timestep_mean": 529.4375, + "epsilon_norm": 9.495866775512695, + "prediction_norm": 7.918484687805176, + "timestamp": "2025-07-14T12:34:57.957423" + }, + { + "epoch": 2338, + "batch_idx": 128, + "loss": 0.15607304871082306, + "learning_rate": 6.883151122134823e-05, + "timestep_mean": 480.75, + "epsilon_norm": 7.888047695159912, + "prediction_norm": 6.942271709442139, + "timestamp": "2025-07-14T12:34:57.962666" + }, + { + "epoch": 2338, + "batch_idx": 160, + "loss": 0.14016175270080566, + "learning_rate": 6.883151122134823e-05, + "timestep_mean": 511.3125, + "epsilon_norm": 8.778751373291016, + "prediction_norm": 8.418913841247559, + "timestamp": "2025-07-14T12:34:57.967877" + }, + { + "epoch": 2338, + "batch_idx": 192, + "loss": 0.8146020174026489, + "learning_rate": 6.883151122134823e-05, + "timestep_mean": 502.5, + "epsilon_norm": 4.135654926300049, + "prediction_norm": 2.802375078201294, + "timestamp": "2025-07-14T12:34:57.972968" + }, + { + "epoch": 2339, + "batch_idx": 0, + "loss": 0.18922443687915802, + "learning_rate": 6.922971741826284e-05, + "timestep_mean": 481.96875, + "epsilon_norm": 8.549164772033691, + "prediction_norm": 7.666717052459717, + "timestamp": "2025-07-14T12:34:57.978241" + }, + { + "epoch": 2339, + "batch_idx": 32, + "loss": 0.273676335811615, + "learning_rate": 6.922971741826284e-05, + "timestep_mean": 448.125, + "epsilon_norm": 8.762920379638672, + "prediction_norm": 7.182923793792725, + "timestamp": "2025-07-14T12:34:57.983460" + }, + { + "epoch": 2339, + "batch_idx": 64, + "loss": 0.14714765548706055, + "learning_rate": 6.922971741826284e-05, + "timestep_mean": 541.46875, + "epsilon_norm": 6.814379692077637, + "prediction_norm": 6.411179542541504, + "timestamp": "2025-07-14T12:34:57.988617" + }, + { + "epoch": 2339, + "batch_idx": 96, + "loss": 0.15480700135231018, + "learning_rate": 6.922971741826284e-05, + "timestep_mean": 468.5625, + "epsilon_norm": 7.489253044128418, + "prediction_norm": 6.877716541290283, + "timestamp": "2025-07-14T12:34:57.993507" + }, + { + "epoch": 2339, + "batch_idx": 128, + "loss": 0.1313694715499878, + "learning_rate": 6.922971741826284e-05, + "timestep_mean": 544.84375, + "epsilon_norm": 7.887709617614746, + "prediction_norm": 6.984988212585449, + "timestamp": "2025-07-14T12:34:57.998600" + }, + { + "epoch": 2339, + "batch_idx": 160, + "loss": 0.31438302993774414, + "learning_rate": 6.922971741826284e-05, + "timestep_mean": 475.15625, + "epsilon_norm": 8.3297758102417, + "prediction_norm": 7.151134967803955, + "timestamp": "2025-07-14T12:34:58.003745" + }, + { + "epoch": 2339, + "batch_idx": 192, + "loss": 0.20410913228988647, + "learning_rate": 6.922971741826284e-05, + "timestep_mean": 408.0, + "epsilon_norm": 2.873120069503784, + "prediction_norm": 2.7914388179779053, + "timestamp": "2025-07-14T12:34:58.008907" + }, + { + "epoch": 2340, + "batch_idx": 0, + "loss": 0.35878854990005493, + "learning_rate": 6.962898649802836e-05, + "timestep_mean": 469.625, + "epsilon_norm": 7.299165725708008, + "prediction_norm": 6.069883823394775, + "timestamp": "2025-07-14T12:34:58.013997" + }, + { + "epoch": 2340, + "batch_idx": 32, + "loss": 0.18877360224723816, + "learning_rate": 6.962898649802836e-05, + "timestep_mean": 491.75, + "epsilon_norm": 8.096796989440918, + "prediction_norm": 7.403500080108643, + "timestamp": "2025-07-14T12:34:58.019115" + }, + { + "epoch": 2340, + "batch_idx": 64, + "loss": 0.10330824553966522, + "learning_rate": 6.962898649802836e-05, + "timestep_mean": 520.9375, + "epsilon_norm": 8.154767036437988, + "prediction_norm": 7.847299575805664, + "timestamp": "2025-07-14T12:34:58.024137" + }, + { + "epoch": 2340, + "batch_idx": 96, + "loss": 0.27144068479537964, + "learning_rate": 6.962898649802836e-05, + "timestep_mean": 451.53125, + "epsilon_norm": 8.858363151550293, + "prediction_norm": 7.008274555206299, + "timestamp": "2025-07-14T12:34:58.029335" + }, + { + "epoch": 2340, + "batch_idx": 128, + "loss": 0.22138121724128723, + "learning_rate": 6.962898649802836e-05, + "timestep_mean": 512.875, + "epsilon_norm": 5.893664836883545, + "prediction_norm": 5.2401957511901855, + "timestamp": "2025-07-14T12:34:58.034495" + }, + { + "epoch": 2340, + "batch_idx": 160, + "loss": 0.15038001537322998, + "learning_rate": 6.962898649802836e-05, + "timestep_mean": 550.53125, + "epsilon_norm": 7.590279579162598, + "prediction_norm": 7.092535495758057, + "timestamp": "2025-07-14T12:34:58.039563" + }, + { + "epoch": 2340, + "batch_idx": 192, + "loss": 0.31072014570236206, + "learning_rate": 6.962898649802836e-05, + "timestep_mean": 385.125, + "epsilon_norm": 3.833937406539917, + "prediction_norm": 3.072547435760498, + "timestamp": "2025-07-14T12:34:58.044689" + }, + { + "epoch": 2341, + "batch_idx": 0, + "loss": 0.3630355894565582, + "learning_rate": 7.002931747548765e-05, + "timestep_mean": 464.875, + "epsilon_norm": 8.611199378967285, + "prediction_norm": 6.830338954925537, + "timestamp": "2025-07-14T12:34:58.049854" + }, + { + "epoch": 2341, + "batch_idx": 32, + "loss": 0.2267688810825348, + "learning_rate": 7.002931747548765e-05, + "timestep_mean": 436.25, + "epsilon_norm": 6.943152904510498, + "prediction_norm": 6.455704212188721, + "timestamp": "2025-07-14T12:34:58.055133" + }, + { + "epoch": 2341, + "batch_idx": 64, + "loss": 0.252002090215683, + "learning_rate": 7.002931747548765e-05, + "timestep_mean": 543.5, + "epsilon_norm": 8.647828102111816, + "prediction_norm": 6.9901580810546875, + "timestamp": "2025-07-14T12:34:58.060192" + }, + { + "epoch": 2341, + "batch_idx": 96, + "loss": 0.182511106133461, + "learning_rate": 7.002931747548765e-05, + "timestep_mean": 574.28125, + "epsilon_norm": 8.313523292541504, + "prediction_norm": 7.385649681091309, + "timestamp": "2025-07-14T12:34:58.065329" + }, + { + "epoch": 2341, + "batch_idx": 128, + "loss": 0.2912749946117401, + "learning_rate": 7.002931747548765e-05, + "timestep_mean": 442.375, + "epsilon_norm": 6.952081203460693, + "prediction_norm": 5.797149181365967, + "timestamp": "2025-07-14T12:34:58.070503" + }, + { + "epoch": 2341, + "batch_idx": 160, + "loss": 0.27578282356262207, + "learning_rate": 7.002931747548765e-05, + "timestep_mean": 419.8125, + "epsilon_norm": 8.032363891601562, + "prediction_norm": 6.269959449768066, + "timestamp": "2025-07-14T12:34:58.075791" + }, + { + "epoch": 2341, + "batch_idx": 192, + "loss": 0.8734056353569031, + "learning_rate": 7.002931747548765e-05, + "timestep_mean": 436.375, + "epsilon_norm": 4.311412811279297, + "prediction_norm": 2.9873650074005127, + "timestamp": "2025-07-14T12:34:58.080861" + }, + { + "epoch": 2342, + "batch_idx": 0, + "loss": 0.33109983801841736, + "learning_rate": 7.04307093628639e-05, + "timestep_mean": 554.3125, + "epsilon_norm": 7.8059186935424805, + "prediction_norm": 6.613068103790283, + "timestamp": "2025-07-14T12:34:58.085963" + }, + { + "epoch": 2342, + "batch_idx": 32, + "loss": 0.18178310990333557, + "learning_rate": 7.04307093628639e-05, + "timestep_mean": 603.53125, + "epsilon_norm": 6.527848720550537, + "prediction_norm": 5.565823554992676, + "timestamp": "2025-07-14T12:34:58.091084" + }, + { + "epoch": 2342, + "batch_idx": 64, + "loss": 0.2516022026538849, + "learning_rate": 7.04307093628639e-05, + "timestep_mean": 501.4375, + "epsilon_norm": 7.899616241455078, + "prediction_norm": 6.749431133270264, + "timestamp": "2025-07-14T12:34:58.096343" + }, + { + "epoch": 2342, + "batch_idx": 96, + "loss": 0.15989287197589874, + "learning_rate": 7.04307093628639e-05, + "timestep_mean": 485.625, + "epsilon_norm": 7.404068946838379, + "prediction_norm": 6.484110355377197, + "timestamp": "2025-07-14T12:34:58.101448" + }, + { + "epoch": 2342, + "batch_idx": 128, + "loss": 0.5026401281356812, + "learning_rate": 7.04307093628639e-05, + "timestep_mean": 503.28125, + "epsilon_norm": 8.380474090576172, + "prediction_norm": 6.532435894012451, + "timestamp": "2025-07-14T12:34:58.106576" + }, + { + "epoch": 2342, + "batch_idx": 160, + "loss": 0.2305489480495453, + "learning_rate": 7.04307093628639e-05, + "timestep_mean": 535.40625, + "epsilon_norm": 7.582152366638184, + "prediction_norm": 6.317266941070557, + "timestamp": "2025-07-14T12:34:58.111864" + }, + { + "epoch": 2342, + "batch_idx": 192, + "loss": 0.31525611877441406, + "learning_rate": 7.04307093628639e-05, + "timestep_mean": 376.5, + "epsilon_norm": 4.0184173583984375, + "prediction_norm": 3.580413818359375, + "timestamp": "2025-07-14T12:34:58.116959" + }, + { + "epoch": 2343, + "batch_idx": 0, + "loss": 0.19449207186698914, + "learning_rate": 7.083316116976275e-05, + "timestep_mean": 538.375, + "epsilon_norm": 8.17616081237793, + "prediction_norm": 7.406454086303711, + "timestamp": "2025-07-14T12:34:58.122193" + }, + { + "epoch": 2343, + "batch_idx": 32, + "loss": 0.13638879358768463, + "learning_rate": 7.083316116976275e-05, + "timestep_mean": 563.375, + "epsilon_norm": 8.190308570861816, + "prediction_norm": 7.444912910461426, + "timestamp": "2025-07-14T12:34:58.127390" + }, + { + "epoch": 2343, + "batch_idx": 64, + "loss": 0.3528350591659546, + "learning_rate": 7.083316116976275e-05, + "timestep_mean": 447.9375, + "epsilon_norm": 8.382843971252441, + "prediction_norm": 6.88813591003418, + "timestamp": "2025-07-14T12:34:58.132547" + }, + { + "epoch": 2343, + "batch_idx": 96, + "loss": 0.1835789829492569, + "learning_rate": 7.083316116976275e-05, + "timestep_mean": 555.59375, + "epsilon_norm": 7.688449382781982, + "prediction_norm": 7.034073829650879, + "timestamp": "2025-07-14T12:34:58.137801" + }, + { + "epoch": 2343, + "batch_idx": 128, + "loss": 0.3151312470436096, + "learning_rate": 7.083316116976275e-05, + "timestep_mean": 556.1875, + "epsilon_norm": 8.465173721313477, + "prediction_norm": 6.57277774810791, + "timestamp": "2025-07-14T12:34:58.142954" + }, + { + "epoch": 2343, + "batch_idx": 160, + "loss": 0.25743991136550903, + "learning_rate": 7.083316116976275e-05, + "timestep_mean": 442.90625, + "epsilon_norm": 8.33230209350586, + "prediction_norm": 6.69269323348999, + "timestamp": "2025-07-14T12:34:58.148138" + }, + { + "epoch": 2343, + "batch_idx": 192, + "loss": 0.26975005865097046, + "learning_rate": 7.083316116976275e-05, + "timestep_mean": 412.625, + "epsilon_norm": 3.4880456924438477, + "prediction_norm": 3.5190529823303223, + "timestamp": "2025-07-14T12:34:58.153200" + }, + { + "epoch": 2344, + "batch_idx": 0, + "loss": 0.09298470616340637, + "learning_rate": 7.123667190317396e-05, + "timestep_mean": 540.4375, + "epsilon_norm": 7.335867404937744, + "prediction_norm": 7.010931015014648, + "timestamp": "2025-07-14T12:34:58.158383" + }, + { + "epoch": 2344, + "batch_idx": 32, + "loss": 0.2746508717536926, + "learning_rate": 7.123667190317396e-05, + "timestep_mean": 545.375, + "epsilon_norm": 8.148682594299316, + "prediction_norm": 6.838063716888428, + "timestamp": "2025-07-14T12:34:58.163642" + }, + { + "epoch": 2344, + "batch_idx": 64, + "loss": 0.1584855616092682, + "learning_rate": 7.123667190317396e-05, + "timestep_mean": 550.625, + "epsilon_norm": 7.988854885101318, + "prediction_norm": 7.152002811431885, + "timestamp": "2025-07-14T12:34:58.168742" + }, + { + "epoch": 2344, + "batch_idx": 96, + "loss": 0.188024640083313, + "learning_rate": 7.123667190317396e-05, + "timestep_mean": 591.4375, + "epsilon_norm": 7.957474231719971, + "prediction_norm": 6.878891468048096, + "timestamp": "2025-07-14T12:34:58.173854" + }, + { + "epoch": 2344, + "batch_idx": 128, + "loss": 0.1838163286447525, + "learning_rate": 7.123667190317396e-05, + "timestep_mean": 539.875, + "epsilon_norm": 9.18596363067627, + "prediction_norm": 8.643683433532715, + "timestamp": "2025-07-14T12:34:58.179123" + }, + { + "epoch": 2344, + "batch_idx": 160, + "loss": 0.6412092447280884, + "learning_rate": 7.123667190317396e-05, + "timestep_mean": 490.71875, + "epsilon_norm": 9.25178050994873, + "prediction_norm": 7.458720684051514, + "timestamp": "2025-07-14T12:34:58.184335" + }, + { + "epoch": 2344, + "batch_idx": 192, + "loss": 0.38221263885498047, + "learning_rate": 7.123667190317396e-05, + "timestep_mean": 384.5, + "epsilon_norm": 4.2130913734436035, + "prediction_norm": 3.737029552459717, + "timestamp": "2025-07-14T12:34:58.189514" + }, + { + "epoch": 2345, + "batch_idx": 0, + "loss": 0.2352771908044815, + "learning_rate": 7.164124056747535e-05, + "timestep_mean": 489.4375, + "epsilon_norm": 8.272148132324219, + "prediction_norm": 7.218472957611084, + "timestamp": "2025-07-14T12:34:58.194656" + }, + { + "epoch": 2345, + "batch_idx": 32, + "loss": 0.18721561133861542, + "learning_rate": 7.164124056747535e-05, + "timestep_mean": 517.59375, + "epsilon_norm": 7.9044108390808105, + "prediction_norm": 7.164804935455322, + "timestamp": "2025-07-14T12:34:58.199705" + }, + { + "epoch": 2345, + "batch_idx": 64, + "loss": 0.24399897456169128, + "learning_rate": 7.164124056747535e-05, + "timestep_mean": 550.25, + "epsilon_norm": 7.642945766448975, + "prediction_norm": 6.915175914764404, + "timestamp": "2025-07-14T12:34:58.204909" + }, + { + "epoch": 2345, + "batch_idx": 96, + "loss": 0.26848098635673523, + "learning_rate": 7.164124056747535e-05, + "timestep_mean": 464.15625, + "epsilon_norm": 6.92387580871582, + "prediction_norm": 5.758957862854004, + "timestamp": "2025-07-14T12:34:58.209951" + }, + { + "epoch": 2345, + "batch_idx": 128, + "loss": 0.2689669728279114, + "learning_rate": 7.164124056747535e-05, + "timestep_mean": 538.96875, + "epsilon_norm": 7.8539228439331055, + "prediction_norm": 6.554204940795898, + "timestamp": "2025-07-14T12:34:58.215083" + }, + { + "epoch": 2345, + "batch_idx": 160, + "loss": 0.30517953634262085, + "learning_rate": 7.164124056747535e-05, + "timestep_mean": 551.34375, + "epsilon_norm": 8.037046432495117, + "prediction_norm": 6.381122589111328, + "timestamp": "2025-07-14T12:34:58.220247" + }, + { + "epoch": 2345, + "batch_idx": 192, + "loss": 0.34540170431137085, + "learning_rate": 7.164124056747535e-05, + "timestep_mean": 423.125, + "epsilon_norm": 3.6440861225128174, + "prediction_norm": 2.8034427165985107, + "timestamp": "2025-07-14T12:34:58.225447" + }, + { + "epoch": 2346, + "batch_idx": 0, + "loss": 0.20401638746261597, + "learning_rate": 7.204686616443363e-05, + "timestep_mean": 489.71875, + "epsilon_norm": 7.950667858123779, + "prediction_norm": 6.712552070617676, + "timestamp": "2025-07-14T12:34:58.230703" + }, + { + "epoch": 2346, + "batch_idx": 32, + "loss": 0.235398069024086, + "learning_rate": 7.204686616443363e-05, + "timestep_mean": 567.4375, + "epsilon_norm": 7.236448764801025, + "prediction_norm": 5.958629608154297, + "timestamp": "2025-07-14T12:34:58.235737" + }, + { + "epoch": 2346, + "batch_idx": 64, + "loss": 0.17986413836479187, + "learning_rate": 7.204686616443363e-05, + "timestep_mean": 561.375, + "epsilon_norm": 7.126068115234375, + "prediction_norm": 6.07232141494751, + "timestamp": "2025-07-14T12:34:58.240809" + }, + { + "epoch": 2346, + "batch_idx": 96, + "loss": 0.20907139778137207, + "learning_rate": 7.204686616443363e-05, + "timestep_mean": 507.75, + "epsilon_norm": 7.867208957672119, + "prediction_norm": 6.513485431671143, + "timestamp": "2025-07-14T12:34:58.246044" + }, + { + "epoch": 2346, + "batch_idx": 128, + "loss": 0.3945178687572479, + "learning_rate": 7.204686616443363e-05, + "timestep_mean": 574.09375, + "epsilon_norm": 7.596435070037842, + "prediction_norm": 6.291482925415039, + "timestamp": "2025-07-14T12:34:58.251218" + }, + { + "epoch": 2346, + "batch_idx": 160, + "loss": 0.15394245088100433, + "learning_rate": 7.204686616443363e-05, + "timestep_mean": 523.28125, + "epsilon_norm": 6.996439456939697, + "prediction_norm": 6.379874229431152, + "timestamp": "2025-07-14T12:34:58.256353" + }, + { + "epoch": 2346, + "batch_idx": 192, + "loss": 0.11912186443805695, + "learning_rate": 7.204686616443363e-05, + "timestep_mean": 644.75, + "epsilon_norm": 3.433292865753174, + "prediction_norm": 2.952523946762085, + "timestamp": "2025-07-14T12:34:58.261433" + }, + { + "epoch": 2347, + "batch_idx": 0, + "loss": 0.21356560289859772, + "learning_rate": 7.245354769320812e-05, + "timestep_mean": 576.6875, + "epsilon_norm": 7.679319858551025, + "prediction_norm": 6.703714370727539, + "timestamp": "2025-07-14T12:34:58.266562" + }, + { + "epoch": 2347, + "batch_idx": 32, + "loss": 0.19128753244876862, + "learning_rate": 7.245354769320812e-05, + "timestep_mean": 467.3125, + "epsilon_norm": 8.51722240447998, + "prediction_norm": 7.379830837249756, + "timestamp": "2025-07-14T12:34:58.271797" + }, + { + "epoch": 2347, + "batch_idx": 64, + "loss": 0.2186601758003235, + "learning_rate": 7.245354769320812e-05, + "timestep_mean": 418.53125, + "epsilon_norm": 8.050436019897461, + "prediction_norm": 6.867757797241211, + "timestamp": "2025-07-14T12:34:58.276898" + }, + { + "epoch": 2347, + "batch_idx": 96, + "loss": 0.286632776260376, + "learning_rate": 7.245354769320812e-05, + "timestep_mean": 479.9375, + "epsilon_norm": 8.06539535522461, + "prediction_norm": 6.505840301513672, + "timestamp": "2025-07-14T12:34:58.281971" + }, + { + "epoch": 2347, + "batch_idx": 128, + "loss": 0.6170433759689331, + "learning_rate": 7.245354769320812e-05, + "timestep_mean": 456.78125, + "epsilon_norm": 9.926843643188477, + "prediction_norm": 7.515768527984619, + "timestamp": "2025-07-14T12:34:58.287173" + }, + { + "epoch": 2347, + "batch_idx": 160, + "loss": 0.321554958820343, + "learning_rate": 7.245354769320812e-05, + "timestep_mean": 475.03125, + "epsilon_norm": 8.012322425842285, + "prediction_norm": 6.678215503692627, + "timestamp": "2025-07-14T12:34:58.292378" + }, + { + "epoch": 2347, + "batch_idx": 192, + "loss": 0.1280384361743927, + "learning_rate": 7.245354769320812e-05, + "timestep_mean": 412.75, + "epsilon_norm": 2.508409261703491, + "prediction_norm": 2.5273983478546143, + "timestamp": "2025-07-14T12:34:58.297515" + }, + { + "epoch": 2348, + "batch_idx": 0, + "loss": 0.2841694951057434, + "learning_rate": 7.28612841503526e-05, + "timestep_mean": 525.46875, + "epsilon_norm": 8.809432983398438, + "prediction_norm": 7.678553104400635, + "timestamp": "2025-07-14T12:34:58.302641" + }, + { + "epoch": 2348, + "batch_idx": 32, + "loss": 0.22271086275577545, + "learning_rate": 7.28612841503526e-05, + "timestep_mean": 495.875, + "epsilon_norm": 8.130072593688965, + "prediction_norm": 7.012895584106445, + "timestamp": "2025-07-14T12:34:58.307744" + }, + { + "epoch": 2348, + "batch_idx": 64, + "loss": 0.3828314542770386, + "learning_rate": 7.28612841503526e-05, + "timestep_mean": 494.0625, + "epsilon_norm": 8.371291160583496, + "prediction_norm": 6.5919647216796875, + "timestamp": "2025-07-14T12:34:58.312957" + }, + { + "epoch": 2348, + "batch_idx": 96, + "loss": 0.20910361409187317, + "learning_rate": 7.28612841503526e-05, + "timestep_mean": 453.75, + "epsilon_norm": 8.113737106323242, + "prediction_norm": 7.231832504272461, + "timestamp": "2025-07-14T12:34:58.318069" + }, + { + "epoch": 2348, + "batch_idx": 128, + "loss": 0.14741834998130798, + "learning_rate": 7.28612841503526e-05, + "timestep_mean": 516.46875, + "epsilon_norm": 8.178075790405273, + "prediction_norm": 7.459428310394287, + "timestamp": "2025-07-14T12:34:58.323030" + }, + { + "epoch": 2348, + "batch_idx": 160, + "loss": 0.14513429999351501, + "learning_rate": 7.28612841503526e-05, + "timestep_mean": 510.84375, + "epsilon_norm": 7.974229335784912, + "prediction_norm": 7.625633239746094, + "timestamp": "2025-07-14T12:34:58.328190" + }, + { + "epoch": 2348, + "batch_idx": 192, + "loss": 0.3907456398010254, + "learning_rate": 7.28612841503526e-05, + "timestep_mean": 484.875, + "epsilon_norm": 3.960996627807617, + "prediction_norm": 2.979231357574463, + "timestamp": "2025-07-14T12:34:58.333321" + }, + { + "epoch": 2349, + "batch_idx": 0, + "loss": 0.4714549779891968, + "learning_rate": 7.327007452981778e-05, + "timestep_mean": 527.8125, + "epsilon_norm": 7.887132167816162, + "prediction_norm": 5.750972270965576, + "timestamp": "2025-07-14T12:34:58.338640" + }, + { + "epoch": 2349, + "batch_idx": 32, + "loss": 0.4006792902946472, + "learning_rate": 7.327007452981778e-05, + "timestep_mean": 431.5, + "epsilon_norm": 7.19498348236084, + "prediction_norm": 5.168997764587402, + "timestamp": "2025-07-14T12:34:58.343733" + }, + { + "epoch": 2349, + "batch_idx": 64, + "loss": 0.2743619382381439, + "learning_rate": 7.327007452981778e-05, + "timestep_mean": 484.625, + "epsilon_norm": 7.667065620422363, + "prediction_norm": 6.5853962898254395, + "timestamp": "2025-07-14T12:34:58.348764" + }, + { + "epoch": 2349, + "batch_idx": 96, + "loss": 0.3158882260322571, + "learning_rate": 7.327007452981778e-05, + "timestep_mean": 566.125, + "epsilon_norm": 8.09742546081543, + "prediction_norm": 6.705521583557129, + "timestamp": "2025-07-14T12:34:58.353962" + }, + { + "epoch": 2349, + "batch_idx": 128, + "loss": 0.2737727761268616, + "learning_rate": 7.327007452981778e-05, + "timestep_mean": 451.875, + "epsilon_norm": 8.853933334350586, + "prediction_norm": 7.376881122589111, + "timestamp": "2025-07-14T12:34:58.359133" + }, + { + "epoch": 2349, + "batch_idx": 160, + "loss": 0.42880260944366455, + "learning_rate": 7.327007452981778e-05, + "timestep_mean": 412.0, + "epsilon_norm": 8.273590087890625, + "prediction_norm": 6.61895751953125, + "timestamp": "2025-07-14T12:34:58.364271" + }, + { + "epoch": 2349, + "batch_idx": 192, + "loss": 0.27058088779449463, + "learning_rate": 7.327007452981778e-05, + "timestep_mean": 510.625, + "epsilon_norm": 4.774011135101318, + "prediction_norm": 4.90500020980835, + "timestamp": "2025-07-14T12:34:58.369388" + }, + { + "epoch": 2350, + "batch_idx": 0, + "loss": 0.34718772768974304, + "learning_rate": 7.367991782295404e-05, + "timestep_mean": 384.6875, + "epsilon_norm": 7.573118686676025, + "prediction_norm": 5.526468276977539, + "timestamp": "2025-07-14T12:34:58.374468" + }, + { + "epoch": 2350, + "batch_idx": 32, + "loss": 0.438260555267334, + "learning_rate": 7.367991782295404e-05, + "timestep_mean": 389.78125, + "epsilon_norm": 8.685976028442383, + "prediction_norm": 7.288602828979492, + "timestamp": "2025-07-14T12:34:58.379642" + }, + { + "epoch": 2350, + "batch_idx": 64, + "loss": 0.15786108374595642, + "learning_rate": 7.367991782295404e-05, + "timestep_mean": 535.125, + "epsilon_norm": 7.623051166534424, + "prediction_norm": 6.894251346588135, + "timestamp": "2025-07-14T12:34:58.384715" + }, + { + "epoch": 2350, + "batch_idx": 96, + "loss": 0.39687517285346985, + "learning_rate": 7.367991782295404e-05, + "timestep_mean": 473.71875, + "epsilon_norm": 8.333761215209961, + "prediction_norm": 7.251819610595703, + "timestamp": "2025-07-14T12:34:58.389706" + }, + { + "epoch": 2350, + "batch_idx": 128, + "loss": 0.19648905098438263, + "learning_rate": 7.367991782295404e-05, + "timestep_mean": 586.03125, + "epsilon_norm": 7.764552116394043, + "prediction_norm": 6.604463577270508, + "timestamp": "2025-07-14T12:34:58.394894" + }, + { + "epoch": 2350, + "batch_idx": 160, + "loss": 0.3021000921726227, + "learning_rate": 7.367991782295404e-05, + "timestep_mean": 464.40625, + "epsilon_norm": 7.7968878746032715, + "prediction_norm": 6.873538494110107, + "timestamp": "2025-07-14T12:34:58.400002" + }, + { + "epoch": 2350, + "batch_idx": 192, + "loss": 0.22772400081157684, + "learning_rate": 7.367991782295404e-05, + "timestep_mean": 396.125, + "epsilon_norm": 3.349428415298462, + "prediction_norm": 2.5928995609283447, + "timestamp": "2025-07-14T12:34:58.405071" + }, + { + "epoch": 2351, + "batch_idx": 0, + "loss": 0.29912418127059937, + "learning_rate": 7.409081301851386e-05, + "timestep_mean": 485.03125, + "epsilon_norm": 8.6463623046875, + "prediction_norm": 8.197110176086426, + "timestamp": "2025-07-14T12:34:58.409863" + }, + { + "epoch": 2351, + "batch_idx": 32, + "loss": 0.4389459788799286, + "learning_rate": 7.409081301851386e-05, + "timestep_mean": 462.1875, + "epsilon_norm": 8.786883354187012, + "prediction_norm": 6.863731861114502, + "timestamp": "2025-07-14T12:34:58.414706" + }, + { + "epoch": 2351, + "batch_idx": 64, + "loss": 0.4101848602294922, + "learning_rate": 7.409081301851386e-05, + "timestep_mean": 398.3125, + "epsilon_norm": 7.9043049812316895, + "prediction_norm": 6.345711708068848, + "timestamp": "2025-07-14T12:34:58.419985" + }, + { + "epoch": 2351, + "batch_idx": 96, + "loss": 0.25864118337631226, + "learning_rate": 7.409081301851386e-05, + "timestep_mean": 422.375, + "epsilon_norm": 7.283708095550537, + "prediction_norm": 6.2918500900268555, + "timestamp": "2025-07-14T12:34:58.425071" + }, + { + "epoch": 2351, + "batch_idx": 128, + "loss": 0.15450143814086914, + "learning_rate": 7.409081301851386e-05, + "timestep_mean": 497.59375, + "epsilon_norm": 7.124826431274414, + "prediction_norm": 6.494288444519043, + "timestamp": "2025-07-14T12:34:58.430312" + }, + { + "epoch": 2351, + "batch_idx": 160, + "loss": 0.2584601640701294, + "learning_rate": 7.409081301851386e-05, + "timestep_mean": 490.96875, + "epsilon_norm": 8.719779014587402, + "prediction_norm": 7.527294635772705, + "timestamp": "2025-07-14T12:34:58.435249" + }, + { + "epoch": 2351, + "batch_idx": 192, + "loss": 0.5107377171516418, + "learning_rate": 7.409081301851386e-05, + "timestep_mean": 491.25, + "epsilon_norm": 4.178795337677002, + "prediction_norm": 3.254101037979126, + "timestamp": "2025-07-14T12:34:58.440387" + }, + { + "epoch": 2352, + "batch_idx": 0, + "loss": 0.1873399317264557, + "learning_rate": 7.450275910265427e-05, + "timestep_mean": 539.875, + "epsilon_norm": 7.4389543533325195, + "prediction_norm": 6.392887115478516, + "timestamp": "2025-07-14T12:34:58.445550" + }, + { + "epoch": 2352, + "batch_idx": 32, + "loss": 0.24947898089885712, + "learning_rate": 7.450275910265427e-05, + "timestep_mean": 488.90625, + "epsilon_norm": 7.291805267333984, + "prediction_norm": 6.037703514099121, + "timestamp": "2025-07-14T12:34:58.450709" + }, + { + "epoch": 2352, + "batch_idx": 64, + "loss": 0.2812609076499939, + "learning_rate": 7.450275910265427e-05, + "timestep_mean": 503.90625, + "epsilon_norm": 8.25572681427002, + "prediction_norm": 7.166568756103516, + "timestamp": "2025-07-14T12:34:58.455910" + }, + { + "epoch": 2352, + "batch_idx": 96, + "loss": 0.3495723009109497, + "learning_rate": 7.450275910265427e-05, + "timestep_mean": 480.03125, + "epsilon_norm": 6.71419095993042, + "prediction_norm": 5.972560882568359, + "timestamp": "2025-07-14T12:34:58.461043" + }, + { + "epoch": 2352, + "batch_idx": 128, + "loss": 0.2010752260684967, + "learning_rate": 7.450275910265427e-05, + "timestep_mean": 482.65625, + "epsilon_norm": 7.508735179901123, + "prediction_norm": 6.112357139587402, + "timestamp": "2025-07-14T12:34:58.466141" + }, + { + "epoch": 2352, + "batch_idx": 160, + "loss": 0.19390463829040527, + "learning_rate": 7.450275910265427e-05, + "timestep_mean": 471.5625, + "epsilon_norm": 7.72269868850708, + "prediction_norm": 6.697182655334473, + "timestamp": "2025-07-14T12:34:58.471301" + }, + { + "epoch": 2352, + "batch_idx": 192, + "loss": 0.11435334384441376, + "learning_rate": 7.450275910265427e-05, + "timestep_mean": 493.125, + "epsilon_norm": 4.514087677001953, + "prediction_norm": 4.5461015701293945, + "timestamp": "2025-07-14T12:34:58.476307" + }, + { + "epoch": 2353, + "batch_idx": 0, + "loss": 0.1593419909477234, + "learning_rate": 7.491575505893895e-05, + "timestep_mean": 490.75, + "epsilon_norm": 8.28780746459961, + "prediction_norm": 7.342077255249023, + "timestamp": "2025-07-14T12:34:58.481437" + }, + { + "epoch": 2353, + "batch_idx": 32, + "loss": 0.24550873041152954, + "learning_rate": 7.491575505893895e-05, + "timestep_mean": 549.40625, + "epsilon_norm": 6.965670585632324, + "prediction_norm": 5.998417854309082, + "timestamp": "2025-07-14T12:34:58.486550" + }, + { + "epoch": 2353, + "batch_idx": 64, + "loss": 0.5325779914855957, + "learning_rate": 7.491575505893895e-05, + "timestep_mean": 434.375, + "epsilon_norm": 8.628934860229492, + "prediction_norm": 6.278731346130371, + "timestamp": "2025-07-14T12:34:58.491713" + }, + { + "epoch": 2353, + "batch_idx": 96, + "loss": 0.3912431597709656, + "learning_rate": 7.491575505893895e-05, + "timestep_mean": 464.90625, + "epsilon_norm": 7.946142673492432, + "prediction_norm": 6.654686450958252, + "timestamp": "2025-07-14T12:34:58.496681" + }, + { + "epoch": 2353, + "batch_idx": 128, + "loss": 0.12612885236740112, + "learning_rate": 7.491575505893895e-05, + "timestep_mean": 561.0625, + "epsilon_norm": 6.983274936676025, + "prediction_norm": 6.111461162567139, + "timestamp": "2025-07-14T12:34:58.501621" + }, + { + "epoch": 2353, + "batch_idx": 160, + "loss": 0.380440354347229, + "learning_rate": 7.491575505893895e-05, + "timestep_mean": 478.03125, + "epsilon_norm": 7.79957914352417, + "prediction_norm": 6.263989448547363, + "timestamp": "2025-07-14T12:34:58.506674" + }, + { + "epoch": 2353, + "batch_idx": 192, + "loss": 0.11961393803358078, + "learning_rate": 7.491575505893895e-05, + "timestep_mean": 598.375, + "epsilon_norm": 2.03178071975708, + "prediction_norm": 2.15254545211792, + "timestamp": "2025-07-14T12:34:58.511819" + }, + { + "epoch": 2354, + "batch_idx": 0, + "loss": 0.25647106766700745, + "learning_rate": 7.532979986834189e-05, + "timestep_mean": 551.40625, + "epsilon_norm": 8.42772102355957, + "prediction_norm": 7.1182379722595215, + "timestamp": "2025-07-14T12:34:58.517184" + }, + { + "epoch": 2354, + "batch_idx": 32, + "loss": 0.20551899075508118, + "learning_rate": 7.532979986834189e-05, + "timestep_mean": 482.34375, + "epsilon_norm": 8.229451179504395, + "prediction_norm": 7.372935771942139, + "timestamp": "2025-07-14T12:34:58.522213" + }, + { + "epoch": 2354, + "batch_idx": 64, + "loss": 0.17000678181648254, + "learning_rate": 7.532979986834189e-05, + "timestep_mean": 499.125, + "epsilon_norm": 7.683428764343262, + "prediction_norm": 6.901005268096924, + "timestamp": "2025-07-14T12:34:58.527232" + }, + { + "epoch": 2354, + "batch_idx": 96, + "loss": 0.2714840769767761, + "learning_rate": 7.532979986834189e-05, + "timestep_mean": 587.65625, + "epsilon_norm": 8.0098237991333, + "prediction_norm": 6.673581600189209, + "timestamp": "2025-07-14T12:34:58.532357" + }, + { + "epoch": 2354, + "batch_idx": 128, + "loss": 0.42507505416870117, + "learning_rate": 7.532979986834189e-05, + "timestep_mean": 479.71875, + "epsilon_norm": 9.751275062561035, + "prediction_norm": 7.648978233337402, + "timestamp": "2025-07-14T12:34:58.537443" + }, + { + "epoch": 2354, + "batch_idx": 160, + "loss": 0.21598151326179504, + "learning_rate": 7.532979986834189e-05, + "timestep_mean": 566.96875, + "epsilon_norm": 7.300812244415283, + "prediction_norm": 6.490701198577881, + "timestamp": "2025-07-14T12:34:58.542598" + }, + { + "epoch": 2354, + "batch_idx": 192, + "loss": 0.36811062693595886, + "learning_rate": 7.532979986834189e-05, + "timestep_mean": 448.5, + "epsilon_norm": 5.6613287925720215, + "prediction_norm": 5.165212631225586, + "timestamp": "2025-07-14T12:34:58.547676" + }, + { + "epoch": 2355, + "batch_idx": 0, + "loss": 0.2201211154460907, + "learning_rate": 7.574489250924828e-05, + "timestep_mean": 509.28125, + "epsilon_norm": 8.315731048583984, + "prediction_norm": 6.782807350158691, + "timestamp": "2025-07-14T12:34:58.552806" + }, + { + "epoch": 2355, + "batch_idx": 32, + "loss": 0.26332998275756836, + "learning_rate": 7.574489250924828e-05, + "timestep_mean": 529.5, + "epsilon_norm": 7.854105472564697, + "prediction_norm": 6.942696571350098, + "timestamp": "2025-07-14T12:34:58.557971" + }, + { + "epoch": 2355, + "batch_idx": 64, + "loss": 0.20291218161582947, + "learning_rate": 7.574489250924828e-05, + "timestep_mean": 412.15625, + "epsilon_norm": 6.8422441482543945, + "prediction_norm": 6.173833847045898, + "timestamp": "2025-07-14T12:34:58.563029" + }, + { + "epoch": 2355, + "batch_idx": 96, + "loss": 0.35900822281837463, + "learning_rate": 7.574489250924828e-05, + "timestep_mean": 392.0625, + "epsilon_norm": 7.85186243057251, + "prediction_norm": 5.750199794769287, + "timestamp": "2025-07-14T12:34:58.567939" + }, + { + "epoch": 2355, + "batch_idx": 128, + "loss": 0.159473717212677, + "learning_rate": 7.574489250924828e-05, + "timestep_mean": 520.03125, + "epsilon_norm": 7.670528888702393, + "prediction_norm": 7.381417751312256, + "timestamp": "2025-07-14T12:34:58.572796" + }, + { + "epoch": 2355, + "batch_idx": 160, + "loss": 0.2054952085018158, + "learning_rate": 7.574489250924828e-05, + "timestep_mean": 520.125, + "epsilon_norm": 8.600761413574219, + "prediction_norm": 7.036421775817871, + "timestamp": "2025-07-14T12:34:58.577671" + }, + { + "epoch": 2355, + "batch_idx": 192, + "loss": 0.13361769914627075, + "learning_rate": 7.574489250924828e-05, + "timestep_mean": 469.375, + "epsilon_norm": 2.161914348602295, + "prediction_norm": 2.1557955741882324, + "timestamp": "2025-07-14T12:34:58.582499" + }, + { + "epoch": 2356, + "batch_idx": 0, + "loss": 0.40200382471084595, + "learning_rate": 7.616103195745852e-05, + "timestep_mean": 575.46875, + "epsilon_norm": 8.843893051147461, + "prediction_norm": 7.645884990692139, + "timestamp": "2025-07-14T12:34:58.587348" + }, + { + "epoch": 2356, + "batch_idx": 32, + "loss": 0.5600368976593018, + "learning_rate": 7.616103195745852e-05, + "timestep_mean": 502.34375, + "epsilon_norm": 8.597790718078613, + "prediction_norm": 6.63147497177124, + "timestamp": "2025-07-14T12:34:58.592335" + }, + { + "epoch": 2356, + "batch_idx": 64, + "loss": 0.2765396237373352, + "learning_rate": 7.616103195745852e-05, + "timestep_mean": 420.625, + "epsilon_norm": 7.591140270233154, + "prediction_norm": 6.327201843261719, + "timestamp": "2025-07-14T12:34:58.597434" + }, + { + "epoch": 2356, + "batch_idx": 96, + "loss": 0.16526076197624207, + "learning_rate": 7.616103195745852e-05, + "timestep_mean": 545.5625, + "epsilon_norm": 7.352038383483887, + "prediction_norm": 6.446715831756592, + "timestamp": "2025-07-14T12:34:58.602360" + }, + { + "epoch": 2356, + "batch_idx": 128, + "loss": 0.31030040979385376, + "learning_rate": 7.616103195745852e-05, + "timestep_mean": 470.8125, + "epsilon_norm": 8.693499565124512, + "prediction_norm": 7.080893039703369, + "timestamp": "2025-07-14T12:34:58.607366" + }, + { + "epoch": 2356, + "batch_idx": 160, + "loss": 0.2803078889846802, + "learning_rate": 7.616103195745852e-05, + "timestep_mean": 443.34375, + "epsilon_norm": 8.360725402832031, + "prediction_norm": 6.771475315093994, + "timestamp": "2025-07-14T12:34:58.612283" + }, + { + "epoch": 2356, + "batch_idx": 192, + "loss": 0.0977686196565628, + "learning_rate": 7.616103195745852e-05, + "timestep_mean": 643.125, + "epsilon_norm": 4.123141765594482, + "prediction_norm": 3.6338655948638916, + "timestamp": "2025-07-14T12:34:58.617348" + }, + { + "epoch": 2357, + "batch_idx": 0, + "loss": 0.28562915325164795, + "learning_rate": 7.657821718618989e-05, + "timestep_mean": 539.0625, + "epsilon_norm": 7.694952487945557, + "prediction_norm": 6.736022472381592, + "timestamp": "2025-07-14T12:34:58.622310" + }, + { + "epoch": 2357, + "batch_idx": 32, + "loss": 0.37530362606048584, + "learning_rate": 7.657821718618989e-05, + "timestep_mean": 409.53125, + "epsilon_norm": 8.78956127166748, + "prediction_norm": 6.879211902618408, + "timestamp": "2025-07-14T12:34:58.627226" + }, + { + "epoch": 2357, + "batch_idx": 64, + "loss": 0.25870615243911743, + "learning_rate": 7.657821718618989e-05, + "timestep_mean": 514.75, + "epsilon_norm": 9.366050720214844, + "prediction_norm": 9.155725479125977, + "timestamp": "2025-07-14T12:34:58.632115" + }, + { + "epoch": 2357, + "batch_idx": 96, + "loss": 0.7017176151275635, + "learning_rate": 7.657821718618989e-05, + "timestep_mean": 422.0, + "epsilon_norm": 9.190298080444336, + "prediction_norm": 6.913138389587402, + "timestamp": "2025-07-14T12:34:58.637033" + }, + { + "epoch": 2357, + "batch_idx": 128, + "loss": 0.25233158469200134, + "learning_rate": 7.657821718618989e-05, + "timestep_mean": 520.8125, + "epsilon_norm": 8.946146011352539, + "prediction_norm": 7.60496187210083, + "timestamp": "2025-07-14T12:34:58.641950" + }, + { + "epoch": 2357, + "batch_idx": 160, + "loss": 0.4297603666782379, + "learning_rate": 7.657821718618989e-05, + "timestep_mean": 448.59375, + "epsilon_norm": 7.926474094390869, + "prediction_norm": 6.048633575439453, + "timestamp": "2025-07-14T12:34:58.646801" + }, + { + "epoch": 2357, + "batch_idx": 192, + "loss": 0.2793649435043335, + "learning_rate": 7.657821718618989e-05, + "timestep_mean": 367.875, + "epsilon_norm": 3.164400577545166, + "prediction_norm": 2.62312912940979, + "timestamp": "2025-07-14T12:34:58.651645" + }, + { + "epoch": 2358, + "batch_idx": 0, + "loss": 0.3981107473373413, + "learning_rate": 7.6996447166079e-05, + "timestep_mean": 466.78125, + "epsilon_norm": 8.849044799804688, + "prediction_norm": 7.324704647064209, + "timestamp": "2025-07-14T12:34:58.656583" + }, + { + "epoch": 2358, + "batch_idx": 32, + "loss": 0.28561317920684814, + "learning_rate": 7.6996447166079e-05, + "timestep_mean": 505.34375, + "epsilon_norm": 6.832458019256592, + "prediction_norm": 5.745936870574951, + "timestamp": "2025-07-14T12:34:58.661491" + }, + { + "epoch": 2358, + "batch_idx": 64, + "loss": 0.1502707451581955, + "learning_rate": 7.6996447166079e-05, + "timestep_mean": 473.40625, + "epsilon_norm": 6.131302833557129, + "prediction_norm": 5.447673320770264, + "timestamp": "2025-07-14T12:34:58.666408" + }, + { + "epoch": 2358, + "batch_idx": 96, + "loss": 0.22420160472393036, + "learning_rate": 7.6996447166079e-05, + "timestep_mean": 490.75, + "epsilon_norm": 8.433197975158691, + "prediction_norm": 7.313695430755615, + "timestamp": "2025-07-14T12:34:58.671384" + }, + { + "epoch": 2358, + "batch_idx": 128, + "loss": 0.2167392075061798, + "learning_rate": 7.6996447166079e-05, + "timestep_mean": 522.40625, + "epsilon_norm": 7.4358978271484375, + "prediction_norm": 6.5822272300720215, + "timestamp": "2025-07-14T12:34:58.676294" + }, + { + "epoch": 2358, + "batch_idx": 160, + "loss": 0.32162654399871826, + "learning_rate": 7.6996447166079e-05, + "timestep_mean": 473.15625, + "epsilon_norm": 7.585084915161133, + "prediction_norm": 6.703200817108154, + "timestamp": "2025-07-14T12:34:58.681191" + }, + { + "epoch": 2358, + "batch_idx": 192, + "loss": 0.26748499274253845, + "learning_rate": 7.6996447166079e-05, + "timestep_mean": 287.5, + "epsilon_norm": 3.8394765853881836, + "prediction_norm": 2.416386365890503, + "timestamp": "2025-07-14T12:34:58.686170" + }, + { + "epoch": 2359, + "batch_idx": 0, + "loss": 0.2628152072429657, + "learning_rate": 7.741572086518545e-05, + "timestep_mean": 480.53125, + "epsilon_norm": 7.8568243980407715, + "prediction_norm": 6.47075891494751, + "timestamp": "2025-07-14T12:34:58.691081" + }, + { + "epoch": 2359, + "batch_idx": 32, + "loss": 0.12171226739883423, + "learning_rate": 7.741572086518545e-05, + "timestep_mean": 609.9375, + "epsilon_norm": 7.90642786026001, + "prediction_norm": 7.097747325897217, + "timestamp": "2025-07-14T12:34:58.695918" + }, + { + "epoch": 2359, + "batch_idx": 64, + "loss": 0.26274430751800537, + "learning_rate": 7.741572086518545e-05, + "timestep_mean": 563.3125, + "epsilon_norm": 8.91799259185791, + "prediction_norm": 7.635969161987305, + "timestamp": "2025-07-14T12:34:58.700879" + }, + { + "epoch": 2359, + "batch_idx": 96, + "loss": 0.16225144267082214, + "learning_rate": 7.741572086518545e-05, + "timestep_mean": 556.0625, + "epsilon_norm": 7.194034576416016, + "prediction_norm": 6.034626007080078, + "timestamp": "2025-07-14T12:34:58.705685" + }, + { + "epoch": 2359, + "batch_idx": 128, + "loss": 0.24529235064983368, + "learning_rate": 7.741572086518545e-05, + "timestep_mean": 482.03125, + "epsilon_norm": 7.513716697692871, + "prediction_norm": 6.7288713455200195, + "timestamp": "2025-07-14T12:34:58.710591" + }, + { + "epoch": 2359, + "batch_idx": 160, + "loss": 0.2708270847797394, + "learning_rate": 7.741572086518545e-05, + "timestep_mean": 456.28125, + "epsilon_norm": 8.847877502441406, + "prediction_norm": 7.236850261688232, + "timestamp": "2025-07-14T12:34:58.715429" + }, + { + "epoch": 2359, + "batch_idx": 192, + "loss": 0.24103562533855438, + "learning_rate": 7.741572086518545e-05, + "timestep_mean": 684.75, + "epsilon_norm": 3.4509594440460205, + "prediction_norm": 2.486999034881592, + "timestamp": "2025-07-14T12:34:58.720417" + }, + { + "epoch": 2360, + "batch_idx": 0, + "loss": 0.09341603517532349, + "learning_rate": 7.783603724899274e-05, + "timestep_mean": 492.28125, + "epsilon_norm": 5.6180925369262695, + "prediction_norm": 5.644660949707031, + "timestamp": "2025-07-14T12:34:58.725490" + }, + { + "epoch": 2360, + "batch_idx": 32, + "loss": 0.20530611276626587, + "learning_rate": 7.783603724899274e-05, + "timestep_mean": 473.5, + "epsilon_norm": 8.832252502441406, + "prediction_norm": 7.646117210388184, + "timestamp": "2025-07-14T12:34:58.730472" + }, + { + "epoch": 2360, + "batch_idx": 64, + "loss": 0.4542701840400696, + "learning_rate": 7.783603724899274e-05, + "timestep_mean": 561.90625, + "epsilon_norm": 8.21780776977539, + "prediction_norm": 6.293549537658691, + "timestamp": "2025-07-14T12:34:58.735436" + }, + { + "epoch": 2360, + "batch_idx": 96, + "loss": 0.3827953338623047, + "learning_rate": 7.783603724899274e-05, + "timestep_mean": 463.125, + "epsilon_norm": 8.260335922241211, + "prediction_norm": 6.733423233032227, + "timestamp": "2025-07-14T12:34:58.740346" + }, + { + "epoch": 2360, + "batch_idx": 128, + "loss": 0.41214174032211304, + "learning_rate": 7.783603724899274e-05, + "timestep_mean": 507.53125, + "epsilon_norm": 8.903351783752441, + "prediction_norm": 7.2895612716674805, + "timestamp": "2025-07-14T12:34:58.745195" + }, + { + "epoch": 2360, + "batch_idx": 160, + "loss": 0.2532437741756439, + "learning_rate": 7.783603724899274e-05, + "timestep_mean": 552.90625, + "epsilon_norm": 7.869970321655273, + "prediction_norm": 6.817338466644287, + "timestamp": "2025-07-14T12:34:58.750054" + }, + { + "epoch": 2360, + "batch_idx": 192, + "loss": 0.1979389190673828, + "learning_rate": 7.783603724899274e-05, + "timestep_mean": 421.625, + "epsilon_norm": 3.486884117126465, + "prediction_norm": 2.7155306339263916, + "timestamp": "2025-07-14T12:34:58.755065" + }, + { + "epoch": 2361, + "batch_idx": 0, + "loss": 0.2469456046819687, + "learning_rate": 7.82573952804118e-05, + "timestep_mean": 556.46875, + "epsilon_norm": 8.998811721801758, + "prediction_norm": 7.980412006378174, + "timestamp": "2025-07-14T12:34:58.759852" + }, + { + "epoch": 2361, + "batch_idx": 32, + "loss": 0.29753005504608154, + "learning_rate": 7.82573952804118e-05, + "timestep_mean": 584.78125, + "epsilon_norm": 7.6356000900268555, + "prediction_norm": 6.140786647796631, + "timestamp": "2025-07-14T12:34:58.764704" + }, + { + "epoch": 2361, + "batch_idx": 64, + "loss": 0.5883547067642212, + "learning_rate": 7.82573952804118e-05, + "timestep_mean": 384.96875, + "epsilon_norm": 8.361528396606445, + "prediction_norm": 5.128452301025391, + "timestamp": "2025-07-14T12:34:58.769574" + }, + { + "epoch": 2361, + "batch_idx": 96, + "loss": 0.14551305770874023, + "learning_rate": 7.82573952804118e-05, + "timestep_mean": 596.4375, + "epsilon_norm": 7.386944770812988, + "prediction_norm": 6.295836448669434, + "timestamp": "2025-07-14T12:34:58.774513" + }, + { + "epoch": 2361, + "batch_idx": 128, + "loss": 0.1629774421453476, + "learning_rate": 7.82573952804118e-05, + "timestep_mean": 540.625, + "epsilon_norm": 6.602689266204834, + "prediction_norm": 6.070123195648193, + "timestamp": "2025-07-14T12:34:58.779389" + }, + { + "epoch": 2361, + "batch_idx": 160, + "loss": 0.24409566819667816, + "learning_rate": 7.82573952804118e-05, + "timestep_mean": 476.3125, + "epsilon_norm": 7.506642818450928, + "prediction_norm": 6.058985233306885, + "timestamp": "2025-07-14T12:34:58.784199" + }, + { + "epoch": 2361, + "batch_idx": 192, + "loss": 0.31343066692352295, + "learning_rate": 7.82573952804118e-05, + "timestep_mean": 487.875, + "epsilon_norm": 3.373142719268799, + "prediction_norm": 2.650332450866699, + "timestamp": "2025-07-14T12:34:58.789022" + }, + { + "epoch": 2362, + "batch_idx": 0, + "loss": 0.14153531193733215, + "learning_rate": 7.867979391978408e-05, + "timestep_mean": 544.15625, + "epsilon_norm": 7.167873382568359, + "prediction_norm": 6.630909442901611, + "timestamp": "2025-07-14T12:34:58.793974" + }, + { + "epoch": 2362, + "batch_idx": 32, + "loss": 0.3816888928413391, + "learning_rate": 7.867979391978408e-05, + "timestep_mean": 456.90625, + "epsilon_norm": 8.040770530700684, + "prediction_norm": 5.966794490814209, + "timestamp": "2025-07-14T12:34:58.798839" + }, + { + "epoch": 2362, + "batch_idx": 64, + "loss": 0.3156399726867676, + "learning_rate": 7.867979391978408e-05, + "timestep_mean": 517.1875, + "epsilon_norm": 7.648488998413086, + "prediction_norm": 6.1751251220703125, + "timestamp": "2025-07-14T12:34:58.803924" + }, + { + "epoch": 2362, + "batch_idx": 96, + "loss": 0.14956729114055634, + "learning_rate": 7.867979391978408e-05, + "timestep_mean": 547.375, + "epsilon_norm": 6.801197052001953, + "prediction_norm": 6.2413787841796875, + "timestamp": "2025-07-14T12:34:58.809116" + }, + { + "epoch": 2362, + "batch_idx": 128, + "loss": 0.20284360647201538, + "learning_rate": 7.867979391978408e-05, + "timestep_mean": 546.09375, + "epsilon_norm": 8.013557434082031, + "prediction_norm": 7.143161773681641, + "timestamp": "2025-07-14T12:34:58.814304" + }, + { + "epoch": 2362, + "batch_idx": 160, + "loss": 0.26801085472106934, + "learning_rate": 7.867979391978408e-05, + "timestep_mean": 461.5, + "epsilon_norm": 7.735660076141357, + "prediction_norm": 6.719997882843018, + "timestamp": "2025-07-14T12:34:58.819351" + }, + { + "epoch": 2362, + "batch_idx": 192, + "loss": 0.03306486830115318, + "learning_rate": 7.867979391978408e-05, + "timestep_mean": 642.375, + "epsilon_norm": 4.413960933685303, + "prediction_norm": 4.444421768188477, + "timestamp": "2025-07-14T12:34:58.824507" + }, + { + "epoch": 2363, + "batch_idx": 0, + "loss": 0.2559950649738312, + "learning_rate": 7.910323212488258e-05, + "timestep_mean": 489.3125, + "epsilon_norm": 8.395410537719727, + "prediction_norm": 6.8371429443359375, + "timestamp": "2025-07-14T12:34:58.829594" + }, + { + "epoch": 2363, + "batch_idx": 32, + "loss": 0.20815640687942505, + "learning_rate": 7.910323212488258e-05, + "timestep_mean": 473.59375, + "epsilon_norm": 9.322007179260254, + "prediction_norm": 7.929483413696289, + "timestamp": "2025-07-14T12:34:58.834689" + }, + { + "epoch": 2363, + "batch_idx": 64, + "loss": 0.21904689073562622, + "learning_rate": 7.910323212488258e-05, + "timestep_mean": 521.4375, + "epsilon_norm": 7.683909893035889, + "prediction_norm": 6.699164867401123, + "timestamp": "2025-07-14T12:34:58.839646" + }, + { + "epoch": 2363, + "batch_idx": 96, + "loss": 0.40811747312545776, + "learning_rate": 7.910323212488258e-05, + "timestep_mean": 448.90625, + "epsilon_norm": 8.012341499328613, + "prediction_norm": 6.03804874420166, + "timestamp": "2025-07-14T12:34:58.844734" + }, + { + "epoch": 2363, + "batch_idx": 128, + "loss": 0.34539109468460083, + "learning_rate": 7.910323212488258e-05, + "timestep_mean": 367.9375, + "epsilon_norm": 8.040770530700684, + "prediction_norm": 5.876420497894287, + "timestamp": "2025-07-14T12:34:58.849826" + }, + { + "epoch": 2363, + "batch_idx": 160, + "loss": 0.18779988586902618, + "learning_rate": 7.910323212488258e-05, + "timestep_mean": 503.03125, + "epsilon_norm": 7.455063819885254, + "prediction_norm": 6.2837815284729, + "timestamp": "2025-07-14T12:34:58.855186" + }, + { + "epoch": 2363, + "batch_idx": 192, + "loss": 0.15002040565013885, + "learning_rate": 7.910323212488258e-05, + "timestep_mean": 471.0, + "epsilon_norm": 2.6634795665740967, + "prediction_norm": 2.4112722873687744, + "timestamp": "2025-07-14T12:34:58.860185" + }, + { + "epoch": 2364, + "batch_idx": 0, + "loss": 0.2921133041381836, + "learning_rate": 7.952770885091565e-05, + "timestep_mean": 518.59375, + "epsilon_norm": 7.570130825042725, + "prediction_norm": 6.610939025878906, + "timestamp": "2025-07-14T12:34:58.865240" + }, + { + "epoch": 2364, + "batch_idx": 32, + "loss": 0.23454223573207855, + "learning_rate": 7.952770885091565e-05, + "timestep_mean": 508.15625, + "epsilon_norm": 7.755198955535889, + "prediction_norm": 6.751988410949707, + "timestamp": "2025-07-14T12:34:58.870456" + }, + { + "epoch": 2364, + "batch_idx": 64, + "loss": 0.18679626286029816, + "learning_rate": 7.952770885091565e-05, + "timestep_mean": 548.9375, + "epsilon_norm": 8.485301971435547, + "prediction_norm": 7.760500907897949, + "timestamp": "2025-07-14T12:34:58.875548" + }, + { + "epoch": 2364, + "batch_idx": 96, + "loss": 0.18242086470127106, + "learning_rate": 7.952770885091565e-05, + "timestep_mean": 488.90625, + "epsilon_norm": 7.531964302062988, + "prediction_norm": 6.586057186126709, + "timestamp": "2025-07-14T12:34:58.880631" + }, + { + "epoch": 2364, + "batch_idx": 128, + "loss": 0.4094304144382477, + "learning_rate": 7.952770885091565e-05, + "timestep_mean": 496.15625, + "epsilon_norm": 8.963748931884766, + "prediction_norm": 7.197203636169434, + "timestamp": "2025-07-14T12:34:58.885729" + }, + { + "epoch": 2364, + "batch_idx": 160, + "loss": 0.18930701911449432, + "learning_rate": 7.952770885091565e-05, + "timestep_mean": 528.6875, + "epsilon_norm": 6.344852924346924, + "prediction_norm": 6.248086452484131, + "timestamp": "2025-07-14T12:34:58.890734" + }, + { + "epoch": 2364, + "batch_idx": 192, + "loss": 0.2127210944890976, + "learning_rate": 7.952770885091565e-05, + "timestep_mean": 545.625, + "epsilon_norm": 5.22558069229126, + "prediction_norm": 4.738268852233887, + "timestamp": "2025-07-14T12:34:58.896005" + }, + { + "epoch": 2365, + "batch_idx": 0, + "loss": 0.16994798183441162, + "learning_rate": 7.995322305052922e-05, + "timestep_mean": 523.5625, + "epsilon_norm": 8.02548599243164, + "prediction_norm": 7.904359817504883, + "timestamp": "2025-07-14T12:34:58.901160" + }, + { + "epoch": 2365, + "batch_idx": 32, + "loss": 0.2105807363986969, + "learning_rate": 7.995322305052922e-05, + "timestep_mean": 491.90625, + "epsilon_norm": 7.064164161682129, + "prediction_norm": 5.454349040985107, + "timestamp": "2025-07-14T12:34:58.906132" + }, + { + "epoch": 2365, + "batch_idx": 64, + "loss": 0.22264118492603302, + "learning_rate": 7.995322305052922e-05, + "timestep_mean": 477.09375, + "epsilon_norm": 8.077670097351074, + "prediction_norm": 6.804741859436035, + "timestamp": "2025-07-14T12:34:58.911262" + }, + { + "epoch": 2365, + "batch_idx": 96, + "loss": 0.22986820340156555, + "learning_rate": 7.995322305052922e-05, + "timestep_mean": 423.71875, + "epsilon_norm": 8.849818229675293, + "prediction_norm": 8.263355255126953, + "timestamp": "2025-07-14T12:34:58.916326" + }, + { + "epoch": 2365, + "batch_idx": 128, + "loss": 0.31421735882759094, + "learning_rate": 7.995322305052922e-05, + "timestep_mean": 501.53125, + "epsilon_norm": 7.582183361053467, + "prediction_norm": 6.366546154022217, + "timestamp": "2025-07-14T12:34:58.921426" + }, + { + "epoch": 2365, + "batch_idx": 160, + "loss": 0.24667561054229736, + "learning_rate": 7.995322305052922e-05, + "timestep_mean": 481.625, + "epsilon_norm": 7.139087200164795, + "prediction_norm": 6.065492153167725, + "timestamp": "2025-07-14T12:34:58.926404" + }, + { + "epoch": 2365, + "batch_idx": 192, + "loss": 0.08145023882389069, + "learning_rate": 7.995322305052922e-05, + "timestep_mean": 545.375, + "epsilon_norm": 3.450852394104004, + "prediction_norm": 3.2021842002868652, + "timestamp": "2025-07-14T12:34:58.931465" + }, + { + "epoch": 2366, + "batch_idx": 0, + "loss": 0.19605252146720886, + "learning_rate": 8.037977367380929e-05, + "timestep_mean": 541.1875, + "epsilon_norm": 7.620492935180664, + "prediction_norm": 6.476161956787109, + "timestamp": "2025-07-14T12:34:58.936724" + }, + { + "epoch": 2366, + "batch_idx": 32, + "loss": 0.2084159255027771, + "learning_rate": 8.037977367380929e-05, + "timestep_mean": 446.0625, + "epsilon_norm": 8.800457954406738, + "prediction_norm": 8.041715621948242, + "timestamp": "2025-07-14T12:34:58.941969" + }, + { + "epoch": 2366, + "batch_idx": 64, + "loss": 0.12685886025428772, + "learning_rate": 8.037977367380929e-05, + "timestep_mean": 632.8125, + "epsilon_norm": 8.287811279296875, + "prediction_norm": 7.503299236297607, + "timestamp": "2025-07-14T12:34:58.947032" + }, + { + "epoch": 2366, + "batch_idx": 96, + "loss": 0.17193055152893066, + "learning_rate": 8.037977367380929e-05, + "timestep_mean": 514.90625, + "epsilon_norm": 7.041402339935303, + "prediction_norm": 5.71710205078125, + "timestamp": "2025-07-14T12:34:58.952241" + }, + { + "epoch": 2366, + "batch_idx": 128, + "loss": 0.28217950463294983, + "learning_rate": 8.037977367380929e-05, + "timestep_mean": 499.9375, + "epsilon_norm": 8.897944450378418, + "prediction_norm": 6.96989631652832, + "timestamp": "2025-07-14T12:34:58.957431" + }, + { + "epoch": 2366, + "batch_idx": 160, + "loss": 0.26996803283691406, + "learning_rate": 8.037977367380929e-05, + "timestep_mean": 508.71875, + "epsilon_norm": 8.229081153869629, + "prediction_norm": 7.214666366577148, + "timestamp": "2025-07-14T12:34:58.962678" + }, + { + "epoch": 2366, + "batch_idx": 192, + "loss": 0.4025009274482727, + "learning_rate": 8.037977367380929e-05, + "timestep_mean": 286.0, + "epsilon_norm": 3.751009464263916, + "prediction_norm": 2.3967602252960205, + "timestamp": "2025-07-14T12:34:58.967831" + }, + { + "epoch": 2367, + "batch_idx": 0, + "loss": 0.2056063413619995, + "learning_rate": 8.080735966828474e-05, + "timestep_mean": 479.53125, + "epsilon_norm": 8.416074752807617, + "prediction_norm": 7.213422775268555, + "timestamp": "2025-07-14T12:34:58.972942" + }, + { + "epoch": 2367, + "batch_idx": 32, + "loss": 0.2692316174507141, + "learning_rate": 8.080735966828474e-05, + "timestep_mean": 511.28125, + "epsilon_norm": 9.17152214050293, + "prediction_norm": 7.128687858581543, + "timestamp": "2025-07-14T12:34:58.978145" + }, + { + "epoch": 2367, + "batch_idx": 64, + "loss": 0.16348785161972046, + "learning_rate": 8.080735966828474e-05, + "timestep_mean": 627.1875, + "epsilon_norm": 8.491381645202637, + "prediction_norm": 7.9757890701293945, + "timestamp": "2025-07-14T12:34:58.983302" + }, + { + "epoch": 2367, + "batch_idx": 96, + "loss": 0.18355348706245422, + "learning_rate": 8.080735966828474e-05, + "timestep_mean": 524.28125, + "epsilon_norm": 7.558879375457764, + "prediction_norm": 6.967663288116455, + "timestamp": "2025-07-14T12:34:58.988555" + }, + { + "epoch": 2367, + "batch_idx": 128, + "loss": 0.3638421297073364, + "learning_rate": 8.080735966828474e-05, + "timestep_mean": 479.3125, + "epsilon_norm": 8.056992530822754, + "prediction_norm": 6.863397121429443, + "timestamp": "2025-07-14T12:34:58.993607" + }, + { + "epoch": 2367, + "batch_idx": 160, + "loss": 0.3396070599555969, + "learning_rate": 8.080735966828474e-05, + "timestep_mean": 489.0, + "epsilon_norm": 8.215734481811523, + "prediction_norm": 7.163444519042969, + "timestamp": "2025-07-14T12:34:58.998807" + }, + { + "epoch": 2367, + "batch_idx": 192, + "loss": 0.3009742200374603, + "learning_rate": 8.080735966828474e-05, + "timestep_mean": 417.25, + "epsilon_norm": 4.400979518890381, + "prediction_norm": 3.770738124847412, + "timestamp": "2025-07-14T12:34:59.003754" + }, + { + "epoch": 2368, + "batch_idx": 0, + "loss": 0.1290939748287201, + "learning_rate": 8.123597997892936e-05, + "timestep_mean": 472.03125, + "epsilon_norm": 7.150495529174805, + "prediction_norm": 6.460949897766113, + "timestamp": "2025-07-14T12:34:59.008829" + }, + { + "epoch": 2368, + "batch_idx": 32, + "loss": 0.5216185450553894, + "learning_rate": 8.123597997892936e-05, + "timestep_mean": 476.46875, + "epsilon_norm": 9.475135803222656, + "prediction_norm": 7.3758864402771, + "timestamp": "2025-07-14T12:34:59.013735" + }, + { + "epoch": 2368, + "batch_idx": 64, + "loss": 0.15066127479076385, + "learning_rate": 8.123597997892936e-05, + "timestep_mean": 569.28125, + "epsilon_norm": 7.392168998718262, + "prediction_norm": 6.927484512329102, + "timestamp": "2025-07-14T12:34:59.018612" + }, + { + "epoch": 2368, + "batch_idx": 96, + "loss": 0.19112429022789001, + "learning_rate": 8.123597997892936e-05, + "timestep_mean": 489.75, + "epsilon_norm": 7.728661060333252, + "prediction_norm": 6.496013164520264, + "timestamp": "2025-07-14T12:34:59.023473" + }, + { + "epoch": 2368, + "batch_idx": 128, + "loss": 0.25708791613578796, + "learning_rate": 8.123597997892936e-05, + "timestep_mean": 644.84375, + "epsilon_norm": 7.816168308258057, + "prediction_norm": 6.463644504547119, + "timestamp": "2025-07-14T12:34:59.028429" + }, + { + "epoch": 2368, + "batch_idx": 160, + "loss": 0.17449504137039185, + "learning_rate": 8.123597997892936e-05, + "timestep_mean": 533.3125, + "epsilon_norm": 8.835925102233887, + "prediction_norm": 7.853769779205322, + "timestamp": "2025-07-14T12:34:59.033282" + }, + { + "epoch": 2368, + "batch_idx": 192, + "loss": 0.11763256043195724, + "learning_rate": 8.123597997892936e-05, + "timestep_mean": 489.875, + "epsilon_norm": 2.9386048316955566, + "prediction_norm": 2.6694793701171875, + "timestamp": "2025-07-14T12:34:59.038487" + }, + { + "epoch": 2369, + "batch_idx": 0, + "loss": 0.2510939836502075, + "learning_rate": 8.166563354816528e-05, + "timestep_mean": 407.34375, + "epsilon_norm": 7.787644386291504, + "prediction_norm": 6.694823265075684, + "timestamp": "2025-07-14T12:34:59.047016" + }, + { + "epoch": 2369, + "batch_idx": 32, + "loss": 0.2558152377605438, + "learning_rate": 8.166563354816528e-05, + "timestep_mean": 481.15625, + "epsilon_norm": 8.135311126708984, + "prediction_norm": 7.125664710998535, + "timestamp": "2025-07-14T12:34:59.052550" + }, + { + "epoch": 2369, + "batch_idx": 64, + "loss": 0.19623634219169617, + "learning_rate": 8.166563354816528e-05, + "timestep_mean": 437.375, + "epsilon_norm": 7.217682361602783, + "prediction_norm": 6.69939661026001, + "timestamp": "2025-07-14T12:34:59.057794" + }, + { + "epoch": 2369, + "batch_idx": 96, + "loss": 0.18083611130714417, + "learning_rate": 8.166563354816528e-05, + "timestep_mean": 499.34375, + "epsilon_norm": 7.387584686279297, + "prediction_norm": 6.626479625701904, + "timestamp": "2025-07-14T12:34:59.063110" + }, + { + "epoch": 2369, + "batch_idx": 128, + "loss": 0.21259859204292297, + "learning_rate": 8.166563354816528e-05, + "timestep_mean": 519.34375, + "epsilon_norm": 8.1701021194458, + "prediction_norm": 7.273044109344482, + "timestamp": "2025-07-14T12:34:59.068296" + }, + { + "epoch": 2369, + "batch_idx": 160, + "loss": 0.1046789139509201, + "learning_rate": 8.166563354816528e-05, + "timestep_mean": 596.15625, + "epsilon_norm": 6.239630699157715, + "prediction_norm": 5.957879066467285, + "timestamp": "2025-07-14T12:34:59.073481" + }, + { + "epoch": 2369, + "batch_idx": 192, + "loss": 0.13942116498947144, + "learning_rate": 8.166563354816528e-05, + "timestep_mean": 634.25, + "epsilon_norm": 5.019131183624268, + "prediction_norm": 4.783416271209717, + "timestamp": "2025-07-14T12:34:59.078773" + }, + { + "epoch": 2370, + "batch_idx": 0, + "loss": 0.28216010332107544, + "learning_rate": 8.2096319315865e-05, + "timestep_mean": 359.375, + "epsilon_norm": 7.589948654174805, + "prediction_norm": 6.416508674621582, + "timestamp": "2025-07-14T12:34:59.084039" + }, + { + "epoch": 2370, + "batch_idx": 32, + "loss": 0.2289191633462906, + "learning_rate": 8.2096319315865e-05, + "timestep_mean": 464.5, + "epsilon_norm": 6.958115100860596, + "prediction_norm": 6.2039666175842285, + "timestamp": "2025-07-14T12:34:59.089121" + }, + { + "epoch": 2370, + "batch_idx": 64, + "loss": 0.17798474431037903, + "learning_rate": 8.2096319315865e-05, + "timestep_mean": 513.125, + "epsilon_norm": 6.604887008666992, + "prediction_norm": 6.210693836212158, + "timestamp": "2025-07-14T12:34:59.094263" + }, + { + "epoch": 2370, + "batch_idx": 96, + "loss": 0.3342112898826599, + "learning_rate": 8.2096319315865e-05, + "timestep_mean": 528.84375, + "epsilon_norm": 7.990871429443359, + "prediction_norm": 6.5362749099731445, + "timestamp": "2025-07-14T12:34:59.099419" + }, + { + "epoch": 2370, + "batch_idx": 128, + "loss": 0.22240044176578522, + "learning_rate": 8.2096319315865e-05, + "timestep_mean": 484.875, + "epsilon_norm": 7.881281852722168, + "prediction_norm": 6.620209693908691, + "timestamp": "2025-07-14T12:34:59.104657" + }, + { + "epoch": 2370, + "batch_idx": 160, + "loss": 0.18623459339141846, + "learning_rate": 8.2096319315865e-05, + "timestep_mean": 531.21875, + "epsilon_norm": 6.995840549468994, + "prediction_norm": 6.505038261413574, + "timestamp": "2025-07-14T12:34:59.109712" + }, + { + "epoch": 2370, + "batch_idx": 192, + "loss": 0.10570130497217178, + "learning_rate": 8.2096319315865e-05, + "timestep_mean": 345.25, + "epsilon_norm": 3.570509195327759, + "prediction_norm": 3.294731378555298, + "timestamp": "2025-07-14T12:34:59.114828" + }, + { + "epoch": 2371, + "batch_idx": 0, + "loss": 0.42986583709716797, + "learning_rate": 8.252803621935443e-05, + "timestep_mean": 467.21875, + "epsilon_norm": 8.55772590637207, + "prediction_norm": 6.998203277587891, + "timestamp": "2025-07-14T12:34:59.120061" + }, + { + "epoch": 2371, + "batch_idx": 32, + "loss": 0.27496010065078735, + "learning_rate": 8.252803621935443e-05, + "timestep_mean": 494.53125, + "epsilon_norm": 7.804380416870117, + "prediction_norm": 6.2197136878967285, + "timestamp": "2025-07-14T12:34:59.125325" + }, + { + "epoch": 2371, + "batch_idx": 64, + "loss": 0.28013187646865845, + "learning_rate": 8.252803621935443e-05, + "timestep_mean": 452.875, + "epsilon_norm": 7.837759494781494, + "prediction_norm": 6.811629295349121, + "timestamp": "2025-07-14T12:34:59.130563" + }, + { + "epoch": 2371, + "batch_idx": 96, + "loss": 0.348503977060318, + "learning_rate": 8.252803621935443e-05, + "timestep_mean": 404.96875, + "epsilon_norm": 9.19572925567627, + "prediction_norm": 7.39091157913208, + "timestamp": "2025-07-14T12:34:59.135668" + }, + { + "epoch": 2371, + "batch_idx": 128, + "loss": 0.269893616437912, + "learning_rate": 8.252803621935443e-05, + "timestep_mean": 397.96875, + "epsilon_norm": 7.342459201812744, + "prediction_norm": 6.038568496704102, + "timestamp": "2025-07-14T12:34:59.140752" + }, + { + "epoch": 2371, + "batch_idx": 160, + "loss": 0.19817547500133514, + "learning_rate": 8.252803621935443e-05, + "timestep_mean": 522.96875, + "epsilon_norm": 7.75047492980957, + "prediction_norm": 6.849184513092041, + "timestamp": "2025-07-14T12:34:59.146013" + }, + { + "epoch": 2371, + "batch_idx": 192, + "loss": 0.1058184951543808, + "learning_rate": 8.252803621935443e-05, + "timestep_mean": 354.625, + "epsilon_norm": 3.4922397136688232, + "prediction_norm": 3.749642848968506, + "timestamp": "2025-07-14T12:34:59.151151" + }, + { + "epoch": 2372, + "batch_idx": 0, + "loss": 0.2720367908477783, + "learning_rate": 8.296078319341463e-05, + "timestep_mean": 548.71875, + "epsilon_norm": 9.151565551757812, + "prediction_norm": 8.222357749938965, + "timestamp": "2025-07-14T12:34:59.156304" + }, + { + "epoch": 2372, + "batch_idx": 32, + "loss": 0.2545775771141052, + "learning_rate": 8.296078319341463e-05, + "timestep_mean": 456.09375, + "epsilon_norm": 6.7147064208984375, + "prediction_norm": 4.618917465209961, + "timestamp": "2025-07-14T12:34:59.161375" + }, + { + "epoch": 2372, + "batch_idx": 64, + "loss": 0.24946022033691406, + "learning_rate": 8.296078319341463e-05, + "timestep_mean": 466.90625, + "epsilon_norm": 8.2108793258667, + "prediction_norm": 6.848982334136963, + "timestamp": "2025-07-14T12:34:59.166610" + }, + { + "epoch": 2372, + "batch_idx": 96, + "loss": 0.3692946135997772, + "learning_rate": 8.296078319341463e-05, + "timestep_mean": 461.0, + "epsilon_norm": 8.35029411315918, + "prediction_norm": 6.788488864898682, + "timestamp": "2025-07-14T12:34:59.171666" + }, + { + "epoch": 2372, + "batch_idx": 128, + "loss": 0.2088559865951538, + "learning_rate": 8.296078319341463e-05, + "timestep_mean": 484.96875, + "epsilon_norm": 8.689533233642578, + "prediction_norm": 7.1375226974487305, + "timestamp": "2025-07-14T12:34:59.176542" + }, + { + "epoch": 2372, + "batch_idx": 160, + "loss": 0.49594253301620483, + "learning_rate": 8.296078319341463e-05, + "timestep_mean": 460.90625, + "epsilon_norm": 8.86892032623291, + "prediction_norm": 6.787295341491699, + "timestamp": "2025-07-14T12:34:59.181502" + }, + { + "epoch": 2372, + "batch_idx": 192, + "loss": 0.5615200996398926, + "learning_rate": 8.296078319341463e-05, + "timestep_mean": 443.0, + "epsilon_norm": 4.75324010848999, + "prediction_norm": 3.0290191173553467, + "timestamp": "2025-07-14T12:34:59.186400" + }, + { + "epoch": 2373, + "batch_idx": 0, + "loss": 0.37147900462150574, + "learning_rate": 8.339455917028567e-05, + "timestep_mean": 462.15625, + "epsilon_norm": 8.691527366638184, + "prediction_norm": 7.164719581604004, + "timestamp": "2025-07-14T12:34:59.191340" + }, + { + "epoch": 2373, + "batch_idx": 32, + "loss": 0.22994808852672577, + "learning_rate": 8.339455917028567e-05, + "timestep_mean": 519.9375, + "epsilon_norm": 7.484551429748535, + "prediction_norm": 6.910852432250977, + "timestamp": "2025-07-14T12:34:59.196432" + }, + { + "epoch": 2373, + "batch_idx": 64, + "loss": 0.18930160999298096, + "learning_rate": 8.339455917028567e-05, + "timestep_mean": 511.5625, + "epsilon_norm": 8.294885635375977, + "prediction_norm": 7.550780296325684, + "timestamp": "2025-07-14T12:34:59.201465" + }, + { + "epoch": 2373, + "batch_idx": 96, + "loss": 0.2983759045600891, + "learning_rate": 8.339455917028567e-05, + "timestep_mean": 425.75, + "epsilon_norm": 8.057979583740234, + "prediction_norm": 6.725199222564697, + "timestamp": "2025-07-14T12:34:59.206570" + }, + { + "epoch": 2373, + "batch_idx": 128, + "loss": 0.31063902378082275, + "learning_rate": 8.339455917028567e-05, + "timestep_mean": 500.53125, + "epsilon_norm": 9.947676658630371, + "prediction_norm": 8.51491928100586, + "timestamp": "2025-07-14T12:34:59.211776" + }, + { + "epoch": 2373, + "batch_idx": 160, + "loss": 0.31690603494644165, + "learning_rate": 8.339455917028567e-05, + "timestep_mean": 523.96875, + "epsilon_norm": 7.952665328979492, + "prediction_norm": 6.405287265777588, + "timestamp": "2025-07-14T12:34:59.216973" + }, + { + "epoch": 2373, + "batch_idx": 192, + "loss": 0.08480872958898544, + "learning_rate": 8.339455917028567e-05, + "timestep_mean": 681.125, + "epsilon_norm": 4.846102237701416, + "prediction_norm": 4.632143974304199, + "timestamp": "2025-07-14T12:34:59.222017" + }, + { + "epoch": 2374, + "batch_idx": 0, + "loss": 0.17148813605308533, + "learning_rate": 8.382936307966856e-05, + "timestep_mean": 543.5, + "epsilon_norm": 6.242519855499268, + "prediction_norm": 4.601989269256592, + "timestamp": "2025-07-14T12:34:59.227104" + }, + { + "epoch": 2374, + "batch_idx": 32, + "loss": 0.31126028299331665, + "learning_rate": 8.382936307966856e-05, + "timestep_mean": 492.125, + "epsilon_norm": 7.048488140106201, + "prediction_norm": 5.667203903198242, + "timestamp": "2025-07-14T12:34:59.231961" + }, + { + "epoch": 2374, + "batch_idx": 64, + "loss": 0.26572126150131226, + "learning_rate": 8.382936307966856e-05, + "timestep_mean": 530.0625, + "epsilon_norm": 9.473857879638672, + "prediction_norm": 8.579809188842773, + "timestamp": "2025-07-14T12:34:59.236865" + }, + { + "epoch": 2374, + "batch_idx": 96, + "loss": 0.16084808111190796, + "learning_rate": 8.382936307966856e-05, + "timestep_mean": 489.3125, + "epsilon_norm": 7.258864879608154, + "prediction_norm": 7.4918928146362305, + "timestamp": "2025-07-14T12:34:59.241735" + }, + { + "epoch": 2374, + "batch_idx": 128, + "loss": 0.25867486000061035, + "learning_rate": 8.382936307966856e-05, + "timestep_mean": 557.15625, + "epsilon_norm": 8.169147491455078, + "prediction_norm": 6.964104175567627, + "timestamp": "2025-07-14T12:34:59.246896" + }, + { + "epoch": 2374, + "batch_idx": 160, + "loss": 0.22103866934776306, + "learning_rate": 8.382936307966856e-05, + "timestep_mean": 466.84375, + "epsilon_norm": 7.0012383460998535, + "prediction_norm": 6.369564533233643, + "timestamp": "2025-07-14T12:34:59.251783" + }, + { + "epoch": 2374, + "batch_idx": 192, + "loss": 0.25704097747802734, + "learning_rate": 8.382936307966856e-05, + "timestep_mean": 444.125, + "epsilon_norm": 4.979886531829834, + "prediction_norm": 4.3754191398620605, + "timestamp": "2025-07-14T12:34:59.256642" + }, + { + "epoch": 2375, + "batch_idx": 0, + "loss": 0.3478740453720093, + "learning_rate": 8.426519384872751e-05, + "timestep_mean": 403.5, + "epsilon_norm": 8.822572708129883, + "prediction_norm": 6.7028679847717285, + "timestamp": "2025-07-14T12:34:59.261551" + }, + { + "epoch": 2375, + "batch_idx": 32, + "loss": 0.29314255714416504, + "learning_rate": 8.426519384872751e-05, + "timestep_mean": 442.78125, + "epsilon_norm": 7.932023048400879, + "prediction_norm": 6.456984996795654, + "timestamp": "2025-07-14T12:34:59.266384" + }, + { + "epoch": 2375, + "batch_idx": 64, + "loss": 0.3624971807003021, + "learning_rate": 8.426519384872751e-05, + "timestep_mean": 444.40625, + "epsilon_norm": 8.253486633300781, + "prediction_norm": 7.192625045776367, + "timestamp": "2025-07-14T12:34:59.271426" + }, + { + "epoch": 2375, + "batch_idx": 96, + "loss": 0.30698493123054504, + "learning_rate": 8.426519384872751e-05, + "timestep_mean": 479.28125, + "epsilon_norm": 8.579573631286621, + "prediction_norm": 7.378668785095215, + "timestamp": "2025-07-14T12:34:59.276341" + }, + { + "epoch": 2375, + "batch_idx": 128, + "loss": 0.2573508024215698, + "learning_rate": 8.426519384872751e-05, + "timestep_mean": 426.0, + "epsilon_norm": 7.445715427398682, + "prediction_norm": 6.324853897094727, + "timestamp": "2025-07-14T12:34:59.281242" + }, + { + "epoch": 2375, + "batch_idx": 160, + "loss": 0.33027273416519165, + "learning_rate": 8.426519384872751e-05, + "timestep_mean": 471.03125, + "epsilon_norm": 8.739507675170898, + "prediction_norm": 6.726714611053467, + "timestamp": "2025-07-14T12:34:59.286339" + }, + { + "epoch": 2375, + "batch_idx": 192, + "loss": 0.33412158489227295, + "learning_rate": 8.426519384872751e-05, + "timestep_mean": 478.125, + "epsilon_norm": 3.47428035736084, + "prediction_norm": 2.5780832767486572, + "timestamp": "2025-07-14T12:34:59.291267" + }, + { + "epoch": 2376, + "batch_idx": 0, + "loss": 0.33396703004837036, + "learning_rate": 8.47020504020939e-05, + "timestep_mean": 412.3125, + "epsilon_norm": 8.267247200012207, + "prediction_norm": 6.592773914337158, + "timestamp": "2025-07-14T12:34:59.296360" + }, + { + "epoch": 2376, + "batch_idx": 32, + "loss": 0.06875438988208771, + "learning_rate": 8.47020504020939e-05, + "timestep_mean": 534.09375, + "epsilon_norm": 8.179062843322754, + "prediction_norm": 7.556854248046875, + "timestamp": "2025-07-14T12:34:59.301399" + }, + { + "epoch": 2376, + "batch_idx": 64, + "loss": 0.3039657771587372, + "learning_rate": 8.47020504020939e-05, + "timestep_mean": 572.09375, + "epsilon_norm": 8.341418266296387, + "prediction_norm": 7.545889377593994, + "timestamp": "2025-07-14T12:34:59.306567" + }, + { + "epoch": 2376, + "batch_idx": 96, + "loss": 0.3702332079410553, + "learning_rate": 8.47020504020939e-05, + "timestep_mean": 463.0, + "epsilon_norm": 7.651941776275635, + "prediction_norm": 6.585123538970947, + "timestamp": "2025-07-14T12:34:59.311734" + }, + { + "epoch": 2376, + "batch_idx": 128, + "loss": 0.324445903301239, + "learning_rate": 8.47020504020939e-05, + "timestep_mean": 425.40625, + "epsilon_norm": 8.580079078674316, + "prediction_norm": 7.6919169425964355, + "timestamp": "2025-07-14T12:34:59.316964" + }, + { + "epoch": 2376, + "batch_idx": 160, + "loss": 0.15751081705093384, + "learning_rate": 8.47020504020939e-05, + "timestep_mean": 505.25, + "epsilon_norm": 7.238541126251221, + "prediction_norm": 6.997550964355469, + "timestamp": "2025-07-14T12:34:59.321951" + }, + { + "epoch": 2376, + "batch_idx": 192, + "loss": 0.2079392820596695, + "learning_rate": 8.47020504020939e-05, + "timestep_mean": 470.75, + "epsilon_norm": 4.201381206512451, + "prediction_norm": 3.6051182746887207, + "timestamp": "2025-07-14T12:34:59.326911" + }, + { + "epoch": 2377, + "batch_idx": 0, + "loss": 0.23974597454071045, + "learning_rate": 8.513993166186713e-05, + "timestep_mean": 585.96875, + "epsilon_norm": 8.37971305847168, + "prediction_norm": 7.997890472412109, + "timestamp": "2025-07-14T12:34:59.332147" + }, + { + "epoch": 2377, + "batch_idx": 32, + "loss": 0.37161940336227417, + "learning_rate": 8.513993166186713e-05, + "timestep_mean": 457.9375, + "epsilon_norm": 8.608221054077148, + "prediction_norm": 7.357931613922119, + "timestamp": "2025-07-14T12:34:59.337329" + }, + { + "epoch": 2377, + "batch_idx": 64, + "loss": 0.36683881282806396, + "learning_rate": 8.513993166186713e-05, + "timestep_mean": 496.5, + "epsilon_norm": 7.392222881317139, + "prediction_norm": 6.0890889167785645, + "timestamp": "2025-07-14T12:34:59.342472" + }, + { + "epoch": 2377, + "batch_idx": 96, + "loss": 0.3227965831756592, + "learning_rate": 8.513993166186713e-05, + "timestep_mean": 505.375, + "epsilon_norm": 8.073009490966797, + "prediction_norm": 7.088560581207275, + "timestamp": "2025-07-14T12:34:59.347687" + }, + { + "epoch": 2377, + "batch_idx": 128, + "loss": 0.2387627512216568, + "learning_rate": 8.513993166186713e-05, + "timestep_mean": 573.9375, + "epsilon_norm": 7.579224586486816, + "prediction_norm": 6.9214701652526855, + "timestamp": "2025-07-14T12:34:59.352908" + }, + { + "epoch": 2377, + "batch_idx": 160, + "loss": 0.23821240663528442, + "learning_rate": 8.513993166186713e-05, + "timestep_mean": 546.375, + "epsilon_norm": 7.526379585266113, + "prediction_norm": 6.294125080108643, + "timestamp": "2025-07-14T12:34:59.358110" + }, + { + "epoch": 2377, + "batch_idx": 192, + "loss": 0.3536105155944824, + "learning_rate": 8.513993166186713e-05, + "timestep_mean": 564.25, + "epsilon_norm": 3.8771026134490967, + "prediction_norm": 2.7148237228393555, + "timestamp": "2025-07-14T12:34:59.363351" + }, + { + "epoch": 2378, + "batch_idx": 0, + "loss": 0.17977550625801086, + "learning_rate": 8.557883654761925e-05, + "timestep_mean": 506.0, + "epsilon_norm": 7.704241752624512, + "prediction_norm": 7.458139896392822, + "timestamp": "2025-07-14T12:34:59.368572" + }, + { + "epoch": 2378, + "batch_idx": 32, + "loss": 0.1979721188545227, + "learning_rate": 8.557883654761925e-05, + "timestep_mean": 453.71875, + "epsilon_norm": 7.871231555938721, + "prediction_norm": 7.2261247634887695, + "timestamp": "2025-07-14T12:34:59.373763" + }, + { + "epoch": 2378, + "batch_idx": 64, + "loss": 0.3082878887653351, + "learning_rate": 8.557883654761925e-05, + "timestep_mean": 500.625, + "epsilon_norm": 7.618923187255859, + "prediction_norm": 6.274471759796143, + "timestamp": "2025-07-14T12:34:59.379069" + }, + { + "epoch": 2378, + "batch_idx": 96, + "loss": 0.46000075340270996, + "learning_rate": 8.557883654761925e-05, + "timestep_mean": 543.90625, + "epsilon_norm": 7.993251323699951, + "prediction_norm": 6.583596229553223, + "timestamp": "2025-07-14T12:34:59.384334" + }, + { + "epoch": 2378, + "batch_idx": 128, + "loss": 0.3535255193710327, + "learning_rate": 8.557883654761925e-05, + "timestep_mean": 468.96875, + "epsilon_norm": 7.907281875610352, + "prediction_norm": 6.864411354064941, + "timestamp": "2025-07-14T12:34:59.389512" + }, + { + "epoch": 2378, + "batch_idx": 160, + "loss": 0.14521929621696472, + "learning_rate": 8.557883654761925e-05, + "timestep_mean": 564.3125, + "epsilon_norm": 6.127816200256348, + "prediction_norm": 5.990741729736328, + "timestamp": "2025-07-14T12:34:59.394712" + }, + { + "epoch": 2378, + "batch_idx": 192, + "loss": 0.269273966550827, + "learning_rate": 8.557883654761925e-05, + "timestep_mean": 592.75, + "epsilon_norm": 3.8080854415893555, + "prediction_norm": 3.8537182807922363, + "timestamp": "2025-07-14T12:34:59.399871" + }, + { + "epoch": 2379, + "batch_idx": 0, + "loss": 0.2795536518096924, + "learning_rate": 8.601876397639571e-05, + "timestep_mean": 542.5625, + "epsilon_norm": 8.15129566192627, + "prediction_norm": 6.93568229675293, + "timestamp": "2025-07-14T12:34:59.405119" + }, + { + "epoch": 2379, + "batch_idx": 32, + "loss": 0.18333855271339417, + "learning_rate": 8.601876397639571e-05, + "timestep_mean": 550.0625, + "epsilon_norm": 7.69091796875, + "prediction_norm": 7.183048248291016, + "timestamp": "2025-07-14T12:34:59.409955" + }, + { + "epoch": 2379, + "batch_idx": 64, + "loss": 0.4373568892478943, + "learning_rate": 8.601876397639571e-05, + "timestep_mean": 603.65625, + "epsilon_norm": 7.8228230476379395, + "prediction_norm": 6.3818159103393555, + "timestamp": "2025-07-14T12:34:59.414862" + }, + { + "epoch": 2379, + "batch_idx": 96, + "loss": 0.5100704431533813, + "learning_rate": 8.601876397639571e-05, + "timestep_mean": 476.0, + "epsilon_norm": 8.899321556091309, + "prediction_norm": 6.859896183013916, + "timestamp": "2025-07-14T12:34:59.420131" + }, + { + "epoch": 2379, + "batch_idx": 128, + "loss": 0.43685227632522583, + "learning_rate": 8.601876397639571e-05, + "timestep_mean": 450.8125, + "epsilon_norm": 8.214682579040527, + "prediction_norm": 6.368797302246094, + "timestamp": "2025-07-14T12:34:59.425311" + }, + { + "epoch": 2379, + "batch_idx": 160, + "loss": 0.3926326334476471, + "learning_rate": 8.601876397639571e-05, + "timestep_mean": 521.4375, + "epsilon_norm": 8.94177532196045, + "prediction_norm": 7.6093363761901855, + "timestamp": "2025-07-14T12:34:59.430502" + }, + { + "epoch": 2379, + "batch_idx": 192, + "loss": 1.020910382270813, + "learning_rate": 8.601876397639571e-05, + "timestep_mean": 415.0, + "epsilon_norm": 4.683910369873047, + "prediction_norm": 3.533245325088501, + "timestamp": "2025-07-14T12:34:59.435636" + }, + { + "epoch": 2380, + "batch_idx": 0, + "loss": 0.4402579665184021, + "learning_rate": 8.645971286271923e-05, + "timestep_mean": 468.4375, + "epsilon_norm": 9.378101348876953, + "prediction_norm": 7.866067886352539, + "timestamp": "2025-07-14T12:34:59.441104" + }, + { + "epoch": 2380, + "batch_idx": 32, + "loss": 0.3343866765499115, + "learning_rate": 8.645971286271923e-05, + "timestep_mean": 431.375, + "epsilon_norm": 8.735370635986328, + "prediction_norm": 6.946041107177734, + "timestamp": "2025-07-14T12:34:59.446290" + }, + { + "epoch": 2380, + "batch_idx": 64, + "loss": 0.19131632149219513, + "learning_rate": 8.645971286271923e-05, + "timestep_mean": 574.375, + "epsilon_norm": 7.851778984069824, + "prediction_norm": 7.318297386169434, + "timestamp": "2025-07-14T12:34:59.451323" + }, + { + "epoch": 2380, + "batch_idx": 96, + "loss": 0.2876605987548828, + "learning_rate": 8.645971286271923e-05, + "timestep_mean": 513.21875, + "epsilon_norm": 9.245539665222168, + "prediction_norm": 7.942542552947998, + "timestamp": "2025-07-14T12:34:59.456688" + }, + { + "epoch": 2380, + "batch_idx": 128, + "loss": 0.27054494619369507, + "learning_rate": 8.645971286271923e-05, + "timestep_mean": 446.15625, + "epsilon_norm": 6.846044063568115, + "prediction_norm": 5.8349738121032715, + "timestamp": "2025-07-14T12:34:59.461945" + }, + { + "epoch": 2380, + "batch_idx": 160, + "loss": 0.3151155710220337, + "learning_rate": 8.645971286271923e-05, + "timestep_mean": 447.34375, + "epsilon_norm": 7.992830276489258, + "prediction_norm": 6.541781425476074, + "timestamp": "2025-07-14T12:34:59.467183" + }, + { + "epoch": 2380, + "batch_idx": 192, + "loss": 0.18695621192455292, + "learning_rate": 8.645971286271923e-05, + "timestep_mean": 499.875, + "epsilon_norm": 4.078987121582031, + "prediction_norm": 3.66648530960083, + "timestamp": "2025-07-14T12:34:59.472439" + }, + { + "epoch": 2381, + "batch_idx": 0, + "loss": 0.31265783309936523, + "learning_rate": 8.690168211859265e-05, + "timestep_mean": 483.65625, + "epsilon_norm": 9.057414054870605, + "prediction_norm": 7.659865856170654, + "timestamp": "2025-07-14T12:34:59.477626" + }, + { + "epoch": 2381, + "batch_idx": 32, + "loss": 0.2903836965560913, + "learning_rate": 8.690168211859265e-05, + "timestep_mean": 453.375, + "epsilon_norm": 8.712005615234375, + "prediction_norm": 7.263728141784668, + "timestamp": "2025-07-14T12:34:59.482861" + }, + { + "epoch": 2381, + "batch_idx": 64, + "loss": 0.2654973566532135, + "learning_rate": 8.690168211859265e-05, + "timestep_mean": 592.78125, + "epsilon_norm": 7.829588413238525, + "prediction_norm": 6.62098503112793, + "timestamp": "2025-07-14T12:34:59.488075" + }, + { + "epoch": 2381, + "batch_idx": 96, + "loss": 0.12749256193637848, + "learning_rate": 8.690168211859265e-05, + "timestep_mean": 601.96875, + "epsilon_norm": 7.585014820098877, + "prediction_norm": 6.623146057128906, + "timestamp": "2025-07-14T12:34:59.493225" + }, + { + "epoch": 2381, + "batch_idx": 128, + "loss": 0.1697300225496292, + "learning_rate": 8.690168211859265e-05, + "timestep_mean": 589.625, + "epsilon_norm": 8.120800971984863, + "prediction_norm": 7.278961658477783, + "timestamp": "2025-07-14T12:34:59.498458" + }, + { + "epoch": 2381, + "batch_idx": 160, + "loss": 0.4013943672180176, + "learning_rate": 8.690168211859265e-05, + "timestep_mean": 499.1875, + "epsilon_norm": 8.944657325744629, + "prediction_norm": 7.683764457702637, + "timestamp": "2025-07-14T12:34:59.503560" + }, + { + "epoch": 2381, + "batch_idx": 192, + "loss": 0.3165929317474365, + "learning_rate": 8.690168211859265e-05, + "timestep_mean": 544.0, + "epsilon_norm": 3.54494047164917, + "prediction_norm": 2.394244432449341, + "timestamp": "2025-07-14T12:34:59.508656" + }, + { + "epoch": 2382, + "batch_idx": 0, + "loss": 0.4124433994293213, + "learning_rate": 8.734467065350042e-05, + "timestep_mean": 377.0625, + "epsilon_norm": 7.586155414581299, + "prediction_norm": 5.494206428527832, + "timestamp": "2025-07-14T12:34:59.513808" + }, + { + "epoch": 2382, + "batch_idx": 32, + "loss": 0.2230398952960968, + "learning_rate": 8.734467065350042e-05, + "timestep_mean": 490.34375, + "epsilon_norm": 8.349485397338867, + "prediction_norm": 7.740927219390869, + "timestamp": "2025-07-14T12:34:59.518934" + }, + { + "epoch": 2382, + "batch_idx": 64, + "loss": 0.4518193006515503, + "learning_rate": 8.734467065350042e-05, + "timestep_mean": 451.96875, + "epsilon_norm": 8.41973876953125, + "prediction_norm": 6.681028842926025, + "timestamp": "2025-07-14T12:34:59.524293" + }, + { + "epoch": 2382, + "batch_idx": 96, + "loss": 0.29649001359939575, + "learning_rate": 8.734467065350042e-05, + "timestep_mean": 497.78125, + "epsilon_norm": 8.184505462646484, + "prediction_norm": 7.592154502868652, + "timestamp": "2025-07-14T12:34:59.529445" + }, + { + "epoch": 2382, + "batch_idx": 128, + "loss": 0.2875494360923767, + "learning_rate": 8.734467065350042e-05, + "timestep_mean": 472.21875, + "epsilon_norm": 8.429878234863281, + "prediction_norm": 7.334597587585449, + "timestamp": "2025-07-14T12:34:59.534725" + }, + { + "epoch": 2382, + "batch_idx": 160, + "loss": 0.20333519577980042, + "learning_rate": 8.734467065350042e-05, + "timestep_mean": 467.90625, + "epsilon_norm": 7.56797981262207, + "prediction_norm": 6.970881462097168, + "timestamp": "2025-07-14T12:34:59.539874" + }, + { + "epoch": 2382, + "batch_idx": 192, + "loss": 0.06214156001806259, + "learning_rate": 8.734467065350042e-05, + "timestep_mean": 588.75, + "epsilon_norm": 3.275557279586792, + "prediction_norm": 3.3072361946105957, + "timestamp": "2025-07-14T12:34:59.545099" + }, + { + "epoch": 2383, + "batch_idx": 0, + "loss": 0.4345071315765381, + "learning_rate": 8.778867737441252e-05, + "timestep_mean": 450.25, + "epsilon_norm": 8.770218849182129, + "prediction_norm": 7.4415812492370605, + "timestamp": "2025-07-14T12:34:59.550445" + }, + { + "epoch": 2383, + "batch_idx": 32, + "loss": 0.3757393956184387, + "learning_rate": 8.778867737441252e-05, + "timestep_mean": 432.25, + "epsilon_norm": 7.870388507843018, + "prediction_norm": 5.705860614776611, + "timestamp": "2025-07-14T12:34:59.555728" + }, + { + "epoch": 2383, + "batch_idx": 64, + "loss": 0.5507671236991882, + "learning_rate": 8.778867737441252e-05, + "timestep_mean": 482.46875, + "epsilon_norm": 8.223687171936035, + "prediction_norm": 5.654468536376953, + "timestamp": "2025-07-14T12:34:59.560969" + }, + { + "epoch": 2383, + "batch_idx": 96, + "loss": 0.20107552409172058, + "learning_rate": 8.778867737441252e-05, + "timestep_mean": 475.65625, + "epsilon_norm": 8.330632209777832, + "prediction_norm": 7.389891147613525, + "timestamp": "2025-07-14T12:34:59.566127" + }, + { + "epoch": 2383, + "batch_idx": 128, + "loss": 0.1983865201473236, + "learning_rate": 8.778867737441252e-05, + "timestep_mean": 494.34375, + "epsilon_norm": 7.138798713684082, + "prediction_norm": 5.975395202636719, + "timestamp": "2025-07-14T12:34:59.571405" + }, + { + "epoch": 2383, + "batch_idx": 160, + "loss": 0.28967729210853577, + "learning_rate": 8.778867737441252e-05, + "timestep_mean": 506.21875, + "epsilon_norm": 7.623650550842285, + "prediction_norm": 6.642980575561523, + "timestamp": "2025-07-14T12:34:59.576505" + }, + { + "epoch": 2383, + "batch_idx": 192, + "loss": 0.3084498345851898, + "learning_rate": 8.778867737441252e-05, + "timestep_mean": 380.375, + "epsilon_norm": 3.205707311630249, + "prediction_norm": 2.188695192337036, + "timestamp": "2025-07-14T12:34:59.581666" + }, + { + "epoch": 2384, + "batch_idx": 0, + "loss": 0.26569852232933044, + "learning_rate": 8.823370118578658e-05, + "timestep_mean": 614.625, + "epsilon_norm": 9.088409423828125, + "prediction_norm": 7.8944926261901855, + "timestamp": "2025-07-14T12:34:59.586896" + }, + { + "epoch": 2384, + "batch_idx": 32, + "loss": 0.11120212078094482, + "learning_rate": 8.823370118578658e-05, + "timestep_mean": 523.8125, + "epsilon_norm": 6.718257904052734, + "prediction_norm": 6.278723239898682, + "timestamp": "2025-07-14T12:34:59.592194" + }, + { + "epoch": 2384, + "batch_idx": 64, + "loss": 0.3819153308868408, + "learning_rate": 8.823370118578658e-05, + "timestep_mean": 472.4375, + "epsilon_norm": 9.033886909484863, + "prediction_norm": 7.32882022857666, + "timestamp": "2025-07-14T12:34:59.597300" + }, + { + "epoch": 2384, + "batch_idx": 96, + "loss": 0.16054809093475342, + "learning_rate": 8.823370118578658e-05, + "timestep_mean": 551.3125, + "epsilon_norm": 7.405679225921631, + "prediction_norm": 6.607224941253662, + "timestamp": "2025-07-14T12:34:59.602467" + }, + { + "epoch": 2384, + "batch_idx": 128, + "loss": 0.28865063190460205, + "learning_rate": 8.823370118578658e-05, + "timestep_mean": 499.34375, + "epsilon_norm": 8.86595344543457, + "prediction_norm": 7.74613094329834, + "timestamp": "2025-07-14T12:34:59.607683" + }, + { + "epoch": 2384, + "batch_idx": 160, + "loss": 0.243470698595047, + "learning_rate": 8.823370118578658e-05, + "timestep_mean": 578.28125, + "epsilon_norm": 8.527664184570312, + "prediction_norm": 7.70947790145874, + "timestamp": "2025-07-14T12:34:59.612807" + }, + { + "epoch": 2384, + "batch_idx": 192, + "loss": 0.3322330117225647, + "learning_rate": 8.823370118578658e-05, + "timestep_mean": 503.625, + "epsilon_norm": 3.390611171722412, + "prediction_norm": 2.6470742225646973, + "timestamp": "2025-07-14T12:34:59.618071" + }, + { + "epoch": 2385, + "batch_idx": 0, + "loss": 0.2986152172088623, + "learning_rate": 8.867974098957034e-05, + "timestep_mean": 495.71875, + "epsilon_norm": 8.369446754455566, + "prediction_norm": 6.783434867858887, + "timestamp": "2025-07-14T12:34:59.623258" + }, + { + "epoch": 2385, + "batch_idx": 32, + "loss": 0.19458355009555817, + "learning_rate": 8.867974098957034e-05, + "timestep_mean": 593.53125, + "epsilon_norm": 6.7583770751953125, + "prediction_norm": 5.911473274230957, + "timestamp": "2025-07-14T12:34:59.628509" + }, + { + "epoch": 2385, + "batch_idx": 64, + "loss": 0.2214096486568451, + "learning_rate": 8.867974098957034e-05, + "timestep_mean": 467.625, + "epsilon_norm": 7.873051166534424, + "prediction_norm": 6.9223246574401855, + "timestamp": "2025-07-14T12:34:59.633896" + }, + { + "epoch": 2385, + "batch_idx": 96, + "loss": 0.34392544627189636, + "learning_rate": 8.867974098957034e-05, + "timestep_mean": 535.40625, + "epsilon_norm": 8.013049125671387, + "prediction_norm": 6.523928642272949, + "timestamp": "2025-07-14T12:34:59.639105" + }, + { + "epoch": 2385, + "batch_idx": 128, + "loss": 0.22084996104240417, + "learning_rate": 8.867974098957034e-05, + "timestep_mean": 450.78125, + "epsilon_norm": 7.547440052032471, + "prediction_norm": 6.336249351501465, + "timestamp": "2025-07-14T12:34:59.644204" + }, + { + "epoch": 2385, + "batch_idx": 160, + "loss": 0.15119357407093048, + "learning_rate": 8.867974098957034e-05, + "timestep_mean": 471.4375, + "epsilon_norm": 7.1199774742126465, + "prediction_norm": 6.596835613250732, + "timestamp": "2025-07-14T12:34:59.649453" + }, + { + "epoch": 2385, + "batch_idx": 192, + "loss": 0.14335376024246216, + "learning_rate": 8.867974098957034e-05, + "timestep_mean": 453.375, + "epsilon_norm": 3.201162099838257, + "prediction_norm": 2.578760862350464, + "timestamp": "2025-07-14T12:34:59.654665" + }, + { + "epoch": 2386, + "batch_idx": 0, + "loss": 0.24817299842834473, + "learning_rate": 8.912679568520513e-05, + "timestep_mean": 397.21875, + "epsilon_norm": 7.106723308563232, + "prediction_norm": 5.418825149536133, + "timestamp": "2025-07-14T12:34:59.659828" + }, + { + "epoch": 2386, + "batch_idx": 32, + "loss": 0.31690606474876404, + "learning_rate": 8.912679568520513e-05, + "timestep_mean": 492.65625, + "epsilon_norm": 6.962954521179199, + "prediction_norm": 5.914402008056641, + "timestamp": "2025-07-14T12:34:59.665157" + }, + { + "epoch": 2386, + "batch_idx": 64, + "loss": 0.22179658710956573, + "learning_rate": 8.912679568520513e-05, + "timestep_mean": 598.75, + "epsilon_norm": 8.399781227111816, + "prediction_norm": 6.819432258605957, + "timestamp": "2025-07-14T12:34:59.670321" + }, + { + "epoch": 2386, + "batch_idx": 96, + "loss": 0.21044212579727173, + "learning_rate": 8.912679568520513e-05, + "timestep_mean": 477.21875, + "epsilon_norm": 7.1745285987854, + "prediction_norm": 5.98386287689209, + "timestamp": "2025-07-14T12:34:59.675509" + }, + { + "epoch": 2386, + "batch_idx": 128, + "loss": 0.2630760371685028, + "learning_rate": 8.912679568520513e-05, + "timestep_mean": 441.8125, + "epsilon_norm": 7.097589015960693, + "prediction_norm": 6.061302661895752, + "timestamp": "2025-07-14T12:34:59.680752" + }, + { + "epoch": 2386, + "batch_idx": 160, + "loss": 0.47407424449920654, + "learning_rate": 8.912679568520513e-05, + "timestep_mean": 472.40625, + "epsilon_norm": 8.455484390258789, + "prediction_norm": 6.928846836090088, + "timestamp": "2025-07-14T12:34:59.685992" + }, + { + "epoch": 2386, + "batch_idx": 192, + "loss": 0.3950304388999939, + "learning_rate": 8.912679568520513e-05, + "timestep_mean": 592.125, + "epsilon_norm": 4.4300031661987305, + "prediction_norm": 3.478811502456665, + "timestamp": "2025-07-14T12:34:59.691141" + }, + { + "epoch": 2387, + "batch_idx": 0, + "loss": 0.5189442038536072, + "learning_rate": 8.957486416962783e-05, + "timestep_mean": 399.53125, + "epsilon_norm": 8.741748809814453, + "prediction_norm": 6.22404146194458, + "timestamp": "2025-07-14T12:34:59.696498" + }, + { + "epoch": 2387, + "batch_idx": 32, + "loss": 0.24366194009780884, + "learning_rate": 8.957486416962783e-05, + "timestep_mean": 446.09375, + "epsilon_norm": 7.114530563354492, + "prediction_norm": 6.010345458984375, + "timestamp": "2025-07-14T12:34:59.701729" + }, + { + "epoch": 2387, + "batch_idx": 64, + "loss": 0.3012968599796295, + "learning_rate": 8.957486416962783e-05, + "timestep_mean": 429.6875, + "epsilon_norm": 7.514357566833496, + "prediction_norm": 5.664200305938721, + "timestamp": "2025-07-14T12:34:59.706959" + }, + { + "epoch": 2387, + "batch_idx": 96, + "loss": 0.35975831747055054, + "learning_rate": 8.957486416962783e-05, + "timestep_mean": 530.65625, + "epsilon_norm": 9.284873008728027, + "prediction_norm": 7.832146167755127, + "timestamp": "2025-07-14T12:34:59.712126" + }, + { + "epoch": 2387, + "batch_idx": 128, + "loss": 0.25597184896469116, + "learning_rate": 8.957486416962783e-05, + "timestep_mean": 483.21875, + "epsilon_norm": 7.58732795715332, + "prediction_norm": 6.160111427307129, + "timestamp": "2025-07-14T12:34:59.717381" + }, + { + "epoch": 2387, + "batch_idx": 160, + "loss": 0.11961319297552109, + "learning_rate": 8.957486416962783e-05, + "timestep_mean": 608.0, + "epsilon_norm": 7.483068943023682, + "prediction_norm": 6.956782817840576, + "timestamp": "2025-07-14T12:34:59.722527" + }, + { + "epoch": 2387, + "batch_idx": 192, + "loss": 0.22897683084011078, + "learning_rate": 8.957486416962783e-05, + "timestep_mean": 498.5, + "epsilon_norm": 3.2557661533355713, + "prediction_norm": 2.7397713661193848, + "timestamp": "2025-07-14T12:34:59.727692" + }, + { + "epoch": 2388, + "batch_idx": 0, + "loss": 0.2586011290550232, + "learning_rate": 9.002394533727403e-05, + "timestep_mean": 541.125, + "epsilon_norm": 8.269492149353027, + "prediction_norm": 7.0495405197143555, + "timestamp": "2025-07-14T12:34:59.732896" + }, + { + "epoch": 2388, + "batch_idx": 32, + "loss": 0.16630782186985016, + "learning_rate": 9.002394533727403e-05, + "timestep_mean": 542.5625, + "epsilon_norm": 6.247360706329346, + "prediction_norm": 5.200317859649658, + "timestamp": "2025-07-14T12:34:59.738115" + }, + { + "epoch": 2388, + "batch_idx": 64, + "loss": 0.2552184760570526, + "learning_rate": 9.002394533727403e-05, + "timestep_mean": 497.5625, + "epsilon_norm": 8.204461097717285, + "prediction_norm": 7.064277172088623, + "timestamp": "2025-07-14T12:34:59.743252" + }, + { + "epoch": 2388, + "batch_idx": 96, + "loss": 0.24208670854568481, + "learning_rate": 9.002394533727403e-05, + "timestep_mean": 534.625, + "epsilon_norm": 7.491002559661865, + "prediction_norm": 6.683372974395752, + "timestamp": "2025-07-14T12:34:59.748271" + }, + { + "epoch": 2388, + "batch_idx": 128, + "loss": 0.28647422790527344, + "learning_rate": 9.002394533727403e-05, + "timestep_mean": 497.1875, + "epsilon_norm": 8.35143756866455, + "prediction_norm": 7.481151103973389, + "timestamp": "2025-07-14T12:34:59.753071" + }, + { + "epoch": 2388, + "batch_idx": 160, + "loss": 0.4443265199661255, + "learning_rate": 9.002394533727403e-05, + "timestep_mean": 423.5625, + "epsilon_norm": 9.090641021728516, + "prediction_norm": 6.747748374938965, + "timestamp": "2025-07-14T12:34:59.758044" + }, + { + "epoch": 2388, + "batch_idx": 192, + "loss": 0.7117441296577454, + "learning_rate": 9.002394533727403e-05, + "timestep_mean": 297.25, + "epsilon_norm": 4.441194534301758, + "prediction_norm": 2.4315435886383057, + "timestamp": "2025-07-14T12:34:59.763015" + }, + { + "epoch": 2389, + "batch_idx": 0, + "loss": 0.23174723982810974, + "learning_rate": 9.047403808008057e-05, + "timestep_mean": 526.625, + "epsilon_norm": 9.298574447631836, + "prediction_norm": 8.227627754211426, + "timestamp": "2025-07-14T12:34:59.767940" + }, + { + "epoch": 2389, + "batch_idx": 32, + "loss": 0.1390460729598999, + "learning_rate": 9.047403808008057e-05, + "timestep_mean": 538.96875, + "epsilon_norm": 7.156113147735596, + "prediction_norm": 6.807897090911865, + "timestamp": "2025-07-14T12:34:59.772798" + }, + { + "epoch": 2389, + "batch_idx": 64, + "loss": 0.5750184059143066, + "learning_rate": 9.047403808008057e-05, + "timestep_mean": 444.0, + "epsilon_norm": 9.540287017822266, + "prediction_norm": 6.987914085388184, + "timestamp": "2025-07-14T12:34:59.777624" + }, + { + "epoch": 2389, + "batch_idx": 96, + "loss": 0.2397710531949997, + "learning_rate": 9.047403808008057e-05, + "timestep_mean": 561.28125, + "epsilon_norm": 8.023459434509277, + "prediction_norm": 6.885962963104248, + "timestamp": "2025-07-14T12:34:59.782572" + }, + { + "epoch": 2389, + "batch_idx": 128, + "loss": 0.2936360538005829, + "learning_rate": 9.047403808008057e-05, + "timestep_mean": 446.90625, + "epsilon_norm": 7.659297943115234, + "prediction_norm": 6.611606597900391, + "timestamp": "2025-07-14T12:34:59.787404" + }, + { + "epoch": 2389, + "batch_idx": 160, + "loss": 0.167734295129776, + "learning_rate": 9.047403808008057e-05, + "timestep_mean": 564.90625, + "epsilon_norm": 9.010936737060547, + "prediction_norm": 8.137989044189453, + "timestamp": "2025-07-14T12:34:59.792369" + }, + { + "epoch": 2389, + "batch_idx": 192, + "loss": 0.3756919503211975, + "learning_rate": 9.047403808008057e-05, + "timestep_mean": 295.375, + "epsilon_norm": 4.1370320320129395, + "prediction_norm": 2.7099955081939697, + "timestamp": "2025-07-14T12:34:59.797229" + }, + { + "epoch": 2390, + "batch_idx": 0, + "loss": 0.49810677766799927, + "learning_rate": 9.09251412874885e-05, + "timestep_mean": 498.34375, + "epsilon_norm": 8.830632209777832, + "prediction_norm": 6.5566534996032715, + "timestamp": "2025-07-14T12:34:59.802134" + }, + { + "epoch": 2390, + "batch_idx": 32, + "loss": 0.14794650673866272, + "learning_rate": 9.09251412874885e-05, + "timestep_mean": 488.28125, + "epsilon_norm": 8.723057746887207, + "prediction_norm": 7.381062030792236, + "timestamp": "2025-07-14T12:34:59.806932" + }, + { + "epoch": 2390, + "batch_idx": 64, + "loss": 0.35372138023376465, + "learning_rate": 9.09251412874885e-05, + "timestep_mean": 429.03125, + "epsilon_norm": 7.996156692504883, + "prediction_norm": 6.591353416442871, + "timestamp": "2025-07-14T12:34:59.811747" + }, + { + "epoch": 2390, + "batch_idx": 96, + "loss": 0.1947585642337799, + "learning_rate": 9.09251412874885e-05, + "timestep_mean": 509.65625, + "epsilon_norm": 6.102043151855469, + "prediction_norm": 5.265927314758301, + "timestamp": "2025-07-14T12:34:59.816543" + }, + { + "epoch": 2390, + "batch_idx": 128, + "loss": 0.4210399389266968, + "learning_rate": 9.09251412874885e-05, + "timestep_mean": 462.21875, + "epsilon_norm": 7.110367774963379, + "prediction_norm": 5.373936176300049, + "timestamp": "2025-07-14T12:34:59.821581" + }, + { + "epoch": 2390, + "batch_idx": 160, + "loss": 0.40665528178215027, + "learning_rate": 9.09251412874885e-05, + "timestep_mean": 540.125, + "epsilon_norm": 7.73843240737915, + "prediction_norm": 6.047184944152832, + "timestamp": "2025-07-14T12:34:59.826394" + }, + { + "epoch": 2390, + "batch_idx": 192, + "loss": 0.12009097635746002, + "learning_rate": 9.09251412874885e-05, + "timestep_mean": 530.625, + "epsilon_norm": 3.3356282711029053, + "prediction_norm": 3.266533851623535, + "timestamp": "2025-07-14T12:34:59.831199" + }, + { + "epoch": 2391, + "batch_idx": 0, + "loss": 0.1641879826784134, + "learning_rate": 9.137725384644528e-05, + "timestep_mean": 468.84375, + "epsilon_norm": 7.30170202255249, + "prediction_norm": 6.130490303039551, + "timestamp": "2025-07-14T12:34:59.836050" + }, + { + "epoch": 2391, + "batch_idx": 32, + "loss": 0.2137342393398285, + "learning_rate": 9.137725384644528e-05, + "timestep_mean": 455.53125, + "epsilon_norm": 7.954261779785156, + "prediction_norm": 6.417543411254883, + "timestamp": "2025-07-14T12:34:59.840854" + }, + { + "epoch": 2391, + "batch_idx": 64, + "loss": 0.33820027112960815, + "learning_rate": 9.137725384644528e-05, + "timestep_mean": 635.0, + "epsilon_norm": 8.230476379394531, + "prediction_norm": 6.978365898132324, + "timestamp": "2025-07-14T12:34:59.845743" + }, + { + "epoch": 2391, + "batch_idx": 96, + "loss": 0.22470524907112122, + "learning_rate": 9.137725384644528e-05, + "timestep_mean": 429.53125, + "epsilon_norm": 7.916198253631592, + "prediction_norm": 7.049777507781982, + "timestamp": "2025-07-14T12:34:59.850752" + }, + { + "epoch": 2391, + "batch_idx": 128, + "loss": 0.2649575173854828, + "learning_rate": 9.137725384644528e-05, + "timestep_mean": 482.125, + "epsilon_norm": 7.151547908782959, + "prediction_norm": 6.6005940437316895, + "timestamp": "2025-07-14T12:34:59.855933" + }, + { + "epoch": 2391, + "batch_idx": 160, + "loss": 0.09624582529067993, + "learning_rate": 9.137725384644528e-05, + "timestep_mean": 594.34375, + "epsilon_norm": 8.124444007873535, + "prediction_norm": 7.910253047943115, + "timestamp": "2025-07-14T12:34:59.861151" + }, + { + "epoch": 2391, + "batch_idx": 192, + "loss": 0.6928715705871582, + "learning_rate": 9.137725384644528e-05, + "timestep_mean": 555.5, + "epsilon_norm": 4.566211700439453, + "prediction_norm": 3.086838722229004, + "timestamp": "2025-07-14T12:34:59.866414" + }, + { + "epoch": 2392, + "batch_idx": 0, + "loss": 0.22753436863422394, + "learning_rate": 9.183037464140823e-05, + "timestep_mean": 497.375, + "epsilon_norm": 7.138063907623291, + "prediction_norm": 5.306772708892822, + "timestamp": "2025-07-14T12:34:59.871565" + }, + { + "epoch": 2392, + "batch_idx": 32, + "loss": 0.37390992045402527, + "learning_rate": 9.183037464140823e-05, + "timestep_mean": 493.03125, + "epsilon_norm": 7.881432056427002, + "prediction_norm": 6.192555904388428, + "timestamp": "2025-07-14T12:34:59.876704" + }, + { + "epoch": 2392, + "batch_idx": 64, + "loss": 0.1969689577817917, + "learning_rate": 9.183037464140823e-05, + "timestep_mean": 567.8125, + "epsilon_norm": 7.448990345001221, + "prediction_norm": 6.306550979614258, + "timestamp": "2025-07-14T12:34:59.881882" + }, + { + "epoch": 2392, + "batch_idx": 96, + "loss": 0.43230342864990234, + "learning_rate": 9.183037464140823e-05, + "timestep_mean": 516.40625, + "epsilon_norm": 7.8855719566345215, + "prediction_norm": 6.514018535614014, + "timestamp": "2025-07-14T12:34:59.887067" + }, + { + "epoch": 2392, + "batch_idx": 128, + "loss": 0.42338427901268005, + "learning_rate": 9.183037464140823e-05, + "timestep_mean": 404.875, + "epsilon_norm": 9.50648307800293, + "prediction_norm": 7.819517135620117, + "timestamp": "2025-07-14T12:34:59.892614" + }, + { + "epoch": 2392, + "batch_idx": 160, + "loss": 0.2883586585521698, + "learning_rate": 9.183037464140823e-05, + "timestep_mean": 540.75, + "epsilon_norm": 7.953446388244629, + "prediction_norm": 6.828961372375488, + "timestamp": "2025-07-14T12:34:59.897776" + }, + { + "epoch": 2392, + "batch_idx": 192, + "loss": 1.1223102807998657, + "learning_rate": 9.183037464140823e-05, + "timestep_mean": 432.625, + "epsilon_norm": 5.032527446746826, + "prediction_norm": 3.377608060836792, + "timestamp": "2025-07-14T12:34:59.903069" + }, + { + "epoch": 2393, + "batch_idx": 0, + "loss": 0.1676015406847, + "learning_rate": 9.228450255434688e-05, + "timestep_mean": 482.71875, + "epsilon_norm": 6.3658342361450195, + "prediction_norm": 5.288539409637451, + "timestamp": "2025-07-14T12:34:59.908329" + }, + { + "epoch": 2393, + "batch_idx": 32, + "loss": 0.3354477882385254, + "learning_rate": 9.228450255434688e-05, + "timestep_mean": 496.9375, + "epsilon_norm": 7.815113544464111, + "prediction_norm": 7.363254547119141, + "timestamp": "2025-07-14T12:34:59.913597" + }, + { + "epoch": 2393, + "batch_idx": 64, + "loss": 0.3938809037208557, + "learning_rate": 9.228450255434688e-05, + "timestep_mean": 520.96875, + "epsilon_norm": 8.275296211242676, + "prediction_norm": 6.719467639923096, + "timestamp": "2025-07-14T12:34:59.918829" + }, + { + "epoch": 2393, + "batch_idx": 96, + "loss": 0.36855652928352356, + "learning_rate": 9.228450255434688e-05, + "timestep_mean": 440.21875, + "epsilon_norm": 8.463804244995117, + "prediction_norm": 6.7430195808410645, + "timestamp": "2025-07-14T12:34:59.924041" + }, + { + "epoch": 2393, + "batch_idx": 128, + "loss": 0.28985387086868286, + "learning_rate": 9.228450255434688e-05, + "timestep_mean": 427.15625, + "epsilon_norm": 8.00035572052002, + "prediction_norm": 6.981853485107422, + "timestamp": "2025-07-14T12:34:59.929359" + }, + { + "epoch": 2393, + "batch_idx": 160, + "loss": 0.1254262775182724, + "learning_rate": 9.228450255434688e-05, + "timestep_mean": 586.15625, + "epsilon_norm": 8.41002368927002, + "prediction_norm": 7.970906734466553, + "timestamp": "2025-07-14T12:34:59.934527" + }, + { + "epoch": 2393, + "batch_idx": 192, + "loss": 0.2189932018518448, + "learning_rate": 9.228450255434688e-05, + "timestep_mean": 520.75, + "epsilon_norm": 3.5749945640563965, + "prediction_norm": 3.3072285652160645, + "timestamp": "2025-07-14T12:34:59.939626" + }, + { + "epoch": 2394, + "batch_idx": 0, + "loss": 0.3057331144809723, + "learning_rate": 9.273963646474546e-05, + "timestep_mean": 488.96875, + "epsilon_norm": 8.029166221618652, + "prediction_norm": 7.125597953796387, + "timestamp": "2025-07-14T12:34:59.944805" + }, + { + "epoch": 2394, + "batch_idx": 32, + "loss": 0.4697943925857544, + "learning_rate": 9.273963646474546e-05, + "timestep_mean": 490.3125, + "epsilon_norm": 8.39651107788086, + "prediction_norm": 6.43516731262207, + "timestamp": "2025-07-14T12:34:59.950022" + }, + { + "epoch": 2394, + "batch_idx": 64, + "loss": 0.18908575177192688, + "learning_rate": 9.273963646474546e-05, + "timestep_mean": 587.375, + "epsilon_norm": 6.580326557159424, + "prediction_norm": 5.884589195251465, + "timestamp": "2025-07-14T12:34:59.955348" + }, + { + "epoch": 2394, + "batch_idx": 96, + "loss": 0.23325634002685547, + "learning_rate": 9.273963646474546e-05, + "timestep_mean": 633.78125, + "epsilon_norm": 7.84213399887085, + "prediction_norm": 6.415457725524902, + "timestamp": "2025-07-14T12:34:59.960488" + }, + { + "epoch": 2394, + "batch_idx": 128, + "loss": 0.24400503933429718, + "learning_rate": 9.273963646474546e-05, + "timestep_mean": 607.15625, + "epsilon_norm": 7.255229949951172, + "prediction_norm": 6.244943141937256, + "timestamp": "2025-07-14T12:34:59.965721" + }, + { + "epoch": 2394, + "batch_idx": 160, + "loss": 0.23340705037117004, + "learning_rate": 9.273963646474546e-05, + "timestep_mean": 564.125, + "epsilon_norm": 8.606372833251953, + "prediction_norm": 7.505452632904053, + "timestamp": "2025-07-14T12:34:59.970968" + }, + { + "epoch": 2394, + "batch_idx": 192, + "loss": 0.25907406210899353, + "learning_rate": 9.273963646474546e-05, + "timestep_mean": 287.875, + "epsilon_norm": 2.9175961017608643, + "prediction_norm": 2.135852813720703, + "timestamp": "2025-07-14T12:34:59.976193" + }, + { + "epoch": 2395, + "batch_idx": 0, + "loss": 0.29193252325057983, + "learning_rate": 9.319577524960674e-05, + "timestep_mean": 489.0, + "epsilon_norm": 7.168989181518555, + "prediction_norm": 6.075035095214844, + "timestamp": "2025-07-14T12:34:59.981451" + }, + { + "epoch": 2395, + "batch_idx": 32, + "loss": 0.4475664496421814, + "learning_rate": 9.319577524960674e-05, + "timestep_mean": 400.09375, + "epsilon_norm": 7.987569332122803, + "prediction_norm": 5.642583847045898, + "timestamp": "2025-07-14T12:34:59.986416" + }, + { + "epoch": 2395, + "batch_idx": 64, + "loss": 0.28667551279067993, + "learning_rate": 9.319577524960674e-05, + "timestep_mean": 409.0625, + "epsilon_norm": 7.137690544128418, + "prediction_norm": 6.174527645111084, + "timestamp": "2025-07-14T12:34:59.991585" + }, + { + "epoch": 2395, + "batch_idx": 96, + "loss": 0.17264539003372192, + "learning_rate": 9.319577524960674e-05, + "timestep_mean": 511.40625, + "epsilon_norm": 6.5557732582092285, + "prediction_norm": 5.6559882164001465, + "timestamp": "2025-07-14T12:34:59.996846" + }, + { + "epoch": 2395, + "batch_idx": 128, + "loss": 0.11386953294277191, + "learning_rate": 9.319577524960674e-05, + "timestep_mean": 650.375, + "epsilon_norm": 9.124640464782715, + "prediction_norm": 8.52232551574707, + "timestamp": "2025-07-14T12:35:00.001872" + }, + { + "epoch": 2395, + "batch_idx": 160, + "loss": 0.18219204246997833, + "learning_rate": 9.319577524960674e-05, + "timestep_mean": 512.65625, + "epsilon_norm": 7.076167106628418, + "prediction_norm": 6.808674335479736, + "timestamp": "2025-07-14T12:35:00.006794" + }, + { + "epoch": 2395, + "batch_idx": 192, + "loss": 0.10953603684902191, + "learning_rate": 9.319577524960674e-05, + "timestep_mean": 550.5, + "epsilon_norm": 3.6773672103881836, + "prediction_norm": 2.888139247894287, + "timestamp": "2025-07-14T12:35:00.017651" + }, + { + "epoch": 2396, + "batch_idx": 0, + "loss": 0.41936689615249634, + "learning_rate": 9.365291778345334e-05, + "timestep_mean": 505.875, + "epsilon_norm": 7.403255462646484, + "prediction_norm": 5.561443328857422, + "timestamp": "2025-07-14T12:35:00.022720" + }, + { + "epoch": 2396, + "batch_idx": 32, + "loss": 0.19752134382724762, + "learning_rate": 9.365291778345334e-05, + "timestep_mean": 512.34375, + "epsilon_norm": 7.2194318771362305, + "prediction_norm": 6.167787551879883, + "timestamp": "2025-07-14T12:35:00.027694" + }, + { + "epoch": 2396, + "batch_idx": 64, + "loss": 0.2645219564437866, + "learning_rate": 9.365291778345334e-05, + "timestep_mean": 452.125, + "epsilon_norm": 8.319036483764648, + "prediction_norm": 7.524710178375244, + "timestamp": "2025-07-14T12:35:00.032717" + }, + { + "epoch": 2396, + "batch_idx": 96, + "loss": 0.36744755506515503, + "learning_rate": 9.365291778345334e-05, + "timestep_mean": 522.28125, + "epsilon_norm": 8.218457221984863, + "prediction_norm": 6.777249813079834, + "timestamp": "2025-07-14T12:35:00.037753" + }, + { + "epoch": 2396, + "batch_idx": 128, + "loss": 0.2082040160894394, + "learning_rate": 9.365291778345334e-05, + "timestep_mean": 503.84375, + "epsilon_norm": 7.7159104347229, + "prediction_norm": 6.798738956451416, + "timestamp": "2025-07-14T12:35:00.042677" + }, + { + "epoch": 2396, + "batch_idx": 160, + "loss": 0.3843958377838135, + "learning_rate": 9.365291778345334e-05, + "timestep_mean": 400.21875, + "epsilon_norm": 7.714481353759766, + "prediction_norm": 6.011960506439209, + "timestamp": "2025-07-14T12:35:00.047704" + }, + { + "epoch": 2396, + "batch_idx": 192, + "loss": 0.04140826314687729, + "learning_rate": 9.365291778345334e-05, + "timestep_mean": 686.25, + "epsilon_norm": 3.3228189945220947, + "prediction_norm": 3.089404582977295, + "timestamp": "2025-07-14T12:35:00.052648" + }, + { + "epoch": 2397, + "batch_idx": 0, + "loss": 0.21715430915355682, + "learning_rate": 9.41110629383313e-05, + "timestep_mean": 501.65625, + "epsilon_norm": 7.796413898468018, + "prediction_norm": 6.421536922454834, + "timestamp": "2025-07-14T12:35:00.057647" + }, + { + "epoch": 2397, + "batch_idx": 32, + "loss": 0.18559050559997559, + "learning_rate": 9.41110629383313e-05, + "timestep_mean": 513.5, + "epsilon_norm": 7.71799373626709, + "prediction_norm": 6.4284348487854, + "timestamp": "2025-07-14T12:35:00.062588" + }, + { + "epoch": 2397, + "batch_idx": 64, + "loss": 0.23876355588436127, + "learning_rate": 9.41110629383313e-05, + "timestep_mean": 462.34375, + "epsilon_norm": 6.480154514312744, + "prediction_norm": 5.292003154754639, + "timestamp": "2025-07-14T12:35:00.067769" + }, + { + "epoch": 2397, + "batch_idx": 96, + "loss": 0.2012060582637787, + "learning_rate": 9.41110629383313e-05, + "timestep_mean": 463.5625, + "epsilon_norm": 7.981535911560059, + "prediction_norm": 6.678328514099121, + "timestamp": "2025-07-14T12:35:00.072741" + }, + { + "epoch": 2397, + "batch_idx": 128, + "loss": 0.34608349204063416, + "learning_rate": 9.41110629383313e-05, + "timestep_mean": 490.65625, + "epsilon_norm": 7.313973426818848, + "prediction_norm": 5.72075080871582, + "timestamp": "2025-07-14T12:35:00.077803" + }, + { + "epoch": 2397, + "batch_idx": 160, + "loss": 0.3937615156173706, + "learning_rate": 9.41110629383313e-05, + "timestep_mean": 395.0, + "epsilon_norm": 9.756921768188477, + "prediction_norm": 8.261597633361816, + "timestamp": "2025-07-14T12:35:00.082827" + }, + { + "epoch": 2397, + "batch_idx": 192, + "loss": 0.10709112882614136, + "learning_rate": 9.41110629383313e-05, + "timestep_mean": 571.375, + "epsilon_norm": 4.298872947692871, + "prediction_norm": 4.216396331787109, + "timestamp": "2025-07-14T12:35:00.087795" + }, + { + "epoch": 2398, + "batch_idx": 0, + "loss": 0.320448100566864, + "learning_rate": 9.457020958381353e-05, + "timestep_mean": 473.90625, + "epsilon_norm": 8.058271408081055, + "prediction_norm": 6.788157939910889, + "timestamp": "2025-07-14T12:35:00.092802" + }, + { + "epoch": 2398, + "batch_idx": 32, + "loss": 0.2637390196323395, + "learning_rate": 9.457020958381353e-05, + "timestep_mean": 471.0625, + "epsilon_norm": 7.664769172668457, + "prediction_norm": 6.275193214416504, + "timestamp": "2025-07-14T12:35:00.097868" + }, + { + "epoch": 2398, + "batch_idx": 64, + "loss": 0.19349387288093567, + "learning_rate": 9.457020958381353e-05, + "timestep_mean": 514.71875, + "epsilon_norm": 7.4937543869018555, + "prediction_norm": 6.483509540557861, + "timestamp": "2025-07-14T12:35:00.102968" + }, + { + "epoch": 2398, + "batch_idx": 96, + "loss": 0.1638682782649994, + "learning_rate": 9.457020958381353e-05, + "timestep_mean": 508.125, + "epsilon_norm": 8.495077133178711, + "prediction_norm": 7.776979446411133, + "timestamp": "2025-07-14T12:35:00.108035" + }, + { + "epoch": 2398, + "batch_idx": 128, + "loss": 0.29012393951416016, + "learning_rate": 9.457020958381353e-05, + "timestep_mean": 583.875, + "epsilon_norm": 9.178364753723145, + "prediction_norm": 8.06697940826416, + "timestamp": "2025-07-14T12:35:00.113154" + }, + { + "epoch": 2398, + "batch_idx": 160, + "loss": 0.4426286220550537, + "learning_rate": 9.457020958381353e-05, + "timestep_mean": 472.09375, + "epsilon_norm": 8.01071834564209, + "prediction_norm": 6.314879894256592, + "timestamp": "2025-07-14T12:35:00.118123" + }, + { + "epoch": 2398, + "batch_idx": 192, + "loss": 0.6688932776451111, + "learning_rate": 9.457020958381353e-05, + "timestep_mean": 674.5, + "epsilon_norm": 4.670690536499023, + "prediction_norm": 3.3551368713378906, + "timestamp": "2025-07-14T12:35:00.123047" + }, + { + "epoch": 2399, + "batch_idx": 0, + "loss": 0.3566102683544159, + "learning_rate": 9.503035658700072e-05, + "timestep_mean": 575.6875, + "epsilon_norm": 8.212982177734375, + "prediction_norm": 7.142906188964844, + "timestamp": "2025-07-14T12:35:00.128057" + }, + { + "epoch": 2399, + "batch_idx": 32, + "loss": 0.13165323436260223, + "learning_rate": 9.503035658700072e-05, + "timestep_mean": 582.34375, + "epsilon_norm": 8.567400932312012, + "prediction_norm": 7.757423400878906, + "timestamp": "2025-07-14T12:35:00.133078" + }, + { + "epoch": 2399, + "batch_idx": 64, + "loss": 0.11009294539690018, + "learning_rate": 9.503035658700072e-05, + "timestep_mean": 582.40625, + "epsilon_norm": 8.215134620666504, + "prediction_norm": 7.648421764373779, + "timestamp": "2025-07-14T12:35:00.138240" + }, + { + "epoch": 2399, + "batch_idx": 96, + "loss": 0.17029322683811188, + "learning_rate": 9.503035658700072e-05, + "timestep_mean": 496.375, + "epsilon_norm": 8.015851974487305, + "prediction_norm": 7.289095401763916, + "timestamp": "2025-07-14T12:35:00.143382" + }, + { + "epoch": 2399, + "batch_idx": 128, + "loss": 0.3735344409942627, + "learning_rate": 9.503035658700072e-05, + "timestep_mean": 539.90625, + "epsilon_norm": 7.774883270263672, + "prediction_norm": 6.289248943328857, + "timestamp": "2025-07-14T12:35:00.148329" + }, + { + "epoch": 2399, + "batch_idx": 160, + "loss": 0.3220352530479431, + "learning_rate": 9.503035658700072e-05, + "timestep_mean": 582.875, + "epsilon_norm": 8.559515953063965, + "prediction_norm": 6.82865047454834, + "timestamp": "2025-07-14T12:35:00.153519" + }, + { + "epoch": 2399, + "batch_idx": 192, + "loss": 0.15359249711036682, + "learning_rate": 9.503035658700072e-05, + "timestep_mean": 628.375, + "epsilon_norm": 3.3826260566711426, + "prediction_norm": 3.0102922916412354, + "timestamp": "2025-07-14T12:35:00.158727" + }, + { + "epoch": 2400, + "batch_idx": 0, + "loss": 0.2362864911556244, + "learning_rate": 9.54915028125265e-05, + "timestep_mean": 490.625, + "epsilon_norm": 8.166481018066406, + "prediction_norm": 7.229464530944824, + "timestamp": "2025-07-14T12:35:00.163957" + }, + { + "epoch": 2400, + "batch_idx": 32, + "loss": 0.34128159284591675, + "learning_rate": 9.54915028125265e-05, + "timestep_mean": 520.125, + "epsilon_norm": 9.23103141784668, + "prediction_norm": 7.382731914520264, + "timestamp": "2025-07-14T12:35:00.169212" + }, + { + "epoch": 2400, + "batch_idx": 64, + "loss": 0.1258830726146698, + "learning_rate": 9.54915028125265e-05, + "timestep_mean": 505.4375, + "epsilon_norm": 7.489856719970703, + "prediction_norm": 7.177438259124756, + "timestamp": "2025-07-14T12:35:00.174486" + }, + { + "epoch": 2400, + "batch_idx": 96, + "loss": 0.15658457577228546, + "learning_rate": 9.54915028125265e-05, + "timestep_mean": 550.78125, + "epsilon_norm": 7.173396110534668, + "prediction_norm": 5.96738862991333, + "timestamp": "2025-07-14T12:35:00.179690" + }, + { + "epoch": 2400, + "batch_idx": 128, + "loss": 0.42913687229156494, + "learning_rate": 9.54915028125265e-05, + "timestep_mean": 467.6875, + "epsilon_norm": 8.982348442077637, + "prediction_norm": 7.035050392150879, + "timestamp": "2025-07-14T12:35:00.184897" + }, + { + "epoch": 2400, + "batch_idx": 160, + "loss": 0.219707190990448, + "learning_rate": 9.54915028125265e-05, + "timestep_mean": 492.65625, + "epsilon_norm": 8.84351921081543, + "prediction_norm": 7.606037139892578, + "timestamp": "2025-07-14T12:35:00.190078" + }, + { + "epoch": 2400, + "batch_idx": 192, + "loss": 0.44624781608581543, + "learning_rate": 9.54915028125265e-05, + "timestep_mean": 372.0, + "epsilon_norm": 3.65718412399292, + "prediction_norm": 2.628098964691162, + "timestamp": "2025-07-14T12:35:00.195179" + }, + { + "epoch": 2401, + "batch_idx": 0, + "loss": 0.14990898966789246, + "learning_rate": 9.59536471225579e-05, + "timestep_mean": 541.1875, + "epsilon_norm": 8.442797660827637, + "prediction_norm": 7.700395107269287, + "timestamp": "2025-07-14T12:35:00.200508" + }, + { + "epoch": 2401, + "batch_idx": 32, + "loss": 0.3626123070716858, + "learning_rate": 9.59536471225579e-05, + "timestep_mean": 438.3125, + "epsilon_norm": 8.35329818725586, + "prediction_norm": 7.052323341369629, + "timestamp": "2025-07-14T12:35:00.205778" + }, + { + "epoch": 2401, + "batch_idx": 64, + "loss": 0.24455764889717102, + "learning_rate": 9.59536471225579e-05, + "timestep_mean": 468.125, + "epsilon_norm": 6.600005626678467, + "prediction_norm": 5.366993427276611, + "timestamp": "2025-07-14T12:35:00.210937" + }, + { + "epoch": 2401, + "batch_idx": 96, + "loss": 0.2452974170446396, + "learning_rate": 9.59536471225579e-05, + "timestep_mean": 507.78125, + "epsilon_norm": 7.302652359008789, + "prediction_norm": 6.355494976043701, + "timestamp": "2025-07-14T12:35:00.216155" + }, + { + "epoch": 2401, + "batch_idx": 128, + "loss": 0.2908717095851898, + "learning_rate": 9.59536471225579e-05, + "timestep_mean": 395.0625, + "epsilon_norm": 7.282307147979736, + "prediction_norm": 5.992715358734131, + "timestamp": "2025-07-14T12:35:00.221392" + }, + { + "epoch": 2401, + "batch_idx": 160, + "loss": 0.26326704025268555, + "learning_rate": 9.59536471225579e-05, + "timestep_mean": 405.28125, + "epsilon_norm": 7.245398044586182, + "prediction_norm": 6.341165542602539, + "timestamp": "2025-07-14T12:35:00.226561" + }, + { + "epoch": 2401, + "batch_idx": 192, + "loss": 0.35660919547080994, + "learning_rate": 9.59536471225579e-05, + "timestep_mean": 402.5, + "epsilon_norm": 3.3854730129241943, + "prediction_norm": 2.5380403995513916, + "timestamp": "2025-07-14T12:35:00.231722" + }, + { + "epoch": 2402, + "batch_idx": 0, + "loss": 0.36678534746170044, + "learning_rate": 9.641678837680003e-05, + "timestep_mean": 406.6875, + "epsilon_norm": 7.592114448547363, + "prediction_norm": 6.180432319641113, + "timestamp": "2025-07-14T12:35:00.236960" + }, + { + "epoch": 2402, + "batch_idx": 32, + "loss": 0.296930193901062, + "learning_rate": 9.641678837680003e-05, + "timestep_mean": 495.46875, + "epsilon_norm": 7.561378479003906, + "prediction_norm": 5.916155815124512, + "timestamp": "2025-07-14T12:35:00.242221" + }, + { + "epoch": 2402, + "batch_idx": 64, + "loss": 0.3595848083496094, + "learning_rate": 9.641678837680003e-05, + "timestep_mean": 434.71875, + "epsilon_norm": 7.6923441886901855, + "prediction_norm": 5.840794086456299, + "timestamp": "2025-07-14T12:35:00.247407" + }, + { + "epoch": 2402, + "batch_idx": 96, + "loss": 0.2557028532028198, + "learning_rate": 9.641678837680003e-05, + "timestep_mean": 539.15625, + "epsilon_norm": 7.5881195068359375, + "prediction_norm": 6.275747776031494, + "timestamp": "2025-07-14T12:35:00.252603" + }, + { + "epoch": 2402, + "batch_idx": 128, + "loss": 0.5562667846679688, + "learning_rate": 9.641678837680003e-05, + "timestep_mean": 438.53125, + "epsilon_norm": 8.672845840454102, + "prediction_norm": 6.795953750610352, + "timestamp": "2025-07-14T12:35:00.257766" + }, + { + "epoch": 2402, + "batch_idx": 160, + "loss": 0.265838623046875, + "learning_rate": 9.641678837680003e-05, + "timestep_mean": 396.15625, + "epsilon_norm": 7.779478073120117, + "prediction_norm": 6.022846698760986, + "timestamp": "2025-07-14T12:35:00.262940" + }, + { + "epoch": 2402, + "batch_idx": 192, + "loss": 0.611807107925415, + "learning_rate": 9.641678837680003e-05, + "timestep_mean": 414.375, + "epsilon_norm": 4.267873764038086, + "prediction_norm": 3.057692289352417, + "timestamp": "2025-07-14T12:35:00.267958" + }, + { + "epoch": 2403, + "batch_idx": 0, + "loss": 0.21102815866470337, + "learning_rate": 9.68809254324979e-05, + "timestep_mean": 515.9375, + "epsilon_norm": 8.253138542175293, + "prediction_norm": 6.899427890777588, + "timestamp": "2025-07-14T12:35:00.273142" + }, + { + "epoch": 2403, + "batch_idx": 32, + "loss": 0.1561553180217743, + "learning_rate": 9.68809254324979e-05, + "timestep_mean": 566.875, + "epsilon_norm": 6.655187606811523, + "prediction_norm": 5.7854461669921875, + "timestamp": "2025-07-14T12:35:00.278412" + }, + { + "epoch": 2403, + "batch_idx": 64, + "loss": 0.25237560272216797, + "learning_rate": 9.68809254324979e-05, + "timestep_mean": 497.625, + "epsilon_norm": 7.032680034637451, + "prediction_norm": 5.7342987060546875, + "timestamp": "2025-07-14T12:35:00.283666" + }, + { + "epoch": 2403, + "batch_idx": 96, + "loss": 0.5101523995399475, + "learning_rate": 9.68809254324979e-05, + "timestep_mean": 496.15625, + "epsilon_norm": 7.898317813873291, + "prediction_norm": 5.914909362792969, + "timestamp": "2025-07-14T12:35:00.288878" + }, + { + "epoch": 2403, + "batch_idx": 128, + "loss": 0.37748658657073975, + "learning_rate": 9.68809254324979e-05, + "timestep_mean": 456.96875, + "epsilon_norm": 7.469834804534912, + "prediction_norm": 5.935799598693848, + "timestamp": "2025-07-14T12:35:00.294116" + }, + { + "epoch": 2403, + "batch_idx": 160, + "loss": 0.13302412629127502, + "learning_rate": 9.68809254324979e-05, + "timestep_mean": 516.25, + "epsilon_norm": 8.335744857788086, + "prediction_norm": 7.477677345275879, + "timestamp": "2025-07-14T12:35:00.299348" + }, + { + "epoch": 2403, + "batch_idx": 192, + "loss": 0.21807020902633667, + "learning_rate": 9.68809254324979e-05, + "timestep_mean": 437.5, + "epsilon_norm": 3.36832332611084, + "prediction_norm": 2.7754430770874023, + "timestamp": "2025-07-14T12:35:00.304529" + }, + { + "epoch": 2404, + "batch_idx": 0, + "loss": 0.35610532760620117, + "learning_rate": 9.734605714443925e-05, + "timestep_mean": 431.625, + "epsilon_norm": 7.934976100921631, + "prediction_norm": 6.475448131561279, + "timestamp": "2025-07-14T12:35:00.309650" + }, + { + "epoch": 2404, + "batch_idx": 32, + "loss": 0.26466551423072815, + "learning_rate": 9.734605714443925e-05, + "timestep_mean": 539.96875, + "epsilon_norm": 7.0501251220703125, + "prediction_norm": 5.686648845672607, + "timestamp": "2025-07-14T12:35:00.314835" + }, + { + "epoch": 2404, + "batch_idx": 64, + "loss": 0.27076634764671326, + "learning_rate": 9.734605714443925e-05, + "timestep_mean": 466.9375, + "epsilon_norm": 7.786022186279297, + "prediction_norm": 6.297595500946045, + "timestamp": "2025-07-14T12:35:00.320069" + }, + { + "epoch": 2404, + "batch_idx": 96, + "loss": 0.22285941243171692, + "learning_rate": 9.734605714443925e-05, + "timestep_mean": 519.625, + "epsilon_norm": 8.584948539733887, + "prediction_norm": 7.207002639770508, + "timestamp": "2025-07-14T12:35:00.325331" + }, + { + "epoch": 2404, + "batch_idx": 128, + "loss": 0.08788339048624039, + "learning_rate": 9.734605714443925e-05, + "timestep_mean": 549.0, + "epsilon_norm": 7.844188213348389, + "prediction_norm": 7.245180606842041, + "timestamp": "2025-07-14T12:35:00.330542" + }, + { + "epoch": 2404, + "batch_idx": 160, + "loss": 0.16806551814079285, + "learning_rate": 9.734605714443925e-05, + "timestep_mean": 483.96875, + "epsilon_norm": 5.9058918952941895, + "prediction_norm": 4.706003665924072, + "timestamp": "2025-07-14T12:35:00.335753" + }, + { + "epoch": 2404, + "batch_idx": 192, + "loss": 0.10685719549655914, + "learning_rate": 9.734605714443925e-05, + "timestep_mean": 468.5, + "epsilon_norm": 3.4549946784973145, + "prediction_norm": 3.01800537109375, + "timestamp": "2025-07-14T12:35:00.340727" + }, + { + "epoch": 2405, + "batch_idx": 0, + "loss": 0.09495363384485245, + "learning_rate": 9.781218236495794e-05, + "timestep_mean": 522.28125, + "epsilon_norm": 7.1437249183654785, + "prediction_norm": 6.665027618408203, + "timestamp": "2025-07-14T12:35:00.345980" + }, + { + "epoch": 2405, + "batch_idx": 32, + "loss": 0.12613919377326965, + "learning_rate": 9.781218236495794e-05, + "timestep_mean": 556.65625, + "epsilon_norm": 7.115521430969238, + "prediction_norm": 6.802919864654541, + "timestamp": "2025-07-14T12:35:00.351194" + }, + { + "epoch": 2405, + "batch_idx": 64, + "loss": 0.1877603828907013, + "learning_rate": 9.781218236495794e-05, + "timestep_mean": 517.84375, + "epsilon_norm": 6.931029319763184, + "prediction_norm": 6.564073085784912, + "timestamp": "2025-07-14T12:35:00.356332" + }, + { + "epoch": 2405, + "batch_idx": 96, + "loss": 0.1467858850955963, + "learning_rate": 9.781218236495794e-05, + "timestep_mean": 532.65625, + "epsilon_norm": 7.527373313903809, + "prediction_norm": 6.925187110900879, + "timestamp": "2025-07-14T12:35:00.361650" + }, + { + "epoch": 2405, + "batch_idx": 128, + "loss": 0.2560865879058838, + "learning_rate": 9.781218236495794e-05, + "timestep_mean": 554.96875, + "epsilon_norm": 8.555680274963379, + "prediction_norm": 7.952111721038818, + "timestamp": "2025-07-14T12:35:00.367043" + }, + { + "epoch": 2405, + "batch_idx": 160, + "loss": 0.18744011223316193, + "learning_rate": 9.781218236495794e-05, + "timestep_mean": 531.5625, + "epsilon_norm": 7.788218975067139, + "prediction_norm": 6.6500701904296875, + "timestamp": "2025-07-14T12:35:00.372286" + }, + { + "epoch": 2405, + "batch_idx": 192, + "loss": 0.5131803750991821, + "learning_rate": 9.781218236495794e-05, + "timestep_mean": 456.625, + "epsilon_norm": 5.361766815185547, + "prediction_norm": 3.818894624710083, + "timestamp": "2025-07-14T12:35:00.377460" + }, + { + "epoch": 2406, + "batch_idx": 0, + "loss": 0.2621583044528961, + "learning_rate": 9.827929994393632e-05, + "timestep_mean": 460.78125, + "epsilon_norm": 6.613762378692627, + "prediction_norm": 5.476378440856934, + "timestamp": "2025-07-14T12:35:00.382755" + }, + { + "epoch": 2406, + "batch_idx": 32, + "loss": 0.27487021684646606, + "learning_rate": 9.827929994393632e-05, + "timestep_mean": 478.375, + "epsilon_norm": 7.8762969970703125, + "prediction_norm": 6.536018371582031, + "timestamp": "2025-07-14T12:35:00.387897" + }, + { + "epoch": 2406, + "batch_idx": 64, + "loss": 0.17184653878211975, + "learning_rate": 9.827929994393632e-05, + "timestep_mean": 481.53125, + "epsilon_norm": 8.088603019714355, + "prediction_norm": 6.855894565582275, + "timestamp": "2025-07-14T12:35:00.392888" + }, + { + "epoch": 2406, + "batch_idx": 96, + "loss": 0.4898458421230316, + "learning_rate": 9.827929994393632e-05, + "timestep_mean": 437.625, + "epsilon_norm": 8.583139419555664, + "prediction_norm": 6.160802841186523, + "timestamp": "2025-07-14T12:35:00.397931" + }, + { + "epoch": 2406, + "batch_idx": 128, + "loss": 0.23632198572158813, + "learning_rate": 9.827929994393632e-05, + "timestep_mean": 518.6875, + "epsilon_norm": 6.789729595184326, + "prediction_norm": 5.463912487030029, + "timestamp": "2025-07-14T12:35:00.402843" + }, + { + "epoch": 2406, + "batch_idx": 160, + "loss": 0.18088793754577637, + "learning_rate": 9.827929994393632e-05, + "timestep_mean": 647.625, + "epsilon_norm": 8.35126781463623, + "prediction_norm": 7.002140045166016, + "timestamp": "2025-07-14T12:35:00.407909" + }, + { + "epoch": 2406, + "batch_idx": 192, + "loss": 0.2514043152332306, + "learning_rate": 9.827929994393632e-05, + "timestep_mean": 465.0, + "epsilon_norm": 3.577836751937866, + "prediction_norm": 3.385434865951538, + "timestamp": "2025-07-14T12:35:00.414078" + }, + { + "epoch": 2407, + "batch_idx": 0, + "loss": 0.29287803173065186, + "learning_rate": 9.874740872880839e-05, + "timestep_mean": 480.5, + "epsilon_norm": 7.229179859161377, + "prediction_norm": 5.834659576416016, + "timestamp": "2025-07-14T12:35:00.419309" + }, + { + "epoch": 2407, + "batch_idx": 32, + "loss": 0.3411112427711487, + "learning_rate": 9.874740872880839e-05, + "timestep_mean": 508.34375, + "epsilon_norm": 7.571539878845215, + "prediction_norm": 6.052134037017822, + "timestamp": "2025-07-14T12:35:00.430863" + }, + { + "epoch": 2407, + "batch_idx": 64, + "loss": 0.17446836829185486, + "learning_rate": 9.874740872880839e-05, + "timestep_mean": 660.5, + "epsilon_norm": 9.068800926208496, + "prediction_norm": 8.476424217224121, + "timestamp": "2025-07-14T12:35:00.436200" + }, + { + "epoch": 2407, + "batch_idx": 96, + "loss": 0.5861158967018127, + "learning_rate": 9.874740872880839e-05, + "timestep_mean": 499.71875, + "epsilon_norm": 8.24388313293457, + "prediction_norm": 6.531285762786865, + "timestamp": "2025-07-14T12:35:00.441427" + }, + { + "epoch": 2407, + "batch_idx": 128, + "loss": 0.23379120230674744, + "learning_rate": 9.874740872880839e-05, + "timestep_mean": 483.8125, + "epsilon_norm": 8.100141525268555, + "prediction_norm": 6.7463836669921875, + "timestamp": "2025-07-14T12:35:00.446587" + }, + { + "epoch": 2407, + "batch_idx": 160, + "loss": 0.09938260912895203, + "learning_rate": 9.874740872880839e-05, + "timestep_mean": 541.28125, + "epsilon_norm": 6.675723552703857, + "prediction_norm": 6.179121494293213, + "timestamp": "2025-07-14T12:35:00.451783" + }, + { + "epoch": 2407, + "batch_idx": 192, + "loss": 0.12963399291038513, + "learning_rate": 9.874740872880839e-05, + "timestep_mean": 492.0, + "epsilon_norm": 3.7196290493011475, + "prediction_norm": 3.3475990295410156, + "timestamp": "2025-07-14T12:35:00.456993" + }, + { + "epoch": 2408, + "batch_idx": 0, + "loss": 0.347258061170578, + "learning_rate": 9.92165075645619e-05, + "timestep_mean": 494.0625, + "epsilon_norm": 8.195162773132324, + "prediction_norm": 6.256433963775635, + "timestamp": "2025-07-14T12:35:00.462158" + }, + { + "epoch": 2408, + "batch_idx": 32, + "loss": 0.48986178636550903, + "learning_rate": 9.92165075645619e-05, + "timestep_mean": 423.78125, + "epsilon_norm": 8.96296215057373, + "prediction_norm": 6.80976676940918, + "timestamp": "2025-07-14T12:35:00.467616" + }, + { + "epoch": 2408, + "batch_idx": 64, + "loss": 0.129503071308136, + "learning_rate": 9.92165075645619e-05, + "timestep_mean": 605.125, + "epsilon_norm": 8.113945960998535, + "prediction_norm": 7.504753112792969, + "timestamp": "2025-07-14T12:35:00.472613" + }, + { + "epoch": 2408, + "batch_idx": 96, + "loss": 0.1172897219657898, + "learning_rate": 9.92165075645619e-05, + "timestep_mean": 542.71875, + "epsilon_norm": 7.306836128234863, + "prediction_norm": 6.670239448547363, + "timestamp": "2025-07-14T12:35:00.477767" + }, + { + "epoch": 2408, + "batch_idx": 128, + "loss": 0.2871885895729065, + "learning_rate": 9.92165075645619e-05, + "timestep_mean": 498.15625, + "epsilon_norm": 7.811586856842041, + "prediction_norm": 6.55630350112915, + "timestamp": "2025-07-14T12:35:00.483001" + }, + { + "epoch": 2408, + "batch_idx": 160, + "loss": 0.10975408554077148, + "learning_rate": 9.92165075645619e-05, + "timestep_mean": 563.21875, + "epsilon_norm": 7.1572980880737305, + "prediction_norm": 6.74175500869751, + "timestamp": "2025-07-14T12:35:00.488242" + }, + { + "epoch": 2408, + "batch_idx": 192, + "loss": 0.433189332485199, + "learning_rate": 9.92165075645619e-05, + "timestep_mean": 575.875, + "epsilon_norm": 3.861309289932251, + "prediction_norm": 3.130375623703003, + "timestamp": "2025-07-14T12:35:00.493325" + }, + { + "epoch": 2409, + "batch_idx": 0, + "loss": 0.5723455548286438, + "learning_rate": 9.968659529374235e-05, + "timestep_mean": 476.15625, + "epsilon_norm": 9.363676071166992, + "prediction_norm": 6.450407981872559, + "timestamp": "2025-07-14T12:35:00.498509" + }, + { + "epoch": 2409, + "batch_idx": 32, + "loss": 0.4346548616886139, + "learning_rate": 9.968659529374235e-05, + "timestep_mean": 601.0, + "epsilon_norm": 9.077157974243164, + "prediction_norm": 7.769267559051514, + "timestamp": "2025-07-14T12:35:00.503717" + }, + { + "epoch": 2409, + "batch_idx": 64, + "loss": 0.23252002894878387, + "learning_rate": 9.968659529374235e-05, + "timestep_mean": 483.15625, + "epsilon_norm": 8.216891288757324, + "prediction_norm": 7.803765773773193, + "timestamp": "2025-07-14T12:35:00.509137" + }, + { + "epoch": 2409, + "batch_idx": 96, + "loss": 0.2492111325263977, + "learning_rate": 9.968659529374235e-05, + "timestep_mean": 392.84375, + "epsilon_norm": 7.181349277496338, + "prediction_norm": 6.328484058380127, + "timestamp": "2025-07-14T12:35:00.514303" + }, + { + "epoch": 2409, + "batch_idx": 128, + "loss": 0.20306123793125153, + "learning_rate": 9.968659529374235e-05, + "timestep_mean": 484.65625, + "epsilon_norm": 6.992309093475342, + "prediction_norm": 6.153535842895508, + "timestamp": "2025-07-14T12:35:00.519402" + }, + { + "epoch": 2409, + "batch_idx": 160, + "loss": 0.3775705397129059, + "learning_rate": 9.968659529374235e-05, + "timestep_mean": 458.8125, + "epsilon_norm": 8.354131698608398, + "prediction_norm": 6.853310585021973, + "timestamp": "2025-07-14T12:35:00.524453" + }, + { + "epoch": 2409, + "batch_idx": 192, + "loss": 0.30494415760040283, + "learning_rate": 9.968659529374235e-05, + "timestep_mean": 402.5, + "epsilon_norm": 3.7565574645996094, + "prediction_norm": 3.3302676677703857, + "timestamp": "2025-07-14T12:35:00.529655" + }, + { + "epoch": 2410, + "batch_idx": 0, + "loss": 0.16268789768218994, + "learning_rate": 0.00010015767075645488, + "timestep_mean": 510.40625, + "epsilon_norm": 7.233957290649414, + "prediction_norm": 6.765772819519043, + "timestamp": "2025-07-14T12:35:00.534837" + }, + { + "epoch": 2410, + "batch_idx": 32, + "loss": 0.3172990381717682, + "learning_rate": 0.00010015767075645488, + "timestep_mean": 513.9375, + "epsilon_norm": 7.4063801765441895, + "prediction_norm": 6.044169902801514, + "timestamp": "2025-07-14T12:35:00.540026" + }, + { + "epoch": 2410, + "batch_idx": 64, + "loss": 0.27084532380104065, + "learning_rate": 0.00010015767075645488, + "timestep_mean": 560.78125, + "epsilon_norm": 7.915310859680176, + "prediction_norm": 6.682384014129639, + "timestamp": "2025-07-14T12:35:00.545262" + }, + { + "epoch": 2410, + "batch_idx": 96, + "loss": 0.13829925656318665, + "learning_rate": 0.00010015767075645488, + "timestep_mean": 440.65625, + "epsilon_norm": 7.309453964233398, + "prediction_norm": 6.550492763519287, + "timestamp": "2025-07-14T12:35:00.550551" + }, + { + "epoch": 2410, + "batch_idx": 128, + "loss": 0.28250497579574585, + "learning_rate": 0.00010015767075645488, + "timestep_mean": 559.125, + "epsilon_norm": 8.206602096557617, + "prediction_norm": 6.956653594970703, + "timestamp": "2025-07-14T12:35:00.555690" + }, + { + "epoch": 2410, + "batch_idx": 160, + "loss": 0.3939563035964966, + "learning_rate": 0.00010015767075645488, + "timestep_mean": 454.4375, + "epsilon_norm": 8.591116905212402, + "prediction_norm": 6.975970268249512, + "timestamp": "2025-07-14T12:35:00.560903" + }, + { + "epoch": 2410, + "batch_idx": 192, + "loss": 0.12881752848625183, + "learning_rate": 0.00010015767075645488, + "timestep_mean": 529.25, + "epsilon_norm": 3.636275053024292, + "prediction_norm": 3.20619797706604, + "timestamp": "2025-07-14T12:35:00.566148" + }, + { + "epoch": 2411, + "batch_idx": 0, + "loss": 0.2842608690261841, + "learning_rate": 0.0001006297327903677, + "timestep_mean": 611.25, + "epsilon_norm": 7.93076753616333, + "prediction_norm": 7.265724182128906, + "timestamp": "2025-07-14T12:35:00.571261" + }, + { + "epoch": 2411, + "batch_idx": 32, + "loss": 0.2939344346523285, + "learning_rate": 0.0001006297327903677, + "timestep_mean": 502.28125, + "epsilon_norm": 8.120996475219727, + "prediction_norm": 7.469336986541748, + "timestamp": "2025-07-14T12:35:00.576411" + }, + { + "epoch": 2411, + "batch_idx": 64, + "loss": 0.2554376721382141, + "learning_rate": 0.0001006297327903677, + "timestep_mean": 534.0, + "epsilon_norm": 7.894801616668701, + "prediction_norm": 6.5591654777526855, + "timestamp": "2025-07-14T12:35:00.581693" + }, + { + "epoch": 2411, + "batch_idx": 96, + "loss": 0.2415708601474762, + "learning_rate": 0.0001006297327903677, + "timestep_mean": 576.03125, + "epsilon_norm": 8.329829216003418, + "prediction_norm": 7.451364517211914, + "timestamp": "2025-07-14T12:35:00.586930" + }, + { + "epoch": 2411, + "batch_idx": 128, + "loss": 0.24919435381889343, + "learning_rate": 0.0001006297327903677, + "timestep_mean": 406.5625, + "epsilon_norm": 8.185635566711426, + "prediction_norm": 7.260318756103516, + "timestamp": "2025-07-14T12:35:00.592170" + }, + { + "epoch": 2411, + "batch_idx": 160, + "loss": 0.2812030613422394, + "learning_rate": 0.0001006297327903677, + "timestep_mean": 516.40625, + "epsilon_norm": 8.481144905090332, + "prediction_norm": 6.874217987060547, + "timestamp": "2025-07-14T12:35:00.597145" + }, + { + "epoch": 2411, + "batch_idx": 192, + "loss": 0.20410692691802979, + "learning_rate": 0.0001006297327903677, + "timestep_mean": 415.25, + "epsilon_norm": 3.188474655151367, + "prediction_norm": 2.822157144546509, + "timestamp": "2025-07-14T12:35:00.602242" + }, + { + "epoch": 2412, + "batch_idx": 0, + "loss": 0.24992021918296814, + "learning_rate": 0.00010110278023071473, + "timestep_mean": 478.15625, + "epsilon_norm": 8.232169151306152, + "prediction_norm": 7.019160747528076, + "timestamp": "2025-07-14T12:35:00.607252" + }, + { + "epoch": 2412, + "batch_idx": 32, + "loss": 0.3662160336971283, + "learning_rate": 0.00010110278023071473, + "timestep_mean": 445.6875, + "epsilon_norm": 8.733657836914062, + "prediction_norm": 7.132213592529297, + "timestamp": "2025-07-14T12:35:00.612424" + }, + { + "epoch": 2412, + "batch_idx": 64, + "loss": 0.5094950199127197, + "learning_rate": 0.00010110278023071473, + "timestep_mean": 471.21875, + "epsilon_norm": 8.726168632507324, + "prediction_norm": 6.402667999267578, + "timestamp": "2025-07-14T12:35:00.617622" + }, + { + "epoch": 2412, + "batch_idx": 96, + "loss": 0.3111457824707031, + "learning_rate": 0.00010110278023071473, + "timestep_mean": 523.03125, + "epsilon_norm": 8.626708030700684, + "prediction_norm": 7.221590995788574, + "timestamp": "2025-07-14T12:35:00.622728" + }, + { + "epoch": 2412, + "batch_idx": 128, + "loss": 0.2641681432723999, + "learning_rate": 0.00010110278023071473, + "timestep_mean": 531.125, + "epsilon_norm": 7.923740863800049, + "prediction_norm": 6.769379615783691, + "timestamp": "2025-07-14T12:35:00.627947" + }, + { + "epoch": 2412, + "batch_idx": 160, + "loss": 0.2767602801322937, + "learning_rate": 0.00010110278023071473, + "timestep_mean": 477.25, + "epsilon_norm": 7.9221673011779785, + "prediction_norm": 6.592893123626709, + "timestamp": "2025-07-14T12:35:00.633193" + }, + { + "epoch": 2412, + "batch_idx": 192, + "loss": 0.1850133240222931, + "learning_rate": 0.00010110278023071473, + "timestep_mean": 529.0, + "epsilon_norm": 3.890768527984619, + "prediction_norm": 3.4443750381469727, + "timestamp": "2025-07-14T12:35:00.638533" + }, + { + "epoch": 2413, + "batch_idx": 0, + "loss": 0.2096146047115326, + "learning_rate": 0.00010157681191029813, + "timestep_mean": 442.8125, + "epsilon_norm": 7.610322952270508, + "prediction_norm": 6.766741752624512, + "timestamp": "2025-07-14T12:35:00.643585" + }, + { + "epoch": 2413, + "batch_idx": 32, + "loss": 0.17380757629871368, + "learning_rate": 0.00010157681191029813, + "timestep_mean": 507.34375, + "epsilon_norm": 7.021859645843506, + "prediction_norm": 6.386390209197998, + "timestamp": "2025-07-14T12:35:00.648557" + }, + { + "epoch": 2413, + "batch_idx": 64, + "loss": 0.13073503971099854, + "learning_rate": 0.00010157681191029813, + "timestep_mean": 546.125, + "epsilon_norm": 7.748810768127441, + "prediction_norm": 6.902493953704834, + "timestamp": "2025-07-14T12:35:00.653460" + }, + { + "epoch": 2413, + "batch_idx": 96, + "loss": 0.13694778084754944, + "learning_rate": 0.00010157681191029813, + "timestep_mean": 532.4375, + "epsilon_norm": 7.032306671142578, + "prediction_norm": 6.533278942108154, + "timestamp": "2025-07-14T12:35:00.658349" + }, + { + "epoch": 2413, + "batch_idx": 128, + "loss": 0.4928664565086365, + "learning_rate": 0.00010157681191029813, + "timestep_mean": 497.21875, + "epsilon_norm": 9.898423194885254, + "prediction_norm": 8.01759147644043, + "timestamp": "2025-07-14T12:35:00.663289" + }, + { + "epoch": 2413, + "batch_idx": 160, + "loss": 0.25087276101112366, + "learning_rate": 0.00010157681191029813, + "timestep_mean": 511.625, + "epsilon_norm": 8.788289070129395, + "prediction_norm": 7.254578113555908, + "timestamp": "2025-07-14T12:35:00.668116" + }, + { + "epoch": 2413, + "batch_idx": 192, + "loss": 0.18280184268951416, + "learning_rate": 0.00010157681191029813, + "timestep_mean": 430.75, + "epsilon_norm": 4.88336706161499, + "prediction_norm": 4.518512725830078, + "timestamp": "2025-07-14T12:35:00.673026" + }, + { + "epoch": 2414, + "batch_idx": 0, + "loss": 0.3578554391860962, + "learning_rate": 0.00010205182665949227, + "timestep_mean": 509.0, + "epsilon_norm": 8.457587242126465, + "prediction_norm": 6.705007076263428, + "timestamp": "2025-07-14T12:35:00.677890" + }, + { + "epoch": 2414, + "batch_idx": 32, + "loss": 0.3117564916610718, + "learning_rate": 0.00010205182665949227, + "timestep_mean": 502.625, + "epsilon_norm": 8.027305603027344, + "prediction_norm": 6.729553699493408, + "timestamp": "2025-07-14T12:35:00.682809" + }, + { + "epoch": 2414, + "batch_idx": 64, + "loss": 0.28802716732025146, + "learning_rate": 0.00010205182665949227, + "timestep_mean": 416.90625, + "epsilon_norm": 7.806787490844727, + "prediction_norm": 6.5346503257751465, + "timestamp": "2025-07-14T12:35:00.687649" + }, + { + "epoch": 2414, + "batch_idx": 96, + "loss": 0.24438880383968353, + "learning_rate": 0.00010205182665949227, + "timestep_mean": 566.71875, + "epsilon_norm": 7.637166976928711, + "prediction_norm": 6.503207206726074, + "timestamp": "2025-07-14T12:35:00.692543" + }, + { + "epoch": 2414, + "batch_idx": 128, + "loss": 0.2207646518945694, + "learning_rate": 0.00010205182665949227, + "timestep_mean": 517.71875, + "epsilon_norm": 7.850177764892578, + "prediction_norm": 6.4156622886657715, + "timestamp": "2025-07-14T12:35:00.697421" + }, + { + "epoch": 2414, + "batch_idx": 160, + "loss": 0.2535873353481293, + "learning_rate": 0.00010205182665949227, + "timestep_mean": 471.125, + "epsilon_norm": 7.4066925048828125, + "prediction_norm": 6.271114349365234, + "timestamp": "2025-07-14T12:35:00.702372" + }, + { + "epoch": 2414, + "batch_idx": 192, + "loss": 0.16573360562324524, + "learning_rate": 0.00010205182665949227, + "timestep_mean": 513.5, + "epsilon_norm": 4.051086902618408, + "prediction_norm": 4.5083160400390625, + "timestamp": "2025-07-14T12:35:00.707278" + }, + { + "epoch": 2415, + "batch_idx": 0, + "loss": 0.20204591751098633, + "learning_rate": 0.00010252782330624528, + "timestep_mean": 554.8125, + "epsilon_norm": 8.408102035522461, + "prediction_norm": 7.255411148071289, + "timestamp": "2025-07-14T12:35:00.712133" + }, + { + "epoch": 2415, + "batch_idx": 32, + "loss": 0.4052521288394928, + "learning_rate": 0.00010252782330624528, + "timestep_mean": 466.96875, + "epsilon_norm": 8.493265151977539, + "prediction_norm": 6.986995697021484, + "timestamp": "2025-07-14T12:35:00.717121" + }, + { + "epoch": 2415, + "batch_idx": 64, + "loss": 0.4041377305984497, + "learning_rate": 0.00010252782330624528, + "timestep_mean": 489.75, + "epsilon_norm": 7.7070746421813965, + "prediction_norm": 6.1074419021606445, + "timestamp": "2025-07-14T12:35:00.722093" + }, + { + "epoch": 2415, + "batch_idx": 96, + "loss": 0.3156033158302307, + "learning_rate": 0.00010252782330624528, + "timestep_mean": 460.09375, + "epsilon_norm": 7.67562198638916, + "prediction_norm": 6.919717788696289, + "timestamp": "2025-07-14T12:35:00.727100" + }, + { + "epoch": 2415, + "batch_idx": 128, + "loss": 0.1417873501777649, + "learning_rate": 0.00010252782330624528, + "timestep_mean": 607.3125, + "epsilon_norm": 7.68931245803833, + "prediction_norm": 7.591168403625488, + "timestamp": "2025-07-14T12:35:00.731931" + }, + { + "epoch": 2415, + "batch_idx": 160, + "loss": 0.19366134703159332, + "learning_rate": 0.00010252782330624528, + "timestep_mean": 531.1875, + "epsilon_norm": 8.322529792785645, + "prediction_norm": 7.626806735992432, + "timestamp": "2025-07-14T12:35:00.736730" + }, + { + "epoch": 2415, + "batch_idx": 192, + "loss": 0.024209626019001007, + "learning_rate": 0.00010252782330624528, + "timestep_mean": 663.625, + "epsilon_norm": 3.3698151111602783, + "prediction_norm": 3.2439959049224854, + "timestamp": "2025-07-14T12:35:00.741537" + }, + { + "epoch": 2416, + "batch_idx": 0, + "loss": 0.1171661764383316, + "learning_rate": 0.00010300480067608243, + "timestep_mean": 548.875, + "epsilon_norm": 8.347457885742188, + "prediction_norm": 7.790773391723633, + "timestamp": "2025-07-14T12:35:00.746491" + }, + { + "epoch": 2416, + "batch_idx": 32, + "loss": 0.40110522508621216, + "learning_rate": 0.00010300480067608243, + "timestep_mean": 501.90625, + "epsilon_norm": 7.796219348907471, + "prediction_norm": 6.634026527404785, + "timestamp": "2025-07-14T12:35:00.751324" + }, + { + "epoch": 2416, + "batch_idx": 64, + "loss": 0.194474458694458, + "learning_rate": 0.00010300480067608243, + "timestep_mean": 501.75, + "epsilon_norm": 8.010973930358887, + "prediction_norm": 6.80350923538208, + "timestamp": "2025-07-14T12:35:00.756112" + }, + { + "epoch": 2416, + "batch_idx": 96, + "loss": 0.2446603924036026, + "learning_rate": 0.00010300480067608243, + "timestep_mean": 430.3125, + "epsilon_norm": 8.665923118591309, + "prediction_norm": 7.595573902130127, + "timestamp": "2025-07-14T12:35:00.760982" + }, + { + "epoch": 2416, + "batch_idx": 128, + "loss": 0.18640166521072388, + "learning_rate": 0.00010300480067608243, + "timestep_mean": 531.15625, + "epsilon_norm": 7.460865497589111, + "prediction_norm": 7.230530261993408, + "timestamp": "2025-07-14T12:35:00.765842" + }, + { + "epoch": 2416, + "batch_idx": 160, + "loss": 0.33848685026168823, + "learning_rate": 0.00010300480067608243, + "timestep_mean": 464.4375, + "epsilon_norm": 7.555706977844238, + "prediction_norm": 6.007552623748779, + "timestamp": "2025-07-14T12:35:00.770654" + }, + { + "epoch": 2416, + "batch_idx": 192, + "loss": 0.24480299651622772, + "learning_rate": 0.00010300480067608243, + "timestep_mean": 422.125, + "epsilon_norm": 4.245275020599365, + "prediction_norm": 4.271617889404297, + "timestamp": "2025-07-14T12:35:00.775495" + }, + { + "epoch": 2417, + "batch_idx": 0, + "loss": 0.3011549711227417, + "learning_rate": 0.00010348275759211015, + "timestep_mean": 486.9375, + "epsilon_norm": 7.213940143585205, + "prediction_norm": 5.613903999328613, + "timestamp": "2025-07-14T12:35:00.780632" + }, + { + "epoch": 2417, + "batch_idx": 32, + "loss": 0.2510504126548767, + "learning_rate": 0.00010348275759211015, + "timestep_mean": 453.3125, + "epsilon_norm": 6.727745532989502, + "prediction_norm": 6.423182964324951, + "timestamp": "2025-07-14T12:35:00.785735" + }, + { + "epoch": 2417, + "batch_idx": 64, + "loss": 0.4512869715690613, + "learning_rate": 0.00010348275759211015, + "timestep_mean": 487.21875, + "epsilon_norm": 9.281281471252441, + "prediction_norm": 7.203700065612793, + "timestamp": "2025-07-14T12:35:00.790892" + }, + { + "epoch": 2417, + "batch_idx": 96, + "loss": 0.2770358920097351, + "learning_rate": 0.00010348275759211015, + "timestep_mean": 557.6875, + "epsilon_norm": 7.779147148132324, + "prediction_norm": 6.994396209716797, + "timestamp": "2025-07-14T12:35:00.796002" + }, + { + "epoch": 2417, + "batch_idx": 128, + "loss": 0.10182555019855499, + "learning_rate": 0.00010348275759211015, + "timestep_mean": 556.75, + "epsilon_norm": 7.292599678039551, + "prediction_norm": 6.540582656860352, + "timestamp": "2025-07-14T12:35:00.801220" + }, + { + "epoch": 2417, + "batch_idx": 160, + "loss": 0.3200371563434601, + "learning_rate": 0.00010348275759211015, + "timestep_mean": 468.46875, + "epsilon_norm": 7.736733913421631, + "prediction_norm": 6.2944865226745605, + "timestamp": "2025-07-14T12:35:00.806370" + }, + { + "epoch": 2417, + "batch_idx": 192, + "loss": 0.20093931257724762, + "learning_rate": 0.00010348275759211015, + "timestep_mean": 384.75, + "epsilon_norm": 2.610215902328491, + "prediction_norm": 2.3410844802856445, + "timestamp": "2025-07-14T12:35:00.811474" + }, + { + "epoch": 2418, + "batch_idx": 0, + "loss": 0.1723795235157013, + "learning_rate": 0.0001039616928750167, + "timestep_mean": 485.5, + "epsilon_norm": 7.64994478225708, + "prediction_norm": 7.043252944946289, + "timestamp": "2025-07-14T12:35:00.816709" + }, + { + "epoch": 2418, + "batch_idx": 32, + "loss": 0.4849444627761841, + "learning_rate": 0.0001039616928750167, + "timestep_mean": 439.1875, + "epsilon_norm": 8.579978942871094, + "prediction_norm": 5.852020263671875, + "timestamp": "2025-07-14T12:35:00.821944" + }, + { + "epoch": 2418, + "batch_idx": 64, + "loss": 0.31604671478271484, + "learning_rate": 0.0001039616928750167, + "timestep_mean": 419.0625, + "epsilon_norm": 8.765023231506348, + "prediction_norm": 7.576828479766846, + "timestamp": "2025-07-14T12:35:00.827091" + }, + { + "epoch": 2418, + "batch_idx": 96, + "loss": 0.2559482455253601, + "learning_rate": 0.0001039616928750167, + "timestep_mean": 540.21875, + "epsilon_norm": 8.75033950805664, + "prediction_norm": 7.2810893058776855, + "timestamp": "2025-07-14T12:35:00.832326" + }, + { + "epoch": 2418, + "batch_idx": 128, + "loss": 0.22994837164878845, + "learning_rate": 0.0001039616928750167, + "timestep_mean": 474.6875, + "epsilon_norm": 7.346006870269775, + "prediction_norm": 6.554113864898682, + "timestamp": "2025-07-14T12:35:00.837596" + }, + { + "epoch": 2418, + "batch_idx": 160, + "loss": 0.17746290564537048, + "learning_rate": 0.0001039616928750167, + "timestep_mean": 487.34375, + "epsilon_norm": 8.382678031921387, + "prediction_norm": 7.278899192810059, + "timestamp": "2025-07-14T12:35:00.842779" + }, + { + "epoch": 2418, + "batch_idx": 192, + "loss": 0.2771818935871124, + "learning_rate": 0.0001039616928750167, + "timestep_mean": 405.25, + "epsilon_norm": 4.3794732093811035, + "prediction_norm": 3.6342601776123047, + "timestamp": "2025-07-14T12:35:00.847852" + }, + { + "epoch": 2419, + "batch_idx": 0, + "loss": 0.30147722363471985, + "learning_rate": 0.0001044416053430771, + "timestep_mean": 532.0625, + "epsilon_norm": 7.857204437255859, + "prediction_norm": 6.847645282745361, + "timestamp": "2025-07-14T12:35:00.852954" + }, + { + "epoch": 2419, + "batch_idx": 32, + "loss": 0.24195532500743866, + "learning_rate": 0.0001044416053430771, + "timestep_mean": 544.9375, + "epsilon_norm": 7.348923683166504, + "prediction_norm": 5.751437187194824, + "timestamp": "2025-07-14T12:35:00.858056" + }, + { + "epoch": 2419, + "batch_idx": 64, + "loss": 0.21939192712306976, + "learning_rate": 0.0001044416053430771, + "timestep_mean": 588.90625, + "epsilon_norm": 7.24507999420166, + "prediction_norm": 6.517640590667725, + "timestamp": "2025-07-14T12:35:00.863315" + }, + { + "epoch": 2419, + "batch_idx": 96, + "loss": 0.18307191133499146, + "learning_rate": 0.0001044416053430771, + "timestep_mean": 416.625, + "epsilon_norm": 8.37633991241455, + "prediction_norm": 7.606081008911133, + "timestamp": "2025-07-14T12:35:00.868457" + }, + { + "epoch": 2419, + "batch_idx": 128, + "loss": 0.3432878851890564, + "learning_rate": 0.0001044416053430771, + "timestep_mean": 485.5625, + "epsilon_norm": 8.10605525970459, + "prediction_norm": 6.347482204437256, + "timestamp": "2025-07-14T12:35:00.873621" + }, + { + "epoch": 2419, + "batch_idx": 160, + "loss": 0.1375764161348343, + "learning_rate": 0.0001044416053430771, + "timestep_mean": 523.34375, + "epsilon_norm": 7.999377727508545, + "prediction_norm": 7.438833236694336, + "timestamp": "2025-07-14T12:35:00.878856" + }, + { + "epoch": 2419, + "batch_idx": 192, + "loss": 0.1413775384426117, + "learning_rate": 0.0001044416053430771, + "timestep_mean": 609.625, + "epsilon_norm": 3.6861157417297363, + "prediction_norm": 3.240532636642456, + "timestamp": "2025-07-14T12:35:00.884100" + }, + { + "epoch": 2420, + "batch_idx": 0, + "loss": 0.17361538112163544, + "learning_rate": 0.0001049224938121551, + "timestep_mean": 523.28125, + "epsilon_norm": 5.964662551879883, + "prediction_norm": 5.927833080291748, + "timestamp": "2025-07-14T12:35:00.889233" + }, + { + "epoch": 2420, + "batch_idx": 32, + "loss": 0.15384332835674286, + "learning_rate": 0.0001049224938121551, + "timestep_mean": 521.875, + "epsilon_norm": 7.301962375640869, + "prediction_norm": 6.536772727966309, + "timestamp": "2025-07-14T12:35:00.894616" + }, + { + "epoch": 2420, + "batch_idx": 64, + "loss": 0.3425341248512268, + "learning_rate": 0.0001049224938121551, + "timestep_mean": 453.03125, + "epsilon_norm": 8.308273315429688, + "prediction_norm": 6.476617336273193, + "timestamp": "2025-07-14T12:35:00.899814" + }, + { + "epoch": 2420, + "batch_idx": 96, + "loss": 0.356563001871109, + "learning_rate": 0.0001049224938121551, + "timestep_mean": 449.46875, + "epsilon_norm": 7.741757869720459, + "prediction_norm": 5.865738868713379, + "timestamp": "2025-07-14T12:35:00.905062" + }, + { + "epoch": 2420, + "batch_idx": 128, + "loss": 0.2615455389022827, + "learning_rate": 0.0001049224938121551, + "timestep_mean": 489.9375, + "epsilon_norm": 8.2242431640625, + "prediction_norm": 7.0548176765441895, + "timestamp": "2025-07-14T12:35:00.910223" + }, + { + "epoch": 2420, + "batch_idx": 160, + "loss": 0.2069585621356964, + "learning_rate": 0.0001049224938121551, + "timestep_mean": 463.8125, + "epsilon_norm": 7.6016106605529785, + "prediction_norm": 6.316904544830322, + "timestamp": "2025-07-14T12:35:00.915446" + }, + { + "epoch": 2420, + "batch_idx": 192, + "loss": 0.31457453966140747, + "learning_rate": 0.0001049224938121551, + "timestep_mean": 480.5, + "epsilon_norm": 3.641913890838623, + "prediction_norm": 2.6047050952911377, + "timestamp": "2025-07-14T12:35:00.920633" + }, + { + "epoch": 2421, + "batch_idx": 0, + "loss": 0.18022102117538452, + "learning_rate": 0.00010540435709570588, + "timestep_mean": 598.15625, + "epsilon_norm": 7.901449680328369, + "prediction_norm": 6.49053430557251, + "timestamp": "2025-07-14T12:35:00.925974" + }, + { + "epoch": 2421, + "batch_idx": 32, + "loss": 0.27084264159202576, + "learning_rate": 0.00010540435709570588, + "timestep_mean": 525.28125, + "epsilon_norm": 7.21329927444458, + "prediction_norm": 6.515506267547607, + "timestamp": "2025-07-14T12:35:00.931109" + }, + { + "epoch": 2421, + "batch_idx": 64, + "loss": 0.24470189213752747, + "learning_rate": 0.00010540435709570588, + "timestep_mean": 437.53125, + "epsilon_norm": 8.207477569580078, + "prediction_norm": 7.302070617675781, + "timestamp": "2025-07-14T12:35:00.936283" + }, + { + "epoch": 2421, + "batch_idx": 96, + "loss": 0.37046098709106445, + "learning_rate": 0.00010540435709570588, + "timestep_mean": 411.40625, + "epsilon_norm": 7.201938152313232, + "prediction_norm": 6.076343059539795, + "timestamp": "2025-07-14T12:35:00.941344" + }, + { + "epoch": 2421, + "batch_idx": 128, + "loss": 0.36442285776138306, + "learning_rate": 0.00010540435709570588, + "timestep_mean": 557.6875, + "epsilon_norm": 8.926284790039062, + "prediction_norm": 7.247888088226318, + "timestamp": "2025-07-14T12:35:00.946287" + }, + { + "epoch": 2421, + "batch_idx": 160, + "loss": 0.38261544704437256, + "learning_rate": 0.00010540435709570588, + "timestep_mean": 453.9375, + "epsilon_norm": 8.735871315002441, + "prediction_norm": 7.0390238761901855, + "timestamp": "2025-07-14T12:35:00.951154" + }, + { + "epoch": 2421, + "batch_idx": 192, + "loss": 0.17003239691257477, + "learning_rate": 0.00010540435709570588, + "timestep_mean": 375.75, + "epsilon_norm": 2.818582534790039, + "prediction_norm": 2.271937608718872, + "timestamp": "2025-07-14T12:35:00.955914" + }, + { + "epoch": 2422, + "batch_idx": 0, + "loss": 0.24151462316513062, + "learning_rate": 0.00010588719400478023, + "timestep_mean": 467.46875, + "epsilon_norm": 8.048005104064941, + "prediction_norm": 6.7261857986450195, + "timestamp": "2025-07-14T12:35:00.960811" + }, + { + "epoch": 2422, + "batch_idx": 32, + "loss": 0.3247361481189728, + "learning_rate": 0.00010588719400478023, + "timestep_mean": 401.96875, + "epsilon_norm": 7.995122909545898, + "prediction_norm": 6.41689395904541, + "timestamp": "2025-07-14T12:35:00.965660" + }, + { + "epoch": 2422, + "batch_idx": 64, + "loss": 0.4574877619743347, + "learning_rate": 0.00010588719400478023, + "timestep_mean": 470.1875, + "epsilon_norm": 8.380542755126953, + "prediction_norm": 6.06109619140625, + "timestamp": "2025-07-14T12:35:00.970525" + }, + { + "epoch": 2422, + "batch_idx": 96, + "loss": 0.23984581232070923, + "learning_rate": 0.00010588719400478023, + "timestep_mean": 454.09375, + "epsilon_norm": 7.026443004608154, + "prediction_norm": 5.824692249298096, + "timestamp": "2025-07-14T12:35:00.975475" + }, + { + "epoch": 2422, + "batch_idx": 128, + "loss": 0.39432910084724426, + "learning_rate": 0.00010588719400478023, + "timestep_mean": 428.15625, + "epsilon_norm": 7.092758655548096, + "prediction_norm": 5.581791877746582, + "timestamp": "2025-07-14T12:35:00.980311" + }, + { + "epoch": 2422, + "batch_idx": 160, + "loss": 0.27073606848716736, + "learning_rate": 0.00010588719400478023, + "timestep_mean": 476.75, + "epsilon_norm": 7.108043193817139, + "prediction_norm": 5.8293867111206055, + "timestamp": "2025-07-14T12:35:00.985398" + }, + { + "epoch": 2422, + "batch_idx": 192, + "loss": 0.2090006321668625, + "learning_rate": 0.00010588719400478023, + "timestep_mean": 563.0, + "epsilon_norm": 3.5866339206695557, + "prediction_norm": 3.5154592990875244, + "timestamp": "2025-07-14T12:35:00.990479" + }, + { + "epoch": 2423, + "batch_idx": 0, + "loss": 0.12450288981199265, + "learning_rate": 0.00010637100334802561, + "timestep_mean": 581.25, + "epsilon_norm": 7.5315728187561035, + "prediction_norm": 7.010408878326416, + "timestamp": "2025-07-14T12:35:00.995713" + }, + { + "epoch": 2423, + "batch_idx": 32, + "loss": 0.30240026116371155, + "learning_rate": 0.00010637100334802561, + "timestep_mean": 462.1875, + "epsilon_norm": 8.037276268005371, + "prediction_norm": 6.539255619049072, + "timestamp": "2025-07-14T12:35:01.000995" + }, + { + "epoch": 2423, + "batch_idx": 64, + "loss": 0.26158928871154785, + "learning_rate": 0.00010637100334802561, + "timestep_mean": 560.0, + "epsilon_norm": 8.043583869934082, + "prediction_norm": 6.706326961517334, + "timestamp": "2025-07-14T12:35:01.006068" + }, + { + "epoch": 2423, + "batch_idx": 96, + "loss": 0.1465427279472351, + "learning_rate": 0.00010637100334802561, + "timestep_mean": 513.84375, + "epsilon_norm": 8.12032413482666, + "prediction_norm": 7.235977649688721, + "timestamp": "2025-07-14T12:35:01.011403" + }, + { + "epoch": 2423, + "batch_idx": 128, + "loss": 0.2680352032184601, + "learning_rate": 0.00010637100334802561, + "timestep_mean": 497.9375, + "epsilon_norm": 8.065757751464844, + "prediction_norm": 6.683845043182373, + "timestamp": "2025-07-14T12:35:01.016746" + }, + { + "epoch": 2423, + "batch_idx": 160, + "loss": 0.19547611474990845, + "learning_rate": 0.00010637100334802561, + "timestep_mean": 573.4375, + "epsilon_norm": 7.718096733093262, + "prediction_norm": 6.64691686630249, + "timestamp": "2025-07-14T12:35:01.022031" + }, + { + "epoch": 2423, + "batch_idx": 192, + "loss": 0.3681740164756775, + "learning_rate": 0.00010637100334802561, + "timestep_mean": 535.75, + "epsilon_norm": 4.564181804656982, + "prediction_norm": 3.194556951522827, + "timestamp": "2025-07-14T12:35:01.027049" + }, + { + "epoch": 2424, + "batch_idx": 0, + "loss": 0.2982277572154999, + "learning_rate": 0.00010685578393169074, + "timestep_mean": 471.625, + "epsilon_norm": 8.776469230651855, + "prediction_norm": 7.6976213455200195, + "timestamp": "2025-07-14T12:35:01.032196" + }, + { + "epoch": 2424, + "batch_idx": 32, + "loss": 0.36565470695495605, + "learning_rate": 0.00010685578393169074, + "timestep_mean": 516.53125, + "epsilon_norm": 8.487404823303223, + "prediction_norm": 7.0672173500061035, + "timestamp": "2025-07-14T12:35:01.037780" + }, + { + "epoch": 2424, + "batch_idx": 64, + "loss": 0.4300960898399353, + "learning_rate": 0.00010685578393169074, + "timestep_mean": 418.375, + "epsilon_norm": 8.326248168945312, + "prediction_norm": 5.964868068695068, + "timestamp": "2025-07-14T12:35:01.042960" + }, + { + "epoch": 2424, + "batch_idx": 96, + "loss": 0.2073325216770172, + "learning_rate": 0.00010685578393169074, + "timestep_mean": 452.5, + "epsilon_norm": 8.231049537658691, + "prediction_norm": 6.889402389526367, + "timestamp": "2025-07-14T12:35:01.047820" + }, + { + "epoch": 2424, + "batch_idx": 128, + "loss": 0.2726808786392212, + "learning_rate": 0.00010685578393169074, + "timestep_mean": 407.46875, + "epsilon_norm": 6.475539684295654, + "prediction_norm": 5.559649467468262, + "timestamp": "2025-07-14T12:35:01.052791" + }, + { + "epoch": 2424, + "batch_idx": 160, + "loss": 0.4183835983276367, + "learning_rate": 0.00010685578393169074, + "timestep_mean": 495.96875, + "epsilon_norm": 8.631197929382324, + "prediction_norm": 6.684288501739502, + "timestamp": "2025-07-14T12:35:01.057994" + }, + { + "epoch": 2424, + "batch_idx": 192, + "loss": 0.25261855125427246, + "learning_rate": 0.00010685578393169074, + "timestep_mean": 583.875, + "epsilon_norm": 3.494394540786743, + "prediction_norm": 3.1087398529052734, + "timestamp": "2025-07-14T12:35:01.063315" + }, + { + "epoch": 2425, + "batch_idx": 0, + "loss": 0.3812910318374634, + "learning_rate": 0.00010734153455962767, + "timestep_mean": 438.875, + "epsilon_norm": 8.182028770446777, + "prediction_norm": 6.598721027374268, + "timestamp": "2025-07-14T12:35:01.068430" + }, + { + "epoch": 2425, + "batch_idx": 32, + "loss": 0.20458769798278809, + "learning_rate": 0.00010734153455962767, + "timestep_mean": 538.78125, + "epsilon_norm": 6.8447651863098145, + "prediction_norm": 5.912698268890381, + "timestamp": "2025-07-14T12:35:01.073559" + }, + { + "epoch": 2425, + "batch_idx": 64, + "loss": 0.5795919895172119, + "learning_rate": 0.00010734153455962767, + "timestep_mean": 472.53125, + "epsilon_norm": 7.688173770904541, + "prediction_norm": 6.006072044372559, + "timestamp": "2025-07-14T12:35:01.078742" + }, + { + "epoch": 2425, + "batch_idx": 96, + "loss": 0.37662234902381897, + "learning_rate": 0.00010734153455962767, + "timestep_mean": 516.1875, + "epsilon_norm": 8.5101957321167, + "prediction_norm": 7.948591232299805, + "timestamp": "2025-07-14T12:35:01.083942" + }, + { + "epoch": 2425, + "batch_idx": 128, + "loss": 0.3364994525909424, + "learning_rate": 0.00010734153455962767, + "timestep_mean": 520.71875, + "epsilon_norm": 7.8766326904296875, + "prediction_norm": 6.474616527557373, + "timestamp": "2025-07-14T12:35:01.089001" + }, + { + "epoch": 2425, + "batch_idx": 160, + "loss": 0.1534607708454132, + "learning_rate": 0.00010734153455962767, + "timestep_mean": 523.84375, + "epsilon_norm": 7.131972789764404, + "prediction_norm": 6.6766676902771, + "timestamp": "2025-07-14T12:35:01.094236" + }, + { + "epoch": 2425, + "batch_idx": 192, + "loss": 0.05703877657651901, + "learning_rate": 0.00010734153455962767, + "timestep_mean": 689.875, + "epsilon_norm": 5.150404453277588, + "prediction_norm": 5.001392841339111, + "timestamp": "2025-07-14T12:35:01.099410" + }, + { + "epoch": 2426, + "batch_idx": 0, + "loss": 0.4644671678543091, + "learning_rate": 0.00010782825403329524, + "timestep_mean": 462.5, + "epsilon_norm": 9.086153984069824, + "prediction_norm": 7.213189601898193, + "timestamp": "2025-07-14T12:35:01.104742" + }, + { + "epoch": 2426, + "batch_idx": 32, + "loss": 0.3128061592578888, + "learning_rate": 0.00010782825403329524, + "timestep_mean": 506.84375, + "epsilon_norm": 7.8275980949401855, + "prediction_norm": 5.412469387054443, + "timestamp": "2025-07-14T12:35:01.109932" + }, + { + "epoch": 2426, + "batch_idx": 64, + "loss": 0.40740227699279785, + "learning_rate": 0.00010782825403329524, + "timestep_mean": 447.9375, + "epsilon_norm": 7.844934463500977, + "prediction_norm": 6.198150634765625, + "timestamp": "2025-07-14T12:35:01.115094" + }, + { + "epoch": 2426, + "batch_idx": 96, + "loss": 0.4787270128726959, + "learning_rate": 0.00010782825403329524, + "timestep_mean": 428.46875, + "epsilon_norm": 8.730457305908203, + "prediction_norm": 6.293288707733154, + "timestamp": "2025-07-14T12:35:01.120329" + }, + { + "epoch": 2426, + "batch_idx": 128, + "loss": 0.1297225058078766, + "learning_rate": 0.00010782825403329524, + "timestep_mean": 558.59375, + "epsilon_norm": 6.7462615966796875, + "prediction_norm": 6.176027774810791, + "timestamp": "2025-07-14T12:35:01.125560" + }, + { + "epoch": 2426, + "batch_idx": 160, + "loss": 0.20840588212013245, + "learning_rate": 0.00010782825403329524, + "timestep_mean": 478.5625, + "epsilon_norm": 7.155029296875, + "prediction_norm": 5.876713752746582, + "timestamp": "2025-07-14T12:35:01.130691" + }, + { + "epoch": 2426, + "batch_idx": 192, + "loss": 0.2150895595550537, + "learning_rate": 0.00010782825403329524, + "timestep_mean": 506.375, + "epsilon_norm": 3.6078133583068848, + "prediction_norm": 3.149801731109619, + "timestamp": "2025-07-14T12:35:01.135901" + }, + { + "epoch": 2427, + "batch_idx": 0, + "loss": 0.14314720034599304, + "learning_rate": 0.00010831594115176116, + "timestep_mean": 586.28125, + "epsilon_norm": 6.501591205596924, + "prediction_norm": 6.041738510131836, + "timestamp": "2025-07-14T12:35:01.141022" + }, + { + "epoch": 2427, + "batch_idx": 32, + "loss": 0.19483253359794617, + "learning_rate": 0.00010831594115176116, + "timestep_mean": 418.65625, + "epsilon_norm": 7.2568135261535645, + "prediction_norm": 6.1580400466918945, + "timestamp": "2025-07-14T12:35:01.146140" + }, + { + "epoch": 2427, + "batch_idx": 64, + "loss": 0.36371347308158875, + "learning_rate": 0.00010831594115176116, + "timestep_mean": 586.1875, + "epsilon_norm": 8.624940872192383, + "prediction_norm": 7.1364946365356445, + "timestamp": "2025-07-14T12:35:01.151305" + }, + { + "epoch": 2427, + "batch_idx": 96, + "loss": 0.22194677591323853, + "learning_rate": 0.00010831594115176116, + "timestep_mean": 558.5, + "epsilon_norm": 8.161293029785156, + "prediction_norm": 7.033824920654297, + "timestamp": "2025-07-14T12:35:01.156420" + }, + { + "epoch": 2427, + "batch_idx": 128, + "loss": 0.3675253093242645, + "learning_rate": 0.00010831594115176116, + "timestep_mean": 449.1875, + "epsilon_norm": 8.034912109375, + "prediction_norm": 6.8403730392456055, + "timestamp": "2025-07-14T12:35:01.161598" + }, + { + "epoch": 2427, + "batch_idx": 160, + "loss": 0.22639769315719604, + "learning_rate": 0.00010831594115176116, + "timestep_mean": 483.15625, + "epsilon_norm": 8.0400390625, + "prediction_norm": 6.842855453491211, + "timestamp": "2025-07-14T12:35:01.166731" + }, + { + "epoch": 2427, + "batch_idx": 192, + "loss": 0.22923821210861206, + "learning_rate": 0.00010831594115176116, + "timestep_mean": 636.125, + "epsilon_norm": 5.238209247589111, + "prediction_norm": 4.115729331970215, + "timestamp": "2025-07-14T12:35:01.171794" + }, + { + "epoch": 2428, + "batch_idx": 0, + "loss": 0.2854178547859192, + "learning_rate": 0.00010880459471170615, + "timestep_mean": 478.40625, + "epsilon_norm": 8.06322193145752, + "prediction_norm": 6.602194786071777, + "timestamp": "2025-07-14T12:35:01.176858" + }, + { + "epoch": 2428, + "batch_idx": 32, + "loss": 0.11483180522918701, + "learning_rate": 0.00010880459471170615, + "timestep_mean": 477.96875, + "epsilon_norm": 6.542126178741455, + "prediction_norm": 6.310992240905762, + "timestamp": "2025-07-14T12:35:01.181986" + }, + { + "epoch": 2428, + "batch_idx": 64, + "loss": 0.28545111417770386, + "learning_rate": 0.00010880459471170615, + "timestep_mean": 420.78125, + "epsilon_norm": 7.789060115814209, + "prediction_norm": 6.745673179626465, + "timestamp": "2025-07-14T12:35:01.187186" + }, + { + "epoch": 2428, + "batch_idx": 96, + "loss": 0.17926821112632751, + "learning_rate": 0.00010880459471170615, + "timestep_mean": 518.3125, + "epsilon_norm": 7.1831464767456055, + "prediction_norm": 6.761910438537598, + "timestamp": "2025-07-14T12:35:01.192456" + }, + { + "epoch": 2428, + "batch_idx": 128, + "loss": 0.38215747475624084, + "learning_rate": 0.00010880459471170615, + "timestep_mean": 557.0625, + "epsilon_norm": 7.274737358093262, + "prediction_norm": 5.856569290161133, + "timestamp": "2025-07-14T12:35:01.197555" + }, + { + "epoch": 2428, + "batch_idx": 160, + "loss": 0.15393763780593872, + "learning_rate": 0.00010880459471170615, + "timestep_mean": 602.0625, + "epsilon_norm": 9.973426818847656, + "prediction_norm": 8.938879013061523, + "timestamp": "2025-07-14T12:35:01.202664" + }, + { + "epoch": 2428, + "batch_idx": 192, + "loss": 0.17168861627578735, + "learning_rate": 0.00010880459471170615, + "timestep_mean": 531.375, + "epsilon_norm": 3.533090591430664, + "prediction_norm": 3.3970208168029785, + "timestamp": "2025-07-14T12:35:01.207831" + }, + { + "epoch": 2429, + "batch_idx": 0, + "loss": 0.17981958389282227, + "learning_rate": 0.00010929421350742622, + "timestep_mean": 490.625, + "epsilon_norm": 6.463651180267334, + "prediction_norm": 5.7172651290893555, + "timestamp": "2025-07-14T12:35:01.213054" + }, + { + "epoch": 2429, + "batch_idx": 32, + "loss": 0.1863868534564972, + "learning_rate": 0.00010929421350742622, + "timestep_mean": 574.65625, + "epsilon_norm": 8.572179794311523, + "prediction_norm": 7.6800537109375, + "timestamp": "2025-07-14T12:35:01.218197" + }, + { + "epoch": 2429, + "batch_idx": 64, + "loss": 0.4723183810710907, + "learning_rate": 0.00010929421350742622, + "timestep_mean": 449.75, + "epsilon_norm": 8.577592849731445, + "prediction_norm": 6.627254962921143, + "timestamp": "2025-07-14T12:35:01.223328" + }, + { + "epoch": 2429, + "batch_idx": 96, + "loss": 0.23202356696128845, + "learning_rate": 0.00010929421350742622, + "timestep_mean": 506.0, + "epsilon_norm": 8.17085075378418, + "prediction_norm": 6.749828338623047, + "timestamp": "2025-07-14T12:35:01.228481" + }, + { + "epoch": 2429, + "batch_idx": 128, + "loss": 0.20799878239631653, + "learning_rate": 0.00010929421350742622, + "timestep_mean": 459.40625, + "epsilon_norm": 7.678086280822754, + "prediction_norm": 6.5595197677612305, + "timestamp": "2025-07-14T12:35:01.233648" + }, + { + "epoch": 2429, + "batch_idx": 160, + "loss": 0.3122156858444214, + "learning_rate": 0.00010929421350742622, + "timestep_mean": 422.65625, + "epsilon_norm": 8.031291961669922, + "prediction_norm": 6.739512920379639, + "timestamp": "2025-07-14T12:35:01.238730" + }, + { + "epoch": 2429, + "batch_idx": 192, + "loss": 0.18532736599445343, + "learning_rate": 0.00010929421350742622, + "timestep_mean": 494.25, + "epsilon_norm": 5.127477645874023, + "prediction_norm": 4.653006553649902, + "timestamp": "2025-07-14T12:35:01.243802" + }, + { + "epoch": 2430, + "batch_idx": 0, + "loss": 0.3914834260940552, + "learning_rate": 0.00010978479633083525, + "timestep_mean": 549.5625, + "epsilon_norm": 8.794403076171875, + "prediction_norm": 6.879510879516602, + "timestamp": "2025-07-14T12:35:01.249065" + }, + { + "epoch": 2430, + "batch_idx": 32, + "loss": 0.1582680344581604, + "learning_rate": 0.00010978479633083525, + "timestep_mean": 524.28125, + "epsilon_norm": 7.51963996887207, + "prediction_norm": 6.647556781768799, + "timestamp": "2025-07-14T12:35:01.254290" + }, + { + "epoch": 2430, + "batch_idx": 64, + "loss": 0.2749083340167999, + "learning_rate": 0.00010978479633083525, + "timestep_mean": 473.09375, + "epsilon_norm": 7.093822479248047, + "prediction_norm": 6.087417125701904, + "timestamp": "2025-07-14T12:35:01.259476" + }, + { + "epoch": 2430, + "batch_idx": 96, + "loss": 0.2297828048467636, + "learning_rate": 0.00010978479633083525, + "timestep_mean": 536.21875, + "epsilon_norm": 7.595180988311768, + "prediction_norm": 6.648374080657959, + "timestamp": "2025-07-14T12:35:01.264619" + }, + { + "epoch": 2430, + "batch_idx": 128, + "loss": 0.3374040722846985, + "learning_rate": 0.00010978479633083525, + "timestep_mean": 431.40625, + "epsilon_norm": 8.154936790466309, + "prediction_norm": 6.230671405792236, + "timestamp": "2025-07-14T12:35:01.269830" + }, + { + "epoch": 2430, + "batch_idx": 160, + "loss": 0.27776044607162476, + "learning_rate": 0.00010978479633083525, + "timestep_mean": 567.5625, + "epsilon_norm": 8.942309379577637, + "prediction_norm": 8.077136993408203, + "timestamp": "2025-07-14T12:35:01.275094" + }, + { + "epoch": 2430, + "batch_idx": 192, + "loss": 0.06167189031839371, + "learning_rate": 0.00010978479633083525, + "timestep_mean": 547.0, + "epsilon_norm": 2.7685272693634033, + "prediction_norm": 2.448857307434082, + "timestamp": "2025-07-14T12:35:01.280158" + }, + { + "epoch": 2431, + "batch_idx": 0, + "loss": 0.22810481488704681, + "learning_rate": 0.00011027634197146949, + "timestep_mean": 534.9375, + "epsilon_norm": 8.203697204589844, + "prediction_norm": 7.316473484039307, + "timestamp": "2025-07-14T12:35:01.285326" + }, + { + "epoch": 2431, + "batch_idx": 32, + "loss": 0.24188891053199768, + "learning_rate": 0.00011027634197146949, + "timestep_mean": 507.21875, + "epsilon_norm": 7.081907749176025, + "prediction_norm": 6.041755199432373, + "timestamp": "2025-07-14T12:35:01.290529" + }, + { + "epoch": 2431, + "batch_idx": 64, + "loss": 0.17648610472679138, + "learning_rate": 0.00011027634197146949, + "timestep_mean": 519.0625, + "epsilon_norm": 7.195754051208496, + "prediction_norm": 6.99506139755249, + "timestamp": "2025-07-14T12:35:01.295698" + }, + { + "epoch": 2431, + "batch_idx": 96, + "loss": 0.4176795184612274, + "learning_rate": 0.00011027634197146949, + "timestep_mean": 446.34375, + "epsilon_norm": 8.93125057220459, + "prediction_norm": 7.472376823425293, + "timestamp": "2025-07-14T12:35:01.301022" + }, + { + "epoch": 2431, + "batch_idx": 128, + "loss": 0.3971090316772461, + "learning_rate": 0.00011027634197146949, + "timestep_mean": 476.78125, + "epsilon_norm": 8.12651538848877, + "prediction_norm": 6.145733833312988, + "timestamp": "2025-07-14T12:35:01.306188" + }, + { + "epoch": 2431, + "batch_idx": 160, + "loss": 0.2362777590751648, + "learning_rate": 0.00011027634197146949, + "timestep_mean": 392.0, + "epsilon_norm": 7.531215667724609, + "prediction_norm": 6.7052202224731445, + "timestamp": "2025-07-14T12:35:01.311278" + }, + { + "epoch": 2431, + "batch_idx": 192, + "loss": 0.12042434513568878, + "learning_rate": 0.00011027634197146949, + "timestep_mean": 521.75, + "epsilon_norm": 4.145560264587402, + "prediction_norm": 3.813537359237671, + "timestamp": "2025-07-14T12:35:01.316349" + }, + { + "epoch": 2432, + "batch_idx": 0, + "loss": 0.22727897763252258, + "learning_rate": 0.00011076884921648846, + "timestep_mean": 464.625, + "epsilon_norm": 7.329292297363281, + "prediction_norm": 6.51146125793457, + "timestamp": "2025-07-14T12:35:01.321549" + }, + { + "epoch": 2432, + "batch_idx": 32, + "loss": 0.29405316710472107, + "learning_rate": 0.00011076884921648846, + "timestep_mean": 530.78125, + "epsilon_norm": 7.880647659301758, + "prediction_norm": 7.3458662033081055, + "timestamp": "2025-07-14T12:35:01.326422" + }, + { + "epoch": 2432, + "batch_idx": 64, + "loss": 0.21825936436653137, + "learning_rate": 0.00011076884921648846, + "timestep_mean": 446.90625, + "epsilon_norm": 8.163544654846191, + "prediction_norm": 7.421761512756348, + "timestamp": "2025-07-14T12:35:01.331291" + }, + { + "epoch": 2432, + "batch_idx": 96, + "loss": 0.12755879759788513, + "learning_rate": 0.00011076884921648846, + "timestep_mean": 550.0, + "epsilon_norm": 8.400712013244629, + "prediction_norm": 7.7212982177734375, + "timestamp": "2025-07-14T12:35:01.336161" + }, + { + "epoch": 2432, + "batch_idx": 128, + "loss": 0.14156755805015564, + "learning_rate": 0.00011076884921648846, + "timestep_mean": 489.75, + "epsilon_norm": 7.21070671081543, + "prediction_norm": 7.108170032501221, + "timestamp": "2025-07-14T12:35:01.340999" + }, + { + "epoch": 2432, + "batch_idx": 160, + "loss": 0.2218513786792755, + "learning_rate": 0.00011076884921648846, + "timestep_mean": 520.59375, + "epsilon_norm": 8.168035507202148, + "prediction_norm": 7.160158157348633, + "timestamp": "2025-07-14T12:35:01.345880" + }, + { + "epoch": 2432, + "batch_idx": 192, + "loss": 0.22266337275505066, + "learning_rate": 0.00011076884921648846, + "timestep_mean": 387.75, + "epsilon_norm": 3.796708106994629, + "prediction_norm": 3.414203643798828, + "timestamp": "2025-07-14T12:35:01.350864" + }, + { + "epoch": 2433, + "batch_idx": 0, + "loss": 0.21140122413635254, + "learning_rate": 0.00011126231685067969, + "timestep_mean": 552.90625, + "epsilon_norm": 7.611698627471924, + "prediction_norm": 6.678571701049805, + "timestamp": "2025-07-14T12:35:01.355669" + }, + { + "epoch": 2433, + "batch_idx": 32, + "loss": 0.16633902490139008, + "learning_rate": 0.00011126231685067969, + "timestep_mean": 597.65625, + "epsilon_norm": 8.933040618896484, + "prediction_norm": 7.996068954467773, + "timestamp": "2025-07-14T12:35:01.360532" + }, + { + "epoch": 2433, + "batch_idx": 64, + "loss": 0.15771153569221497, + "learning_rate": 0.00011126231685067969, + "timestep_mean": 551.4375, + "epsilon_norm": 8.175945281982422, + "prediction_norm": 7.415250301361084, + "timestamp": "2025-07-14T12:35:01.365481" + }, + { + "epoch": 2433, + "batch_idx": 96, + "loss": 0.21178306639194489, + "learning_rate": 0.00011126231685067969, + "timestep_mean": 528.25, + "epsilon_norm": 7.028938293457031, + "prediction_norm": 6.207857131958008, + "timestamp": "2025-07-14T12:35:01.370293" + }, + { + "epoch": 2433, + "batch_idx": 128, + "loss": 0.2094087302684784, + "learning_rate": 0.00011126231685067969, + "timestep_mean": 508.9375, + "epsilon_norm": 6.544493675231934, + "prediction_norm": 5.4487080574035645, + "timestamp": "2025-07-14T12:35:01.375129" + }, + { + "epoch": 2433, + "batch_idx": 160, + "loss": 0.24180467426776886, + "learning_rate": 0.00011126231685067969, + "timestep_mean": 582.90625, + "epsilon_norm": 9.090378761291504, + "prediction_norm": 7.933424949645996, + "timestamp": "2025-07-14T12:35:01.380040" + }, + { + "epoch": 2433, + "batch_idx": 192, + "loss": 0.22099965810775757, + "learning_rate": 0.00011126231685067969, + "timestep_mean": 471.5, + "epsilon_norm": 4.471932888031006, + "prediction_norm": 3.894029140472412, + "timestamp": "2025-07-14T12:35:01.384838" + }, + { + "epoch": 2434, + "batch_idx": 0, + "loss": 0.20034857094287872, + "learning_rate": 0.00011175674365646096, + "timestep_mean": 569.75, + "epsilon_norm": 7.743480682373047, + "prediction_norm": 6.643539905548096, + "timestamp": "2025-07-14T12:35:01.389681" + }, + { + "epoch": 2434, + "batch_idx": 32, + "loss": 0.20822495222091675, + "learning_rate": 0.00011175674365646096, + "timestep_mean": 577.0, + "epsilon_norm": 7.2366719245910645, + "prediction_norm": 6.580783367156982, + "timestamp": "2025-07-14T12:35:01.394507" + }, + { + "epoch": 2434, + "batch_idx": 64, + "loss": 0.2569900155067444, + "learning_rate": 0.00011175674365646096, + "timestep_mean": 464.0, + "epsilon_norm": 7.69481086730957, + "prediction_norm": 6.67152738571167, + "timestamp": "2025-07-14T12:35:01.399417" + }, + { + "epoch": 2434, + "batch_idx": 96, + "loss": 0.28749188780784607, + "learning_rate": 0.00011175674365646096, + "timestep_mean": 460.71875, + "epsilon_norm": 7.236572265625, + "prediction_norm": 6.051323413848877, + "timestamp": "2025-07-14T12:35:01.404237" + }, + { + "epoch": 2434, + "batch_idx": 128, + "loss": 0.24678300321102142, + "learning_rate": 0.00011175674365646096, + "timestep_mean": 499.09375, + "epsilon_norm": 7.418979644775391, + "prediction_norm": 6.234973430633545, + "timestamp": "2025-07-14T12:35:01.409172" + }, + { + "epoch": 2434, + "batch_idx": 160, + "loss": 0.2702164649963379, + "learning_rate": 0.00011175674365646096, + "timestep_mean": 541.0625, + "epsilon_norm": 8.041633605957031, + "prediction_norm": 6.802690029144287, + "timestamp": "2025-07-14T12:35:01.414054" + }, + { + "epoch": 2434, + "batch_idx": 192, + "loss": 0.1497611105442047, + "learning_rate": 0.00011175674365646096, + "timestep_mean": 483.125, + "epsilon_norm": 3.1082847118377686, + "prediction_norm": 3.0307483673095703, + "timestamp": "2025-07-14T12:35:01.419048" + }, + { + "epoch": 2435, + "batch_idx": 0, + "loss": 0.08249035477638245, + "learning_rate": 0.0001122521284138829, + "timestep_mean": 585.5625, + "epsilon_norm": 7.950531005859375, + "prediction_norm": 7.826835632324219, + "timestamp": "2025-07-14T12:35:01.424245" + }, + { + "epoch": 2435, + "batch_idx": 32, + "loss": 0.41484400629997253, + "learning_rate": 0.0001122521284138829, + "timestep_mean": 408.34375, + "epsilon_norm": 8.167344093322754, + "prediction_norm": 6.390890121459961, + "timestamp": "2025-07-14T12:35:01.429475" + }, + { + "epoch": 2435, + "batch_idx": 64, + "loss": 0.1732112020254135, + "learning_rate": 0.0001122521284138829, + "timestep_mean": 547.625, + "epsilon_norm": 8.27012825012207, + "prediction_norm": 7.298457145690918, + "timestamp": "2025-07-14T12:35:01.434694" + }, + { + "epoch": 2435, + "batch_idx": 96, + "loss": 0.24144867062568665, + "learning_rate": 0.0001122521284138829, + "timestep_mean": 579.34375, + "epsilon_norm": 8.135031700134277, + "prediction_norm": 7.072062015533447, + "timestamp": "2025-07-14T12:35:01.439842" + }, + { + "epoch": 2435, + "batch_idx": 128, + "loss": 0.16008973121643066, + "learning_rate": 0.0001122521284138829, + "timestep_mean": 464.125, + "epsilon_norm": 7.047712326049805, + "prediction_norm": 6.247639179229736, + "timestamp": "2025-07-14T12:35:01.444912" + }, + { + "epoch": 2435, + "batch_idx": 160, + "loss": 0.32431238889694214, + "learning_rate": 0.0001122521284138829, + "timestep_mean": 551.34375, + "epsilon_norm": 8.46070384979248, + "prediction_norm": 6.913598537445068, + "timestamp": "2025-07-14T12:35:01.450038" + }, + { + "epoch": 2435, + "batch_idx": 192, + "loss": 0.18606089055538177, + "learning_rate": 0.0001122521284138829, + "timestep_mean": 625.75, + "epsilon_norm": 4.151069641113281, + "prediction_norm": 3.722560167312622, + "timestamp": "2025-07-14T12:35:01.455181" + }, + { + "epoch": 2436, + "batch_idx": 0, + "loss": 0.23153537511825562, + "learning_rate": 0.00011274846990063328, + "timestep_mean": 508.46875, + "epsilon_norm": 6.8516926765441895, + "prediction_norm": 5.531863212585449, + "timestamp": "2025-07-14T12:35:01.460386" + }, + { + "epoch": 2436, + "batch_idx": 32, + "loss": 0.19670596718788147, + "learning_rate": 0.00011274846990063328, + "timestep_mean": 438.59375, + "epsilon_norm": 7.228754043579102, + "prediction_norm": 6.246798992156982, + "timestamp": "2025-07-14T12:35:01.465577" + }, + { + "epoch": 2436, + "batch_idx": 64, + "loss": 0.19180333614349365, + "learning_rate": 0.00011274846990063328, + "timestep_mean": 481.46875, + "epsilon_norm": 7.796327590942383, + "prediction_norm": 6.644285678863525, + "timestamp": "2025-07-14T12:35:01.470791" + }, + { + "epoch": 2436, + "batch_idx": 96, + "loss": 0.14608515799045563, + "learning_rate": 0.00011274846990063328, + "timestep_mean": 552.6875, + "epsilon_norm": 8.037858009338379, + "prediction_norm": 7.523731231689453, + "timestamp": "2025-07-14T12:35:01.475993" + }, + { + "epoch": 2436, + "batch_idx": 128, + "loss": 0.25937405228614807, + "learning_rate": 0.00011274846990063328, + "timestep_mean": 477.0625, + "epsilon_norm": 7.325802803039551, + "prediction_norm": 6.032642841339111, + "timestamp": "2025-07-14T12:35:01.481204" + }, + { + "epoch": 2436, + "batch_idx": 160, + "loss": 0.22377178072929382, + "learning_rate": 0.00011274846990063328, + "timestep_mean": 483.78125, + "epsilon_norm": 8.203620910644531, + "prediction_norm": 7.107266426086426, + "timestamp": "2025-07-14T12:35:01.486135" + }, + { + "epoch": 2436, + "batch_idx": 192, + "loss": 0.13976603746414185, + "learning_rate": 0.00011274846990063328, + "timestep_mean": 630.25, + "epsilon_norm": 4.4313273429870605, + "prediction_norm": 3.931638717651367, + "timestamp": "2025-07-14T12:35:01.490930" + }, + { + "epoch": 2437, + "batch_idx": 0, + "loss": 0.16899268329143524, + "learning_rate": 0.00011324576689203855, + "timestep_mean": 508.25, + "epsilon_norm": 7.2503461837768555, + "prediction_norm": 6.145979881286621, + "timestamp": "2025-07-14T12:35:01.495773" + }, + { + "epoch": 2437, + "batch_idx": 32, + "loss": 0.33584532141685486, + "learning_rate": 0.00011324576689203855, + "timestep_mean": 500.375, + "epsilon_norm": 7.675613880157471, + "prediction_norm": 5.885526180267334, + "timestamp": "2025-07-14T12:35:01.500716" + }, + { + "epoch": 2437, + "batch_idx": 64, + "loss": 0.20335105061531067, + "learning_rate": 0.00011324576689203855, + "timestep_mean": 465.4375, + "epsilon_norm": 8.147993087768555, + "prediction_norm": 7.001682281494141, + "timestamp": "2025-07-14T12:35:01.505827" + }, + { + "epoch": 2437, + "batch_idx": 96, + "loss": 0.18747735023498535, + "learning_rate": 0.00011324576689203855, + "timestep_mean": 515.34375, + "epsilon_norm": 8.32800579071045, + "prediction_norm": 7.148656368255615, + "timestamp": "2025-07-14T12:35:01.510919" + }, + { + "epoch": 2437, + "batch_idx": 128, + "loss": 0.2658109664916992, + "learning_rate": 0.00011324576689203855, + "timestep_mean": 536.34375, + "epsilon_norm": 8.275074005126953, + "prediction_norm": 7.54617166519165, + "timestamp": "2025-07-14T12:35:01.516114" + }, + { + "epoch": 2437, + "batch_idx": 160, + "loss": 0.3829159736633301, + "learning_rate": 0.00011324576689203855, + "timestep_mean": 499.5, + "epsilon_norm": 8.138551712036133, + "prediction_norm": 6.99308967590332, + "timestamp": "2025-07-14T12:35:01.521266" + }, + { + "epoch": 2437, + "batch_idx": 192, + "loss": 0.1525241732597351, + "learning_rate": 0.00011324576689203855, + "timestep_mean": 566.625, + "epsilon_norm": 4.315263271331787, + "prediction_norm": 3.8509726524353027, + "timestamp": "2025-07-14T12:35:01.526118" + }, + { + "epoch": 2438, + "batch_idx": 0, + "loss": 0.14006777107715607, + "learning_rate": 0.00011374401816106796, + "timestep_mean": 558.59375, + "epsilon_norm": 7.6695146560668945, + "prediction_norm": 7.306829452514648, + "timestamp": "2025-07-14T12:35:01.531000" + }, + { + "epoch": 2438, + "batch_idx": 32, + "loss": 0.345823734998703, + "learning_rate": 0.00011374401816106796, + "timestep_mean": 463.53125, + "epsilon_norm": 8.201701164245605, + "prediction_norm": 6.640706539154053, + "timestamp": "2025-07-14T12:35:01.535849" + }, + { + "epoch": 2438, + "batch_idx": 64, + "loss": 0.32829323410987854, + "learning_rate": 0.00011374401816106796, + "timestep_mean": 540.09375, + "epsilon_norm": 8.224358558654785, + "prediction_norm": 7.213184356689453, + "timestamp": "2025-07-14T12:35:01.540771" + }, + { + "epoch": 2438, + "batch_idx": 96, + "loss": 0.29845869541168213, + "learning_rate": 0.00011374401816106796, + "timestep_mean": 478.59375, + "epsilon_norm": 7.6034417152404785, + "prediction_norm": 6.029084205627441, + "timestamp": "2025-07-14T12:35:01.545629" + }, + { + "epoch": 2438, + "batch_idx": 128, + "loss": 0.12383396178483963, + "learning_rate": 0.00011374401816106796, + "timestep_mean": 580.375, + "epsilon_norm": 7.672112464904785, + "prediction_norm": 7.010031223297119, + "timestamp": "2025-07-14T12:35:01.550689" + }, + { + "epoch": 2438, + "batch_idx": 160, + "loss": 0.17598553001880646, + "learning_rate": 0.00011374401816106796, + "timestep_mean": 552.375, + "epsilon_norm": 7.203334808349609, + "prediction_norm": 6.009214401245117, + "timestamp": "2025-07-14T12:35:01.555738" + }, + { + "epoch": 2438, + "batch_idx": 192, + "loss": 0.8294931650161743, + "learning_rate": 0.00011374401816106796, + "timestep_mean": 299.375, + "epsilon_norm": 5.149986743927002, + "prediction_norm": 3.5075812339782715, + "timestamp": "2025-07-14T12:35:01.560858" + }, + { + "epoch": 2439, + "batch_idx": 0, + "loss": 0.2683534324169159, + "learning_rate": 0.00011424322247833604, + "timestep_mean": 542.96875, + "epsilon_norm": 8.226052284240723, + "prediction_norm": 6.845093250274658, + "timestamp": "2025-07-14T12:35:01.566029" + }, + { + "epoch": 2439, + "batch_idx": 32, + "loss": 0.22832077741622925, + "learning_rate": 0.00011424322247833604, + "timestep_mean": 487.03125, + "epsilon_norm": 8.500219345092773, + "prediction_norm": 7.3384928703308105, + "timestamp": "2025-07-14T12:35:01.571273" + }, + { + "epoch": 2439, + "batch_idx": 64, + "loss": 0.2013191282749176, + "learning_rate": 0.00011424322247833604, + "timestep_mean": 515.09375, + "epsilon_norm": 6.647977828979492, + "prediction_norm": 5.1211042404174805, + "timestamp": "2025-07-14T12:35:01.576473" + }, + { + "epoch": 2439, + "batch_idx": 96, + "loss": 0.2353399693965912, + "learning_rate": 0.00011424322247833604, + "timestep_mean": 509.8125, + "epsilon_norm": 8.28689956665039, + "prediction_norm": 6.975816249847412, + "timestamp": "2025-07-14T12:35:01.581692" + }, + { + "epoch": 2439, + "batch_idx": 128, + "loss": 0.2030852884054184, + "learning_rate": 0.00011424322247833604, + "timestep_mean": 482.0625, + "epsilon_norm": 7.8138837814331055, + "prediction_norm": 7.364253520965576, + "timestamp": "2025-07-14T12:35:01.586828" + }, + { + "epoch": 2439, + "batch_idx": 160, + "loss": 0.30449938774108887, + "learning_rate": 0.00011424322247833604, + "timestep_mean": 543.84375, + "epsilon_norm": 8.066267013549805, + "prediction_norm": 6.501518726348877, + "timestamp": "2025-07-14T12:35:01.592030" + }, + { + "epoch": 2439, + "batch_idx": 192, + "loss": 0.054512668401002884, + "learning_rate": 0.00011424322247833604, + "timestep_mean": 676.75, + "epsilon_norm": 3.7226803302764893, + "prediction_norm": 3.3582448959350586, + "timestamp": "2025-07-14T12:35:01.597132" + }, + { + "epoch": 2440, + "batch_idx": 0, + "loss": 0.2583111822605133, + "learning_rate": 0.00011474337861210564, + "timestep_mean": 466.375, + "epsilon_norm": 7.783985137939453, + "prediction_norm": 6.408865928649902, + "timestamp": "2025-07-14T12:35:01.602419" + }, + { + "epoch": 2440, + "batch_idx": 32, + "loss": 0.28008222579956055, + "learning_rate": 0.00011474337861210564, + "timestep_mean": 449.0, + "epsilon_norm": 9.519798278808594, + "prediction_norm": 8.193316459655762, + "timestamp": "2025-07-14T12:35:01.607632" + }, + { + "epoch": 2440, + "batch_idx": 64, + "loss": 0.18679118156433105, + "learning_rate": 0.00011474337861210564, + "timestep_mean": 500.34375, + "epsilon_norm": 7.746826171875, + "prediction_norm": 6.597161769866943, + "timestamp": "2025-07-14T12:35:01.612992" + }, + { + "epoch": 2440, + "batch_idx": 96, + "loss": 0.17203021049499512, + "learning_rate": 0.00011474337861210564, + "timestep_mean": 543.625, + "epsilon_norm": 7.8908305168151855, + "prediction_norm": 7.509161949157715, + "timestamp": "2025-07-14T12:35:01.618161" + }, + { + "epoch": 2440, + "batch_idx": 128, + "loss": 0.4362209439277649, + "learning_rate": 0.00011474337861210564, + "timestep_mean": 419.375, + "epsilon_norm": 8.336905479431152, + "prediction_norm": 6.491598606109619, + "timestamp": "2025-07-14T12:35:01.623388" + }, + { + "epoch": 2440, + "batch_idx": 160, + "loss": 0.3045197129249573, + "learning_rate": 0.00011474337861210564, + "timestep_mean": 557.5, + "epsilon_norm": 8.237517356872559, + "prediction_norm": 7.262665271759033, + "timestamp": "2025-07-14T12:35:01.628623" + }, + { + "epoch": 2440, + "batch_idx": 192, + "loss": 0.12615209817886353, + "learning_rate": 0.00011474337861210564, + "timestep_mean": 720.25, + "epsilon_norm": 3.8331258296966553, + "prediction_norm": 3.6696107387542725, + "timestamp": "2025-07-14T12:35:01.633745" + }, + { + "epoch": 2441, + "batch_idx": 0, + "loss": 0.19842490553855896, + "learning_rate": 0.00011524448532829124, + "timestep_mean": 529.5625, + "epsilon_norm": 7.2961106300354, + "prediction_norm": 6.351016044616699, + "timestamp": "2025-07-14T12:35:01.638937" + }, + { + "epoch": 2441, + "batch_idx": 32, + "loss": 0.17072361707687378, + "learning_rate": 0.00011524448532829124, + "timestep_mean": 502.03125, + "epsilon_norm": 7.946102142333984, + "prediction_norm": 6.815952777862549, + "timestamp": "2025-07-14T12:35:01.644150" + }, + { + "epoch": 2441, + "batch_idx": 64, + "loss": 0.12002622336149216, + "learning_rate": 0.00011524448532829124, + "timestep_mean": 618.40625, + "epsilon_norm": 8.820160865783691, + "prediction_norm": 8.346170425415039, + "timestamp": "2025-07-14T12:35:01.649416" + }, + { + "epoch": 2441, + "batch_idx": 96, + "loss": 0.16103875637054443, + "learning_rate": 0.00011524448532829124, + "timestep_mean": 466.09375, + "epsilon_norm": 7.531209468841553, + "prediction_norm": 6.454870700836182, + "timestamp": "2025-07-14T12:35:01.654694" + }, + { + "epoch": 2441, + "batch_idx": 128, + "loss": 0.13814213871955872, + "learning_rate": 0.00011524448532829124, + "timestep_mean": 587.34375, + "epsilon_norm": 7.786414623260498, + "prediction_norm": 7.551868915557861, + "timestamp": "2025-07-14T12:35:01.659959" + }, + { + "epoch": 2441, + "batch_idx": 160, + "loss": 0.3866683542728424, + "learning_rate": 0.00011524448532829124, + "timestep_mean": 503.375, + "epsilon_norm": 7.647299766540527, + "prediction_norm": 5.4589996337890625, + "timestamp": "2025-07-14T12:35:01.665113" + }, + { + "epoch": 2441, + "batch_idx": 192, + "loss": 0.42643406987190247, + "learning_rate": 0.00011524448532829124, + "timestep_mean": 557.0, + "epsilon_norm": 4.399971008300781, + "prediction_norm": 3.7029807567596436, + "timestamp": "2025-07-14T12:35:01.670335" + }, + { + "epoch": 2442, + "batch_idx": 0, + "loss": 0.22312641143798828, + "learning_rate": 0.00011574654139046193, + "timestep_mean": 540.6875, + "epsilon_norm": 7.663031101226807, + "prediction_norm": 6.893436431884766, + "timestamp": "2025-07-14T12:35:01.675516" + }, + { + "epoch": 2442, + "batch_idx": 32, + "loss": 0.17888516187667847, + "learning_rate": 0.00011574654139046193, + "timestep_mean": 511.625, + "epsilon_norm": 7.4375810623168945, + "prediction_norm": 6.1665778160095215, + "timestamp": "2025-07-14T12:35:01.680609" + }, + { + "epoch": 2442, + "batch_idx": 64, + "loss": 0.18456143140792847, + "learning_rate": 0.00011574654139046193, + "timestep_mean": 519.46875, + "epsilon_norm": 7.3689656257629395, + "prediction_norm": 6.344102382659912, + "timestamp": "2025-07-14T12:35:01.685831" + }, + { + "epoch": 2442, + "batch_idx": 96, + "loss": 0.2748505175113678, + "learning_rate": 0.00011574654139046193, + "timestep_mean": 534.15625, + "epsilon_norm": 7.885654926300049, + "prediction_norm": 6.904541492462158, + "timestamp": "2025-07-14T12:35:01.691019" + }, + { + "epoch": 2442, + "batch_idx": 128, + "loss": 0.2959240674972534, + "learning_rate": 0.00011574654139046193, + "timestep_mean": 472.1875, + "epsilon_norm": 8.942230224609375, + "prediction_norm": 7.7943501472473145, + "timestamp": "2025-07-14T12:35:01.696360" + }, + { + "epoch": 2442, + "batch_idx": 160, + "loss": 0.30888718366622925, + "learning_rate": 0.00011574654139046193, + "timestep_mean": 473.78125, + "epsilon_norm": 7.455313205718994, + "prediction_norm": 6.333010673522949, + "timestamp": "2025-07-14T12:35:01.701587" + }, + { + "epoch": 2442, + "batch_idx": 192, + "loss": 0.06651313602924347, + "learning_rate": 0.00011574654139046193, + "timestep_mean": 455.25, + "epsilon_norm": 3.6286513805389404, + "prediction_norm": 3.7790772914886475, + "timestamp": "2025-07-14T12:35:01.706719" + }, + { + "epoch": 2443, + "batch_idx": 0, + "loss": 0.2762299180030823, + "learning_rate": 0.00011624954555984431, + "timestep_mean": 375.90625, + "epsilon_norm": 7.293359279632568, + "prediction_norm": 5.940226078033447, + "timestamp": "2025-07-14T12:35:01.711992" + }, + { + "epoch": 2443, + "batch_idx": 32, + "loss": 0.19896841049194336, + "learning_rate": 0.00011624954555984431, + "timestep_mean": 564.03125, + "epsilon_norm": 9.026312828063965, + "prediction_norm": 8.103549003601074, + "timestamp": "2025-07-14T12:35:01.717144" + }, + { + "epoch": 2443, + "batch_idx": 64, + "loss": 0.19237640500068665, + "learning_rate": 0.00011624954555984431, + "timestep_mean": 528.25, + "epsilon_norm": 7.812472820281982, + "prediction_norm": 7.1443681716918945, + "timestamp": "2025-07-14T12:35:01.722227" + }, + { + "epoch": 2443, + "batch_idx": 96, + "loss": 0.26920920610427856, + "learning_rate": 0.00011624954555984431, + "timestep_mean": 430.34375, + "epsilon_norm": 7.23307991027832, + "prediction_norm": 6.074281215667725, + "timestamp": "2025-07-14T12:35:01.727406" + }, + { + "epoch": 2443, + "batch_idx": 128, + "loss": 0.349540114402771, + "learning_rate": 0.00011624954555984431, + "timestep_mean": 515.09375, + "epsilon_norm": 8.383432388305664, + "prediction_norm": 7.245818614959717, + "timestamp": "2025-07-14T12:35:01.732555" + }, + { + "epoch": 2443, + "batch_idx": 160, + "loss": 0.4105603098869324, + "learning_rate": 0.00011624954555984431, + "timestep_mean": 411.03125, + "epsilon_norm": 7.6998491287231445, + "prediction_norm": 6.064333438873291, + "timestamp": "2025-07-14T12:35:01.737839" + }, + { + "epoch": 2443, + "batch_idx": 192, + "loss": 0.12353186309337616, + "learning_rate": 0.00011624954555984431, + "timestep_mean": 581.25, + "epsilon_norm": 3.6807973384857178, + "prediction_norm": 3.7422025203704834, + "timestamp": "2025-07-14T12:35:01.742920" + }, + { + "epoch": 2444, + "batch_idx": 0, + "loss": 0.3151393532752991, + "learning_rate": 0.00011675349659532537, + "timestep_mean": 517.15625, + "epsilon_norm": 7.463373184204102, + "prediction_norm": 6.170055866241455, + "timestamp": "2025-07-14T12:35:01.748096" + }, + { + "epoch": 2444, + "batch_idx": 32, + "loss": 0.23101720213890076, + "learning_rate": 0.00011675349659532537, + "timestep_mean": 480.34375, + "epsilon_norm": 6.809889793395996, + "prediction_norm": 5.621973991394043, + "timestamp": "2025-07-14T12:35:01.753369" + }, + { + "epoch": 2444, + "batch_idx": 64, + "loss": 0.29423317313194275, + "learning_rate": 0.00011675349659532537, + "timestep_mean": 441.8125, + "epsilon_norm": 7.687393665313721, + "prediction_norm": 6.229788303375244, + "timestamp": "2025-07-14T12:35:01.758578" + }, + { + "epoch": 2444, + "batch_idx": 96, + "loss": 0.3777468204498291, + "learning_rate": 0.00011675349659532537, + "timestep_mean": 517.34375, + "epsilon_norm": 8.200098037719727, + "prediction_norm": 6.237639904022217, + "timestamp": "2025-07-14T12:35:01.763814" + }, + { + "epoch": 2444, + "batch_idx": 128, + "loss": 0.14662858843803406, + "learning_rate": 0.00011675349659532537, + "timestep_mean": 513.46875, + "epsilon_norm": 7.038150787353516, + "prediction_norm": 6.636003017425537, + "timestamp": "2025-07-14T12:35:01.769081" + }, + { + "epoch": 2444, + "batch_idx": 160, + "loss": 0.10520614683628082, + "learning_rate": 0.00011675349659532537, + "timestep_mean": 594.71875, + "epsilon_norm": 7.812488079071045, + "prediction_norm": 7.41293478012085, + "timestamp": "2025-07-14T12:35:01.774242" + }, + { + "epoch": 2444, + "batch_idx": 192, + "loss": 0.4970133304595947, + "learning_rate": 0.00011675349659532537, + "timestep_mean": 683.625, + "epsilon_norm": 3.482367753982544, + "prediction_norm": 2.9527359008789062, + "timestamp": "2025-07-14T12:35:01.779499" + }, + { + "epoch": 2445, + "batch_idx": 0, + "loss": 0.20443248748779297, + "learning_rate": 0.00011725839325345616, + "timestep_mean": 529.65625, + "epsilon_norm": 8.459090232849121, + "prediction_norm": 7.930041313171387, + "timestamp": "2025-07-14T12:35:01.784739" + }, + { + "epoch": 2445, + "batch_idx": 32, + "loss": 0.2399139702320099, + "learning_rate": 0.00011725839325345616, + "timestep_mean": 516.03125, + "epsilon_norm": 8.056048393249512, + "prediction_norm": 7.026374340057373, + "timestamp": "2025-07-14T12:35:01.789945" + }, + { + "epoch": 2445, + "batch_idx": 64, + "loss": 0.19921502470970154, + "learning_rate": 0.00011725839325345616, + "timestep_mean": 512.59375, + "epsilon_norm": 7.79231071472168, + "prediction_norm": 6.582043647766113, + "timestamp": "2025-07-14T12:35:01.795182" + }, + { + "epoch": 2445, + "batch_idx": 96, + "loss": 0.17261143028736115, + "learning_rate": 0.00011725839325345616, + "timestep_mean": 588.90625, + "epsilon_norm": 7.146630764007568, + "prediction_norm": 6.639585971832275, + "timestamp": "2025-07-14T12:35:01.800335" + }, + { + "epoch": 2445, + "batch_idx": 128, + "loss": 0.2941754460334778, + "learning_rate": 0.00011725839325345616, + "timestep_mean": 452.625, + "epsilon_norm": 8.0795316696167, + "prediction_norm": 6.259666919708252, + "timestamp": "2025-07-14T12:35:01.805478" + }, + { + "epoch": 2445, + "batch_idx": 160, + "loss": 0.3569191098213196, + "learning_rate": 0.00011725839325345616, + "timestep_mean": 506.09375, + "epsilon_norm": 8.53960132598877, + "prediction_norm": 6.909661293029785, + "timestamp": "2025-07-14T12:35:01.810736" + }, + { + "epoch": 2445, + "batch_idx": 192, + "loss": 0.29849773645401, + "learning_rate": 0.00011725839325345616, + "timestep_mean": 515.75, + "epsilon_norm": 3.771517515182495, + "prediction_norm": 3.4530956745147705, + "timestamp": "2025-07-14T12:35:01.815929" + }, + { + "epoch": 2446, + "batch_idx": 0, + "loss": 0.3386671245098114, + "learning_rate": 0.0001177642342884544, + "timestep_mean": 500.5, + "epsilon_norm": 8.612578392028809, + "prediction_norm": 6.745696544647217, + "timestamp": "2025-07-14T12:35:01.821173" + }, + { + "epoch": 2446, + "batch_idx": 32, + "loss": 0.13108614087104797, + "learning_rate": 0.0001177642342884544, + "timestep_mean": 575.09375, + "epsilon_norm": 7.56110954284668, + "prediction_norm": 6.658706188201904, + "timestamp": "2025-07-14T12:35:01.826323" + }, + { + "epoch": 2446, + "batch_idx": 64, + "loss": 0.2846083641052246, + "learning_rate": 0.0001177642342884544, + "timestep_mean": 453.875, + "epsilon_norm": 8.341777801513672, + "prediction_norm": 7.24361515045166, + "timestamp": "2025-07-14T12:35:01.831479" + }, + { + "epoch": 2446, + "batch_idx": 96, + "loss": 0.1873682737350464, + "learning_rate": 0.0001177642342884544, + "timestep_mean": 632.90625, + "epsilon_norm": 7.752226829528809, + "prediction_norm": 7.400733947753906, + "timestamp": "2025-07-14T12:35:01.836689" + }, + { + "epoch": 2446, + "batch_idx": 128, + "loss": 0.4129239022731781, + "learning_rate": 0.0001177642342884544, + "timestep_mean": 463.46875, + "epsilon_norm": 7.129493713378906, + "prediction_norm": 5.599897384643555, + "timestamp": "2025-07-14T12:35:01.841815" + }, + { + "epoch": 2446, + "batch_idx": 160, + "loss": 0.43138018250465393, + "learning_rate": 0.0001177642342884544, + "timestep_mean": 437.65625, + "epsilon_norm": 8.561220169067383, + "prediction_norm": 6.615943908691406, + "timestamp": "2025-07-14T12:35:01.846913" + }, + { + "epoch": 2446, + "batch_idx": 192, + "loss": 0.2794128656387329, + "learning_rate": 0.0001177642342884544, + "timestep_mean": 305.875, + "epsilon_norm": 3.887022018432617, + "prediction_norm": 3.8563761711120605, + "timestamp": "2025-07-14T12:35:01.852134" + }, + { + "epoch": 2447, + "batch_idx": 0, + "loss": 0.23504197597503662, + "learning_rate": 0.00011827101845220762, + "timestep_mean": 451.4375, + "epsilon_norm": 7.711744785308838, + "prediction_norm": 6.642643451690674, + "timestamp": "2025-07-14T12:35:01.857348" + }, + { + "epoch": 2447, + "batch_idx": 32, + "loss": 0.30629870295524597, + "learning_rate": 0.00011827101845220762, + "timestep_mean": 422.90625, + "epsilon_norm": 7.9787468910217285, + "prediction_norm": 6.65847635269165, + "timestamp": "2025-07-14T12:35:01.862546" + }, + { + "epoch": 2447, + "batch_idx": 64, + "loss": 0.19280436635017395, + "learning_rate": 0.00011827101845220762, + "timestep_mean": 509.75, + "epsilon_norm": 7.424790859222412, + "prediction_norm": 6.73682975769043, + "timestamp": "2025-07-14T12:35:01.867919" + }, + { + "epoch": 2447, + "batch_idx": 96, + "loss": 0.35943007469177246, + "learning_rate": 0.00011827101845220762, + "timestep_mean": 419.9375, + "epsilon_norm": 7.246563911437988, + "prediction_norm": 6.011947154998779, + "timestamp": "2025-07-14T12:35:01.873141" + }, + { + "epoch": 2447, + "batch_idx": 128, + "loss": 0.2611705958843231, + "learning_rate": 0.00011827101845220762, + "timestep_mean": 534.6875, + "epsilon_norm": 7.927059650421143, + "prediction_norm": 7.157565593719482, + "timestamp": "2025-07-14T12:35:01.878323" + }, + { + "epoch": 2447, + "batch_idx": 160, + "loss": 0.31842148303985596, + "learning_rate": 0.00011827101845220762, + "timestep_mean": 471.125, + "epsilon_norm": 8.917255401611328, + "prediction_norm": 7.4441938400268555, + "timestamp": "2025-07-14T12:35:01.883442" + }, + { + "epoch": 2447, + "batch_idx": 192, + "loss": 0.044643692672252655, + "learning_rate": 0.00011827101845220762, + "timestep_mean": 643.25, + "epsilon_norm": 3.6134886741638184, + "prediction_norm": 3.7695744037628174, + "timestamp": "2025-07-14T12:35:01.888603" + }, + { + "epoch": 2448, + "batch_idx": 0, + "loss": 0.15033569931983948, + "learning_rate": 0.00011877874449427633, + "timestep_mean": 489.84375, + "epsilon_norm": 7.9823198318481445, + "prediction_norm": 7.258111476898193, + "timestamp": "2025-07-14T12:35:01.893987" + }, + { + "epoch": 2448, + "batch_idx": 32, + "loss": 0.3117706775665283, + "learning_rate": 0.00011877874449427633, + "timestep_mean": 541.21875, + "epsilon_norm": 8.170528411865234, + "prediction_norm": 6.583456993103027, + "timestamp": "2025-07-14T12:35:01.899232" + }, + { + "epoch": 2448, + "batch_idx": 64, + "loss": 0.2793086767196655, + "learning_rate": 0.00011877874449427633, + "timestep_mean": 441.46875, + "epsilon_norm": 7.606079578399658, + "prediction_norm": 5.987842559814453, + "timestamp": "2025-07-14T12:35:01.904063" + }, + { + "epoch": 2448, + "batch_idx": 96, + "loss": 0.26339030265808105, + "learning_rate": 0.00011877874449427633, + "timestep_mean": 422.53125, + "epsilon_norm": 8.191171646118164, + "prediction_norm": 6.743055820465088, + "timestamp": "2025-07-14T12:35:01.909034" + }, + { + "epoch": 2448, + "batch_idx": 128, + "loss": 0.1648806780576706, + "learning_rate": 0.00011877874449427633, + "timestep_mean": 474.65625, + "epsilon_norm": 6.10366153717041, + "prediction_norm": 5.262767314910889, + "timestamp": "2025-07-14T12:35:01.913868" + }, + { + "epoch": 2448, + "batch_idx": 160, + "loss": 0.305125892162323, + "learning_rate": 0.00011877874449427633, + "timestep_mean": 463.28125, + "epsilon_norm": 8.706451416015625, + "prediction_norm": 7.145885944366455, + "timestamp": "2025-07-14T12:35:01.918773" + }, + { + "epoch": 2448, + "batch_idx": 192, + "loss": 0.16742563247680664, + "learning_rate": 0.00011877874449427633, + "timestep_mean": 470.75, + "epsilon_norm": 3.7074339389801025, + "prediction_norm": 3.8757290840148926, + "timestamp": "2025-07-14T12:35:01.923642" + }, + { + "epoch": 2449, + "batch_idx": 0, + "loss": 0.26448583602905273, + "learning_rate": 0.00011928741116189667, + "timestep_mean": 445.6875, + "epsilon_norm": 7.435739040374756, + "prediction_norm": 6.037808418273926, + "timestamp": "2025-07-14T12:35:01.928558" + }, + { + "epoch": 2449, + "batch_idx": 32, + "loss": 0.3040798306465149, + "learning_rate": 0.00011928741116189667, + "timestep_mean": 460.875, + "epsilon_norm": 7.924905776977539, + "prediction_norm": 6.712686538696289, + "timestamp": "2025-07-14T12:35:01.933460" + }, + { + "epoch": 2449, + "batch_idx": 64, + "loss": 0.22828778624534607, + "learning_rate": 0.00011928741116189667, + "timestep_mean": 465.34375, + "epsilon_norm": 7.9705424308776855, + "prediction_norm": 6.609892845153809, + "timestamp": "2025-07-14T12:35:01.938345" + }, + { + "epoch": 2449, + "batch_idx": 96, + "loss": 0.26654431223869324, + "learning_rate": 0.00011928741116189667, + "timestep_mean": 427.28125, + "epsilon_norm": 8.649686813354492, + "prediction_norm": 7.111255168914795, + "timestamp": "2025-07-14T12:35:01.943154" + }, + { + "epoch": 2449, + "batch_idx": 128, + "loss": 0.4146871864795685, + "learning_rate": 0.00011928741116189667, + "timestep_mean": 445.3125, + "epsilon_norm": 6.280467510223389, + "prediction_norm": 4.660019397735596, + "timestamp": "2025-07-14T12:35:01.948005" + }, + { + "epoch": 2449, + "batch_idx": 160, + "loss": 0.12448625266551971, + "learning_rate": 0.00011928741116189667, + "timestep_mean": 578.5625, + "epsilon_norm": 7.9583330154418945, + "prediction_norm": 7.255730152130127, + "timestamp": "2025-07-14T12:35:01.952882" + }, + { + "epoch": 2449, + "batch_idx": 192, + "loss": 0.12866398692131042, + "learning_rate": 0.00011928741116189667, + "timestep_mean": 406.375, + "epsilon_norm": 3.4218060970306396, + "prediction_norm": 3.4788780212402344, + "timestamp": "2025-07-14T12:35:01.957681" + }, + { + "epoch": 2450, + "batch_idx": 0, + "loss": 0.28828567266464233, + "learning_rate": 0.00011979701719998477, + "timestep_mean": 502.34375, + "epsilon_norm": 8.228168487548828, + "prediction_norm": 6.946310043334961, + "timestamp": "2025-07-14T12:35:01.962499" + }, + { + "epoch": 2450, + "batch_idx": 32, + "loss": 0.25345107913017273, + "learning_rate": 0.00011979701719998477, + "timestep_mean": 477.25, + "epsilon_norm": 7.612403869628906, + "prediction_norm": 5.872077941894531, + "timestamp": "2025-07-14T12:35:01.967399" + }, + { + "epoch": 2450, + "batch_idx": 64, + "loss": 0.2660129964351654, + "learning_rate": 0.00011979701719998477, + "timestep_mean": 528.625, + "epsilon_norm": 8.739164352416992, + "prediction_norm": 7.176982402801514, + "timestamp": "2025-07-14T12:35:01.972293" + }, + { + "epoch": 2450, + "batch_idx": 96, + "loss": 0.2872915267944336, + "learning_rate": 0.00011979701719998477, + "timestep_mean": 453.96875, + "epsilon_norm": 7.618276119232178, + "prediction_norm": 6.1062421798706055, + "timestamp": "2025-07-14T12:35:01.977307" + }, + { + "epoch": 2450, + "batch_idx": 128, + "loss": 0.2881648540496826, + "learning_rate": 0.00011979701719998477, + "timestep_mean": 455.25, + "epsilon_norm": 6.602522373199463, + "prediction_norm": 5.292232513427734, + "timestamp": "2025-07-14T12:35:01.982471" + }, + { + "epoch": 2450, + "batch_idx": 160, + "loss": 0.30915626883506775, + "learning_rate": 0.00011979701719998477, + "timestep_mean": 439.90625, + "epsilon_norm": 8.083280563354492, + "prediction_norm": 6.571258068084717, + "timestamp": "2025-07-14T12:35:01.987596" + }, + { + "epoch": 2450, + "batch_idx": 192, + "loss": 0.2526637017726898, + "learning_rate": 0.00011979701719998477, + "timestep_mean": 440.25, + "epsilon_norm": 4.361123561859131, + "prediction_norm": 3.4958369731903076, + "timestamp": "2025-07-14T12:35:01.992850" + }, + { + "epoch": 2451, + "batch_idx": 0, + "loss": 0.08840682357549667, + "learning_rate": 0.00012030756135113802, + "timestep_mean": 612.28125, + "epsilon_norm": 8.09911060333252, + "prediction_norm": 7.430865287780762, + "timestamp": "2025-07-14T12:35:01.997948" + }, + { + "epoch": 2451, + "batch_idx": 32, + "loss": 0.24222087860107422, + "learning_rate": 0.00012030756135113802, + "timestep_mean": 498.34375, + "epsilon_norm": 7.790632247924805, + "prediction_norm": 6.8545637130737305, + "timestamp": "2025-07-14T12:35:02.003066" + }, + { + "epoch": 2451, + "batch_idx": 64, + "loss": 0.39488983154296875, + "learning_rate": 0.00012030756135113802, + "timestep_mean": 472.34375, + "epsilon_norm": 8.412405014038086, + "prediction_norm": 6.13068962097168, + "timestamp": "2025-07-14T12:35:02.008188" + }, + { + "epoch": 2451, + "batch_idx": 96, + "loss": 0.43873506784439087, + "learning_rate": 0.00012030756135113802, + "timestep_mean": 449.71875, + "epsilon_norm": 8.130945205688477, + "prediction_norm": 5.707583904266357, + "timestamp": "2025-07-14T12:35:02.013441" + }, + { + "epoch": 2451, + "batch_idx": 128, + "loss": 0.470216304063797, + "learning_rate": 0.00012030756135113802, + "timestep_mean": 456.96875, + "epsilon_norm": 8.479568481445312, + "prediction_norm": 7.19067907333374, + "timestamp": "2025-07-14T12:35:02.018665" + }, + { + "epoch": 2451, + "batch_idx": 160, + "loss": 0.34113410115242004, + "learning_rate": 0.00012030756135113802, + "timestep_mean": 471.40625, + "epsilon_norm": 7.1538872718811035, + "prediction_norm": 5.520803928375244, + "timestamp": "2025-07-14T12:35:02.023930" + }, + { + "epoch": 2451, + "batch_idx": 192, + "loss": 0.2958083152770996, + "learning_rate": 0.00012030756135113802, + "timestep_mean": 420.0, + "epsilon_norm": 3.4698123931884766, + "prediction_norm": 2.892650604248047, + "timestamp": "2025-07-14T12:35:02.029090" + }, + { + "epoch": 2452, + "batch_idx": 0, + "loss": 0.3336867690086365, + "learning_rate": 0.00012081904235563924, + "timestep_mean": 481.875, + "epsilon_norm": 9.013975143432617, + "prediction_norm": 6.953216552734375, + "timestamp": "2025-07-14T12:35:02.034322" + }, + { + "epoch": 2452, + "batch_idx": 32, + "loss": 0.1575891077518463, + "learning_rate": 0.00012081904235563924, + "timestep_mean": 555.5, + "epsilon_norm": 8.479726791381836, + "prediction_norm": 7.067138195037842, + "timestamp": "2025-07-14T12:35:02.039312" + }, + { + "epoch": 2452, + "batch_idx": 64, + "loss": 0.34678536653518677, + "learning_rate": 0.00012081904235563924, + "timestep_mean": 487.15625, + "epsilon_norm": 7.254392623901367, + "prediction_norm": 5.6236491203308105, + "timestamp": "2025-07-14T12:35:02.044394" + }, + { + "epoch": 2452, + "batch_idx": 96, + "loss": 0.3017466068267822, + "learning_rate": 0.00012081904235563924, + "timestep_mean": 538.3125, + "epsilon_norm": 8.005066871643066, + "prediction_norm": 6.714557647705078, + "timestamp": "2025-07-14T12:35:02.049536" + }, + { + "epoch": 2452, + "batch_idx": 128, + "loss": 0.2718156576156616, + "learning_rate": 0.00012081904235563924, + "timestep_mean": 482.46875, + "epsilon_norm": 7.944308280944824, + "prediction_norm": 6.356270790100098, + "timestamp": "2025-07-14T12:35:02.054644" + }, + { + "epoch": 2452, + "batch_idx": 160, + "loss": 0.32511022686958313, + "learning_rate": 0.00012081904235563924, + "timestep_mean": 488.59375, + "epsilon_norm": 6.870295524597168, + "prediction_norm": 5.932827472686768, + "timestamp": "2025-07-14T12:35:02.059536" + }, + { + "epoch": 2452, + "batch_idx": 192, + "loss": 0.2622101306915283, + "learning_rate": 0.00012081904235563924, + "timestep_mean": 546.5, + "epsilon_norm": 5.277894496917725, + "prediction_norm": 4.270263195037842, + "timestamp": "2025-07-14T12:35:02.064413" + }, + { + "epoch": 2453, + "batch_idx": 0, + "loss": 0.10667730122804642, + "learning_rate": 0.0001213314589514605, + "timestep_mean": 457.0, + "epsilon_norm": 6.704412937164307, + "prediction_norm": 6.173722267150879, + "timestamp": "2025-07-14T12:35:02.069276" + }, + { + "epoch": 2453, + "batch_idx": 32, + "loss": 0.21566739678382874, + "learning_rate": 0.0001213314589514605, + "timestep_mean": 451.9375, + "epsilon_norm": 7.155894756317139, + "prediction_norm": 5.881345272064209, + "timestamp": "2025-07-14T12:35:02.074246" + }, + { + "epoch": 2453, + "batch_idx": 64, + "loss": 0.3368580937385559, + "learning_rate": 0.0001213314589514605, + "timestep_mean": 462.3125, + "epsilon_norm": 7.651257038116455, + "prediction_norm": 6.201758861541748, + "timestamp": "2025-07-14T12:35:02.079236" + }, + { + "epoch": 2453, + "batch_idx": 96, + "loss": 0.17710748314857483, + "learning_rate": 0.0001213314589514605, + "timestep_mean": 515.71875, + "epsilon_norm": 7.705346584320068, + "prediction_norm": 7.245475769042969, + "timestamp": "2025-07-14T12:35:02.084321" + }, + { + "epoch": 2453, + "batch_idx": 128, + "loss": 0.3241856098175049, + "learning_rate": 0.0001213314589514605, + "timestep_mean": 450.65625, + "epsilon_norm": 7.987658977508545, + "prediction_norm": 6.595913887023926, + "timestamp": "2025-07-14T12:35:02.089441" + }, + { + "epoch": 2453, + "batch_idx": 160, + "loss": 0.2533065378665924, + "learning_rate": 0.0001213314589514605, + "timestep_mean": 480.3125, + "epsilon_norm": 7.660891532897949, + "prediction_norm": 6.152774810791016, + "timestamp": "2025-07-14T12:35:02.094561" + }, + { + "epoch": 2453, + "batch_idx": 192, + "loss": 0.3701131343841553, + "learning_rate": 0.0001213314589514605, + "timestep_mean": 509.875, + "epsilon_norm": 5.46207857131958, + "prediction_norm": 4.2425217628479, + "timestamp": "2025-07-14T12:35:02.099665" + }, + { + "epoch": 2454, + "batch_idx": 0, + "loss": 0.21584096550941467, + "learning_rate": 0.00012184480987426431, + "timestep_mean": 468.4375, + "epsilon_norm": 6.368538856506348, + "prediction_norm": 5.281220436096191, + "timestamp": "2025-07-14T12:35:02.104889" + }, + { + "epoch": 2454, + "batch_idx": 32, + "loss": 0.12907299399375916, + "learning_rate": 0.00012184480987426431, + "timestep_mean": 650.0625, + "epsilon_norm": 6.643771171569824, + "prediction_norm": 6.013856410980225, + "timestamp": "2025-07-14T12:35:02.110051" + }, + { + "epoch": 2454, + "batch_idx": 64, + "loss": 0.25211501121520996, + "learning_rate": 0.00012184480987426431, + "timestep_mean": 528.6875, + "epsilon_norm": 7.4034199714660645, + "prediction_norm": 6.4757161140441895, + "timestamp": "2025-07-14T12:35:02.115176" + }, + { + "epoch": 2454, + "batch_idx": 96, + "loss": 0.29583877325057983, + "learning_rate": 0.00012184480987426431, + "timestep_mean": 484.15625, + "epsilon_norm": 8.56266975402832, + "prediction_norm": 7.433845520019531, + "timestamp": "2025-07-14T12:35:02.120388" + }, + { + "epoch": 2454, + "batch_idx": 128, + "loss": 0.40132391452789307, + "learning_rate": 0.00012184480987426431, + "timestep_mean": 420.75, + "epsilon_norm": 9.30656623840332, + "prediction_norm": 7.328925609588623, + "timestamp": "2025-07-14T12:35:02.125736" + }, + { + "epoch": 2454, + "batch_idx": 160, + "loss": 0.4157812297344208, + "learning_rate": 0.00012184480987426431, + "timestep_mean": 480.5625, + "epsilon_norm": 10.14206314086914, + "prediction_norm": 8.822874069213867, + "timestamp": "2025-07-14T12:35:02.130970" + }, + { + "epoch": 2454, + "batch_idx": 192, + "loss": 0.3211105465888977, + "learning_rate": 0.00012184480987426431, + "timestep_mean": 528.625, + "epsilon_norm": 4.748392105102539, + "prediction_norm": 3.792182683944702, + "timestamp": "2025-07-14T12:35:02.136137" + }, + { + "epoch": 2455, + "batch_idx": 0, + "loss": 0.2845459282398224, + "learning_rate": 0.00012235909385740844, + "timestep_mean": 463.75, + "epsilon_norm": 6.857561111450195, + "prediction_norm": 5.647461891174316, + "timestamp": "2025-07-14T12:35:02.141298" + }, + { + "epoch": 2455, + "batch_idx": 32, + "loss": 0.29362332820892334, + "learning_rate": 0.00012235909385740844, + "timestep_mean": 480.71875, + "epsilon_norm": 9.259476661682129, + "prediction_norm": 8.036994934082031, + "timestamp": "2025-07-14T12:35:02.146639" + }, + { + "epoch": 2455, + "batch_idx": 64, + "loss": 0.20062188804149628, + "learning_rate": 0.00012235909385740844, + "timestep_mean": 546.78125, + "epsilon_norm": 7.243244647979736, + "prediction_norm": 6.970165252685547, + "timestamp": "2025-07-14T12:35:02.151786" + }, + { + "epoch": 2455, + "batch_idx": 96, + "loss": 0.3742256164550781, + "learning_rate": 0.00012235909385740844, + "timestep_mean": 531.15625, + "epsilon_norm": 7.8802666664123535, + "prediction_norm": 6.969174385070801, + "timestamp": "2025-07-14T12:35:02.157045" + }, + { + "epoch": 2455, + "batch_idx": 128, + "loss": 0.35159704089164734, + "learning_rate": 0.00012235909385740844, + "timestep_mean": 454.46875, + "epsilon_norm": 7.944408893585205, + "prediction_norm": 6.301984786987305, + "timestamp": "2025-07-14T12:35:02.162209" + }, + { + "epoch": 2455, + "batch_idx": 160, + "loss": 0.22014541923999786, + "learning_rate": 0.00012235909385740844, + "timestep_mean": 495.53125, + "epsilon_norm": 8.154997825622559, + "prediction_norm": 7.356765270233154, + "timestamp": "2025-07-14T12:35:02.167515" + }, + { + "epoch": 2455, + "batch_idx": 192, + "loss": 0.14778771996498108, + "learning_rate": 0.00012235909385740844, + "timestep_mean": 399.75, + "epsilon_norm": 4.529670238494873, + "prediction_norm": 4.127006530761719, + "timestamp": "2025-07-14T12:35:02.172604" + }, + { + "epoch": 2456, + "batch_idx": 0, + "loss": 0.32527095079421997, + "learning_rate": 0.0001228743096319485, + "timestep_mean": 588.34375, + "epsilon_norm": 9.645957946777344, + "prediction_norm": 8.838693618774414, + "timestamp": "2025-07-14T12:35:02.177846" + }, + { + "epoch": 2456, + "batch_idx": 32, + "loss": 0.35148146748542786, + "learning_rate": 0.0001228743096319485, + "timestep_mean": 524.46875, + "epsilon_norm": 9.453474998474121, + "prediction_norm": 7.952197074890137, + "timestamp": "2025-07-14T12:35:02.183043" + }, + { + "epoch": 2456, + "batch_idx": 64, + "loss": 0.2622497081756592, + "learning_rate": 0.0001228743096319485, + "timestep_mean": 561.75, + "epsilon_norm": 7.932262897491455, + "prediction_norm": 6.7969889640808105, + "timestamp": "2025-07-14T12:35:02.188348" + }, + { + "epoch": 2456, + "batch_idx": 96, + "loss": 0.2203179895877838, + "learning_rate": 0.0001228743096319485, + "timestep_mean": 519.46875, + "epsilon_norm": 7.908144474029541, + "prediction_norm": 6.9540276527404785, + "timestamp": "2025-07-14T12:35:02.193516" + }, + { + "epoch": 2456, + "batch_idx": 128, + "loss": 0.2590848207473755, + "learning_rate": 0.0001228743096319485, + "timestep_mean": 548.4375, + "epsilon_norm": 7.921508312225342, + "prediction_norm": 6.701135158538818, + "timestamp": "2025-07-14T12:35:02.198747" + }, + { + "epoch": 2456, + "batch_idx": 160, + "loss": 0.2732360363006592, + "learning_rate": 0.0001228743096319485, + "timestep_mean": 494.1875, + "epsilon_norm": 8.309477806091309, + "prediction_norm": 7.163332939147949, + "timestamp": "2025-07-14T12:35:02.203719" + }, + { + "epoch": 2456, + "batch_idx": 192, + "loss": 0.1567811667919159, + "learning_rate": 0.0001228743096319485, + "timestep_mean": 450.25, + "epsilon_norm": 3.1767685413360596, + "prediction_norm": 2.8750078678131104, + "timestamp": "2025-07-14T12:35:02.208897" + }, + { + "epoch": 2457, + "batch_idx": 0, + "loss": 0.35666579008102417, + "learning_rate": 0.00012339045592664021, + "timestep_mean": 510.84375, + "epsilon_norm": 7.815249443054199, + "prediction_norm": 6.718178749084473, + "timestamp": "2025-07-14T12:35:02.214088" + }, + { + "epoch": 2457, + "batch_idx": 32, + "loss": 0.3708006739616394, + "learning_rate": 0.00012339045592664021, + "timestep_mean": 430.34375, + "epsilon_norm": 9.238631248474121, + "prediction_norm": 8.082058906555176, + "timestamp": "2025-07-14T12:35:02.219298" + }, + { + "epoch": 2457, + "batch_idx": 64, + "loss": 0.2548602223396301, + "learning_rate": 0.00012339045592664021, + "timestep_mean": 459.84375, + "epsilon_norm": 7.952418327331543, + "prediction_norm": 6.637882709503174, + "timestamp": "2025-07-14T12:35:02.224481" + }, + { + "epoch": 2457, + "batch_idx": 96, + "loss": 0.31199342012405396, + "learning_rate": 0.00012339045592664021, + "timestep_mean": 343.625, + "epsilon_norm": 7.469438076019287, + "prediction_norm": 6.361302852630615, + "timestamp": "2025-07-14T12:35:02.229692" + }, + { + "epoch": 2457, + "batch_idx": 128, + "loss": 0.253950297832489, + "learning_rate": 0.00012339045592664021, + "timestep_mean": 454.96875, + "epsilon_norm": 7.349654674530029, + "prediction_norm": 6.468444347381592, + "timestamp": "2025-07-14T12:35:02.234847" + }, + { + "epoch": 2457, + "batch_idx": 160, + "loss": 0.2453647255897522, + "learning_rate": 0.00012339045592664021, + "timestep_mean": 482.78125, + "epsilon_norm": 7.075421333312988, + "prediction_norm": 6.177896976470947, + "timestamp": "2025-07-14T12:35:02.240107" + }, + { + "epoch": 2457, + "batch_idx": 192, + "loss": 0.26393964886665344, + "learning_rate": 0.00012339045592664021, + "timestep_mean": 553.875, + "epsilon_norm": 3.5231754779815674, + "prediction_norm": 2.754969596862793, + "timestamp": "2025-07-14T12:35:02.245220" + }, + { + "epoch": 2458, + "batch_idx": 0, + "loss": 0.38016313314437866, + "learning_rate": 0.00012390753146794458, + "timestep_mean": 497.8125, + "epsilon_norm": 8.215028762817383, + "prediction_norm": 6.792055130004883, + "timestamp": "2025-07-14T12:35:02.250602" + }, + { + "epoch": 2458, + "batch_idx": 32, + "loss": 0.33460092544555664, + "learning_rate": 0.00012390753146794458, + "timestep_mean": 515.40625, + "epsilon_norm": 8.641776084899902, + "prediction_norm": 7.181250095367432, + "timestamp": "2025-07-14T12:35:02.255846" + }, + { + "epoch": 2458, + "batch_idx": 64, + "loss": 0.1625322550535202, + "learning_rate": 0.00012390753146794458, + "timestep_mean": 456.40625, + "epsilon_norm": 6.787511825561523, + "prediction_norm": 5.966763973236084, + "timestamp": "2025-07-14T12:35:02.261019" + }, + { + "epoch": 2458, + "batch_idx": 96, + "loss": 0.1729167103767395, + "learning_rate": 0.00012390753146794458, + "timestep_mean": 508.9375, + "epsilon_norm": 7.659267425537109, + "prediction_norm": 6.809955596923828, + "timestamp": "2025-07-14T12:35:02.266197" + }, + { + "epoch": 2458, + "batch_idx": 128, + "loss": 0.23170851171016693, + "learning_rate": 0.00012390753146794458, + "timestep_mean": 459.71875, + "epsilon_norm": 8.14124584197998, + "prediction_norm": 6.8590779304504395, + "timestamp": "2025-07-14T12:35:02.271404" + }, + { + "epoch": 2458, + "batch_idx": 160, + "loss": 0.22832924127578735, + "learning_rate": 0.00012390753146794458, + "timestep_mean": 445.78125, + "epsilon_norm": 6.942399978637695, + "prediction_norm": 6.301459312438965, + "timestamp": "2025-07-14T12:35:02.276589" + }, + { + "epoch": 2458, + "batch_idx": 192, + "loss": 0.2782389223575592, + "learning_rate": 0.00012390753146794458, + "timestep_mean": 482.125, + "epsilon_norm": 3.394028902053833, + "prediction_norm": 3.1958067417144775, + "timestamp": "2025-07-14T12:35:02.281679" + }, + { + "epoch": 2459, + "batch_idx": 0, + "loss": 0.21800105273723602, + "learning_rate": 0.00012442553498002873, + "timestep_mean": 555.75, + "epsilon_norm": 8.47199535369873, + "prediction_norm": 7.22228479385376, + "timestamp": "2025-07-14T12:35:02.286839" + }, + { + "epoch": 2459, + "batch_idx": 32, + "loss": 0.3183520436286926, + "learning_rate": 0.00012442553498002873, + "timestep_mean": 407.1875, + "epsilon_norm": 8.214045524597168, + "prediction_norm": 7.346040725708008, + "timestamp": "2025-07-14T12:35:02.292235" + }, + { + "epoch": 2459, + "batch_idx": 64, + "loss": 0.20575249195098877, + "learning_rate": 0.00012442553498002873, + "timestep_mean": 444.75, + "epsilon_norm": 7.089128017425537, + "prediction_norm": 6.0320305824279785, + "timestamp": "2025-07-14T12:35:02.297482" + }, + { + "epoch": 2459, + "batch_idx": 96, + "loss": 0.2704889476299286, + "learning_rate": 0.00012442553498002873, + "timestep_mean": 499.5625, + "epsilon_norm": 7.95125675201416, + "prediction_norm": 7.00594425201416, + "timestamp": "2025-07-14T12:35:02.302631" + }, + { + "epoch": 2459, + "batch_idx": 128, + "loss": 0.2899557948112488, + "learning_rate": 0.00012442553498002873, + "timestep_mean": 454.0625, + "epsilon_norm": 7.699699401855469, + "prediction_norm": 5.64699649810791, + "timestamp": "2025-07-14T12:35:02.307849" + }, + { + "epoch": 2459, + "batch_idx": 160, + "loss": 0.4150916039943695, + "learning_rate": 0.00012442553498002873, + "timestep_mean": 502.84375, + "epsilon_norm": 8.394464492797852, + "prediction_norm": 7.010791778564453, + "timestamp": "2025-07-14T12:35:02.313014" + }, + { + "epoch": 2459, + "batch_idx": 192, + "loss": 0.2902872860431671, + "learning_rate": 0.00012442553498002873, + "timestep_mean": 504.5, + "epsilon_norm": 2.404489040374756, + "prediction_norm": 1.5947539806365967, + "timestamp": "2025-07-14T12:35:02.318119" + }, + { + "epoch": 2460, + "batch_idx": 0, + "loss": 0.15847156941890717, + "learning_rate": 0.00012494446518477047, + "timestep_mean": 476.4375, + "epsilon_norm": 8.270755767822266, + "prediction_norm": 7.386885643005371, + "timestamp": "2025-07-14T12:35:02.323227" + }, + { + "epoch": 2460, + "batch_idx": 32, + "loss": 0.1891942024230957, + "learning_rate": 0.00012494446518477047, + "timestep_mean": 537.1875, + "epsilon_norm": 7.681728363037109, + "prediction_norm": 7.038736343383789, + "timestamp": "2025-07-14T12:35:02.328443" + }, + { + "epoch": 2460, + "batch_idx": 64, + "loss": 0.23902229964733124, + "learning_rate": 0.00012494446518477047, + "timestep_mean": 537.875, + "epsilon_norm": 7.097433567047119, + "prediction_norm": 6.036543369293213, + "timestamp": "2025-07-14T12:35:02.333705" + }, + { + "epoch": 2460, + "batch_idx": 96, + "loss": 0.4041679799556732, + "learning_rate": 0.00012494446518477047, + "timestep_mean": 438.03125, + "epsilon_norm": 7.204825401306152, + "prediction_norm": 5.794173717498779, + "timestamp": "2025-07-14T12:35:02.338953" + }, + { + "epoch": 2460, + "batch_idx": 128, + "loss": 0.2269434630870819, + "learning_rate": 0.00012494446518477047, + "timestep_mean": 495.96875, + "epsilon_norm": 7.898746013641357, + "prediction_norm": 6.469267845153809, + "timestamp": "2025-07-14T12:35:02.344154" + }, + { + "epoch": 2460, + "batch_idx": 160, + "loss": 0.31423118710517883, + "learning_rate": 0.00012494446518477047, + "timestep_mean": 537.3125, + "epsilon_norm": 8.11247444152832, + "prediction_norm": 7.143446445465088, + "timestamp": "2025-07-14T12:35:02.349330" + }, + { + "epoch": 2460, + "batch_idx": 192, + "loss": 0.19194790720939636, + "learning_rate": 0.00012494446518477047, + "timestep_mean": 669.125, + "epsilon_norm": 4.652910232543945, + "prediction_norm": 4.335396766662598, + "timestamp": "2025-07-14T12:35:02.354522" + }, + { + "epoch": 2461, + "batch_idx": 0, + "loss": 0.28565114736557007, + "learning_rate": 0.00012546432080176123, + "timestep_mean": 417.5, + "epsilon_norm": 6.505520820617676, + "prediction_norm": 4.729513645172119, + "timestamp": "2025-07-14T12:35:02.359736" + }, + { + "epoch": 2461, + "batch_idx": 32, + "loss": 0.19647252559661865, + "learning_rate": 0.00012546432080176123, + "timestep_mean": 483.1875, + "epsilon_norm": 8.114607810974121, + "prediction_norm": 6.957645416259766, + "timestamp": "2025-07-14T12:35:02.364907" + }, + { + "epoch": 2461, + "batch_idx": 64, + "loss": 0.23667854070663452, + "learning_rate": 0.00012546432080176123, + "timestep_mean": 583.65625, + "epsilon_norm": 8.418851852416992, + "prediction_norm": 7.94557523727417, + "timestamp": "2025-07-14T12:35:02.370143" + }, + { + "epoch": 2461, + "batch_idx": 96, + "loss": 0.4015994966030121, + "learning_rate": 0.00012546432080176123, + "timestep_mean": 542.90625, + "epsilon_norm": 8.558807373046875, + "prediction_norm": 6.9804534912109375, + "timestamp": "2025-07-14T12:35:02.375496" + }, + { + "epoch": 2461, + "batch_idx": 128, + "loss": 0.16521607339382172, + "learning_rate": 0.00012546432080176123, + "timestep_mean": 488.8125, + "epsilon_norm": 6.932889938354492, + "prediction_norm": 6.874530792236328, + "timestamp": "2025-07-14T12:35:02.380710" + }, + { + "epoch": 2461, + "batch_idx": 160, + "loss": 0.24555885791778564, + "learning_rate": 0.00012546432080176123, + "timestep_mean": 464.0, + "epsilon_norm": 8.780512809753418, + "prediction_norm": 7.92612886428833, + "timestamp": "2025-07-14T12:35:02.385928" + }, + { + "epoch": 2461, + "batch_idx": 192, + "loss": 0.2655514180660248, + "learning_rate": 0.00012546432080176123, + "timestep_mean": 559.75, + "epsilon_norm": 4.523105144500732, + "prediction_norm": 3.8043053150177, + "timestamp": "2025-07-14T12:35:02.391116" + }, + { + "epoch": 2462, + "batch_idx": 0, + "loss": 0.22817310690879822, + "learning_rate": 0.00012598510054830908, + "timestep_mean": 568.84375, + "epsilon_norm": 7.771637439727783, + "prediction_norm": 7.518332004547119, + "timestamp": "2025-07-14T12:35:02.396256" + }, + { + "epoch": 2462, + "batch_idx": 32, + "loss": 0.39793020486831665, + "learning_rate": 0.00012598510054830908, + "timestep_mean": 490.0625, + "epsilon_norm": 7.971259593963623, + "prediction_norm": 5.949859142303467, + "timestamp": "2025-07-14T12:35:02.401335" + }, + { + "epoch": 2462, + "batch_idx": 64, + "loss": 0.23074546456336975, + "learning_rate": 0.00012598510054830908, + "timestep_mean": 431.15625, + "epsilon_norm": 7.367683410644531, + "prediction_norm": 6.589780330657959, + "timestamp": "2025-07-14T12:35:02.406173" + }, + { + "epoch": 2462, + "batch_idx": 96, + "loss": 0.3603018820285797, + "learning_rate": 0.00012598510054830908, + "timestep_mean": 442.25, + "epsilon_norm": 8.310344696044922, + "prediction_norm": 6.160833835601807, + "timestamp": "2025-07-14T12:35:02.411069" + }, + { + "epoch": 2462, + "batch_idx": 128, + "loss": 0.22059397399425507, + "learning_rate": 0.00012598510054830908, + "timestep_mean": 520.21875, + "epsilon_norm": 7.9344282150268555, + "prediction_norm": 6.357058525085449, + "timestamp": "2025-07-14T12:35:02.416171" + }, + { + "epoch": 2462, + "batch_idx": 160, + "loss": 0.5547961592674255, + "learning_rate": 0.00012598510054830908, + "timestep_mean": 440.09375, + "epsilon_norm": 8.2705717086792, + "prediction_norm": 6.337059497833252, + "timestamp": "2025-07-14T12:35:02.421152" + }, + { + "epoch": 2462, + "batch_idx": 192, + "loss": 0.06680111587047577, + "learning_rate": 0.00012598510054830908, + "timestep_mean": 656.25, + "epsilon_norm": 2.610085964202881, + "prediction_norm": 2.448606014251709, + "timestamp": "2025-07-14T12:35:02.426328" + }, + { + "epoch": 2463, + "batch_idx": 0, + "loss": 0.2132261097431183, + "learning_rate": 0.00012650680313944145, + "timestep_mean": 529.03125, + "epsilon_norm": 7.665284156799316, + "prediction_norm": 6.016353607177734, + "timestamp": "2025-07-14T12:35:02.431288" + }, + { + "epoch": 2463, + "batch_idx": 32, + "loss": 0.28109851479530334, + "learning_rate": 0.00012650680313944145, + "timestep_mean": 491.59375, + "epsilon_norm": 8.157841682434082, + "prediction_norm": 7.062737464904785, + "timestamp": "2025-07-14T12:35:02.436360" + }, + { + "epoch": 2463, + "batch_idx": 64, + "loss": 0.23179973661899567, + "learning_rate": 0.00012650680313944145, + "timestep_mean": 449.21875, + "epsilon_norm": 7.529074192047119, + "prediction_norm": 6.897960662841797, + "timestamp": "2025-07-14T12:35:02.441249" + }, + { + "epoch": 2463, + "batch_idx": 96, + "loss": 0.4019234776496887, + "learning_rate": 0.00012650680313944145, + "timestep_mean": 409.1875, + "epsilon_norm": 8.803893089294434, + "prediction_norm": 6.423601150512695, + "timestamp": "2025-07-14T12:35:02.446152" + }, + { + "epoch": 2463, + "batch_idx": 128, + "loss": 0.3254210352897644, + "learning_rate": 0.00012650680313944145, + "timestep_mean": 405.4375, + "epsilon_norm": 8.996136665344238, + "prediction_norm": 7.737043380737305, + "timestamp": "2025-07-14T12:35:02.451072" + }, + { + "epoch": 2463, + "batch_idx": 160, + "loss": 0.29478874802589417, + "learning_rate": 0.00012650680313944145, + "timestep_mean": 495.96875, + "epsilon_norm": 7.62346076965332, + "prediction_norm": 6.505724906921387, + "timestamp": "2025-07-14T12:35:02.455935" + }, + { + "epoch": 2463, + "batch_idx": 192, + "loss": 0.300939679145813, + "learning_rate": 0.00012650680313944145, + "timestep_mean": 517.25, + "epsilon_norm": 4.036101341247559, + "prediction_norm": 3.211333751678467, + "timestamp": "2025-07-14T12:35:02.460780" + }, + { + "epoch": 2464, + "batch_idx": 0, + "loss": 0.14342650771141052, + "learning_rate": 0.0001270294272879092, + "timestep_mean": 526.5, + "epsilon_norm": 7.402267932891846, + "prediction_norm": 6.841665267944336, + "timestamp": "2025-07-14T12:35:02.465639" + }, + { + "epoch": 2464, + "batch_idx": 32, + "loss": 0.17418715357780457, + "learning_rate": 0.0001270294272879092, + "timestep_mean": 572.90625, + "epsilon_norm": 8.109241485595703, + "prediction_norm": 7.2850446701049805, + "timestamp": "2025-07-14T12:35:02.470547" + }, + { + "epoch": 2464, + "batch_idx": 64, + "loss": 0.2731817960739136, + "learning_rate": 0.0001270294272879092, + "timestep_mean": 534.09375, + "epsilon_norm": 8.551458358764648, + "prediction_norm": 7.8247270584106445, + "timestamp": "2025-07-14T12:35:02.475520" + }, + { + "epoch": 2464, + "batch_idx": 96, + "loss": 0.5750815868377686, + "learning_rate": 0.0001270294272879092, + "timestep_mean": 462.5, + "epsilon_norm": 9.419811248779297, + "prediction_norm": 6.837067604064941, + "timestamp": "2025-07-14T12:35:02.480571" + }, + { + "epoch": 2464, + "batch_idx": 128, + "loss": 0.3250967860221863, + "learning_rate": 0.0001270294272879092, + "timestep_mean": 485.5625, + "epsilon_norm": 7.54243278503418, + "prediction_norm": 6.52068567276001, + "timestamp": "2025-07-14T12:35:02.485795" + }, + { + "epoch": 2464, + "batch_idx": 160, + "loss": 0.2847030460834503, + "learning_rate": 0.0001270294272879092, + "timestep_mean": 402.1875, + "epsilon_norm": 6.426549911499023, + "prediction_norm": 4.536596775054932, + "timestamp": "2025-07-14T12:35:02.490947" + }, + { + "epoch": 2464, + "batch_idx": 192, + "loss": 0.3265303373336792, + "learning_rate": 0.0001270294272879092, + "timestep_mean": 596.5, + "epsilon_norm": 4.457396507263184, + "prediction_norm": 3.449284315109253, + "timestamp": "2025-07-14T12:35:02.496030" + }, + { + "epoch": 2465, + "batch_idx": 0, + "loss": 0.31776779890060425, + "learning_rate": 0.0001275529717041893, + "timestep_mean": 450.0, + "epsilon_norm": 7.467044353485107, + "prediction_norm": 5.734023094177246, + "timestamp": "2025-07-14T12:35:02.501162" + }, + { + "epoch": 2465, + "batch_idx": 32, + "loss": 0.3782263696193695, + "learning_rate": 0.0001275529717041893, + "timestep_mean": 480.96875, + "epsilon_norm": 7.611216068267822, + "prediction_norm": 5.502845287322998, + "timestamp": "2025-07-14T12:35:02.506293" + }, + { + "epoch": 2465, + "batch_idx": 64, + "loss": 0.2778942584991455, + "learning_rate": 0.0001275529717041893, + "timestep_mean": 502.03125, + "epsilon_norm": 8.187853813171387, + "prediction_norm": 6.7346086502075195, + "timestamp": "2025-07-14T12:35:02.511419" + }, + { + "epoch": 2465, + "batch_idx": 96, + "loss": 0.37105703353881836, + "learning_rate": 0.0001275529717041893, + "timestep_mean": 457.28125, + "epsilon_norm": 7.944967269897461, + "prediction_norm": 5.595866680145264, + "timestamp": "2025-07-14T12:35:02.516600" + }, + { + "epoch": 2465, + "batch_idx": 128, + "loss": 0.30602705478668213, + "learning_rate": 0.0001275529717041893, + "timestep_mean": 475.21875, + "epsilon_norm": 8.266146659851074, + "prediction_norm": 6.552256107330322, + "timestamp": "2025-07-14T12:35:02.521859" + }, + { + "epoch": 2465, + "batch_idx": 160, + "loss": 0.18049749732017517, + "learning_rate": 0.0001275529717041893, + "timestep_mean": 392.09375, + "epsilon_norm": 8.483166694641113, + "prediction_norm": 7.656795024871826, + "timestamp": "2025-07-14T12:35:02.527071" + }, + { + "epoch": 2465, + "batch_idx": 192, + "loss": 0.6413092613220215, + "learning_rate": 0.0001275529717041893, + "timestep_mean": 351.625, + "epsilon_norm": 3.5448853969573975, + "prediction_norm": 2.731257915496826, + "timestamp": "2025-07-14T12:35:02.532233" + }, + { + "epoch": 2466, + "batch_idx": 0, + "loss": 0.1409115344285965, + "learning_rate": 0.00012807743509648763, + "timestep_mean": 569.90625, + "epsilon_norm": 7.671026706695557, + "prediction_norm": 6.518370628356934, + "timestamp": "2025-07-14T12:35:02.537477" + }, + { + "epoch": 2466, + "batch_idx": 32, + "loss": 0.3108883798122406, + "learning_rate": 0.00012807743509648763, + "timestep_mean": 535.15625, + "epsilon_norm": 8.45020866394043, + "prediction_norm": 7.171254634857178, + "timestamp": "2025-07-14T12:35:02.542618" + }, + { + "epoch": 2466, + "batch_idx": 64, + "loss": 0.36232447624206543, + "learning_rate": 0.00012807743509648763, + "timestep_mean": 496.6875, + "epsilon_norm": 8.939718246459961, + "prediction_norm": 7.318530082702637, + "timestamp": "2025-07-14T12:35:02.547633" + }, + { + "epoch": 2466, + "batch_idx": 96, + "loss": 0.336953341960907, + "learning_rate": 0.00012807743509648763, + "timestep_mean": 501.71875, + "epsilon_norm": 7.812839508056641, + "prediction_norm": 6.501004695892334, + "timestamp": "2025-07-14T12:35:02.552845" + }, + { + "epoch": 2466, + "batch_idx": 128, + "loss": 0.20321610569953918, + "learning_rate": 0.00012807743509648763, + "timestep_mean": 410.375, + "epsilon_norm": 7.43761682510376, + "prediction_norm": 6.147639751434326, + "timestamp": "2025-07-14T12:35:02.557950" + }, + { + "epoch": 2466, + "batch_idx": 160, + "loss": 0.2257676124572754, + "learning_rate": 0.00012807743509648763, + "timestep_mean": 572.3125, + "epsilon_norm": 6.937847137451172, + "prediction_norm": 5.870375633239746, + "timestamp": "2025-07-14T12:35:02.562941" + }, + { + "epoch": 2466, + "batch_idx": 192, + "loss": 0.055504895746707916, + "learning_rate": 0.00012807743509648763, + "timestep_mean": 622.25, + "epsilon_norm": 3.887300729751587, + "prediction_norm": 3.7753262519836426, + "timestamp": "2025-07-14T12:35:02.568073" + }, + { + "epoch": 2467, + "batch_idx": 0, + "loss": 0.45630159974098206, + "learning_rate": 0.0001286028161707434, + "timestep_mean": 493.40625, + "epsilon_norm": 7.832283020019531, + "prediction_norm": 6.697312831878662, + "timestamp": "2025-07-14T12:35:02.573226" + }, + { + "epoch": 2467, + "batch_idx": 32, + "loss": 0.2562323808670044, + "learning_rate": 0.0001286028161707434, + "timestep_mean": 499.8125, + "epsilon_norm": 7.757646083831787, + "prediction_norm": 6.366115093231201, + "timestamp": "2025-07-14T12:35:02.578273" + }, + { + "epoch": 2467, + "batch_idx": 64, + "loss": 0.33603984117507935, + "learning_rate": 0.0001286028161707434, + "timestep_mean": 472.28125, + "epsilon_norm": 7.723268985748291, + "prediction_norm": 6.425026893615723, + "timestamp": "2025-07-14T12:35:02.583286" + }, + { + "epoch": 2467, + "batch_idx": 96, + "loss": 0.3413185775279999, + "learning_rate": 0.0001286028161707434, + "timestep_mean": 461.375, + "epsilon_norm": 8.090889930725098, + "prediction_norm": 7.128986358642578, + "timestamp": "2025-07-14T12:35:02.588503" + }, + { + "epoch": 2467, + "batch_idx": 128, + "loss": 0.15170744061470032, + "learning_rate": 0.0001286028161707434, + "timestep_mean": 471.15625, + "epsilon_norm": 7.929049968719482, + "prediction_norm": 7.484124183654785, + "timestamp": "2025-07-14T12:35:02.593728" + }, + { + "epoch": 2467, + "batch_idx": 160, + "loss": 0.20157459378242493, + "learning_rate": 0.0001286028161707434, + "timestep_mean": 508.34375, + "epsilon_norm": 8.807543754577637, + "prediction_norm": 7.874764919281006, + "timestamp": "2025-07-14T12:35:02.598963" + }, + { + "epoch": 2467, + "batch_idx": 192, + "loss": 0.7057549953460693, + "learning_rate": 0.0001286028161707434, + "timestep_mean": 380.625, + "epsilon_norm": 3.305925130844116, + "prediction_norm": 1.937769889831543, + "timestamp": "2025-07-14T12:35:02.604094" + }, + { + "epoch": 2468, + "batch_idx": 0, + "loss": 0.15090930461883545, + "learning_rate": 0.00012912911363063064, + "timestep_mean": 501.46875, + "epsilon_norm": 7.764732360839844, + "prediction_norm": 7.0898661613464355, + "timestamp": "2025-07-14T12:35:02.609366" + }, + { + "epoch": 2468, + "batch_idx": 32, + "loss": 0.28862130641937256, + "learning_rate": 0.00012912911363063064, + "timestep_mean": 462.53125, + "epsilon_norm": 7.802978992462158, + "prediction_norm": 6.380351543426514, + "timestamp": "2025-07-14T12:35:02.615219" + }, + { + "epoch": 2468, + "batch_idx": 64, + "loss": 0.18457795679569244, + "learning_rate": 0.00012912911363063064, + "timestep_mean": 494.84375, + "epsilon_norm": 8.023331642150879, + "prediction_norm": 7.803031921386719, + "timestamp": "2025-07-14T12:35:02.620771" + }, + { + "epoch": 2468, + "batch_idx": 96, + "loss": 0.1990348845720291, + "learning_rate": 0.00012912911363063064, + "timestep_mean": 514.6875, + "epsilon_norm": 7.525053977966309, + "prediction_norm": 6.994021415710449, + "timestamp": "2025-07-14T12:35:02.626290" + }, + { + "epoch": 2468, + "batch_idx": 128, + "loss": 0.3126566410064697, + "learning_rate": 0.00012912911363063064, + "timestep_mean": 509.3125, + "epsilon_norm": 8.835524559020996, + "prediction_norm": 7.146361351013184, + "timestamp": "2025-07-14T12:35:02.631842" + }, + { + "epoch": 2468, + "batch_idx": 160, + "loss": 0.20201168954372406, + "learning_rate": 0.00012912911363063064, + "timestep_mean": 489.4375, + "epsilon_norm": 7.415812969207764, + "prediction_norm": 7.191676139831543, + "timestamp": "2025-07-14T12:35:02.637126" + }, + { + "epoch": 2468, + "batch_idx": 192, + "loss": 0.38505950570106506, + "learning_rate": 0.00012912911363063064, + "timestep_mean": 459.25, + "epsilon_norm": 3.834172487258911, + "prediction_norm": 2.6997056007385254, + "timestamp": "2025-07-14T12:35:02.642401" + }, + { + "epoch": 2469, + "batch_idx": 0, + "loss": 0.21157220005989075, + "learning_rate": 0.0001296563261775628, + "timestep_mean": 489.3125, + "epsilon_norm": 8.035001754760742, + "prediction_norm": 6.842315673828125, + "timestamp": "2025-07-14T12:35:02.647388" + }, + { + "epoch": 2469, + "batch_idx": 32, + "loss": 0.09649749100208282, + "learning_rate": 0.0001296563261775628, + "timestep_mean": 607.0, + "epsilon_norm": 8.531026840209961, + "prediction_norm": 7.957900524139404, + "timestamp": "2025-07-14T12:35:02.652257" + }, + { + "epoch": 2469, + "batch_idx": 64, + "loss": 0.317222535610199, + "learning_rate": 0.0001296563261775628, + "timestep_mean": 455.40625, + "epsilon_norm": 8.027421951293945, + "prediction_norm": 5.884765148162842, + "timestamp": "2025-07-14T12:35:02.657181" + }, + { + "epoch": 2469, + "batch_idx": 96, + "loss": 0.3613821864128113, + "learning_rate": 0.0001296563261775628, + "timestep_mean": 470.71875, + "epsilon_norm": 7.910857677459717, + "prediction_norm": 5.945577144622803, + "timestamp": "2025-07-14T12:35:02.662043" + }, + { + "epoch": 2469, + "batch_idx": 128, + "loss": 0.20149321854114532, + "learning_rate": 0.0001296563261775628, + "timestep_mean": 448.5625, + "epsilon_norm": 7.682455062866211, + "prediction_norm": 6.741691589355469, + "timestamp": "2025-07-14T12:35:02.667004" + }, + { + "epoch": 2469, + "batch_idx": 160, + "loss": 0.19929364323616028, + "learning_rate": 0.0001296563261775628, + "timestep_mean": 485.15625, + "epsilon_norm": 8.285888671875, + "prediction_norm": 7.080260276794434, + "timestamp": "2025-07-14T12:35:02.672089" + }, + { + "epoch": 2469, + "batch_idx": 192, + "loss": 0.41538164019584656, + "learning_rate": 0.0001296563261775628, + "timestep_mean": 507.875, + "epsilon_norm": 4.7103190422058105, + "prediction_norm": 3.3492915630340576, + "timestamp": "2025-07-14T12:35:02.677085" + }, + { + "epoch": 2470, + "batch_idx": 0, + "loss": 0.31402668356895447, + "learning_rate": 0.00013018445251069543, + "timestep_mean": 562.0625, + "epsilon_norm": 8.110188484191895, + "prediction_norm": 7.356996536254883, + "timestamp": "2025-07-14T12:35:02.682232" + }, + { + "epoch": 2470, + "batch_idx": 32, + "loss": 0.27243122458457947, + "learning_rate": 0.00013018445251069543, + "timestep_mean": 510.9375, + "epsilon_norm": 8.02099323272705, + "prediction_norm": 6.362903118133545, + "timestamp": "2025-07-14T12:35:02.687349" + }, + { + "epoch": 2470, + "batch_idx": 64, + "loss": 0.2197023183107376, + "learning_rate": 0.00013018445251069543, + "timestep_mean": 553.75, + "epsilon_norm": 9.441044807434082, + "prediction_norm": 8.183226585388184, + "timestamp": "2025-07-14T12:35:02.692496" + }, + { + "epoch": 2470, + "batch_idx": 96, + "loss": 0.23778721690177917, + "learning_rate": 0.00013018445251069543, + "timestep_mean": 496.0625, + "epsilon_norm": 6.222710609436035, + "prediction_norm": 5.397019863128662, + "timestamp": "2025-07-14T12:35:02.697566" + }, + { + "epoch": 2470, + "batch_idx": 128, + "loss": 0.24253995716571808, + "learning_rate": 0.00013018445251069543, + "timestep_mean": 537.84375, + "epsilon_norm": 8.554749488830566, + "prediction_norm": 7.127801418304443, + "timestamp": "2025-07-14T12:35:02.702739" + }, + { + "epoch": 2470, + "batch_idx": 160, + "loss": 0.10125931352376938, + "learning_rate": 0.00013018445251069543, + "timestep_mean": 530.125, + "epsilon_norm": 6.620540618896484, + "prediction_norm": 6.276020050048828, + "timestamp": "2025-07-14T12:35:02.708231" + }, + { + "epoch": 2470, + "batch_idx": 192, + "loss": 0.13394218683242798, + "learning_rate": 0.00013018445251069543, + "timestep_mean": 317.75, + "epsilon_norm": 3.1647868156433105, + "prediction_norm": 2.6704182624816895, + "timestamp": "2025-07-14T12:35:02.713687" + }, + { + "epoch": 2471, + "batch_idx": 0, + "loss": 0.2551928758621216, + "learning_rate": 0.000130713491326929, + "timestep_mean": 569.96875, + "epsilon_norm": 8.534028053283691, + "prediction_norm": 7.254890441894531, + "timestamp": "2025-07-14T12:35:02.718976" + }, + { + "epoch": 2471, + "batch_idx": 32, + "loss": 0.26418131589889526, + "learning_rate": 0.000130713491326929, + "timestep_mean": 489.0625, + "epsilon_norm": 6.824492454528809, + "prediction_norm": 5.981907367706299, + "timestamp": "2025-07-14T12:35:02.724143" + }, + { + "epoch": 2471, + "batch_idx": 64, + "loss": 0.4398559033870697, + "learning_rate": 0.000130713491326929, + "timestep_mean": 435.625, + "epsilon_norm": 8.558247566223145, + "prediction_norm": 7.000121116638184, + "timestamp": "2025-07-14T12:35:02.729280" + }, + { + "epoch": 2471, + "batch_idx": 96, + "loss": 0.18245437741279602, + "learning_rate": 0.000130713491326929, + "timestep_mean": 509.5, + "epsilon_norm": 7.057462215423584, + "prediction_norm": 6.32728385925293, + "timestamp": "2025-07-14T12:35:02.734544" + }, + { + "epoch": 2471, + "batch_idx": 128, + "loss": 0.35867762565612793, + "learning_rate": 0.000130713491326929, + "timestep_mean": 425.40625, + "epsilon_norm": 7.778858184814453, + "prediction_norm": 6.077085018157959, + "timestamp": "2025-07-14T12:35:02.739737" + }, + { + "epoch": 2471, + "batch_idx": 160, + "loss": 0.23616923391819, + "learning_rate": 0.000130713491326929, + "timestep_mean": 540.875, + "epsilon_norm": 8.448354721069336, + "prediction_norm": 6.994546890258789, + "timestamp": "2025-07-14T12:35:02.744868" + }, + { + "epoch": 2471, + "batch_idx": 192, + "loss": 0.08721444010734558, + "learning_rate": 0.000130713491326929, + "timestep_mean": 547.125, + "epsilon_norm": 3.086021661758423, + "prediction_norm": 2.409471273422241, + "timestamp": "2025-07-14T12:35:02.750046" + }, + { + "epoch": 2472, + "batch_idx": 0, + "loss": 0.20154133439064026, + "learning_rate": 0.00013124344132091332, + "timestep_mean": 511.375, + "epsilon_norm": 8.072370529174805, + "prediction_norm": 7.091299533843994, + "timestamp": "2025-07-14T12:35:02.755383" + }, + { + "epoch": 2472, + "batch_idx": 32, + "loss": 0.09146825969219208, + "learning_rate": 0.00013124344132091332, + "timestep_mean": 535.4375, + "epsilon_norm": 7.463101387023926, + "prediction_norm": 7.1882710456848145, + "timestamp": "2025-07-14T12:35:02.760434" + }, + { + "epoch": 2472, + "batch_idx": 64, + "loss": 0.24557630717754364, + "learning_rate": 0.00013124344132091332, + "timestep_mean": 550.4375, + "epsilon_norm": 8.03048324584961, + "prediction_norm": 7.1402153968811035, + "timestamp": "2025-07-14T12:35:02.765660" + }, + { + "epoch": 2472, + "batch_idx": 96, + "loss": 0.21031129360198975, + "learning_rate": 0.00013124344132091332, + "timestep_mean": 528.28125, + "epsilon_norm": 7.648778438568115, + "prediction_norm": 6.398907661437988, + "timestamp": "2025-07-14T12:35:02.770820" + }, + { + "epoch": 2472, + "batch_idx": 128, + "loss": 0.15954114496707916, + "learning_rate": 0.00013124344132091332, + "timestep_mean": 501.5, + "epsilon_norm": 8.642417907714844, + "prediction_norm": 8.130517959594727, + "timestamp": "2025-07-14T12:35:02.776031" + }, + { + "epoch": 2472, + "batch_idx": 160, + "loss": 0.31774598360061646, + "learning_rate": 0.00013124344132091332, + "timestep_mean": 524.34375, + "epsilon_norm": 7.635526657104492, + "prediction_norm": 5.939126014709473, + "timestamp": "2025-07-14T12:35:02.781286" + }, + { + "epoch": 2472, + "batch_idx": 192, + "loss": 0.029192257672548294, + "learning_rate": 0.00013124344132091332, + "timestep_mean": 719.25, + "epsilon_norm": 3.931673526763916, + "prediction_norm": 3.5576133728027344, + "timestamp": "2025-07-14T12:35:02.786475" + }, + { + "epoch": 2473, + "batch_idx": 0, + "loss": 0.2514365315437317, + "learning_rate": 0.00013177430118504896, + "timestep_mean": 492.84375, + "epsilon_norm": 9.258237838745117, + "prediction_norm": 7.749692440032959, + "timestamp": "2025-07-14T12:35:02.791656" + }, + { + "epoch": 2473, + "batch_idx": 32, + "loss": 0.15564420819282532, + "learning_rate": 0.00013177430118504896, + "timestep_mean": 490.0625, + "epsilon_norm": 8.27140998840332, + "prediction_norm": 7.429356098175049, + "timestamp": "2025-07-14T12:35:02.797028" + }, + { + "epoch": 2473, + "batch_idx": 64, + "loss": 0.20023180544376373, + "learning_rate": 0.00013177430118504896, + "timestep_mean": 537.65625, + "epsilon_norm": 8.635010719299316, + "prediction_norm": 7.996188640594482, + "timestamp": "2025-07-14T12:35:02.802222" + }, + { + "epoch": 2473, + "batch_idx": 96, + "loss": 0.20857584476470947, + "learning_rate": 0.00013177430118504896, + "timestep_mean": 538.34375, + "epsilon_norm": 7.4386677742004395, + "prediction_norm": 6.517767429351807, + "timestamp": "2025-07-14T12:35:02.807395" + }, + { + "epoch": 2473, + "batch_idx": 128, + "loss": 0.6017513871192932, + "learning_rate": 0.00013177430118504896, + "timestep_mean": 542.75, + "epsilon_norm": 9.09156322479248, + "prediction_norm": 7.505527019500732, + "timestamp": "2025-07-14T12:35:02.812556" + }, + { + "epoch": 2473, + "batch_idx": 160, + "loss": 0.23980680108070374, + "learning_rate": 0.00013177430118504896, + "timestep_mean": 526.59375, + "epsilon_norm": 6.952910900115967, + "prediction_norm": 6.661520004272461, + "timestamp": "2025-07-14T12:35:02.817719" + }, + { + "epoch": 2473, + "batch_idx": 192, + "loss": 0.6029407978057861, + "learning_rate": 0.00013177430118504896, + "timestep_mean": 484.25, + "epsilon_norm": 4.2922492027282715, + "prediction_norm": 2.748063564300537, + "timestamp": "2025-07-14T12:35:02.822852" + }, + { + "epoch": 2474, + "batch_idx": 0, + "loss": 0.2804161310195923, + "learning_rate": 0.00013230606960949227, + "timestep_mean": 521.21875, + "epsilon_norm": 8.602264404296875, + "prediction_norm": 7.735194206237793, + "timestamp": "2025-07-14T12:35:02.828083" + }, + { + "epoch": 2474, + "batch_idx": 32, + "loss": 0.31716665625572205, + "learning_rate": 0.00013230606960949227, + "timestep_mean": 443.53125, + "epsilon_norm": 7.255444049835205, + "prediction_norm": 5.737146854400635, + "timestamp": "2025-07-14T12:35:02.833240" + }, + { + "epoch": 2474, + "batch_idx": 64, + "loss": 0.3040432631969452, + "learning_rate": 0.00013230606960949227, + "timestep_mean": 466.5, + "epsilon_norm": 8.36712646484375, + "prediction_norm": 6.76095724105835, + "timestamp": "2025-07-14T12:35:02.838486" + }, + { + "epoch": 2474, + "batch_idx": 96, + "loss": 0.3636035919189453, + "learning_rate": 0.00013230606960949227, + "timestep_mean": 539.03125, + "epsilon_norm": 7.395891189575195, + "prediction_norm": 6.139933109283447, + "timestamp": "2025-07-14T12:35:02.843683" + }, + { + "epoch": 2474, + "batch_idx": 128, + "loss": 0.36319059133529663, + "learning_rate": 0.00013230606960949227, + "timestep_mean": 484.59375, + "epsilon_norm": 7.98886775970459, + "prediction_norm": 6.017143249511719, + "timestamp": "2025-07-14T12:35:02.848796" + }, + { + "epoch": 2474, + "batch_idx": 160, + "loss": 0.312364786863327, + "learning_rate": 0.00013230606960949227, + "timestep_mean": 505.96875, + "epsilon_norm": 8.988664627075195, + "prediction_norm": 7.72844934463501, + "timestamp": "2025-07-14T12:35:02.853847" + }, + { + "epoch": 2474, + "batch_idx": 192, + "loss": 0.41219136118888855, + "learning_rate": 0.00013230606960949227, + "timestep_mean": 453.75, + "epsilon_norm": 3.876091718673706, + "prediction_norm": 3.344066858291626, + "timestamp": "2025-07-14T12:35:02.859103" + }, + { + "epoch": 2475, + "batch_idx": 0, + "loss": 0.2950696051120758, + "learning_rate": 0.00013283874528215758, + "timestep_mean": 441.125, + "epsilon_norm": 7.232916355133057, + "prediction_norm": 6.15603494644165, + "timestamp": "2025-07-14T12:35:02.864258" + }, + { + "epoch": 2475, + "batch_idx": 32, + "loss": 0.4551185965538025, + "learning_rate": 0.00013283874528215758, + "timestep_mean": 458.03125, + "epsilon_norm": 8.131584167480469, + "prediction_norm": 6.69944953918457, + "timestamp": "2025-07-14T12:35:02.869499" + }, + { + "epoch": 2475, + "batch_idx": 64, + "loss": 0.2943689525127411, + "learning_rate": 0.00013283874528215758, + "timestep_mean": 494.0625, + "epsilon_norm": 7.792794227600098, + "prediction_norm": 6.412148475646973, + "timestamp": "2025-07-14T12:35:02.874725" + }, + { + "epoch": 2475, + "batch_idx": 96, + "loss": 0.21358484029769897, + "learning_rate": 0.00013283874528215758, + "timestep_mean": 507.84375, + "epsilon_norm": 8.218936920166016, + "prediction_norm": 6.8713178634643555, + "timestamp": "2025-07-14T12:35:02.879970" + }, + { + "epoch": 2475, + "batch_idx": 128, + "loss": 0.23517762124538422, + "learning_rate": 0.00013283874528215758, + "timestep_mean": 544.34375, + "epsilon_norm": 7.86557149887085, + "prediction_norm": 6.70982027053833, + "timestamp": "2025-07-14T12:35:02.885102" + }, + { + "epoch": 2475, + "batch_idx": 160, + "loss": 0.22673766314983368, + "learning_rate": 0.00013283874528215758, + "timestep_mean": 475.09375, + "epsilon_norm": 8.303882598876953, + "prediction_norm": 7.450920581817627, + "timestamp": "2025-07-14T12:35:02.890315" + }, + { + "epoch": 2475, + "batch_idx": 192, + "loss": 0.2717088460922241, + "learning_rate": 0.00013283874528215758, + "timestep_mean": 529.625, + "epsilon_norm": 4.854861736297607, + "prediction_norm": 4.082205295562744, + "timestamp": "2025-07-14T12:35:02.895595" + }, + { + "epoch": 2476, + "batch_idx": 0, + "loss": 0.24589958786964417, + "learning_rate": 0.00013337232688872029, + "timestep_mean": 436.40625, + "epsilon_norm": 7.634149074554443, + "prediction_norm": 6.358457565307617, + "timestamp": "2025-07-14T12:35:02.900840" + }, + { + "epoch": 2476, + "batch_idx": 32, + "loss": 0.32293933629989624, + "learning_rate": 0.00013337232688872029, + "timestep_mean": 410.53125, + "epsilon_norm": 8.536508560180664, + "prediction_norm": 7.1962409019470215, + "timestamp": "2025-07-14T12:35:02.905945" + }, + { + "epoch": 2476, + "batch_idx": 64, + "loss": 0.10959376394748688, + "learning_rate": 0.00013337232688872029, + "timestep_mean": 597.375, + "epsilon_norm": 6.3271870613098145, + "prediction_norm": 6.184228897094727, + "timestamp": "2025-07-14T12:35:02.911066" + }, + { + "epoch": 2476, + "batch_idx": 96, + "loss": 0.16936740279197693, + "learning_rate": 0.00013337232688872029, + "timestep_mean": 505.875, + "epsilon_norm": 6.582100868225098, + "prediction_norm": 5.971499443054199, + "timestamp": "2025-07-14T12:35:02.916233" + }, + { + "epoch": 2476, + "batch_idx": 128, + "loss": 0.4509130120277405, + "learning_rate": 0.00013337232688872029, + "timestep_mean": 477.40625, + "epsilon_norm": 8.719120979309082, + "prediction_norm": 6.675444602966309, + "timestamp": "2025-07-14T12:35:02.921428" + }, + { + "epoch": 2476, + "batch_idx": 160, + "loss": 0.09979517012834549, + "learning_rate": 0.00013337232688872029, + "timestep_mean": 625.6875, + "epsilon_norm": 8.353899002075195, + "prediction_norm": 8.203680038452148, + "timestamp": "2025-07-14T12:35:02.926496" + }, + { + "epoch": 2476, + "batch_idx": 192, + "loss": 0.3315950632095337, + "learning_rate": 0.00013337232688872029, + "timestep_mean": 406.375, + "epsilon_norm": 4.9635186195373535, + "prediction_norm": 4.335996627807617, + "timestamp": "2025-07-14T12:35:02.931643" + }, + { + "epoch": 2477, + "batch_idx": 0, + "loss": 0.25484511256217957, + "learning_rate": 0.00013390681311262103, + "timestep_mean": 426.15625, + "epsilon_norm": 8.346965789794922, + "prediction_norm": 7.264099597930908, + "timestamp": "2025-07-14T12:35:02.936734" + }, + { + "epoch": 2477, + "batch_idx": 32, + "loss": 0.2015586495399475, + "learning_rate": 0.00013390681311262103, + "timestep_mean": 577.46875, + "epsilon_norm": 8.860860824584961, + "prediction_norm": 8.352065086364746, + "timestamp": "2025-07-14T12:35:02.941540" + }, + { + "epoch": 2477, + "batch_idx": 64, + "loss": 0.41574567556381226, + "learning_rate": 0.00013390681311262103, + "timestep_mean": 447.5625, + "epsilon_norm": 8.190567970275879, + "prediction_norm": 6.507313251495361, + "timestamp": "2025-07-14T12:35:02.946501" + }, + { + "epoch": 2477, + "batch_idx": 96, + "loss": 0.3157165050506592, + "learning_rate": 0.00013390681311262103, + "timestep_mean": 518.8125, + "epsilon_norm": 8.706130027770996, + "prediction_norm": 7.0436577796936035, + "timestamp": "2025-07-14T12:35:02.951322" + }, + { + "epoch": 2477, + "batch_idx": 128, + "loss": 0.36215686798095703, + "learning_rate": 0.00013390681311262103, + "timestep_mean": 577.78125, + "epsilon_norm": 8.45276927947998, + "prediction_norm": 7.214011192321777, + "timestamp": "2025-07-14T12:35:02.956362" + }, + { + "epoch": 2477, + "batch_idx": 160, + "loss": 0.23094362020492554, + "learning_rate": 0.00013390681311262103, + "timestep_mean": 523.0, + "epsilon_norm": 7.576618671417236, + "prediction_norm": 6.844470024108887, + "timestamp": "2025-07-14T12:35:02.961281" + }, + { + "epoch": 2477, + "batch_idx": 192, + "loss": 0.17409320175647736, + "learning_rate": 0.00013390681311262103, + "timestep_mean": 444.125, + "epsilon_norm": 3.0450475215911865, + "prediction_norm": 2.3316500186920166, + "timestamp": "2025-07-14T12:35:02.966111" + }, + { + "epoch": 2478, + "batch_idx": 0, + "loss": 0.27023813128471375, + "learning_rate": 0.00013444220263506815, + "timestep_mean": 549.75, + "epsilon_norm": 7.4395060539245605, + "prediction_norm": 6.060009479522705, + "timestamp": "2025-07-14T12:35:02.970961" + }, + { + "epoch": 2478, + "batch_idx": 32, + "loss": 0.3056318759918213, + "learning_rate": 0.00013444220263506815, + "timestep_mean": 453.3125, + "epsilon_norm": 7.8698320388793945, + "prediction_norm": 6.602395057678223, + "timestamp": "2025-07-14T12:35:02.975896" + }, + { + "epoch": 2478, + "batch_idx": 64, + "loss": 0.11432226747274399, + "learning_rate": 0.00013444220263506815, + "timestep_mean": 515.28125, + "epsilon_norm": 7.462225437164307, + "prediction_norm": 6.948734760284424, + "timestamp": "2025-07-14T12:35:02.981069" + }, + { + "epoch": 2478, + "batch_idx": 96, + "loss": 0.19293059408664703, + "learning_rate": 0.00013444220263506815, + "timestep_mean": 495.21875, + "epsilon_norm": 8.242130279541016, + "prediction_norm": 7.025914669036865, + "timestamp": "2025-07-14T12:35:02.992117" + }, + { + "epoch": 2478, + "batch_idx": 128, + "loss": 0.3258441686630249, + "learning_rate": 0.00013444220263506815, + "timestep_mean": 504.6875, + "epsilon_norm": 7.887675762176514, + "prediction_norm": 6.28341817855835, + "timestamp": "2025-07-14T12:35:02.997344" + }, + { + "epoch": 2478, + "batch_idx": 160, + "loss": 0.42050841450691223, + "learning_rate": 0.00013444220263506815, + "timestep_mean": 487.3125, + "epsilon_norm": 8.318543434143066, + "prediction_norm": 6.585225582122803, + "timestamp": "2025-07-14T12:35:03.002202" + }, + { + "epoch": 2478, + "batch_idx": 192, + "loss": 0.2709266245365143, + "learning_rate": 0.00013444220263506815, + "timestep_mean": 588.875, + "epsilon_norm": 4.319713592529297, + "prediction_norm": 4.116884231567383, + "timestamp": "2025-07-14T12:35:03.006999" + }, + { + "epoch": 2479, + "batch_idx": 0, + "loss": 0.23271474242210388, + "learning_rate": 0.0001349784941350413, + "timestep_mean": 573.375, + "epsilon_norm": 7.3672661781311035, + "prediction_norm": 6.725098133087158, + "timestamp": "2025-07-14T12:35:03.011724" + }, + { + "epoch": 2479, + "batch_idx": 32, + "loss": 0.46411973237991333, + "learning_rate": 0.0001349784941350413, + "timestep_mean": 496.28125, + "epsilon_norm": 8.572110176086426, + "prediction_norm": 6.999968528747559, + "timestamp": "2025-07-14T12:35:03.016415" + }, + { + "epoch": 2479, + "batch_idx": 64, + "loss": 0.22461506724357605, + "learning_rate": 0.0001349784941350413, + "timestep_mean": 520.71875, + "epsilon_norm": 7.953521251678467, + "prediction_norm": 6.361349582672119, + "timestamp": "2025-07-14T12:35:03.021299" + }, + { + "epoch": 2479, + "batch_idx": 96, + "loss": 0.12693655490875244, + "learning_rate": 0.0001349784941350413, + "timestep_mean": 619.0, + "epsilon_norm": 7.761019706726074, + "prediction_norm": 7.496781826019287, + "timestamp": "2025-07-14T12:35:03.026186" + }, + { + "epoch": 2479, + "batch_idx": 128, + "loss": 0.23636232316493988, + "learning_rate": 0.0001349784941350413, + "timestep_mean": 598.625, + "epsilon_norm": 7.80369758605957, + "prediction_norm": 6.456759452819824, + "timestamp": "2025-07-14T12:35:03.031117" + }, + { + "epoch": 2479, + "batch_idx": 160, + "loss": 0.2528071105480194, + "learning_rate": 0.0001349784941350413, + "timestep_mean": 456.78125, + "epsilon_norm": 6.596374988555908, + "prediction_norm": 5.394485950469971, + "timestamp": "2025-07-14T12:35:03.036038" + }, + { + "epoch": 2479, + "batch_idx": 192, + "loss": 0.08029940724372864, + "learning_rate": 0.0001349784941350413, + "timestep_mean": 701.125, + "epsilon_norm": 4.539905548095703, + "prediction_norm": 4.550182342529297, + "timestamp": "2025-07-14T12:35:03.040993" + }, + { + "epoch": 2480, + "batch_idx": 0, + "loss": 0.3345530927181244, + "learning_rate": 0.00013551568628929455, + "timestep_mean": 451.96875, + "epsilon_norm": 8.671577453613281, + "prediction_norm": 7.337407112121582, + "timestamp": "2025-07-14T12:35:03.045915" + }, + { + "epoch": 2480, + "batch_idx": 32, + "loss": 0.25142186880111694, + "learning_rate": 0.00013551568628929455, + "timestep_mean": 396.0, + "epsilon_norm": 6.840582847595215, + "prediction_norm": 6.178186893463135, + "timestamp": "2025-07-14T12:35:03.050713" + }, + { + "epoch": 2480, + "batch_idx": 64, + "loss": 0.10443995893001556, + "learning_rate": 0.00013551568628929455, + "timestep_mean": 545.4375, + "epsilon_norm": 7.413768768310547, + "prediction_norm": 7.199765682220459, + "timestamp": "2025-07-14T12:35:03.055564" + }, + { + "epoch": 2480, + "batch_idx": 96, + "loss": 0.17259931564331055, + "learning_rate": 0.00013551568628929455, + "timestep_mean": 546.78125, + "epsilon_norm": 7.376158714294434, + "prediction_norm": 6.8159074783325195, + "timestamp": "2025-07-14T12:35:03.060461" + }, + { + "epoch": 2480, + "batch_idx": 128, + "loss": 0.20105203986167908, + "learning_rate": 0.00013551568628929455, + "timestep_mean": 559.65625, + "epsilon_norm": 8.109054565429688, + "prediction_norm": 6.891699314117432, + "timestamp": "2025-07-14T12:35:03.065303" + }, + { + "epoch": 2480, + "batch_idx": 160, + "loss": 0.24635347723960876, + "learning_rate": 0.00013551568628929455, + "timestep_mean": 502.40625, + "epsilon_norm": 8.41385269165039, + "prediction_norm": 7.141746520996094, + "timestamp": "2025-07-14T12:35:03.070307" + }, + { + "epoch": 2480, + "batch_idx": 192, + "loss": 0.6470379829406738, + "learning_rate": 0.00013551568628929455, + "timestep_mean": 537.0, + "epsilon_norm": 4.885053634643555, + "prediction_norm": 4.028631210327148, + "timestamp": "2025-07-14T12:35:03.075419" + }, + { + "epoch": 2481, + "batch_idx": 0, + "loss": 0.3138203024864197, + "learning_rate": 0.00013605377777235945, + "timestep_mean": 431.15625, + "epsilon_norm": 8.71963882446289, + "prediction_norm": 6.767062187194824, + "timestamp": "2025-07-14T12:35:03.080341" + }, + { + "epoch": 2481, + "batch_idx": 32, + "loss": 0.18830029666423798, + "learning_rate": 0.00013605377777235945, + "timestep_mean": 561.78125, + "epsilon_norm": 8.209183692932129, + "prediction_norm": 7.0769548416137695, + "timestamp": "2025-07-14T12:35:03.085411" + }, + { + "epoch": 2481, + "batch_idx": 64, + "loss": 0.15702462196350098, + "learning_rate": 0.00013605377777235945, + "timestep_mean": 507.125, + "epsilon_norm": 6.0120391845703125, + "prediction_norm": 5.115957736968994, + "timestamp": "2025-07-14T12:35:03.090384" + }, + { + "epoch": 2481, + "batch_idx": 96, + "loss": 0.4354192614555359, + "learning_rate": 0.00013605377777235945, + "timestep_mean": 461.375, + "epsilon_norm": 8.813349723815918, + "prediction_norm": 6.689050674438477, + "timestamp": "2025-07-14T12:35:03.095339" + }, + { + "epoch": 2481, + "batch_idx": 128, + "loss": 0.15433013439178467, + "learning_rate": 0.00013605377777235945, + "timestep_mean": 486.15625, + "epsilon_norm": 6.303890705108643, + "prediction_norm": 5.743016242980957, + "timestamp": "2025-07-14T12:35:03.100459" + }, + { + "epoch": 2481, + "batch_idx": 160, + "loss": 0.14399626851081848, + "learning_rate": 0.00013605377777235945, + "timestep_mean": 555.375, + "epsilon_norm": 7.794036388397217, + "prediction_norm": 6.651461124420166, + "timestamp": "2025-07-14T12:35:03.105359" + }, + { + "epoch": 2481, + "batch_idx": 192, + "loss": 0.3446664810180664, + "learning_rate": 0.00013605377777235945, + "timestep_mean": 500.5, + "epsilon_norm": 4.105491638183594, + "prediction_norm": 3.738538980484009, + "timestamp": "2025-07-14T12:35:03.110308" + }, + { + "epoch": 2482, + "batch_idx": 0, + "loss": 0.1564212143421173, + "learning_rate": 0.00013659276725654885, + "timestep_mean": 548.625, + "epsilon_norm": 7.889684200286865, + "prediction_norm": 6.992867469787598, + "timestamp": "2025-07-14T12:35:03.115209" + }, + { + "epoch": 2482, + "batch_idx": 32, + "loss": 0.2888135313987732, + "learning_rate": 0.00013659276725654885, + "timestep_mean": 549.90625, + "epsilon_norm": 8.645620346069336, + "prediction_norm": 7.470658779144287, + "timestamp": "2025-07-14T12:35:03.120333" + }, + { + "epoch": 2482, + "batch_idx": 64, + "loss": 0.10545480996370316, + "learning_rate": 0.00013659276725654885, + "timestep_mean": 435.46875, + "epsilon_norm": 7.627228736877441, + "prediction_norm": 6.861410140991211, + "timestamp": "2025-07-14T12:35:03.125397" + }, + { + "epoch": 2482, + "batch_idx": 96, + "loss": 0.32049715518951416, + "learning_rate": 0.00013659276725654885, + "timestep_mean": 440.6875, + "epsilon_norm": 8.327753067016602, + "prediction_norm": 7.066197872161865, + "timestamp": "2025-07-14T12:35:03.130574" + }, + { + "epoch": 2482, + "batch_idx": 128, + "loss": 0.2115209698677063, + "learning_rate": 0.00013659276725654885, + "timestep_mean": 489.875, + "epsilon_norm": 7.755948066711426, + "prediction_norm": 6.877328395843506, + "timestamp": "2025-07-14T12:35:03.135679" + }, + { + "epoch": 2482, + "batch_idx": 160, + "loss": 0.2753922641277313, + "learning_rate": 0.00013659276725654885, + "timestep_mean": 439.78125, + "epsilon_norm": 7.034081935882568, + "prediction_norm": 5.677992820739746, + "timestamp": "2025-07-14T12:35:03.140849" + }, + { + "epoch": 2482, + "batch_idx": 192, + "loss": 0.2974547743797302, + "learning_rate": 0.00013659276725654885, + "timestep_mean": 411.0, + "epsilon_norm": 3.68444561958313, + "prediction_norm": 3.042238712310791, + "timestamp": "2025-07-14T12:35:03.146008" + }, + { + "epoch": 2483, + "batch_idx": 0, + "loss": 0.47456634044647217, + "learning_rate": 0.0001371326534119598, + "timestep_mean": 525.375, + "epsilon_norm": 8.888434410095215, + "prediction_norm": 6.5860748291015625, + "timestamp": "2025-07-14T12:35:03.151194" + }, + { + "epoch": 2483, + "batch_idx": 32, + "loss": 0.46136337518692017, + "learning_rate": 0.0001371326534119598, + "timestep_mean": 464.875, + "epsilon_norm": 8.136119842529297, + "prediction_norm": 6.708712100982666, + "timestamp": "2025-07-14T12:35:03.156370" + }, + { + "epoch": 2483, + "batch_idx": 64, + "loss": 0.32835984230041504, + "learning_rate": 0.0001371326534119598, + "timestep_mean": 482.53125, + "epsilon_norm": 8.263559341430664, + "prediction_norm": 6.328837871551514, + "timestamp": "2025-07-14T12:35:03.161564" + }, + { + "epoch": 2483, + "batch_idx": 96, + "loss": 0.42875152826309204, + "learning_rate": 0.0001371326534119598, + "timestep_mean": 431.9375, + "epsilon_norm": 9.63547134399414, + "prediction_norm": 7.736879348754883, + "timestamp": "2025-07-14T12:35:03.166612" + }, + { + "epoch": 2483, + "batch_idx": 128, + "loss": 0.3381727635860443, + "learning_rate": 0.0001371326534119598, + "timestep_mean": 331.875, + "epsilon_norm": 8.044754981994629, + "prediction_norm": 6.210080146789551, + "timestamp": "2025-07-14T12:35:03.171849" + }, + { + "epoch": 2483, + "batch_idx": 160, + "loss": 0.20531880855560303, + "learning_rate": 0.0001371326534119598, + "timestep_mean": 449.3125, + "epsilon_norm": 7.189584255218506, + "prediction_norm": 5.854247093200684, + "timestamp": "2025-07-14T12:35:03.176968" + }, + { + "epoch": 2483, + "batch_idx": 192, + "loss": 0.15244504809379578, + "learning_rate": 0.0001371326534119598, + "timestep_mean": 540.5, + "epsilon_norm": 4.9821062088012695, + "prediction_norm": 4.361471176147461, + "timestamp": "2025-07-14T12:35:03.181980" + }, + { + "epoch": 2484, + "batch_idx": 0, + "loss": 0.21585214138031006, + "learning_rate": 0.00013767343490647706, + "timestep_mean": 531.34375, + "epsilon_norm": 7.594202518463135, + "prediction_norm": 7.284721851348877, + "timestamp": "2025-07-14T12:35:03.187182" + }, + { + "epoch": 2484, + "batch_idx": 32, + "loss": 0.30521342158317566, + "learning_rate": 0.00013767343490647706, + "timestep_mean": 538.0625, + "epsilon_norm": 7.342010498046875, + "prediction_norm": 6.308984756469727, + "timestamp": "2025-07-14T12:35:03.192451" + }, + { + "epoch": 2484, + "batch_idx": 64, + "loss": 0.24103721976280212, + "learning_rate": 0.00013767343490647706, + "timestep_mean": 473.125, + "epsilon_norm": 8.525586128234863, + "prediction_norm": 7.988442897796631, + "timestamp": "2025-07-14T12:35:03.197507" + }, + { + "epoch": 2484, + "batch_idx": 96, + "loss": 0.1568308174610138, + "learning_rate": 0.00013767343490647706, + "timestep_mean": 492.8125, + "epsilon_norm": 6.815915584564209, + "prediction_norm": 6.138838768005371, + "timestamp": "2025-07-14T12:35:03.202598" + }, + { + "epoch": 2484, + "batch_idx": 128, + "loss": 0.354189932346344, + "learning_rate": 0.00013767343490647706, + "timestep_mean": 581.0, + "epsilon_norm": 8.597336769104004, + "prediction_norm": 7.705024242401123, + "timestamp": "2025-07-14T12:35:03.207602" + }, + { + "epoch": 2484, + "batch_idx": 160, + "loss": 0.38476496934890747, + "learning_rate": 0.00013767343490647706, + "timestep_mean": 443.03125, + "epsilon_norm": 7.837372303009033, + "prediction_norm": 5.8005805015563965, + "timestamp": "2025-07-14T12:35:03.212526" + }, + { + "epoch": 2484, + "batch_idx": 192, + "loss": 0.5780763030052185, + "learning_rate": 0.00013767343490647706, + "timestep_mean": 574.75, + "epsilon_norm": 4.7537522315979, + "prediction_norm": 3.4268360137939453, + "timestamp": "2025-07-14T12:35:03.217411" + }, + { + "epoch": 2485, + "batch_idx": 0, + "loss": 0.3104483485221863, + "learning_rate": 0.00013821511040577552, + "timestep_mean": 492.21875, + "epsilon_norm": 8.792015075683594, + "prediction_norm": 7.689204216003418, + "timestamp": "2025-07-14T12:35:03.222264" + }, + { + "epoch": 2485, + "batch_idx": 32, + "loss": 0.23306629061698914, + "learning_rate": 0.00013821511040577552, + "timestep_mean": 463.65625, + "epsilon_norm": 8.684575080871582, + "prediction_norm": 7.705559253692627, + "timestamp": "2025-07-14T12:35:03.227107" + }, + { + "epoch": 2485, + "batch_idx": 64, + "loss": 0.4260860085487366, + "learning_rate": 0.00013821511040577552, + "timestep_mean": 460.71875, + "epsilon_norm": 8.773367881774902, + "prediction_norm": 7.124134063720703, + "timestamp": "2025-07-14T12:35:03.232163" + }, + { + "epoch": 2485, + "batch_idx": 96, + "loss": 0.22069895267486572, + "learning_rate": 0.00013821511040577552, + "timestep_mean": 576.875, + "epsilon_norm": 7.307972431182861, + "prediction_norm": 6.852117538452148, + "timestamp": "2025-07-14T12:35:03.237319" + }, + { + "epoch": 2485, + "batch_idx": 128, + "loss": 0.4088863730430603, + "learning_rate": 0.00013821511040577552, + "timestep_mean": 495.1875, + "epsilon_norm": 8.407933235168457, + "prediction_norm": 6.408193111419678, + "timestamp": "2025-07-14T12:35:03.242428" + }, + { + "epoch": 2485, + "batch_idx": 160, + "loss": 0.2766481041908264, + "learning_rate": 0.00013821511040577552, + "timestep_mean": 432.625, + "epsilon_norm": 5.75813627243042, + "prediction_norm": 4.794893264770508, + "timestamp": "2025-07-14T12:35:03.247551" + }, + { + "epoch": 2485, + "batch_idx": 192, + "loss": 0.1574118435382843, + "learning_rate": 0.00013821511040577552, + "timestep_mean": 739.875, + "epsilon_norm": 4.247633934020996, + "prediction_norm": 3.553699493408203, + "timestamp": "2025-07-14T12:35:03.252583" + }, + { + "epoch": 2486, + "batch_idx": 0, + "loss": 0.16415847837924957, + "learning_rate": 0.0001387576785733254, + "timestep_mean": 590.25, + "epsilon_norm": 7.139174461364746, + "prediction_norm": 6.037951469421387, + "timestamp": "2025-07-14T12:35:03.257690" + }, + { + "epoch": 2486, + "batch_idx": 32, + "loss": 0.18173755705356598, + "learning_rate": 0.0001387576785733254, + "timestep_mean": 600.0625, + "epsilon_norm": 7.484649658203125, + "prediction_norm": 7.042386054992676, + "timestamp": "2025-07-14T12:35:03.262765" + }, + { + "epoch": 2486, + "batch_idx": 64, + "loss": 0.14529454708099365, + "learning_rate": 0.0001387576785733254, + "timestep_mean": 533.78125, + "epsilon_norm": 7.35304594039917, + "prediction_norm": 6.50050687789917, + "timestamp": "2025-07-14T12:35:03.267938" + }, + { + "epoch": 2486, + "batch_idx": 96, + "loss": 0.11696209013462067, + "learning_rate": 0.0001387576785733254, + "timestep_mean": 595.03125, + "epsilon_norm": 6.780542373657227, + "prediction_norm": 6.397825241088867, + "timestamp": "2025-07-14T12:35:03.273030" + }, + { + "epoch": 2486, + "batch_idx": 128, + "loss": 0.21633413434028625, + "learning_rate": 0.0001387576785733254, + "timestep_mean": 610.875, + "epsilon_norm": 8.38533878326416, + "prediction_norm": 7.422599792480469, + "timestamp": "2025-07-14T12:35:03.278135" + }, + { + "epoch": 2486, + "batch_idx": 160, + "loss": 0.1603374034166336, + "learning_rate": 0.0001387576785733254, + "timestep_mean": 535.3125, + "epsilon_norm": 8.08910846710205, + "prediction_norm": 7.355768203735352, + "timestamp": "2025-07-14T12:35:03.283303" + }, + { + "epoch": 2486, + "batch_idx": 192, + "loss": 0.09536126255989075, + "learning_rate": 0.0001387576785733254, + "timestep_mean": 630.25, + "epsilon_norm": 2.7494454383850098, + "prediction_norm": 2.734504461288452, + "timestamp": "2025-07-14T12:35:03.288425" + }, + { + "epoch": 2487, + "batch_idx": 0, + "loss": 0.29008203744888306, + "learning_rate": 0.00013930113807039335, + "timestep_mean": 529.5, + "epsilon_norm": 7.242708206176758, + "prediction_norm": 6.353573799133301, + "timestamp": "2025-07-14T12:35:03.293528" + }, + { + "epoch": 2487, + "batch_idx": 32, + "loss": 0.23945897817611694, + "learning_rate": 0.00013930113807039335, + "timestep_mean": 448.0, + "epsilon_norm": 7.694332599639893, + "prediction_norm": 6.686412334442139, + "timestamp": "2025-07-14T12:35:03.298611" + }, + { + "epoch": 2487, + "batch_idx": 64, + "loss": 0.38751667737960815, + "learning_rate": 0.00013930113807039335, + "timestep_mean": 544.96875, + "epsilon_norm": 8.825759887695312, + "prediction_norm": 7.921204090118408, + "timestamp": "2025-07-14T12:35:03.303752" + }, + { + "epoch": 2487, + "batch_idx": 96, + "loss": 0.27493172883987427, + "learning_rate": 0.00013930113807039335, + "timestep_mean": 464.1875, + "epsilon_norm": 8.368866920471191, + "prediction_norm": 7.203143119812012, + "timestamp": "2025-07-14T12:35:03.308928" + }, + { + "epoch": 2487, + "batch_idx": 128, + "loss": 0.14941617846488953, + "learning_rate": 0.00013930113807039335, + "timestep_mean": 489.65625, + "epsilon_norm": 7.876015663146973, + "prediction_norm": 6.8991498947143555, + "timestamp": "2025-07-14T12:35:03.314098" + }, + { + "epoch": 2487, + "batch_idx": 160, + "loss": 0.26582109928131104, + "learning_rate": 0.00013930113807039335, + "timestep_mean": 537.65625, + "epsilon_norm": 8.068822860717773, + "prediction_norm": 6.8230299949646, + "timestamp": "2025-07-14T12:35:03.319328" + }, + { + "epoch": 2487, + "batch_idx": 192, + "loss": 0.25562748312950134, + "learning_rate": 0.00013930113807039335, + "timestep_mean": 418.625, + "epsilon_norm": 3.361398220062256, + "prediction_norm": 2.9076223373413086, + "timestamp": "2025-07-14T12:35:03.324401" + }, + { + "epoch": 2488, + "batch_idx": 0, + "loss": 0.20407995581626892, + "learning_rate": 0.00013984548755604676, + "timestep_mean": 539.78125, + "epsilon_norm": 8.6873197555542, + "prediction_norm": 7.644851207733154, + "timestamp": "2025-07-14T12:35:03.329461" + }, + { + "epoch": 2488, + "batch_idx": 32, + "loss": 0.37432926893234253, + "learning_rate": 0.00013984548755604676, + "timestep_mean": 523.96875, + "epsilon_norm": 8.023653984069824, + "prediction_norm": 6.853068828582764, + "timestamp": "2025-07-14T12:35:03.334641" + }, + { + "epoch": 2488, + "batch_idx": 64, + "loss": 0.302086740732193, + "learning_rate": 0.00013984548755604676, + "timestep_mean": 522.46875, + "epsilon_norm": 7.487246513366699, + "prediction_norm": 5.8702592849731445, + "timestamp": "2025-07-14T12:35:03.339774" + }, + { + "epoch": 2488, + "batch_idx": 96, + "loss": 0.2282802164554596, + "learning_rate": 0.00013984548755604676, + "timestep_mean": 546.59375, + "epsilon_norm": 7.944234371185303, + "prediction_norm": 6.560833930969238, + "timestamp": "2025-07-14T12:35:03.344750" + }, + { + "epoch": 2488, + "batch_idx": 128, + "loss": 0.3815096616744995, + "learning_rate": 0.00013984548755604676, + "timestep_mean": 508.75, + "epsilon_norm": 7.8231120109558105, + "prediction_norm": 6.100518226623535, + "timestamp": "2025-07-14T12:35:03.349882" + }, + { + "epoch": 2488, + "batch_idx": 160, + "loss": 0.14825603365898132, + "learning_rate": 0.00013984548755604676, + "timestep_mean": 500.625, + "epsilon_norm": 8.030657768249512, + "prediction_norm": 7.326493740081787, + "timestamp": "2025-07-14T12:35:03.355147" + }, + { + "epoch": 2488, + "batch_idx": 192, + "loss": 0.07364095747470856, + "learning_rate": 0.00013984548755604676, + "timestep_mean": 511.5, + "epsilon_norm": 4.588879585266113, + "prediction_norm": 4.248805999755859, + "timestamp": "2025-07-14T12:35:03.360176" + }, + { + "epoch": 2489, + "batch_idx": 0, + "loss": 0.3923007845878601, + "learning_rate": 0.00014039072568715805, + "timestep_mean": 472.21875, + "epsilon_norm": 8.810840606689453, + "prediction_norm": 7.0131049156188965, + "timestamp": "2025-07-14T12:35:03.365361" + }, + { + "epoch": 2489, + "batch_idx": 32, + "loss": 0.21711736917495728, + "learning_rate": 0.00014039072568715805, + "timestep_mean": 541.375, + "epsilon_norm": 10.097018241882324, + "prediction_norm": 8.704668998718262, + "timestamp": "2025-07-14T12:35:03.370592" + }, + { + "epoch": 2489, + "batch_idx": 64, + "loss": 0.25397631525993347, + "learning_rate": 0.00014039072568715805, + "timestep_mean": 507.65625, + "epsilon_norm": 7.706237316131592, + "prediction_norm": 6.591097354888916, + "timestamp": "2025-07-14T12:35:03.375819" + }, + { + "epoch": 2489, + "batch_idx": 96, + "loss": 0.32078754901885986, + "learning_rate": 0.00014039072568715805, + "timestep_mean": 472.78125, + "epsilon_norm": 8.381884574890137, + "prediction_norm": 6.535946369171143, + "timestamp": "2025-07-14T12:35:03.380954" + }, + { + "epoch": 2489, + "batch_idx": 128, + "loss": 0.28533077239990234, + "learning_rate": 0.00014039072568715805, + "timestep_mean": 525.5, + "epsilon_norm": 7.830981254577637, + "prediction_norm": 6.3718461990356445, + "timestamp": "2025-07-14T12:35:03.386058" + }, + { + "epoch": 2489, + "batch_idx": 160, + "loss": 0.28453078866004944, + "learning_rate": 0.00014039072568715805, + "timestep_mean": 540.0625, + "epsilon_norm": 7.541029930114746, + "prediction_norm": 6.17069673538208, + "timestamp": "2025-07-14T12:35:03.391140" + }, + { + "epoch": 2489, + "batch_idx": 192, + "loss": 0.11776641756296158, + "learning_rate": 0.00014039072568715805, + "timestep_mean": 529.625, + "epsilon_norm": 4.7798542976379395, + "prediction_norm": 4.733554363250732, + "timestamp": "2025-07-14T12:35:03.396307" + }, + { + "epoch": 2490, + "batch_idx": 0, + "loss": 0.27142226696014404, + "learning_rate": 0.00014093685111840577, + "timestep_mean": 509.71875, + "epsilon_norm": 7.53572940826416, + "prediction_norm": 7.122150421142578, + "timestamp": "2025-07-14T12:35:03.401434" + }, + { + "epoch": 2490, + "batch_idx": 32, + "loss": 0.2949046790599823, + "learning_rate": 0.00014093685111840577, + "timestep_mean": 614.25, + "epsilon_norm": 9.127152442932129, + "prediction_norm": 7.922408103942871, + "timestamp": "2025-07-14T12:35:03.406452" + }, + { + "epoch": 2490, + "batch_idx": 64, + "loss": 0.21542976796627045, + "learning_rate": 0.00014093685111840577, + "timestep_mean": 485.40625, + "epsilon_norm": 7.151165962219238, + "prediction_norm": 6.993461608886719, + "timestamp": "2025-07-14T12:35:03.411286" + }, + { + "epoch": 2490, + "batch_idx": 96, + "loss": 0.21273818612098694, + "learning_rate": 0.00014093685111840577, + "timestep_mean": 354.8125, + "epsilon_norm": 7.138125896453857, + "prediction_norm": 6.926883697509766, + "timestamp": "2025-07-14T12:35:03.416449" + }, + { + "epoch": 2490, + "batch_idx": 128, + "loss": 0.3985888361930847, + "learning_rate": 0.00014093685111840577, + "timestep_mean": 473.5, + "epsilon_norm": 7.621734619140625, + "prediction_norm": 6.2324347496032715, + "timestamp": "2025-07-14T12:35:03.422613" + }, + { + "epoch": 2490, + "batch_idx": 160, + "loss": 0.23086079955101013, + "learning_rate": 0.00014093685111840577, + "timestep_mean": 516.0625, + "epsilon_norm": 8.570892333984375, + "prediction_norm": 7.400290012359619, + "timestamp": "2025-07-14T12:35:03.427974" + }, + { + "epoch": 2490, + "batch_idx": 192, + "loss": 0.6229596138000488, + "learning_rate": 0.00014093685111840577, + "timestep_mean": 499.0, + "epsilon_norm": 4.411616802215576, + "prediction_norm": 3.1720099449157715, + "timestamp": "2025-07-14T12:35:03.433195" + }, + { + "epoch": 2491, + "batch_idx": 0, + "loss": 0.44626861810684204, + "learning_rate": 0.0001414838625022802, + "timestep_mean": 406.84375, + "epsilon_norm": 8.123222351074219, + "prediction_norm": 6.420974254608154, + "timestamp": "2025-07-14T12:35:03.438467" + }, + { + "epoch": 2491, + "batch_idx": 32, + "loss": 0.2810367941856384, + "learning_rate": 0.0001414838625022802, + "timestep_mean": 465.9375, + "epsilon_norm": 8.508156776428223, + "prediction_norm": 7.091092586517334, + "timestamp": "2025-07-14T12:35:03.443622" + }, + { + "epoch": 2491, + "batch_idx": 64, + "loss": 0.2268475890159607, + "learning_rate": 0.0001414838625022802, + "timestep_mean": 445.4375, + "epsilon_norm": 6.683987140655518, + "prediction_norm": 5.844172477722168, + "timestamp": "2025-07-14T12:35:03.448771" + }, + { + "epoch": 2491, + "batch_idx": 96, + "loss": 0.2904268503189087, + "learning_rate": 0.0001414838625022802, + "timestep_mean": 519.5, + "epsilon_norm": 8.296141624450684, + "prediction_norm": 7.384227752685547, + "timestamp": "2025-07-14T12:35:03.453891" + }, + { + "epoch": 2491, + "batch_idx": 128, + "loss": 0.13750113546848297, + "learning_rate": 0.0001414838625022802, + "timestep_mean": 624.03125, + "epsilon_norm": 9.325722694396973, + "prediction_norm": 8.952949523925781, + "timestamp": "2025-07-14T12:35:03.459127" + }, + { + "epoch": 2491, + "batch_idx": 160, + "loss": 0.33248621225357056, + "learning_rate": 0.0001414838625022802, + "timestep_mean": 504.625, + "epsilon_norm": 8.399617195129395, + "prediction_norm": 7.144741535186768, + "timestamp": "2025-07-14T12:35:03.464084" + }, + { + "epoch": 2491, + "batch_idx": 192, + "loss": 0.13036996126174927, + "learning_rate": 0.0001414838625022802, + "timestep_mean": 429.75, + "epsilon_norm": 4.180614948272705, + "prediction_norm": 3.671684980392456, + "timestamp": "2025-07-14T12:35:03.469241" + }, + { + "epoch": 2492, + "batch_idx": 0, + "loss": 0.5046107769012451, + "learning_rate": 0.00014203175848908486, + "timestep_mean": 471.1875, + "epsilon_norm": 8.273518562316895, + "prediction_norm": 6.421188831329346, + "timestamp": "2025-07-14T12:35:03.474566" + }, + { + "epoch": 2492, + "batch_idx": 32, + "loss": 0.5245593786239624, + "learning_rate": 0.00014203175848908486, + "timestep_mean": 439.4375, + "epsilon_norm": 8.201804161071777, + "prediction_norm": 6.371432781219482, + "timestamp": "2025-07-14T12:35:03.480063" + }, + { + "epoch": 2492, + "batch_idx": 64, + "loss": 0.23245030641555786, + "learning_rate": 0.00014203175848908486, + "timestep_mean": 500.25, + "epsilon_norm": 7.524296760559082, + "prediction_norm": 6.772346496582031, + "timestamp": "2025-07-14T12:35:03.485143" + }, + { + "epoch": 2492, + "batch_idx": 96, + "loss": 0.21255949139595032, + "learning_rate": 0.00014203175848908486, + "timestep_mean": 492.59375, + "epsilon_norm": 7.036540508270264, + "prediction_norm": 6.0598931312561035, + "timestamp": "2025-07-14T12:35:03.490475" + }, + { + "epoch": 2492, + "batch_idx": 128, + "loss": 0.293917179107666, + "learning_rate": 0.00014203175848908486, + "timestep_mean": 497.28125, + "epsilon_norm": 7.679465293884277, + "prediction_norm": 5.509167671203613, + "timestamp": "2025-07-14T12:35:03.495637" + }, + { + "epoch": 2492, + "batch_idx": 160, + "loss": 0.33928802609443665, + "learning_rate": 0.00014203175848908486, + "timestep_mean": 540.46875, + "epsilon_norm": 8.050829887390137, + "prediction_norm": 6.5443644523620605, + "timestamp": "2025-07-14T12:35:03.500930" + }, + { + "epoch": 2492, + "batch_idx": 192, + "loss": 0.08175274729728699, + "learning_rate": 0.00014203175848908486, + "timestep_mean": 696.125, + "epsilon_norm": 4.175130844116211, + "prediction_norm": 3.9485373497009277, + "timestamp": "2025-07-14T12:35:03.506125" + }, + { + "epoch": 2493, + "batch_idx": 0, + "loss": 0.17419975996017456, + "learning_rate": 0.00014258053772694054, + "timestep_mean": 541.28125, + "epsilon_norm": 9.633528709411621, + "prediction_norm": 8.463903427124023, + "timestamp": "2025-07-14T12:35:03.511343" + }, + { + "epoch": 2493, + "batch_idx": 32, + "loss": 0.2915361523628235, + "learning_rate": 0.00014258053772694054, + "timestep_mean": 495.0625, + "epsilon_norm": 7.3386640548706055, + "prediction_norm": 5.537668228149414, + "timestamp": "2025-07-14T12:35:03.516487" + }, + { + "epoch": 2493, + "batch_idx": 64, + "loss": 0.17154857516288757, + "learning_rate": 0.00014258053772694054, + "timestep_mean": 401.28125, + "epsilon_norm": 6.966693878173828, + "prediction_norm": 6.278832912445068, + "timestamp": "2025-07-14T12:35:03.521880" + }, + { + "epoch": 2493, + "batch_idx": 96, + "loss": 0.26465263962745667, + "learning_rate": 0.00014258053772694054, + "timestep_mean": 482.09375, + "epsilon_norm": 8.225379943847656, + "prediction_norm": 6.963505744934082, + "timestamp": "2025-07-14T12:35:03.527118" + }, + { + "epoch": 2493, + "batch_idx": 128, + "loss": 0.2882494330406189, + "learning_rate": 0.00014258053772694054, + "timestep_mean": 523.84375, + "epsilon_norm": 8.410022735595703, + "prediction_norm": 7.109362602233887, + "timestamp": "2025-07-14T12:35:03.532337" + }, + { + "epoch": 2493, + "batch_idx": 160, + "loss": 0.1684795767068863, + "learning_rate": 0.00014258053772694054, + "timestep_mean": 617.75, + "epsilon_norm": 8.857270240783691, + "prediction_norm": 8.290929794311523, + "timestamp": "2025-07-14T12:35:03.537428" + }, + { + "epoch": 2493, + "batch_idx": 192, + "loss": 0.2892446517944336, + "learning_rate": 0.00014258053772694054, + "timestep_mean": 374.875, + "epsilon_norm": 4.425792694091797, + "prediction_norm": 3.5669126510620117, + "timestamp": "2025-07-14T12:35:03.542692" + }, + { + "epoch": 2494, + "batch_idx": 0, + "loss": 0.2733086049556732, + "learning_rate": 0.0001431301988617897, + "timestep_mean": 518.875, + "epsilon_norm": 8.778904914855957, + "prediction_norm": 7.508351802825928, + "timestamp": "2025-07-14T12:35:03.547879" + }, + { + "epoch": 2494, + "batch_idx": 32, + "loss": 0.2833247780799866, + "learning_rate": 0.0001431301988617897, + "timestep_mean": 460.75, + "epsilon_norm": 8.080291748046875, + "prediction_norm": 6.91098690032959, + "timestamp": "2025-07-14T12:35:03.553148" + }, + { + "epoch": 2494, + "batch_idx": 64, + "loss": 0.16103339195251465, + "learning_rate": 0.0001431301988617897, + "timestep_mean": 473.125, + "epsilon_norm": 7.970174312591553, + "prediction_norm": 7.300382137298584, + "timestamp": "2025-07-14T12:35:03.558136" + }, + { + "epoch": 2494, + "batch_idx": 96, + "loss": 0.17798030376434326, + "learning_rate": 0.0001431301988617897, + "timestep_mean": 528.15625, + "epsilon_norm": 8.308112144470215, + "prediction_norm": 7.264129161834717, + "timestamp": "2025-07-14T12:35:03.563062" + }, + { + "epoch": 2494, + "batch_idx": 128, + "loss": 0.3319351375102997, + "learning_rate": 0.0001431301988617897, + "timestep_mean": 492.78125, + "epsilon_norm": 8.51191234588623, + "prediction_norm": 7.014512062072754, + "timestamp": "2025-07-14T12:35:03.568033" + }, + { + "epoch": 2494, + "batch_idx": 160, + "loss": 0.25545984506607056, + "learning_rate": 0.0001431301988617897, + "timestep_mean": 429.75, + "epsilon_norm": 7.243889331817627, + "prediction_norm": 6.830824851989746, + "timestamp": "2025-07-14T12:35:03.572883" + }, + { + "epoch": 2494, + "batch_idx": 192, + "loss": 0.08666640520095825, + "learning_rate": 0.0001431301988617897, + "timestep_mean": 488.625, + "epsilon_norm": 3.96148419380188, + "prediction_norm": 3.3511459827423096, + "timestamp": "2025-07-14T12:35:03.577871" + }, + { + "epoch": 2495, + "batch_idx": 0, + "loss": 0.1601230651140213, + "learning_rate": 0.00014368074053739763, + "timestep_mean": 514.9375, + "epsilon_norm": 7.0422163009643555, + "prediction_norm": 6.110082626342773, + "timestamp": "2025-07-14T12:35:03.582769" + }, + { + "epoch": 2495, + "batch_idx": 32, + "loss": 0.15999914705753326, + "learning_rate": 0.00014368074053739763, + "timestep_mean": 588.65625, + "epsilon_norm": 7.793012619018555, + "prediction_norm": 6.588131427764893, + "timestamp": "2025-07-14T12:35:03.587652" + }, + { + "epoch": 2495, + "batch_idx": 64, + "loss": 0.3150564432144165, + "learning_rate": 0.00014368074053739763, + "timestep_mean": 516.0, + "epsilon_norm": 8.636029243469238, + "prediction_norm": 7.0256524085998535, + "timestamp": "2025-07-14T12:35:03.592743" + }, + { + "epoch": 2495, + "batch_idx": 96, + "loss": 0.2615763247013092, + "learning_rate": 0.00014368074053739763, + "timestep_mean": 496.375, + "epsilon_norm": 8.160380363464355, + "prediction_norm": 6.7083635330200195, + "timestamp": "2025-07-14T12:35:03.597808" + }, + { + "epoch": 2495, + "batch_idx": 128, + "loss": 0.3584456443786621, + "learning_rate": 0.00014368074053739763, + "timestep_mean": 423.25, + "epsilon_norm": 8.337554931640625, + "prediction_norm": 6.514702796936035, + "timestamp": "2025-07-14T12:35:03.602969" + }, + { + "epoch": 2495, + "batch_idx": 160, + "loss": 0.3145826458930969, + "learning_rate": 0.00014368074053739763, + "timestep_mean": 533.75, + "epsilon_norm": 8.395081520080566, + "prediction_norm": 7.227078914642334, + "timestamp": "2025-07-14T12:35:03.608059" + }, + { + "epoch": 2495, + "batch_idx": 192, + "loss": 0.30706238746643066, + "learning_rate": 0.00014368074053739763, + "timestep_mean": 589.875, + "epsilon_norm": 4.0157790184021, + "prediction_norm": 3.0820298194885254, + "timestamp": "2025-07-14T12:35:03.613248" + }, + { + "epoch": 2496, + "batch_idx": 0, + "loss": 0.36747533082962036, + "learning_rate": 0.00014423216139535766, + "timestep_mean": 478.25, + "epsilon_norm": 9.078516006469727, + "prediction_norm": 7.803555488586426, + "timestamp": "2025-07-14T12:35:03.618434" + }, + { + "epoch": 2496, + "batch_idx": 32, + "loss": 0.23857006430625916, + "learning_rate": 0.00014423216139535766, + "timestep_mean": 540.71875, + "epsilon_norm": 7.768341064453125, + "prediction_norm": 6.353668689727783, + "timestamp": "2025-07-14T12:35:03.623486" + }, + { + "epoch": 2496, + "batch_idx": 64, + "loss": 0.19706851243972778, + "learning_rate": 0.00014423216139535766, + "timestep_mean": 522.40625, + "epsilon_norm": 8.07772159576416, + "prediction_norm": 7.373962879180908, + "timestamp": "2025-07-14T12:35:03.628539" + }, + { + "epoch": 2496, + "batch_idx": 96, + "loss": 0.4106443226337433, + "learning_rate": 0.00014423216139535766, + "timestep_mean": 407.65625, + "epsilon_norm": 8.48241901397705, + "prediction_norm": 7.147467136383057, + "timestamp": "2025-07-14T12:35:03.633822" + }, + { + "epoch": 2496, + "batch_idx": 128, + "loss": 0.31698375940322876, + "learning_rate": 0.00014423216139535766, + "timestep_mean": 542.15625, + "epsilon_norm": 8.737563133239746, + "prediction_norm": 7.447155475616455, + "timestamp": "2025-07-14T12:35:03.638913" + }, + { + "epoch": 2496, + "batch_idx": 160, + "loss": 0.2239939570426941, + "learning_rate": 0.00014423216139535766, + "timestep_mean": 502.0625, + "epsilon_norm": 7.566422939300537, + "prediction_norm": 6.300479888916016, + "timestamp": "2025-07-14T12:35:03.644135" + }, + { + "epoch": 2496, + "batch_idx": 192, + "loss": 0.08518686890602112, + "learning_rate": 0.00014423216139535766, + "timestep_mean": 703.375, + "epsilon_norm": 3.444385528564453, + "prediction_norm": 3.4923458099365234, + "timestamp": "2025-07-14T12:35:03.649309" + }, + { + "epoch": 2497, + "batch_idx": 0, + "loss": 0.5519790053367615, + "learning_rate": 0.00014478446007509354, + "timestep_mean": 495.84375, + "epsilon_norm": 7.885746955871582, + "prediction_norm": 5.3153910636901855, + "timestamp": "2025-07-14T12:35:03.654439" + }, + { + "epoch": 2497, + "batch_idx": 32, + "loss": 0.4026184380054474, + "learning_rate": 0.00014478446007509354, + "timestep_mean": 457.59375, + "epsilon_norm": 8.685914993286133, + "prediction_norm": 7.3320841789245605, + "timestamp": "2025-07-14T12:35:03.659616" + }, + { + "epoch": 2497, + "batch_idx": 64, + "loss": 0.13002774119377136, + "learning_rate": 0.00014478446007509354, + "timestep_mean": 602.21875, + "epsilon_norm": 8.552839279174805, + "prediction_norm": 8.255414009094238, + "timestamp": "2025-07-14T12:35:03.664677" + }, + { + "epoch": 2497, + "batch_idx": 96, + "loss": 0.2861374318599701, + "learning_rate": 0.00014478446007509354, + "timestep_mean": 577.75, + "epsilon_norm": 9.575898170471191, + "prediction_norm": 8.359771728515625, + "timestamp": "2025-07-14T12:35:03.669875" + }, + { + "epoch": 2497, + "batch_idx": 128, + "loss": 0.2553732097148895, + "learning_rate": 0.00014478446007509354, + "timestep_mean": 543.65625, + "epsilon_norm": 8.720442771911621, + "prediction_norm": 7.556944847106934, + "timestamp": "2025-07-14T12:35:03.674982" + }, + { + "epoch": 2497, + "batch_idx": 160, + "loss": 0.2800235152244568, + "learning_rate": 0.00014478446007509354, + "timestep_mean": 461.0, + "epsilon_norm": 8.963597297668457, + "prediction_norm": 7.641712188720703, + "timestamp": "2025-07-14T12:35:03.680339" + }, + { + "epoch": 2497, + "batch_idx": 192, + "loss": 0.13331590592861176, + "learning_rate": 0.00014478446007509354, + "timestep_mean": 360.0, + "epsilon_norm": 2.6849629878997803, + "prediction_norm": 2.3860621452331543, + "timestamp": "2025-07-14T12:35:03.685499" + }, + { + "epoch": 2498, + "batch_idx": 0, + "loss": 0.15399564802646637, + "learning_rate": 0.00014533763521386344, + "timestep_mean": 532.875, + "epsilon_norm": 8.829889297485352, + "prediction_norm": 8.591224670410156, + "timestamp": "2025-07-14T12:35:03.690722" + }, + { + "epoch": 2498, + "batch_idx": 32, + "loss": 0.18800124526023865, + "learning_rate": 0.00014533763521386344, + "timestep_mean": 479.90625, + "epsilon_norm": 6.97492790222168, + "prediction_norm": 6.34386682510376, + "timestamp": "2025-07-14T12:35:03.695923" + }, + { + "epoch": 2498, + "batch_idx": 64, + "loss": 0.2500699460506439, + "learning_rate": 0.00014533763521386344, + "timestep_mean": 520.9375, + "epsilon_norm": 7.222539901733398, + "prediction_norm": 6.296646595001221, + "timestamp": "2025-07-14T12:35:03.701142" + }, + { + "epoch": 2498, + "batch_idx": 96, + "loss": 0.28840717673301697, + "learning_rate": 0.00014533763521386344, + "timestep_mean": 408.03125, + "epsilon_norm": 8.336517333984375, + "prediction_norm": 7.287313461303711, + "timestamp": "2025-07-14T12:35:03.706373" + }, + { + "epoch": 2498, + "batch_idx": 128, + "loss": 0.28339898586273193, + "learning_rate": 0.00014533763521386344, + "timestep_mean": 513.53125, + "epsilon_norm": 7.333807468414307, + "prediction_norm": 6.137838363647461, + "timestamp": "2025-07-14T12:35:03.711341" + }, + { + "epoch": 2498, + "batch_idx": 160, + "loss": 0.2791751027107239, + "learning_rate": 0.00014533763521386344, + "timestep_mean": 468.53125, + "epsilon_norm": 8.1774320602417, + "prediction_norm": 7.0902886390686035, + "timestamp": "2025-07-14T12:35:03.716350" + }, + { + "epoch": 2498, + "batch_idx": 192, + "loss": 0.2102772295475006, + "learning_rate": 0.00014533763521386344, + "timestep_mean": 597.5, + "epsilon_norm": 4.589688301086426, + "prediction_norm": 4.284668445587158, + "timestamp": "2025-07-14T12:35:03.721439" + }, + { + "epoch": 2499, + "batch_idx": 0, + "loss": 0.22910906374454498, + "learning_rate": 0.00014589168544676238, + "timestep_mean": 426.5, + "epsilon_norm": 8.36862850189209, + "prediction_norm": 7.4888691902160645, + "timestamp": "2025-07-14T12:35:03.726575" + }, + { + "epoch": 2499, + "batch_idx": 32, + "loss": 0.24116770923137665, + "learning_rate": 0.00014589168544676238, + "timestep_mean": 511.78125, + "epsilon_norm": 8.649043083190918, + "prediction_norm": 8.494921684265137, + "timestamp": "2025-07-14T12:35:03.731696" + }, + { + "epoch": 2499, + "batch_idx": 64, + "loss": 0.15436725318431854, + "learning_rate": 0.00014589168544676238, + "timestep_mean": 549.03125, + "epsilon_norm": 7.493612289428711, + "prediction_norm": 7.463479518890381, + "timestamp": "2025-07-14T12:35:03.736939" + }, + { + "epoch": 2499, + "batch_idx": 96, + "loss": 0.32802948355674744, + "learning_rate": 0.00014589168544676238, + "timestep_mean": 514.125, + "epsilon_norm": 8.090195655822754, + "prediction_norm": 7.038028240203857, + "timestamp": "2025-07-14T12:35:03.742257" + }, + { + "epoch": 2499, + "batch_idx": 128, + "loss": 0.29403749108314514, + "learning_rate": 0.00014589168544676238, + "timestep_mean": 533.3125, + "epsilon_norm": 7.590181350708008, + "prediction_norm": 6.659061431884766, + "timestamp": "2025-07-14T12:35:03.747414" + }, + { + "epoch": 2499, + "batch_idx": 160, + "loss": 0.3367689251899719, + "learning_rate": 0.00014589168544676238, + "timestep_mean": 525.9375, + "epsilon_norm": 6.754665851593018, + "prediction_norm": 5.834183692932129, + "timestamp": "2025-07-14T12:35:03.752547" + }, + { + "epoch": 2499, + "batch_idx": 192, + "loss": 0.25048425793647766, + "learning_rate": 0.00014589168544676238, + "timestep_mean": 538.0, + "epsilon_norm": 3.2208635807037354, + "prediction_norm": 2.8519344329833984, + "timestamp": "2025-07-14T12:35:03.757720" + }, + { + "epoch": 2500, + "batch_idx": 0, + "loss": 0.2461269646883011, + "learning_rate": 0.00014644660940672655, + "timestep_mean": 557.96875, + "epsilon_norm": 7.900681972503662, + "prediction_norm": 7.6965556144714355, + "timestamp": "2025-07-14T12:35:03.762882" + }, + { + "epoch": 2500, + "batch_idx": 32, + "loss": 0.22254331409931183, + "learning_rate": 0.00014644660940672655, + "timestep_mean": 482.53125, + "epsilon_norm": 7.600135803222656, + "prediction_norm": 6.957341194152832, + "timestamp": "2025-07-14T12:35:03.768149" + }, + { + "epoch": 2500, + "batch_idx": 64, + "loss": 0.23286956548690796, + "learning_rate": 0.00014644660940672655, + "timestep_mean": 453.8125, + "epsilon_norm": 8.49081802368164, + "prediction_norm": 7.5115461349487305, + "timestamp": "2025-07-14T12:35:03.773329" + }, + { + "epoch": 2500, + "batch_idx": 96, + "loss": 0.21913835406303406, + "learning_rate": 0.00014644660940672655, + "timestep_mean": 451.5625, + "epsilon_norm": 7.6619181632995605, + "prediction_norm": 6.812696933746338, + "timestamp": "2025-07-14T12:35:03.778507" + }, + { + "epoch": 2500, + "batch_idx": 128, + "loss": 0.2880181670188904, + "learning_rate": 0.00014644660940672655, + "timestep_mean": 414.9375, + "epsilon_norm": 8.462583541870117, + "prediction_norm": 7.562308311462402, + "timestamp": "2025-07-14T12:35:03.783874" + }, + { + "epoch": 2500, + "batch_idx": 160, + "loss": 0.4912565052509308, + "learning_rate": 0.00014644660940672655, + "timestep_mean": 535.875, + "epsilon_norm": 7.381770610809326, + "prediction_norm": 5.417759418487549, + "timestamp": "2025-07-14T12:35:03.789189" + }, + { + "epoch": 2500, + "batch_idx": 192, + "loss": 0.1675070822238922, + "learning_rate": 0.00014644660940672655, + "timestep_mean": 449.125, + "epsilon_norm": 4.420810222625732, + "prediction_norm": 3.8530960083007812, + "timestamp": "2025-07-14T12:35:03.794262" + }, + { + "epoch": 2501, + "batch_idx": 0, + "loss": 0.22945620119571686, + "learning_rate": 0.0001470024057245364, + "timestep_mean": 491.5625, + "epsilon_norm": 8.850382804870605, + "prediction_norm": 8.213741302490234, + "timestamp": "2025-07-14T12:35:03.799446" + }, + { + "epoch": 2501, + "batch_idx": 32, + "loss": 0.17535530030727386, + "learning_rate": 0.0001470024057245364, + "timestep_mean": 570.65625, + "epsilon_norm": 7.264306545257568, + "prediction_norm": 6.733546733856201, + "timestamp": "2025-07-14T12:35:03.804618" + }, + { + "epoch": 2501, + "batch_idx": 64, + "loss": 0.2638823390007019, + "learning_rate": 0.0001470024057245364, + "timestep_mean": 490.90625, + "epsilon_norm": 6.593379974365234, + "prediction_norm": 5.121376037597656, + "timestamp": "2025-07-14T12:35:03.809717" + }, + { + "epoch": 2501, + "batch_idx": 96, + "loss": 0.25896191596984863, + "learning_rate": 0.0001470024057245364, + "timestep_mean": 508.46875, + "epsilon_norm": 8.46417236328125, + "prediction_norm": 6.972978591918945, + "timestamp": "2025-07-14T12:35:03.814713" + }, + { + "epoch": 2501, + "batch_idx": 128, + "loss": 0.6324543952941895, + "learning_rate": 0.0001470024057245364, + "timestep_mean": 500.8125, + "epsilon_norm": 9.76114273071289, + "prediction_norm": 7.644247055053711, + "timestamp": "2025-07-14T12:35:03.819690" + }, + { + "epoch": 2501, + "batch_idx": 160, + "loss": 0.35966652631759644, + "learning_rate": 0.0001470024057245364, + "timestep_mean": 465.46875, + "epsilon_norm": 9.594791412353516, + "prediction_norm": 7.784883975982666, + "timestamp": "2025-07-14T12:35:03.824541" + }, + { + "epoch": 2501, + "batch_idx": 192, + "loss": 0.20072264969348907, + "learning_rate": 0.0001470024057245364, + "timestep_mean": 559.375, + "epsilon_norm": 4.181789398193359, + "prediction_norm": 3.833665132522583, + "timestamp": "2025-07-14T12:35:03.829459" + }, + { + "epoch": 2502, + "batch_idx": 0, + "loss": 0.38855820894241333, + "learning_rate": 0.00014755907302881958, + "timestep_mean": 503.0625, + "epsilon_norm": 8.875051498413086, + "prediction_norm": 7.52620792388916, + "timestamp": "2025-07-14T12:35:03.834559" + }, + { + "epoch": 2502, + "batch_idx": 32, + "loss": 0.22159725427627563, + "learning_rate": 0.00014755907302881958, + "timestep_mean": 524.34375, + "epsilon_norm": 7.564513206481934, + "prediction_norm": 6.587836265563965, + "timestamp": "2025-07-14T12:35:03.839712" + }, + { + "epoch": 2502, + "batch_idx": 64, + "loss": 0.4775802493095398, + "learning_rate": 0.00014755907302881958, + "timestep_mean": 423.3125, + "epsilon_norm": 8.02832317352295, + "prediction_norm": 5.043471336364746, + "timestamp": "2025-07-14T12:35:03.844840" + }, + { + "epoch": 2502, + "batch_idx": 96, + "loss": 0.16312871873378754, + "learning_rate": 0.00014755907302881958, + "timestep_mean": 491.1875, + "epsilon_norm": 6.7340240478515625, + "prediction_norm": 5.483918190002441, + "timestamp": "2025-07-14T12:35:03.849932" + }, + { + "epoch": 2502, + "batch_idx": 128, + "loss": 0.1586132049560547, + "learning_rate": 0.00014755907302881958, + "timestep_mean": 594.96875, + "epsilon_norm": 8.019619941711426, + "prediction_norm": 7.065737247467041, + "timestamp": "2025-07-14T12:35:03.855151" + }, + { + "epoch": 2502, + "batch_idx": 160, + "loss": 0.7302449941635132, + "learning_rate": 0.00014755907302881958, + "timestep_mean": 429.5, + "epsilon_norm": 9.271408081054688, + "prediction_norm": 6.7579450607299805, + "timestamp": "2025-07-14T12:35:03.860259" + }, + { + "epoch": 2502, + "batch_idx": 192, + "loss": 0.1465587317943573, + "learning_rate": 0.00014755907302881958, + "timestep_mean": 550.375, + "epsilon_norm": 3.4786202907562256, + "prediction_norm": 3.089637517929077, + "timestamp": "2025-07-14T12:35:03.865315" + }, + { + "epoch": 2503, + "batch_idx": 0, + "loss": 0.21337459981441498, + "learning_rate": 0.0001481166099460551, + "timestep_mean": 427.1875, + "epsilon_norm": 7.1554951667785645, + "prediction_norm": 6.080084800720215, + "timestamp": "2025-07-14T12:35:03.870457" + }, + { + "epoch": 2503, + "batch_idx": 32, + "loss": 0.32924604415893555, + "learning_rate": 0.0001481166099460551, + "timestep_mean": 457.4375, + "epsilon_norm": 8.76717472076416, + "prediction_norm": 7.241843223571777, + "timestamp": "2025-07-14T12:35:03.875749" + }, + { + "epoch": 2503, + "batch_idx": 64, + "loss": 0.18474654853343964, + "learning_rate": 0.0001481166099460551, + "timestep_mean": 480.28125, + "epsilon_norm": 7.570378303527832, + "prediction_norm": 6.87298059463501, + "timestamp": "2025-07-14T12:35:03.880800" + }, + { + "epoch": 2503, + "batch_idx": 96, + "loss": 0.38892117142677307, + "learning_rate": 0.0001481166099460551, + "timestep_mean": 480.28125, + "epsilon_norm": 9.337646484375, + "prediction_norm": 6.748590469360352, + "timestamp": "2025-07-14T12:35:03.885976" + }, + { + "epoch": 2503, + "batch_idx": 128, + "loss": 0.2591772675514221, + "learning_rate": 0.0001481166099460551, + "timestep_mean": 473.28125, + "epsilon_norm": 8.289641380310059, + "prediction_norm": 6.358345031738281, + "timestamp": "2025-07-14T12:35:03.891180" + }, + { + "epoch": 2503, + "batch_idx": 160, + "loss": 0.20135249197483063, + "learning_rate": 0.0001481166099460551, + "timestep_mean": 514.65625, + "epsilon_norm": 8.492837905883789, + "prediction_norm": 7.316190242767334, + "timestamp": "2025-07-14T12:35:03.896315" + }, + { + "epoch": 2503, + "batch_idx": 192, + "loss": 1.159481167793274, + "learning_rate": 0.0001481166099460551, + "timestep_mean": 347.75, + "epsilon_norm": 5.508967399597168, + "prediction_norm": 3.9091291427612305, + "timestamp": "2025-07-14T12:35:03.901542" + }, + { + "epoch": 2504, + "batch_idx": 0, + "loss": 0.23382610082626343, + "learning_rate": 0.00014867501510057573, + "timestep_mean": 484.5625, + "epsilon_norm": 7.132769584655762, + "prediction_norm": 5.875900745391846, + "timestamp": "2025-07-14T12:35:03.906622" + }, + { + "epoch": 2504, + "batch_idx": 32, + "loss": 0.2832069396972656, + "learning_rate": 0.00014867501510057573, + "timestep_mean": 504.03125, + "epsilon_norm": 7.653716564178467, + "prediction_norm": 6.133142948150635, + "timestamp": "2025-07-14T12:35:03.911665" + }, + { + "epoch": 2504, + "batch_idx": 64, + "loss": 0.21813228726387024, + "learning_rate": 0.00014867501510057573, + "timestep_mean": 530.90625, + "epsilon_norm": 8.170828819274902, + "prediction_norm": 7.502066135406494, + "timestamp": "2025-07-14T12:35:03.917002" + }, + { + "epoch": 2504, + "batch_idx": 96, + "loss": 0.5122686624526978, + "learning_rate": 0.00014867501510057573, + "timestep_mean": 471.375, + "epsilon_norm": 8.826098442077637, + "prediction_norm": 7.22197151184082, + "timestamp": "2025-07-14T12:35:03.922203" + }, + { + "epoch": 2504, + "batch_idx": 128, + "loss": 0.4370266795158386, + "learning_rate": 0.00014867501510057573, + "timestep_mean": 529.5625, + "epsilon_norm": 8.789656639099121, + "prediction_norm": 7.098198890686035, + "timestamp": "2025-07-14T12:35:03.927357" + }, + { + "epoch": 2504, + "batch_idx": 160, + "loss": 0.30433011054992676, + "learning_rate": 0.00014867501510057573, + "timestep_mean": 502.625, + "epsilon_norm": 6.50470495223999, + "prediction_norm": 5.450772285461426, + "timestamp": "2025-07-14T12:35:03.932562" + }, + { + "epoch": 2504, + "batch_idx": 192, + "loss": 0.16261716187000275, + "learning_rate": 0.00014867501510057573, + "timestep_mean": 643.375, + "epsilon_norm": 3.4525532722473145, + "prediction_norm": 3.382550001144409, + "timestamp": "2025-07-14T12:35:03.937695" + }, + { + "epoch": 2505, + "batch_idx": 0, + "loss": 0.25936591625213623, + "learning_rate": 0.00014923428711457247, + "timestep_mean": 470.3125, + "epsilon_norm": 8.17185115814209, + "prediction_norm": 7.0839152336120605, + "timestamp": "2025-07-14T12:35:03.943040" + }, + { + "epoch": 2505, + "batch_idx": 32, + "loss": 0.23335584998130798, + "learning_rate": 0.00014923428711457247, + "timestep_mean": 484.34375, + "epsilon_norm": 9.344503402709961, + "prediction_norm": 8.482669830322266, + "timestamp": "2025-07-14T12:35:03.948257" + }, + { + "epoch": 2505, + "batch_idx": 64, + "loss": 0.2162831425666809, + "learning_rate": 0.00014923428711457247, + "timestep_mean": 453.6875, + "epsilon_norm": 7.4540839195251465, + "prediction_norm": 6.436909198760986, + "timestamp": "2025-07-14T12:35:03.953441" + }, + { + "epoch": 2505, + "batch_idx": 96, + "loss": 0.18085341155529022, + "learning_rate": 0.00014923428711457247, + "timestep_mean": 425.34375, + "epsilon_norm": 7.795283794403076, + "prediction_norm": 6.8057637214660645, + "timestamp": "2025-07-14T12:35:03.958726" + }, + { + "epoch": 2505, + "batch_idx": 128, + "loss": 0.3226756751537323, + "learning_rate": 0.00014923428711457247, + "timestep_mean": 501.59375, + "epsilon_norm": 7.815010070800781, + "prediction_norm": 6.531152248382568, + "timestamp": "2025-07-14T12:35:03.963947" + }, + { + "epoch": 2505, + "batch_idx": 160, + "loss": 0.4745544195175171, + "learning_rate": 0.00014923428711457247, + "timestep_mean": 428.28125, + "epsilon_norm": 7.842282772064209, + "prediction_norm": 6.149234294891357, + "timestamp": "2025-07-14T12:35:03.969070" + }, + { + "epoch": 2505, + "batch_idx": 192, + "loss": 0.14382366836071014, + "learning_rate": 0.00014923428711457247, + "timestep_mean": 580.375, + "epsilon_norm": 3.835392475128174, + "prediction_norm": 3.6732590198516846, + "timestamp": "2025-07-14T12:35:03.974149" + }, + { + "epoch": 2506, + "batch_idx": 0, + "loss": 0.266357958316803, + "learning_rate": 0.0001497944246080973, + "timestep_mean": 469.03125, + "epsilon_norm": 7.605609893798828, + "prediction_norm": 6.526388645172119, + "timestamp": "2025-07-14T12:35:03.979320" + }, + { + "epoch": 2506, + "batch_idx": 32, + "loss": 0.4257199764251709, + "learning_rate": 0.0001497944246080973, + "timestep_mean": 401.8125, + "epsilon_norm": 8.72609806060791, + "prediction_norm": 5.996417999267578, + "timestamp": "2025-07-14T12:35:03.984500" + }, + { + "epoch": 2506, + "batch_idx": 64, + "loss": 0.4667559862136841, + "learning_rate": 0.0001497944246080973, + "timestep_mean": 489.28125, + "epsilon_norm": 7.399178981781006, + "prediction_norm": 6.4496378898620605, + "timestamp": "2025-07-14T12:35:03.989506" + }, + { + "epoch": 2506, + "batch_idx": 96, + "loss": 0.3328298330307007, + "learning_rate": 0.0001497944246080973, + "timestep_mean": 391.4375, + "epsilon_norm": 8.483150482177734, + "prediction_norm": 6.592792510986328, + "timestamp": "2025-07-14T12:35:03.994754" + }, + { + "epoch": 2506, + "batch_idx": 128, + "loss": 0.25809526443481445, + "learning_rate": 0.0001497944246080973, + "timestep_mean": 497.3125, + "epsilon_norm": 8.092830657958984, + "prediction_norm": 6.912051200866699, + "timestamp": "2025-07-14T12:35:03.999841" + }, + { + "epoch": 2506, + "batch_idx": 160, + "loss": 0.29891955852508545, + "learning_rate": 0.0001497944246080973, + "timestep_mean": 500.625, + "epsilon_norm": 7.834741115570068, + "prediction_norm": 6.288322448730469, + "timestamp": "2025-07-14T12:35:04.004934" + }, + { + "epoch": 2506, + "batch_idx": 192, + "loss": 0.5999538898468018, + "learning_rate": 0.0001497944246080973, + "timestep_mean": 375.25, + "epsilon_norm": 5.486845016479492, + "prediction_norm": 3.6607751846313477, + "timestamp": "2025-07-14T12:35:04.009909" + }, + { + "epoch": 2507, + "batch_idx": 0, + "loss": 0.2064300775527954, + "learning_rate": 0.00015035542619906613, + "timestep_mean": 540.15625, + "epsilon_norm": 7.964887619018555, + "prediction_norm": 7.386631965637207, + "timestamp": "2025-07-14T12:35:04.015059" + }, + { + "epoch": 2507, + "batch_idx": 32, + "loss": 0.23830483853816986, + "learning_rate": 0.00015035542619906613, + "timestep_mean": 593.03125, + "epsilon_norm": 8.350096702575684, + "prediction_norm": 7.645432472229004, + "timestamp": "2025-07-14T12:35:04.020224" + }, + { + "epoch": 2507, + "batch_idx": 64, + "loss": 0.22903874516487122, + "learning_rate": 0.00015035542619906613, + "timestep_mean": 448.90625, + "epsilon_norm": 6.928468227386475, + "prediction_norm": 6.243250846862793, + "timestamp": "2025-07-14T12:35:04.025522" + }, + { + "epoch": 2507, + "batch_idx": 96, + "loss": 0.364856481552124, + "learning_rate": 0.00015035542619906613, + "timestep_mean": 567.71875, + "epsilon_norm": 8.7251615524292, + "prediction_norm": 6.909605979919434, + "timestamp": "2025-07-14T12:35:04.030681" + }, + { + "epoch": 2507, + "batch_idx": 128, + "loss": 0.1937781125307083, + "learning_rate": 0.00015035542619906613, + "timestep_mean": 524.625, + "epsilon_norm": 7.691380023956299, + "prediction_norm": 6.6331257820129395, + "timestamp": "2025-07-14T12:35:04.035800" + }, + { + "epoch": 2507, + "batch_idx": 160, + "loss": 0.2820751965045929, + "learning_rate": 0.00015035542619906613, + "timestep_mean": 477.65625, + "epsilon_norm": 7.69860315322876, + "prediction_norm": 6.435400485992432, + "timestamp": "2025-07-14T12:35:04.040806" + }, + { + "epoch": 2507, + "batch_idx": 192, + "loss": 0.834517240524292, + "learning_rate": 0.00015035542619906613, + "timestep_mean": 369.625, + "epsilon_norm": 4.472218990325928, + "prediction_norm": 2.534841299057007, + "timestamp": "2025-07-14T12:35:04.045877" + }, + { + "epoch": 2508, + "batch_idx": 0, + "loss": 0.33330121636390686, + "learning_rate": 0.00015091729050326403, + "timestep_mean": 492.34375, + "epsilon_norm": 7.314996242523193, + "prediction_norm": 5.590113639831543, + "timestamp": "2025-07-14T12:35:04.051055" + }, + { + "epoch": 2508, + "batch_idx": 32, + "loss": 0.1693151593208313, + "learning_rate": 0.00015091729050326403, + "timestep_mean": 540.46875, + "epsilon_norm": 7.998927116394043, + "prediction_norm": 7.578150272369385, + "timestamp": "2025-07-14T12:35:04.056148" + }, + { + "epoch": 2508, + "batch_idx": 64, + "loss": 0.1555628776550293, + "learning_rate": 0.00015091729050326403, + "timestep_mean": 621.1875, + "epsilon_norm": 6.819228649139404, + "prediction_norm": 6.0904622077941895, + "timestamp": "2025-07-14T12:35:04.061275" + }, + { + "epoch": 2508, + "batch_idx": 96, + "loss": 0.21772699058055878, + "learning_rate": 0.00015091729050326403, + "timestep_mean": 491.6875, + "epsilon_norm": 7.473680019378662, + "prediction_norm": 6.707371234893799, + "timestamp": "2025-07-14T12:35:04.066141" + }, + { + "epoch": 2508, + "batch_idx": 128, + "loss": 0.3186650574207306, + "learning_rate": 0.00015091729050326403, + "timestep_mean": 439.4375, + "epsilon_norm": 7.1225810050964355, + "prediction_norm": 5.465721130371094, + "timestamp": "2025-07-14T12:35:04.071269" + }, + { + "epoch": 2508, + "batch_idx": 160, + "loss": 0.34157970547676086, + "learning_rate": 0.00015091729050326403, + "timestep_mean": 446.0625, + "epsilon_norm": 8.48257827758789, + "prediction_norm": 6.843090057373047, + "timestamp": "2025-07-14T12:35:04.076363" + }, + { + "epoch": 2508, + "batch_idx": 192, + "loss": 0.21483340859413147, + "learning_rate": 0.00015091729050326403, + "timestep_mean": 537.0, + "epsilon_norm": 3.6423113346099854, + "prediction_norm": 2.9924967288970947, + "timestamp": "2025-07-14T12:35:04.081549" + }, + { + "epoch": 2509, + "batch_idx": 0, + "loss": 0.44032108783721924, + "learning_rate": 0.00015148001613434623, + "timestep_mean": 458.125, + "epsilon_norm": 7.7345147132873535, + "prediction_norm": 5.807488441467285, + "timestamp": "2025-07-14T12:35:04.086678" + }, + { + "epoch": 2509, + "batch_idx": 32, + "loss": 0.3301548957824707, + "learning_rate": 0.00015148001613434623, + "timestep_mean": 442.0, + "epsilon_norm": 9.313339233398438, + "prediction_norm": 7.6780924797058105, + "timestamp": "2025-07-14T12:35:04.091774" + }, + { + "epoch": 2509, + "batch_idx": 64, + "loss": 0.16679400205612183, + "learning_rate": 0.00015148001613434623, + "timestep_mean": 537.65625, + "epsilon_norm": 7.851639270782471, + "prediction_norm": 6.904145240783691, + "timestamp": "2025-07-14T12:35:04.097039" + }, + { + "epoch": 2509, + "batch_idx": 96, + "loss": 0.24945731461048126, + "learning_rate": 0.00015148001613434623, + "timestep_mean": 464.15625, + "epsilon_norm": 7.508335113525391, + "prediction_norm": 7.165384292602539, + "timestamp": "2025-07-14T12:35:04.102180" + }, + { + "epoch": 2509, + "batch_idx": 128, + "loss": 0.16796207427978516, + "learning_rate": 0.00015148001613434623, + "timestep_mean": 593.0625, + "epsilon_norm": 8.297513008117676, + "prediction_norm": 7.632187843322754, + "timestamp": "2025-07-14T12:35:04.107134" + }, + { + "epoch": 2509, + "batch_idx": 160, + "loss": 0.3336697816848755, + "learning_rate": 0.00015148001613434623, + "timestep_mean": 523.71875, + "epsilon_norm": 8.544392585754395, + "prediction_norm": 7.367135047912598, + "timestamp": "2025-07-14T12:35:04.112071" + }, + { + "epoch": 2509, + "batch_idx": 192, + "loss": 0.052077606320381165, + "learning_rate": 0.00015148001613434623, + "timestep_mean": 659.5, + "epsilon_norm": 3.8382654190063477, + "prediction_norm": 3.809453248977661, + "timestamp": "2025-07-14T12:35:04.116978" + }, + { + "epoch": 2510, + "batch_idx": 0, + "loss": 0.25585830211639404, + "learning_rate": 0.00015204360170384314, + "timestep_mean": 492.46875, + "epsilon_norm": 7.060697078704834, + "prediction_norm": 6.5512471199035645, + "timestamp": "2025-07-14T12:35:04.121827" + }, + { + "epoch": 2510, + "batch_idx": 32, + "loss": 0.1680036038160324, + "learning_rate": 0.00015204360170384314, + "timestep_mean": 479.84375, + "epsilon_norm": 8.450247764587402, + "prediction_norm": 7.39198112487793, + "timestamp": "2025-07-14T12:35:04.126652" + }, + { + "epoch": 2510, + "batch_idx": 64, + "loss": 0.33290010690689087, + "learning_rate": 0.00015204360170384314, + "timestep_mean": 445.5625, + "epsilon_norm": 7.946394920349121, + "prediction_norm": 6.561738967895508, + "timestamp": "2025-07-14T12:35:04.131470" + }, + { + "epoch": 2510, + "batch_idx": 96, + "loss": 0.3506229519844055, + "learning_rate": 0.00015204360170384314, + "timestep_mean": 590.34375, + "epsilon_norm": 7.9217963218688965, + "prediction_norm": 6.4652485847473145, + "timestamp": "2025-07-14T12:35:04.136311" + }, + { + "epoch": 2510, + "batch_idx": 128, + "loss": 0.3674173653125763, + "learning_rate": 0.00015204360170384314, + "timestep_mean": 475.8125, + "epsilon_norm": 8.068182945251465, + "prediction_norm": 6.089923858642578, + "timestamp": "2025-07-14T12:35:04.141144" + }, + { + "epoch": 2510, + "batch_idx": 160, + "loss": 0.2034687101840973, + "learning_rate": 0.00015204360170384314, + "timestep_mean": 528.21875, + "epsilon_norm": 7.285874843597412, + "prediction_norm": 6.13275146484375, + "timestamp": "2025-07-14T12:35:04.146021" + }, + { + "epoch": 2510, + "batch_idx": 192, + "loss": 0.26845860481262207, + "learning_rate": 0.00015204360170384314, + "timestep_mean": 576.25, + "epsilon_norm": 3.354905605316162, + "prediction_norm": 3.3770997524261475, + "timestamp": "2025-07-14T12:35:04.150880" + }, + { + "epoch": 2511, + "batch_idx": 0, + "loss": 0.39671918749809265, + "learning_rate": 0.0001526080458211638, + "timestep_mean": 456.21875, + "epsilon_norm": 8.384957313537598, + "prediction_norm": 6.996165752410889, + "timestamp": "2025-07-14T12:35:04.155769" + }, + { + "epoch": 2511, + "batch_idx": 32, + "loss": 0.12218070775270462, + "learning_rate": 0.0001526080458211638, + "timestep_mean": 493.0, + "epsilon_norm": 6.274343967437744, + "prediction_norm": 6.010973930358887, + "timestamp": "2025-07-14T12:35:04.160590" + }, + { + "epoch": 2511, + "batch_idx": 64, + "loss": 0.14039914309978485, + "learning_rate": 0.0001526080458211638, + "timestep_mean": 536.09375, + "epsilon_norm": 7.636865615844727, + "prediction_norm": 7.096255302429199, + "timestamp": "2025-07-14T12:35:04.165435" + }, + { + "epoch": 2511, + "batch_idx": 96, + "loss": 0.2536470890045166, + "learning_rate": 0.0001526080458211638, + "timestep_mean": 504.90625, + "epsilon_norm": 8.631160736083984, + "prediction_norm": 7.277017116546631, + "timestamp": "2025-07-14T12:35:04.170351" + }, + { + "epoch": 2511, + "batch_idx": 128, + "loss": 0.23636192083358765, + "learning_rate": 0.0001526080458211638, + "timestep_mean": 430.4375, + "epsilon_norm": 7.728488922119141, + "prediction_norm": 5.982442378997803, + "timestamp": "2025-07-14T12:35:04.175334" + }, + { + "epoch": 2511, + "batch_idx": 160, + "loss": 0.2795808017253876, + "learning_rate": 0.0001526080458211638, + "timestep_mean": 475.75, + "epsilon_norm": 8.279967308044434, + "prediction_norm": 7.444126605987549, + "timestamp": "2025-07-14T12:35:04.180214" + }, + { + "epoch": 2511, + "batch_idx": 192, + "loss": 0.22845980525016785, + "learning_rate": 0.0001526080458211638, + "timestep_mean": 487.375, + "epsilon_norm": 3.5188424587249756, + "prediction_norm": 2.669529914855957, + "timestamp": "2025-07-14T12:35:04.185030" + }, + { + "epoch": 2512, + "batch_idx": 0, + "loss": 0.4161507785320282, + "learning_rate": 0.0001531733470935978, + "timestep_mean": 431.28125, + "epsilon_norm": 8.353080749511719, + "prediction_norm": 6.930656433105469, + "timestamp": "2025-07-14T12:35:04.189899" + }, + { + "epoch": 2512, + "batch_idx": 32, + "loss": 0.2540954351425171, + "learning_rate": 0.0001531733470935978, + "timestep_mean": 508.75, + "epsilon_norm": 8.07315444946289, + "prediction_norm": 7.476938247680664, + "timestamp": "2025-07-14T12:35:04.194791" + }, + { + "epoch": 2512, + "batch_idx": 64, + "loss": 0.3748920261859894, + "learning_rate": 0.0001531733470935978, + "timestep_mean": 449.4375, + "epsilon_norm": 8.55517864227295, + "prediction_norm": 6.78749418258667, + "timestamp": "2025-07-14T12:35:04.199706" + }, + { + "epoch": 2512, + "batch_idx": 96, + "loss": 0.2005980908870697, + "learning_rate": 0.0001531733470935978, + "timestep_mean": 584.71875, + "epsilon_norm": 7.765892028808594, + "prediction_norm": 6.984908580780029, + "timestamp": "2025-07-14T12:35:04.204696" + }, + { + "epoch": 2512, + "batch_idx": 128, + "loss": 0.21376296877861023, + "learning_rate": 0.0001531733470935978, + "timestep_mean": 470.09375, + "epsilon_norm": 7.818544387817383, + "prediction_norm": 6.2703447341918945, + "timestamp": "2025-07-14T12:35:04.209755" + }, + { + "epoch": 2512, + "batch_idx": 160, + "loss": 0.15572749078273773, + "learning_rate": 0.0001531733470935978, + "timestep_mean": 489.0625, + "epsilon_norm": 7.723334312438965, + "prediction_norm": 7.139255523681641, + "timestamp": "2025-07-14T12:35:04.214670" + }, + { + "epoch": 2512, + "batch_idx": 192, + "loss": 0.34821009635925293, + "learning_rate": 0.0001531733470935978, + "timestep_mean": 489.5, + "epsilon_norm": 3.661313533782959, + "prediction_norm": 2.3920137882232666, + "timestamp": "2025-07-14T12:35:04.219566" + }, + { + "epoch": 2513, + "batch_idx": 0, + "loss": 0.2960204482078552, + "learning_rate": 0.00015373950412632116, + "timestep_mean": 472.0, + "epsilon_norm": 8.277203559875488, + "prediction_norm": 7.019554615020752, + "timestamp": "2025-07-14T12:35:04.224437" + }, + { + "epoch": 2513, + "batch_idx": 32, + "loss": 0.5122361183166504, + "learning_rate": 0.00015373950412632116, + "timestep_mean": 405.0625, + "epsilon_norm": 8.639867782592773, + "prediction_norm": 6.029783248901367, + "timestamp": "2025-07-14T12:35:04.229269" + }, + { + "epoch": 2513, + "batch_idx": 64, + "loss": 0.5085663199424744, + "learning_rate": 0.00015373950412632116, + "timestep_mean": 453.625, + "epsilon_norm": 9.318441390991211, + "prediction_norm": 6.052178382873535, + "timestamp": "2025-07-14T12:35:04.234258" + }, + { + "epoch": 2513, + "batch_idx": 96, + "loss": 0.4624277651309967, + "learning_rate": 0.00015373950412632116, + "timestep_mean": 453.40625, + "epsilon_norm": 8.721738815307617, + "prediction_norm": 6.5094990730285645, + "timestamp": "2025-07-14T12:35:04.239068" + }, + { + "epoch": 2513, + "batch_idx": 128, + "loss": 0.42230671644210815, + "learning_rate": 0.00015373950412632116, + "timestep_mean": 462.65625, + "epsilon_norm": 8.085079193115234, + "prediction_norm": 6.005842685699463, + "timestamp": "2025-07-14T12:35:04.243931" + }, + { + "epoch": 2513, + "batch_idx": 160, + "loss": 0.3462216854095459, + "learning_rate": 0.00015373950412632116, + "timestep_mean": 500.53125, + "epsilon_norm": 7.026319980621338, + "prediction_norm": 5.542911529541016, + "timestamp": "2025-07-14T12:35:04.248735" + }, + { + "epoch": 2513, + "batch_idx": 192, + "loss": 0.16759389638900757, + "learning_rate": 0.00015373950412632116, + "timestep_mean": 499.5, + "epsilon_norm": 4.373785018920898, + "prediction_norm": 3.7309188842773438, + "timestamp": "2025-07-14T12:35:04.253535" + }, + { + "epoch": 2514, + "batch_idx": 0, + "loss": 0.32439228892326355, + "learning_rate": 0.00015430651552239717, + "timestep_mean": 525.8125, + "epsilon_norm": 8.76138973236084, + "prediction_norm": 7.252854347229004, + "timestamp": "2025-07-14T12:35:04.258387" + }, + { + "epoch": 2514, + "batch_idx": 32, + "loss": 0.2942959666252136, + "learning_rate": 0.00015430651552239717, + "timestep_mean": 488.53125, + "epsilon_norm": 7.0708513259887695, + "prediction_norm": 5.701213836669922, + "timestamp": "2025-07-14T12:35:04.263313" + }, + { + "epoch": 2514, + "batch_idx": 64, + "loss": 0.1914277970790863, + "learning_rate": 0.00015430651552239717, + "timestep_mean": 528.71875, + "epsilon_norm": 7.159046173095703, + "prediction_norm": 6.522822380065918, + "timestamp": "2025-07-14T12:35:04.268145" + }, + { + "epoch": 2514, + "batch_idx": 96, + "loss": 0.3006390333175659, + "learning_rate": 0.00015430651552239717, + "timestep_mean": 449.15625, + "epsilon_norm": 7.403606414794922, + "prediction_norm": 6.284820079803467, + "timestamp": "2025-07-14T12:35:04.273000" + }, + { + "epoch": 2514, + "batch_idx": 128, + "loss": 0.20368032157421112, + "learning_rate": 0.00015430651552239717, + "timestep_mean": 564.5, + "epsilon_norm": 8.349793434143066, + "prediction_norm": 7.333000659942627, + "timestamp": "2025-07-14T12:35:04.277870" + }, + { + "epoch": 2514, + "batch_idx": 160, + "loss": 0.2317228466272354, + "learning_rate": 0.00015430651552239717, + "timestep_mean": 530.875, + "epsilon_norm": 8.535700798034668, + "prediction_norm": 7.052305698394775, + "timestamp": "2025-07-14T12:35:04.282770" + }, + { + "epoch": 2514, + "batch_idx": 192, + "loss": 0.2734092175960541, + "learning_rate": 0.00015430651552239717, + "timestep_mean": 533.875, + "epsilon_norm": 4.351255416870117, + "prediction_norm": 3.6871304512023926, + "timestamp": "2025-07-14T12:35:04.287784" + }, + { + "epoch": 2515, + "batch_idx": 0, + "loss": 0.30294787883758545, + "learning_rate": 0.00015487437988278175, + "timestep_mean": 540.84375, + "epsilon_norm": 8.132319450378418, + "prediction_norm": 6.910858631134033, + "timestamp": "2025-07-14T12:35:04.292896" + }, + { + "epoch": 2515, + "batch_idx": 32, + "loss": 0.2762514650821686, + "learning_rate": 0.00015487437988278175, + "timestep_mean": 575.15625, + "epsilon_norm": 7.607439994812012, + "prediction_norm": 6.593010425567627, + "timestamp": "2025-07-14T12:35:04.298003" + }, + { + "epoch": 2515, + "batch_idx": 64, + "loss": 0.08524493128061295, + "learning_rate": 0.00015487437988278175, + "timestep_mean": 576.15625, + "epsilon_norm": 7.172493934631348, + "prediction_norm": 6.872750759124756, + "timestamp": "2025-07-14T12:35:04.303135" + }, + { + "epoch": 2515, + "batch_idx": 96, + "loss": 0.22527354955673218, + "learning_rate": 0.00015487437988278175, + "timestep_mean": 407.0625, + "epsilon_norm": 7.355942726135254, + "prediction_norm": 6.394262313842773, + "timestamp": "2025-07-14T12:35:04.308313" + }, + { + "epoch": 2515, + "batch_idx": 128, + "loss": 0.24898159503936768, + "learning_rate": 0.00015487437988278175, + "timestep_mean": 426.4375, + "epsilon_norm": 8.034892082214355, + "prediction_norm": 7.09135103225708, + "timestamp": "2025-07-14T12:35:04.313623" + }, + { + "epoch": 2515, + "batch_idx": 160, + "loss": 0.24045689404010773, + "learning_rate": 0.00015487437988278175, + "timestep_mean": 571.65625, + "epsilon_norm": 8.018367767333984, + "prediction_norm": 7.220431327819824, + "timestamp": "2025-07-14T12:35:04.318867" + }, + { + "epoch": 2515, + "batch_idx": 192, + "loss": 0.14223378896713257, + "learning_rate": 0.00015487437988278175, + "timestep_mean": 571.125, + "epsilon_norm": 5.426266193389893, + "prediction_norm": 5.085038661956787, + "timestamp": "2025-07-14T12:35:04.323929" + }, + { + "epoch": 2516, + "batch_idx": 0, + "loss": 0.5028868913650513, + "learning_rate": 0.00015544309580632623, + "timestep_mean": 459.0625, + "epsilon_norm": 8.269289016723633, + "prediction_norm": 5.7654290199279785, + "timestamp": "2025-07-14T12:35:04.329092" + }, + { + "epoch": 2516, + "batch_idx": 32, + "loss": 0.2613736391067505, + "learning_rate": 0.00015544309580632623, + "timestep_mean": 557.5625, + "epsilon_norm": 8.05581283569336, + "prediction_norm": 7.064676284790039, + "timestamp": "2025-07-14T12:35:04.334381" + }, + { + "epoch": 2516, + "batch_idx": 64, + "loss": 0.21423503756523132, + "learning_rate": 0.00015544309580632623, + "timestep_mean": 534.1875, + "epsilon_norm": 8.394817352294922, + "prediction_norm": 7.453101634979248, + "timestamp": "2025-07-14T12:35:04.339504" + }, + { + "epoch": 2516, + "batch_idx": 96, + "loss": 0.1501552313566208, + "learning_rate": 0.00015544309580632623, + "timestep_mean": 503.15625, + "epsilon_norm": 8.588580131530762, + "prediction_norm": 8.246833801269531, + "timestamp": "2025-07-14T12:35:04.344595" + }, + { + "epoch": 2516, + "batch_idx": 128, + "loss": 0.33175790309906006, + "learning_rate": 0.00015544309580632623, + "timestep_mean": 469.5, + "epsilon_norm": 9.365771293640137, + "prediction_norm": 7.662922382354736, + "timestamp": "2025-07-14T12:35:04.349810" + }, + { + "epoch": 2516, + "batch_idx": 160, + "loss": 0.13301673531532288, + "learning_rate": 0.00015544309580632623, + "timestep_mean": 546.03125, + "epsilon_norm": 7.447661399841309, + "prediction_norm": 6.902908802032471, + "timestamp": "2025-07-14T12:35:04.354982" + }, + { + "epoch": 2516, + "batch_idx": 192, + "loss": 0.06869583576917648, + "learning_rate": 0.00015544309580632623, + "timestep_mean": 537.125, + "epsilon_norm": 3.5506012439727783, + "prediction_norm": 3.8873190879821777, + "timestamp": "2025-07-14T12:35:04.360037" + }, + { + "epoch": 2517, + "batch_idx": 0, + "loss": 0.4620335102081299, + "learning_rate": 0.00015601266188978026, + "timestep_mean": 410.5, + "epsilon_norm": 8.432029724121094, + "prediction_norm": 6.440574645996094, + "timestamp": "2025-07-14T12:35:04.365197" + }, + { + "epoch": 2517, + "batch_idx": 32, + "loss": 0.3488716185092926, + "learning_rate": 0.00015601266188978026, + "timestep_mean": 457.25, + "epsilon_norm": 8.373826026916504, + "prediction_norm": 7.637530326843262, + "timestamp": "2025-07-14T12:35:04.370352" + }, + { + "epoch": 2517, + "batch_idx": 64, + "loss": 0.18681243062019348, + "learning_rate": 0.00015601266188978026, + "timestep_mean": 455.59375, + "epsilon_norm": 7.343937873840332, + "prediction_norm": 5.9423112869262695, + "timestamp": "2025-07-14T12:35:04.375581" + }, + { + "epoch": 2517, + "batch_idx": 96, + "loss": 0.3190948963165283, + "learning_rate": 0.00015601266188978026, + "timestep_mean": 482.8125, + "epsilon_norm": 8.769983291625977, + "prediction_norm": 7.621682643890381, + "timestamp": "2025-07-14T12:35:04.380797" + }, + { + "epoch": 2517, + "batch_idx": 128, + "loss": 0.3453601598739624, + "learning_rate": 0.00015601266188978026, + "timestep_mean": 413.375, + "epsilon_norm": 8.44444751739502, + "prediction_norm": 6.4504218101501465, + "timestamp": "2025-07-14T12:35:04.385941" + }, + { + "epoch": 2517, + "batch_idx": 160, + "loss": 0.2721438705921173, + "learning_rate": 0.00015601266188978026, + "timestep_mean": 455.9375, + "epsilon_norm": 7.483682155609131, + "prediction_norm": 6.3983917236328125, + "timestamp": "2025-07-14T12:35:04.390807" + }, + { + "epoch": 2517, + "batch_idx": 192, + "loss": 0.1995115429162979, + "learning_rate": 0.00015601266188978026, + "timestep_mean": 461.75, + "epsilon_norm": 3.906752824783325, + "prediction_norm": 3.4471852779388428, + "timestamp": "2025-07-14T12:35:04.395644" + }, + { + "epoch": 2518, + "batch_idx": 0, + "loss": 0.28592705726623535, + "learning_rate": 0.00015658307672779628, + "timestep_mean": 545.5625, + "epsilon_norm": 7.7221269607543945, + "prediction_norm": 6.5193705558776855, + "timestamp": "2025-07-14T12:35:04.400514" + }, + { + "epoch": 2518, + "batch_idx": 32, + "loss": 0.22960276901721954, + "learning_rate": 0.00015658307672779628, + "timestep_mean": 510.65625, + "epsilon_norm": 6.9729132652282715, + "prediction_norm": 5.964707374572754, + "timestamp": "2025-07-14T12:35:04.405371" + }, + { + "epoch": 2518, + "batch_idx": 64, + "loss": 0.18395578861236572, + "learning_rate": 0.00015658307672779628, + "timestep_mean": 504.78125, + "epsilon_norm": 8.396729469299316, + "prediction_norm": 7.737396240234375, + "timestamp": "2025-07-14T12:35:04.410223" + }, + { + "epoch": 2518, + "batch_idx": 96, + "loss": 0.17379456758499146, + "learning_rate": 0.00015658307672779628, + "timestep_mean": 558.46875, + "epsilon_norm": 7.107521057128906, + "prediction_norm": 6.150170803070068, + "timestamp": "2025-07-14T12:35:04.415335" + }, + { + "epoch": 2518, + "batch_idx": 128, + "loss": 0.2359408736228943, + "learning_rate": 0.00015658307672779628, + "timestep_mean": 466.65625, + "epsilon_norm": 7.75942325592041, + "prediction_norm": 7.21380615234375, + "timestamp": "2025-07-14T12:35:04.420486" + }, + { + "epoch": 2518, + "batch_idx": 160, + "loss": 0.2522905468940735, + "learning_rate": 0.00015658307672779628, + "timestep_mean": 520.21875, + "epsilon_norm": 8.383798599243164, + "prediction_norm": 7.456960678100586, + "timestamp": "2025-07-14T12:35:04.425756" + }, + { + "epoch": 2518, + "batch_idx": 192, + "loss": 0.23484131693840027, + "learning_rate": 0.00015658307672779628, + "timestep_mean": 530.0, + "epsilon_norm": 3.9372670650482178, + "prediction_norm": 3.3316802978515625, + "timestamp": "2025-07-14T12:35:04.430954" + }, + { + "epoch": 2519, + "batch_idx": 0, + "loss": 0.13137966394424438, + "learning_rate": 0.00015715433891293245, + "timestep_mean": 515.96875, + "epsilon_norm": 7.300027847290039, + "prediction_norm": 6.549612998962402, + "timestamp": "2025-07-14T12:35:04.436108" + }, + { + "epoch": 2519, + "batch_idx": 32, + "loss": 0.2575674057006836, + "learning_rate": 0.00015715433891293245, + "timestep_mean": 472.375, + "epsilon_norm": 8.215129852294922, + "prediction_norm": 6.461212158203125, + "timestamp": "2025-07-14T12:35:04.441218" + }, + { + "epoch": 2519, + "batch_idx": 64, + "loss": 0.20899873971939087, + "learning_rate": 0.00015715433891293245, + "timestep_mean": 441.1875, + "epsilon_norm": 8.119277000427246, + "prediction_norm": 7.144996166229248, + "timestamp": "2025-07-14T12:35:04.446418" + }, + { + "epoch": 2519, + "batch_idx": 96, + "loss": 0.291084885597229, + "learning_rate": 0.00015715433891293245, + "timestep_mean": 510.84375, + "epsilon_norm": 7.906520366668701, + "prediction_norm": 6.524580478668213, + "timestamp": "2025-07-14T12:35:04.451521" + }, + { + "epoch": 2519, + "batch_idx": 128, + "loss": 0.15068915486335754, + "learning_rate": 0.00015715433891293245, + "timestep_mean": 543.34375, + "epsilon_norm": 8.05223560333252, + "prediction_norm": 7.56025505065918, + "timestamp": "2025-07-14T12:35:04.456602" + }, + { + "epoch": 2519, + "batch_idx": 160, + "loss": 0.23741905391216278, + "learning_rate": 0.00015715433891293245, + "timestep_mean": 539.28125, + "epsilon_norm": 6.861361026763916, + "prediction_norm": 5.674314022064209, + "timestamp": "2025-07-14T12:35:04.461734" + }, + { + "epoch": 2519, + "batch_idx": 192, + "loss": 0.3194864094257355, + "learning_rate": 0.00015715433891293245, + "timestep_mean": 432.5, + "epsilon_norm": 4.087325096130371, + "prediction_norm": 3.268059730529785, + "timestamp": "2025-07-14T12:35:04.467023" + }, + { + "epoch": 2520, + "batch_idx": 0, + "loss": 0.2545055150985718, + "learning_rate": 0.00015772644703565617, + "timestep_mean": 534.53125, + "epsilon_norm": 8.17855453491211, + "prediction_norm": 6.706248760223389, + "timestamp": "2025-07-14T12:35:04.472189" + }, + { + "epoch": 2520, + "batch_idx": 32, + "loss": 0.29207029938697815, + "learning_rate": 0.00015772644703565617, + "timestep_mean": 417.65625, + "epsilon_norm": 9.111102104187012, + "prediction_norm": 7.7489142417907715, + "timestamp": "2025-07-14T12:35:04.477331" + }, + { + "epoch": 2520, + "batch_idx": 64, + "loss": 0.15885230898857117, + "learning_rate": 0.00015772644703565617, + "timestep_mean": 515.625, + "epsilon_norm": 8.309988021850586, + "prediction_norm": 7.4143476486206055, + "timestamp": "2025-07-14T12:35:04.482389" + }, + { + "epoch": 2520, + "batch_idx": 96, + "loss": 0.24913479387760162, + "learning_rate": 0.00015772644703565617, + "timestep_mean": 501.65625, + "epsilon_norm": 7.853616714477539, + "prediction_norm": 6.4813456535339355, + "timestamp": "2025-07-14T12:35:04.487514" + }, + { + "epoch": 2520, + "batch_idx": 128, + "loss": 0.17138820886611938, + "learning_rate": 0.00015772644703565617, + "timestep_mean": 508.65625, + "epsilon_norm": 7.690619945526123, + "prediction_norm": 6.943209171295166, + "timestamp": "2025-07-14T12:35:04.492641" + }, + { + "epoch": 2520, + "batch_idx": 160, + "loss": 0.15812817215919495, + "learning_rate": 0.00015772644703565617, + "timestep_mean": 541.71875, + "epsilon_norm": 8.273398399353027, + "prediction_norm": 7.575256824493408, + "timestamp": "2025-07-14T12:35:04.497890" + }, + { + "epoch": 2520, + "batch_idx": 192, + "loss": 0.09761379659175873, + "learning_rate": 0.00015772644703565617, + "timestep_mean": 577.125, + "epsilon_norm": 2.945631980895996, + "prediction_norm": 2.6769697666168213, + "timestamp": "2025-07-14T12:35:04.503065" + }, + { + "epoch": 2521, + "batch_idx": 0, + "loss": 0.2527492642402649, + "learning_rate": 0.00015829939968434713, + "timestep_mean": 465.34375, + "epsilon_norm": 8.029847145080566, + "prediction_norm": 6.764098644256592, + "timestamp": "2025-07-14T12:35:04.508238" + }, + { + "epoch": 2521, + "batch_idx": 32, + "loss": 0.39237889647483826, + "learning_rate": 0.00015829939968434713, + "timestep_mean": 551.09375, + "epsilon_norm": 7.986727714538574, + "prediction_norm": 6.13102912902832, + "timestamp": "2025-07-14T12:35:04.513546" + }, + { + "epoch": 2521, + "batch_idx": 64, + "loss": 0.22064974904060364, + "learning_rate": 0.00015829939968434713, + "timestep_mean": 487.0625, + "epsilon_norm": 7.96185302734375, + "prediction_norm": 6.979194641113281, + "timestamp": "2025-07-14T12:35:04.518773" + }, + { + "epoch": 2521, + "batch_idx": 96, + "loss": 0.21318884193897247, + "learning_rate": 0.00015829939968434713, + "timestep_mean": 485.71875, + "epsilon_norm": 8.326593399047852, + "prediction_norm": 7.0627946853637695, + "timestamp": "2025-07-14T12:35:04.524021" + }, + { + "epoch": 2521, + "batch_idx": 128, + "loss": 0.34453457593917847, + "learning_rate": 0.00015829939968434713, + "timestep_mean": 456.9375, + "epsilon_norm": 8.947720527648926, + "prediction_norm": 7.720624923706055, + "timestamp": "2025-07-14T12:35:04.529266" + }, + { + "epoch": 2521, + "batch_idx": 160, + "loss": 0.19632269442081451, + "learning_rate": 0.00015829939968434713, + "timestep_mean": 432.6875, + "epsilon_norm": 7.3008317947387695, + "prediction_norm": 6.430189609527588, + "timestamp": "2025-07-14T12:35:04.534612" + }, + { + "epoch": 2521, + "batch_idx": 192, + "loss": 0.49891185760498047, + "learning_rate": 0.00015829939968434713, + "timestep_mean": 635.125, + "epsilon_norm": 4.986059188842773, + "prediction_norm": 3.2420668601989746, + "timestamp": "2025-07-14T12:35:04.539690" + }, + { + "epoch": 2522, + "batch_idx": 0, + "loss": 0.20352943241596222, + "learning_rate": 0.00015887319544530224, + "timestep_mean": 530.84375, + "epsilon_norm": 8.16058349609375, + "prediction_norm": 7.136009216308594, + "timestamp": "2025-07-14T12:35:04.544879" + }, + { + "epoch": 2522, + "batch_idx": 32, + "loss": 0.1937314122915268, + "learning_rate": 0.00015887319544530224, + "timestep_mean": 530.8125, + "epsilon_norm": 7.276880741119385, + "prediction_norm": 6.519293785095215, + "timestamp": "2025-07-14T12:35:04.550088" + }, + { + "epoch": 2522, + "batch_idx": 64, + "loss": 0.2929069399833679, + "learning_rate": 0.00015887319544530224, + "timestep_mean": 459.53125, + "epsilon_norm": 8.665210723876953, + "prediction_norm": 6.916376113891602, + "timestamp": "2025-07-14T12:35:04.555319" + }, + { + "epoch": 2522, + "batch_idx": 96, + "loss": 0.7884179949760437, + "learning_rate": 0.00015887319544530224, + "timestep_mean": 363.5625, + "epsilon_norm": 9.588573455810547, + "prediction_norm": 5.965827941894531, + "timestamp": "2025-07-14T12:35:04.560386" + }, + { + "epoch": 2522, + "batch_idx": 128, + "loss": 0.3620957136154175, + "learning_rate": 0.00015887319544530224, + "timestep_mean": 459.65625, + "epsilon_norm": 7.646910190582275, + "prediction_norm": 5.84000301361084, + "timestamp": "2025-07-14T12:35:04.565638" + }, + { + "epoch": 2522, + "batch_idx": 160, + "loss": 0.1827506572008133, + "learning_rate": 0.00015887319544530224, + "timestep_mean": 546.34375, + "epsilon_norm": 7.387204170227051, + "prediction_norm": 6.630688667297363, + "timestamp": "2025-07-14T12:35:04.570503" + }, + { + "epoch": 2522, + "batch_idx": 192, + "loss": 0.562537431716919, + "learning_rate": 0.00015887319544530224, + "timestep_mean": 321.25, + "epsilon_norm": 4.367272853851318, + "prediction_norm": 2.9848482608795166, + "timestamp": "2025-07-14T12:35:04.575537" + }, + { + "epoch": 2523, + "batch_idx": 0, + "loss": 0.1843261420726776, + "learning_rate": 0.000159447832902737, + "timestep_mean": 607.8125, + "epsilon_norm": 7.472573757171631, + "prediction_norm": 7.01745080947876, + "timestamp": "2025-07-14T12:35:04.580765" + }, + { + "epoch": 2523, + "batch_idx": 32, + "loss": 0.2636216878890991, + "learning_rate": 0.000159447832902737, + "timestep_mean": 484.0625, + "epsilon_norm": 6.482326030731201, + "prediction_norm": 5.946146011352539, + "timestamp": "2025-07-14T12:35:04.585974" + }, + { + "epoch": 2523, + "batch_idx": 64, + "loss": 0.2195310890674591, + "learning_rate": 0.000159447832902737, + "timestep_mean": 492.40625, + "epsilon_norm": 8.388704299926758, + "prediction_norm": 7.356735706329346, + "timestamp": "2025-07-14T12:35:04.591079" + }, + { + "epoch": 2523, + "batch_idx": 96, + "loss": 0.43675869703292847, + "learning_rate": 0.000159447832902737, + "timestep_mean": 419.3125, + "epsilon_norm": 8.578009605407715, + "prediction_norm": 6.898054122924805, + "timestamp": "2025-07-14T12:35:04.596212" + }, + { + "epoch": 2523, + "batch_idx": 128, + "loss": 0.42414870858192444, + "learning_rate": 0.000159447832902737, + "timestep_mean": 401.84375, + "epsilon_norm": 8.090485572814941, + "prediction_norm": 5.792302131652832, + "timestamp": "2025-07-14T12:35:04.601415" + }, + { + "epoch": 2523, + "batch_idx": 160, + "loss": 0.25053662061691284, + "learning_rate": 0.000159447832902737, + "timestep_mean": 488.8125, + "epsilon_norm": 8.42497444152832, + "prediction_norm": 7.211361408233643, + "timestamp": "2025-07-14T12:35:04.606500" + }, + { + "epoch": 2523, + "batch_idx": 192, + "loss": 0.7706550359725952, + "learning_rate": 0.000159447832902737, + "timestep_mean": 361.625, + "epsilon_norm": 3.660881280899048, + "prediction_norm": 2.315432548522949, + "timestamp": "2025-07-14T12:35:04.611657" + }, + { + "epoch": 2524, + "batch_idx": 0, + "loss": 0.2642638683319092, + "learning_rate": 0.00016002331063879075, + "timestep_mean": 490.3125, + "epsilon_norm": 7.018298625946045, + "prediction_norm": 6.452786922454834, + "timestamp": "2025-07-14T12:35:04.616944" + }, + { + "epoch": 2524, + "batch_idx": 32, + "loss": 0.29194867610931396, + "learning_rate": 0.00016002331063879075, + "timestep_mean": 459.96875, + "epsilon_norm": 7.4503679275512695, + "prediction_norm": 7.0556488037109375, + "timestamp": "2025-07-14T12:35:04.622036" + }, + { + "epoch": 2524, + "batch_idx": 64, + "loss": 0.33023953437805176, + "learning_rate": 0.00016002331063879075, + "timestep_mean": 458.65625, + "epsilon_norm": 9.069907188415527, + "prediction_norm": 7.596406936645508, + "timestamp": "2025-07-14T12:35:04.627163" + }, + { + "epoch": 2524, + "batch_idx": 96, + "loss": 0.34436237812042236, + "learning_rate": 0.00016002331063879075, + "timestep_mean": 498.40625, + "epsilon_norm": 8.719305992126465, + "prediction_norm": 7.863966941833496, + "timestamp": "2025-07-14T12:35:04.632310" + }, + { + "epoch": 2524, + "batch_idx": 128, + "loss": 0.1868250072002411, + "learning_rate": 0.00016002331063879075, + "timestep_mean": 495.375, + "epsilon_norm": 8.02930736541748, + "prediction_norm": 7.589868068695068, + "timestamp": "2025-07-14T12:35:04.637352" + }, + { + "epoch": 2524, + "batch_idx": 160, + "loss": 0.2915339469909668, + "learning_rate": 0.00016002331063879075, + "timestep_mean": 524.09375, + "epsilon_norm": 7.518911838531494, + "prediction_norm": 6.785571575164795, + "timestamp": "2025-07-14T12:35:04.642574" + }, + { + "epoch": 2524, + "batch_idx": 192, + "loss": 0.37633436918258667, + "learning_rate": 0.00016002331063879075, + "timestep_mean": 456.375, + "epsilon_norm": 2.783675193786621, + "prediction_norm": 2.08247971534729, + "timestamp": "2025-07-14T12:35:04.647537" + }, + { + "epoch": 2525, + "batch_idx": 0, + "loss": 0.21570464968681335, + "learning_rate": 0.00016059962723352964, + "timestep_mean": 478.46875, + "epsilon_norm": 7.217769622802734, + "prediction_norm": 6.572176933288574, + "timestamp": "2025-07-14T12:35:04.652602" + }, + { + "epoch": 2525, + "batch_idx": 32, + "loss": 0.2293812781572342, + "learning_rate": 0.00016059962723352964, + "timestep_mean": 445.78125, + "epsilon_norm": 7.382665634155273, + "prediction_norm": 6.2992753982543945, + "timestamp": "2025-07-14T12:35:04.657755" + }, + { + "epoch": 2525, + "batch_idx": 64, + "loss": 0.358437716960907, + "learning_rate": 0.00016059962723352964, + "timestep_mean": 479.0, + "epsilon_norm": 7.3873748779296875, + "prediction_norm": 6.220217704772949, + "timestamp": "2025-07-14T12:35:04.662714" + }, + { + "epoch": 2525, + "batch_idx": 96, + "loss": 0.4020565152168274, + "learning_rate": 0.00016059962723352964, + "timestep_mean": 453.6875, + "epsilon_norm": 7.627417087554932, + "prediction_norm": 6.474416255950928, + "timestamp": "2025-07-14T12:35:04.667850" + }, + { + "epoch": 2525, + "batch_idx": 128, + "loss": 0.14763793349266052, + "learning_rate": 0.00016059962723352964, + "timestep_mean": 507.03125, + "epsilon_norm": 7.82549524307251, + "prediction_norm": 7.508721351623535, + "timestamp": "2025-07-14T12:35:04.672935" + }, + { + "epoch": 2525, + "batch_idx": 160, + "loss": 0.2138974964618683, + "learning_rate": 0.00016059962723352964, + "timestep_mean": 479.9375, + "epsilon_norm": 7.9019036293029785, + "prediction_norm": 7.1178178787231445, + "timestamp": "2025-07-14T12:35:04.678071" + }, + { + "epoch": 2525, + "batch_idx": 192, + "loss": 0.05987328663468361, + "learning_rate": 0.00016059962723352964, + "timestep_mean": 727.75, + "epsilon_norm": 4.133465766906738, + "prediction_norm": 3.9465744495391846, + "timestamp": "2025-07-14T12:35:04.683158" + }, + { + "epoch": 2526, + "batch_idx": 0, + "loss": 0.14576925337314606, + "learning_rate": 0.00016117678126494918, + "timestep_mean": 565.53125, + "epsilon_norm": 7.704497337341309, + "prediction_norm": 7.317131519317627, + "timestamp": "2025-07-14T12:35:04.688151" + }, + { + "epoch": 2526, + "batch_idx": 32, + "loss": 0.3146767020225525, + "learning_rate": 0.00016117678126494918, + "timestep_mean": 476.90625, + "epsilon_norm": 7.37579345703125, + "prediction_norm": 6.593120098114014, + "timestamp": "2025-07-14T12:35:04.693070" + }, + { + "epoch": 2526, + "batch_idx": 64, + "loss": 0.2332051694393158, + "learning_rate": 0.00016117678126494918, + "timestep_mean": 464.53125, + "epsilon_norm": 6.628536224365234, + "prediction_norm": 5.3132452964782715, + "timestamp": "2025-07-14T12:35:04.697887" + }, + { + "epoch": 2526, + "batch_idx": 96, + "loss": 0.44580185413360596, + "learning_rate": 0.00016117678126494918, + "timestep_mean": 456.21875, + "epsilon_norm": 8.272505760192871, + "prediction_norm": 6.675274848937988, + "timestamp": "2025-07-14T12:35:04.702755" + }, + { + "epoch": 2526, + "batch_idx": 128, + "loss": 0.2377987802028656, + "learning_rate": 0.00016117678126494918, + "timestep_mean": 522.09375, + "epsilon_norm": 8.387731552124023, + "prediction_norm": 7.747990131378174, + "timestamp": "2025-07-14T12:35:04.707663" + }, + { + "epoch": 2526, + "batch_idx": 160, + "loss": 0.15477631986141205, + "learning_rate": 0.00016117678126494918, + "timestep_mean": 535.625, + "epsilon_norm": 7.565483093261719, + "prediction_norm": 6.5329790115356445, + "timestamp": "2025-07-14T12:35:04.712672" + }, + { + "epoch": 2526, + "batch_idx": 192, + "loss": 0.3004949390888214, + "learning_rate": 0.00016117678126494918, + "timestep_mean": 299.75, + "epsilon_norm": 2.347757577896118, + "prediction_norm": 1.26796555519104, + "timestamp": "2025-07-14T12:35:04.717534" + }, + { + "epoch": 2527, + "batch_idx": 0, + "loss": 0.23872831463813782, + "learning_rate": 0.0001617547713089798, + "timestep_mean": 464.09375, + "epsilon_norm": 8.033726692199707, + "prediction_norm": 6.898017883300781, + "timestamp": "2025-07-14T12:35:04.722393" + }, + { + "epoch": 2527, + "batch_idx": 32, + "loss": 0.19419468939304352, + "learning_rate": 0.0001617547713089798, + "timestep_mean": 459.4375, + "epsilon_norm": 7.532804489135742, + "prediction_norm": 6.325260162353516, + "timestamp": "2025-07-14T12:35:04.727292" + }, + { + "epoch": 2527, + "batch_idx": 64, + "loss": 0.25906577706336975, + "learning_rate": 0.0001617547713089798, + "timestep_mean": 490.75, + "epsilon_norm": 7.511559009552002, + "prediction_norm": 5.959120273590088, + "timestamp": "2025-07-14T12:35:04.732164" + }, + { + "epoch": 2527, + "batch_idx": 96, + "loss": 0.1223943904042244, + "learning_rate": 0.0001617547713089798, + "timestep_mean": 592.625, + "epsilon_norm": 6.891476631164551, + "prediction_norm": 6.524792194366455, + "timestamp": "2025-07-14T12:35:04.736968" + }, + { + "epoch": 2527, + "batch_idx": 128, + "loss": 0.3491623103618622, + "learning_rate": 0.0001617547713089798, + "timestep_mean": 494.03125, + "epsilon_norm": 7.310731887817383, + "prediction_norm": 5.9182448387146, + "timestamp": "2025-07-14T12:35:04.741941" + }, + { + "epoch": 2527, + "batch_idx": 160, + "loss": 0.19918636977672577, + "learning_rate": 0.0001617547713089798, + "timestep_mean": 535.78125, + "epsilon_norm": 8.022697448730469, + "prediction_norm": 6.90111780166626, + "timestamp": "2025-07-14T12:35:04.746800" + }, + { + "epoch": 2527, + "batch_idx": 192, + "loss": 0.3325067162513733, + "learning_rate": 0.0001617547713089798, + "timestep_mean": 459.25, + "epsilon_norm": 3.4707655906677246, + "prediction_norm": 2.221080780029297, + "timestamp": "2025-07-14T12:35:04.751567" + }, + { + "epoch": 2528, + "batch_idx": 0, + "loss": 0.2950529158115387, + "learning_rate": 0.0001623335959394883, + "timestep_mean": 462.71875, + "epsilon_norm": 7.869575023651123, + "prediction_norm": 7.180719375610352, + "timestamp": "2025-07-14T12:35:04.756401" + }, + { + "epoch": 2528, + "batch_idx": 32, + "loss": 0.1978110671043396, + "learning_rate": 0.0001623335959394883, + "timestep_mean": 506.71875, + "epsilon_norm": 7.444151878356934, + "prediction_norm": 6.241314888000488, + "timestamp": "2025-07-14T12:35:04.761261" + }, + { + "epoch": 2528, + "batch_idx": 64, + "loss": 0.22308990359306335, + "learning_rate": 0.0001623335959394883, + "timestep_mean": 531.25, + "epsilon_norm": 8.158791542053223, + "prediction_norm": 6.577489376068115, + "timestamp": "2025-07-14T12:35:04.766118" + }, + { + "epoch": 2528, + "batch_idx": 96, + "loss": 0.2217121422290802, + "learning_rate": 0.0001623335959394883, + "timestep_mean": 473.3125, + "epsilon_norm": 7.298884391784668, + "prediction_norm": 6.358685493469238, + "timestamp": "2025-07-14T12:35:04.771017" + }, + { + "epoch": 2528, + "batch_idx": 128, + "loss": 0.24559623003005981, + "learning_rate": 0.0001623335959394883, + "timestep_mean": 490.40625, + "epsilon_norm": 8.635152816772461, + "prediction_norm": 7.763047695159912, + "timestamp": "2025-07-14T12:35:04.775888" + }, + { + "epoch": 2528, + "batch_idx": 160, + "loss": 0.2571219205856323, + "learning_rate": 0.0001623335959394883, + "timestep_mean": 550.21875, + "epsilon_norm": 8.183111190795898, + "prediction_norm": 6.95981502532959, + "timestamp": "2025-07-14T12:35:04.780864" + }, + { + "epoch": 2528, + "batch_idx": 192, + "loss": 0.352299302816391, + "learning_rate": 0.0001623335959394883, + "timestep_mean": 333.375, + "epsilon_norm": 3.7539045810699463, + "prediction_norm": 2.512601375579834, + "timestamp": "2025-07-14T12:35:04.785810" + }, + { + "epoch": 2529, + "batch_idx": 0, + "loss": 0.26837337017059326, + "learning_rate": 0.00016291325372828205, + "timestep_mean": 439.09375, + "epsilon_norm": 8.318948745727539, + "prediction_norm": 6.490785121917725, + "timestamp": "2025-07-14T12:35:04.790983" + }, + { + "epoch": 2529, + "batch_idx": 32, + "loss": 0.46249836683273315, + "learning_rate": 0.00016291325372828205, + "timestep_mean": 465.40625, + "epsilon_norm": 9.201986312866211, + "prediction_norm": 6.438231945037842, + "timestamp": "2025-07-14T12:35:04.796048" + }, + { + "epoch": 2529, + "batch_idx": 64, + "loss": 0.3950771689414978, + "learning_rate": 0.00016291325372828205, + "timestep_mean": 427.0, + "epsilon_norm": 7.347455024719238, + "prediction_norm": 5.940491199493408, + "timestamp": "2025-07-14T12:35:04.801092" + }, + { + "epoch": 2529, + "batch_idx": 96, + "loss": 0.17324574291706085, + "learning_rate": 0.00016291325372828205, + "timestep_mean": 532.71875, + "epsilon_norm": 6.802042484283447, + "prediction_norm": 6.753670692443848, + "timestamp": "2025-07-14T12:35:04.806245" + }, + { + "epoch": 2529, + "batch_idx": 128, + "loss": 0.30092567205429077, + "learning_rate": 0.00016291325372828205, + "timestep_mean": 456.5625, + "epsilon_norm": 7.720818042755127, + "prediction_norm": 6.0374250411987305, + "timestamp": "2025-07-14T12:35:04.811364" + }, + { + "epoch": 2529, + "batch_idx": 160, + "loss": 0.19895994663238525, + "learning_rate": 0.00016291325372828205, + "timestep_mean": 525.25, + "epsilon_norm": 7.381173133850098, + "prediction_norm": 6.439419269561768, + "timestamp": "2025-07-14T12:35:04.816451" + }, + { + "epoch": 2529, + "batch_idx": 192, + "loss": 0.1269294023513794, + "learning_rate": 0.00016291325372828205, + "timestep_mean": 463.25, + "epsilon_norm": 4.031614780426025, + "prediction_norm": 3.2713735103607178, + "timestamp": "2025-07-14T12:35:04.821645" + }, + { + "epoch": 2530, + "batch_idx": 0, + "loss": 0.15916940569877625, + "learning_rate": 0.00016349374324511374, + "timestep_mean": 519.84375, + "epsilon_norm": 7.55808162689209, + "prediction_norm": 6.912642955780029, + "timestamp": "2025-07-14T12:35:04.826804" + }, + { + "epoch": 2530, + "batch_idx": 32, + "loss": 0.2373787760734558, + "learning_rate": 0.00016349374324511374, + "timestep_mean": 546.1875, + "epsilon_norm": 8.637886047363281, + "prediction_norm": 7.235086441040039, + "timestamp": "2025-07-14T12:35:04.831897" + }, + { + "epoch": 2530, + "batch_idx": 64, + "loss": 0.35097283124923706, + "learning_rate": 0.00016349374324511374, + "timestep_mean": 478.125, + "epsilon_norm": 8.213900566101074, + "prediction_norm": 5.9325642585754395, + "timestamp": "2025-07-14T12:35:04.837128" + }, + { + "epoch": 2530, + "batch_idx": 96, + "loss": 0.37595537304878235, + "learning_rate": 0.00016349374324511374, + "timestep_mean": 537.40625, + "epsilon_norm": 7.655056476593018, + "prediction_norm": 6.196350574493408, + "timestamp": "2025-07-14T12:35:04.842233" + }, + { + "epoch": 2530, + "batch_idx": 128, + "loss": 0.18477533757686615, + "learning_rate": 0.00016349374324511374, + "timestep_mean": 510.90625, + "epsilon_norm": 9.196513175964355, + "prediction_norm": 7.924676895141602, + "timestamp": "2025-07-14T12:35:04.847346" + }, + { + "epoch": 2530, + "batch_idx": 160, + "loss": 0.2396390289068222, + "learning_rate": 0.00016349374324511374, + "timestep_mean": 513.90625, + "epsilon_norm": 7.892491817474365, + "prediction_norm": 6.5677080154418945, + "timestamp": "2025-07-14T12:35:04.852201" + }, + { + "epoch": 2530, + "batch_idx": 192, + "loss": 0.12819227576255798, + "learning_rate": 0.00016349374324511374, + "timestep_mean": 583.625, + "epsilon_norm": 4.596446514129639, + "prediction_norm": 4.227573394775391, + "timestamp": "2025-07-14T12:35:04.857060" + }, + { + "epoch": 2531, + "batch_idx": 0, + "loss": 0.22454755008220673, + "learning_rate": 0.0001640750630576827, + "timestep_mean": 513.6875, + "epsilon_norm": 8.590349197387695, + "prediction_norm": 7.6012654304504395, + "timestamp": "2025-07-14T12:35:04.861907" + }, + { + "epoch": 2531, + "batch_idx": 32, + "loss": 0.3446597158908844, + "learning_rate": 0.0001640750630576827, + "timestep_mean": 512.5625, + "epsilon_norm": 8.541435241699219, + "prediction_norm": 7.004941463470459, + "timestamp": "2025-07-14T12:35:04.866790" + }, + { + "epoch": 2531, + "batch_idx": 64, + "loss": 0.1790269911289215, + "learning_rate": 0.0001640750630576827, + "timestep_mean": 511.78125, + "epsilon_norm": 7.457998752593994, + "prediction_norm": 6.6702561378479, + "timestamp": "2025-07-14T12:35:04.871976" + }, + { + "epoch": 2531, + "batch_idx": 96, + "loss": 0.4473174810409546, + "learning_rate": 0.0001640750630576827, + "timestep_mean": 453.09375, + "epsilon_norm": 7.762426376342773, + "prediction_norm": 5.6699419021606445, + "timestamp": "2025-07-14T12:35:04.877228" + }, + { + "epoch": 2531, + "batch_idx": 128, + "loss": 0.2942512035369873, + "learning_rate": 0.0001640750630576827, + "timestep_mean": 429.40625, + "epsilon_norm": 7.614993572235107, + "prediction_norm": 6.157127380371094, + "timestamp": "2025-07-14T12:35:04.882382" + }, + { + "epoch": 2531, + "batch_idx": 160, + "loss": 0.28264284133911133, + "learning_rate": 0.0001640750630576827, + "timestep_mean": 502.5625, + "epsilon_norm": 7.435344696044922, + "prediction_norm": 5.618740081787109, + "timestamp": "2025-07-14T12:35:04.887479" + }, + { + "epoch": 2531, + "batch_idx": 192, + "loss": 0.23531539738178253, + "learning_rate": 0.0001640750630576827, + "timestep_mean": 595.75, + "epsilon_norm": 3.161419153213501, + "prediction_norm": 2.8947315216064453, + "timestamp": "2025-07-14T12:35:04.892694" + }, + { + "epoch": 2532, + "batch_idx": 0, + "loss": 0.27919384837150574, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 551.78125, + "epsilon_norm": 7.952969551086426, + "prediction_norm": 6.505899906158447, + "timestamp": "2025-07-14T12:35:04.898029" + }, + { + "epoch": 2532, + "batch_idx": 32, + "loss": 0.20337407290935516, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 533.0625, + "epsilon_norm": 8.560729026794434, + "prediction_norm": 7.70805025100708, + "timestamp": "2025-07-14T12:35:04.903207" + }, + { + "epoch": 2532, + "batch_idx": 64, + "loss": 0.12238404899835587, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 543.3125, + "epsilon_norm": 7.495289325714111, + "prediction_norm": 7.558399677276611, + "timestamp": "2025-07-14T12:35:04.908422" + }, + { + "epoch": 2532, + "batch_idx": 96, + "loss": 0.2322380244731903, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 500.8125, + "epsilon_norm": 7.431098461151123, + "prediction_norm": 6.540485382080078, + "timestamp": "2025-07-14T12:35:04.913692" + }, + { + "epoch": 2532, + "batch_idx": 128, + "loss": 0.2749482989311218, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 496.09375, + "epsilon_norm": 7.586455821990967, + "prediction_norm": 6.744515419006348, + "timestamp": "2025-07-14T12:35:04.918902" + }, + { + "epoch": 2532, + "batch_idx": 160, + "loss": 0.15517392754554749, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 528.53125, + "epsilon_norm": 8.958069801330566, + "prediction_norm": 9.069700241088867, + "timestamp": "2025-07-14T12:35:04.924015" + }, + { + "epoch": 2532, + "batch_idx": 192, + "loss": 0.25922685861587524, + "learning_rate": 0.00016465721173164032, + "timestep_mean": 502.75, + "epsilon_norm": 4.375656604766846, + "prediction_norm": 3.690265655517578, + "timestamp": "2025-07-14T12:35:04.929142" + }, + { + "epoch": 2533, + "batch_idx": 0, + "loss": 0.2545999586582184, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 498.15625, + "epsilon_norm": 8.606210708618164, + "prediction_norm": 7.129477500915527, + "timestamp": "2025-07-14T12:35:04.934406" + }, + { + "epoch": 2533, + "batch_idx": 32, + "loss": 0.1222960501909256, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 541.375, + "epsilon_norm": 7.162229061126709, + "prediction_norm": 6.970528602600098, + "timestamp": "2025-07-14T12:35:04.939602" + }, + { + "epoch": 2533, + "batch_idx": 64, + "loss": 0.3452037572860718, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 571.90625, + "epsilon_norm": 8.969757080078125, + "prediction_norm": 8.087492942810059, + "timestamp": "2025-07-14T12:35:04.944693" + }, + { + "epoch": 2533, + "batch_idx": 96, + "loss": 0.4191349744796753, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 465.1875, + "epsilon_norm": 8.209409713745117, + "prediction_norm": 6.092219829559326, + "timestamp": "2025-07-14T12:35:04.949884" + }, + { + "epoch": 2533, + "batch_idx": 128, + "loss": 0.39286935329437256, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 534.96875, + "epsilon_norm": 10.256805419921875, + "prediction_norm": 8.21541976928711, + "timestamp": "2025-07-14T12:35:04.955233" + }, + { + "epoch": 2533, + "batch_idx": 160, + "loss": 0.47726500034332275, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 478.15625, + "epsilon_norm": 8.124473571777344, + "prediction_norm": 6.120998859405518, + "timestamp": "2025-07-14T12:35:04.960388" + }, + { + "epoch": 2533, + "batch_idx": 192, + "loss": 0.1528981477022171, + "learning_rate": 0.0001652401878305925, + "timestep_mean": 657.875, + "epsilon_norm": 4.025742530822754, + "prediction_norm": 3.77679705619812, + "timestamp": "2025-07-14T12:35:04.965339" + }, + { + "epoch": 2534, + "batch_idx": 0, + "loss": 0.472278356552124, + "learning_rate": 0.00016582398991610373, + "timestep_mean": 495.6875, + "epsilon_norm": 8.897421836853027, + "prediction_norm": 7.202846050262451, + "timestamp": "2025-07-14T12:35:04.970215" + }, + { + "epoch": 2534, + "batch_idx": 32, + "loss": 0.23049184679985046, + "learning_rate": 0.00016582398991610373, + "timestep_mean": 481.59375, + "epsilon_norm": 8.108875274658203, + "prediction_norm": 7.186767578125, + "timestamp": "2025-07-14T12:35:04.975035" + }, + { + "epoch": 2534, + "batch_idx": 64, + "loss": 0.3124682307243347, + "learning_rate": 0.00016582398991610373, + "timestep_mean": 468.96875, + "epsilon_norm": 7.8205952644348145, + "prediction_norm": 6.2730488777160645, + "timestamp": "2025-07-14T12:35:04.979999" + }, + { + "epoch": 2534, + "batch_idx": 96, + "loss": 0.25874295830726624, + "learning_rate": 0.00016582398991610373, + "timestep_mean": 470.90625, + "epsilon_norm": 8.008883476257324, + "prediction_norm": 6.782132148742676, + "timestamp": "2025-07-14T12:35:04.984838" + }, + { + "epoch": 2534, + "batch_idx": 128, + "loss": 0.4938640296459198, + "learning_rate": 0.00016582398991610373, + "timestep_mean": 509.90625, + "epsilon_norm": 9.144731521606445, + "prediction_norm": 8.131425857543945, + "timestamp": "2025-07-14T12:35:04.989951" + }, + { + "epoch": 2534, + "batch_idx": 160, + "loss": 0.1633712500333786, + "learning_rate": 0.00016582398991610373, + "timestep_mean": 466.6875, + "epsilon_norm": 7.617090702056885, + "prediction_norm": 7.430108070373535, + "timestamp": "2025-07-14T12:35:04.995000" + }, + { + "epoch": 2534, + "batch_idx": 192, + "loss": 0.4181551933288574, + "learning_rate": 0.00016582398991610373, + "timestep_mean": 419.0, + "epsilon_norm": 5.8762078285217285, + "prediction_norm": 4.705584526062012, + "timestamp": "2025-07-14T12:35:05.000053" + }, + { + "epoch": 2535, + "batch_idx": 0, + "loss": 0.2746516466140747, + "learning_rate": 0.00016640861654770053, + "timestep_mean": 437.9375, + "epsilon_norm": 6.925642013549805, + "prediction_norm": 6.291478157043457, + "timestamp": "2025-07-14T12:35:05.005283" + }, + { + "epoch": 2535, + "batch_idx": 32, + "loss": 0.3256620764732361, + "learning_rate": 0.00016640861654770053, + "timestep_mean": 430.1875, + "epsilon_norm": 6.971202850341797, + "prediction_norm": 5.802309513092041, + "timestamp": "2025-07-14T12:35:05.010339" + }, + { + "epoch": 2535, + "batch_idx": 64, + "loss": 0.09599122405052185, + "learning_rate": 0.00016640861654770053, + "timestep_mean": 573.0625, + "epsilon_norm": 7.326198101043701, + "prediction_norm": 6.771934986114502, + "timestamp": "2025-07-14T12:35:05.015409" + }, + { + "epoch": 2535, + "batch_idx": 96, + "loss": 0.21703974902629852, + "learning_rate": 0.00016640861654770053, + "timestep_mean": 507.96875, + "epsilon_norm": 8.16306209564209, + "prediction_norm": 6.92022180557251, + "timestamp": "2025-07-14T12:35:05.020497" + }, + { + "epoch": 2535, + "batch_idx": 128, + "loss": 0.3288552761077881, + "learning_rate": 0.00016640861654770053, + "timestep_mean": 496.90625, + "epsilon_norm": 7.510863780975342, + "prediction_norm": 6.324323654174805, + "timestamp": "2025-07-14T12:35:05.025720" + }, + { + "epoch": 2535, + "batch_idx": 160, + "loss": 0.30719491839408875, + "learning_rate": 0.00016640861654770053, + "timestep_mean": 480.28125, + "epsilon_norm": 7.638733863830566, + "prediction_norm": 6.171480655670166, + "timestamp": "2025-07-14T12:35:05.030898" + }, + { + "epoch": 2535, + "batch_idx": 192, + "loss": 0.3579564094543457, + "learning_rate": 0.00016640861654770053, + "timestep_mean": 467.875, + "epsilon_norm": 3.4968132972717285, + "prediction_norm": 2.433774471282959, + "timestamp": "2025-07-14T12:35:05.035929" + }, + { + "epoch": 2536, + "batch_idx": 0, + "loss": 0.3291148245334625, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 456.1875, + "epsilon_norm": 8.920601844787598, + "prediction_norm": 7.096893310546875, + "timestamp": "2025-07-14T12:35:05.041168" + }, + { + "epoch": 2536, + "batch_idx": 32, + "loss": 0.17527981102466583, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 456.6875, + "epsilon_norm": 7.360747814178467, + "prediction_norm": 6.617707252502441, + "timestamp": "2025-07-14T12:35:05.046383" + }, + { + "epoch": 2536, + "batch_idx": 64, + "loss": 0.1974940299987793, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 585.15625, + "epsilon_norm": 7.645476818084717, + "prediction_norm": 6.663661956787109, + "timestamp": "2025-07-14T12:35:05.051507" + }, + { + "epoch": 2536, + "batch_idx": 96, + "loss": 0.2967801094055176, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 398.21875, + "epsilon_norm": 7.086730480194092, + "prediction_norm": 5.732670783996582, + "timestamp": "2025-07-14T12:35:05.056602" + }, + { + "epoch": 2536, + "batch_idx": 128, + "loss": 0.4184887111186981, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 446.03125, + "epsilon_norm": 9.07519817352295, + "prediction_norm": 6.888942718505859, + "timestamp": "2025-07-14T12:35:05.061843" + }, + { + "epoch": 2536, + "batch_idx": 160, + "loss": 0.12470424175262451, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 543.375, + "epsilon_norm": 7.967958927154541, + "prediction_norm": 7.204914093017578, + "timestamp": "2025-07-14T12:35:05.067052" + }, + { + "epoch": 2536, + "batch_idx": 192, + "loss": 0.16751165688037872, + "learning_rate": 0.00016699406628287451, + "timestep_mean": 641.75, + "epsilon_norm": 6.145849704742432, + "prediction_norm": 5.560732841491699, + "timestamp": "2025-07-14T12:35:05.072228" + }, + { + "epoch": 2537, + "batch_idx": 0, + "loss": 0.16227173805236816, + "learning_rate": 0.00016758033767708675, + "timestep_mean": 515.21875, + "epsilon_norm": 7.295304298400879, + "prediction_norm": 6.321382522583008, + "timestamp": "2025-07-14T12:35:05.077109" + }, + { + "epoch": 2537, + "batch_idx": 32, + "loss": 0.38662415742874146, + "learning_rate": 0.00016758033767708675, + "timestep_mean": 564.96875, + "epsilon_norm": 8.47984790802002, + "prediction_norm": 6.875194072723389, + "timestamp": "2025-07-14T12:35:05.085552" + }, + { + "epoch": 2537, + "batch_idx": 64, + "loss": 0.40926769375801086, + "learning_rate": 0.00016758033767708675, + "timestep_mean": 463.9375, + "epsilon_norm": 8.373209953308105, + "prediction_norm": 7.083155155181885, + "timestamp": "2025-07-14T12:35:05.092246" + }, + { + "epoch": 2537, + "batch_idx": 96, + "loss": 0.13693872094154358, + "learning_rate": 0.00016758033767708675, + "timestep_mean": 600.03125, + "epsilon_norm": 7.89731502532959, + "prediction_norm": 7.275704383850098, + "timestamp": "2025-07-14T12:35:05.098646" + }, + { + "epoch": 2537, + "batch_idx": 128, + "loss": 0.15304255485534668, + "learning_rate": 0.00016758033767708675, + "timestep_mean": 616.6875, + "epsilon_norm": 7.436468601226807, + "prediction_norm": 7.176504611968994, + "timestamp": "2025-07-14T12:35:05.104606" + }, + { + "epoch": 2537, + "batch_idx": 160, + "loss": 0.25164586305618286, + "learning_rate": 0.00016758033767708675, + "timestep_mean": 545.40625, + "epsilon_norm": 7.864161968231201, + "prediction_norm": 6.454324722290039, + "timestamp": "2025-07-14T12:35:05.109888" + }, + { + "epoch": 2537, + "batch_idx": 192, + "loss": 0.10616762191057205, + "learning_rate": 0.00016758033767708675, + "timestep_mean": 495.625, + "epsilon_norm": 4.15558385848999, + "prediction_norm": 4.0798540115356445, + "timestamp": "2025-07-14T12:35:05.115209" + }, + { + "epoch": 2538, + "batch_idx": 0, + "loss": 0.26913222670555115, + "learning_rate": 0.00016816742928377098, + "timestep_mean": 438.75, + "epsilon_norm": 8.031946182250977, + "prediction_norm": 6.477512359619141, + "timestamp": "2025-07-14T12:35:05.120545" + }, + { + "epoch": 2538, + "batch_idx": 32, + "loss": 0.2617172598838806, + "learning_rate": 0.00016816742928377098, + "timestep_mean": 525.84375, + "epsilon_norm": 6.634580612182617, + "prediction_norm": 5.184713840484619, + "timestamp": "2025-07-14T12:35:05.125860" + }, + { + "epoch": 2538, + "batch_idx": 64, + "loss": 0.3741798996925354, + "learning_rate": 0.00016816742928377098, + "timestep_mean": 406.90625, + "epsilon_norm": 7.744754791259766, + "prediction_norm": 6.544876575469971, + "timestamp": "2025-07-14T12:35:05.131052" + }, + { + "epoch": 2538, + "batch_idx": 96, + "loss": 0.23624306917190552, + "learning_rate": 0.00016816742928377098, + "timestep_mean": 570.0625, + "epsilon_norm": 7.640351295471191, + "prediction_norm": 6.789226055145264, + "timestamp": "2025-07-14T12:35:05.136260" + }, + { + "epoch": 2538, + "batch_idx": 128, + "loss": 0.2403460144996643, + "learning_rate": 0.00016816742928377098, + "timestep_mean": 520.375, + "epsilon_norm": 8.29751968383789, + "prediction_norm": 7.705713272094727, + "timestamp": "2025-07-14T12:35:05.141516" + }, + { + "epoch": 2538, + "batch_idx": 160, + "loss": 0.16605135798454285, + "learning_rate": 0.00016816742928377098, + "timestep_mean": 541.03125, + "epsilon_norm": 7.580920219421387, + "prediction_norm": 6.88102388381958, + "timestamp": "2025-07-14T12:35:05.146903" + }, + { + "epoch": 2538, + "batch_idx": 192, + "loss": 0.188150554895401, + "learning_rate": 0.00016816742928377098, + "timestep_mean": 459.5, + "epsilon_norm": 3.8282244205474854, + "prediction_norm": 3.2552614212036133, + "timestamp": "2025-07-14T12:35:05.152101" + }, + { + "epoch": 2539, + "batch_idx": 0, + "loss": 0.26838696002960205, + "learning_rate": 0.00016875533965433708, + "timestep_mean": 509.9375, + "epsilon_norm": 8.474227905273438, + "prediction_norm": 8.490238189697266, + "timestamp": "2025-07-14T12:35:05.157367" + }, + { + "epoch": 2539, + "batch_idx": 32, + "loss": 0.2953757643699646, + "learning_rate": 0.00016875533965433708, + "timestep_mean": 505.90625, + "epsilon_norm": 8.677626609802246, + "prediction_norm": 7.427653789520264, + "timestamp": "2025-07-14T12:35:05.162568" + }, + { + "epoch": 2539, + "batch_idx": 64, + "loss": 0.28488755226135254, + "learning_rate": 0.00016875533965433708, + "timestep_mean": 457.375, + "epsilon_norm": 9.458307266235352, + "prediction_norm": 8.197494506835938, + "timestamp": "2025-07-14T12:35:05.167795" + }, + { + "epoch": 2539, + "batch_idx": 96, + "loss": 0.19057108461856842, + "learning_rate": 0.00016875533965433708, + "timestep_mean": 592.71875, + "epsilon_norm": 7.679934024810791, + "prediction_norm": 6.935659408569336, + "timestamp": "2025-07-14T12:35:05.173138" + }, + { + "epoch": 2539, + "batch_idx": 128, + "loss": 0.33553770184516907, + "learning_rate": 0.00016875533965433708, + "timestep_mean": 478.9375, + "epsilon_norm": 7.443027973175049, + "prediction_norm": 5.921205520629883, + "timestamp": "2025-07-14T12:35:05.178378" + }, + { + "epoch": 2539, + "batch_idx": 160, + "loss": 0.2697969377040863, + "learning_rate": 0.00016875533965433708, + "timestep_mean": 427.84375, + "epsilon_norm": 8.235118865966797, + "prediction_norm": 6.52573823928833, + "timestamp": "2025-07-14T12:35:05.183624" + }, + { + "epoch": 2539, + "batch_idx": 192, + "loss": 0.13650286197662354, + "learning_rate": 0.00016875533965433708, + "timestep_mean": 391.25, + "epsilon_norm": 4.235215663909912, + "prediction_norm": 3.8549909591674805, + "timestamp": "2025-07-14T12:35:05.188476" + }, + { + "epoch": 2540, + "batch_idx": 0, + "loss": 0.24042025208473206, + "learning_rate": 0.00016934406733817435, + "timestep_mean": 483.28125, + "epsilon_norm": 6.801711559295654, + "prediction_norm": 5.8289594650268555, + "timestamp": "2025-07-14T12:35:05.193322" + }, + { + "epoch": 2540, + "batch_idx": 32, + "loss": 0.1837376058101654, + "learning_rate": 0.00016934406733817435, + "timestep_mean": 526.3125, + "epsilon_norm": 7.901609420776367, + "prediction_norm": 6.587040424346924, + "timestamp": "2025-07-14T12:35:05.198260" + }, + { + "epoch": 2540, + "batch_idx": 64, + "loss": 0.329194039106369, + "learning_rate": 0.00016934406733817435, + "timestep_mean": 538.21875, + "epsilon_norm": 9.129039764404297, + "prediction_norm": 7.267017841339111, + "timestamp": "2025-07-14T12:35:05.203160" + }, + { + "epoch": 2540, + "batch_idx": 96, + "loss": 0.1667553186416626, + "learning_rate": 0.00016934406733817435, + "timestep_mean": 540.75, + "epsilon_norm": 8.345370292663574, + "prediction_norm": 7.6949849128723145, + "timestamp": "2025-07-14T12:35:05.208036" + }, + { + "epoch": 2540, + "batch_idx": 128, + "loss": 0.28976553678512573, + "learning_rate": 0.00016934406733817435, + "timestep_mean": 500.4375, + "epsilon_norm": 6.977273941040039, + "prediction_norm": 5.4258246421813965, + "timestamp": "2025-07-14T12:35:05.213005" + }, + { + "epoch": 2540, + "batch_idx": 160, + "loss": 0.3187008202075958, + "learning_rate": 0.00016934406733817435, + "timestep_mean": 527.6875, + "epsilon_norm": 8.136682510375977, + "prediction_norm": 6.593501091003418, + "timestamp": "2025-07-14T12:35:05.217908" + }, + { + "epoch": 2540, + "batch_idx": 192, + "loss": 0.2630597949028015, + "learning_rate": 0.00016934406733817435, + "timestep_mean": 519.375, + "epsilon_norm": 2.7187018394470215, + "prediction_norm": 2.039236068725586, + "timestamp": "2025-07-14T12:35:05.222717" + }, + { + "epoch": 2541, + "batch_idx": 0, + "loss": 0.25757163763046265, + "learning_rate": 0.00016993361088265597, + "timestep_mean": 525.53125, + "epsilon_norm": 8.408123016357422, + "prediction_norm": 7.522886753082275, + "timestamp": "2025-07-14T12:35:05.227648" + }, + { + "epoch": 2541, + "batch_idx": 32, + "loss": 0.2925368547439575, + "learning_rate": 0.00016993361088265597, + "timestep_mean": 462.5625, + "epsilon_norm": 7.724408149719238, + "prediction_norm": 6.608741283416748, + "timestamp": "2025-07-14T12:35:05.232515" + }, + { + "epoch": 2541, + "batch_idx": 64, + "loss": 0.26123547554016113, + "learning_rate": 0.00016993361088265597, + "timestep_mean": 475.40625, + "epsilon_norm": 7.568858623504639, + "prediction_norm": 5.851210117340088, + "timestamp": "2025-07-14T12:35:05.237362" + }, + { + "epoch": 2541, + "batch_idx": 96, + "loss": 0.18605750799179077, + "learning_rate": 0.00016993361088265597, + "timestep_mean": 488.5625, + "epsilon_norm": 8.420845985412598, + "prediction_norm": 7.174912929534912, + "timestamp": "2025-07-14T12:35:05.242374" + }, + { + "epoch": 2541, + "batch_idx": 128, + "loss": 0.2722322940826416, + "learning_rate": 0.00016993361088265597, + "timestep_mean": 453.8125, + "epsilon_norm": 8.027314186096191, + "prediction_norm": 6.859435558319092, + "timestamp": "2025-07-14T12:35:05.247234" + }, + { + "epoch": 2541, + "batch_idx": 160, + "loss": 0.2629297077655792, + "learning_rate": 0.00016993361088265597, + "timestep_mean": 426.8125, + "epsilon_norm": 9.881673812866211, + "prediction_norm": 8.831016540527344, + "timestamp": "2025-07-14T12:35:05.252175" + }, + { + "epoch": 2541, + "batch_idx": 192, + "loss": 0.08981647342443466, + "learning_rate": 0.00016993361088265597, + "timestep_mean": 457.0, + "epsilon_norm": 3.4516491889953613, + "prediction_norm": 3.47255277633667, + "timestamp": "2025-07-14T12:35:05.257105" + }, + { + "epoch": 2542, + "batch_idx": 0, + "loss": 0.17996056377887726, + "learning_rate": 0.00017052396883314192, + "timestep_mean": 613.3125, + "epsilon_norm": 7.900116920471191, + "prediction_norm": 7.335625171661377, + "timestamp": "2025-07-14T12:35:05.262178" + }, + { + "epoch": 2542, + "batch_idx": 32, + "loss": 0.1886141449213028, + "learning_rate": 0.00017052396883314192, + "timestep_mean": 534.0625, + "epsilon_norm": 7.414186477661133, + "prediction_norm": 6.8658037185668945, + "timestamp": "2025-07-14T12:35:05.267190" + }, + { + "epoch": 2542, + "batch_idx": 64, + "loss": 0.1289222538471222, + "learning_rate": 0.00017052396883314192, + "timestep_mean": 530.75, + "epsilon_norm": 8.044144630432129, + "prediction_norm": 7.8470611572265625, + "timestamp": "2025-07-14T12:35:05.272340" + }, + { + "epoch": 2542, + "batch_idx": 96, + "loss": 0.20965833961963654, + "learning_rate": 0.00017052396883314192, + "timestep_mean": 516.15625, + "epsilon_norm": 8.0732421875, + "prediction_norm": 7.839020729064941, + "timestamp": "2025-07-14T12:35:05.277420" + }, + { + "epoch": 2542, + "batch_idx": 128, + "loss": 0.16732239723205566, + "learning_rate": 0.00017052396883314192, + "timestep_mean": 427.3125, + "epsilon_norm": 8.33337688446045, + "prediction_norm": 7.0953145027160645, + "timestamp": "2025-07-14T12:35:05.282465" + }, + { + "epoch": 2542, + "batch_idx": 160, + "loss": 0.31590592861175537, + "learning_rate": 0.00017052396883314192, + "timestep_mean": 402.125, + "epsilon_norm": 7.481116771697998, + "prediction_norm": 6.122381687164307, + "timestamp": "2025-07-14T12:35:05.287624" + }, + { + "epoch": 2542, + "batch_idx": 192, + "loss": 0.25593575835227966, + "learning_rate": 0.00017052396883314192, + "timestep_mean": 497.0, + "epsilon_norm": 3.740901231765747, + "prediction_norm": 3.1130030155181885, + "timestamp": "2025-07-14T12:35:05.292769" + }, + { + "epoch": 2543, + "batch_idx": 0, + "loss": 0.47430166602134705, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 412.4375, + "epsilon_norm": 8.76781940460205, + "prediction_norm": 6.409969329833984, + "timestamp": "2025-07-14T12:35:05.297998" + }, + { + "epoch": 2543, + "batch_idx": 32, + "loss": 0.11932586133480072, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 584.0, + "epsilon_norm": 7.179952621459961, + "prediction_norm": 6.184137344360352, + "timestamp": "2025-07-14T12:35:05.303234" + }, + { + "epoch": 2543, + "batch_idx": 64, + "loss": 0.37282824516296387, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 392.59375, + "epsilon_norm": 8.058667182922363, + "prediction_norm": 6.407229900360107, + "timestamp": "2025-07-14T12:35:05.308363" + }, + { + "epoch": 2543, + "batch_idx": 96, + "loss": 0.18614336848258972, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 516.25, + "epsilon_norm": 7.529827117919922, + "prediction_norm": 6.949192047119141, + "timestamp": "2025-07-14T12:35:05.313748" + }, + { + "epoch": 2543, + "batch_idx": 128, + "loss": 0.3449443280696869, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 422.21875, + "epsilon_norm": 8.571609497070312, + "prediction_norm": 7.030488014221191, + "timestamp": "2025-07-14T12:35:05.318967" + }, + { + "epoch": 2543, + "batch_idx": 160, + "loss": 0.3063030540943146, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 510.875, + "epsilon_norm": 8.123120307922363, + "prediction_norm": 7.214145183563232, + "timestamp": "2025-07-14T12:35:05.323970" + }, + { + "epoch": 2543, + "batch_idx": 192, + "loss": 0.31103670597076416, + "learning_rate": 0.00017111513973298227, + "timestep_mean": 572.375, + "epsilon_norm": 3.437417984008789, + "prediction_norm": 3.270955801010132, + "timestamp": "2025-07-14T12:35:05.329123" + }, + { + "epoch": 2544, + "batch_idx": 0, + "loss": 0.25446563959121704, + "learning_rate": 0.00017170712212352213, + "timestep_mean": 528.25, + "epsilon_norm": 6.657229423522949, + "prediction_norm": 5.254910469055176, + "timestamp": "2025-07-14T12:35:05.334414" + }, + { + "epoch": 2544, + "batch_idx": 32, + "loss": 0.34267711639404297, + "learning_rate": 0.00017170712212352213, + "timestep_mean": 513.53125, + "epsilon_norm": 8.794872283935547, + "prediction_norm": 7.381048679351807, + "timestamp": "2025-07-14T12:35:05.339510" + }, + { + "epoch": 2544, + "batch_idx": 64, + "loss": 0.25238654017448425, + "learning_rate": 0.00017170712212352213, + "timestep_mean": 445.9375, + "epsilon_norm": 8.78108024597168, + "prediction_norm": 7.771168231964111, + "timestamp": "2025-07-14T12:35:05.344731" + }, + { + "epoch": 2544, + "batch_idx": 96, + "loss": 0.23458662629127502, + "learning_rate": 0.00017170712212352213, + "timestep_mean": 564.8125, + "epsilon_norm": 7.44115686416626, + "prediction_norm": 6.406454086303711, + "timestamp": "2025-07-14T12:35:05.349947" + }, + { + "epoch": 2544, + "batch_idx": 128, + "loss": 0.46142545342445374, + "learning_rate": 0.00017170712212352213, + "timestep_mean": 555.34375, + "epsilon_norm": 8.402095794677734, + "prediction_norm": 6.4645304679870605, + "timestamp": "2025-07-14T12:35:05.355084" + }, + { + "epoch": 2544, + "batch_idx": 160, + "loss": 0.23797070980072021, + "learning_rate": 0.00017170712212352213, + "timestep_mean": 585.5, + "epsilon_norm": 9.011613845825195, + "prediction_norm": 7.887800216674805, + "timestamp": "2025-07-14T12:35:05.360309" + }, + { + "epoch": 2544, + "batch_idx": 192, + "loss": 0.20195350050926208, + "learning_rate": 0.00017170712212352213, + "timestep_mean": 446.25, + "epsilon_norm": 4.620898723602295, + "prediction_norm": 4.165022850036621, + "timestamp": "2025-07-14T12:35:05.365456" + }, + { + "epoch": 2545, + "batch_idx": 0, + "loss": 0.07004791498184204, + "learning_rate": 0.00017229991454410315, + "timestep_mean": 556.40625, + "epsilon_norm": 6.900074481964111, + "prediction_norm": 6.738485813140869, + "timestamp": "2025-07-14T12:35:05.370552" + }, + { + "epoch": 2545, + "batch_idx": 32, + "loss": 0.16738811135292053, + "learning_rate": 0.00017229991454410315, + "timestep_mean": 531.3125, + "epsilon_norm": 6.413774490356445, + "prediction_norm": 5.673899173736572, + "timestamp": "2025-07-14T12:35:05.375807" + }, + { + "epoch": 2545, + "batch_idx": 64, + "loss": 0.43227726221084595, + "learning_rate": 0.00017229991454410315, + "timestep_mean": 417.78125, + "epsilon_norm": 8.638921737670898, + "prediction_norm": 6.603812217712402, + "timestamp": "2025-07-14T12:35:05.381014" + }, + { + "epoch": 2545, + "batch_idx": 96, + "loss": 0.3211405277252197, + "learning_rate": 0.00017229991454410315, + "timestep_mean": 552.0, + "epsilon_norm": 8.258248329162598, + "prediction_norm": 6.7967047691345215, + "timestamp": "2025-07-14T12:35:05.386087" + }, + { + "epoch": 2545, + "batch_idx": 128, + "loss": 0.19604098796844482, + "learning_rate": 0.00017229991454410315, + "timestep_mean": 505.5, + "epsilon_norm": 7.70637845993042, + "prediction_norm": 6.922509670257568, + "timestamp": "2025-07-14T12:35:05.391064" + }, + { + "epoch": 2545, + "batch_idx": 160, + "loss": 0.31500113010406494, + "learning_rate": 0.00017229991454410315, + "timestep_mean": 534.5, + "epsilon_norm": 7.480550289154053, + "prediction_norm": 6.483745574951172, + "timestamp": "2025-07-14T12:35:05.396172" + }, + { + "epoch": 2545, + "batch_idx": 192, + "loss": 0.07525703310966492, + "learning_rate": 0.00017229991454410315, + "timestep_mean": 556.125, + "epsilon_norm": 4.409329891204834, + "prediction_norm": 4.518141746520996, + "timestamp": "2025-07-14T12:35:05.401213" + }, + { + "epoch": 2546, + "batch_idx": 0, + "loss": 0.20000270009040833, + "learning_rate": 0.00017289351553206972, + "timestep_mean": 514.4375, + "epsilon_norm": 8.501627922058105, + "prediction_norm": 7.828860759735107, + "timestamp": "2025-07-14T12:35:05.406255" + }, + { + "epoch": 2546, + "batch_idx": 32, + "loss": 0.5838682651519775, + "learning_rate": 0.00017289351553206972, + "timestep_mean": 450.9375, + "epsilon_norm": 9.945601463317871, + "prediction_norm": 7.329063415527344, + "timestamp": "2025-07-14T12:35:05.411156" + }, + { + "epoch": 2546, + "batch_idx": 64, + "loss": 0.37769177556037903, + "learning_rate": 0.00017289351553206972, + "timestep_mean": 434.21875, + "epsilon_norm": 8.618735313415527, + "prediction_norm": 7.609251976013184, + "timestamp": "2025-07-14T12:35:05.416254" + }, + { + "epoch": 2546, + "batch_idx": 96, + "loss": 0.23912595212459564, + "learning_rate": 0.00017289351553206972, + "timestep_mean": 494.625, + "epsilon_norm": 8.139243125915527, + "prediction_norm": 7.457884311676025, + "timestamp": "2025-07-14T12:35:05.421565" + }, + { + "epoch": 2546, + "batch_idx": 128, + "loss": 0.14148679375648499, + "learning_rate": 0.00017289351553206972, + "timestep_mean": 514.6875, + "epsilon_norm": 8.10601806640625, + "prediction_norm": 6.970908164978027, + "timestamp": "2025-07-14T12:35:05.426825" + }, + { + "epoch": 2546, + "batch_idx": 160, + "loss": 0.15173488855361938, + "learning_rate": 0.00017289351553206972, + "timestep_mean": 562.15625, + "epsilon_norm": 6.252120494842529, + "prediction_norm": 5.317942142486572, + "timestamp": "2025-07-14T12:35:05.431960" + }, + { + "epoch": 2546, + "batch_idx": 192, + "loss": 0.7407585382461548, + "learning_rate": 0.00017289351553206972, + "timestep_mean": 300.375, + "epsilon_norm": 4.4948344230651855, + "prediction_norm": 3.449125289916992, + "timestamp": "2025-07-14T12:35:05.437260" + }, + { + "epoch": 2547, + "batch_idx": 0, + "loss": 0.21558694541454315, + "learning_rate": 0.00017348792362276982, + "timestep_mean": 504.4375, + "epsilon_norm": 7.553348064422607, + "prediction_norm": 6.460716247558594, + "timestamp": "2025-07-14T12:35:05.442525" + }, + { + "epoch": 2547, + "batch_idx": 32, + "loss": 0.3704793155193329, + "learning_rate": 0.00017348792362276982, + "timestep_mean": 514.0, + "epsilon_norm": 8.366853713989258, + "prediction_norm": 6.581555366516113, + "timestamp": "2025-07-14T12:35:05.447629" + }, + { + "epoch": 2547, + "batch_idx": 64, + "loss": 0.2553923726081848, + "learning_rate": 0.00017348792362276982, + "timestep_mean": 584.5625, + "epsilon_norm": 8.947479248046875, + "prediction_norm": 8.177117347717285, + "timestamp": "2025-07-14T12:35:05.452868" + }, + { + "epoch": 2547, + "batch_idx": 96, + "loss": 0.4639224410057068, + "learning_rate": 0.00017348792362276982, + "timestep_mean": 458.96875, + "epsilon_norm": 8.524964332580566, + "prediction_norm": 6.167996883392334, + "timestamp": "2025-07-14T12:35:05.457926" + }, + { + "epoch": 2547, + "batch_idx": 128, + "loss": 0.1763494461774826, + "learning_rate": 0.00017348792362276982, + "timestep_mean": 584.75, + "epsilon_norm": 6.979572772979736, + "prediction_norm": 6.570249080657959, + "timestamp": "2025-07-14T12:35:05.463080" + }, + { + "epoch": 2547, + "batch_idx": 160, + "loss": 0.18223929405212402, + "learning_rate": 0.00017348792362276982, + "timestep_mean": 540.84375, + "epsilon_norm": 8.195638656616211, + "prediction_norm": 7.426591873168945, + "timestamp": "2025-07-14T12:35:05.468161" + }, + { + "epoch": 2547, + "batch_idx": 192, + "loss": 0.10216276347637177, + "learning_rate": 0.00017348792362276982, + "timestep_mean": 549.625, + "epsilon_norm": 4.139496803283691, + "prediction_norm": 3.9465456008911133, + "timestamp": "2025-07-14T12:35:05.473322" + }, + { + "epoch": 2548, + "batch_idx": 0, + "loss": 0.239055797457695, + "learning_rate": 0.00017408313734956082, + "timestep_mean": 535.78125, + "epsilon_norm": 8.39074993133545, + "prediction_norm": 7.697727203369141, + "timestamp": "2025-07-14T12:35:05.478559" + }, + { + "epoch": 2548, + "batch_idx": 32, + "loss": 0.1750960350036621, + "learning_rate": 0.00017408313734956082, + "timestep_mean": 513.9375, + "epsilon_norm": 7.658435344696045, + "prediction_norm": 6.938159942626953, + "timestamp": "2025-07-14T12:35:05.483887" + }, + { + "epoch": 2548, + "batch_idx": 64, + "loss": 0.1254051774740219, + "learning_rate": 0.00017408313734956082, + "timestep_mean": 478.6875, + "epsilon_norm": 7.388942718505859, + "prediction_norm": 7.000092029571533, + "timestamp": "2025-07-14T12:35:05.489003" + }, + { + "epoch": 2548, + "batch_idx": 96, + "loss": 0.1688770204782486, + "learning_rate": 0.00017408313734956082, + "timestep_mean": 538.625, + "epsilon_norm": 8.933088302612305, + "prediction_norm": 7.748711585998535, + "timestamp": "2025-07-14T12:35:05.494079" + }, + { + "epoch": 2548, + "batch_idx": 128, + "loss": 0.22197535634040833, + "learning_rate": 0.00017408313734956082, + "timestep_mean": 558.53125, + "epsilon_norm": 8.92559814453125, + "prediction_norm": 7.90032434463501, + "timestamp": "2025-07-14T12:35:05.498991" + }, + { + "epoch": 2548, + "batch_idx": 160, + "loss": 0.18764854967594147, + "learning_rate": 0.00017408313734956082, + "timestep_mean": 491.3125, + "epsilon_norm": 7.3891143798828125, + "prediction_norm": 6.4222517013549805, + "timestamp": "2025-07-14T12:35:05.503844" + }, + { + "epoch": 2548, + "batch_idx": 192, + "loss": 0.2377956509590149, + "learning_rate": 0.00017408313734956082, + "timestep_mean": 614.0, + "epsilon_norm": 3.9972288608551025, + "prediction_norm": 3.0932626724243164, + "timestamp": "2025-07-14T12:35:05.508852" + }, + { + "epoch": 2549, + "batch_idx": 0, + "loss": 0.3295496702194214, + "learning_rate": 0.00017467915524381196, + "timestep_mean": 536.09375, + "epsilon_norm": 8.353142738342285, + "prediction_norm": 7.475399017333984, + "timestamp": "2025-07-14T12:35:05.513731" + }, + { + "epoch": 2549, + "batch_idx": 32, + "loss": 0.32556986808776855, + "learning_rate": 0.00017467915524381196, + "timestep_mean": 440.75, + "epsilon_norm": 6.460733413696289, + "prediction_norm": 5.1861958503723145, + "timestamp": "2025-07-14T12:35:05.518694" + }, + { + "epoch": 2549, + "batch_idx": 64, + "loss": 0.2603335380554199, + "learning_rate": 0.00017467915524381196, + "timestep_mean": 457.1875, + "epsilon_norm": 8.24511432647705, + "prediction_norm": 7.061618328094482, + "timestamp": "2025-07-14T12:35:05.523847" + }, + { + "epoch": 2549, + "batch_idx": 96, + "loss": 0.2170480489730835, + "learning_rate": 0.00017467915524381196, + "timestep_mean": 447.3125, + "epsilon_norm": 8.933797836303711, + "prediction_norm": 8.397701263427734, + "timestamp": "2025-07-14T12:35:05.528979" + }, + { + "epoch": 2549, + "batch_idx": 128, + "loss": 0.26630839705467224, + "learning_rate": 0.00017467915524381196, + "timestep_mean": 536.0625, + "epsilon_norm": 7.244319438934326, + "prediction_norm": 6.70365571975708, + "timestamp": "2025-07-14T12:35:05.534180" + }, + { + "epoch": 2549, + "batch_idx": 160, + "loss": 0.41601142287254333, + "learning_rate": 0.00017467915524381196, + "timestep_mean": 427.65625, + "epsilon_norm": 7.626640319824219, + "prediction_norm": 6.177137851715088, + "timestamp": "2025-07-14T12:35:05.539352" + }, + { + "epoch": 2549, + "batch_idx": 192, + "loss": 0.30357930064201355, + "learning_rate": 0.00017467915524381196, + "timestep_mean": 500.625, + "epsilon_norm": 4.5579142570495605, + "prediction_norm": 3.3845057487487793, + "timestamp": "2025-07-14T12:35:05.544478" + }, + { + "epoch": 2550, + "batch_idx": 0, + "loss": 0.17992162704467773, + "learning_rate": 0.00017527597583490864, + "timestep_mean": 504.90625, + "epsilon_norm": 6.780935764312744, + "prediction_norm": 6.0087056159973145, + "timestamp": "2025-07-14T12:35:05.549560" + }, + { + "epoch": 2550, + "batch_idx": 32, + "loss": 0.3752526044845581, + "learning_rate": 0.00017527597583490864, + "timestep_mean": 432.34375, + "epsilon_norm": 8.143881797790527, + "prediction_norm": 6.235514163970947, + "timestamp": "2025-07-14T12:35:05.554696" + }, + { + "epoch": 2550, + "batch_idx": 64, + "loss": 0.3104642629623413, + "learning_rate": 0.00017527597583490864, + "timestep_mean": 453.875, + "epsilon_norm": 8.370893478393555, + "prediction_norm": 6.899819850921631, + "timestamp": "2025-07-14T12:35:05.559708" + }, + { + "epoch": 2550, + "batch_idx": 96, + "loss": 0.2549079656600952, + "learning_rate": 0.00017527597583490864, + "timestep_mean": 462.53125, + "epsilon_norm": 8.218160629272461, + "prediction_norm": 7.106475830078125, + "timestamp": "2025-07-14T12:35:05.564846" + }, + { + "epoch": 2550, + "batch_idx": 128, + "loss": 0.1969151794910431, + "learning_rate": 0.00017527597583490864, + "timestep_mean": 498.34375, + "epsilon_norm": 7.548306941986084, + "prediction_norm": 6.391547679901123, + "timestamp": "2025-07-14T12:35:05.570033" + }, + { + "epoch": 2550, + "batch_idx": 160, + "loss": 0.356044203042984, + "learning_rate": 0.00017527597583490864, + "timestep_mean": 418.75, + "epsilon_norm": 7.694275856018066, + "prediction_norm": 5.966114521026611, + "timestamp": "2025-07-14T12:35:05.575305" + }, + { + "epoch": 2550, + "batch_idx": 192, + "loss": 0.6684372425079346, + "learning_rate": 0.00017527597583490864, + "timestep_mean": 443.0, + "epsilon_norm": 3.7696619033813477, + "prediction_norm": 1.7478235960006714, + "timestamp": "2025-07-14T12:35:05.580408" + }, + { + "epoch": 2551, + "batch_idx": 0, + "loss": 0.21022441983222961, + "learning_rate": 0.00017587359765025443, + "timestep_mean": 537.3125, + "epsilon_norm": 7.339840888977051, + "prediction_norm": 6.722222328186035, + "timestamp": "2025-07-14T12:35:05.585462" + }, + { + "epoch": 2551, + "batch_idx": 32, + "loss": 0.4316878020763397, + "learning_rate": 0.00017587359765025443, + "timestep_mean": 416.6875, + "epsilon_norm": 7.299735069274902, + "prediction_norm": 6.074991703033447, + "timestamp": "2025-07-14T12:35:05.590633" + }, + { + "epoch": 2551, + "batch_idx": 64, + "loss": 0.255929172039032, + "learning_rate": 0.00017587359765025443, + "timestep_mean": 539.4375, + "epsilon_norm": 7.351171016693115, + "prediction_norm": 6.0412116050720215, + "timestamp": "2025-07-14T12:35:05.595856" + }, + { + "epoch": 2551, + "batch_idx": 96, + "loss": 0.2900075912475586, + "learning_rate": 0.00017587359765025443, + "timestep_mean": 563.15625, + "epsilon_norm": 8.539811134338379, + "prediction_norm": 7.154183387756348, + "timestamp": "2025-07-14T12:35:05.601011" + }, + { + "epoch": 2551, + "batch_idx": 128, + "loss": 0.3094828426837921, + "learning_rate": 0.00017587359765025443, + "timestep_mean": 493.0, + "epsilon_norm": 8.820304870605469, + "prediction_norm": 7.88101863861084, + "timestamp": "2025-07-14T12:35:05.606116" + }, + { + "epoch": 2551, + "batch_idx": 160, + "loss": 0.33562493324279785, + "learning_rate": 0.00017587359765025443, + "timestep_mean": 396.6875, + "epsilon_norm": 6.523937225341797, + "prediction_norm": 4.889268398284912, + "timestamp": "2025-07-14T12:35:05.611302" + }, + { + "epoch": 2551, + "batch_idx": 192, + "loss": 0.37437498569488525, + "learning_rate": 0.00017587359765025443, + "timestep_mean": 388.875, + "epsilon_norm": 4.44681978225708, + "prediction_norm": 3.0627403259277344, + "timestamp": "2025-07-14T12:35:05.616466" + }, + { + "epoch": 2552, + "batch_idx": 0, + "loss": 0.3042863607406616, + "learning_rate": 0.00017647201921527827, + "timestep_mean": 498.0625, + "epsilon_norm": 8.345189094543457, + "prediction_norm": 6.789229869842529, + "timestamp": "2025-07-14T12:35:05.621633" + }, + { + "epoch": 2552, + "batch_idx": 32, + "loss": 0.24088913202285767, + "learning_rate": 0.00017647201921527827, + "timestep_mean": 454.03125, + "epsilon_norm": 8.147768020629883, + "prediction_norm": 6.861971855163574, + "timestamp": "2025-07-14T12:35:05.626772" + }, + { + "epoch": 2552, + "batch_idx": 64, + "loss": 0.26229357719421387, + "learning_rate": 0.00017647201921527827, + "timestep_mean": 457.84375, + "epsilon_norm": 6.630508899688721, + "prediction_norm": 5.738804817199707, + "timestamp": "2025-07-14T12:35:05.631880" + }, + { + "epoch": 2552, + "batch_idx": 96, + "loss": 0.4917924404144287, + "learning_rate": 0.00017647201921527827, + "timestep_mean": 421.0625, + "epsilon_norm": 8.587578773498535, + "prediction_norm": 5.9326300621032715, + "timestamp": "2025-07-14T12:35:05.636930" + }, + { + "epoch": 2552, + "batch_idx": 128, + "loss": 0.4489397704601288, + "learning_rate": 0.00017647201921527827, + "timestep_mean": 371.0, + "epsilon_norm": 7.798394680023193, + "prediction_norm": 6.224820137023926, + "timestamp": "2025-07-14T12:35:05.642016" + }, + { + "epoch": 2552, + "batch_idx": 160, + "loss": 0.10932035744190216, + "learning_rate": 0.00017647201921527827, + "timestep_mean": 561.4375, + "epsilon_norm": 7.350022315979004, + "prediction_norm": 6.798325061798096, + "timestamp": "2025-07-14T12:35:05.647145" + }, + { + "epoch": 2552, + "batch_idx": 192, + "loss": 0.2548971474170685, + "learning_rate": 0.00017647201921527827, + "timestep_mean": 368.125, + "epsilon_norm": 3.616719961166382, + "prediction_norm": 2.5605146884918213, + "timestamp": "2025-07-14T12:35:05.652197" + }, + { + "epoch": 2553, + "batch_idx": 0, + "loss": 0.2851099967956543, + "learning_rate": 0.00017707123905343335, + "timestep_mean": 533.5625, + "epsilon_norm": 8.634230613708496, + "prediction_norm": 6.858168125152588, + "timestamp": "2025-07-14T12:35:05.657420" + }, + { + "epoch": 2553, + "batch_idx": 32, + "loss": 0.1984904259443283, + "learning_rate": 0.00017707123905343335, + "timestep_mean": 515.34375, + "epsilon_norm": 8.408045768737793, + "prediction_norm": 6.959193706512451, + "timestamp": "2025-07-14T12:35:05.662518" + }, + { + "epoch": 2553, + "batch_idx": 64, + "loss": 0.3822658061981201, + "learning_rate": 0.00017707123905343335, + "timestep_mean": 398.375, + "epsilon_norm": 7.411473274230957, + "prediction_norm": 5.779748439788818, + "timestamp": "2025-07-14T12:35:05.667711" + }, + { + "epoch": 2553, + "batch_idx": 96, + "loss": 0.20165598392486572, + "learning_rate": 0.00017707123905343335, + "timestep_mean": 392.96875, + "epsilon_norm": 7.319247245788574, + "prediction_norm": 5.574121475219727, + "timestamp": "2025-07-14T12:35:05.672925" + }, + { + "epoch": 2553, + "batch_idx": 128, + "loss": 0.1349097192287445, + "learning_rate": 0.00017707123905343335, + "timestep_mean": 504.09375, + "epsilon_norm": 8.031024932861328, + "prediction_norm": 7.439765930175781, + "timestamp": "2025-07-14T12:35:05.678146" + }, + { + "epoch": 2553, + "batch_idx": 160, + "loss": 0.32641175389289856, + "learning_rate": 0.00017707123905343335, + "timestep_mean": 520.21875, + "epsilon_norm": 8.74975872039795, + "prediction_norm": 6.569629669189453, + "timestamp": "2025-07-14T12:35:05.683297" + }, + { + "epoch": 2553, + "batch_idx": 192, + "loss": 0.16530519723892212, + "learning_rate": 0.00017707123905343335, + "timestep_mean": 361.125, + "epsilon_norm": 2.6643824577331543, + "prediction_norm": 2.2965950965881348, + "timestamp": "2025-07-14T12:35:05.688524" + }, + { + "epoch": 2554, + "batch_idx": 0, + "loss": 0.16559851169586182, + "learning_rate": 0.00017767125568620467, + "timestep_mean": 593.1875, + "epsilon_norm": 9.151310920715332, + "prediction_norm": 8.031389236450195, + "timestamp": "2025-07-14T12:35:05.693754" + }, + { + "epoch": 2554, + "batch_idx": 32, + "loss": 0.3931226134300232, + "learning_rate": 0.00017767125568620467, + "timestep_mean": 487.5, + "epsilon_norm": 8.86948299407959, + "prediction_norm": 6.900519847869873, + "timestamp": "2025-07-14T12:35:05.698890" + }, + { + "epoch": 2554, + "batch_idx": 64, + "loss": 0.3289554715156555, + "learning_rate": 0.00017767125568620467, + "timestep_mean": 398.40625, + "epsilon_norm": 7.531031608581543, + "prediction_norm": 5.812903881072998, + "timestamp": "2025-07-14T12:35:05.704086" + }, + { + "epoch": 2554, + "batch_idx": 96, + "loss": 0.23460015654563904, + "learning_rate": 0.00017767125568620467, + "timestep_mean": 540.40625, + "epsilon_norm": 8.977707862854004, + "prediction_norm": 7.750682830810547, + "timestamp": "2025-07-14T12:35:05.709405" + }, + { + "epoch": 2554, + "batch_idx": 128, + "loss": 0.2775203585624695, + "learning_rate": 0.00017767125568620467, + "timestep_mean": 514.15625, + "epsilon_norm": 7.932437419891357, + "prediction_norm": 6.699092388153076, + "timestamp": "2025-07-14T12:35:05.714529" + }, + { + "epoch": 2554, + "batch_idx": 160, + "loss": 0.2671721577644348, + "learning_rate": 0.00017767125568620467, + "timestep_mean": 583.8125, + "epsilon_norm": 6.620089530944824, + "prediction_norm": 5.559974670410156, + "timestamp": "2025-07-14T12:35:05.719857" + }, + { + "epoch": 2554, + "batch_idx": 192, + "loss": 0.0858907550573349, + "learning_rate": 0.00017767125568620467, + "timestep_mean": 350.75, + "epsilon_norm": 2.60408616065979, + "prediction_norm": 2.6870031356811523, + "timestamp": "2025-07-14T12:35:05.725010" + }, + { + "epoch": 2555, + "batch_idx": 0, + "loss": 0.15100891888141632, + "learning_rate": 0.00017827206763311083, + "timestep_mean": 629.09375, + "epsilon_norm": 9.0944242477417, + "prediction_norm": 8.809372901916504, + "timestamp": "2025-07-14T12:35:05.730406" + }, + { + "epoch": 2555, + "batch_idx": 32, + "loss": 0.2977466881275177, + "learning_rate": 0.00017827206763311083, + "timestep_mean": 438.09375, + "epsilon_norm": 7.009055137634277, + "prediction_norm": 6.031764984130859, + "timestamp": "2025-07-14T12:35:05.735654" + }, + { + "epoch": 2555, + "batch_idx": 64, + "loss": 0.1768413931131363, + "learning_rate": 0.00017827206763311083, + "timestep_mean": 531.8125, + "epsilon_norm": 8.06821346282959, + "prediction_norm": 7.486626148223877, + "timestamp": "2025-07-14T12:35:05.740803" + }, + { + "epoch": 2555, + "batch_idx": 96, + "loss": 0.3273288905620575, + "learning_rate": 0.00017827206763311083, + "timestep_mean": 519.03125, + "epsilon_norm": 8.871583938598633, + "prediction_norm": 7.553252696990967, + "timestamp": "2025-07-14T12:35:05.745910" + }, + { + "epoch": 2555, + "batch_idx": 128, + "loss": 0.36171412467956543, + "learning_rate": 0.00017827206763311083, + "timestep_mean": 510.65625, + "epsilon_norm": 7.044261455535889, + "prediction_norm": 4.838630676269531, + "timestamp": "2025-07-14T12:35:05.751071" + }, + { + "epoch": 2555, + "batch_idx": 160, + "loss": 0.5085867643356323, + "learning_rate": 0.00017827206763311083, + "timestep_mean": 477.34375, + "epsilon_norm": 8.252053260803223, + "prediction_norm": 6.0275187492370605, + "timestamp": "2025-07-14T12:35:05.755981" + }, + { + "epoch": 2555, + "batch_idx": 192, + "loss": 0.12597717344760895, + "learning_rate": 0.00017827206763311083, + "timestep_mean": 605.5, + "epsilon_norm": 4.142990589141846, + "prediction_norm": 3.892194986343384, + "timestamp": "2025-07-14T12:35:05.760846" + }, + { + "epoch": 2556, + "batch_idx": 0, + "loss": 0.344230592250824, + "learning_rate": 0.0001788736734117081, + "timestep_mean": 396.28125, + "epsilon_norm": 7.5570902824401855, + "prediction_norm": 6.257689476013184, + "timestamp": "2025-07-14T12:35:05.765710" + }, + { + "epoch": 2556, + "batch_idx": 32, + "loss": 0.14890463650226593, + "learning_rate": 0.0001788736734117081, + "timestep_mean": 573.0625, + "epsilon_norm": 7.851339817047119, + "prediction_norm": 7.413495063781738, + "timestamp": "2025-07-14T12:35:05.770572" + }, + { + "epoch": 2556, + "batch_idx": 64, + "loss": 0.41806110739707947, + "learning_rate": 0.0001788736734117081, + "timestep_mean": 422.4375, + "epsilon_norm": 8.559404373168945, + "prediction_norm": 6.607265472412109, + "timestamp": "2025-07-14T12:35:05.775604" + }, + { + "epoch": 2556, + "batch_idx": 96, + "loss": 0.18691088259220123, + "learning_rate": 0.0001788736734117081, + "timestep_mean": 534.1875, + "epsilon_norm": 7.489044189453125, + "prediction_norm": 6.572136878967285, + "timestamp": "2025-07-14T12:35:05.780765" + }, + { + "epoch": 2556, + "batch_idx": 128, + "loss": 0.25593769550323486, + "learning_rate": 0.0001788736734117081, + "timestep_mean": 428.75, + "epsilon_norm": 7.373432159423828, + "prediction_norm": 6.846863269805908, + "timestamp": "2025-07-14T12:35:05.785865" + }, + { + "epoch": 2556, + "batch_idx": 160, + "loss": 0.25716498494148254, + "learning_rate": 0.0001788736734117081, + "timestep_mean": 476.65625, + "epsilon_norm": 9.33867073059082, + "prediction_norm": 8.72839069366455, + "timestamp": "2025-07-14T12:35:05.790923" + }, + { + "epoch": 2556, + "batch_idx": 192, + "loss": 0.12651968002319336, + "learning_rate": 0.0001788736734117081, + "timestep_mean": 540.125, + "epsilon_norm": 3.0636589527130127, + "prediction_norm": 3.0992071628570557, + "timestamp": "2025-07-14T12:35:05.795962" + }, + { + "epoch": 2557, + "batch_idx": 0, + "loss": 0.24936668574810028, + "learning_rate": 0.00017947607153759402, + "timestep_mean": 536.6875, + "epsilon_norm": 6.530949115753174, + "prediction_norm": 5.399301528930664, + "timestamp": "2025-07-14T12:35:05.801188" + }, + { + "epoch": 2557, + "batch_idx": 32, + "loss": 0.3820332884788513, + "learning_rate": 0.00017947607153759402, + "timestep_mean": 485.15625, + "epsilon_norm": 8.540337562561035, + "prediction_norm": 6.684327602386475, + "timestamp": "2025-07-14T12:35:05.806284" + }, + { + "epoch": 2557, + "batch_idx": 64, + "loss": 0.46390092372894287, + "learning_rate": 0.00017947607153759402, + "timestep_mean": 491.25, + "epsilon_norm": 8.8905611038208, + "prediction_norm": 7.019575595855713, + "timestamp": "2025-07-14T12:35:05.811418" + }, + { + "epoch": 2557, + "batch_idx": 96, + "loss": 0.3167015314102173, + "learning_rate": 0.00017947607153759402, + "timestep_mean": 447.15625, + "epsilon_norm": 8.64529037475586, + "prediction_norm": 7.547784805297852, + "timestamp": "2025-07-14T12:35:05.816651" + }, + { + "epoch": 2557, + "batch_idx": 128, + "loss": 0.16300278902053833, + "learning_rate": 0.00017947607153759402, + "timestep_mean": 501.8125, + "epsilon_norm": 8.781635284423828, + "prediction_norm": 8.029624938964844, + "timestamp": "2025-07-14T12:35:05.821948" + }, + { + "epoch": 2557, + "batch_idx": 160, + "loss": 0.33672767877578735, + "learning_rate": 0.00017947607153759402, + "timestep_mean": 474.25, + "epsilon_norm": 8.14172077178955, + "prediction_norm": 6.623349189758301, + "timestamp": "2025-07-14T12:35:05.827177" + }, + { + "epoch": 2557, + "batch_idx": 192, + "loss": 0.25511449575424194, + "learning_rate": 0.00017947607153759402, + "timestep_mean": 434.0, + "epsilon_norm": 4.130009651184082, + "prediction_norm": 2.9770281314849854, + "timestamp": "2025-07-14T12:35:05.832271" + }, + { + "epoch": 2558, + "batch_idx": 0, + "loss": 0.3352721631526947, + "learning_rate": 0.00018007926052441135, + "timestep_mean": 510.59375, + "epsilon_norm": 8.460088729858398, + "prediction_norm": 7.047835350036621, + "timestamp": "2025-07-14T12:35:05.837388" + }, + { + "epoch": 2558, + "batch_idx": 32, + "loss": 0.3727551996707916, + "learning_rate": 0.00018007926052441135, + "timestep_mean": 487.53125, + "epsilon_norm": 8.167702674865723, + "prediction_norm": 7.085231304168701, + "timestamp": "2025-07-14T12:35:05.842745" + }, + { + "epoch": 2558, + "batch_idx": 64, + "loss": 0.2528136372566223, + "learning_rate": 0.00018007926052441135, + "timestep_mean": 556.09375, + "epsilon_norm": 7.366929531097412, + "prediction_norm": 6.59584903717041, + "timestamp": "2025-07-14T12:35:05.847928" + }, + { + "epoch": 2558, + "batch_idx": 96, + "loss": 0.33975750207901, + "learning_rate": 0.00018007926052441135, + "timestep_mean": 514.5, + "epsilon_norm": 9.100724220275879, + "prediction_norm": 7.158052444458008, + "timestamp": "2025-07-14T12:35:05.853084" + }, + { + "epoch": 2558, + "batch_idx": 128, + "loss": 0.15761779248714447, + "learning_rate": 0.00018007926052441135, + "timestep_mean": 503.0625, + "epsilon_norm": 7.858156681060791, + "prediction_norm": 7.55063009262085, + "timestamp": "2025-07-14T12:35:05.858150" + }, + { + "epoch": 2558, + "batch_idx": 160, + "loss": 0.4237499237060547, + "learning_rate": 0.00018007926052441135, + "timestep_mean": 559.84375, + "epsilon_norm": 10.018636703491211, + "prediction_norm": 8.675787925720215, + "timestamp": "2025-07-14T12:35:05.863331" + }, + { + "epoch": 2558, + "batch_idx": 192, + "loss": 0.5075602531433105, + "learning_rate": 0.00018007926052441135, + "timestep_mean": 419.875, + "epsilon_norm": 3.4553048610687256, + "prediction_norm": 2.834622383117676, + "timestamp": "2025-07-14T12:35:05.868314" + }, + { + "epoch": 2559, + "batch_idx": 0, + "loss": 0.34407150745391846, + "learning_rate": 0.00018068323888385034, + "timestep_mean": 445.46875, + "epsilon_norm": 6.707778453826904, + "prediction_norm": 5.2923665046691895, + "timestamp": "2025-07-14T12:35:05.873548" + }, + { + "epoch": 2559, + "batch_idx": 32, + "loss": 0.4095715284347534, + "learning_rate": 0.00018068323888385034, + "timestep_mean": 480.5625, + "epsilon_norm": 8.559953689575195, + "prediction_norm": 6.465142726898193, + "timestamp": "2025-07-14T12:35:05.878736" + }, + { + "epoch": 2559, + "batch_idx": 64, + "loss": 0.18459343910217285, + "learning_rate": 0.00018068323888385034, + "timestep_mean": 421.5, + "epsilon_norm": 6.770418167114258, + "prediction_norm": 5.957447052001953, + "timestamp": "2025-07-14T12:35:05.883941" + }, + { + "epoch": 2559, + "batch_idx": 96, + "loss": 0.12799504399299622, + "learning_rate": 0.00018068323888385034, + "timestep_mean": 614.21875, + "epsilon_norm": 7.689248561859131, + "prediction_norm": 6.791248798370361, + "timestamp": "2025-07-14T12:35:05.889215" + }, + { + "epoch": 2559, + "batch_idx": 128, + "loss": 0.3420025110244751, + "learning_rate": 0.00018068323888385034, + "timestep_mean": 503.75, + "epsilon_norm": 7.831173419952393, + "prediction_norm": 6.647311210632324, + "timestamp": "2025-07-14T12:35:05.894358" + }, + { + "epoch": 2559, + "batch_idx": 160, + "loss": 0.19832420349121094, + "learning_rate": 0.00018068323888385034, + "timestep_mean": 543.90625, + "epsilon_norm": 8.370987892150879, + "prediction_norm": 7.225758075714111, + "timestamp": "2025-07-14T12:35:05.899591" + }, + { + "epoch": 2559, + "batch_idx": 192, + "loss": 0.5407525897026062, + "learning_rate": 0.00018068323888385034, + "timestep_mean": 470.75, + "epsilon_norm": 4.595473766326904, + "prediction_norm": 3.516270399093628, + "timestamp": "2025-07-14T12:35:05.904772" + }, + { + "epoch": 2560, + "batch_idx": 0, + "loss": 0.19836433231830597, + "learning_rate": 0.0001812880051256557, + "timestep_mean": 544.125, + "epsilon_norm": 8.23812198638916, + "prediction_norm": 7.1207475662231445, + "timestamp": "2025-07-14T12:35:05.909911" + }, + { + "epoch": 2560, + "batch_idx": 32, + "loss": 0.4207206666469574, + "learning_rate": 0.0001812880051256557, + "timestep_mean": 530.125, + "epsilon_norm": 7.2679619789123535, + "prediction_norm": 5.490806579589844, + "timestamp": "2025-07-14T12:35:05.915050" + }, + { + "epoch": 2560, + "batch_idx": 64, + "loss": 0.1658461093902588, + "learning_rate": 0.0001812880051256557, + "timestep_mean": 543.125, + "epsilon_norm": 7.479222297668457, + "prediction_norm": 6.938315391540527, + "timestamp": "2025-07-14T12:35:05.920233" + }, + { + "epoch": 2560, + "batch_idx": 96, + "loss": 0.177408367395401, + "learning_rate": 0.0001812880051256557, + "timestep_mean": 622.4375, + "epsilon_norm": 7.49793815612793, + "prediction_norm": 6.929590225219727, + "timestamp": "2025-07-14T12:35:05.925611" + }, + { + "epoch": 2560, + "batch_idx": 128, + "loss": 0.2677622437477112, + "learning_rate": 0.0001812880051256557, + "timestep_mean": 506.09375, + "epsilon_norm": 6.915901184082031, + "prediction_norm": 5.856128215789795, + "timestamp": "2025-07-14T12:35:05.930726" + }, + { + "epoch": 2560, + "batch_idx": 160, + "loss": 0.4240643382072449, + "learning_rate": 0.0001812880051256557, + "timestep_mean": 482.21875, + "epsilon_norm": 8.809770584106445, + "prediction_norm": 8.143836975097656, + "timestamp": "2025-07-14T12:35:05.935932" + }, + { + "epoch": 2560, + "batch_idx": 192, + "loss": 0.22392502427101135, + "learning_rate": 0.0001812880051256557, + "timestep_mean": 385.375, + "epsilon_norm": 3.404040575027466, + "prediction_norm": 2.5295920372009277, + "timestamp": "2025-07-14T12:35:05.941092" + }, + { + "epoch": 2561, + "batch_idx": 0, + "loss": 0.3359279930591583, + "learning_rate": 0.0001818935577576258, + "timestep_mean": 475.625, + "epsilon_norm": 7.9632182121276855, + "prediction_norm": 6.713288307189941, + "timestamp": "2025-07-14T12:35:05.946222" + }, + { + "epoch": 2561, + "batch_idx": 32, + "loss": 0.2145182490348816, + "learning_rate": 0.0001818935577576258, + "timestep_mean": 581.6875, + "epsilon_norm": 7.839762210845947, + "prediction_norm": 6.878598213195801, + "timestamp": "2025-07-14T12:35:05.951223" + }, + { + "epoch": 2561, + "batch_idx": 64, + "loss": 0.3101619780063629, + "learning_rate": 0.0001818935577576258, + "timestep_mean": 453.21875, + "epsilon_norm": 7.621942043304443, + "prediction_norm": 6.152863502502441, + "timestamp": "2025-07-14T12:35:05.956348" + }, + { + "epoch": 2561, + "batch_idx": 96, + "loss": 0.26596665382385254, + "learning_rate": 0.0001818935577576258, + "timestep_mean": 392.5625, + "epsilon_norm": 8.083748817443848, + "prediction_norm": 6.801965713500977, + "timestamp": "2025-07-14T12:35:05.961473" + }, + { + "epoch": 2561, + "batch_idx": 128, + "loss": 0.36037927865982056, + "learning_rate": 0.0001818935577576258, + "timestep_mean": 480.34375, + "epsilon_norm": 8.361063003540039, + "prediction_norm": 6.665660381317139, + "timestamp": "2025-07-14T12:35:05.966626" + }, + { + "epoch": 2561, + "batch_idx": 160, + "loss": 0.28041326999664307, + "learning_rate": 0.0001818935577576258, + "timestep_mean": 514.8125, + "epsilon_norm": 9.090912818908691, + "prediction_norm": 7.4718146324157715, + "timestamp": "2025-07-14T12:35:05.971926" + }, + { + "epoch": 2561, + "batch_idx": 192, + "loss": 0.034124795347452164, + "learning_rate": 0.0001818935577576258, + "timestep_mean": 580.625, + "epsilon_norm": 2.825474262237549, + "prediction_norm": 2.9940176010131836, + "timestamp": "2025-07-14T12:35:05.977044" + }, + { + "epoch": 2562, + "batch_idx": 0, + "loss": 0.2603377401828766, + "learning_rate": 0.00018249989528562014, + "timestep_mean": 504.25, + "epsilon_norm": 8.193180084228516, + "prediction_norm": 6.776431083679199, + "timestamp": "2025-07-14T12:35:05.982170" + }, + { + "epoch": 2562, + "batch_idx": 32, + "loss": 0.23690369725227356, + "learning_rate": 0.00018249989528562014, + "timestep_mean": 470.96875, + "epsilon_norm": 8.457039833068848, + "prediction_norm": 7.478818416595459, + "timestamp": "2025-07-14T12:35:05.987338" + }, + { + "epoch": 2562, + "batch_idx": 64, + "loss": 0.31521353125572205, + "learning_rate": 0.00018249989528562014, + "timestep_mean": 480.46875, + "epsilon_norm": 7.74384880065918, + "prediction_norm": 6.305521011352539, + "timestamp": "2025-07-14T12:35:05.992620" + }, + { + "epoch": 2562, + "batch_idx": 96, + "loss": 0.20763057470321655, + "learning_rate": 0.00018249989528562014, + "timestep_mean": 553.4375, + "epsilon_norm": 8.598501205444336, + "prediction_norm": 7.50482177734375, + "timestamp": "2025-07-14T12:35:05.997759" + }, + { + "epoch": 2562, + "batch_idx": 128, + "loss": 0.8012456893920898, + "learning_rate": 0.00018249989528562014, + "timestep_mean": 420.3125, + "epsilon_norm": 9.388517379760742, + "prediction_norm": 5.90970516204834, + "timestamp": "2025-07-14T12:35:06.002949" + }, + { + "epoch": 2562, + "batch_idx": 160, + "loss": 0.17093726992607117, + "learning_rate": 0.00018249989528562014, + "timestep_mean": 474.34375, + "epsilon_norm": 7.471890926361084, + "prediction_norm": 6.362022399902344, + "timestamp": "2025-07-14T12:35:06.008115" + }, + { + "epoch": 2562, + "batch_idx": 192, + "loss": 0.09212326258420944, + "learning_rate": 0.00018249989528562014, + "timestep_mean": 491.25, + "epsilon_norm": 2.4394006729125977, + "prediction_norm": 2.442014217376709, + "timestamp": "2025-07-14T12:35:06.013405" + }, + { + "epoch": 2563, + "batch_idx": 0, + "loss": 0.273630827665329, + "learning_rate": 0.0001831070162135611, + "timestep_mean": 524.9375, + "epsilon_norm": 7.904688835144043, + "prediction_norm": 7.209224224090576, + "timestamp": "2025-07-14T12:35:06.018297" + }, + { + "epoch": 2563, + "batch_idx": 32, + "loss": 0.1889302134513855, + "learning_rate": 0.0001831070162135611, + "timestep_mean": 509.96875, + "epsilon_norm": 7.7109479904174805, + "prediction_norm": 6.515531063079834, + "timestamp": "2025-07-14T12:35:06.023151" + }, + { + "epoch": 2563, + "batch_idx": 64, + "loss": 0.17488974332809448, + "learning_rate": 0.0001831070162135611, + "timestep_mean": 499.0625, + "epsilon_norm": 9.188652038574219, + "prediction_norm": 7.897755146026611, + "timestamp": "2025-07-14T12:35:06.028089" + }, + { + "epoch": 2563, + "batch_idx": 96, + "loss": 0.308907151222229, + "learning_rate": 0.0001831070162135611, + "timestep_mean": 507.84375, + "epsilon_norm": 7.497011661529541, + "prediction_norm": 5.681863784790039, + "timestamp": "2025-07-14T12:35:06.032952" + }, + { + "epoch": 2563, + "batch_idx": 128, + "loss": 0.2530764043331146, + "learning_rate": 0.0001831070162135611, + "timestep_mean": 495.71875, + "epsilon_norm": 7.947809219360352, + "prediction_norm": 6.910260200500488, + "timestamp": "2025-07-14T12:35:06.037777" + }, + { + "epoch": 2563, + "batch_idx": 160, + "loss": 0.5585393905639648, + "learning_rate": 0.0001831070162135611, + "timestep_mean": 489.6875, + "epsilon_norm": 7.806746006011963, + "prediction_norm": 5.8676862716674805, + "timestamp": "2025-07-14T12:35:06.042833" + }, + { + "epoch": 2563, + "batch_idx": 192, + "loss": 0.1182851791381836, + "learning_rate": 0.0001831070162135611, + "timestep_mean": 684.625, + "epsilon_norm": 3.602782964706421, + "prediction_norm": 2.8023362159729004, + "timestamp": "2025-07-14T12:35:06.047682" + }, + { + "epoch": 2564, + "batch_idx": 0, + "loss": 0.30015096068382263, + "learning_rate": 0.00018371491904343822, + "timestep_mean": 514.5, + "epsilon_norm": 8.85490894317627, + "prediction_norm": 7.3468122482299805, + "timestamp": "2025-07-14T12:35:06.052557" + }, + { + "epoch": 2564, + "batch_idx": 32, + "loss": 0.20909658074378967, + "learning_rate": 0.00018371491904343822, + "timestep_mean": 476.6875, + "epsilon_norm": 7.003144264221191, + "prediction_norm": 5.872583389282227, + "timestamp": "2025-07-14T12:35:06.057439" + }, + { + "epoch": 2564, + "batch_idx": 64, + "loss": 0.28639790415763855, + "learning_rate": 0.00018371491904343822, + "timestep_mean": 413.59375, + "epsilon_norm": 8.464284896850586, + "prediction_norm": 6.855059623718262, + "timestamp": "2025-07-14T12:35:06.062415" + }, + { + "epoch": 2564, + "batch_idx": 96, + "loss": 0.18835517764091492, + "learning_rate": 0.00018371491904343822, + "timestep_mean": 499.53125, + "epsilon_norm": 8.857308387756348, + "prediction_norm": 7.807746410369873, + "timestamp": "2025-07-14T12:35:06.067403" + }, + { + "epoch": 2564, + "batch_idx": 128, + "loss": 0.3363625407218933, + "learning_rate": 0.00018371491904343822, + "timestep_mean": 533.625, + "epsilon_norm": 8.23567008972168, + "prediction_norm": 6.639177322387695, + "timestamp": "2025-07-14T12:35:06.072256" + }, + { + "epoch": 2564, + "batch_idx": 160, + "loss": 0.3865610361099243, + "learning_rate": 0.00018371491904343822, + "timestep_mean": 535.6875, + "epsilon_norm": 8.235515594482422, + "prediction_norm": 7.198394298553467, + "timestamp": "2025-07-14T12:35:06.077125" + }, + { + "epoch": 2564, + "batch_idx": 192, + "loss": 0.6986762285232544, + "learning_rate": 0.00018371491904343822, + "timestep_mean": 533.125, + "epsilon_norm": 4.735008239746094, + "prediction_norm": 3.7526803016662598, + "timestamp": "2025-07-14T12:35:06.081933" + }, + { + "epoch": 2565, + "batch_idx": 0, + "loss": 0.2859017550945282, + "learning_rate": 0.0001843236022753115, + "timestep_mean": 473.0625, + "epsilon_norm": 8.699946403503418, + "prediction_norm": 7.812735080718994, + "timestamp": "2025-07-14T12:35:06.086824" + }, + { + "epoch": 2565, + "batch_idx": 32, + "loss": 0.2628697156906128, + "learning_rate": 0.0001843236022753115, + "timestep_mean": 483.09375, + "epsilon_norm": 8.213516235351562, + "prediction_norm": 7.58459997177124, + "timestamp": "2025-07-14T12:35:06.091665" + }, + { + "epoch": 2565, + "batch_idx": 64, + "loss": 0.2534153461456299, + "learning_rate": 0.0001843236022753115, + "timestep_mean": 506.96875, + "epsilon_norm": 8.853170394897461, + "prediction_norm": 8.42774772644043, + "timestamp": "2025-07-14T12:35:06.096508" + }, + { + "epoch": 2565, + "batch_idx": 96, + "loss": 0.32079052925109863, + "learning_rate": 0.0001843236022753115, + "timestep_mean": 456.3125, + "epsilon_norm": 6.233621597290039, + "prediction_norm": 5.3062825202941895, + "timestamp": "2025-07-14T12:35:06.101388" + }, + { + "epoch": 2565, + "batch_idx": 128, + "loss": 0.4385542869567871, + "learning_rate": 0.0001843236022753115, + "timestep_mean": 484.84375, + "epsilon_norm": 8.655245780944824, + "prediction_norm": 7.454627513885498, + "timestamp": "2025-07-14T12:35:06.106301" + }, + { + "epoch": 2565, + "batch_idx": 160, + "loss": 0.3051544725894928, + "learning_rate": 0.0001843236022753115, + "timestep_mean": 524.625, + "epsilon_norm": 8.444456100463867, + "prediction_norm": 6.988106727600098, + "timestamp": "2025-07-14T12:35:06.111229" + }, + { + "epoch": 2565, + "batch_idx": 192, + "loss": 0.1897335946559906, + "learning_rate": 0.0001843236022753115, + "timestep_mean": 550.125, + "epsilon_norm": 3.891916036605835, + "prediction_norm": 4.314535140991211, + "timestamp": "2025-07-14T12:35:06.116091" + }, + { + "epoch": 2566, + "batch_idx": 0, + "loss": 0.24599558115005493, + "learning_rate": 0.00018493306440731574, + "timestep_mean": 472.5, + "epsilon_norm": 6.989068984985352, + "prediction_norm": 5.663539886474609, + "timestamp": "2025-07-14T12:35:06.120938" + }, + { + "epoch": 2566, + "batch_idx": 32, + "loss": 0.1252291202545166, + "learning_rate": 0.00018493306440731574, + "timestep_mean": 554.53125, + "epsilon_norm": 7.600152492523193, + "prediction_norm": 7.389296054840088, + "timestamp": "2025-07-14T12:35:06.125897" + }, + { + "epoch": 2566, + "batch_idx": 64, + "loss": 0.23217374086380005, + "learning_rate": 0.00018493306440731574, + "timestep_mean": 500.84375, + "epsilon_norm": 7.272479057312012, + "prediction_norm": 6.081084251403809, + "timestamp": "2025-07-14T12:35:06.130892" + }, + { + "epoch": 2566, + "batch_idx": 96, + "loss": 0.21816608309745789, + "learning_rate": 0.00018493306440731574, + "timestep_mean": 489.9375, + "epsilon_norm": 8.526141166687012, + "prediction_norm": 7.631485939025879, + "timestamp": "2025-07-14T12:35:06.135930" + }, + { + "epoch": 2566, + "batch_idx": 128, + "loss": 0.33661648631095886, + "learning_rate": 0.00018493306440731574, + "timestep_mean": 468.59375, + "epsilon_norm": 7.024056434631348, + "prediction_norm": 5.0193047523498535, + "timestamp": "2025-07-14T12:35:06.140974" + }, + { + "epoch": 2566, + "batch_idx": 160, + "loss": 0.2705666124820709, + "learning_rate": 0.00018493306440731574, + "timestep_mean": 536.90625, + "epsilon_norm": 7.1836113929748535, + "prediction_norm": 6.280017375946045, + "timestamp": "2025-07-14T12:35:06.146152" + }, + { + "epoch": 2566, + "batch_idx": 192, + "loss": 0.0607362762093544, + "learning_rate": 0.00018493306440731574, + "timestep_mean": 422.75, + "epsilon_norm": 3.1644930839538574, + "prediction_norm": 3.3188741207122803, + "timestamp": "2025-07-14T12:35:06.151203" + }, + { + "epoch": 2567, + "batch_idx": 0, + "loss": 0.2506650388240814, + "learning_rate": 0.00018554330393566373, + "timestep_mean": 495.5625, + "epsilon_norm": 8.569981575012207, + "prediction_norm": 7.184218406677246, + "timestamp": "2025-07-14T12:35:06.156268" + }, + { + "epoch": 2567, + "batch_idx": 32, + "loss": 0.376244455575943, + "learning_rate": 0.00018554330393566373, + "timestep_mean": 462.3125, + "epsilon_norm": 8.235170364379883, + "prediction_norm": 5.993122100830078, + "timestamp": "2025-07-14T12:35:06.161507" + }, + { + "epoch": 2567, + "batch_idx": 64, + "loss": 0.21390776336193085, + "learning_rate": 0.00018554330393566373, + "timestep_mean": 456.8125, + "epsilon_norm": 8.001603126525879, + "prediction_norm": 6.9042463302612305, + "timestamp": "2025-07-14T12:35:06.166632" + }, + { + "epoch": 2567, + "batch_idx": 96, + "loss": 0.22625690698623657, + "learning_rate": 0.00018554330393566373, + "timestep_mean": 479.53125, + "epsilon_norm": 7.987061023712158, + "prediction_norm": 7.675024509429932, + "timestamp": "2025-07-14T12:35:06.171818" + }, + { + "epoch": 2567, + "batch_idx": 128, + "loss": 0.2111734002828598, + "learning_rate": 0.00018554330393566373, + "timestep_mean": 491.0, + "epsilon_norm": 7.5090532302856445, + "prediction_norm": 6.542463302612305, + "timestamp": "2025-07-14T12:35:06.176876" + }, + { + "epoch": 2567, + "batch_idx": 160, + "loss": 0.34182682633399963, + "learning_rate": 0.00018554330393566373, + "timestep_mean": 586.96875, + "epsilon_norm": 8.545622825622559, + "prediction_norm": 7.341506481170654, + "timestamp": "2025-07-14T12:35:06.182080" + }, + { + "epoch": 2567, + "batch_idx": 192, + "loss": 0.06241054832935333, + "learning_rate": 0.00018554330393566373, + "timestep_mean": 582.875, + "epsilon_norm": 4.521510124206543, + "prediction_norm": 4.6175689697265625, + "timestamp": "2025-07-14T12:35:06.187168" + }, + { + "epoch": 2568, + "batch_idx": 0, + "loss": 0.34772583842277527, + "learning_rate": 0.00018615431935465, + "timestep_mean": 559.8125, + "epsilon_norm": 8.2457275390625, + "prediction_norm": 6.395474433898926, + "timestamp": "2025-07-14T12:35:06.192525" + }, + { + "epoch": 2568, + "batch_idx": 32, + "loss": 0.33148494362831116, + "learning_rate": 0.00018615431935465, + "timestep_mean": 512.84375, + "epsilon_norm": 8.006996154785156, + "prediction_norm": 6.4728851318359375, + "timestamp": "2025-07-14T12:35:06.197743" + }, + { + "epoch": 2568, + "batch_idx": 64, + "loss": 0.15990100800991058, + "learning_rate": 0.00018615431935465, + "timestep_mean": 531.4375, + "epsilon_norm": 6.643442153930664, + "prediction_norm": 6.109797477722168, + "timestamp": "2025-07-14T12:35:06.202899" + }, + { + "epoch": 2568, + "batch_idx": 96, + "loss": 0.4051966369152069, + "learning_rate": 0.00018615431935465, + "timestep_mean": 544.9375, + "epsilon_norm": 8.088171005249023, + "prediction_norm": 6.98663330078125, + "timestamp": "2025-07-14T12:35:06.208093" + }, + { + "epoch": 2568, + "batch_idx": 128, + "loss": 0.36146923899650574, + "learning_rate": 0.00018615431935465, + "timestep_mean": 483.9375, + "epsilon_norm": 7.971320629119873, + "prediction_norm": 6.409653186798096, + "timestamp": "2025-07-14T12:35:06.213231" + }, + { + "epoch": 2568, + "batch_idx": 160, + "loss": 0.22964373230934143, + "learning_rate": 0.00018615431935465, + "timestep_mean": 629.59375, + "epsilon_norm": 7.7002644538879395, + "prediction_norm": 6.420594215393066, + "timestamp": "2025-07-14T12:35:06.218272" + }, + { + "epoch": 2568, + "batch_idx": 192, + "loss": 0.131782665848732, + "learning_rate": 0.00018615431935465, + "timestep_mean": 410.875, + "epsilon_norm": 4.427653789520264, + "prediction_norm": 4.098321914672852, + "timestamp": "2025-07-14T12:35:06.223448" + }, + { + "epoch": 2569, + "batch_idx": 0, + "loss": 0.1888141632080078, + "learning_rate": 0.00018676610915665514, + "timestep_mean": 396.25, + "epsilon_norm": 7.108650207519531, + "prediction_norm": 6.517757892608643, + "timestamp": "2025-07-14T12:35:06.228671" + }, + { + "epoch": 2569, + "batch_idx": 32, + "loss": 0.33518195152282715, + "learning_rate": 0.00018676610915665514, + "timestep_mean": 555.46875, + "epsilon_norm": 7.412801742553711, + "prediction_norm": 6.669182777404785, + "timestamp": "2025-07-14T12:35:06.233936" + }, + { + "epoch": 2569, + "batch_idx": 64, + "loss": 0.31082069873809814, + "learning_rate": 0.00018676610915665514, + "timestep_mean": 479.875, + "epsilon_norm": 6.8783278465271, + "prediction_norm": 5.560155391693115, + "timestamp": "2025-07-14T12:35:06.239139" + }, + { + "epoch": 2569, + "batch_idx": 96, + "loss": 0.38870152831077576, + "learning_rate": 0.00018676610915665514, + "timestep_mean": 484.4375, + "epsilon_norm": 8.03989315032959, + "prediction_norm": 6.005763530731201, + "timestamp": "2025-07-14T12:35:06.244346" + }, + { + "epoch": 2569, + "batch_idx": 128, + "loss": 0.36579710245132446, + "learning_rate": 0.00018676610915665514, + "timestep_mean": 495.28125, + "epsilon_norm": 7.953193187713623, + "prediction_norm": 6.501386642456055, + "timestamp": "2025-07-14T12:35:06.249563" + }, + { + "epoch": 2569, + "batch_idx": 160, + "loss": 0.21385441720485687, + "learning_rate": 0.00018676610915665514, + "timestep_mean": 450.28125, + "epsilon_norm": 7.639504909515381, + "prediction_norm": 5.950444221496582, + "timestamp": "2025-07-14T12:35:06.254866" + }, + { + "epoch": 2569, + "batch_idx": 192, + "loss": 0.663650393486023, + "learning_rate": 0.00018676610915665514, + "timestep_mean": 436.125, + "epsilon_norm": 3.977809429168701, + "prediction_norm": 2.815059185028076, + "timestamp": "2025-07-14T12:35:06.259880" + }, + { + "epoch": 2570, + "batch_idx": 0, + "loss": 0.2878696024417877, + "learning_rate": 0.00018737867183214792, + "timestep_mean": 436.6875, + "epsilon_norm": 6.934229850769043, + "prediction_norm": 5.678905010223389, + "timestamp": "2025-07-14T12:35:06.265025" + }, + { + "epoch": 2570, + "batch_idx": 32, + "loss": 0.2981324791908264, + "learning_rate": 0.00018737867183214792, + "timestep_mean": 477.25, + "epsilon_norm": 7.913716793060303, + "prediction_norm": 6.355945110321045, + "timestamp": "2025-07-14T12:35:06.270209" + }, + { + "epoch": 2570, + "batch_idx": 64, + "loss": 0.1909932643175125, + "learning_rate": 0.00018737867183214792, + "timestep_mean": 420.28125, + "epsilon_norm": 6.661271572113037, + "prediction_norm": 5.8251543045043945, + "timestamp": "2025-07-14T12:35:06.275526" + }, + { + "epoch": 2570, + "batch_idx": 96, + "loss": 0.42417168617248535, + "learning_rate": 0.00018737867183214792, + "timestep_mean": 480.40625, + "epsilon_norm": 8.983739852905273, + "prediction_norm": 7.625970840454102, + "timestamp": "2025-07-14T12:35:06.280637" + }, + { + "epoch": 2570, + "batch_idx": 128, + "loss": 0.29112428426742554, + "learning_rate": 0.00018737867183214792, + "timestep_mean": 472.21875, + "epsilon_norm": 7.483885288238525, + "prediction_norm": 6.132586479187012, + "timestamp": "2025-07-14T12:35:06.285834" + }, + { + "epoch": 2570, + "batch_idx": 160, + "loss": 0.13893212378025055, + "learning_rate": 0.00018737867183214792, + "timestep_mean": 568.03125, + "epsilon_norm": 6.5783843994140625, + "prediction_norm": 6.192499160766602, + "timestamp": "2025-07-14T12:35:06.291023" + }, + { + "epoch": 2570, + "batch_idx": 192, + "loss": 0.07889007776975632, + "learning_rate": 0.00018737867183214792, + "timestep_mean": 618.125, + "epsilon_norm": 2.920804500579834, + "prediction_norm": 2.9425034523010254, + "timestamp": "2025-07-14T12:35:06.296106" + }, + { + "epoch": 2571, + "batch_idx": 0, + "loss": 0.2764931321144104, + "learning_rate": 0.00018799200586969118, + "timestep_mean": 441.53125, + "epsilon_norm": 8.745859146118164, + "prediction_norm": 6.800570487976074, + "timestamp": "2025-07-14T12:35:06.301307" + }, + { + "epoch": 2571, + "batch_idx": 32, + "loss": 0.4053186774253845, + "learning_rate": 0.00018799200586969118, + "timestep_mean": 504.375, + "epsilon_norm": 8.390807151794434, + "prediction_norm": 6.909934997558594, + "timestamp": "2025-07-14T12:35:06.306454" + }, + { + "epoch": 2571, + "batch_idx": 64, + "loss": 0.3090426027774811, + "learning_rate": 0.00018799200586969118, + "timestep_mean": 460.09375, + "epsilon_norm": 8.138412475585938, + "prediction_norm": 6.807693958282471, + "timestamp": "2025-07-14T12:35:06.311514" + }, + { + "epoch": 2571, + "batch_idx": 96, + "loss": 0.2650738060474396, + "learning_rate": 0.00018799200586969118, + "timestep_mean": 490.9375, + "epsilon_norm": 8.113868713378906, + "prediction_norm": 6.566582202911377, + "timestamp": "2025-07-14T12:35:06.316663" + }, + { + "epoch": 2571, + "batch_idx": 128, + "loss": 0.20081494748592377, + "learning_rate": 0.00018799200586969118, + "timestep_mean": 514.03125, + "epsilon_norm": 7.904755115509033, + "prediction_norm": 6.918307781219482, + "timestamp": "2025-07-14T12:35:06.321847" + }, + { + "epoch": 2571, + "batch_idx": 160, + "loss": 0.2538817226886749, + "learning_rate": 0.00018799200586969118, + "timestep_mean": 436.34375, + "epsilon_norm": 8.941120147705078, + "prediction_norm": 7.674804210662842, + "timestamp": "2025-07-14T12:35:06.326797" + }, + { + "epoch": 2571, + "batch_idx": 192, + "loss": 0.10791787505149841, + "learning_rate": 0.00018799200586969118, + "timestep_mean": 692.125, + "epsilon_norm": 4.481023788452148, + "prediction_norm": 4.07545280456543, + "timestamp": "2025-07-14T12:35:06.331927" + }, + { + "epoch": 2572, + "batch_idx": 0, + "loss": 0.4423588514328003, + "learning_rate": 0.00018860610975594418, + "timestep_mean": 508.6875, + "epsilon_norm": 9.299206733703613, + "prediction_norm": 7.795053958892822, + "timestamp": "2025-07-14T12:35:06.337178" + }, + { + "epoch": 2572, + "batch_idx": 32, + "loss": 0.22403131425380707, + "learning_rate": 0.00018860610975594418, + "timestep_mean": 480.875, + "epsilon_norm": 7.3988776206970215, + "prediction_norm": 6.160722732543945, + "timestamp": "2025-07-14T12:35:06.342222" + }, + { + "epoch": 2572, + "batch_idx": 64, + "loss": 0.3188033699989319, + "learning_rate": 0.00018860610975594418, + "timestep_mean": 498.46875, + "epsilon_norm": 8.014349937438965, + "prediction_norm": 6.582448482513428, + "timestamp": "2025-07-14T12:35:06.347462" + }, + { + "epoch": 2572, + "batch_idx": 96, + "loss": 0.21163217723369598, + "learning_rate": 0.00018860610975594418, + "timestep_mean": 561.34375, + "epsilon_norm": 8.338017463684082, + "prediction_norm": 7.285716533660889, + "timestamp": "2025-07-14T12:35:06.352682" + }, + { + "epoch": 2572, + "batch_idx": 128, + "loss": 0.3207318186759949, + "learning_rate": 0.00018860610975594418, + "timestep_mean": 495.75, + "epsilon_norm": 8.39914321899414, + "prediction_norm": 7.659329414367676, + "timestamp": "2025-07-14T12:35:06.357757" + }, + { + "epoch": 2572, + "batch_idx": 160, + "loss": 0.1303357183933258, + "learning_rate": 0.00018860610975594418, + "timestep_mean": 556.25, + "epsilon_norm": 8.007883071899414, + "prediction_norm": 7.762277126312256, + "timestamp": "2025-07-14T12:35:06.362980" + }, + { + "epoch": 2572, + "batch_idx": 192, + "loss": 0.09229152649641037, + "learning_rate": 0.00018860610975594418, + "timestep_mean": 548.875, + "epsilon_norm": 3.5074851512908936, + "prediction_norm": 3.5044877529144287, + "timestamp": "2025-07-14T12:35:06.368161" + }, + { + "epoch": 2573, + "batch_idx": 0, + "loss": 0.39694029092788696, + "learning_rate": 0.00018922098197566656, + "timestep_mean": 465.625, + "epsilon_norm": 7.6575398445129395, + "prediction_norm": 6.573429107666016, + "timestamp": "2025-07-14T12:35:06.373259" + }, + { + "epoch": 2573, + "batch_idx": 32, + "loss": 0.3435020446777344, + "learning_rate": 0.00018922098197566656, + "timestep_mean": 542.34375, + "epsilon_norm": 9.44642162322998, + "prediction_norm": 8.029034614562988, + "timestamp": "2025-07-14T12:35:06.378542" + }, + { + "epoch": 2573, + "batch_idx": 64, + "loss": 0.26408272981643677, + "learning_rate": 0.00018922098197566656, + "timestep_mean": 416.09375, + "epsilon_norm": 7.085300922393799, + "prediction_norm": 5.678864479064941, + "timestamp": "2025-07-14T12:35:06.383887" + }, + { + "epoch": 2573, + "batch_idx": 96, + "loss": 0.14968913793563843, + "learning_rate": 0.00018922098197566656, + "timestep_mean": 512.5625, + "epsilon_norm": 7.807744979858398, + "prediction_norm": 6.747130870819092, + "timestamp": "2025-07-14T12:35:06.388976" + }, + { + "epoch": 2573, + "batch_idx": 128, + "loss": 0.4722438454627991, + "learning_rate": 0.00018922098197566656, + "timestep_mean": 607.34375, + "epsilon_norm": 8.436287879943848, + "prediction_norm": 6.933566570281982, + "timestamp": "2025-07-14T12:35:06.394232" + }, + { + "epoch": 2573, + "batch_idx": 160, + "loss": 0.3337976932525635, + "learning_rate": 0.00018922098197566656, + "timestep_mean": 418.09375, + "epsilon_norm": 6.980874061584473, + "prediction_norm": 5.846076011657715, + "timestamp": "2025-07-14T12:35:06.399441" + }, + { + "epoch": 2573, + "batch_idx": 192, + "loss": 0.15923789143562317, + "learning_rate": 0.00018922098197566656, + "timestep_mean": 588.75, + "epsilon_norm": 3.082578659057617, + "prediction_norm": 3.3945744037628174, + "timestamp": "2025-07-14T12:35:06.404445" + }, + { + "epoch": 2574, + "batch_idx": 0, + "loss": 0.17569994926452637, + "learning_rate": 0.00018983662101172233, + "timestep_mean": 464.625, + "epsilon_norm": 7.732640266418457, + "prediction_norm": 7.05971097946167, + "timestamp": "2025-07-14T12:35:06.409434" + }, + { + "epoch": 2574, + "batch_idx": 32, + "loss": 0.5928763747215271, + "learning_rate": 0.00018983662101172233, + "timestep_mean": 413.28125, + "epsilon_norm": 8.558317184448242, + "prediction_norm": 5.856447696685791, + "timestamp": "2025-07-14T12:35:06.414354" + }, + { + "epoch": 2574, + "batch_idx": 64, + "loss": 0.2873155474662781, + "learning_rate": 0.00018983662101172233, + "timestep_mean": 487.25, + "epsilon_norm": 8.77896785736084, + "prediction_norm": 7.379340171813965, + "timestamp": "2025-07-14T12:35:06.419558" + }, + { + "epoch": 2574, + "batch_idx": 96, + "loss": 0.2498590350151062, + "learning_rate": 0.00018983662101172233, + "timestep_mean": 504.375, + "epsilon_norm": 6.576781749725342, + "prediction_norm": 5.59212064743042, + "timestamp": "2025-07-14T12:35:06.424754" + }, + { + "epoch": 2574, + "batch_idx": 128, + "loss": 0.4240015149116516, + "learning_rate": 0.00018983662101172233, + "timestep_mean": 466.34375, + "epsilon_norm": 7.801471710205078, + "prediction_norm": 6.120508670806885, + "timestamp": "2025-07-14T12:35:06.430086" + }, + { + "epoch": 2574, + "batch_idx": 160, + "loss": 0.1935909390449524, + "learning_rate": 0.00018983662101172233, + "timestep_mean": 530.625, + "epsilon_norm": 8.480291366577148, + "prediction_norm": 7.766456127166748, + "timestamp": "2025-07-14T12:35:06.435447" + }, + { + "epoch": 2574, + "batch_idx": 192, + "loss": 0.1606535017490387, + "learning_rate": 0.00018983662101172233, + "timestep_mean": 561.0, + "epsilon_norm": 3.4852707386016846, + "prediction_norm": 3.732156991958618, + "timestamp": "2025-07-14T12:35:06.440667" + }, + { + "epoch": 2575, + "batch_idx": 0, + "loss": 0.2476467490196228, + "learning_rate": 0.0001904530253450833, + "timestep_mean": 536.625, + "epsilon_norm": 7.765101432800293, + "prediction_norm": 6.988835334777832, + "timestamp": "2025-07-14T12:35:06.445864" + }, + { + "epoch": 2575, + "batch_idx": 32, + "loss": 0.27974191308021545, + "learning_rate": 0.0001904530253450833, + "timestep_mean": 427.5, + "epsilon_norm": 9.090456008911133, + "prediction_norm": 7.398133277893066, + "timestamp": "2025-07-14T12:35:06.450963" + }, + { + "epoch": 2575, + "batch_idx": 64, + "loss": 0.273654580116272, + "learning_rate": 0.0001904530253450833, + "timestep_mean": 489.0625, + "epsilon_norm": 7.179629802703857, + "prediction_norm": 6.075196266174316, + "timestamp": "2025-07-14T12:35:06.456213" + }, + { + "epoch": 2575, + "batch_idx": 96, + "loss": 0.28632593154907227, + "learning_rate": 0.0001904530253450833, + "timestep_mean": 531.25, + "epsilon_norm": 8.138750076293945, + "prediction_norm": 7.3130950927734375, + "timestamp": "2025-07-14T12:35:06.461559" + }, + { + "epoch": 2575, + "batch_idx": 128, + "loss": 0.3272053301334381, + "learning_rate": 0.0001904530253450833, + "timestep_mean": 552.9375, + "epsilon_norm": 6.881589412689209, + "prediction_norm": 5.683774471282959, + "timestamp": "2025-07-14T12:35:06.466602" + }, + { + "epoch": 2575, + "batch_idx": 160, + "loss": 0.22911439836025238, + "learning_rate": 0.0001904530253450833, + "timestep_mean": 501.53125, + "epsilon_norm": 7.646364212036133, + "prediction_norm": 7.294094562530518, + "timestamp": "2025-07-14T12:35:06.471927" + }, + { + "epoch": 2575, + "batch_idx": 192, + "loss": 0.47603726387023926, + "learning_rate": 0.0001904530253450833, + "timestep_mean": 406.875, + "epsilon_norm": 4.813592910766602, + "prediction_norm": 3.2994754314422607, + "timestamp": "2025-07-14T12:35:06.477132" + }, + { + "epoch": 2576, + "batch_idx": 0, + "loss": 0.30128321051597595, + "learning_rate": 0.00019107019345483307, + "timestep_mean": 527.8125, + "epsilon_norm": 7.6406965255737305, + "prediction_norm": 6.703238487243652, + "timestamp": "2025-07-14T12:35:06.482241" + }, + { + "epoch": 2576, + "batch_idx": 32, + "loss": 0.18382450938224792, + "learning_rate": 0.00019107019345483307, + "timestep_mean": 508.90625, + "epsilon_norm": 8.586665153503418, + "prediction_norm": 7.1613078117370605, + "timestamp": "2025-07-14T12:35:06.487689" + }, + { + "epoch": 2576, + "batch_idx": 64, + "loss": 0.18563884496688843, + "learning_rate": 0.00019107019345483307, + "timestep_mean": 488.875, + "epsilon_norm": 7.621758460998535, + "prediction_norm": 7.270987033843994, + "timestamp": "2025-07-14T12:35:06.492904" + }, + { + "epoch": 2576, + "batch_idx": 96, + "loss": 0.22433990240097046, + "learning_rate": 0.00019107019345483307, + "timestep_mean": 499.46875, + "epsilon_norm": 8.247946739196777, + "prediction_norm": 6.987267017364502, + "timestamp": "2025-07-14T12:35:06.498010" + }, + { + "epoch": 2576, + "batch_idx": 128, + "loss": 0.27715015411376953, + "learning_rate": 0.00019107019345483307, + "timestep_mean": 465.8125, + "epsilon_norm": 8.167800903320312, + "prediction_norm": 7.1045613288879395, + "timestamp": "2025-07-14T12:35:06.503238" + }, + { + "epoch": 2576, + "batch_idx": 160, + "loss": 0.34257644414901733, + "learning_rate": 0.00019107019345483307, + "timestep_mean": 514.1875, + "epsilon_norm": 7.202985763549805, + "prediction_norm": 5.640503406524658, + "timestamp": "2025-07-14T12:35:06.508705" + }, + { + "epoch": 2576, + "batch_idx": 192, + "loss": 0.25087815523147583, + "learning_rate": 0.00019107019345483307, + "timestep_mean": 467.75, + "epsilon_norm": 3.684434413909912, + "prediction_norm": 2.798426389694214, + "timestamp": "2025-07-14T12:35:06.513994" + }, + { + "epoch": 2577, + "batch_idx": 0, + "loss": 0.1381157487630844, + "learning_rate": 0.00019168812381817107, + "timestep_mean": 505.75, + "epsilon_norm": 8.80427074432373, + "prediction_norm": 8.51962947845459, + "timestamp": "2025-07-14T12:35:06.519291" + }, + { + "epoch": 2577, + "batch_idx": 32, + "loss": 0.11781814694404602, + "learning_rate": 0.00019168812381817107, + "timestep_mean": 598.75, + "epsilon_norm": 7.232795238494873, + "prediction_norm": 6.797180652618408, + "timestamp": "2025-07-14T12:35:06.524617" + }, + { + "epoch": 2577, + "batch_idx": 64, + "loss": 0.372938871383667, + "learning_rate": 0.00019168812381817107, + "timestep_mean": 497.78125, + "epsilon_norm": 7.738291263580322, + "prediction_norm": 5.957042217254639, + "timestamp": "2025-07-14T12:35:06.529661" + }, + { + "epoch": 2577, + "batch_idx": 96, + "loss": 0.28333261609077454, + "learning_rate": 0.00019168812381817107, + "timestep_mean": 419.84375, + "epsilon_norm": 7.84243106842041, + "prediction_norm": 6.123945236206055, + "timestamp": "2025-07-14T12:35:06.534972" + }, + { + "epoch": 2577, + "batch_idx": 128, + "loss": 0.2990618348121643, + "learning_rate": 0.00019168812381817107, + "timestep_mean": 571.1875, + "epsilon_norm": 8.438413619995117, + "prediction_norm": 7.022679328918457, + "timestamp": "2025-07-14T12:35:06.540126" + }, + { + "epoch": 2577, + "batch_idx": 160, + "loss": 0.3295322060585022, + "learning_rate": 0.00019168812381817107, + "timestep_mean": 406.25, + "epsilon_norm": 7.7702317237854, + "prediction_norm": 5.923547744750977, + "timestamp": "2025-07-14T12:35:06.545401" + }, + { + "epoch": 2577, + "batch_idx": 192, + "loss": 0.28886356949806213, + "learning_rate": 0.00019168812381817107, + "timestep_mean": 459.875, + "epsilon_norm": 3.3160641193389893, + "prediction_norm": 2.1838128566741943, + "timestamp": "2025-07-14T12:35:06.550604" + }, + { + "epoch": 2578, + "batch_idx": 0, + "loss": 0.20309442281723022, + "learning_rate": 0.00019230681491041446, + "timestep_mean": 510.75, + "epsilon_norm": 6.9586076736450195, + "prediction_norm": 6.428369522094727, + "timestamp": "2025-07-14T12:35:06.555858" + }, + { + "epoch": 2578, + "batch_idx": 32, + "loss": 0.17248836159706116, + "learning_rate": 0.00019230681491041446, + "timestep_mean": 524.21875, + "epsilon_norm": 7.861295223236084, + "prediction_norm": 7.1241607666015625, + "timestamp": "2025-07-14T12:35:06.561050" + }, + { + "epoch": 2578, + "batch_idx": 64, + "loss": 0.20258843898773193, + "learning_rate": 0.00019230681491041446, + "timestep_mean": 572.59375, + "epsilon_norm": 8.061808586120605, + "prediction_norm": 7.055146217346191, + "timestamp": "2025-07-14T12:35:06.566240" + }, + { + "epoch": 2578, + "batch_idx": 96, + "loss": 0.4865497946739197, + "learning_rate": 0.00019230681491041446, + "timestep_mean": 412.5, + "epsilon_norm": 8.262227058410645, + "prediction_norm": 5.708662509918213, + "timestamp": "2025-07-14T12:35:06.571391" + }, + { + "epoch": 2578, + "batch_idx": 128, + "loss": 0.405394583940506, + "learning_rate": 0.00019230681491041446, + "timestep_mean": 487.78125, + "epsilon_norm": 7.9177165031433105, + "prediction_norm": 5.778106212615967, + "timestamp": "2025-07-14T12:35:06.576608" + }, + { + "epoch": 2578, + "batch_idx": 160, + "loss": 0.2545865476131439, + "learning_rate": 0.00019230681491041446, + "timestep_mean": 492.625, + "epsilon_norm": 7.724233627319336, + "prediction_norm": 6.396035194396973, + "timestamp": "2025-07-14T12:35:06.581918" + }, + { + "epoch": 2578, + "batch_idx": 192, + "loss": 0.7563146352767944, + "learning_rate": 0.00019230681491041446, + "timestep_mean": 304.875, + "epsilon_norm": 3.862825393676758, + "prediction_norm": 2.8386058807373047, + "timestamp": "2025-07-14T12:35:06.587028" + }, + { + "epoch": 2579, + "batch_idx": 0, + "loss": 0.16009196639060974, + "learning_rate": 0.00019292626520500583, + "timestep_mean": 504.59375, + "epsilon_norm": 7.114129066467285, + "prediction_norm": 5.9631853103637695, + "timestamp": "2025-07-14T12:35:06.592468" + }, + { + "epoch": 2579, + "batch_idx": 32, + "loss": 0.21355567872524261, + "learning_rate": 0.00019292626520500583, + "timestep_mean": 439.78125, + "epsilon_norm": 7.038283348083496, + "prediction_norm": 5.920884609222412, + "timestamp": "2025-07-14T12:35:06.597335" + }, + { + "epoch": 2579, + "batch_idx": 64, + "loss": 0.4232339560985565, + "learning_rate": 0.00019292626520500583, + "timestep_mean": 464.875, + "epsilon_norm": 7.7347731590271, + "prediction_norm": 6.183567523956299, + "timestamp": "2025-07-14T12:35:06.602496" + }, + { + "epoch": 2579, + "batch_idx": 96, + "loss": 0.18611067533493042, + "learning_rate": 0.00019292626520500583, + "timestep_mean": 440.0625, + "epsilon_norm": 8.773716926574707, + "prediction_norm": 7.631134510040283, + "timestamp": "2025-07-14T12:35:06.607764" + }, + { + "epoch": 2579, + "batch_idx": 128, + "loss": 0.16577133536338806, + "learning_rate": 0.00019292626520500583, + "timestep_mean": 447.5, + "epsilon_norm": 6.343648433685303, + "prediction_norm": 5.290283203125, + "timestamp": "2025-07-14T12:35:06.612880" + }, + { + "epoch": 2579, + "batch_idx": 160, + "loss": 0.2641013264656067, + "learning_rate": 0.00019292626520500583, + "timestep_mean": 553.3125, + "epsilon_norm": 7.757979869842529, + "prediction_norm": 6.678797245025635, + "timestamp": "2025-07-14T12:35:06.618023" + }, + { + "epoch": 2579, + "batch_idx": 192, + "loss": 0.15351566672325134, + "learning_rate": 0.00019292626520500583, + "timestep_mean": 559.875, + "epsilon_norm": 2.9760220050811768, + "prediction_norm": 2.391561985015869, + "timestamp": "2025-07-14T12:35:06.623319" + }, + { + "epoch": 2580, + "batch_idx": 0, + "loss": 0.29166823625564575, + "learning_rate": 0.0001935464731735122, + "timestep_mean": 525.15625, + "epsilon_norm": 6.869678020477295, + "prediction_norm": 5.460216522216797, + "timestamp": "2025-07-14T12:35:06.628643" + }, + { + "epoch": 2580, + "batch_idx": 32, + "loss": 0.3589041233062744, + "learning_rate": 0.0001935464731735122, + "timestep_mean": 590.78125, + "epsilon_norm": 8.17570972442627, + "prediction_norm": 6.5857834815979, + "timestamp": "2025-07-14T12:35:06.633893" + }, + { + "epoch": 2580, + "batch_idx": 64, + "loss": 0.35374364256858826, + "learning_rate": 0.0001935464731735122, + "timestep_mean": 523.71875, + "epsilon_norm": 8.077407836914062, + "prediction_norm": 6.84276008605957, + "timestamp": "2025-07-14T12:35:06.639079" + }, + { + "epoch": 2580, + "batch_idx": 96, + "loss": 0.27432578802108765, + "learning_rate": 0.0001935464731735122, + "timestep_mean": 479.84375, + "epsilon_norm": 7.099719047546387, + "prediction_norm": 5.594128608703613, + "timestamp": "2025-07-14T12:35:06.644213" + }, + { + "epoch": 2580, + "batch_idx": 128, + "loss": 0.21999038755893707, + "learning_rate": 0.0001935464731735122, + "timestep_mean": 503.8125, + "epsilon_norm": 7.970950126647949, + "prediction_norm": 6.443778038024902, + "timestamp": "2025-07-14T12:35:06.649310" + }, + { + "epoch": 2580, + "batch_idx": 160, + "loss": 0.16033485531806946, + "learning_rate": 0.0001935464731735122, + "timestep_mean": 580.3125, + "epsilon_norm": 8.755464553833008, + "prediction_norm": 7.561862945556641, + "timestamp": "2025-07-14T12:35:06.654200" + }, + { + "epoch": 2580, + "batch_idx": 192, + "loss": 0.21060198545455933, + "learning_rate": 0.0001935464731735122, + "timestep_mean": 500.5, + "epsilon_norm": 4.833399772644043, + "prediction_norm": 4.503920078277588, + "timestamp": "2025-07-14T12:35:06.659085" + }, + { + "epoch": 2581, + "batch_idx": 0, + "loss": 0.179364413022995, + "learning_rate": 0.00019416743728563237, + "timestep_mean": 517.40625, + "epsilon_norm": 8.055930137634277, + "prediction_norm": 7.054459095001221, + "timestamp": "2025-07-14T12:35:06.664035" + }, + { + "epoch": 2581, + "batch_idx": 32, + "loss": 0.42242366075515747, + "learning_rate": 0.00019416743728563237, + "timestep_mean": 470.375, + "epsilon_norm": 7.769189834594727, + "prediction_norm": 6.160725116729736, + "timestamp": "2025-07-14T12:35:06.669025" + }, + { + "epoch": 2581, + "batch_idx": 64, + "loss": 0.3268629312515259, + "learning_rate": 0.00019416743728563237, + "timestep_mean": 419.0625, + "epsilon_norm": 9.702651977539062, + "prediction_norm": 7.821994781494141, + "timestamp": "2025-07-14T12:35:06.674138" + }, + { + "epoch": 2581, + "batch_idx": 96, + "loss": 0.17232745885849, + "learning_rate": 0.00019416743728563237, + "timestep_mean": 514.78125, + "epsilon_norm": 6.29472541809082, + "prediction_norm": 5.454887390136719, + "timestamp": "2025-07-14T12:35:06.679185" + }, + { + "epoch": 2581, + "batch_idx": 128, + "loss": 0.2678380608558655, + "learning_rate": 0.00019416743728563237, + "timestep_mean": 491.40625, + "epsilon_norm": 7.52333927154541, + "prediction_norm": 5.816824913024902, + "timestamp": "2025-07-14T12:35:06.684501" + }, + { + "epoch": 2581, + "batch_idx": 160, + "loss": 0.2965434789657593, + "learning_rate": 0.00019416743728563237, + "timestep_mean": 496.09375, + "epsilon_norm": 8.173611640930176, + "prediction_norm": 6.9216461181640625, + "timestamp": "2025-07-14T12:35:06.689640" + }, + { + "epoch": 2581, + "batch_idx": 192, + "loss": 0.17145290970802307, + "learning_rate": 0.00019416743728563237, + "timestep_mean": 512.375, + "epsilon_norm": 3.0415778160095215, + "prediction_norm": 2.7947821617126465, + "timestamp": "2025-07-14T12:35:06.694650" + }, + { + "epoch": 2582, + "batch_idx": 0, + "loss": 0.5672897100448608, + "learning_rate": 0.00019478915600919914, + "timestep_mean": 361.8125, + "epsilon_norm": 8.454520225524902, + "prediction_norm": 5.102663040161133, + "timestamp": "2025-07-14T12:35:06.699803" + }, + { + "epoch": 2582, + "batch_idx": 32, + "loss": 0.2065381407737732, + "learning_rate": 0.00019478915600919914, + "timestep_mean": 575.90625, + "epsilon_norm": 8.163771629333496, + "prediction_norm": 7.019143104553223, + "timestamp": "2025-07-14T12:35:06.705220" + }, + { + "epoch": 2582, + "batch_idx": 64, + "loss": 0.4446408152580261, + "learning_rate": 0.00019478915600919914, + "timestep_mean": 439.4375, + "epsilon_norm": 8.570626258850098, + "prediction_norm": 6.60829496383667, + "timestamp": "2025-07-14T12:35:06.710364" + }, + { + "epoch": 2582, + "batch_idx": 96, + "loss": 0.16893580555915833, + "learning_rate": 0.00019478915600919914, + "timestep_mean": 502.6875, + "epsilon_norm": 7.422472953796387, + "prediction_norm": 6.493878364562988, + "timestamp": "2025-07-14T12:35:06.715533" + }, + { + "epoch": 2582, + "batch_idx": 128, + "loss": 0.27223557233810425, + "learning_rate": 0.00019478915600919914, + "timestep_mean": 472.15625, + "epsilon_norm": 7.316401481628418, + "prediction_norm": 5.770605564117432, + "timestamp": "2025-07-14T12:35:06.720780" + }, + { + "epoch": 2582, + "batch_idx": 160, + "loss": 0.3168754577636719, + "learning_rate": 0.00019478915600919914, + "timestep_mean": 513.125, + "epsilon_norm": 8.577197074890137, + "prediction_norm": 7.514344215393066, + "timestamp": "2025-07-14T12:35:06.726004" + }, + { + "epoch": 2582, + "batch_idx": 192, + "loss": 0.10102791339159012, + "learning_rate": 0.00019478915600919914, + "timestep_mean": 555.0, + "epsilon_norm": 2.8644678592681885, + "prediction_norm": 3.0463907718658447, + "timestamp": "2025-07-14T12:35:06.731287" + }, + { + "epoch": 2583, + "batch_idx": 0, + "loss": 0.23426921665668488, + "learning_rate": 0.0001954116278101833, + "timestep_mean": 550.6875, + "epsilon_norm": 8.573476791381836, + "prediction_norm": 7.543852806091309, + "timestamp": "2025-07-14T12:35:06.736579" + }, + { + "epoch": 2583, + "batch_idx": 32, + "loss": 0.25376397371292114, + "learning_rate": 0.0001954116278101833, + "timestep_mean": 484.53125, + "epsilon_norm": 8.443565368652344, + "prediction_norm": 7.443979263305664, + "timestamp": "2025-07-14T12:35:06.741739" + }, + { + "epoch": 2583, + "batch_idx": 64, + "loss": 0.42588287591934204, + "learning_rate": 0.0001954116278101833, + "timestep_mean": 495.34375, + "epsilon_norm": 7.940649032592773, + "prediction_norm": 6.171278953552246, + "timestamp": "2025-07-14T12:35:06.747117" + }, + { + "epoch": 2583, + "batch_idx": 96, + "loss": 0.1788286566734314, + "learning_rate": 0.0001954116278101833, + "timestep_mean": 572.71875, + "epsilon_norm": 7.465880393981934, + "prediction_norm": 6.415046215057373, + "timestamp": "2025-07-14T12:35:06.752379" + }, + { + "epoch": 2583, + "batch_idx": 128, + "loss": 0.20763926208019257, + "learning_rate": 0.0001954116278101833, + "timestep_mean": 535.5, + "epsilon_norm": 7.9696831703186035, + "prediction_norm": 7.04575252532959, + "timestamp": "2025-07-14T12:35:06.757574" + }, + { + "epoch": 2583, + "batch_idx": 160, + "loss": 0.2691458463668823, + "learning_rate": 0.0001954116278101833, + "timestep_mean": 546.5, + "epsilon_norm": 7.438324928283691, + "prediction_norm": 6.570666790008545, + "timestamp": "2025-07-14T12:35:06.762845" + }, + { + "epoch": 2583, + "batch_idx": 192, + "loss": 0.06817881017923355, + "learning_rate": 0.0001954116278101833, + "timestep_mean": 579.125, + "epsilon_norm": 3.5237038135528564, + "prediction_norm": 3.366157293319702, + "timestamp": "2025-07-14T12:35:06.767985" + }, + { + "epoch": 2584, + "batch_idx": 0, + "loss": 0.1491478681564331, + "learning_rate": 0.0001960348511526976, + "timestep_mean": 580.65625, + "epsilon_norm": 7.656669616699219, + "prediction_norm": 7.17155122756958, + "timestamp": "2025-07-14T12:35:06.772889" + }, + { + "epoch": 2584, + "batch_idx": 32, + "loss": 0.20960386097431183, + "learning_rate": 0.0001960348511526976, + "timestep_mean": 491.25, + "epsilon_norm": 7.175987720489502, + "prediction_norm": 6.080323219299316, + "timestamp": "2025-07-14T12:35:06.777981" + }, + { + "epoch": 2584, + "batch_idx": 64, + "loss": 0.4101221263408661, + "learning_rate": 0.0001960348511526976, + "timestep_mean": 525.8125, + "epsilon_norm": 9.008152961730957, + "prediction_norm": 7.683704376220703, + "timestamp": "2025-07-14T12:35:06.783189" + }, + { + "epoch": 2584, + "batch_idx": 96, + "loss": 0.34910857677459717, + "learning_rate": 0.0001960348511526976, + "timestep_mean": 517.03125, + "epsilon_norm": 9.411202430725098, + "prediction_norm": 7.713069915771484, + "timestamp": "2025-07-14T12:35:06.788531" + }, + { + "epoch": 2584, + "batch_idx": 128, + "loss": 0.13178834319114685, + "learning_rate": 0.0001960348511526976, + "timestep_mean": 560.4375, + "epsilon_norm": 8.319625854492188, + "prediction_norm": 7.751018524169922, + "timestamp": "2025-07-14T12:35:06.793688" + }, + { + "epoch": 2584, + "batch_idx": 160, + "loss": 0.15004831552505493, + "learning_rate": 0.0001960348511526976, + "timestep_mean": 517.15625, + "epsilon_norm": 7.363935470581055, + "prediction_norm": 6.535730838775635, + "timestamp": "2025-07-14T12:35:06.798848" + }, + { + "epoch": 2584, + "batch_idx": 192, + "loss": 0.03865250200033188, + "learning_rate": 0.0001960348511526976, + "timestep_mean": 648.125, + "epsilon_norm": 3.9715042114257812, + "prediction_norm": 3.9983150959014893, + "timestamp": "2025-07-14T12:35:06.803959" + }, + { + "epoch": 2585, + "batch_idx": 0, + "loss": 0.32463160157203674, + "learning_rate": 0.00019665882449900043, + "timestep_mean": 534.8125, + "epsilon_norm": 7.810574054718018, + "prediction_norm": 6.245743274688721, + "timestamp": "2025-07-14T12:35:06.809162" + }, + { + "epoch": 2585, + "batch_idx": 32, + "loss": 0.31529268622398376, + "learning_rate": 0.00019665882449900043, + "timestep_mean": 484.59375, + "epsilon_norm": 7.137917518615723, + "prediction_norm": 5.587958335876465, + "timestamp": "2025-07-14T12:35:06.814301" + }, + { + "epoch": 2585, + "batch_idx": 64, + "loss": 0.17688708007335663, + "learning_rate": 0.00019665882449900043, + "timestep_mean": 480.34375, + "epsilon_norm": 7.757621765136719, + "prediction_norm": 6.319023132324219, + "timestamp": "2025-07-14T12:35:06.819447" + }, + { + "epoch": 2585, + "batch_idx": 96, + "loss": 0.2957127094268799, + "learning_rate": 0.00019665882449900043, + "timestep_mean": 474.625, + "epsilon_norm": 7.38686466217041, + "prediction_norm": 5.935890197753906, + "timestamp": "2025-07-14T12:35:06.824580" + }, + { + "epoch": 2585, + "batch_idx": 128, + "loss": 0.18924687802791595, + "learning_rate": 0.00019665882449900043, + "timestep_mean": 605.53125, + "epsilon_norm": 7.702327728271484, + "prediction_norm": 6.851327896118164, + "timestamp": "2025-07-14T12:35:06.829552" + }, + { + "epoch": 2585, + "batch_idx": 160, + "loss": 0.4083409905433655, + "learning_rate": 0.00019665882449900043, + "timestep_mean": 493.84375, + "epsilon_norm": 8.20853042602539, + "prediction_norm": 6.190164089202881, + "timestamp": "2025-07-14T12:35:06.834477" + }, + { + "epoch": 2585, + "batch_idx": 192, + "loss": 0.3469931483268738, + "learning_rate": 0.00019665882449900043, + "timestep_mean": 435.625, + "epsilon_norm": 4.1796159744262695, + "prediction_norm": 3.1600050926208496, + "timestamp": "2025-07-14T12:35:06.839354" + }, + { + "epoch": 2586, + "batch_idx": 0, + "loss": 0.361774206161499, + "learning_rate": 0.00019728354630949995, + "timestep_mean": 451.625, + "epsilon_norm": 7.722514629364014, + "prediction_norm": 6.09512996673584, + "timestamp": "2025-07-14T12:35:06.844257" + }, + { + "epoch": 2586, + "batch_idx": 32, + "loss": 0.3116561472415924, + "learning_rate": 0.00019728354630949995, + "timestep_mean": 454.25, + "epsilon_norm": 7.709969520568848, + "prediction_norm": 5.957077980041504, + "timestamp": "2025-07-14T12:35:06.849118" + }, + { + "epoch": 2586, + "batch_idx": 64, + "loss": 0.23218272626399994, + "learning_rate": 0.00019728354630949995, + "timestep_mean": 476.625, + "epsilon_norm": 8.515449523925781, + "prediction_norm": 6.77662992477417, + "timestamp": "2025-07-14T12:35:06.854268" + }, + { + "epoch": 2586, + "batch_idx": 96, + "loss": 0.32227200269699097, + "learning_rate": 0.00019728354630949995, + "timestep_mean": 537.40625, + "epsilon_norm": 8.292439460754395, + "prediction_norm": 6.869560718536377, + "timestamp": "2025-07-14T12:35:06.859446" + }, + { + "epoch": 2586, + "batch_idx": 128, + "loss": 0.2217300683259964, + "learning_rate": 0.00019728354630949995, + "timestep_mean": 544.59375, + "epsilon_norm": 7.289139747619629, + "prediction_norm": 6.946004867553711, + "timestamp": "2025-07-14T12:35:06.864561" + }, + { + "epoch": 2586, + "batch_idx": 160, + "loss": 0.27529895305633545, + "learning_rate": 0.00019728354630949995, + "timestep_mean": 511.71875, + "epsilon_norm": 7.23256778717041, + "prediction_norm": 6.041696071624756, + "timestamp": "2025-07-14T12:35:06.869767" + }, + { + "epoch": 2586, + "batch_idx": 192, + "loss": 0.1719910055398941, + "learning_rate": 0.00019728354630949995, + "timestep_mean": 592.75, + "epsilon_norm": 4.491568088531494, + "prediction_norm": 4.08235502243042, + "timestamp": "2025-07-14T12:35:06.874906" + }, + { + "epoch": 2587, + "batch_idx": 0, + "loss": 0.2639709711074829, + "learning_rate": 0.000197909015042756, + "timestep_mean": 484.09375, + "epsilon_norm": 8.357023239135742, + "prediction_norm": 7.32483434677124, + "timestamp": "2025-07-14T12:35:06.880133" + }, + { + "epoch": 2587, + "batch_idx": 32, + "loss": 0.12041729688644409, + "learning_rate": 0.000197909015042756, + "timestep_mean": 589.0625, + "epsilon_norm": 8.236588478088379, + "prediction_norm": 7.418087005615234, + "timestamp": "2025-07-14T12:35:06.885208" + }, + { + "epoch": 2587, + "batch_idx": 64, + "loss": 0.30627042055130005, + "learning_rate": 0.000197909015042756, + "timestep_mean": 559.46875, + "epsilon_norm": 7.847442150115967, + "prediction_norm": 7.291009902954102, + "timestamp": "2025-07-14T12:35:06.890401" + }, + { + "epoch": 2587, + "batch_idx": 96, + "loss": 0.19187447428703308, + "learning_rate": 0.000197909015042756, + "timestep_mean": 515.03125, + "epsilon_norm": 8.488249778747559, + "prediction_norm": 7.523502826690674, + "timestamp": "2025-07-14T12:35:06.895682" + }, + { + "epoch": 2587, + "batch_idx": 128, + "loss": 0.2797015309333801, + "learning_rate": 0.000197909015042756, + "timestep_mean": 484.625, + "epsilon_norm": 8.984625816345215, + "prediction_norm": 7.716957092285156, + "timestamp": "2025-07-14T12:35:06.901025" + }, + { + "epoch": 2587, + "batch_idx": 160, + "loss": 0.1294359266757965, + "learning_rate": 0.000197909015042756, + "timestep_mean": 546.59375, + "epsilon_norm": 7.769992351531982, + "prediction_norm": 7.000330924987793, + "timestamp": "2025-07-14T12:35:06.906275" + }, + { + "epoch": 2587, + "batch_idx": 192, + "loss": 0.0986979678273201, + "learning_rate": 0.000197909015042756, + "timestep_mean": 451.375, + "epsilon_norm": 2.655683994293213, + "prediction_norm": 2.435255289077759, + "timestamp": "2025-07-14T12:35:06.911303" + }, + { + "epoch": 2588, + "batch_idx": 0, + "loss": 0.26234012842178345, + "learning_rate": 0.0001985352291554882, + "timestep_mean": 512.0625, + "epsilon_norm": 7.592109680175781, + "prediction_norm": 7.105137348175049, + "timestamp": "2025-07-14T12:35:06.916401" + }, + { + "epoch": 2588, + "batch_idx": 32, + "loss": 0.19268761575222015, + "learning_rate": 0.0001985352291554882, + "timestep_mean": 450.15625, + "epsilon_norm": 6.563536167144775, + "prediction_norm": 5.382727146148682, + "timestamp": "2025-07-14T12:35:06.921692" + }, + { + "epoch": 2588, + "batch_idx": 64, + "loss": 0.22070205211639404, + "learning_rate": 0.0001985352291554882, + "timestep_mean": 461.71875, + "epsilon_norm": 7.125497817993164, + "prediction_norm": 6.581768035888672, + "timestamp": "2025-07-14T12:35:06.926818" + }, + { + "epoch": 2588, + "batch_idx": 96, + "loss": 0.09454295039176941, + "learning_rate": 0.0001985352291554882, + "timestep_mean": 509.40625, + "epsilon_norm": 7.31599235534668, + "prediction_norm": 7.368825435638428, + "timestamp": "2025-07-14T12:35:06.931946" + }, + { + "epoch": 2588, + "batch_idx": 128, + "loss": 0.1305837780237198, + "learning_rate": 0.0001985352291554882, + "timestep_mean": 570.0625, + "epsilon_norm": 7.027165412902832, + "prediction_norm": 6.592820644378662, + "timestamp": "2025-07-14T12:35:06.937062" + }, + { + "epoch": 2588, + "batch_idx": 160, + "loss": 0.2679690718650818, + "learning_rate": 0.0001985352291554882, + "timestep_mean": 500.09375, + "epsilon_norm": 8.2637357711792, + "prediction_norm": 7.056300163269043, + "timestamp": "2025-07-14T12:35:06.942357" + }, + { + "epoch": 2588, + "batch_idx": 192, + "loss": 0.3361734449863434, + "learning_rate": 0.0001985352291554882, + "timestep_mean": 474.875, + "epsilon_norm": 4.121449947357178, + "prediction_norm": 3.124727249145508, + "timestamp": "2025-07-14T12:35:06.947457" + }, + { + "epoch": 2589, + "batch_idx": 0, + "loss": 0.22999709844589233, + "learning_rate": 0.00019916218710257436, + "timestep_mean": 576.25, + "epsilon_norm": 7.704235076904297, + "prediction_norm": 7.055056095123291, + "timestamp": "2025-07-14T12:35:06.952710" + }, + { + "epoch": 2589, + "batch_idx": 32, + "loss": 0.26178014278411865, + "learning_rate": 0.00019916218710257436, + "timestep_mean": 513.75, + "epsilon_norm": 8.524575233459473, + "prediction_norm": 6.912668228149414, + "timestamp": "2025-07-14T12:35:06.957894" + }, + { + "epoch": 2589, + "batch_idx": 64, + "loss": 0.3468984365463257, + "learning_rate": 0.00019916218710257436, + "timestep_mean": 514.53125, + "epsilon_norm": 9.550189018249512, + "prediction_norm": 7.899431228637695, + "timestamp": "2025-07-14T12:35:06.963092" + }, + { + "epoch": 2589, + "batch_idx": 96, + "loss": 0.1742125153541565, + "learning_rate": 0.00019916218710257436, + "timestep_mean": 524.625, + "epsilon_norm": 8.407859802246094, + "prediction_norm": 7.697617053985596, + "timestamp": "2025-07-14T12:35:06.968323" + }, + { + "epoch": 2589, + "batch_idx": 128, + "loss": 0.12439453601837158, + "learning_rate": 0.00019916218710257436, + "timestep_mean": 480.5, + "epsilon_norm": 6.880099773406982, + "prediction_norm": 6.707657337188721, + "timestamp": "2025-07-14T12:35:06.973532" + }, + { + "epoch": 2589, + "batch_idx": 160, + "loss": 0.22338402271270752, + "learning_rate": 0.00019916218710257436, + "timestep_mean": 520.15625, + "epsilon_norm": 8.248078346252441, + "prediction_norm": 6.936987400054932, + "timestamp": "2025-07-14T12:35:06.978735" + }, + { + "epoch": 2589, + "batch_idx": 192, + "loss": 0.47031569480895996, + "learning_rate": 0.00019916218710257436, + "timestep_mean": 390.0, + "epsilon_norm": 4.269523620605469, + "prediction_norm": 2.8919568061828613, + "timestamp": "2025-07-14T12:35:06.983953" + }, + { + "epoch": 2590, + "batch_idx": 0, + "loss": 0.23741555213928223, + "learning_rate": 0.0001997898873370584, + "timestep_mean": 543.34375, + "epsilon_norm": 9.51647663116455, + "prediction_norm": 8.26734733581543, + "timestamp": "2025-07-14T12:35:06.989137" + }, + { + "epoch": 2590, + "batch_idx": 32, + "loss": 0.3768511414527893, + "learning_rate": 0.0001997898873370584, + "timestep_mean": 473.9375, + "epsilon_norm": 8.875955581665039, + "prediction_norm": 7.434665679931641, + "timestamp": "2025-07-14T12:35:06.994425" + }, + { + "epoch": 2590, + "batch_idx": 64, + "loss": 0.24345946311950684, + "learning_rate": 0.0001997898873370584, + "timestep_mean": 527.78125, + "epsilon_norm": 8.579848289489746, + "prediction_norm": 7.632312774658203, + "timestamp": "2025-07-14T12:35:06.999665" + }, + { + "epoch": 2590, + "batch_idx": 96, + "loss": 0.3297842741012573, + "learning_rate": 0.0001997898873370584, + "timestep_mean": 521.21875, + "epsilon_norm": 8.266241073608398, + "prediction_norm": 7.450596809387207, + "timestamp": "2025-07-14T12:35:07.005024" + }, + { + "epoch": 2590, + "batch_idx": 128, + "loss": 0.4131711721420288, + "learning_rate": 0.0001997898873370584, + "timestep_mean": 527.375, + "epsilon_norm": 9.3516263961792, + "prediction_norm": 7.812020301818848, + "timestamp": "2025-07-14T12:35:07.010381" + }, + { + "epoch": 2590, + "batch_idx": 160, + "loss": 0.1954975128173828, + "learning_rate": 0.0001997898873370584, + "timestep_mean": 478.375, + "epsilon_norm": 7.572806358337402, + "prediction_norm": 7.095065116882324, + "timestamp": "2025-07-14T12:35:07.015640" + }, + { + "epoch": 2590, + "batch_idx": 192, + "loss": 0.13431388139724731, + "learning_rate": 0.0001997898873370584, + "timestep_mean": 439.125, + "epsilon_norm": 3.3256731033325195, + "prediction_norm": 3.4586446285247803, + "timestamp": "2025-07-14T12:35:07.020750" + }, + { + "epoch": 2591, + "batch_idx": 0, + "loss": 0.26051610708236694, + "learning_rate": 0.0002004183283101525, + "timestep_mean": 496.875, + "epsilon_norm": 6.4499077796936035, + "prediction_norm": 5.754740238189697, + "timestamp": "2025-07-14T12:35:07.025894" + }, + { + "epoch": 2591, + "batch_idx": 32, + "loss": 0.2431432008743286, + "learning_rate": 0.0002004183283101525, + "timestep_mean": 511.1875, + "epsilon_norm": 8.248729705810547, + "prediction_norm": 7.237701892852783, + "timestamp": "2025-07-14T12:35:07.031039" + }, + { + "epoch": 2591, + "batch_idx": 64, + "loss": 0.3125978112220764, + "learning_rate": 0.0002004183283101525, + "timestep_mean": 466.46875, + "epsilon_norm": 8.213200569152832, + "prediction_norm": 6.974714279174805, + "timestamp": "2025-07-14T12:35:07.036240" + }, + { + "epoch": 2591, + "batch_idx": 96, + "loss": 0.4763680696487427, + "learning_rate": 0.0002004183283101525, + "timestep_mean": 390.125, + "epsilon_norm": 8.227800369262695, + "prediction_norm": 6.028008460998535, + "timestamp": "2025-07-14T12:35:07.041494" + }, + { + "epoch": 2591, + "batch_idx": 128, + "loss": 0.17117324471473694, + "learning_rate": 0.0002004183283101525, + "timestep_mean": 497.3125, + "epsilon_norm": 6.79219388961792, + "prediction_norm": 5.885694980621338, + "timestamp": "2025-07-14T12:35:07.046817" + }, + { + "epoch": 2591, + "batch_idx": 160, + "loss": 0.20048832893371582, + "learning_rate": 0.0002004183283101525, + "timestep_mean": 481.84375, + "epsilon_norm": 7.362441062927246, + "prediction_norm": 6.413002967834473, + "timestamp": "2025-07-14T12:35:07.051959" + }, + { + "epoch": 2591, + "batch_idx": 192, + "loss": 0.1639111191034317, + "learning_rate": 0.0002004183283101525, + "timestep_mean": 528.0, + "epsilon_norm": 3.8618245124816895, + "prediction_norm": 3.701887369155884, + "timestamp": "2025-07-14T12:35:07.057220" + }, + { + "epoch": 2592, + "batch_idx": 0, + "loss": 0.2080419510602951, + "learning_rate": 0.00020104750847124093, + "timestep_mean": 489.75, + "epsilon_norm": 7.48566198348999, + "prediction_norm": 6.546515941619873, + "timestamp": "2025-07-14T12:35:07.062416" + }, + { + "epoch": 2592, + "batch_idx": 32, + "loss": 0.13862556219100952, + "learning_rate": 0.00020104750847124093, + "timestep_mean": 524.5625, + "epsilon_norm": 8.53866958618164, + "prediction_norm": 8.142117500305176, + "timestamp": "2025-07-14T12:35:07.067609" + }, + { + "epoch": 2592, + "batch_idx": 64, + "loss": 0.3292756974697113, + "learning_rate": 0.00020104750847124093, + "timestep_mean": 491.90625, + "epsilon_norm": 8.435158729553223, + "prediction_norm": 7.2031049728393555, + "timestamp": "2025-07-14T12:35:07.072831" + }, + { + "epoch": 2592, + "batch_idx": 96, + "loss": 0.26985403895378113, + "learning_rate": 0.00020104750847124093, + "timestep_mean": 407.1875, + "epsilon_norm": 7.9647040367126465, + "prediction_norm": 6.954792499542236, + "timestamp": "2025-07-14T12:35:07.078035" + }, + { + "epoch": 2592, + "batch_idx": 128, + "loss": 0.12845690548419952, + "learning_rate": 0.00020104750847124093, + "timestep_mean": 535.625, + "epsilon_norm": 7.971428394317627, + "prediction_norm": 7.214890003204346, + "timestamp": "2025-07-14T12:35:07.083314" + }, + { + "epoch": 2592, + "batch_idx": 160, + "loss": 0.2510393559932709, + "learning_rate": 0.00020104750847124093, + "timestep_mean": 480.46875, + "epsilon_norm": 8.416828155517578, + "prediction_norm": 6.926393032073975, + "timestamp": "2025-07-14T12:35:07.088520" + }, + { + "epoch": 2592, + "batch_idx": 192, + "loss": 0.264635294675827, + "learning_rate": 0.00020104750847124093, + "timestep_mean": 362.875, + "epsilon_norm": 5.000491619110107, + "prediction_norm": 4.189856052398682, + "timestamp": "2025-07-14T12:35:07.093693" + }, + { + "epoch": 2593, + "batch_idx": 0, + "loss": 0.22333267331123352, + "learning_rate": 0.0002016774262678842, + "timestep_mean": 575.8125, + "epsilon_norm": 7.908036231994629, + "prediction_norm": 6.310751438140869, + "timestamp": "2025-07-14T12:35:07.098935" + }, + { + "epoch": 2593, + "batch_idx": 32, + "loss": 0.2920975089073181, + "learning_rate": 0.0002016774262678842, + "timestep_mean": 473.78125, + "epsilon_norm": 8.147306442260742, + "prediction_norm": 6.93400239944458, + "timestamp": "2025-07-14T12:35:07.103941" + }, + { + "epoch": 2593, + "batch_idx": 64, + "loss": 0.24906811118125916, + "learning_rate": 0.0002016774262678842, + "timestep_mean": 529.03125, + "epsilon_norm": 8.763339042663574, + "prediction_norm": 7.361141204833984, + "timestamp": "2025-07-14T12:35:07.109194" + }, + { + "epoch": 2593, + "batch_idx": 96, + "loss": 0.2844417691230774, + "learning_rate": 0.0002016774262678842, + "timestep_mean": 573.5, + "epsilon_norm": 8.28236198425293, + "prediction_norm": 7.091528415679932, + "timestamp": "2025-07-14T12:35:07.114440" + }, + { + "epoch": 2593, + "batch_idx": 128, + "loss": 0.1777457296848297, + "learning_rate": 0.0002016774262678842, + "timestep_mean": 494.53125, + "epsilon_norm": 9.034770011901855, + "prediction_norm": 7.845890045166016, + "timestamp": "2025-07-14T12:35:07.119561" + }, + { + "epoch": 2593, + "batch_idx": 160, + "loss": 0.12371668219566345, + "learning_rate": 0.0002016774262678842, + "timestep_mean": 601.0625, + "epsilon_norm": 6.968589782714844, + "prediction_norm": 6.458606243133545, + "timestamp": "2025-07-14T12:35:07.124681" + }, + { + "epoch": 2593, + "batch_idx": 192, + "loss": 0.7737966775894165, + "learning_rate": 0.0002016774262678842, + "timestep_mean": 470.5, + "epsilon_norm": 4.505627155303955, + "prediction_norm": 2.3669896125793457, + "timestamp": "2025-07-14T12:35:07.129840" + }, + { + "epoch": 2594, + "batch_idx": 0, + "loss": 0.3508197069168091, + "learning_rate": 0.00020230808014582314, + "timestep_mean": 527.8125, + "epsilon_norm": 8.45905590057373, + "prediction_norm": 6.696197986602783, + "timestamp": "2025-07-14T12:35:07.134966" + }, + { + "epoch": 2594, + "batch_idx": 32, + "loss": 0.3365575671195984, + "learning_rate": 0.00020230808014582314, + "timestep_mean": 556.15625, + "epsilon_norm": 8.476825714111328, + "prediction_norm": 7.083218574523926, + "timestamp": "2025-07-14T12:35:07.140157" + }, + { + "epoch": 2594, + "batch_idx": 64, + "loss": 0.23205676674842834, + "learning_rate": 0.00020230808014582314, + "timestep_mean": 578.15625, + "epsilon_norm": 7.274454116821289, + "prediction_norm": 6.464146614074707, + "timestamp": "2025-07-14T12:35:07.145386" + }, + { + "epoch": 2594, + "batch_idx": 96, + "loss": 0.27726858854293823, + "learning_rate": 0.00020230808014582314, + "timestep_mean": 413.8125, + "epsilon_norm": 8.675945281982422, + "prediction_norm": 7.132672309875488, + "timestamp": "2025-07-14T12:35:07.150797" + }, + { + "epoch": 2594, + "batch_idx": 128, + "loss": 0.34606271982192993, + "learning_rate": 0.00020230808014582314, + "timestep_mean": 507.28125, + "epsilon_norm": 7.5617451667785645, + "prediction_norm": 5.773067951202393, + "timestamp": "2025-07-14T12:35:07.156012" + }, + { + "epoch": 2594, + "batch_idx": 160, + "loss": 0.3375663459300995, + "learning_rate": 0.00020230808014582314, + "timestep_mean": 465.59375, + "epsilon_norm": 8.559378623962402, + "prediction_norm": 6.891452789306641, + "timestamp": "2025-07-14T12:35:07.161242" + }, + { + "epoch": 2594, + "batch_idx": 192, + "loss": 0.1987847536802292, + "learning_rate": 0.00020230808014582314, + "timestep_mean": 537.625, + "epsilon_norm": 4.095525741577148, + "prediction_norm": 3.569164276123047, + "timestamp": "2025-07-14T12:35:07.166419" + }, + { + "epoch": 2595, + "batch_idx": 0, + "loss": 0.1605444848537445, + "learning_rate": 0.000202939468548981, + "timestep_mean": 525.0, + "epsilon_norm": 7.818703651428223, + "prediction_norm": 7.314304351806641, + "timestamp": "2025-07-14T12:35:07.171642" + }, + { + "epoch": 2595, + "batch_idx": 32, + "loss": 0.28434985876083374, + "learning_rate": 0.000202939468548981, + "timestep_mean": 533.84375, + "epsilon_norm": 9.190733909606934, + "prediction_norm": 7.753133773803711, + "timestamp": "2025-07-14T12:35:07.176682" + }, + { + "epoch": 2595, + "batch_idx": 64, + "loss": 0.21004128456115723, + "learning_rate": 0.000202939468548981, + "timestep_mean": 525.46875, + "epsilon_norm": 7.564507007598877, + "prediction_norm": 6.231045246124268, + "timestamp": "2025-07-14T12:35:07.181866" + }, + { + "epoch": 2595, + "batch_idx": 96, + "loss": 0.18660897016525269, + "learning_rate": 0.000202939468548981, + "timestep_mean": 528.40625, + "epsilon_norm": 8.763903617858887, + "prediction_norm": 8.304924964904785, + "timestamp": "2025-07-14T12:35:07.186989" + }, + { + "epoch": 2595, + "batch_idx": 128, + "loss": 0.26693135499954224, + "learning_rate": 0.000202939468548981, + "timestep_mean": 404.28125, + "epsilon_norm": 8.831907272338867, + "prediction_norm": 7.548715114593506, + "timestamp": "2025-07-14T12:35:07.192263" + }, + { + "epoch": 2595, + "batch_idx": 160, + "loss": 0.15643200278282166, + "learning_rate": 0.000202939468548981, + "timestep_mean": 535.9375, + "epsilon_norm": 7.110021114349365, + "prediction_norm": 6.63587760925293, + "timestamp": "2025-07-14T12:35:07.197542" + }, + { + "epoch": 2595, + "batch_idx": 192, + "loss": 0.3181287348270416, + "learning_rate": 0.000202939468548981, + "timestep_mean": 589.5, + "epsilon_norm": 3.320333957672119, + "prediction_norm": 2.3327133655548096, + "timestamp": "2025-07-14T12:35:07.202805" + }, + { + "epoch": 2596, + "batch_idx": 0, + "loss": 0.21023544669151306, + "learning_rate": 0.00020357158991947093, + "timestep_mean": 517.84375, + "epsilon_norm": 7.759536266326904, + "prediction_norm": 7.012597560882568, + "timestamp": "2025-07-14T12:35:07.207972" + }, + { + "epoch": 2596, + "batch_idx": 32, + "loss": 0.2392772138118744, + "learning_rate": 0.00020357158991947093, + "timestep_mean": 499.40625, + "epsilon_norm": 7.579478740692139, + "prediction_norm": 6.459845066070557, + "timestamp": "2025-07-14T12:35:07.213158" + }, + { + "epoch": 2596, + "batch_idx": 64, + "loss": 0.30983924865722656, + "learning_rate": 0.00020357158991947093, + "timestep_mean": 411.875, + "epsilon_norm": 7.75200080871582, + "prediction_norm": 5.872285842895508, + "timestamp": "2025-07-14T12:35:07.218321" + }, + { + "epoch": 2596, + "batch_idx": 96, + "loss": 0.29106003046035767, + "learning_rate": 0.00020357158991947093, + "timestep_mean": 524.9375, + "epsilon_norm": 8.02331829071045, + "prediction_norm": 6.9224348068237305, + "timestamp": "2025-07-14T12:35:07.223645" + }, + { + "epoch": 2596, + "batch_idx": 128, + "loss": 0.6237331628799438, + "learning_rate": 0.00020357158991947093, + "timestep_mean": 425.0625, + "epsilon_norm": 8.194074630737305, + "prediction_norm": 5.503403186798096, + "timestamp": "2025-07-14T12:35:07.228839" + }, + { + "epoch": 2596, + "batch_idx": 160, + "loss": 0.20456735789775848, + "learning_rate": 0.00020357158991947093, + "timestep_mean": 466.65625, + "epsilon_norm": 8.146828651428223, + "prediction_norm": 7.579224586486816, + "timestamp": "2025-07-14T12:35:07.234170" + }, + { + "epoch": 2596, + "batch_idx": 192, + "loss": 0.2561368942260742, + "learning_rate": 0.00020357158991947093, + "timestep_mean": 437.5, + "epsilon_norm": 4.606024265289307, + "prediction_norm": 4.480942726135254, + "timestamp": "2025-07-14T12:35:07.239308" + }, + { + "epoch": 2597, + "batch_idx": 0, + "loss": 0.3681349754333496, + "learning_rate": 0.0002042044426975953, + "timestep_mean": 464.15625, + "epsilon_norm": 8.266125679016113, + "prediction_norm": 6.174590110778809, + "timestamp": "2025-07-14T12:35:07.244506" + }, + { + "epoch": 2597, + "batch_idx": 32, + "loss": 0.157217875123024, + "learning_rate": 0.0002042044426975953, + "timestep_mean": 456.125, + "epsilon_norm": 6.758499622344971, + "prediction_norm": 6.195956707000732, + "timestamp": "2025-07-14T12:35:07.249627" + }, + { + "epoch": 2597, + "batch_idx": 64, + "loss": 0.17090046405792236, + "learning_rate": 0.0002042044426975953, + "timestep_mean": 484.96875, + "epsilon_norm": 8.076552391052246, + "prediction_norm": 7.592926025390625, + "timestamp": "2025-07-14T12:35:07.254506" + }, + { + "epoch": 2597, + "batch_idx": 96, + "loss": 0.19939807057380676, + "learning_rate": 0.0002042044426975953, + "timestep_mean": 474.59375, + "epsilon_norm": 7.893746376037598, + "prediction_norm": 7.546415328979492, + "timestamp": "2025-07-14T12:35:07.259410" + }, + { + "epoch": 2597, + "batch_idx": 128, + "loss": 0.20922711491584778, + "learning_rate": 0.0002042044426975953, + "timestep_mean": 381.5, + "epsilon_norm": 7.114967346191406, + "prediction_norm": 5.695887565612793, + "timestamp": "2025-07-14T12:35:07.264510" + }, + { + "epoch": 2597, + "batch_idx": 160, + "loss": 0.3026636838912964, + "learning_rate": 0.0002042044426975953, + "timestep_mean": 449.34375, + "epsilon_norm": 7.675363540649414, + "prediction_norm": 6.376710414886475, + "timestamp": "2025-07-14T12:35:07.269734" + }, + { + "epoch": 2597, + "batch_idx": 192, + "loss": 0.3586350083351135, + "learning_rate": 0.0002042044426975953, + "timestep_mean": 466.125, + "epsilon_norm": 4.827165126800537, + "prediction_norm": 3.7477002143859863, + "timestamp": "2025-07-14T12:35:07.274803" + }, + { + "epoch": 2598, + "batch_idx": 0, + "loss": 0.3438798785209656, + "learning_rate": 0.0002048380253218532, + "timestep_mean": 502.09375, + "epsilon_norm": 7.639842510223389, + "prediction_norm": 6.583810329437256, + "timestamp": "2025-07-14T12:35:07.280180" + }, + { + "epoch": 2598, + "batch_idx": 32, + "loss": 0.3592732548713684, + "learning_rate": 0.0002048380253218532, + "timestep_mean": 505.46875, + "epsilon_norm": 8.36009693145752, + "prediction_norm": 6.409046173095703, + "timestamp": "2025-07-14T12:35:07.285347" + }, + { + "epoch": 2598, + "batch_idx": 64, + "loss": 0.25032544136047363, + "learning_rate": 0.0002048380253218532, + "timestep_mean": 471.71875, + "epsilon_norm": 7.39646577835083, + "prediction_norm": 6.233573913574219, + "timestamp": "2025-07-14T12:35:07.290344" + }, + { + "epoch": 2598, + "batch_idx": 96, + "loss": 0.26836085319519043, + "learning_rate": 0.0002048380253218532, + "timestep_mean": 487.625, + "epsilon_norm": 8.142531394958496, + "prediction_norm": 6.365863800048828, + "timestamp": "2025-07-14T12:35:07.295546" + }, + { + "epoch": 2598, + "batch_idx": 128, + "loss": 0.3404584527015686, + "learning_rate": 0.0002048380253218532, + "timestep_mean": 474.46875, + "epsilon_norm": 8.289748191833496, + "prediction_norm": 6.119505882263184, + "timestamp": "2025-07-14T12:35:07.300845" + }, + { + "epoch": 2598, + "batch_idx": 160, + "loss": 0.16565436124801636, + "learning_rate": 0.0002048380253218532, + "timestep_mean": 568.8125, + "epsilon_norm": 7.250462532043457, + "prediction_norm": 6.51507043838501, + "timestamp": "2025-07-14T12:35:07.305937" + }, + { + "epoch": 2598, + "batch_idx": 192, + "loss": 0.19772274792194366, + "learning_rate": 0.0002048380253218532, + "timestep_mean": 591.75, + "epsilon_norm": 4.673155307769775, + "prediction_norm": 4.524019241333008, + "timestamp": "2025-07-14T12:35:07.311021" + }, + { + "epoch": 2599, + "batch_idx": 0, + "loss": 0.20875036716461182, + "learning_rate": 0.00020547233622894242, + "timestep_mean": 555.375, + "epsilon_norm": 8.610339164733887, + "prediction_norm": 7.2992377281188965, + "timestamp": "2025-07-14T12:35:07.316172" + }, + { + "epoch": 2599, + "batch_idx": 32, + "loss": 0.2638716399669647, + "learning_rate": 0.00020547233622894242, + "timestep_mean": 468.71875, + "epsilon_norm": 8.128170013427734, + "prediction_norm": 7.126020431518555, + "timestamp": "2025-07-14T12:35:07.321202" + }, + { + "epoch": 2599, + "batch_idx": 64, + "loss": 0.37497425079345703, + "learning_rate": 0.00020547233622894242, + "timestep_mean": 513.0625, + "epsilon_norm": 7.411756992340088, + "prediction_norm": 5.865695953369141, + "timestamp": "2025-07-14T12:35:07.326336" + }, + { + "epoch": 2599, + "batch_idx": 96, + "loss": 0.46654319763183594, + "learning_rate": 0.00020547233622894242, + "timestep_mean": 427.3125, + "epsilon_norm": 8.387931823730469, + "prediction_norm": 6.946965217590332, + "timestamp": "2025-07-14T12:35:07.331544" + }, + { + "epoch": 2599, + "batch_idx": 128, + "loss": 0.2765794098377228, + "learning_rate": 0.00020547233622894242, + "timestep_mean": 490.5625, + "epsilon_norm": 8.132113456726074, + "prediction_norm": 6.49174165725708, + "timestamp": "2025-07-14T12:35:07.336650" + }, + { + "epoch": 2599, + "batch_idx": 160, + "loss": 0.629682183265686, + "learning_rate": 0.00020547233622894242, + "timestep_mean": 480.625, + "epsilon_norm": 8.577122688293457, + "prediction_norm": 6.9750285148620605, + "timestamp": "2025-07-14T12:35:07.342026" + }, + { + "epoch": 2599, + "batch_idx": 192, + "loss": 0.1291387379169464, + "learning_rate": 0.00020547233622894242, + "timestep_mean": 533.0, + "epsilon_norm": 3.4266934394836426, + "prediction_norm": 2.9185526371002197, + "timestamp": "2025-07-14T12:35:07.346923" + }, + { + "epoch": 2600, + "batch_idx": 0, + "loss": 0.20010244846343994, + "learning_rate": 0.00020610737385376383, + "timestep_mean": 532.28125, + "epsilon_norm": 7.501710414886475, + "prediction_norm": 6.6204986572265625, + "timestamp": "2025-07-14T12:35:07.351882" + }, + { + "epoch": 2600, + "batch_idx": 32, + "loss": 0.242605060338974, + "learning_rate": 0.00020610737385376383, + "timestep_mean": 406.4375, + "epsilon_norm": 7.6380839347839355, + "prediction_norm": 6.602970123291016, + "timestamp": "2025-07-14T12:35:07.356987" + }, + { + "epoch": 2600, + "batch_idx": 64, + "loss": 0.18096113204956055, + "learning_rate": 0.00020610737385376383, + "timestep_mean": 510.78125, + "epsilon_norm": 7.300822734832764, + "prediction_norm": 6.976245403289795, + "timestamp": "2025-07-14T12:35:07.362112" + }, + { + "epoch": 2600, + "batch_idx": 96, + "loss": 0.342972069978714, + "learning_rate": 0.00020610737385376383, + "timestep_mean": 509.78125, + "epsilon_norm": 7.984821796417236, + "prediction_norm": 7.551562786102295, + "timestamp": "2025-07-14T12:35:07.367222" + }, + { + "epoch": 2600, + "batch_idx": 128, + "loss": 0.2929077744483948, + "learning_rate": 0.00020610737385376383, + "timestep_mean": 406.25, + "epsilon_norm": 7.389698505401611, + "prediction_norm": 6.216007232666016, + "timestamp": "2025-07-14T12:35:07.372353" + }, + { + "epoch": 2600, + "batch_idx": 160, + "loss": 0.3788633942604065, + "learning_rate": 0.00020610737385376383, + "timestep_mean": 598.03125, + "epsilon_norm": 8.189359664916992, + "prediction_norm": 6.862740516662598, + "timestamp": "2025-07-14T12:35:07.377380" + }, + { + "epoch": 2600, + "batch_idx": 192, + "loss": 0.22884848713874817, + "learning_rate": 0.00020610737385376383, + "timestep_mean": 662.75, + "epsilon_norm": 5.567150592803955, + "prediction_norm": 4.859776020050049, + "timestamp": "2025-07-14T12:35:07.382409" + }, + { + "epoch": 2601, + "batch_idx": 0, + "loss": 0.4727652072906494, + "learning_rate": 0.00020674313662942523, + "timestep_mean": 541.71875, + "epsilon_norm": 9.182760238647461, + "prediction_norm": 7.403135299682617, + "timestamp": "2025-07-14T12:35:07.387559" + }, + { + "epoch": 2601, + "batch_idx": 32, + "loss": 0.24348154664039612, + "learning_rate": 0.00020674313662942523, + "timestep_mean": 532.90625, + "epsilon_norm": 7.411331653594971, + "prediction_norm": 6.6155877113342285, + "timestamp": "2025-07-14T12:35:07.392579" + }, + { + "epoch": 2601, + "batch_idx": 64, + "loss": 0.3629678189754486, + "learning_rate": 0.00020674313662942523, + "timestep_mean": 462.875, + "epsilon_norm": 8.791544914245605, + "prediction_norm": 6.559207916259766, + "timestamp": "2025-07-14T12:35:07.397589" + }, + { + "epoch": 2601, + "batch_idx": 96, + "loss": 0.3101171851158142, + "learning_rate": 0.00020674313662942523, + "timestep_mean": 459.46875, + "epsilon_norm": 8.146275520324707, + "prediction_norm": 6.014950275421143, + "timestamp": "2025-07-14T12:35:07.402653" + }, + { + "epoch": 2601, + "batch_idx": 128, + "loss": 0.334838330745697, + "learning_rate": 0.00020674313662942523, + "timestep_mean": 381.53125, + "epsilon_norm": 6.901767730712891, + "prediction_norm": 5.770787239074707, + "timestamp": "2025-07-14T12:35:07.407625" + }, + { + "epoch": 2601, + "batch_idx": 160, + "loss": 0.3967885375022888, + "learning_rate": 0.00020674313662942523, + "timestep_mean": 450.75, + "epsilon_norm": 8.361778259277344, + "prediction_norm": 7.339305400848389, + "timestamp": "2025-07-14T12:35:07.412483" + }, + { + "epoch": 2601, + "batch_idx": 192, + "loss": 0.030603205785155296, + "learning_rate": 0.00020674313662942523, + "timestep_mean": 467.625, + "epsilon_norm": 3.519308090209961, + "prediction_norm": 3.254438638687134, + "timestamp": "2025-07-14T12:35:07.417659" + }, + { + "epoch": 2602, + "batch_idx": 0, + "loss": 0.3934880197048187, + "learning_rate": 0.00020737962298724525, + "timestep_mean": 503.53125, + "epsilon_norm": 9.222681999206543, + "prediction_norm": 7.266713619232178, + "timestamp": "2025-07-14T12:35:07.422835" + }, + { + "epoch": 2602, + "batch_idx": 32, + "loss": 0.30945688486099243, + "learning_rate": 0.00020737962298724525, + "timestep_mean": 458.375, + "epsilon_norm": 8.26923656463623, + "prediction_norm": 6.473451137542725, + "timestamp": "2025-07-14T12:35:07.428089" + }, + { + "epoch": 2602, + "batch_idx": 64, + "loss": 0.4061799645423889, + "learning_rate": 0.00020737962298724525, + "timestep_mean": 443.71875, + "epsilon_norm": 7.6877760887146, + "prediction_norm": 6.255301475524902, + "timestamp": "2025-07-14T12:35:07.433373" + }, + { + "epoch": 2602, + "batch_idx": 96, + "loss": 0.1432241052389145, + "learning_rate": 0.00020737962298724525, + "timestep_mean": 467.1875, + "epsilon_norm": 6.659401893615723, + "prediction_norm": 5.9844183921813965, + "timestamp": "2025-07-14T12:35:07.438909" + }, + { + "epoch": 2602, + "batch_idx": 128, + "loss": 0.29556673765182495, + "learning_rate": 0.00020737962298724525, + "timestep_mean": 446.1875, + "epsilon_norm": 7.5659308433532715, + "prediction_norm": 5.536943435668945, + "timestamp": "2025-07-14T12:35:07.444092" + }, + { + "epoch": 2602, + "batch_idx": 160, + "loss": 0.27368372678756714, + "learning_rate": 0.00020737962298724525, + "timestep_mean": 429.0, + "epsilon_norm": 7.864902019500732, + "prediction_norm": 7.141323566436768, + "timestamp": "2025-07-14T12:35:07.449367" + }, + { + "epoch": 2602, + "batch_idx": 192, + "loss": 0.3215177059173584, + "learning_rate": 0.00020737962298724525, + "timestep_mean": 522.875, + "epsilon_norm": 4.026321887969971, + "prediction_norm": 3.3137896060943604, + "timestamp": "2025-07-14T12:35:07.454651" + }, + { + "epoch": 2603, + "batch_idx": 0, + "loss": 0.29898810386657715, + "learning_rate": 0.000208016831356757, + "timestep_mean": 424.28125, + "epsilon_norm": 7.6566691398620605, + "prediction_norm": 6.257069110870361, + "timestamp": "2025-07-14T12:35:07.459887" + }, + { + "epoch": 2603, + "batch_idx": 32, + "loss": 0.1661590337753296, + "learning_rate": 0.000208016831356757, + "timestep_mean": 497.21875, + "epsilon_norm": 8.190812110900879, + "prediction_norm": 7.069427013397217, + "timestamp": "2025-07-14T12:35:07.464964" + }, + { + "epoch": 2603, + "batch_idx": 64, + "loss": 0.18958358466625214, + "learning_rate": 0.000208016831356757, + "timestep_mean": 548.25, + "epsilon_norm": 7.850128173828125, + "prediction_norm": 6.890565395355225, + "timestamp": "2025-07-14T12:35:07.470119" + }, + { + "epoch": 2603, + "batch_idx": 96, + "loss": 0.25364744663238525, + "learning_rate": 0.000208016831356757, + "timestep_mean": 541.15625, + "epsilon_norm": 8.228944778442383, + "prediction_norm": 7.101609230041504, + "timestamp": "2025-07-14T12:35:07.475360" + }, + { + "epoch": 2603, + "batch_idx": 128, + "loss": 0.3848888874053955, + "learning_rate": 0.000208016831356757, + "timestep_mean": 519.9375, + "epsilon_norm": 8.103217124938965, + "prediction_norm": 6.611563682556152, + "timestamp": "2025-07-14T12:35:07.480563" + }, + { + "epoch": 2603, + "batch_idx": 160, + "loss": 0.2089935541152954, + "learning_rate": 0.000208016831356757, + "timestep_mean": 475.09375, + "epsilon_norm": 7.278067111968994, + "prediction_norm": 6.2887701988220215, + "timestamp": "2025-07-14T12:35:07.485850" + }, + { + "epoch": 2603, + "batch_idx": 192, + "loss": 0.20213639736175537, + "learning_rate": 0.000208016831356757, + "timestep_mean": 663.625, + "epsilon_norm": 3.8883774280548096, + "prediction_norm": 3.4408228397369385, + "timestamp": "2025-07-14T12:35:07.491093" + }, + { + "epoch": 2604, + "batch_idx": 0, + "loss": 0.3511599004268646, + "learning_rate": 0.00020865476016571218, + "timestep_mean": 486.3125, + "epsilon_norm": 7.940634727478027, + "prediction_norm": 6.56646203994751, + "timestamp": "2025-07-14T12:35:07.496419" + }, + { + "epoch": 2604, + "batch_idx": 32, + "loss": 0.20424184203147888, + "learning_rate": 0.00020865476016571218, + "timestep_mean": 412.1875, + "epsilon_norm": 7.287938594818115, + "prediction_norm": 6.314400672912598, + "timestamp": "2025-07-14T12:35:07.501501" + }, + { + "epoch": 2604, + "batch_idx": 64, + "loss": 0.3501240015029907, + "learning_rate": 0.00020865476016571218, + "timestep_mean": 408.21875, + "epsilon_norm": 8.018129348754883, + "prediction_norm": 6.23103141784668, + "timestamp": "2025-07-14T12:35:07.506479" + }, + { + "epoch": 2604, + "batch_idx": 96, + "loss": 0.24182021617889404, + "learning_rate": 0.00020865476016571218, + "timestep_mean": 499.40625, + "epsilon_norm": 7.497298240661621, + "prediction_norm": 6.436929702758789, + "timestamp": "2025-07-14T12:35:07.511604" + }, + { + "epoch": 2604, + "batch_idx": 128, + "loss": 0.3823881149291992, + "learning_rate": 0.00020865476016571218, + "timestep_mean": 453.0625, + "epsilon_norm": 7.164802551269531, + "prediction_norm": 6.212358474731445, + "timestamp": "2025-07-14T12:35:07.516701" + }, + { + "epoch": 2604, + "batch_idx": 160, + "loss": 0.206853985786438, + "learning_rate": 0.00020865476016571218, + "timestep_mean": 512.6875, + "epsilon_norm": 6.581127166748047, + "prediction_norm": 5.512667655944824, + "timestamp": "2025-07-14T12:35:07.522031" + }, + { + "epoch": 2604, + "batch_idx": 192, + "loss": 0.2671283483505249, + "learning_rate": 0.00020865476016571218, + "timestep_mean": 505.25, + "epsilon_norm": 3.992643117904663, + "prediction_norm": 3.376612663269043, + "timestamp": "2025-07-14T12:35:07.527198" + }, + { + "epoch": 2605, + "batch_idx": 0, + "loss": 0.24738360941410065, + "learning_rate": 0.00020929340784008523, + "timestep_mean": 515.8125, + "epsilon_norm": 7.190219402313232, + "prediction_norm": 5.700862884521484, + "timestamp": "2025-07-14T12:35:07.532357" + }, + { + "epoch": 2605, + "batch_idx": 32, + "loss": 0.3141249418258667, + "learning_rate": 0.00020929340784008523, + "timestep_mean": 553.25, + "epsilon_norm": 8.293429374694824, + "prediction_norm": 6.73675012588501, + "timestamp": "2025-07-14T12:35:07.537558" + }, + { + "epoch": 2605, + "batch_idx": 64, + "loss": 0.1652669608592987, + "learning_rate": 0.00020929340784008523, + "timestep_mean": 520.09375, + "epsilon_norm": 7.039402961730957, + "prediction_norm": 6.757987976074219, + "timestamp": "2025-07-14T12:35:07.542972" + }, + { + "epoch": 2605, + "batch_idx": 96, + "loss": 0.13919171690940857, + "learning_rate": 0.00020929340784008523, + "timestep_mean": 504.125, + "epsilon_norm": 8.008190155029297, + "prediction_norm": 7.198121070861816, + "timestamp": "2025-07-14T12:35:07.548115" + }, + { + "epoch": 2605, + "batch_idx": 128, + "loss": 0.4018106460571289, + "learning_rate": 0.00020929340784008523, + "timestep_mean": 437.15625, + "epsilon_norm": 8.575068473815918, + "prediction_norm": 7.060732841491699, + "timestamp": "2025-07-14T12:35:07.553254" + }, + { + "epoch": 2605, + "batch_idx": 160, + "loss": 0.3337043523788452, + "learning_rate": 0.00020929340784008523, + "timestep_mean": 449.40625, + "epsilon_norm": 7.905435085296631, + "prediction_norm": 6.800910949707031, + "timestamp": "2025-07-14T12:35:07.558709" + }, + { + "epoch": 2605, + "batch_idx": 192, + "loss": 0.2937650680541992, + "learning_rate": 0.00020929340784008523, + "timestep_mean": 350.875, + "epsilon_norm": 3.8433706760406494, + "prediction_norm": 2.4954285621643066, + "timestamp": "2025-07-14T12:35:07.563934" + }, + { + "epoch": 2606, + "batch_idx": 0, + "loss": 0.23974871635437012, + "learning_rate": 0.00020993277280407577, + "timestep_mean": 583.3125, + "epsilon_norm": 8.127534866333008, + "prediction_norm": 7.353804111480713, + "timestamp": "2025-07-14T12:35:07.569083" + }, + { + "epoch": 2606, + "batch_idx": 32, + "loss": 0.16469678282737732, + "learning_rate": 0.00020993277280407577, + "timestep_mean": 493.0625, + "epsilon_norm": 7.030440807342529, + "prediction_norm": 6.5775604248046875, + "timestamp": "2025-07-14T12:35:07.574319" + }, + { + "epoch": 2606, + "batch_idx": 64, + "loss": 0.21199041604995728, + "learning_rate": 0.00020993277280407577, + "timestep_mean": 568.03125, + "epsilon_norm": 9.034714698791504, + "prediction_norm": 7.833465099334717, + "timestamp": "2025-07-14T12:35:07.579413" + }, + { + "epoch": 2606, + "batch_idx": 96, + "loss": 0.1583690047264099, + "learning_rate": 0.00020993277280407577, + "timestep_mean": 634.96875, + "epsilon_norm": 8.306596755981445, + "prediction_norm": 7.584737300872803, + "timestamp": "2025-07-14T12:35:07.584617" + }, + { + "epoch": 2606, + "batch_idx": 128, + "loss": 0.30727750062942505, + "learning_rate": 0.00020993277280407577, + "timestep_mean": 464.125, + "epsilon_norm": 7.432719707489014, + "prediction_norm": 5.59854793548584, + "timestamp": "2025-07-14T12:35:07.589780" + }, + { + "epoch": 2606, + "batch_idx": 160, + "loss": 0.4074869155883789, + "learning_rate": 0.00020993277280407577, + "timestep_mean": 484.40625, + "epsilon_norm": 8.385416030883789, + "prediction_norm": 6.496545314788818, + "timestamp": "2025-07-14T12:35:07.594948" + }, + { + "epoch": 2606, + "batch_idx": 192, + "loss": 0.39460140466690063, + "learning_rate": 0.00020993277280407577, + "timestep_mean": 401.125, + "epsilon_norm": 3.603543758392334, + "prediction_norm": 2.866175889968872, + "timestamp": "2025-07-14T12:35:07.600135" + }, + { + "epoch": 2607, + "batch_idx": 0, + "loss": 0.3112082779407501, + "learning_rate": 0.00021057285348011472, + "timestep_mean": 505.625, + "epsilon_norm": 7.737798690795898, + "prediction_norm": 6.042008399963379, + "timestamp": "2025-07-14T12:35:07.605409" + }, + { + "epoch": 2607, + "batch_idx": 32, + "loss": 0.19615577161312103, + "learning_rate": 0.00021057285348011472, + "timestep_mean": 532.65625, + "epsilon_norm": 7.096879482269287, + "prediction_norm": 6.302920818328857, + "timestamp": "2025-07-14T12:35:07.610492" + }, + { + "epoch": 2607, + "batch_idx": 64, + "loss": 0.2234145998954773, + "learning_rate": 0.00021057285348011472, + "timestep_mean": 427.75, + "epsilon_norm": 6.865592002868652, + "prediction_norm": 5.730305194854736, + "timestamp": "2025-07-14T12:35:07.615607" + }, + { + "epoch": 2607, + "batch_idx": 96, + "loss": 0.5524297952651978, + "learning_rate": 0.00021057285348011472, + "timestep_mean": 392.375, + "epsilon_norm": 8.764808654785156, + "prediction_norm": 6.866793155670166, + "timestamp": "2025-07-14T12:35:07.620863" + }, + { + "epoch": 2607, + "batch_idx": 128, + "loss": 0.18217816948890686, + "learning_rate": 0.00021057285348011472, + "timestep_mean": 526.8125, + "epsilon_norm": 8.152237892150879, + "prediction_norm": 7.23264217376709, + "timestamp": "2025-07-14T12:35:07.626062" + }, + { + "epoch": 2607, + "batch_idx": 160, + "loss": 0.28905919194221497, + "learning_rate": 0.00021057285348011472, + "timestep_mean": 479.0, + "epsilon_norm": 8.068617820739746, + "prediction_norm": 7.151655197143555, + "timestamp": "2025-07-14T12:35:07.631123" + }, + { + "epoch": 2607, + "batch_idx": 192, + "loss": 0.4574774205684662, + "learning_rate": 0.00021057285348011472, + "timestep_mean": 467.125, + "epsilon_norm": 4.552955627441406, + "prediction_norm": 2.9669063091278076, + "timestamp": "2025-07-14T12:35:07.636299" + }, + { + "epoch": 2608, + "batch_idx": 0, + "loss": 0.13875934481620789, + "learning_rate": 0.00021121364828886663, + "timestep_mean": 542.21875, + "epsilon_norm": 8.771225929260254, + "prediction_norm": 8.26491641998291, + "timestamp": "2025-07-14T12:35:07.641408" + }, + { + "epoch": 2608, + "batch_idx": 32, + "loss": 0.2271653264760971, + "learning_rate": 0.00021121364828886663, + "timestep_mean": 468.75, + "epsilon_norm": 7.783134937286377, + "prediction_norm": 7.025710582733154, + "timestamp": "2025-07-14T12:35:07.646707" + }, + { + "epoch": 2608, + "batch_idx": 64, + "loss": 0.179517924785614, + "learning_rate": 0.00021121364828886663, + "timestep_mean": 550.96875, + "epsilon_norm": 8.331068992614746, + "prediction_norm": 7.245820999145508, + "timestamp": "2025-07-14T12:35:07.651598" + }, + { + "epoch": 2608, + "batch_idx": 96, + "loss": 0.1970176249742508, + "learning_rate": 0.00021121364828886663, + "timestep_mean": 489.65625, + "epsilon_norm": 7.061214447021484, + "prediction_norm": 6.441562652587891, + "timestamp": "2025-07-14T12:35:07.656520" + }, + { + "epoch": 2608, + "batch_idx": 128, + "loss": 0.3168637752532959, + "learning_rate": 0.00021121364828886663, + "timestep_mean": 512.6875, + "epsilon_norm": 7.218179225921631, + "prediction_norm": 5.883127689361572, + "timestamp": "2025-07-14T12:35:07.661633" + }, + { + "epoch": 2608, + "batch_idx": 160, + "loss": 0.2640344798564911, + "learning_rate": 0.00021121364828886663, + "timestep_mean": 518.71875, + "epsilon_norm": 7.519020080566406, + "prediction_norm": 6.319243431091309, + "timestamp": "2025-07-14T12:35:07.666733" + }, + { + "epoch": 2608, + "batch_idx": 192, + "loss": 0.17931614816188812, + "learning_rate": 0.00021121364828886663, + "timestep_mean": 622.0, + "epsilon_norm": 2.915834903717041, + "prediction_norm": 2.8935532569885254, + "timestamp": "2025-07-14T12:35:07.671851" + }, + { + "epoch": 2609, + "batch_idx": 0, + "loss": 0.16337013244628906, + "learning_rate": 0.00021185515564923398, + "timestep_mean": 531.15625, + "epsilon_norm": 7.9972710609436035, + "prediction_norm": 6.957895755767822, + "timestamp": "2025-07-14T12:35:07.676946" + }, + { + "epoch": 2609, + "batch_idx": 32, + "loss": 0.24895575642585754, + "learning_rate": 0.00021185515564923398, + "timestep_mean": 499.6875, + "epsilon_norm": 6.921679496765137, + "prediction_norm": 5.5943603515625, + "timestamp": "2025-07-14T12:35:07.682050" + }, + { + "epoch": 2609, + "batch_idx": 64, + "loss": 0.06205137073993683, + "learning_rate": 0.00021185515564923398, + "timestep_mean": 562.78125, + "epsilon_norm": 8.108981132507324, + "prediction_norm": 7.996636390686035, + "timestamp": "2025-07-14T12:35:07.687156" + }, + { + "epoch": 2609, + "batch_idx": 96, + "loss": 0.4075441360473633, + "learning_rate": 0.00021185515564923398, + "timestep_mean": 399.15625, + "epsilon_norm": 7.459129333496094, + "prediction_norm": 5.821137428283691, + "timestamp": "2025-07-14T12:35:07.692427" + }, + { + "epoch": 2609, + "batch_idx": 128, + "loss": 0.21801233291625977, + "learning_rate": 0.00021185515564923398, + "timestep_mean": 457.375, + "epsilon_norm": 6.914969444274902, + "prediction_norm": 6.484511852264404, + "timestamp": "2025-07-14T12:35:07.697643" + }, + { + "epoch": 2609, + "batch_idx": 160, + "loss": 0.4107104539871216, + "learning_rate": 0.00021185515564923398, + "timestep_mean": 437.875, + "epsilon_norm": 7.976863384246826, + "prediction_norm": 6.666613578796387, + "timestamp": "2025-07-14T12:35:07.702785" + }, + { + "epoch": 2609, + "batch_idx": 192, + "loss": 0.038807161152362823, + "learning_rate": 0.00021185515564923398, + "timestep_mean": 750.75, + "epsilon_norm": 4.34796142578125, + "prediction_norm": 4.528717994689941, + "timestamp": "2025-07-14T12:35:07.707924" + }, + { + "epoch": 2610, + "batch_idx": 0, + "loss": 0.3594897985458374, + "learning_rate": 0.00021249737397836108, + "timestep_mean": 529.09375, + "epsilon_norm": 7.905425071716309, + "prediction_norm": 6.253667831420898, + "timestamp": "2025-07-14T12:35:07.713106" + }, + { + "epoch": 2610, + "batch_idx": 32, + "loss": 0.25159841775894165, + "learning_rate": 0.00021249737397836108, + "timestep_mean": 571.0, + "epsilon_norm": 7.7135090827941895, + "prediction_norm": 6.369748592376709, + "timestamp": "2025-07-14T12:35:07.718213" + }, + { + "epoch": 2610, + "batch_idx": 64, + "loss": 0.2387339025735855, + "learning_rate": 0.00021249737397836108, + "timestep_mean": 575.21875, + "epsilon_norm": 7.785093784332275, + "prediction_norm": 6.614022254943848, + "timestamp": "2025-07-14T12:35:07.723511" + }, + { + "epoch": 2610, + "batch_idx": 96, + "loss": 0.18999792635440826, + "learning_rate": 0.00021249737397836108, + "timestep_mean": 499.46875, + "epsilon_norm": 7.0918192863464355, + "prediction_norm": 6.5325236320495605, + "timestamp": "2025-07-14T12:35:07.728717" + }, + { + "epoch": 2610, + "batch_idx": 128, + "loss": 0.22659315168857574, + "learning_rate": 0.00021249737397836108, + "timestep_mean": 497.34375, + "epsilon_norm": 7.890143394470215, + "prediction_norm": 7.063417434692383, + "timestamp": "2025-07-14T12:35:07.734085" + }, + { + "epoch": 2610, + "batch_idx": 160, + "loss": 0.3144068121910095, + "learning_rate": 0.00021249737397836108, + "timestep_mean": 475.25, + "epsilon_norm": 8.307135581970215, + "prediction_norm": 6.683547496795654, + "timestamp": "2025-07-14T12:35:07.739264" + }, + { + "epoch": 2610, + "batch_idx": 192, + "loss": 0.4089105725288391, + "learning_rate": 0.00021249737397836108, + "timestep_mean": 484.875, + "epsilon_norm": 5.280938148498535, + "prediction_norm": 3.999006748199463, + "timestamp": "2025-07-14T12:35:07.744504" + }, + { + "epoch": 2611, + "batch_idx": 0, + "loss": 0.19945421814918518, + "learning_rate": 0.00021314030169163815, + "timestep_mean": 459.8125, + "epsilon_norm": 8.08784008026123, + "prediction_norm": 6.896647930145264, + "timestamp": "2025-07-14T12:35:07.749539" + }, + { + "epoch": 2611, + "batch_idx": 32, + "loss": 0.16931909322738647, + "learning_rate": 0.00021314030169163815, + "timestep_mean": 578.78125, + "epsilon_norm": 7.638345718383789, + "prediction_norm": 7.076290607452393, + "timestamp": "2025-07-14T12:35:07.754642" + }, + { + "epoch": 2611, + "batch_idx": 64, + "loss": 0.26613226532936096, + "learning_rate": 0.00021314030169163815, + "timestep_mean": 561.34375, + "epsilon_norm": 7.910120010375977, + "prediction_norm": 7.259274005889893, + "timestamp": "2025-07-14T12:35:07.759826" + }, + { + "epoch": 2611, + "batch_idx": 96, + "loss": 0.19891361892223358, + "learning_rate": 0.00021314030169163815, + "timestep_mean": 509.8125, + "epsilon_norm": 6.644090175628662, + "prediction_norm": 5.706547737121582, + "timestamp": "2025-07-14T12:35:07.764885" + }, + { + "epoch": 2611, + "batch_idx": 128, + "loss": 0.303070992231369, + "learning_rate": 0.00021314030169163815, + "timestep_mean": 415.53125, + "epsilon_norm": 7.436195373535156, + "prediction_norm": 6.1880879402160645, + "timestamp": "2025-07-14T12:35:07.770046" + }, + { + "epoch": 2611, + "batch_idx": 160, + "loss": 0.4606471061706543, + "learning_rate": 0.00021314030169163815, + "timestep_mean": 432.875, + "epsilon_norm": 7.540909290313721, + "prediction_norm": 5.657779216766357, + "timestamp": "2025-07-14T12:35:07.775121" + }, + { + "epoch": 2611, + "batch_idx": 192, + "loss": 0.376437783241272, + "learning_rate": 0.00021314030169163815, + "timestep_mean": 466.625, + "epsilon_norm": 3.4923009872436523, + "prediction_norm": 3.4690823554992676, + "timestamp": "2025-07-14T12:35:07.780411" + }, + { + "epoch": 2612, + "batch_idx": 0, + "loss": 0.24643835425376892, + "learning_rate": 0.00021378393720270522, + "timestep_mean": 537.40625, + "epsilon_norm": 7.455161094665527, + "prediction_norm": 6.318399906158447, + "timestamp": "2025-07-14T12:35:07.785617" + }, + { + "epoch": 2612, + "batch_idx": 32, + "loss": 0.07835909724235535, + "learning_rate": 0.00021378393720270522, + "timestep_mean": 564.125, + "epsilon_norm": 6.4466657638549805, + "prediction_norm": 6.178186893463135, + "timestamp": "2025-07-14T12:35:07.790858" + }, + { + "epoch": 2612, + "batch_idx": 64, + "loss": 0.1946597397327423, + "learning_rate": 0.00021378393720270522, + "timestep_mean": 533.9375, + "epsilon_norm": 8.028775215148926, + "prediction_norm": 6.6802215576171875, + "timestamp": "2025-07-14T12:35:07.796090" + }, + { + "epoch": 2612, + "batch_idx": 96, + "loss": 0.26767420768737793, + "learning_rate": 0.00021378393720270522, + "timestep_mean": 466.5, + "epsilon_norm": 7.286527633666992, + "prediction_norm": 5.954735279083252, + "timestamp": "2025-07-14T12:35:07.801312" + }, + { + "epoch": 2612, + "batch_idx": 128, + "loss": 0.40690988302230835, + "learning_rate": 0.00021378393720270522, + "timestep_mean": 554.25, + "epsilon_norm": 8.264520645141602, + "prediction_norm": 6.756015300750732, + "timestamp": "2025-07-14T12:35:07.806571" + }, + { + "epoch": 2612, + "batch_idx": 160, + "loss": 0.39810559153556824, + "learning_rate": 0.00021378393720270522, + "timestep_mean": 554.625, + "epsilon_norm": 8.482723236083984, + "prediction_norm": 6.633872985839844, + "timestamp": "2025-07-14T12:35:07.811872" + }, + { + "epoch": 2612, + "batch_idx": 192, + "loss": 0.31324848532676697, + "learning_rate": 0.00021378393720270522, + "timestep_mean": 549.125, + "epsilon_norm": 3.2096989154815674, + "prediction_norm": 2.5720951557159424, + "timestamp": "2025-07-14T12:35:07.817019" + }, + { + "epoch": 2613, + "batch_idx": 0, + "loss": 0.2585686445236206, + "learning_rate": 0.00021442827892345466, + "timestep_mean": 550.53125, + "epsilon_norm": 8.469603538513184, + "prediction_norm": 7.254713535308838, + "timestamp": "2025-07-14T12:35:07.822064" + }, + { + "epoch": 2613, + "batch_idx": 32, + "loss": 0.1700810045003891, + "learning_rate": 0.00021442827892345466, + "timestep_mean": 518.625, + "epsilon_norm": 8.196917533874512, + "prediction_norm": 6.675836563110352, + "timestamp": "2025-07-14T12:35:07.827008" + }, + { + "epoch": 2613, + "batch_idx": 64, + "loss": 0.23582381010055542, + "learning_rate": 0.00021442827892345466, + "timestep_mean": 512.375, + "epsilon_norm": 7.321093559265137, + "prediction_norm": 6.176888465881348, + "timestamp": "2025-07-14T12:35:07.832060" + }, + { + "epoch": 2613, + "batch_idx": 96, + "loss": 0.27637922763824463, + "learning_rate": 0.00021442827892345466, + "timestep_mean": 542.78125, + "epsilon_norm": 8.486833572387695, + "prediction_norm": 7.160052299499512, + "timestamp": "2025-07-14T12:35:07.837250" + }, + { + "epoch": 2613, + "batch_idx": 128, + "loss": 0.3264016807079315, + "learning_rate": 0.00021442827892345466, + "timestep_mean": 504.15625, + "epsilon_norm": 8.69902515411377, + "prediction_norm": 6.780730247497559, + "timestamp": "2025-07-14T12:35:07.842489" + }, + { + "epoch": 2613, + "batch_idx": 160, + "loss": 0.2637297213077545, + "learning_rate": 0.00021442827892345466, + "timestep_mean": 510.34375, + "epsilon_norm": 7.510804653167725, + "prediction_norm": 6.151458740234375, + "timestamp": "2025-07-14T12:35:07.847545" + }, + { + "epoch": 2613, + "batch_idx": 192, + "loss": 0.08236665278673172, + "learning_rate": 0.00021442827892345466, + "timestep_mean": 628.875, + "epsilon_norm": 4.282102108001709, + "prediction_norm": 4.06465482711792, + "timestamp": "2025-07-14T12:35:07.852604" + }, + { + "epoch": 2614, + "batch_idx": 0, + "loss": 0.37210017442703247, + "learning_rate": 0.00021507332526403834, + "timestep_mean": 466.1875, + "epsilon_norm": 8.19683837890625, + "prediction_norm": 6.506934642791748, + "timestamp": "2025-07-14T12:35:07.857757" + }, + { + "epoch": 2614, + "batch_idx": 32, + "loss": 0.20360887050628662, + "learning_rate": 0.00021507332526403834, + "timestep_mean": 554.75, + "epsilon_norm": 9.025307655334473, + "prediction_norm": 8.13211441040039, + "timestamp": "2025-07-14T12:35:07.862841" + }, + { + "epoch": 2614, + "batch_idx": 64, + "loss": 0.16706976294517517, + "learning_rate": 0.00021507332526403834, + "timestep_mean": 525.59375, + "epsilon_norm": 7.416891574859619, + "prediction_norm": 7.309587478637695, + "timestamp": "2025-07-14T12:35:07.868071" + }, + { + "epoch": 2614, + "batch_idx": 96, + "loss": 0.18066297471523285, + "learning_rate": 0.00021507332526403834, + "timestep_mean": 546.0625, + "epsilon_norm": 6.657347202301025, + "prediction_norm": 6.022051811218262, + "timestamp": "2025-07-14T12:35:07.873227" + }, + { + "epoch": 2614, + "batch_idx": 128, + "loss": 0.407161682844162, + "learning_rate": 0.00021507332526403834, + "timestep_mean": 482.34375, + "epsilon_norm": 10.145938873291016, + "prediction_norm": 8.50416374206543, + "timestamp": "2025-07-14T12:35:07.878377" + }, + { + "epoch": 2614, + "batch_idx": 160, + "loss": 0.13391493260860443, + "learning_rate": 0.00021507332526403834, + "timestep_mean": 549.03125, + "epsilon_norm": 6.824704170227051, + "prediction_norm": 6.156678199768066, + "timestamp": "2025-07-14T12:35:07.883711" + }, + { + "epoch": 2614, + "batch_idx": 192, + "loss": 0.2055634707212448, + "learning_rate": 0.00021507332526403834, + "timestep_mean": 431.625, + "epsilon_norm": 5.009241580963135, + "prediction_norm": 4.1972270011901855, + "timestamp": "2025-07-14T12:35:07.888899" + }, + { + "epoch": 2615, + "batch_idx": 0, + "loss": 0.5075329542160034, + "learning_rate": 0.00021571907463286858, + "timestep_mean": 412.6875, + "epsilon_norm": 8.82982349395752, + "prediction_norm": 7.06589412689209, + "timestamp": "2025-07-14T12:35:07.894081" + }, + { + "epoch": 2615, + "batch_idx": 32, + "loss": 0.194560244679451, + "learning_rate": 0.00021571907463286858, + "timestep_mean": 482.40625, + "epsilon_norm": 8.71136474609375, + "prediction_norm": 7.610128879547119, + "timestamp": "2025-07-14T12:35:07.899313" + }, + { + "epoch": 2615, + "batch_idx": 64, + "loss": 0.36173346638679504, + "learning_rate": 0.00021571907463286858, + "timestep_mean": 504.5625, + "epsilon_norm": 9.614278793334961, + "prediction_norm": 7.956759452819824, + "timestamp": "2025-07-14T12:35:07.904453" + }, + { + "epoch": 2615, + "batch_idx": 96, + "loss": 0.20172283053398132, + "learning_rate": 0.00021571907463286858, + "timestep_mean": 571.03125, + "epsilon_norm": 9.218526840209961, + "prediction_norm": 8.350691795349121, + "timestamp": "2025-07-14T12:35:07.909616" + }, + { + "epoch": 2615, + "batch_idx": 128, + "loss": 0.2627203166484833, + "learning_rate": 0.00021571907463286858, + "timestep_mean": 504.78125, + "epsilon_norm": 7.199901103973389, + "prediction_norm": 6.055924892425537, + "timestamp": "2025-07-14T12:35:07.914636" + }, + { + "epoch": 2615, + "batch_idx": 160, + "loss": 0.2529730796813965, + "learning_rate": 0.00021571907463286858, + "timestep_mean": 481.09375, + "epsilon_norm": 7.834526538848877, + "prediction_norm": 7.082894325256348, + "timestamp": "2025-07-14T12:35:07.919872" + }, + { + "epoch": 2615, + "batch_idx": 192, + "loss": 0.10435186326503754, + "learning_rate": 0.00021571907463286858, + "timestep_mean": 561.625, + "epsilon_norm": 4.076540946960449, + "prediction_norm": 3.9172563552856445, + "timestamp": "2025-07-14T12:35:07.924937" + }, + { + "epoch": 2616, + "batch_idx": 0, + "loss": 0.3867471218109131, + "learning_rate": 0.00021636552543662226, + "timestep_mean": 499.125, + "epsilon_norm": 9.030305862426758, + "prediction_norm": 7.832205295562744, + "timestamp": "2025-07-14T12:35:07.930310" + }, + { + "epoch": 2616, + "batch_idx": 32, + "loss": 0.2859496474266052, + "learning_rate": 0.00021636552543662226, + "timestep_mean": 485.5, + "epsilon_norm": 8.019511222839355, + "prediction_norm": 7.153493881225586, + "timestamp": "2025-07-14T12:35:07.935534" + }, + { + "epoch": 2616, + "batch_idx": 64, + "loss": 0.19267421960830688, + "learning_rate": 0.00021636552543662226, + "timestep_mean": 452.90625, + "epsilon_norm": 7.416889190673828, + "prediction_norm": 6.8004326820373535, + "timestamp": "2025-07-14T12:35:07.940729" + }, + { + "epoch": 2616, + "batch_idx": 96, + "loss": 0.25771838426589966, + "learning_rate": 0.00021636552543662226, + "timestep_mean": 431.75, + "epsilon_norm": 7.581114768981934, + "prediction_norm": 6.639876365661621, + "timestamp": "2025-07-14T12:35:07.945898" + }, + { + "epoch": 2616, + "batch_idx": 128, + "loss": 0.2781926393508911, + "learning_rate": 0.00021636552543662226, + "timestep_mean": 454.09375, + "epsilon_norm": 8.826255798339844, + "prediction_norm": 7.50563907623291, + "timestamp": "2025-07-14T12:35:07.951289" + }, + { + "epoch": 2616, + "batch_idx": 160, + "loss": 0.4000979959964752, + "learning_rate": 0.00021636552543662226, + "timestep_mean": 477.46875, + "epsilon_norm": 6.920144081115723, + "prediction_norm": 5.455776214599609, + "timestamp": "2025-07-14T12:35:07.956368" + }, + { + "epoch": 2616, + "batch_idx": 192, + "loss": 0.06800686568021774, + "learning_rate": 0.00021636552543662226, + "timestep_mean": 469.0, + "epsilon_norm": 3.7983038425445557, + "prediction_norm": 3.6640713214874268, + "timestamp": "2025-07-14T12:35:07.961473" + }, + { + "epoch": 2617, + "batch_idx": 0, + "loss": 0.3174740970134735, + "learning_rate": 0.00021701267608024663, + "timestep_mean": 464.9375, + "epsilon_norm": 8.25096607208252, + "prediction_norm": 6.758501052856445, + "timestamp": "2025-07-14T12:35:07.966771" + }, + { + "epoch": 2617, + "batch_idx": 32, + "loss": 0.32614725828170776, + "learning_rate": 0.00021701267608024663, + "timestep_mean": 436.875, + "epsilon_norm": 9.012701988220215, + "prediction_norm": 7.069516658782959, + "timestamp": "2025-07-14T12:35:07.972007" + }, + { + "epoch": 2617, + "batch_idx": 64, + "loss": 0.3374253213405609, + "learning_rate": 0.00021701267608024663, + "timestep_mean": 447.25, + "epsilon_norm": 9.077332496643066, + "prediction_norm": 7.7942280769348145, + "timestamp": "2025-07-14T12:35:07.977321" + }, + { + "epoch": 2617, + "batch_idx": 96, + "loss": 0.2242065966129303, + "learning_rate": 0.00021701267608024663, + "timestep_mean": 457.71875, + "epsilon_norm": 8.172785758972168, + "prediction_norm": 6.760287284851074, + "timestamp": "2025-07-14T12:35:07.982524" + }, + { + "epoch": 2617, + "batch_idx": 128, + "loss": 0.2887705862522125, + "learning_rate": 0.00021701267608024663, + "timestep_mean": 508.59375, + "epsilon_norm": 8.683385848999023, + "prediction_norm": 7.3227128982543945, + "timestamp": "2025-07-14T12:35:07.987628" + }, + { + "epoch": 2617, + "batch_idx": 160, + "loss": 0.3327980637550354, + "learning_rate": 0.00021701267608024663, + "timestep_mean": 543.0, + "epsilon_norm": 9.660762786865234, + "prediction_norm": 8.13430118560791, + "timestamp": "2025-07-14T12:35:07.992904" + }, + { + "epoch": 2617, + "batch_idx": 192, + "loss": 0.3979127109050751, + "learning_rate": 0.00021701267608024663, + "timestep_mean": 493.25, + "epsilon_norm": 3.6613969802856445, + "prediction_norm": 2.932898759841919, + "timestamp": "2025-07-14T12:35:07.998064" + }, + { + "epoch": 2618, + "batch_idx": 0, + "loss": 0.26493892073631287, + "learning_rate": 0.0002176605249669619, + "timestep_mean": 489.4375, + "epsilon_norm": 8.638567924499512, + "prediction_norm": 7.712391376495361, + "timestamp": "2025-07-14T12:35:08.003193" + }, + { + "epoch": 2618, + "batch_idx": 32, + "loss": 0.3129507899284363, + "learning_rate": 0.0002176605249669619, + "timestep_mean": 494.9375, + "epsilon_norm": 6.9411540031433105, + "prediction_norm": 5.988248825073242, + "timestamp": "2025-07-14T12:35:08.008667" + }, + { + "epoch": 2618, + "batch_idx": 64, + "loss": 0.27141696214675903, + "learning_rate": 0.0002176605249669619, + "timestep_mean": 586.375, + "epsilon_norm": 7.794902801513672, + "prediction_norm": 6.611043453216553, + "timestamp": "2025-07-14T12:35:08.013837" + }, + { + "epoch": 2618, + "batch_idx": 96, + "loss": 0.24206221103668213, + "learning_rate": 0.0002176605249669619, + "timestep_mean": 517.34375, + "epsilon_norm": 7.4765305519104, + "prediction_norm": 6.530993461608887, + "timestamp": "2025-07-14T12:35:08.018994" + }, + { + "epoch": 2618, + "batch_idx": 128, + "loss": 0.2239842712879181, + "learning_rate": 0.0002176605249669619, + "timestep_mean": 593.8125, + "epsilon_norm": 8.174649238586426, + "prediction_norm": 6.810091018676758, + "timestamp": "2025-07-14T12:35:08.024299" + }, + { + "epoch": 2618, + "batch_idx": 160, + "loss": 0.21452419459819794, + "learning_rate": 0.0002176605249669619, + "timestep_mean": 529.40625, + "epsilon_norm": 9.122286796569824, + "prediction_norm": 7.983526706695557, + "timestamp": "2025-07-14T12:35:08.029501" + }, + { + "epoch": 2618, + "batch_idx": 192, + "loss": 0.1363930106163025, + "learning_rate": 0.0002176605249669619, + "timestep_mean": 710.875, + "epsilon_norm": 4.035601615905762, + "prediction_norm": 3.6741957664489746, + "timestamp": "2025-07-14T12:35:08.034633" + }, + { + "epoch": 2619, + "batch_idx": 0, + "loss": 0.24801476299762726, + "learning_rate": 0.00021830907049826524, + "timestep_mean": 454.90625, + "epsilon_norm": 8.793107986450195, + "prediction_norm": 7.648248672485352, + "timestamp": "2025-07-14T12:35:08.039953" + }, + { + "epoch": 2619, + "batch_idx": 32, + "loss": 0.4267863631248474, + "learning_rate": 0.00021830907049826524, + "timestep_mean": 467.0, + "epsilon_norm": 9.160626411437988, + "prediction_norm": 7.241775035858154, + "timestamp": "2025-07-14T12:35:08.045098" + }, + { + "epoch": 2619, + "batch_idx": 64, + "loss": 0.388383686542511, + "learning_rate": 0.00021830907049826524, + "timestep_mean": 493.28125, + "epsilon_norm": 8.830245971679688, + "prediction_norm": 6.806769371032715, + "timestamp": "2025-07-14T12:35:08.050357" + }, + { + "epoch": 2619, + "batch_idx": 96, + "loss": 0.16427773237228394, + "learning_rate": 0.00021830907049826524, + "timestep_mean": 514.71875, + "epsilon_norm": 7.943325996398926, + "prediction_norm": 7.086945533752441, + "timestamp": "2025-07-14T12:35:08.055643" + }, + { + "epoch": 2619, + "batch_idx": 128, + "loss": 0.2918981909751892, + "learning_rate": 0.00021830907049826524, + "timestep_mean": 404.96875, + "epsilon_norm": 7.374935150146484, + "prediction_norm": 6.133610725402832, + "timestamp": "2025-07-14T12:35:08.060828" + }, + { + "epoch": 2619, + "batch_idx": 160, + "loss": 0.28795552253723145, + "learning_rate": 0.00021830907049826524, + "timestep_mean": 506.25, + "epsilon_norm": 8.918401718139648, + "prediction_norm": 7.313405990600586, + "timestamp": "2025-07-14T12:35:08.065956" + }, + { + "epoch": 2619, + "batch_idx": 192, + "loss": 0.15844401717185974, + "learning_rate": 0.00021830907049826524, + "timestep_mean": 505.375, + "epsilon_norm": 3.5933918952941895, + "prediction_norm": 2.618748664855957, + "timestamp": "2025-07-14T12:35:08.071191" + }, + { + "epoch": 2620, + "batch_idx": 0, + "loss": 0.18647558987140656, + "learning_rate": 0.000218958311073935, + "timestep_mean": 521.625, + "epsilon_norm": 7.680990219116211, + "prediction_norm": 7.121603488922119, + "timestamp": "2025-07-14T12:35:08.076432" + }, + { + "epoch": 2620, + "batch_idx": 32, + "loss": 0.33783361315727234, + "learning_rate": 0.000218958311073935, + "timestep_mean": 401.625, + "epsilon_norm": 8.657742500305176, + "prediction_norm": 6.839423656463623, + "timestamp": "2025-07-14T12:35:08.081585" + }, + { + "epoch": 2620, + "batch_idx": 64, + "loss": 0.13630537688732147, + "learning_rate": 0.000218958311073935, + "timestep_mean": 548.5625, + "epsilon_norm": 7.82394552230835, + "prediction_norm": 7.049737453460693, + "timestamp": "2025-07-14T12:35:08.086876" + }, + { + "epoch": 2620, + "batch_idx": 96, + "loss": 0.22923141717910767, + "learning_rate": 0.000218958311073935, + "timestep_mean": 529.75, + "epsilon_norm": 7.776688098907471, + "prediction_norm": 6.980798244476318, + "timestamp": "2025-07-14T12:35:08.092189" + }, + { + "epoch": 2620, + "batch_idx": 128, + "loss": 0.30490657687187195, + "learning_rate": 0.000218958311073935, + "timestep_mean": 494.21875, + "epsilon_norm": 8.384552001953125, + "prediction_norm": 6.915313243865967, + "timestamp": "2025-07-14T12:35:08.097313" + }, + { + "epoch": 2620, + "batch_idx": 160, + "loss": 0.35224950313568115, + "learning_rate": 0.000218958311073935, + "timestep_mean": 499.1875, + "epsilon_norm": 7.9511003494262695, + "prediction_norm": 6.577526569366455, + "timestamp": "2025-07-14T12:35:08.102513" + }, + { + "epoch": 2620, + "batch_idx": 192, + "loss": 0.3059859871864319, + "learning_rate": 0.000218958311073935, + "timestep_mean": 492.0, + "epsilon_norm": 3.421724557876587, + "prediction_norm": 2.542604923248291, + "timestamp": "2025-07-14T12:35:08.107736" + }, + { + "epoch": 2621, + "batch_idx": 0, + "loss": 0.40438032150268555, + "learning_rate": 0.0002196082450920347, + "timestep_mean": 530.5, + "epsilon_norm": 9.79992389678955, + "prediction_norm": 9.077986717224121, + "timestamp": "2025-07-14T12:35:08.112794" + }, + { + "epoch": 2621, + "batch_idx": 32, + "loss": 0.42717444896698, + "learning_rate": 0.0002196082450920347, + "timestep_mean": 496.65625, + "epsilon_norm": 8.585848808288574, + "prediction_norm": 7.5036234855651855, + "timestamp": "2025-07-14T12:35:08.117978" + }, + { + "epoch": 2621, + "batch_idx": 64, + "loss": 0.530454695224762, + "learning_rate": 0.0002196082450920347, + "timestep_mean": 448.46875, + "epsilon_norm": 8.697266578674316, + "prediction_norm": 6.987112045288086, + "timestamp": "2025-07-14T12:35:08.123211" + }, + { + "epoch": 2621, + "batch_idx": 96, + "loss": 0.2482222616672516, + "learning_rate": 0.0002196082450920347, + "timestep_mean": 482.625, + "epsilon_norm": 7.760384559631348, + "prediction_norm": 6.538848876953125, + "timestamp": "2025-07-14T12:35:08.128494" + }, + { + "epoch": 2621, + "batch_idx": 128, + "loss": 0.21641486883163452, + "learning_rate": 0.0002196082450920347, + "timestep_mean": 502.59375, + "epsilon_norm": 8.435503005981445, + "prediction_norm": 7.5327558517456055, + "timestamp": "2025-07-14T12:35:08.133883" + }, + { + "epoch": 2621, + "batch_idx": 160, + "loss": 0.1949012279510498, + "learning_rate": 0.0002196082450920347, + "timestep_mean": 483.15625, + "epsilon_norm": 8.373353004455566, + "prediction_norm": 7.2313337326049805, + "timestamp": "2025-07-14T12:35:08.139049" + }, + { + "epoch": 2621, + "batch_idx": 192, + "loss": 0.1269359290599823, + "learning_rate": 0.0002196082450920347, + "timestep_mean": 528.375, + "epsilon_norm": 3.225308656692505, + "prediction_norm": 3.34588623046875, + "timestamp": "2025-07-14T12:35:08.144188" + }, + { + "epoch": 2622, + "batch_idx": 0, + "loss": 0.25631874799728394, + "learning_rate": 0.00022025887094891716, + "timestep_mean": 503.84375, + "epsilon_norm": 8.69653606414795, + "prediction_norm": 7.83463191986084, + "timestamp": "2025-07-14T12:35:08.149449" + }, + { + "epoch": 2622, + "batch_idx": 32, + "loss": 0.291897714138031, + "learning_rate": 0.00022025887094891716, + "timestep_mean": 428.03125, + "epsilon_norm": 7.705698013305664, + "prediction_norm": 6.398762226104736, + "timestamp": "2025-07-14T12:35:08.154568" + }, + { + "epoch": 2622, + "batch_idx": 64, + "loss": 0.4793597459793091, + "learning_rate": 0.00022025887094891716, + "timestep_mean": 468.0625, + "epsilon_norm": 8.174398422241211, + "prediction_norm": 7.0057501792907715, + "timestamp": "2025-07-14T12:35:08.159727" + }, + { + "epoch": 2622, + "batch_idx": 96, + "loss": 0.17958587408065796, + "learning_rate": 0.00022025887094891716, + "timestep_mean": 534.0, + "epsilon_norm": 7.474579334259033, + "prediction_norm": 6.7114667892456055, + "timestamp": "2025-07-14T12:35:08.164924" + }, + { + "epoch": 2622, + "batch_idx": 128, + "loss": 0.19610095024108887, + "learning_rate": 0.00022025887094891716, + "timestep_mean": 473.28125, + "epsilon_norm": 8.218151092529297, + "prediction_norm": 7.182568550109863, + "timestamp": "2025-07-14T12:35:08.169873" + }, + { + "epoch": 2622, + "batch_idx": 160, + "loss": 0.1858794093132019, + "learning_rate": 0.00022025887094891716, + "timestep_mean": 544.8125, + "epsilon_norm": 7.981020450592041, + "prediction_norm": 7.383313179016113, + "timestamp": "2025-07-14T12:35:08.174787" + }, + { + "epoch": 2622, + "batch_idx": 192, + "loss": 0.07431825250387192, + "learning_rate": 0.00022025887094891716, + "timestep_mean": 513.75, + "epsilon_norm": 3.3817622661590576, + "prediction_norm": 3.286623477935791, + "timestamp": "2025-07-14T12:35:08.179742" + }, + { + "epoch": 2623, + "batch_idx": 0, + "loss": 0.171286940574646, + "learning_rate": 0.0002209101870392269, + "timestep_mean": 587.125, + "epsilon_norm": 8.44792652130127, + "prediction_norm": 7.566708564758301, + "timestamp": "2025-07-14T12:35:08.184676" + }, + { + "epoch": 2623, + "batch_idx": 32, + "loss": 0.5407925844192505, + "learning_rate": 0.0002209101870392269, + "timestep_mean": 466.96875, + "epsilon_norm": 8.867061614990234, + "prediction_norm": 6.986232757568359, + "timestamp": "2025-07-14T12:35:08.189543" + }, + { + "epoch": 2623, + "batch_idx": 64, + "loss": 0.35929152369499207, + "learning_rate": 0.0002209101870392269, + "timestep_mean": 535.78125, + "epsilon_norm": 7.451480388641357, + "prediction_norm": 6.408701419830322, + "timestamp": "2025-07-14T12:35:08.194488" + }, + { + "epoch": 2623, + "batch_idx": 96, + "loss": 0.3541179895401001, + "learning_rate": 0.0002209101870392269, + "timestep_mean": 471.28125, + "epsilon_norm": 8.647561073303223, + "prediction_norm": 7.812666893005371, + "timestamp": "2025-07-14T12:35:08.199411" + }, + { + "epoch": 2623, + "batch_idx": 128, + "loss": 0.2572042942047119, + "learning_rate": 0.0002209101870392269, + "timestep_mean": 477.65625, + "epsilon_norm": 8.272738456726074, + "prediction_norm": 7.431492328643799, + "timestamp": "2025-07-14T12:35:08.204262" + }, + { + "epoch": 2623, + "batch_idx": 160, + "loss": 0.3125804364681244, + "learning_rate": 0.0002209101870392269, + "timestep_mean": 463.8125, + "epsilon_norm": 8.554793357849121, + "prediction_norm": 7.092367172241211, + "timestamp": "2025-07-14T12:35:08.209275" + }, + { + "epoch": 2623, + "batch_idx": 192, + "loss": 0.3823462128639221, + "learning_rate": 0.0002209101870392269, + "timestep_mean": 431.875, + "epsilon_norm": 3.900689125061035, + "prediction_norm": 3.369847536087036, + "timestamp": "2025-07-14T12:35:08.214134" + }, + { + "epoch": 2624, + "batch_idx": 0, + "loss": 0.14497047662734985, + "learning_rate": 0.0002215621917559062, + "timestep_mean": 533.09375, + "epsilon_norm": 7.8120856285095215, + "prediction_norm": 7.494575500488281, + "timestamp": "2025-07-14T12:35:08.219038" + }, + { + "epoch": 2624, + "batch_idx": 32, + "loss": 0.5920984148979187, + "learning_rate": 0.0002215621917559062, + "timestep_mean": 479.59375, + "epsilon_norm": 8.103014945983887, + "prediction_norm": 5.80477237701416, + "timestamp": "2025-07-14T12:35:08.223997" + }, + { + "epoch": 2624, + "batch_idx": 64, + "loss": 0.20172978937625885, + "learning_rate": 0.0002215621917559062, + "timestep_mean": 486.84375, + "epsilon_norm": 8.782331466674805, + "prediction_norm": 7.421592712402344, + "timestamp": "2025-07-14T12:35:08.228874" + }, + { + "epoch": 2624, + "batch_idx": 96, + "loss": 0.20883189141750336, + "learning_rate": 0.0002215621917559062, + "timestep_mean": 467.4375, + "epsilon_norm": 7.016066551208496, + "prediction_norm": 6.099623680114746, + "timestamp": "2025-07-14T12:35:08.233849" + }, + { + "epoch": 2624, + "batch_idx": 128, + "loss": 0.20263585448265076, + "learning_rate": 0.0002215621917559062, + "timestep_mean": 547.65625, + "epsilon_norm": 8.004969596862793, + "prediction_norm": 6.856678485870361, + "timestamp": "2025-07-14T12:35:08.238714" + }, + { + "epoch": 2624, + "batch_idx": 160, + "loss": 0.322068452835083, + "learning_rate": 0.0002215621917559062, + "timestep_mean": 459.21875, + "epsilon_norm": 6.839826583862305, + "prediction_norm": 5.612168788909912, + "timestamp": "2025-07-14T12:35:08.243615" + }, + { + "epoch": 2624, + "batch_idx": 192, + "loss": 0.12018995732069016, + "learning_rate": 0.0002215621917559062, + "timestep_mean": 471.375, + "epsilon_norm": 4.1350603103637695, + "prediction_norm": 3.5676627159118652, + "timestamp": "2025-07-14T12:35:08.248482" + }, + { + "epoch": 2625, + "batch_idx": 0, + "loss": 0.2859252691268921, + "learning_rate": 0.00022221488349019944, + "timestep_mean": 581.03125, + "epsilon_norm": 8.524669647216797, + "prediction_norm": 6.859720230102539, + "timestamp": "2025-07-14T12:35:08.253333" + }, + { + "epoch": 2625, + "batch_idx": 32, + "loss": 0.16722483932971954, + "learning_rate": 0.00022221488349019944, + "timestep_mean": 459.875, + "epsilon_norm": 7.906796932220459, + "prediction_norm": 6.560916900634766, + "timestamp": "2025-07-14T12:35:08.258275" + }, + { + "epoch": 2625, + "batch_idx": 64, + "loss": 0.15792283415794373, + "learning_rate": 0.00022221488349019944, + "timestep_mean": 485.125, + "epsilon_norm": 7.083012580871582, + "prediction_norm": 6.290162086486816, + "timestamp": "2025-07-14T12:35:08.263203" + }, + { + "epoch": 2625, + "batch_idx": 96, + "loss": 0.1354244351387024, + "learning_rate": 0.00022221488349019944, + "timestep_mean": 568.125, + "epsilon_norm": 7.089130878448486, + "prediction_norm": 6.159505844116211, + "timestamp": "2025-07-14T12:35:08.268078" + }, + { + "epoch": 2625, + "batch_idx": 128, + "loss": 0.22160732746124268, + "learning_rate": 0.00022221488349019944, + "timestep_mean": 516.0, + "epsilon_norm": 7.4144415855407715, + "prediction_norm": 6.367939472198486, + "timestamp": "2025-07-14T12:35:08.273100" + }, + { + "epoch": 2625, + "batch_idx": 160, + "loss": 0.3977041244506836, + "learning_rate": 0.00022221488349019944, + "timestep_mean": 478.28125, + "epsilon_norm": 8.86668586730957, + "prediction_norm": 7.127101421356201, + "timestamp": "2025-07-14T12:35:08.277970" + }, + { + "epoch": 2625, + "batch_idx": 192, + "loss": 0.3164575397968292, + "learning_rate": 0.00022221488349019944, + "timestep_mean": 459.5, + "epsilon_norm": 4.068852424621582, + "prediction_norm": 2.8520772457122803, + "timestamp": "2025-07-14T12:35:08.282854" + }, + { + "epoch": 2626, + "batch_idx": 0, + "loss": 0.3221099376678467, + "learning_rate": 0.00022286826063165347, + "timestep_mean": 526.0, + "epsilon_norm": 8.215266227722168, + "prediction_norm": 6.702794551849365, + "timestamp": "2025-07-14T12:35:08.287789" + }, + { + "epoch": 2626, + "batch_idx": 32, + "loss": 0.32775992155075073, + "learning_rate": 0.00022286826063165347, + "timestep_mean": 515.34375, + "epsilon_norm": 8.008854866027832, + "prediction_norm": 6.751509666442871, + "timestamp": "2025-07-14T12:35:08.292804" + }, + { + "epoch": 2626, + "batch_idx": 64, + "loss": 0.199426531791687, + "learning_rate": 0.00022286826063165347, + "timestep_mean": 529.9375, + "epsilon_norm": 7.922433376312256, + "prediction_norm": 6.943694591522217, + "timestamp": "2025-07-14T12:35:08.297767" + }, + { + "epoch": 2626, + "batch_idx": 96, + "loss": 0.23463594913482666, + "learning_rate": 0.00022286826063165347, + "timestep_mean": 598.03125, + "epsilon_norm": 8.103002548217773, + "prediction_norm": 6.527592658996582, + "timestamp": "2025-07-14T12:35:08.302666" + }, + { + "epoch": 2626, + "batch_idx": 128, + "loss": 0.19930614531040192, + "learning_rate": 0.00022286826063165347, + "timestep_mean": 537.5, + "epsilon_norm": 7.798983573913574, + "prediction_norm": 6.676182270050049, + "timestamp": "2025-07-14T12:35:08.307536" + }, + { + "epoch": 2626, + "batch_idx": 160, + "loss": 0.27714452147483826, + "learning_rate": 0.00022286826063165347, + "timestep_mean": 538.65625, + "epsilon_norm": 7.084444046020508, + "prediction_norm": 5.699814796447754, + "timestamp": "2025-07-14T12:35:08.312436" + }, + { + "epoch": 2626, + "batch_idx": 192, + "loss": 0.10526002943515778, + "learning_rate": 0.00022286826063165347, + "timestep_mean": 480.125, + "epsilon_norm": 4.209239959716797, + "prediction_norm": 3.756028890609741, + "timestamp": "2025-07-14T12:35:08.317388" + }, + { + "epoch": 2627, + "batch_idx": 0, + "loss": 0.23034429550170898, + "learning_rate": 0.00022352232156812557, + "timestep_mean": 485.3125, + "epsilon_norm": 7.1727399826049805, + "prediction_norm": 6.0658674240112305, + "timestamp": "2025-07-14T12:35:08.322322" + }, + { + "epoch": 2627, + "batch_idx": 32, + "loss": 0.3501019775867462, + "learning_rate": 0.00022352232156812557, + "timestep_mean": 460.25, + "epsilon_norm": 7.070601463317871, + "prediction_norm": 5.233532905578613, + "timestamp": "2025-07-14T12:35:08.327275" + }, + { + "epoch": 2627, + "batch_idx": 64, + "loss": 0.11687187850475311, + "learning_rate": 0.00022352232156812557, + "timestep_mean": 541.8125, + "epsilon_norm": 7.431737422943115, + "prediction_norm": 6.983073711395264, + "timestamp": "2025-07-14T12:35:08.332166" + }, + { + "epoch": 2627, + "batch_idx": 96, + "loss": 0.1732606738805771, + "learning_rate": 0.00022352232156812557, + "timestep_mean": 468.3125, + "epsilon_norm": 6.991524696350098, + "prediction_norm": 6.960409164428711, + "timestamp": "2025-07-14T12:35:08.337116" + }, + { + "epoch": 2627, + "batch_idx": 128, + "loss": 0.2750258445739746, + "learning_rate": 0.00022352232156812557, + "timestep_mean": 553.65625, + "epsilon_norm": 8.104042053222656, + "prediction_norm": 6.922895908355713, + "timestamp": "2025-07-14T12:35:08.342101" + }, + { + "epoch": 2627, + "batch_idx": 160, + "loss": 0.23126515746116638, + "learning_rate": 0.00022352232156812557, + "timestep_mean": 511.125, + "epsilon_norm": 7.367361068725586, + "prediction_norm": 6.900721549987793, + "timestamp": "2025-07-14T12:35:08.346993" + }, + { + "epoch": 2627, + "batch_idx": 192, + "loss": 0.2069612592458725, + "learning_rate": 0.00022352232156812557, + "timestep_mean": 577.375, + "epsilon_norm": 3.4281442165374756, + "prediction_norm": 3.138265371322632, + "timestamp": "2025-07-14T12:35:08.351862" + }, + { + "epoch": 2628, + "batch_idx": 0, + "loss": 0.24362462759017944, + "learning_rate": 0.00022417706468578534, + "timestep_mean": 454.6875, + "epsilon_norm": 7.424177646636963, + "prediction_norm": 6.441556453704834, + "timestamp": "2025-07-14T12:35:08.356706" + }, + { + "epoch": 2628, + "batch_idx": 32, + "loss": 0.2860483229160309, + "learning_rate": 0.00022417706468578534, + "timestep_mean": 501.46875, + "epsilon_norm": 8.59549331665039, + "prediction_norm": 7.554342269897461, + "timestamp": "2025-07-14T12:35:08.361561" + }, + { + "epoch": 2628, + "batch_idx": 64, + "loss": 0.18805010616779327, + "learning_rate": 0.00022417706468578534, + "timestep_mean": 562.375, + "epsilon_norm": 7.58079719543457, + "prediction_norm": 6.7609357833862305, + "timestamp": "2025-07-14T12:35:08.366591" + }, + { + "epoch": 2628, + "batch_idx": 96, + "loss": 0.24656686186790466, + "learning_rate": 0.00022417706468578534, + "timestep_mean": 392.5625, + "epsilon_norm": 8.106099128723145, + "prediction_norm": 6.679067611694336, + "timestamp": "2025-07-14T12:35:08.371665" + }, + { + "epoch": 2628, + "batch_idx": 128, + "loss": 0.5729922652244568, + "learning_rate": 0.00022417706468578534, + "timestep_mean": 450.90625, + "epsilon_norm": 8.666045188903809, + "prediction_norm": 5.934648036956787, + "timestamp": "2025-07-14T12:35:08.376604" + }, + { + "epoch": 2628, + "batch_idx": 160, + "loss": 0.3709293305873871, + "learning_rate": 0.00022417706468578534, + "timestep_mean": 522.625, + "epsilon_norm": 8.930462837219238, + "prediction_norm": 6.292953968048096, + "timestamp": "2025-07-14T12:35:08.381554" + }, + { + "epoch": 2628, + "batch_idx": 192, + "loss": 0.7992579340934753, + "learning_rate": 0.00022417706468578534, + "timestep_mean": 494.5, + "epsilon_norm": 2.782992362976074, + "prediction_norm": 2.4306938648223877, + "timestamp": "2025-07-14T12:35:08.386517" + }, + { + "epoch": 2629, + "batch_idx": 0, + "loss": 0.328677773475647, + "learning_rate": 0.0002248324883691192, + "timestep_mean": 493.3125, + "epsilon_norm": 8.36913013458252, + "prediction_norm": 6.8804802894592285, + "timestamp": "2025-07-14T12:35:08.391454" + }, + { + "epoch": 2629, + "batch_idx": 32, + "loss": 0.2996734082698822, + "learning_rate": 0.0002248324883691192, + "timestep_mean": 523.0, + "epsilon_norm": 8.580669403076172, + "prediction_norm": 7.0168890953063965, + "timestamp": "2025-07-14T12:35:08.396451" + }, + { + "epoch": 2629, + "batch_idx": 64, + "loss": 0.34080642461776733, + "learning_rate": 0.0002248324883691192, + "timestep_mean": 506.875, + "epsilon_norm": 7.948028564453125, + "prediction_norm": 6.718023777008057, + "timestamp": "2025-07-14T12:35:08.401460" + }, + { + "epoch": 2629, + "batch_idx": 96, + "loss": 0.32848799228668213, + "learning_rate": 0.0002248324883691192, + "timestep_mean": 494.65625, + "epsilon_norm": 9.015680313110352, + "prediction_norm": 6.950428485870361, + "timestamp": "2025-07-14T12:35:08.406353" + }, + { + "epoch": 2629, + "batch_idx": 128, + "loss": 0.17028522491455078, + "learning_rate": 0.0002248324883691192, + "timestep_mean": 467.15625, + "epsilon_norm": 7.329233169555664, + "prediction_norm": 6.896050930023193, + "timestamp": "2025-07-14T12:35:08.411266" + }, + { + "epoch": 2629, + "batch_idx": 160, + "loss": 0.43025094270706177, + "learning_rate": 0.0002248324883691192, + "timestep_mean": 387.65625, + "epsilon_norm": 7.619575500488281, + "prediction_norm": 6.562523365020752, + "timestamp": "2025-07-14T12:35:08.416361" + }, + { + "epoch": 2629, + "batch_idx": 192, + "loss": 0.3015330135822296, + "learning_rate": 0.0002248324883691192, + "timestep_mean": 601.0, + "epsilon_norm": 3.4396753311157227, + "prediction_norm": 3.330455780029297, + "timestamp": "2025-07-14T12:35:08.421578" + }, + { + "epoch": 2630, + "batch_idx": 0, + "loss": 0.24970635771751404, + "learning_rate": 0.00022548859100093445, + "timestep_mean": 555.3125, + "epsilon_norm": 9.333409309387207, + "prediction_norm": 8.342268943786621, + "timestamp": "2025-07-14T12:35:08.426597" + }, + { + "epoch": 2630, + "batch_idx": 32, + "loss": 0.2088419497013092, + "learning_rate": 0.00022548859100093445, + "timestep_mean": 492.875, + "epsilon_norm": 7.821186065673828, + "prediction_norm": 6.9353508949279785, + "timestamp": "2025-07-14T12:35:08.431660" + }, + { + "epoch": 2630, + "batch_idx": 64, + "loss": 0.1952536702156067, + "learning_rate": 0.00022548859100093445, + "timestep_mean": 476.53125, + "epsilon_norm": 6.2535552978515625, + "prediction_norm": 5.000917911529541, + "timestamp": "2025-07-14T12:35:08.436611" + }, + { + "epoch": 2630, + "batch_idx": 96, + "loss": 0.34724271297454834, + "learning_rate": 0.00022548859100093445, + "timestep_mean": 429.96875, + "epsilon_norm": 8.012699127197266, + "prediction_norm": 6.2268266677856445, + "timestamp": "2025-07-14T12:35:08.441627" + }, + { + "epoch": 2630, + "batch_idx": 128, + "loss": 0.19105437397956848, + "learning_rate": 0.00022548859100093445, + "timestep_mean": 466.90625, + "epsilon_norm": 7.506341457366943, + "prediction_norm": 6.976118087768555, + "timestamp": "2025-07-14T12:35:08.446583" + }, + { + "epoch": 2630, + "batch_idx": 160, + "loss": 0.23302297294139862, + "learning_rate": 0.00022548859100093445, + "timestep_mean": 517.78125, + "epsilon_norm": 6.9546685218811035, + "prediction_norm": 6.012906551361084, + "timestamp": "2025-07-14T12:35:08.451539" + }, + { + "epoch": 2630, + "batch_idx": 192, + "loss": 0.061638399958610535, + "learning_rate": 0.00022548859100093445, + "timestep_mean": 488.5, + "epsilon_norm": 3.8887362480163574, + "prediction_norm": 3.798902750015259, + "timestamp": "2025-07-14T12:35:08.456464" + }, + { + "epoch": 2631, + "batch_idx": 0, + "loss": 0.14611753821372986, + "learning_rate": 0.00022614537096236304, + "timestep_mean": 488.125, + "epsilon_norm": 6.063697338104248, + "prediction_norm": 5.540060520172119, + "timestamp": "2025-07-14T12:35:08.461763" + }, + { + "epoch": 2631, + "batch_idx": 32, + "loss": 0.2428300529718399, + "learning_rate": 0.00022614537096236304, + "timestep_mean": 430.46875, + "epsilon_norm": 7.879294395446777, + "prediction_norm": 6.472160816192627, + "timestamp": "2025-07-14T12:35:08.466976" + }, + { + "epoch": 2631, + "batch_idx": 64, + "loss": 0.24788035452365875, + "learning_rate": 0.00022614537096236304, + "timestep_mean": 552.0, + "epsilon_norm": 7.411891460418701, + "prediction_norm": 6.5113444328308105, + "timestamp": "2025-07-14T12:35:08.471935" + }, + { + "epoch": 2631, + "batch_idx": 96, + "loss": 0.1773921698331833, + "learning_rate": 0.00022614537096236304, + "timestep_mean": 531.8125, + "epsilon_norm": 8.174638748168945, + "prediction_norm": 6.905652046203613, + "timestamp": "2025-07-14T12:35:08.477024" + }, + { + "epoch": 2631, + "batch_idx": 128, + "loss": 0.26241734623908997, + "learning_rate": 0.00022614537096236304, + "timestep_mean": 465.84375, + "epsilon_norm": 8.089801788330078, + "prediction_norm": 5.779341220855713, + "timestamp": "2025-07-14T12:35:08.481932" + }, + { + "epoch": 2631, + "batch_idx": 160, + "loss": 0.37897616624832153, + "learning_rate": 0.00022614537096236304, + "timestep_mean": 428.59375, + "epsilon_norm": 7.786956310272217, + "prediction_norm": 6.064553260803223, + "timestamp": "2025-07-14T12:35:08.486893" + }, + { + "epoch": 2631, + "batch_idx": 192, + "loss": 0.28626716136932373, + "learning_rate": 0.00022614537096236304, + "timestep_mean": 453.75, + "epsilon_norm": 3.6761224269866943, + "prediction_norm": 3.3988265991210938, + "timestamp": "2025-07-14T12:35:08.491733" + }, + { + "epoch": 2632, + "batch_idx": 0, + "loss": 0.22339928150177002, + "learning_rate": 0.00022680282663286604, + "timestep_mean": 540.375, + "epsilon_norm": 9.099827766418457, + "prediction_norm": 7.410799503326416, + "timestamp": "2025-07-14T12:35:08.496737" + }, + { + "epoch": 2632, + "batch_idx": 32, + "loss": 0.3284231424331665, + "learning_rate": 0.00022680282663286604, + "timestep_mean": 469.71875, + "epsilon_norm": 8.885111808776855, + "prediction_norm": 7.448473930358887, + "timestamp": "2025-07-14T12:35:08.501627" + }, + { + "epoch": 2632, + "batch_idx": 64, + "loss": 0.2884589433670044, + "learning_rate": 0.00022680282663286604, + "timestep_mean": 485.125, + "epsilon_norm": 8.390707969665527, + "prediction_norm": 6.979241847991943, + "timestamp": "2025-07-14T12:35:08.506538" + }, + { + "epoch": 2632, + "batch_idx": 96, + "loss": 0.19097822904586792, + "learning_rate": 0.00022680282663286604, + "timestep_mean": 523.59375, + "epsilon_norm": 8.011442184448242, + "prediction_norm": 7.033374786376953, + "timestamp": "2025-07-14T12:35:08.511394" + }, + { + "epoch": 2632, + "batch_idx": 128, + "loss": 0.21102169156074524, + "learning_rate": 0.00022680282663286604, + "timestep_mean": 505.03125, + "epsilon_norm": 7.116857528686523, + "prediction_norm": 6.204660892486572, + "timestamp": "2025-07-14T12:35:08.516236" + }, + { + "epoch": 2632, + "batch_idx": 160, + "loss": 0.13083341717720032, + "learning_rate": 0.00022680282663286604, + "timestep_mean": 547.09375, + "epsilon_norm": 7.637169361114502, + "prediction_norm": 7.13623571395874, + "timestamp": "2025-07-14T12:35:08.521120" + }, + { + "epoch": 2632, + "batch_idx": 192, + "loss": 0.16254115104675293, + "learning_rate": 0.00022680282663286604, + "timestep_mean": 519.875, + "epsilon_norm": 4.14223575592041, + "prediction_norm": 3.703483819961548, + "timestamp": "2025-07-14T12:35:08.526101" + }, + { + "epoch": 2633, + "batch_idx": 0, + "loss": 0.32516926527023315, + "learning_rate": 0.00022746095639023626, + "timestep_mean": 519.25, + "epsilon_norm": 7.2385077476501465, + "prediction_norm": 6.1228179931640625, + "timestamp": "2025-07-14T12:35:08.530997" + }, + { + "epoch": 2633, + "batch_idx": 32, + "loss": 0.22409313917160034, + "learning_rate": 0.00022746095639023626, + "timestep_mean": 464.4375, + "epsilon_norm": 6.348351001739502, + "prediction_norm": 5.314754486083984, + "timestamp": "2025-07-14T12:35:08.535858" + }, + { + "epoch": 2633, + "batch_idx": 64, + "loss": 0.23406100273132324, + "learning_rate": 0.00022746095639023626, + "timestep_mean": 459.25, + "epsilon_norm": 7.549500942230225, + "prediction_norm": 6.370977401733398, + "timestamp": "2025-07-14T12:35:08.540766" + }, + { + "epoch": 2633, + "batch_idx": 96, + "loss": 0.5037074685096741, + "learning_rate": 0.00022746095639023626, + "timestep_mean": 528.34375, + "epsilon_norm": 8.589727401733398, + "prediction_norm": 6.731612205505371, + "timestamp": "2025-07-14T12:35:08.545955" + }, + { + "epoch": 2633, + "batch_idx": 128, + "loss": 0.22196899354457855, + "learning_rate": 0.00022746095639023626, + "timestep_mean": 488.71875, + "epsilon_norm": 8.825445175170898, + "prediction_norm": 7.494227886199951, + "timestamp": "2025-07-14T12:35:08.551280" + }, + { + "epoch": 2633, + "batch_idx": 160, + "loss": 0.23221883177757263, + "learning_rate": 0.00022746095639023626, + "timestep_mean": 467.9375, + "epsilon_norm": 7.796595096588135, + "prediction_norm": 6.5068464279174805, + "timestamp": "2025-07-14T12:35:08.556384" + }, + { + "epoch": 2633, + "batch_idx": 192, + "loss": 0.08356758207082748, + "learning_rate": 0.00022746095639023626, + "timestep_mean": 443.125, + "epsilon_norm": 3.8697891235351562, + "prediction_norm": 3.451521158218384, + "timestamp": "2025-07-14T12:35:08.561491" + }, + { + "epoch": 2634, + "batch_idx": 0, + "loss": 0.11969197541475296, + "learning_rate": 0.00022811975861060426, + "timestep_mean": 509.875, + "epsilon_norm": 7.390944004058838, + "prediction_norm": 6.632081031799316, + "timestamp": "2025-07-14T12:35:08.566775" + }, + { + "epoch": 2634, + "batch_idx": 32, + "loss": 0.12930938601493835, + "learning_rate": 0.00022811975861060426, + "timestep_mean": 580.25, + "epsilon_norm": 6.807537078857422, + "prediction_norm": 6.225086212158203, + "timestamp": "2025-07-14T12:35:08.572030" + }, + { + "epoch": 2634, + "batch_idx": 64, + "loss": 0.5538630485534668, + "learning_rate": 0.00022811975861060426, + "timestep_mean": 420.75, + "epsilon_norm": 7.415377140045166, + "prediction_norm": 5.8727216720581055, + "timestamp": "2025-07-14T12:35:08.577256" + }, + { + "epoch": 2634, + "batch_idx": 96, + "loss": 0.1253853142261505, + "learning_rate": 0.00022811975861060426, + "timestep_mean": 540.78125, + "epsilon_norm": 7.34799337387085, + "prediction_norm": 6.429063320159912, + "timestamp": "2025-07-14T12:35:08.582556" + }, + { + "epoch": 2634, + "batch_idx": 128, + "loss": 0.33352407813072205, + "learning_rate": 0.00022811975861060426, + "timestep_mean": 419.9375, + "epsilon_norm": 8.364142417907715, + "prediction_norm": 6.773915767669678, + "timestamp": "2025-07-14T12:35:08.587693" + }, + { + "epoch": 2634, + "batch_idx": 160, + "loss": 0.2083096206188202, + "learning_rate": 0.00022811975861060426, + "timestep_mean": 509.5625, + "epsilon_norm": 7.06523323059082, + "prediction_norm": 5.886107444763184, + "timestamp": "2025-07-14T12:35:08.592776" + }, + { + "epoch": 2634, + "batch_idx": 192, + "loss": 0.27494385838508606, + "learning_rate": 0.00022811975861060426, + "timestep_mean": 478.875, + "epsilon_norm": 4.044837474822998, + "prediction_norm": 3.2465147972106934, + "timestamp": "2025-07-14T12:35:08.597837" + }, + { + "epoch": 2635, + "batch_idx": 0, + "loss": 0.27367591857910156, + "learning_rate": 0.00022877923166844067, + "timestep_mean": 485.21875, + "epsilon_norm": 7.927872657775879, + "prediction_norm": 6.750054359436035, + "timestamp": "2025-07-14T12:35:08.602925" + }, + { + "epoch": 2635, + "batch_idx": 32, + "loss": 0.24273993074893951, + "learning_rate": 0.00022877923166844067, + "timestep_mean": 521.0, + "epsilon_norm": 6.850299835205078, + "prediction_norm": 5.9056010246276855, + "timestamp": "2025-07-14T12:35:08.608141" + }, + { + "epoch": 2635, + "batch_idx": 64, + "loss": 0.2925616204738617, + "learning_rate": 0.00022877923166844067, + "timestep_mean": 512.0625, + "epsilon_norm": 7.499293804168701, + "prediction_norm": 6.234986782073975, + "timestamp": "2025-07-14T12:35:08.613519" + }, + { + "epoch": 2635, + "batch_idx": 96, + "loss": 0.23320989310741425, + "learning_rate": 0.00022877923166844067, + "timestep_mean": 492.78125, + "epsilon_norm": 7.709217071533203, + "prediction_norm": 6.556753158569336, + "timestamp": "2025-07-14T12:35:08.618658" + }, + { + "epoch": 2635, + "batch_idx": 128, + "loss": 0.3498745560646057, + "learning_rate": 0.00022877923166844067, + "timestep_mean": 494.40625, + "epsilon_norm": 8.352884292602539, + "prediction_norm": 7.020403861999512, + "timestamp": "2025-07-14T12:35:08.623698" + }, + { + "epoch": 2635, + "batch_idx": 160, + "loss": 0.14013417065143585, + "learning_rate": 0.00022877923166844067, + "timestep_mean": 534.5, + "epsilon_norm": 7.314271450042725, + "prediction_norm": 7.039313793182373, + "timestamp": "2025-07-14T12:35:08.628794" + }, + { + "epoch": 2635, + "batch_idx": 192, + "loss": 0.2438930869102478, + "learning_rate": 0.00022877923166844067, + "timestep_mean": 616.75, + "epsilon_norm": 4.184013843536377, + "prediction_norm": 3.6378183364868164, + "timestamp": "2025-07-14T12:35:08.633893" + }, + { + "epoch": 2636, + "batch_idx": 0, + "loss": 0.4129525423049927, + "learning_rate": 0.00022943937393656252, + "timestep_mean": 500.65625, + "epsilon_norm": 7.996117115020752, + "prediction_norm": 6.703450679779053, + "timestamp": "2025-07-14T12:35:08.639070" + }, + { + "epoch": 2636, + "batch_idx": 32, + "loss": 0.3139006793498993, + "learning_rate": 0.00022943937393656252, + "timestep_mean": 463.6875, + "epsilon_norm": 6.991089820861816, + "prediction_norm": 6.051356315612793, + "timestamp": "2025-07-14T12:35:08.644275" + }, + { + "epoch": 2636, + "batch_idx": 64, + "loss": 0.22761954367160797, + "learning_rate": 0.00022943937393656252, + "timestep_mean": 455.78125, + "epsilon_norm": 7.625126838684082, + "prediction_norm": 6.488024711608887, + "timestamp": "2025-07-14T12:35:08.649315" + }, + { + "epoch": 2636, + "batch_idx": 96, + "loss": 0.3953193426132202, + "learning_rate": 0.00022943937393656252, + "timestep_mean": 449.71875, + "epsilon_norm": 7.968552112579346, + "prediction_norm": 6.337369918823242, + "timestamp": "2025-07-14T12:35:08.654520" + }, + { + "epoch": 2636, + "batch_idx": 128, + "loss": 0.2384566366672516, + "learning_rate": 0.00022943937393656252, + "timestep_mean": 465.46875, + "epsilon_norm": 8.732681274414062, + "prediction_norm": 7.671258449554443, + "timestamp": "2025-07-14T12:35:08.659651" + }, + { + "epoch": 2636, + "batch_idx": 160, + "loss": 0.2518836259841919, + "learning_rate": 0.00022943937393656252, + "timestep_mean": 496.625, + "epsilon_norm": 8.844245910644531, + "prediction_norm": 7.516427516937256, + "timestamp": "2025-07-14T12:35:08.664941" + }, + { + "epoch": 2636, + "batch_idx": 192, + "loss": 0.32689642906188965, + "learning_rate": 0.00022943937393656252, + "timestep_mean": 458.625, + "epsilon_norm": 3.9168272018432617, + "prediction_norm": 3.1397390365600586, + "timestamp": "2025-07-14T12:35:08.670018" + }, + { + "epoch": 2637, + "batch_idx": 0, + "loss": 0.16235610842704773, + "learning_rate": 0.00023010018378613308, + "timestep_mean": 580.75, + "epsilon_norm": 8.732378959655762, + "prediction_norm": 8.062057495117188, + "timestamp": "2025-07-14T12:35:08.675327" + }, + { + "epoch": 2637, + "batch_idx": 32, + "loss": 0.204769104719162, + "learning_rate": 0.00023010018378613308, + "timestep_mean": 460.8125, + "epsilon_norm": 6.379058361053467, + "prediction_norm": 5.490294933319092, + "timestamp": "2025-07-14T12:35:08.680446" + }, + { + "epoch": 2637, + "batch_idx": 64, + "loss": 0.2621746361255646, + "learning_rate": 0.00023010018378613308, + "timestep_mean": 449.5625, + "epsilon_norm": 8.10798168182373, + "prediction_norm": 7.584301948547363, + "timestamp": "2025-07-14T12:35:08.685666" + }, + { + "epoch": 2637, + "batch_idx": 96, + "loss": 0.36273419857025146, + "learning_rate": 0.00023010018378613308, + "timestep_mean": 492.84375, + "epsilon_norm": 8.011988639831543, + "prediction_norm": 6.818753719329834, + "timestamp": "2025-07-14T12:35:08.690763" + }, + { + "epoch": 2637, + "batch_idx": 128, + "loss": 0.4822218120098114, + "learning_rate": 0.00023010018378613308, + "timestep_mean": 575.8125, + "epsilon_norm": 9.600595474243164, + "prediction_norm": 7.875061511993408, + "timestamp": "2025-07-14T12:35:08.695860" + }, + { + "epoch": 2637, + "batch_idx": 160, + "loss": 0.36733412742614746, + "learning_rate": 0.00023010018378613308, + "timestep_mean": 457.0, + "epsilon_norm": 8.174757957458496, + "prediction_norm": 6.280885696411133, + "timestamp": "2025-07-14T12:35:08.701044" + }, + { + "epoch": 2637, + "batch_idx": 192, + "loss": 0.2535664439201355, + "learning_rate": 0.00023010018378613308, + "timestep_mean": 436.75, + "epsilon_norm": 4.504487991333008, + "prediction_norm": 3.833770513534546, + "timestamp": "2025-07-14T12:35:08.706062" + }, + { + "epoch": 2638, + "batch_idx": 0, + "loss": 0.46056869626045227, + "learning_rate": 0.00023076165958667023, + "timestep_mean": 498.28125, + "epsilon_norm": 9.579767227172852, + "prediction_norm": 7.958021640777588, + "timestamp": "2025-07-14T12:35:08.711163" + }, + { + "epoch": 2638, + "batch_idx": 32, + "loss": 0.3151835799217224, + "learning_rate": 0.00023076165958667023, + "timestep_mean": 495.8125, + "epsilon_norm": 8.50423526763916, + "prediction_norm": 7.246349811553955, + "timestamp": "2025-07-14T12:35:08.716386" + }, + { + "epoch": 2638, + "batch_idx": 64, + "loss": 0.14370504021644592, + "learning_rate": 0.00023076165958667023, + "timestep_mean": 538.0625, + "epsilon_norm": 7.269535541534424, + "prediction_norm": 6.938503265380859, + "timestamp": "2025-07-14T12:35:08.721581" + }, + { + "epoch": 2638, + "batch_idx": 96, + "loss": 0.3930460810661316, + "learning_rate": 0.00023076165958667023, + "timestep_mean": 462.0, + "epsilon_norm": 7.967893600463867, + "prediction_norm": 5.950300216674805, + "timestamp": "2025-07-14T12:35:08.726717" + }, + { + "epoch": 2638, + "batch_idx": 128, + "loss": 0.27811378240585327, + "learning_rate": 0.00023076165958667023, + "timestep_mean": 456.34375, + "epsilon_norm": 8.32241153717041, + "prediction_norm": 6.580214023590088, + "timestamp": "2025-07-14T12:35:08.731909" + }, + { + "epoch": 2638, + "batch_idx": 160, + "loss": 0.2503672242164612, + "learning_rate": 0.00023076165958667023, + "timestep_mean": 516.8125, + "epsilon_norm": 7.531970024108887, + "prediction_norm": 6.556264877319336, + "timestamp": "2025-07-14T12:35:08.737057" + }, + { + "epoch": 2638, + "batch_idx": 192, + "loss": 0.5590323209762573, + "learning_rate": 0.00023076165958667023, + "timestep_mean": 422.875, + "epsilon_norm": 3.699756383895874, + "prediction_norm": 3.2481532096862793, + "timestamp": "2025-07-14T12:35:08.742250" + }, + { + "epoch": 2639, + "batch_idx": 0, + "loss": 0.18853698670864105, + "learning_rate": 0.00023142379970604856, + "timestep_mean": 506.5, + "epsilon_norm": 7.456322193145752, + "prediction_norm": 7.027231216430664, + "timestamp": "2025-07-14T12:35:08.747369" + }, + { + "epoch": 2639, + "batch_idx": 32, + "loss": 0.20271138846874237, + "learning_rate": 0.00023142379970604856, + "timestep_mean": 420.96875, + "epsilon_norm": 8.028268814086914, + "prediction_norm": 7.062244415283203, + "timestamp": "2025-07-14T12:35:08.752459" + }, + { + "epoch": 2639, + "batch_idx": 64, + "loss": 0.19925051927566528, + "learning_rate": 0.00023142379970604856, + "timestep_mean": 527.75, + "epsilon_norm": 6.795228481292725, + "prediction_norm": 6.261525630950928, + "timestamp": "2025-07-14T12:35:08.757702" + }, + { + "epoch": 2639, + "batch_idx": 96, + "loss": 0.1832362562417984, + "learning_rate": 0.00023142379970604856, + "timestep_mean": 459.90625, + "epsilon_norm": 7.3855180740356445, + "prediction_norm": 6.481873035430908, + "timestamp": "2025-07-14T12:35:08.762880" + }, + { + "epoch": 2639, + "batch_idx": 128, + "loss": 0.15665653347969055, + "learning_rate": 0.00023142379970604856, + "timestep_mean": 522.71875, + "epsilon_norm": 7.818240165710449, + "prediction_norm": 7.008128643035889, + "timestamp": "2025-07-14T12:35:08.768032" + }, + { + "epoch": 2639, + "batch_idx": 160, + "loss": 0.5702298283576965, + "learning_rate": 0.00023142379970604856, + "timestep_mean": 383.65625, + "epsilon_norm": 8.030373573303223, + "prediction_norm": 5.62046480178833, + "timestamp": "2025-07-14T12:35:08.773194" + }, + { + "epoch": 2639, + "batch_idx": 192, + "loss": 0.20830576121807098, + "learning_rate": 0.00023142379970604856, + "timestep_mean": 476.0, + "epsilon_norm": 5.686061382293701, + "prediction_norm": 5.185127258300781, + "timestamp": "2025-07-14T12:35:08.778156" + }, + { + "epoch": 2640, + "batch_idx": 0, + "loss": 0.3385891616344452, + "learning_rate": 0.00023208660251050189, + "timestep_mean": 476.1875, + "epsilon_norm": 7.745277404785156, + "prediction_norm": 6.281867504119873, + "timestamp": "2025-07-14T12:35:08.783100" + }, + { + "epoch": 2640, + "batch_idx": 32, + "loss": 0.5825350284576416, + "learning_rate": 0.00023208660251050189, + "timestep_mean": 450.6875, + "epsilon_norm": 10.20756721496582, + "prediction_norm": 7.4452128410339355, + "timestamp": "2025-07-14T12:35:08.788389" + }, + { + "epoch": 2640, + "batch_idx": 64, + "loss": 0.27340856194496155, + "learning_rate": 0.00023208660251050189, + "timestep_mean": 573.09375, + "epsilon_norm": 7.066315174102783, + "prediction_norm": 6.1572651863098145, + "timestamp": "2025-07-14T12:35:08.793429" + }, + { + "epoch": 2640, + "batch_idx": 96, + "loss": 0.16562937200069427, + "learning_rate": 0.00023208660251050189, + "timestep_mean": 471.4375, + "epsilon_norm": 7.891103267669678, + "prediction_norm": 7.656499862670898, + "timestamp": "2025-07-14T12:35:08.798479" + }, + { + "epoch": 2640, + "batch_idx": 128, + "loss": 0.25685203075408936, + "learning_rate": 0.00023208660251050189, + "timestep_mean": 492.5625, + "epsilon_norm": 7.355466365814209, + "prediction_norm": 6.087555885314941, + "timestamp": "2025-07-14T12:35:08.803655" + }, + { + "epoch": 2640, + "batch_idx": 160, + "loss": 0.2954306900501251, + "learning_rate": 0.00023208660251050189, + "timestep_mean": 530.5625, + "epsilon_norm": 7.932209491729736, + "prediction_norm": 7.597373008728027, + "timestamp": "2025-07-14T12:35:08.808883" + }, + { + "epoch": 2640, + "batch_idx": 192, + "loss": 0.07212062180042267, + "learning_rate": 0.00023208660251050189, + "timestep_mean": 514.0, + "epsilon_norm": 3.0259628295898438, + "prediction_norm": 2.8129119873046875, + "timestamp": "2025-07-14T12:35:08.813865" + }, + { + "epoch": 2641, + "batch_idx": 0, + "loss": 0.13515013456344604, + "learning_rate": 0.0002327500663646315, + "timestep_mean": 526.46875, + "epsilon_norm": 7.865428447723389, + "prediction_norm": 7.125107288360596, + "timestamp": "2025-07-14T12:35:08.819049" + }, + { + "epoch": 2641, + "batch_idx": 32, + "loss": 0.16248422861099243, + "learning_rate": 0.0002327500663646315, + "timestep_mean": 482.09375, + "epsilon_norm": 7.490138530731201, + "prediction_norm": 6.596179485321045, + "timestamp": "2025-07-14T12:35:08.824266" + }, + { + "epoch": 2641, + "batch_idx": 64, + "loss": 0.13768060505390167, + "learning_rate": 0.0002327500663646315, + "timestep_mean": 456.21875, + "epsilon_norm": 6.120216369628906, + "prediction_norm": 5.90858793258667, + "timestamp": "2025-07-14T12:35:08.829425" + }, + { + "epoch": 2641, + "batch_idx": 96, + "loss": 0.22696970403194427, + "learning_rate": 0.0002327500663646315, + "timestep_mean": 503.125, + "epsilon_norm": 8.657533645629883, + "prediction_norm": 7.935534477233887, + "timestamp": "2025-07-14T12:35:08.834569" + }, + { + "epoch": 2641, + "batch_idx": 128, + "loss": 0.38077715039253235, + "learning_rate": 0.0002327500663646315, + "timestep_mean": 522.59375, + "epsilon_norm": 8.346843719482422, + "prediction_norm": 6.977074146270752, + "timestamp": "2025-07-14T12:35:08.839503" + }, + { + "epoch": 2641, + "batch_idx": 160, + "loss": 0.23563933372497559, + "learning_rate": 0.0002327500663646315, + "timestep_mean": 471.1875, + "epsilon_norm": 7.955017566680908, + "prediction_norm": 6.611258029937744, + "timestamp": "2025-07-14T12:35:08.847258" + }, + { + "epoch": 2641, + "batch_idx": 192, + "loss": 0.19464905560016632, + "learning_rate": 0.0002327500663646315, + "timestep_mean": 621.125, + "epsilon_norm": 3.9434032440185547, + "prediction_norm": 3.2196779251098633, + "timestamp": "2025-07-14T12:35:08.853848" + }, + { + "epoch": 2642, + "batch_idx": 0, + "loss": 0.2883949279785156, + "learning_rate": 0.0002334141896314062, + "timestep_mean": 489.6875, + "epsilon_norm": 8.225470542907715, + "prediction_norm": 7.2960734367370605, + "timestamp": "2025-07-14T12:35:08.860257" + }, + { + "epoch": 2642, + "batch_idx": 32, + "loss": 0.36240482330322266, + "learning_rate": 0.0002334141896314062, + "timestep_mean": 529.3125, + "epsilon_norm": 8.509564399719238, + "prediction_norm": 6.734214782714844, + "timestamp": "2025-07-14T12:35:08.868544" + }, + { + "epoch": 2642, + "batch_idx": 64, + "loss": 0.27335676550865173, + "learning_rate": 0.0002334141896314062, + "timestep_mean": 505.71875, + "epsilon_norm": 7.445626258850098, + "prediction_norm": 6.312917709350586, + "timestamp": "2025-07-14T12:35:08.876224" + }, + { + "epoch": 2642, + "batch_idx": 96, + "loss": 0.2583240866661072, + "learning_rate": 0.0002334141896314062, + "timestep_mean": 461.71875, + "epsilon_norm": 7.236215591430664, + "prediction_norm": 5.8080973625183105, + "timestamp": "2025-07-14T12:35:08.882655" + }, + { + "epoch": 2642, + "batch_idx": 128, + "loss": 0.17411299049854279, + "learning_rate": 0.0002334141896314062, + "timestep_mean": 443.4375, + "epsilon_norm": 7.437952518463135, + "prediction_norm": 6.357672691345215, + "timestamp": "2025-07-14T12:35:08.888840" + }, + { + "epoch": 2642, + "batch_idx": 160, + "loss": 0.3275087773799896, + "learning_rate": 0.0002334141896314062, + "timestep_mean": 453.71875, + "epsilon_norm": 7.217880725860596, + "prediction_norm": 6.017734050750732, + "timestamp": "2025-07-14T12:35:08.894907" + }, + { + "epoch": 2642, + "batch_idx": 192, + "loss": 0.569143533706665, + "learning_rate": 0.0002334141896314062, + "timestep_mean": 431.125, + "epsilon_norm": 4.7408671379089355, + "prediction_norm": 3.3413002490997314, + "timestamp": "2025-07-14T12:35:08.901104" + }, + { + "epoch": 2643, + "batch_idx": 0, + "loss": 0.38878491520881653, + "learning_rate": 0.00023407897067216708, + "timestep_mean": 528.09375, + "epsilon_norm": 8.14560317993164, + "prediction_norm": 6.178668975830078, + "timestamp": "2025-07-14T12:35:08.906731" + }, + { + "epoch": 2643, + "batch_idx": 32, + "loss": 0.23626753687858582, + "learning_rate": 0.00023407897067216708, + "timestep_mean": 545.65625, + "epsilon_norm": 8.526900291442871, + "prediction_norm": 8.207036972045898, + "timestamp": "2025-07-14T12:35:08.912234" + }, + { + "epoch": 2643, + "batch_idx": 64, + "loss": 0.334065318107605, + "learning_rate": 0.00023407897067216708, + "timestep_mean": 438.3125, + "epsilon_norm": 7.352119445800781, + "prediction_norm": 5.709316253662109, + "timestamp": "2025-07-14T12:35:08.917746" + }, + { + "epoch": 2643, + "batch_idx": 96, + "loss": 0.4810871183872223, + "learning_rate": 0.00023407897067216708, + "timestep_mean": 518.625, + "epsilon_norm": 7.675450801849365, + "prediction_norm": 5.7673773765563965, + "timestamp": "2025-07-14T12:35:08.923355" + }, + { + "epoch": 2643, + "batch_idx": 128, + "loss": 0.189284086227417, + "learning_rate": 0.00023407897067216708, + "timestep_mean": 489.53125, + "epsilon_norm": 8.792694091796875, + "prediction_norm": 7.527673244476318, + "timestamp": "2025-07-14T12:35:08.928869" + }, + { + "epoch": 2643, + "batch_idx": 160, + "loss": 0.20422983169555664, + "learning_rate": 0.00023407897067216708, + "timestep_mean": 506.84375, + "epsilon_norm": 7.7852606773376465, + "prediction_norm": 7.587907791137695, + "timestamp": "2025-07-14T12:35:08.934264" + }, + { + "epoch": 2643, + "batch_idx": 192, + "loss": 0.3865009546279907, + "learning_rate": 0.00023407897067216708, + "timestep_mean": 571.75, + "epsilon_norm": 5.32975435256958, + "prediction_norm": 5.081358909606934, + "timestamp": "2025-07-14T12:35:08.939503" + }, + { + "epoch": 2644, + "batch_idx": 0, + "loss": 0.2232505977153778, + "learning_rate": 0.00023474440784663337, + "timestep_mean": 465.75, + "epsilon_norm": 7.652193546295166, + "prediction_norm": 6.996335506439209, + "timestamp": "2025-07-14T12:35:08.944742" + }, + { + "epoch": 2644, + "batch_idx": 32, + "loss": 0.21445970237255096, + "learning_rate": 0.00023474440784663337, + "timestep_mean": 564.875, + "epsilon_norm": 6.890057563781738, + "prediction_norm": 6.212287902832031, + "timestamp": "2025-07-14T12:35:08.950051" + }, + { + "epoch": 2644, + "batch_idx": 64, + "loss": 0.16268308460712433, + "learning_rate": 0.00023474440784663337, + "timestep_mean": 478.3125, + "epsilon_norm": 6.9506964683532715, + "prediction_norm": 6.158447265625, + "timestamp": "2025-07-14T12:35:08.955853" + }, + { + "epoch": 2644, + "batch_idx": 96, + "loss": 0.19717290997505188, + "learning_rate": 0.00023474440784663337, + "timestep_mean": 422.9375, + "epsilon_norm": 8.353225708007812, + "prediction_norm": 7.285224437713623, + "timestamp": "2025-07-14T12:35:08.961381" + }, + { + "epoch": 2644, + "batch_idx": 128, + "loss": 0.24145260453224182, + "learning_rate": 0.00023474440784663337, + "timestep_mean": 563.65625, + "epsilon_norm": 8.698119163513184, + "prediction_norm": 7.488811492919922, + "timestamp": "2025-07-14T12:35:08.966804" + }, + { + "epoch": 2644, + "batch_idx": 160, + "loss": 0.2656393051147461, + "learning_rate": 0.00023474440784663337, + "timestep_mean": 457.28125, + "epsilon_norm": 7.323793888092041, + "prediction_norm": 5.96876859664917, + "timestamp": "2025-07-14T12:35:08.972218" + }, + { + "epoch": 2644, + "batch_idx": 192, + "loss": 0.34793123602867126, + "learning_rate": 0.00023474440784663337, + "timestep_mean": 330.0, + "epsilon_norm": 3.304436206817627, + "prediction_norm": 2.6829562187194824, + "timestamp": "2025-07-14T12:35:08.977531" + }, + { + "epoch": 2645, + "batch_idx": 0, + "loss": 0.41042280197143555, + "learning_rate": 0.00023541049951290502, + "timestep_mean": 480.21875, + "epsilon_norm": 7.741564750671387, + "prediction_norm": 6.050985336303711, + "timestamp": "2025-07-14T12:35:08.982948" + }, + { + "epoch": 2645, + "batch_idx": 32, + "loss": 0.2894659638404846, + "learning_rate": 0.00023541049951290502, + "timestep_mean": 566.0625, + "epsilon_norm": 7.805511474609375, + "prediction_norm": 7.055494785308838, + "timestamp": "2025-07-14T12:35:08.988202" + }, + { + "epoch": 2645, + "batch_idx": 64, + "loss": 0.31774160265922546, + "learning_rate": 0.00023541049951290502, + "timestep_mean": 560.9375, + "epsilon_norm": 8.481454849243164, + "prediction_norm": 7.20985221862793, + "timestamp": "2025-07-14T12:35:08.993264" + }, + { + "epoch": 2645, + "batch_idx": 96, + "loss": 0.25887352228164673, + "learning_rate": 0.00023541049951290502, + "timestep_mean": 443.03125, + "epsilon_norm": 8.956202507019043, + "prediction_norm": 7.249505519866943, + "timestamp": "2025-07-14T12:35:08.998365" + }, + { + "epoch": 2645, + "batch_idx": 128, + "loss": 0.19308282434940338, + "learning_rate": 0.00023541049951290502, + "timestep_mean": 452.28125, + "epsilon_norm": 7.396365165710449, + "prediction_norm": 6.363536834716797, + "timestamp": "2025-07-14T12:35:09.003644" + }, + { + "epoch": 2645, + "batch_idx": 160, + "loss": 0.3209594488143921, + "learning_rate": 0.00023541049951290502, + "timestep_mean": 512.4375, + "epsilon_norm": 7.232694149017334, + "prediction_norm": 5.48622989654541, + "timestamp": "2025-07-14T12:35:09.008798" + }, + { + "epoch": 2645, + "batch_idx": 192, + "loss": 0.0956735759973526, + "learning_rate": 0.00023541049951290502, + "timestep_mean": 459.5, + "epsilon_norm": 2.8773701190948486, + "prediction_norm": 2.8649165630340576, + "timestamp": "2025-07-14T12:35:09.014030" + }, + { + "epoch": 2646, + "batch_idx": 0, + "loss": 0.4520857036113739, + "learning_rate": 0.00023607724402746705, + "timestep_mean": 470.65625, + "epsilon_norm": 8.537043571472168, + "prediction_norm": 6.671285152435303, + "timestamp": "2025-07-14T12:35:09.019482" + }, + { + "epoch": 2646, + "batch_idx": 32, + "loss": 0.15461434423923492, + "learning_rate": 0.00023607724402746705, + "timestep_mean": 523.21875, + "epsilon_norm": 8.275461196899414, + "prediction_norm": 7.428297519683838, + "timestamp": "2025-07-14T12:35:09.024778" + }, + { + "epoch": 2646, + "batch_idx": 64, + "loss": 0.27098217606544495, + "learning_rate": 0.00023607724402746705, + "timestep_mean": 421.46875, + "epsilon_norm": 8.075126647949219, + "prediction_norm": 6.735459804534912, + "timestamp": "2025-07-14T12:35:09.030167" + }, + { + "epoch": 2646, + "batch_idx": 96, + "loss": 0.1573699414730072, + "learning_rate": 0.00023607724402746705, + "timestep_mean": 579.875, + "epsilon_norm": 6.9909892082214355, + "prediction_norm": 6.178641319274902, + "timestamp": "2025-07-14T12:35:09.035314" + }, + { + "epoch": 2646, + "batch_idx": 128, + "loss": 0.23656073212623596, + "learning_rate": 0.00023607724402746705, + "timestep_mean": 533.5, + "epsilon_norm": 7.348965167999268, + "prediction_norm": 6.6046624183654785, + "timestamp": "2025-07-14T12:35:09.040483" + }, + { + "epoch": 2646, + "batch_idx": 160, + "loss": 0.21786373853683472, + "learning_rate": 0.00023607724402746705, + "timestep_mean": 449.25, + "epsilon_norm": 7.805365562438965, + "prediction_norm": 7.003521919250488, + "timestamp": "2025-07-14T12:35:09.045550" + }, + { + "epoch": 2646, + "batch_idx": 192, + "loss": 0.031361356377601624, + "learning_rate": 0.00023607724402746705, + "timestep_mean": 757.375, + "epsilon_norm": 4.05674409866333, + "prediction_norm": 3.885263442993164, + "timestamp": "2025-07-14T12:35:09.050709" + }, + { + "epoch": 2647, + "batch_idx": 0, + "loss": 0.3710320293903351, + "learning_rate": 0.0002367446397451937, + "timestep_mean": 448.21875, + "epsilon_norm": 8.730552673339844, + "prediction_norm": 7.0426225662231445, + "timestamp": "2025-07-14T12:35:09.055638" + }, + { + "epoch": 2647, + "batch_idx": 32, + "loss": 0.33022189140319824, + "learning_rate": 0.0002367446397451937, + "timestep_mean": 473.4375, + "epsilon_norm": 8.034051895141602, + "prediction_norm": 6.356667995452881, + "timestamp": "2025-07-14T12:35:09.060498" + }, + { + "epoch": 2647, + "batch_idx": 64, + "loss": 0.39191120862960815, + "learning_rate": 0.0002367446397451937, + "timestep_mean": 539.46875, + "epsilon_norm": 8.51201343536377, + "prediction_norm": 6.728936672210693, + "timestamp": "2025-07-14T12:35:09.065377" + }, + { + "epoch": 2647, + "batch_idx": 96, + "loss": 0.12218444049358368, + "learning_rate": 0.0002367446397451937, + "timestep_mean": 550.65625, + "epsilon_norm": 7.4376373291015625, + "prediction_norm": 6.8133225440979, + "timestamp": "2025-07-14T12:35:09.070272" + }, + { + "epoch": 2647, + "batch_idx": 128, + "loss": 0.236565962433815, + "learning_rate": 0.0002367446397451937, + "timestep_mean": 537.03125, + "epsilon_norm": 10.032585144042969, + "prediction_norm": 8.511597633361816, + "timestamp": "2025-07-14T12:35:09.075263" + }, + { + "epoch": 2647, + "batch_idx": 160, + "loss": 0.3299734592437744, + "learning_rate": 0.0002367446397451937, + "timestep_mean": 484.65625, + "epsilon_norm": 7.901907444000244, + "prediction_norm": 6.520301342010498, + "timestamp": "2025-07-14T12:35:09.080252" + }, + { + "epoch": 2647, + "batch_idx": 192, + "loss": 0.1593743860721588, + "learning_rate": 0.0002367446397451937, + "timestep_mean": 602.0, + "epsilon_norm": 3.9682698249816895, + "prediction_norm": 3.4333391189575195, + "timestamp": "2025-07-14T12:35:09.085157" + }, + { + "epoch": 2648, + "batch_idx": 0, + "loss": 0.19057859480381012, + "learning_rate": 0.00023741268501935233, + "timestep_mean": 545.375, + "epsilon_norm": 8.460593223571777, + "prediction_norm": 7.869350910186768, + "timestamp": "2025-07-14T12:35:09.090011" + }, + { + "epoch": 2648, + "batch_idx": 32, + "loss": 0.1617230772972107, + "learning_rate": 0.00023741268501935233, + "timestep_mean": 563.9375, + "epsilon_norm": 8.769465446472168, + "prediction_norm": 8.683647155761719, + "timestamp": "2025-07-14T12:35:09.094977" + }, + { + "epoch": 2648, + "batch_idx": 64, + "loss": 0.5230091214179993, + "learning_rate": 0.00023741268501935233, + "timestep_mean": 462.0625, + "epsilon_norm": 8.322546005249023, + "prediction_norm": 5.975551605224609, + "timestamp": "2025-07-14T12:35:09.099817" + }, + { + "epoch": 2648, + "batch_idx": 96, + "loss": 0.2333136796951294, + "learning_rate": 0.00023741268501935233, + "timestep_mean": 475.75, + "epsilon_norm": 6.342963695526123, + "prediction_norm": 5.7551445960998535, + "timestamp": "2025-07-14T12:35:09.104733" + }, + { + "epoch": 2648, + "batch_idx": 128, + "loss": 0.4010413885116577, + "learning_rate": 0.00023741268501935233, + "timestep_mean": 521.0625, + "epsilon_norm": 7.6439290046691895, + "prediction_norm": 6.683835983276367, + "timestamp": "2025-07-14T12:35:09.109613" + }, + { + "epoch": 2648, + "batch_idx": 160, + "loss": 0.1396661102771759, + "learning_rate": 0.00023741268501935233, + "timestep_mean": 556.5, + "epsilon_norm": 6.923811912536621, + "prediction_norm": 6.393426895141602, + "timestamp": "2025-07-14T12:35:09.114391" + }, + { + "epoch": 2648, + "batch_idx": 192, + "loss": 0.1856733113527298, + "learning_rate": 0.00023741268501935233, + "timestep_mean": 349.5, + "epsilon_norm": 3.1749587059020996, + "prediction_norm": 2.561049699783325, + "timestamp": "2025-07-14T12:35:09.119338" + }, + { + "epoch": 2649, + "batch_idx": 0, + "loss": 0.18271702527999878, + "learning_rate": 0.00023808137820160804, + "timestep_mean": 453.9375, + "epsilon_norm": 6.8328046798706055, + "prediction_norm": 6.105884075164795, + "timestamp": "2025-07-14T12:35:09.124251" + }, + { + "epoch": 2649, + "batch_idx": 32, + "loss": 0.20705841481685638, + "learning_rate": 0.00023808137820160804, + "timestep_mean": 413.53125, + "epsilon_norm": 6.840617656707764, + "prediction_norm": 5.474943161010742, + "timestamp": "2025-07-14T12:35:09.129144" + }, + { + "epoch": 2649, + "batch_idx": 64, + "loss": 0.23111212253570557, + "learning_rate": 0.00023808137820160804, + "timestep_mean": 511.59375, + "epsilon_norm": 8.260660171508789, + "prediction_norm": 7.217526435852051, + "timestamp": "2025-07-14T12:35:09.134072" + }, + { + "epoch": 2649, + "batch_idx": 96, + "loss": 0.1943122148513794, + "learning_rate": 0.00023808137820160804, + "timestep_mean": 502.4375, + "epsilon_norm": 9.354153633117676, + "prediction_norm": 8.211369514465332, + "timestamp": "2025-07-14T12:35:09.138856" + }, + { + "epoch": 2649, + "batch_idx": 128, + "loss": 0.2733151316642761, + "learning_rate": 0.00023808137820160804, + "timestep_mean": 465.71875, + "epsilon_norm": 8.443878173828125, + "prediction_norm": 6.599242210388184, + "timestamp": "2025-07-14T12:35:09.143751" + }, + { + "epoch": 2649, + "batch_idx": 160, + "loss": 0.1769079566001892, + "learning_rate": 0.00023808137820160804, + "timestep_mean": 570.75, + "epsilon_norm": 8.072502136230469, + "prediction_norm": 7.439724445343018, + "timestamp": "2025-07-14T12:35:09.148658" + }, + { + "epoch": 2649, + "batch_idx": 192, + "loss": 0.08703514188528061, + "learning_rate": 0.00023808137820160804, + "timestep_mean": 468.125, + "epsilon_norm": 3.331357479095459, + "prediction_norm": 2.908447027206421, + "timestamp": "2025-07-14T12:35:09.153502" + }, + { + "epoch": 2650, + "batch_idx": 0, + "loss": 0.4403759241104126, + "learning_rate": 0.00023875071764202605, + "timestep_mean": 462.0625, + "epsilon_norm": 7.969573497772217, + "prediction_norm": 5.767059326171875, + "timestamp": "2025-07-14T12:35:09.158345" + }, + { + "epoch": 2650, + "batch_idx": 32, + "loss": 0.11498142033815384, + "learning_rate": 0.00023875071764202605, + "timestep_mean": 533.34375, + "epsilon_norm": 6.783502101898193, + "prediction_norm": 6.261068820953369, + "timestamp": "2025-07-14T12:35:09.163365" + }, + { + "epoch": 2650, + "batch_idx": 64, + "loss": 0.17424973845481873, + "learning_rate": 0.00023875071764202605, + "timestep_mean": 455.59375, + "epsilon_norm": 6.952246189117432, + "prediction_norm": 5.837406158447266, + "timestamp": "2025-07-14T12:35:09.168218" + }, + { + "epoch": 2650, + "batch_idx": 96, + "loss": 0.25005286931991577, + "learning_rate": 0.00023875071764202605, + "timestep_mean": 504.46875, + "epsilon_norm": 7.467503547668457, + "prediction_norm": 6.244004249572754, + "timestamp": "2025-07-14T12:35:09.173100" + }, + { + "epoch": 2650, + "batch_idx": 128, + "loss": 0.3426434099674225, + "learning_rate": 0.00023875071764202605, + "timestep_mean": 474.28125, + "epsilon_norm": 7.716974258422852, + "prediction_norm": 6.10995626449585, + "timestamp": "2025-07-14T12:35:09.177895" + }, + { + "epoch": 2650, + "batch_idx": 160, + "loss": 0.2920891046524048, + "learning_rate": 0.00023875071764202605, + "timestep_mean": 463.0625, + "epsilon_norm": 6.748651504516602, + "prediction_norm": 4.809463977813721, + "timestamp": "2025-07-14T12:35:09.182837" + }, + { + "epoch": 2650, + "batch_idx": 192, + "loss": 0.0655541643500328, + "learning_rate": 0.00023875071764202605, + "timestep_mean": 711.75, + "epsilon_norm": 3.124168634414673, + "prediction_norm": 2.453504800796509, + "timestamp": "2025-07-14T12:35:09.187644" + }, + { + "epoch": 2651, + "batch_idx": 0, + "loss": 0.2370184063911438, + "learning_rate": 0.0002394207016890779, + "timestep_mean": 589.65625, + "epsilon_norm": 8.026140213012695, + "prediction_norm": 6.549046039581299, + "timestamp": "2025-07-14T12:35:09.192574" + }, + { + "epoch": 2651, + "batch_idx": 32, + "loss": 0.313335120677948, + "learning_rate": 0.0002394207016890779, + "timestep_mean": 476.28125, + "epsilon_norm": 7.171789169311523, + "prediction_norm": 5.388160705566406, + "timestamp": "2025-07-14T12:35:09.197467" + }, + { + "epoch": 2651, + "batch_idx": 64, + "loss": 0.2732090950012207, + "learning_rate": 0.0002394207016890779, + "timestep_mean": 417.90625, + "epsilon_norm": 7.207713603973389, + "prediction_norm": 6.019779682159424, + "timestamp": "2025-07-14T12:35:09.202347" + }, + { + "epoch": 2651, + "batch_idx": 96, + "loss": 0.2639146149158478, + "learning_rate": 0.0002394207016890779, + "timestep_mean": 480.71875, + "epsilon_norm": 8.244611740112305, + "prediction_norm": 7.1492228507995605, + "timestamp": "2025-07-14T12:35:09.207174" + }, + { + "epoch": 2651, + "batch_idx": 128, + "loss": 0.19265973567962646, + "learning_rate": 0.0002394207016890779, + "timestep_mean": 558.3125, + "epsilon_norm": 7.323587417602539, + "prediction_norm": 6.414564609527588, + "timestamp": "2025-07-14T12:35:09.212047" + }, + { + "epoch": 2651, + "batch_idx": 160, + "loss": 0.33908647298812866, + "learning_rate": 0.0002394207016890779, + "timestep_mean": 509.5, + "epsilon_norm": 7.429620742797852, + "prediction_norm": 6.0424041748046875, + "timestamp": "2025-07-14T12:35:09.217020" + }, + { + "epoch": 2651, + "batch_idx": 192, + "loss": 0.13159403204917908, + "learning_rate": 0.0002394207016890779, + "timestep_mean": 507.75, + "epsilon_norm": 3.4273009300231934, + "prediction_norm": 3.1535916328430176, + "timestamp": "2025-07-14T12:35:09.221911" + }, + { + "epoch": 2652, + "batch_idx": 0, + "loss": 0.20391908288002014, + "learning_rate": 0.0002400913286896453, + "timestep_mean": 451.53125, + "epsilon_norm": 6.050333499908447, + "prediction_norm": 5.46887731552124, + "timestamp": "2025-07-14T12:35:09.226716" + }, + { + "epoch": 2652, + "batch_idx": 32, + "loss": 0.30929136276245117, + "learning_rate": 0.0002400913286896453, + "timestep_mean": 476.90625, + "epsilon_norm": 7.658592700958252, + "prediction_norm": 6.683139801025391, + "timestamp": "2025-07-14T12:35:09.231551" + }, + { + "epoch": 2652, + "batch_idx": 64, + "loss": 0.08156071603298187, + "learning_rate": 0.0002400913286896453, + "timestep_mean": 564.4375, + "epsilon_norm": 8.011640548706055, + "prediction_norm": 7.9844441413879395, + "timestamp": "2025-07-14T12:35:09.236478" + }, + { + "epoch": 2652, + "batch_idx": 96, + "loss": 0.4386414885520935, + "learning_rate": 0.0002400913286896453, + "timestep_mean": 436.5625, + "epsilon_norm": 8.983415603637695, + "prediction_norm": 7.0859222412109375, + "timestamp": "2025-07-14T12:35:09.241288" + }, + { + "epoch": 2652, + "batch_idx": 128, + "loss": 0.1992904096841812, + "learning_rate": 0.0002400913286896453, + "timestep_mean": 573.1875, + "epsilon_norm": 7.996476650238037, + "prediction_norm": 6.890102863311768, + "timestamp": "2025-07-14T12:35:09.246116" + }, + { + "epoch": 2652, + "batch_idx": 160, + "loss": 0.4589262008666992, + "learning_rate": 0.0002400913286896453, + "timestep_mean": 417.8125, + "epsilon_norm": 7.704826354980469, + "prediction_norm": 5.344571590423584, + "timestamp": "2025-07-14T12:35:09.251071" + }, + { + "epoch": 2652, + "batch_idx": 192, + "loss": 0.19859294593334198, + "learning_rate": 0.0002400913286896453, + "timestep_mean": 455.5, + "epsilon_norm": 3.5829148292541504, + "prediction_norm": 3.574159860610962, + "timestamp": "2025-07-14T12:35:09.255925" + }, + { + "epoch": 2653, + "batch_idx": 0, + "loss": 0.45105820894241333, + "learning_rate": 0.00024076259698902275, + "timestep_mean": 446.71875, + "epsilon_norm": 8.141158103942871, + "prediction_norm": 6.280887603759766, + "timestamp": "2025-07-14T12:35:09.260777" + }, + { + "epoch": 2653, + "batch_idx": 32, + "loss": 0.11643136292695999, + "learning_rate": 0.00024076259698902275, + "timestep_mean": 522.09375, + "epsilon_norm": 7.121772766113281, + "prediction_norm": 6.932370185852051, + "timestamp": "2025-07-14T12:35:09.265653" + }, + { + "epoch": 2653, + "batch_idx": 64, + "loss": 0.2789496183395386, + "learning_rate": 0.00024076259698902275, + "timestep_mean": 459.71875, + "epsilon_norm": 7.35178804397583, + "prediction_norm": 6.540693283081055, + "timestamp": "2025-07-14T12:35:09.270509" + }, + { + "epoch": 2653, + "batch_idx": 96, + "loss": 0.22816748917102814, + "learning_rate": 0.00024076259698902275, + "timestep_mean": 531.4375, + "epsilon_norm": 7.215235233306885, + "prediction_norm": 6.941120624542236, + "timestamp": "2025-07-14T12:35:09.275467" + }, + { + "epoch": 2653, + "batch_idx": 128, + "loss": 0.2955218255519867, + "learning_rate": 0.00024076259698902275, + "timestep_mean": 511.9375, + "epsilon_norm": 9.044563293457031, + "prediction_norm": 7.179278373718262, + "timestamp": "2025-07-14T12:35:09.280365" + }, + { + "epoch": 2653, + "batch_idx": 160, + "loss": 0.14582645893096924, + "learning_rate": 0.00024076259698902275, + "timestep_mean": 497.75, + "epsilon_norm": 8.561323165893555, + "prediction_norm": 7.821224212646484, + "timestamp": "2025-07-14T12:35:09.285270" + }, + { + "epoch": 2653, + "batch_idx": 192, + "loss": 0.15025927126407623, + "learning_rate": 0.00024076259698902275, + "timestep_mean": 418.75, + "epsilon_norm": 3.0235769748687744, + "prediction_norm": 2.3538272380828857, + "timestamp": "2025-07-14T12:35:09.290136" + }, + { + "epoch": 2654, + "batch_idx": 0, + "loss": 0.18908625841140747, + "learning_rate": 0.00024143450493092173, + "timestep_mean": 464.5, + "epsilon_norm": 8.542791366577148, + "prediction_norm": 7.350783824920654, + "timestamp": "2025-07-14T12:35:09.295035" + }, + { + "epoch": 2654, + "batch_idx": 32, + "loss": 0.2886667847633362, + "learning_rate": 0.00024143450493092173, + "timestep_mean": 468.3125, + "epsilon_norm": 8.193846702575684, + "prediction_norm": 7.037858486175537, + "timestamp": "2025-07-14T12:35:09.299835" + }, + { + "epoch": 2654, + "batch_idx": 64, + "loss": 0.1578119397163391, + "learning_rate": 0.00024143450493092173, + "timestep_mean": 565.59375, + "epsilon_norm": 7.640335559844971, + "prediction_norm": 7.006779670715332, + "timestamp": "2025-07-14T12:35:09.304742" + }, + { + "epoch": 2654, + "batch_idx": 96, + "loss": 0.40332573652267456, + "learning_rate": 0.00024143450493092173, + "timestep_mean": 527.875, + "epsilon_norm": 8.212651252746582, + "prediction_norm": 6.755824089050293, + "timestamp": "2025-07-14T12:35:09.309635" + }, + { + "epoch": 2654, + "batch_idx": 128, + "loss": 0.14982089400291443, + "learning_rate": 0.00024143450493092173, + "timestep_mean": 604.28125, + "epsilon_norm": 8.115066528320312, + "prediction_norm": 7.652420997619629, + "timestamp": "2025-07-14T12:35:09.314529" + }, + { + "epoch": 2654, + "batch_idx": 160, + "loss": 0.21859849989414215, + "learning_rate": 0.00024143450493092173, + "timestep_mean": 554.78125, + "epsilon_norm": 6.755720138549805, + "prediction_norm": 6.324615001678467, + "timestamp": "2025-07-14T12:35:09.319348" + }, + { + "epoch": 2654, + "batch_idx": 192, + "loss": 0.19006232917308807, + "learning_rate": 0.00024143450493092173, + "timestep_mean": 335.625, + "epsilon_norm": 4.15315055847168, + "prediction_norm": 3.7135963439941406, + "timestamp": "2025-07-14T12:35:09.324229" + }, + { + "epoch": 2655, + "batch_idx": 0, + "loss": 0.3649292588233948, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 501.84375, + "epsilon_norm": 8.004205703735352, + "prediction_norm": 6.685581207275391, + "timestamp": "2025-07-14T12:35:09.329123" + }, + { + "epoch": 2655, + "batch_idx": 32, + "loss": 0.21955694258213043, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 523.53125, + "epsilon_norm": 8.147526741027832, + "prediction_norm": 6.952797889709473, + "timestamp": "2025-07-14T12:35:09.334086" + }, + { + "epoch": 2655, + "batch_idx": 64, + "loss": 0.14854808151721954, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 536.40625, + "epsilon_norm": 7.927879810333252, + "prediction_norm": 7.621185302734375, + "timestamp": "2025-07-14T12:35:09.338955" + }, + { + "epoch": 2655, + "batch_idx": 96, + "loss": 0.3801191449165344, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 507.75, + "epsilon_norm": 8.494396209716797, + "prediction_norm": 6.775640964508057, + "timestamp": "2025-07-14T12:35:09.343795" + }, + { + "epoch": 2655, + "batch_idx": 128, + "loss": 0.18603283166885376, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 489.5, + "epsilon_norm": 8.819783210754395, + "prediction_norm": 7.897593021392822, + "timestamp": "2025-07-14T12:35:09.348616" + }, + { + "epoch": 2655, + "batch_idx": 160, + "loss": 0.26727575063705444, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 469.0625, + "epsilon_norm": 7.823031425476074, + "prediction_norm": 7.253519058227539, + "timestamp": "2025-07-14T12:35:09.353465" + }, + { + "epoch": 2655, + "batch_idx": 192, + "loss": 0.7791739106178284, + "learning_rate": 0.00024210705085747657, + "timestep_mean": 218.25, + "epsilon_norm": 5.035378456115723, + "prediction_norm": 3.4800913333892822, + "timestamp": "2025-07-14T12:35:09.358276" + }, + { + "epoch": 2656, + "batch_idx": 0, + "loss": 0.25557005405426025, + "learning_rate": 0.00024278023310924738, + "timestep_mean": 551.125, + "epsilon_norm": 7.1599931716918945, + "prediction_norm": 6.453965663909912, + "timestamp": "2025-07-14T12:35:09.363242" + }, + { + "epoch": 2656, + "batch_idx": 32, + "loss": 0.2726956009864807, + "learning_rate": 0.00024278023310924738, + "timestep_mean": 509.875, + "epsilon_norm": 8.065149307250977, + "prediction_norm": 6.7168731689453125, + "timestamp": "2025-07-14T12:35:09.368069" + }, + { + "epoch": 2656, + "batch_idx": 64, + "loss": 0.25052422285079956, + "learning_rate": 0.00024278023310924738, + "timestep_mean": 560.46875, + "epsilon_norm": 8.289119720458984, + "prediction_norm": 7.205470561981201, + "timestamp": "2025-07-14T12:35:09.372902" + }, + { + "epoch": 2656, + "batch_idx": 96, + "loss": 0.16177956759929657, + "learning_rate": 0.00024278023310924738, + "timestep_mean": 506.46875, + "epsilon_norm": 7.977025032043457, + "prediction_norm": 7.587975025177002, + "timestamp": "2025-07-14T12:35:09.377994" + }, + { + "epoch": 2656, + "batch_idx": 128, + "loss": 0.16908785700798035, + "learning_rate": 0.00024278023310924738, + "timestep_mean": 578.40625, + "epsilon_norm": 8.152379989624023, + "prediction_norm": 7.160826683044434, + "timestamp": "2025-07-14T12:35:09.383186" + }, + { + "epoch": 2656, + "batch_idx": 160, + "loss": 0.18212686479091644, + "learning_rate": 0.00024278023310924738, + "timestep_mean": 462.1875, + "epsilon_norm": 6.824045658111572, + "prediction_norm": 6.257467269897461, + "timestamp": "2025-07-14T12:35:09.388543" + }, + { + "epoch": 2656, + "batch_idx": 192, + "loss": 0.03256198763847351, + "learning_rate": 0.00024278023310924738, + "timestep_mean": 653.0, + "epsilon_norm": 3.0248162746429443, + "prediction_norm": 3.2230513095855713, + "timestamp": "2025-07-14T12:35:09.393829" + }, + { + "epoch": 2657, + "batch_idx": 0, + "loss": 0.3329651355743408, + "learning_rate": 0.00024345405002522283, + "timestep_mean": 500.21875, + "epsilon_norm": 8.945387840270996, + "prediction_norm": 7.290660858154297, + "timestamp": "2025-07-14T12:35:09.399042" + }, + { + "epoch": 2657, + "batch_idx": 32, + "loss": 0.22508826851844788, + "learning_rate": 0.00024345405002522283, + "timestep_mean": 453.0625, + "epsilon_norm": 6.696900844573975, + "prediction_norm": 5.399508953094482, + "timestamp": "2025-07-14T12:35:09.404221" + }, + { + "epoch": 2657, + "batch_idx": 64, + "loss": 0.2023785412311554, + "learning_rate": 0.00024345405002522283, + "timestep_mean": 511.375, + "epsilon_norm": 8.04425048828125, + "prediction_norm": 7.093931674957275, + "timestamp": "2025-07-14T12:35:09.409110" + }, + { + "epoch": 2657, + "batch_idx": 96, + "loss": 0.300657719373703, + "learning_rate": 0.00024345405002522283, + "timestep_mean": 452.28125, + "epsilon_norm": 8.566340446472168, + "prediction_norm": 7.252604961395264, + "timestamp": "2025-07-14T12:35:09.414280" + }, + { + "epoch": 2657, + "batch_idx": 128, + "loss": 0.3182084858417511, + "learning_rate": 0.00024345405002522283, + "timestep_mean": 520.875, + "epsilon_norm": 8.281725883483887, + "prediction_norm": 7.168179988861084, + "timestamp": "2025-07-14T12:35:09.419730" + }, + { + "epoch": 2657, + "batch_idx": 160, + "loss": 0.26110509037971497, + "learning_rate": 0.00024345405002522283, + "timestep_mean": 482.28125, + "epsilon_norm": 7.408390522003174, + "prediction_norm": 5.861781597137451, + "timestamp": "2025-07-14T12:35:09.425030" + }, + { + "epoch": 2657, + "batch_idx": 192, + "loss": 0.049607113003730774, + "learning_rate": 0.00024345405002522283, + "timestep_mean": 562.875, + "epsilon_norm": 4.07003116607666, + "prediction_norm": 3.5428099632263184, + "timestamp": "2025-07-14T12:35:09.430400" + }, + { + "epoch": 2658, + "batch_idx": 0, + "loss": 0.1629890650510788, + "learning_rate": 0.0002441284999428277, + "timestep_mean": 489.4375, + "epsilon_norm": 7.728753089904785, + "prediction_norm": 6.267138481140137, + "timestamp": "2025-07-14T12:35:09.435649" + }, + { + "epoch": 2658, + "batch_idx": 32, + "loss": 0.18678775429725647, + "learning_rate": 0.0002441284999428277, + "timestep_mean": 541.21875, + "epsilon_norm": 6.790212631225586, + "prediction_norm": 6.3182783126831055, + "timestamp": "2025-07-14T12:35:09.440899" + }, + { + "epoch": 2658, + "batch_idx": 64, + "loss": 0.3357657194137573, + "learning_rate": 0.0002441284999428277, + "timestep_mean": 499.625, + "epsilon_norm": 9.099068641662598, + "prediction_norm": 7.4301042556762695, + "timestamp": "2025-07-14T12:35:09.446090" + }, + { + "epoch": 2658, + "batch_idx": 96, + "loss": 0.3890707194805145, + "learning_rate": 0.0002441284999428277, + "timestep_mean": 521.625, + "epsilon_norm": 8.099800109863281, + "prediction_norm": 5.670412063598633, + "timestamp": "2025-07-14T12:35:09.451253" + }, + { + "epoch": 2658, + "batch_idx": 128, + "loss": 0.3615701198577881, + "learning_rate": 0.0002441284999428277, + "timestep_mean": 521.96875, + "epsilon_norm": 7.443570613861084, + "prediction_norm": 6.4727463722229, + "timestamp": "2025-07-14T12:35:09.456402" + }, + { + "epoch": 2658, + "batch_idx": 160, + "loss": 0.3064177632331848, + "learning_rate": 0.0002441284999428277, + "timestep_mean": 482.0625, + "epsilon_norm": 8.73182487487793, + "prediction_norm": 7.600752830505371, + "timestamp": "2025-07-14T12:35:09.461607" + }, + { + "epoch": 2658, + "batch_idx": 192, + "loss": 0.4097107946872711, + "learning_rate": 0.0002441284999428277, + "timestep_mean": 454.0, + "epsilon_norm": 4.537874698638916, + "prediction_norm": 3.4089417457580566, + "timestamp": "2025-07-14T12:35:09.466755" + }, + { + "epoch": 2659, + "batch_idx": 0, + "loss": 0.21045418083667755, + "learning_rate": 0.00024480358119792354, + "timestep_mean": 465.4375, + "epsilon_norm": 7.238684177398682, + "prediction_norm": 6.421060562133789, + "timestamp": "2025-07-14T12:35:09.472109" + }, + { + "epoch": 2659, + "batch_idx": 32, + "loss": 0.48701679706573486, + "learning_rate": 0.00024480358119792354, + "timestep_mean": 485.875, + "epsilon_norm": 7.321594715118408, + "prediction_norm": 5.6363844871521, + "timestamp": "2025-07-14T12:35:09.477105" + }, + { + "epoch": 2659, + "batch_idx": 64, + "loss": 0.248650923371315, + "learning_rate": 0.00024480358119792354, + "timestep_mean": 487.25, + "epsilon_norm": 8.282910346984863, + "prediction_norm": 6.724541664123535, + "timestamp": "2025-07-14T12:35:09.482152" + }, + { + "epoch": 2659, + "batch_idx": 96, + "loss": 0.18113011121749878, + "learning_rate": 0.00024480358119792354, + "timestep_mean": 596.75, + "epsilon_norm": 8.24117660522461, + "prediction_norm": 7.937979221343994, + "timestamp": "2025-07-14T12:35:09.487403" + }, + { + "epoch": 2659, + "batch_idx": 128, + "loss": 0.20936237275600433, + "learning_rate": 0.00024480358119792354, + "timestep_mean": 446.75, + "epsilon_norm": 8.054435729980469, + "prediction_norm": 7.288615703582764, + "timestamp": "2025-07-14T12:35:09.492634" + }, + { + "epoch": 2659, + "batch_idx": 160, + "loss": 0.24474473297595978, + "learning_rate": 0.00024480358119792354, + "timestep_mean": 465.8125, + "epsilon_norm": 8.033116340637207, + "prediction_norm": 6.82771110534668, + "timestamp": "2025-07-14T12:35:09.497854" + }, + { + "epoch": 2659, + "batch_idx": 192, + "loss": 0.15809306502342224, + "learning_rate": 0.00024480358119792354, + "timestep_mean": 495.375, + "epsilon_norm": 3.6114015579223633, + "prediction_norm": 3.6198670864105225, + "timestamp": "2025-07-14T12:35:09.503148" + }, + { + "epoch": 2660, + "batch_idx": 0, + "loss": 0.31892329454421997, + "learning_rate": 0.00024547929212481484, + "timestep_mean": 424.5, + "epsilon_norm": 7.793560981750488, + "prediction_norm": 5.525451183319092, + "timestamp": "2025-07-14T12:35:09.508397" + }, + { + "epoch": 2660, + "batch_idx": 32, + "loss": 0.340068519115448, + "learning_rate": 0.00024547929212481484, + "timestep_mean": 475.9375, + "epsilon_norm": 8.11895751953125, + "prediction_norm": 6.950584888458252, + "timestamp": "2025-07-14T12:35:09.513722" + }, + { + "epoch": 2660, + "batch_idx": 64, + "loss": 0.27918756008148193, + "learning_rate": 0.00024547929212481484, + "timestep_mean": 535.5, + "epsilon_norm": 8.25507640838623, + "prediction_norm": 6.9045844078063965, + "timestamp": "2025-07-14T12:35:09.518925" + }, + { + "epoch": 2660, + "batch_idx": 96, + "loss": 0.20416182279586792, + "learning_rate": 0.00024547929212481484, + "timestep_mean": 423.78125, + "epsilon_norm": 6.2265095710754395, + "prediction_norm": 5.28663969039917, + "timestamp": "2025-07-14T12:35:09.524175" + }, + { + "epoch": 2660, + "batch_idx": 128, + "loss": 0.15366005897521973, + "learning_rate": 0.00024547929212481484, + "timestep_mean": 612.59375, + "epsilon_norm": 7.6266889572143555, + "prediction_norm": 6.72127103805542, + "timestamp": "2025-07-14T12:35:09.529231" + }, + { + "epoch": 2660, + "batch_idx": 160, + "loss": 0.19479887187480927, + "learning_rate": 0.00024547929212481484, + "timestep_mean": 436.78125, + "epsilon_norm": 6.8708319664001465, + "prediction_norm": 6.5710272789001465, + "timestamp": "2025-07-14T12:35:09.534074" + }, + { + "epoch": 2660, + "batch_idx": 192, + "loss": 0.3111024498939514, + "learning_rate": 0.00024547929212481484, + "timestep_mean": 318.125, + "epsilon_norm": 4.262676239013672, + "prediction_norm": 3.028123617172241, + "timestamp": "2025-07-14T12:35:09.538911" + }, + { + "epoch": 2661, + "batch_idx": 0, + "loss": 0.2262372225522995, + "learning_rate": 0.00024615563105625127, + "timestep_mean": 500.71875, + "epsilon_norm": 7.027482032775879, + "prediction_norm": 6.151226997375488, + "timestamp": "2025-07-14T12:35:09.543822" + }, + { + "epoch": 2661, + "batch_idx": 32, + "loss": 0.3794591426849365, + "learning_rate": 0.00024615563105625127, + "timestep_mean": 462.8125, + "epsilon_norm": 8.977940559387207, + "prediction_norm": 7.3974785804748535, + "timestamp": "2025-07-14T12:35:09.548733" + }, + { + "epoch": 2661, + "batch_idx": 64, + "loss": 0.20419485867023468, + "learning_rate": 0.00024615563105625127, + "timestep_mean": 439.25, + "epsilon_norm": 6.974889755249023, + "prediction_norm": 6.017406463623047, + "timestamp": "2025-07-14T12:35:09.553761" + }, + { + "epoch": 2661, + "batch_idx": 96, + "loss": 0.4463586211204529, + "learning_rate": 0.00024615563105625127, + "timestep_mean": 496.0, + "epsilon_norm": 7.70155668258667, + "prediction_norm": 6.002379894256592, + "timestamp": "2025-07-14T12:35:09.559015" + }, + { + "epoch": 2661, + "batch_idx": 128, + "loss": 0.30476969480514526, + "learning_rate": 0.00024615563105625127, + "timestep_mean": 545.625, + "epsilon_norm": 8.361854553222656, + "prediction_norm": 7.067180633544922, + "timestamp": "2025-07-14T12:35:09.564166" + }, + { + "epoch": 2661, + "batch_idx": 160, + "loss": 0.18482579290866852, + "learning_rate": 0.00024615563105625127, + "timestep_mean": 565.78125, + "epsilon_norm": 7.437371253967285, + "prediction_norm": 6.4815545082092285, + "timestamp": "2025-07-14T12:35:09.569383" + }, + { + "epoch": 2661, + "batch_idx": 192, + "loss": 0.10639575868844986, + "learning_rate": 0.00024615563105625127, + "timestep_mean": 612.875, + "epsilon_norm": 4.0074462890625, + "prediction_norm": 4.115122318267822, + "timestamp": "2025-07-14T12:35:09.574482" + }, + { + "epoch": 2662, + "batch_idx": 0, + "loss": 0.0994989275932312, + "learning_rate": 0.00024683259632343377, + "timestep_mean": 538.28125, + "epsilon_norm": 7.260957717895508, + "prediction_norm": 7.0084733963012695, + "timestamp": "2025-07-14T12:35:09.579628" + }, + { + "epoch": 2662, + "batch_idx": 32, + "loss": 0.5205451250076294, + "learning_rate": 0.00024683259632343377, + "timestep_mean": 517.125, + "epsilon_norm": 7.713242053985596, + "prediction_norm": 6.090980052947998, + "timestamp": "2025-07-14T12:35:09.584777" + }, + { + "epoch": 2662, + "batch_idx": 64, + "loss": 0.2700825333595276, + "learning_rate": 0.00024683259632343377, + "timestep_mean": 522.78125, + "epsilon_norm": 8.060301780700684, + "prediction_norm": 7.127340316772461, + "timestamp": "2025-07-14T12:35:09.589921" + }, + { + "epoch": 2662, + "batch_idx": 96, + "loss": 0.551819920539856, + "learning_rate": 0.00024683259632343377, + "timestep_mean": 487.875, + "epsilon_norm": 7.695342540740967, + "prediction_norm": 5.187455654144287, + "timestamp": "2025-07-14T12:35:09.595094" + }, + { + "epoch": 2662, + "batch_idx": 128, + "loss": 0.39311712980270386, + "learning_rate": 0.00024683259632343377, + "timestep_mean": 463.28125, + "epsilon_norm": 8.011892318725586, + "prediction_norm": 6.043863773345947, + "timestamp": "2025-07-14T12:35:09.600387" + }, + { + "epoch": 2662, + "batch_idx": 160, + "loss": 0.1514432579278946, + "learning_rate": 0.00024683259632343377, + "timestep_mean": 564.75, + "epsilon_norm": 7.477052211761475, + "prediction_norm": 6.5496439933776855, + "timestamp": "2025-07-14T12:35:09.605536" + }, + { + "epoch": 2662, + "batch_idx": 192, + "loss": 0.24995307624340057, + "learning_rate": 0.00024683259632343377, + "timestep_mean": 615.0, + "epsilon_norm": 4.6751275062561035, + "prediction_norm": 4.468510627746582, + "timestamp": "2025-07-14T12:35:09.610574" + }, + { + "epoch": 2663, + "batch_idx": 0, + "loss": 0.5310746431350708, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 473.78125, + "epsilon_norm": 8.772761344909668, + "prediction_norm": 6.902012348175049, + "timestamp": "2025-07-14T12:35:09.615732" + }, + { + "epoch": 2663, + "batch_idx": 32, + "loss": 0.253194659948349, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 513.25, + "epsilon_norm": 8.090017318725586, + "prediction_norm": 6.3512115478515625, + "timestamp": "2025-07-14T12:35:09.620831" + }, + { + "epoch": 2663, + "batch_idx": 64, + "loss": 0.29091185331344604, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 444.21875, + "epsilon_norm": 8.30327320098877, + "prediction_norm": 6.4021124839782715, + "timestamp": "2025-07-14T12:35:09.626021" + }, + { + "epoch": 2663, + "batch_idx": 96, + "loss": 0.3141031861305237, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 450.21875, + "epsilon_norm": 8.42668628692627, + "prediction_norm": 7.2978973388671875, + "timestamp": "2025-07-14T12:35:09.630978" + }, + { + "epoch": 2663, + "batch_idx": 128, + "loss": 0.24746167659759521, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 434.40625, + "epsilon_norm": 7.09684419631958, + "prediction_norm": 6.244515419006348, + "timestamp": "2025-07-14T12:35:09.636062" + }, + { + "epoch": 2663, + "batch_idx": 160, + "loss": 0.18387317657470703, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 542.84375, + "epsilon_norm": 7.1912522315979, + "prediction_norm": 6.002761363983154, + "timestamp": "2025-07-14T12:35:09.641271" + }, + { + "epoch": 2663, + "batch_idx": 192, + "loss": 0.5719783306121826, + "learning_rate": 0.00024751018625601896, + "timestep_mean": 536.75, + "epsilon_norm": 4.897846698760986, + "prediction_norm": 3.5322630405426025, + "timestamp": "2025-07-14T12:35:09.646373" + }, + { + "epoch": 2664, + "batch_idx": 0, + "loss": 0.3865174651145935, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 448.65625, + "epsilon_norm": 8.954009056091309, + "prediction_norm": 7.414597511291504, + "timestamp": "2025-07-14T12:35:09.651576" + }, + { + "epoch": 2664, + "batch_idx": 32, + "loss": 0.23767855763435364, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 554.25, + "epsilon_norm": 6.133820056915283, + "prediction_norm": 5.411640644073486, + "timestamp": "2025-07-14T12:35:09.656758" + }, + { + "epoch": 2664, + "batch_idx": 64, + "loss": 0.32215616106987, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 487.625, + "epsilon_norm": 7.026090621948242, + "prediction_norm": 6.016361713409424, + "timestamp": "2025-07-14T12:35:09.661933" + }, + { + "epoch": 2664, + "batch_idx": 96, + "loss": 0.29563289880752563, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 525.59375, + "epsilon_norm": 8.312374114990234, + "prediction_norm": 7.229063034057617, + "timestamp": "2025-07-14T12:35:09.667301" + }, + { + "epoch": 2664, + "batch_idx": 128, + "loss": 0.27665597200393677, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 338.5625, + "epsilon_norm": 7.155155658721924, + "prediction_norm": 5.628351211547852, + "timestamp": "2025-07-14T12:35:09.672465" + }, + { + "epoch": 2664, + "batch_idx": 160, + "loss": 0.40764567255973816, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 578.59375, + "epsilon_norm": 8.334010124206543, + "prediction_norm": 7.353503227233887, + "timestamp": "2025-07-14T12:35:09.677621" + }, + { + "epoch": 2664, + "batch_idx": 192, + "loss": 0.13147515058517456, + "learning_rate": 0.0002481883991821199, + "timestep_mean": 527.25, + "epsilon_norm": 5.896798610687256, + "prediction_norm": 5.66804838180542, + "timestamp": "2025-07-14T12:35:09.682715" + }, + { + "epoch": 2665, + "batch_idx": 0, + "loss": 0.2927286624908447, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 528.6875, + "epsilon_norm": 9.488201141357422, + "prediction_norm": 8.459355354309082, + "timestamp": "2025-07-14T12:35:09.687966" + }, + { + "epoch": 2665, + "batch_idx": 32, + "loss": 0.28502699732780457, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 489.90625, + "epsilon_norm": 6.852500915527344, + "prediction_norm": 5.815589427947998, + "timestamp": "2025-07-14T12:35:09.693184" + }, + { + "epoch": 2665, + "batch_idx": 64, + "loss": 0.45440778136253357, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 488.84375, + "epsilon_norm": 7.934108257293701, + "prediction_norm": 6.485008239746094, + "timestamp": "2025-07-14T12:35:09.698436" + }, + { + "epoch": 2665, + "batch_idx": 96, + "loss": 0.3107770085334778, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 496.90625, + "epsilon_norm": 8.326984405517578, + "prediction_norm": 6.7075724601745605, + "timestamp": "2025-07-14T12:35:09.703634" + }, + { + "epoch": 2665, + "batch_idx": 128, + "loss": 0.31086453795433044, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 503.0625, + "epsilon_norm": 7.595461845397949, + "prediction_norm": 6.0203680992126465, + "timestamp": "2025-07-14T12:35:09.708941" + }, + { + "epoch": 2665, + "batch_idx": 160, + "loss": 0.3921341300010681, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 451.53125, + "epsilon_norm": 8.121318817138672, + "prediction_norm": 6.7951226234436035, + "timestamp": "2025-07-14T12:35:09.714123" + }, + { + "epoch": 2665, + "batch_idx": 192, + "loss": 0.16990037262439728, + "learning_rate": 0.00024886723342831406, + "timestep_mean": 536.0, + "epsilon_norm": 3.858419895172119, + "prediction_norm": 3.8570961952209473, + "timestamp": "2025-07-14T12:35:09.719270" + }, + { + "epoch": 2666, + "batch_idx": 0, + "loss": 0.2670576870441437, + "learning_rate": 0.0002495466873196457, + "timestep_mean": 569.6875, + "epsilon_norm": 8.054007530212402, + "prediction_norm": 7.397524833679199, + "timestamp": "2025-07-14T12:35:09.724463" + }, + { + "epoch": 2666, + "batch_idx": 32, + "loss": 0.2654135823249817, + "learning_rate": 0.0002495466873196457, + "timestep_mean": 546.03125, + "epsilon_norm": 8.309099197387695, + "prediction_norm": 6.866293907165527, + "timestamp": "2025-07-14T12:35:09.729657" + }, + { + "epoch": 2666, + "batch_idx": 64, + "loss": 0.09924455732107162, + "learning_rate": 0.0002495466873196457, + "timestep_mean": 583.1875, + "epsilon_norm": 7.5833258628845215, + "prediction_norm": 7.739071846008301, + "timestamp": "2025-07-14T12:35:09.734872" + }, + { + "epoch": 2666, + "batch_idx": 96, + "loss": 0.2304304540157318, + "learning_rate": 0.0002495466873196457, + "timestep_mean": 520.21875, + "epsilon_norm": 7.14033317565918, + "prediction_norm": 6.293220520019531, + "timestamp": "2025-07-14T12:35:09.740065" + }, + { + "epoch": 2666, + "batch_idx": 128, + "loss": 0.3542332947254181, + "learning_rate": 0.0002495466873196457, + "timestep_mean": 498.46875, + "epsilon_norm": 8.747846603393555, + "prediction_norm": 7.407313346862793, + "timestamp": "2025-07-14T12:35:09.745195" + }, + { + "epoch": 2666, + "batch_idx": 160, + "loss": 0.22663894295692444, + "learning_rate": 0.0002495466873196457, + "timestep_mean": 615.9375, + "epsilon_norm": 7.591371059417725, + "prediction_norm": 6.318873882293701, + "timestamp": "2025-07-14T12:35:09.750495" + }, + { + "epoch": 2666, + "batch_idx": 192, + "loss": 0.41748329997062683, + "learning_rate": 0.0002495466873196457, + "timestep_mean": 605.375, + "epsilon_norm": 4.82913875579834, + "prediction_norm": 4.674259185791016, + "timestamp": "2025-07-14T12:35:09.755669" + }, + { + "epoch": 2667, + "batch_idx": 0, + "loss": 0.24152728915214539, + "learning_rate": 0.00025022675917962925, + "timestep_mean": 507.6875, + "epsilon_norm": 8.452825546264648, + "prediction_norm": 7.192758560180664, + "timestamp": "2025-07-14T12:35:09.760797" + }, + { + "epoch": 2667, + "batch_idx": 32, + "loss": 0.25581812858581543, + "learning_rate": 0.00025022675917962925, + "timestep_mean": 479.09375, + "epsilon_norm": 8.123329162597656, + "prediction_norm": 6.704435348510742, + "timestamp": "2025-07-14T12:35:09.765637" + }, + { + "epoch": 2667, + "batch_idx": 64, + "loss": 0.29885464906692505, + "learning_rate": 0.00025022675917962925, + "timestep_mean": 376.875, + "epsilon_norm": 8.619481086730957, + "prediction_norm": 6.891423225402832, + "timestamp": "2025-07-14T12:35:09.770708" + }, + { + "epoch": 2667, + "batch_idx": 96, + "loss": 0.20137566328048706, + "learning_rate": 0.00025022675917962925, + "timestep_mean": 476.09375, + "epsilon_norm": 6.978641033172607, + "prediction_norm": 6.145742416381836, + "timestamp": "2025-07-14T12:35:09.775875" + }, + { + "epoch": 2667, + "batch_idx": 128, + "loss": 0.3651197850704193, + "learning_rate": 0.00025022675917962925, + "timestep_mean": 433.375, + "epsilon_norm": 8.223230361938477, + "prediction_norm": 7.024078845977783, + "timestamp": "2025-07-14T12:35:09.780739" + }, + { + "epoch": 2667, + "batch_idx": 160, + "loss": 0.3967292904853821, + "learning_rate": 0.00025022675917962925, + "timestep_mean": 551.15625, + "epsilon_norm": 8.859187126159668, + "prediction_norm": 6.81881046295166, + "timestamp": "2025-07-14T12:35:09.785631" + }, + { + "epoch": 2667, + "batch_idx": 192, + "loss": 0.12159957736730576, + "learning_rate": 0.00025022675917962925, + "timestep_mean": 466.375, + "epsilon_norm": 4.117712497711182, + "prediction_norm": 3.552664279937744, + "timestamp": "2025-07-14T12:35:09.790502" + }, + { + "epoch": 2668, + "batch_idx": 0, + "loss": 0.2894207239151001, + "learning_rate": 0.0002509074473302548, + "timestep_mean": 538.0, + "epsilon_norm": 9.405790328979492, + "prediction_norm": 8.165678024291992, + "timestamp": "2025-07-14T12:35:09.795378" + }, + { + "epoch": 2668, + "batch_idx": 32, + "loss": 0.29791557788848877, + "learning_rate": 0.0002509074473302548, + "timestep_mean": 457.53125, + "epsilon_norm": 8.317778587341309, + "prediction_norm": 6.487197399139404, + "timestamp": "2025-07-14T12:35:09.800286" + }, + { + "epoch": 2668, + "batch_idx": 64, + "loss": 0.25615617632865906, + "learning_rate": 0.0002509074473302548, + "timestep_mean": 548.59375, + "epsilon_norm": 8.774917602539062, + "prediction_norm": 7.8429155349731445, + "timestamp": "2025-07-14T12:35:09.805192" + }, + { + "epoch": 2668, + "batch_idx": 96, + "loss": 0.2363138198852539, + "learning_rate": 0.0002509074473302548, + "timestep_mean": 474.71875, + "epsilon_norm": 8.015020370483398, + "prediction_norm": 6.743356704711914, + "timestamp": "2025-07-14T12:35:09.810056" + }, + { + "epoch": 2668, + "batch_idx": 128, + "loss": 0.4048398733139038, + "learning_rate": 0.0002509074473302548, + "timestep_mean": 512.9375, + "epsilon_norm": 8.640499114990234, + "prediction_norm": 7.005371570587158, + "timestamp": "2025-07-14T12:35:09.814942" + }, + { + "epoch": 2668, + "batch_idx": 160, + "loss": 0.22173118591308594, + "learning_rate": 0.0002509074473302548, + "timestep_mean": 446.375, + "epsilon_norm": 7.624094009399414, + "prediction_norm": 6.56551456451416, + "timestamp": "2025-07-14T12:35:09.819857" + }, + { + "epoch": 2668, + "batch_idx": 192, + "loss": 0.06300456076860428, + "learning_rate": 0.0002509074473302548, + "timestep_mean": 541.625, + "epsilon_norm": 3.5726635456085205, + "prediction_norm": 3.864743232727051, + "timestamp": "2025-07-14T12:35:09.824679" + }, + { + "epoch": 2669, + "batch_idx": 0, + "loss": 0.3169128894805908, + "learning_rate": 0.00025158875009199293, + "timestep_mean": 511.625, + "epsilon_norm": 8.56135368347168, + "prediction_norm": 6.92836856842041, + "timestamp": "2025-07-14T12:35:09.829572" + }, + { + "epoch": 2669, + "batch_idx": 32, + "loss": 0.4805067181587219, + "learning_rate": 0.00025158875009199293, + "timestep_mean": 535.375, + "epsilon_norm": 9.449810981750488, + "prediction_norm": 7.940526485443115, + "timestamp": "2025-07-14T12:35:09.834403" + }, + { + "epoch": 2669, + "batch_idx": 64, + "loss": 0.14789485931396484, + "learning_rate": 0.00025158875009199293, + "timestep_mean": 500.6875, + "epsilon_norm": 7.726297855377197, + "prediction_norm": 7.117215156555176, + "timestamp": "2025-07-14T12:35:09.839248" + }, + { + "epoch": 2669, + "batch_idx": 96, + "loss": 0.27625834941864014, + "learning_rate": 0.00025158875009199293, + "timestep_mean": 561.875, + "epsilon_norm": 8.527228355407715, + "prediction_norm": 7.996889114379883, + "timestamp": "2025-07-14T12:35:09.844054" + }, + { + "epoch": 2669, + "batch_idx": 128, + "loss": 0.428963840007782, + "learning_rate": 0.00025158875009199293, + "timestep_mean": 474.4375, + "epsilon_norm": 8.040230751037598, + "prediction_norm": 6.629022121429443, + "timestamp": "2025-07-14T12:35:09.848892" + }, + { + "epoch": 2669, + "batch_idx": 160, + "loss": 0.33683639764785767, + "learning_rate": 0.00025158875009199293, + "timestep_mean": 427.09375, + "epsilon_norm": 8.019394874572754, + "prediction_norm": 5.901986122131348, + "timestamp": "2025-07-14T12:35:09.853712" + }, + { + "epoch": 2669, + "batch_idx": 192, + "loss": 0.2293827384710312, + "learning_rate": 0.00025158875009199293, + "timestep_mean": 373.125, + "epsilon_norm": 4.102066516876221, + "prediction_norm": 3.9655609130859375, + "timestamp": "2025-07-14T12:35:09.858617" + }, + { + "epoch": 2670, + "batch_idx": 0, + "loss": 0.39915919303894043, + "learning_rate": 0.00025227066578379677, + "timestep_mean": 515.28125, + "epsilon_norm": 9.410689353942871, + "prediction_norm": 7.6948981285095215, + "timestamp": "2025-07-14T12:35:09.863453" + }, + { + "epoch": 2670, + "batch_idx": 32, + "loss": 0.2531525492668152, + "learning_rate": 0.00025227066578379677, + "timestep_mean": 416.59375, + "epsilon_norm": 8.266892433166504, + "prediction_norm": 7.158390045166016, + "timestamp": "2025-07-14T12:35:09.868250" + }, + { + "epoch": 2670, + "batch_idx": 64, + "loss": 0.20753251016139984, + "learning_rate": 0.00025227066578379677, + "timestep_mean": 505.75, + "epsilon_norm": 7.136760234832764, + "prediction_norm": 6.019306182861328, + "timestamp": "2025-07-14T12:35:09.873133" + }, + { + "epoch": 2670, + "batch_idx": 96, + "loss": 0.32739734649658203, + "learning_rate": 0.00025227066578379677, + "timestep_mean": 439.5625, + "epsilon_norm": 8.902519226074219, + "prediction_norm": 7.546806812286377, + "timestamp": "2025-07-14T12:35:09.878053" + }, + { + "epoch": 2670, + "batch_idx": 128, + "loss": 0.4389987587928772, + "learning_rate": 0.00025227066578379677, + "timestep_mean": 454.96875, + "epsilon_norm": 7.767008304595947, + "prediction_norm": 5.655491352081299, + "timestamp": "2025-07-14T12:35:09.882987" + }, + { + "epoch": 2670, + "batch_idx": 160, + "loss": 0.316834419965744, + "learning_rate": 0.00025227066578379677, + "timestep_mean": 515.28125, + "epsilon_norm": 8.1095609664917, + "prediction_norm": 6.830541133880615, + "timestamp": "2025-07-14T12:35:09.887990" + }, + { + "epoch": 2670, + "batch_idx": 192, + "loss": 0.46677064895629883, + "learning_rate": 0.00025227066578379677, + "timestep_mean": 600.5, + "epsilon_norm": 3.6501381397247314, + "prediction_norm": 3.3452301025390625, + "timestamp": "2025-07-14T12:35:09.893213" + }, + { + "epoch": 2671, + "batch_idx": 0, + "loss": 0.20585858821868896, + "learning_rate": 0.00025295319272310634, + "timestep_mean": 566.125, + "epsilon_norm": 7.481196880340576, + "prediction_norm": 6.651782989501953, + "timestamp": "2025-07-14T12:35:09.898244" + }, + { + "epoch": 2671, + "batch_idx": 32, + "loss": 0.28333479166030884, + "learning_rate": 0.00025295319272310634, + "timestep_mean": 499.59375, + "epsilon_norm": 7.441585063934326, + "prediction_norm": 6.860870838165283, + "timestamp": "2025-07-14T12:35:09.903362" + }, + { + "epoch": 2671, + "batch_idx": 64, + "loss": 0.29182934761047363, + "learning_rate": 0.00025295319272310634, + "timestep_mean": 510.03125, + "epsilon_norm": 6.831064701080322, + "prediction_norm": 5.875319004058838, + "timestamp": "2025-07-14T12:35:09.908479" + }, + { + "epoch": 2671, + "batch_idx": 96, + "loss": 0.2825280725955963, + "learning_rate": 0.00025295319272310634, + "timestep_mean": 526.9375, + "epsilon_norm": 8.776946067810059, + "prediction_norm": 7.721164226531982, + "timestamp": "2025-07-14T12:35:09.913697" + }, + { + "epoch": 2671, + "batch_idx": 128, + "loss": 0.43735364079475403, + "learning_rate": 0.00025295319272310634, + "timestep_mean": 424.8125, + "epsilon_norm": 7.653533458709717, + "prediction_norm": 6.097060680389404, + "timestamp": "2025-07-14T12:35:09.918890" + }, + { + "epoch": 2671, + "batch_idx": 160, + "loss": 0.37599819898605347, + "learning_rate": 0.00025295319272310634, + "timestep_mean": 511.71875, + "epsilon_norm": 7.806410789489746, + "prediction_norm": 5.876260280609131, + "timestamp": "2025-07-14T12:35:09.924114" + }, + { + "epoch": 2671, + "batch_idx": 192, + "loss": 0.24380545318126678, + "learning_rate": 0.00025295319272310634, + "timestep_mean": 484.0, + "epsilon_norm": 4.770796775817871, + "prediction_norm": 3.922529697418213, + "timestamp": "2025-07-14T12:35:09.929251" + }, + { + "epoch": 2672, + "batch_idx": 0, + "loss": 0.2940244972705841, + "learning_rate": 0.0002536363292258547, + "timestep_mean": 505.5, + "epsilon_norm": 8.746936798095703, + "prediction_norm": 7.924770832061768, + "timestamp": "2025-07-14T12:35:09.934540" + }, + { + "epoch": 2672, + "batch_idx": 32, + "loss": 0.18912380933761597, + "learning_rate": 0.0002536363292258547, + "timestep_mean": 595.9375, + "epsilon_norm": 7.128696918487549, + "prediction_norm": 6.098597526550293, + "timestamp": "2025-07-14T12:35:09.939744" + }, + { + "epoch": 2672, + "batch_idx": 64, + "loss": 0.3965049386024475, + "learning_rate": 0.0002536363292258547, + "timestep_mean": 435.5625, + "epsilon_norm": 8.218925476074219, + "prediction_norm": 6.849862098693848, + "timestamp": "2025-07-14T12:35:09.944966" + }, + { + "epoch": 2672, + "batch_idx": 96, + "loss": 0.24972917139530182, + "learning_rate": 0.0002536363292258547, + "timestep_mean": 604.59375, + "epsilon_norm": 8.462715148925781, + "prediction_norm": 7.363104343414307, + "timestamp": "2025-07-14T12:35:09.950351" + }, + { + "epoch": 2672, + "batch_idx": 128, + "loss": 0.21433518826961517, + "learning_rate": 0.0002536363292258547, + "timestep_mean": 520.375, + "epsilon_norm": 6.775066375732422, + "prediction_norm": 5.242578983306885, + "timestamp": "2025-07-14T12:35:09.955466" + }, + { + "epoch": 2672, + "batch_idx": 160, + "loss": 0.3453831076622009, + "learning_rate": 0.0002536363292258547, + "timestep_mean": 459.8125, + "epsilon_norm": 7.385923862457275, + "prediction_norm": 5.580408096313477, + "timestamp": "2025-07-14T12:35:09.960704" + }, + { + "epoch": 2672, + "batch_idx": 192, + "loss": 0.46817126870155334, + "learning_rate": 0.0002536363292258547, + "timestep_mean": 422.125, + "epsilon_norm": 4.4296956062316895, + "prediction_norm": 3.4308955669403076, + "timestamp": "2025-07-14T12:35:09.965868" + }, + { + "epoch": 2673, + "batch_idx": 0, + "loss": 0.18500538170337677, + "learning_rate": 0.0002543200736064704, + "timestep_mean": 451.65625, + "epsilon_norm": 7.705126762390137, + "prediction_norm": 6.690311431884766, + "timestamp": "2025-07-14T12:35:09.971086" + }, + { + "epoch": 2673, + "batch_idx": 32, + "loss": 0.250273197889328, + "learning_rate": 0.0002543200736064704, + "timestep_mean": 466.25, + "epsilon_norm": 7.199347496032715, + "prediction_norm": 6.292940139770508, + "timestamp": "2025-07-14T12:35:09.976287" + }, + { + "epoch": 2673, + "batch_idx": 64, + "loss": 0.23596526682376862, + "learning_rate": 0.0002543200736064704, + "timestep_mean": 463.3125, + "epsilon_norm": 6.908791542053223, + "prediction_norm": 6.068994045257568, + "timestamp": "2025-07-14T12:35:09.981436" + }, + { + "epoch": 2673, + "batch_idx": 96, + "loss": 0.22078925371170044, + "learning_rate": 0.0002543200736064704, + "timestep_mean": 518.84375, + "epsilon_norm": 7.16991662979126, + "prediction_norm": 6.11989688873291, + "timestamp": "2025-07-14T12:35:09.986619" + }, + { + "epoch": 2673, + "batch_idx": 128, + "loss": 0.2364966869354248, + "learning_rate": 0.0002543200736064704, + "timestep_mean": 525.84375, + "epsilon_norm": 8.53833293914795, + "prediction_norm": 7.5214128494262695, + "timestamp": "2025-07-14T12:35:09.991830" + }, + { + "epoch": 2673, + "batch_idx": 160, + "loss": 0.2832109034061432, + "learning_rate": 0.0002543200736064704, + "timestep_mean": 514.84375, + "epsilon_norm": 9.022844314575195, + "prediction_norm": 7.596867561340332, + "timestamp": "2025-07-14T12:35:09.997056" + }, + { + "epoch": 2673, + "batch_idx": 192, + "loss": 0.08327743411064148, + "learning_rate": 0.0002543200736064704, + "timestep_mean": 539.25, + "epsilon_norm": 4.1654157638549805, + "prediction_norm": 3.755969285964966, + "timestamp": "2025-07-14T12:35:10.002158" + }, + { + "epoch": 2674, + "batch_idx": 0, + "loss": 0.3177752196788788, + "learning_rate": 0.00025500442417788214, + "timestep_mean": 523.6875, + "epsilon_norm": 6.793910026550293, + "prediction_norm": 5.625229835510254, + "timestamp": "2025-07-14T12:35:10.007314" + }, + { + "epoch": 2674, + "batch_idx": 32, + "loss": 0.2955228090286255, + "learning_rate": 0.00025500442417788214, + "timestep_mean": 536.09375, + "epsilon_norm": 7.9130120277404785, + "prediction_norm": 6.232884407043457, + "timestamp": "2025-07-14T12:35:10.012273" + }, + { + "epoch": 2674, + "batch_idx": 64, + "loss": 0.23877614736557007, + "learning_rate": 0.00025500442417788214, + "timestep_mean": 479.71875, + "epsilon_norm": 7.353796482086182, + "prediction_norm": 6.152708530426025, + "timestamp": "2025-07-14T12:35:10.017429" + }, + { + "epoch": 2674, + "batch_idx": 96, + "loss": 0.2833807170391083, + "learning_rate": 0.00025500442417788214, + "timestep_mean": 501.1875, + "epsilon_norm": 8.492512702941895, + "prediction_norm": 7.272289752960205, + "timestamp": "2025-07-14T12:35:10.022566" + }, + { + "epoch": 2674, + "batch_idx": 128, + "loss": 0.22924712300300598, + "learning_rate": 0.00025500442417788214, + "timestep_mean": 533.34375, + "epsilon_norm": 8.08671760559082, + "prediction_norm": 6.783555030822754, + "timestamp": "2025-07-14T12:35:10.027661" + }, + { + "epoch": 2674, + "batch_idx": 160, + "loss": 0.32897573709487915, + "learning_rate": 0.00025500442417788214, + "timestep_mean": 448.90625, + "epsilon_norm": 8.021642684936523, + "prediction_norm": 6.501882076263428, + "timestamp": "2025-07-14T12:35:10.032922" + }, + { + "epoch": 2674, + "batch_idx": 192, + "loss": 0.10745338350534439, + "learning_rate": 0.00025500442417788214, + "timestep_mean": 570.75, + "epsilon_norm": 4.3293561935424805, + "prediction_norm": 4.305980682373047, + "timestamp": "2025-07-14T12:35:10.038051" + }, + { + "epoch": 2675, + "batch_idx": 0, + "loss": 0.3311481773853302, + "learning_rate": 0.0002556893792515229, + "timestep_mean": 454.25, + "epsilon_norm": 9.73495101928711, + "prediction_norm": 7.669857025146484, + "timestamp": "2025-07-14T12:35:10.043252" + }, + { + "epoch": 2675, + "batch_idx": 32, + "loss": 0.32187584042549133, + "learning_rate": 0.0002556893792515229, + "timestep_mean": 532.09375, + "epsilon_norm": 8.482285499572754, + "prediction_norm": 7.384340763092041, + "timestamp": "2025-07-14T12:35:10.048440" + }, + { + "epoch": 2675, + "batch_idx": 64, + "loss": 0.19733577966690063, + "learning_rate": 0.0002556893792515229, + "timestep_mean": 553.71875, + "epsilon_norm": 8.166426658630371, + "prediction_norm": 7.670736312866211, + "timestamp": "2025-07-14T12:35:10.053675" + }, + { + "epoch": 2675, + "batch_idx": 96, + "loss": 0.36733996868133545, + "learning_rate": 0.0002556893792515229, + "timestep_mean": 517.28125, + "epsilon_norm": 8.772420883178711, + "prediction_norm": 7.031889915466309, + "timestamp": "2025-07-14T12:35:10.058935" + }, + { + "epoch": 2675, + "batch_idx": 128, + "loss": 0.4205206632614136, + "learning_rate": 0.0002556893792515229, + "timestep_mean": 471.6875, + "epsilon_norm": 8.196248054504395, + "prediction_norm": 5.211371421813965, + "timestamp": "2025-07-14T12:35:10.064133" + }, + { + "epoch": 2675, + "batch_idx": 160, + "loss": 0.22641795873641968, + "learning_rate": 0.0002556893792515229, + "timestep_mean": 472.90625, + "epsilon_norm": 8.134354591369629, + "prediction_norm": 6.983774662017822, + "timestamp": "2025-07-14T12:35:10.069377" + }, + { + "epoch": 2675, + "batch_idx": 192, + "loss": 0.7558340430259705, + "learning_rate": 0.0002556893792515229, + "timestep_mean": 510.0, + "epsilon_norm": 4.522344589233398, + "prediction_norm": 2.9977638721466064, + "timestamp": "2025-07-14T12:35:10.074571" + }, + { + "epoch": 2676, + "batch_idx": 0, + "loss": 0.13060489296913147, + "learning_rate": 0.0002563749371373342, + "timestep_mean": 511.6875, + "epsilon_norm": 8.052138328552246, + "prediction_norm": 7.046951770782471, + "timestamp": "2025-07-14T12:35:10.079654" + }, + { + "epoch": 2676, + "batch_idx": 32, + "loss": 0.2542461156845093, + "learning_rate": 0.0002563749371373342, + "timestep_mean": 436.3125, + "epsilon_norm": 7.244311332702637, + "prediction_norm": 5.783865451812744, + "timestamp": "2025-07-14T12:35:10.084756" + }, + { + "epoch": 2676, + "batch_idx": 64, + "loss": 0.21635659039020538, + "learning_rate": 0.0002563749371373342, + "timestep_mean": 537.15625, + "epsilon_norm": 7.380337238311768, + "prediction_norm": 6.268470764160156, + "timestamp": "2025-07-14T12:35:10.089956" + }, + { + "epoch": 2676, + "batch_idx": 96, + "loss": 0.38086265325546265, + "learning_rate": 0.0002563749371373342, + "timestep_mean": 438.96875, + "epsilon_norm": 8.788824081420898, + "prediction_norm": 6.939931392669678, + "timestamp": "2025-07-14T12:35:10.095047" + }, + { + "epoch": 2676, + "batch_idx": 128, + "loss": 0.2205798178911209, + "learning_rate": 0.0002563749371373342, + "timestep_mean": 459.8125, + "epsilon_norm": 8.344263076782227, + "prediction_norm": 7.317910671234131, + "timestamp": "2025-07-14T12:35:10.100396" + }, + { + "epoch": 2676, + "batch_idx": 160, + "loss": 0.47766438126564026, + "learning_rate": 0.0002563749371373342, + "timestep_mean": 464.53125, + "epsilon_norm": 9.286141395568848, + "prediction_norm": 6.303641319274902, + "timestamp": "2025-07-14T12:35:10.105668" + }, + { + "epoch": 2676, + "batch_idx": 192, + "loss": 0.21157702803611755, + "learning_rate": 0.0002563749371373342, + "timestep_mean": 491.625, + "epsilon_norm": 3.389653444290161, + "prediction_norm": 2.516855239868164, + "timestamp": "2025-07-14T12:35:10.110892" + }, + { + "epoch": 2677, + "batch_idx": 0, + "loss": 0.2835780382156372, + "learning_rate": 0.00025706109614377035, + "timestep_mean": 546.53125, + "epsilon_norm": 7.368359565734863, + "prediction_norm": 6.14233922958374, + "timestamp": "2025-07-14T12:35:10.116094" + }, + { + "epoch": 2677, + "batch_idx": 32, + "loss": 0.2816609740257263, + "learning_rate": 0.00025706109614377035, + "timestep_mean": 483.125, + "epsilon_norm": 8.174860954284668, + "prediction_norm": 7.125665664672852, + "timestamp": "2025-07-14T12:35:10.121112" + }, + { + "epoch": 2677, + "batch_idx": 64, + "loss": 0.3391128182411194, + "learning_rate": 0.00025706109614377035, + "timestep_mean": 438.90625, + "epsilon_norm": 6.974105358123779, + "prediction_norm": 5.801359176635742, + "timestamp": "2025-07-14T12:35:10.126041" + }, + { + "epoch": 2677, + "batch_idx": 96, + "loss": 0.3693990707397461, + "learning_rate": 0.00025706109614377035, + "timestep_mean": 468.84375, + "epsilon_norm": 9.190423965454102, + "prediction_norm": 7.9555792808532715, + "timestamp": "2025-07-14T12:35:10.130885" + }, + { + "epoch": 2677, + "batch_idx": 128, + "loss": 0.3095867931842804, + "learning_rate": 0.00025706109614377035, + "timestep_mean": 538.625, + "epsilon_norm": 8.329357147216797, + "prediction_norm": 7.667918682098389, + "timestamp": "2025-07-14T12:35:10.135724" + }, + { + "epoch": 2677, + "batch_idx": 160, + "loss": 0.16091689467430115, + "learning_rate": 0.00025706109614377035, + "timestep_mean": 504.1875, + "epsilon_norm": 7.116674900054932, + "prediction_norm": 6.506007194519043, + "timestamp": "2025-07-14T12:35:10.140556" + }, + { + "epoch": 2677, + "batch_idx": 192, + "loss": 0.497000515460968, + "learning_rate": 0.00025706109614377035, + "timestep_mean": 509.625, + "epsilon_norm": 3.20127534866333, + "prediction_norm": 3.541069984436035, + "timestamp": "2025-07-14T12:35:10.145506" + }, + { + "epoch": 2678, + "batch_idx": 0, + "loss": 0.2507469356060028, + "learning_rate": 0.00025774785457780165, + "timestep_mean": 473.5, + "epsilon_norm": 8.172463417053223, + "prediction_norm": 7.202625274658203, + "timestamp": "2025-07-14T12:35:10.150755" + }, + { + "epoch": 2678, + "batch_idx": 32, + "loss": 0.2726508677005768, + "learning_rate": 0.00025774785457780165, + "timestep_mean": 511.9375, + "epsilon_norm": 8.589405059814453, + "prediction_norm": 7.095109939575195, + "timestamp": "2025-07-14T12:35:10.155846" + }, + { + "epoch": 2678, + "batch_idx": 64, + "loss": 0.20097842812538147, + "learning_rate": 0.00025774785457780165, + "timestep_mean": 576.3125, + "epsilon_norm": 7.42119836807251, + "prediction_norm": 6.693098545074463, + "timestamp": "2025-07-14T12:35:10.160905" + }, + { + "epoch": 2678, + "batch_idx": 96, + "loss": 0.290752649307251, + "learning_rate": 0.00025774785457780165, + "timestep_mean": 485.28125, + "epsilon_norm": 7.043761253356934, + "prediction_norm": 5.905899524688721, + "timestamp": "2025-07-14T12:35:10.166027" + }, + { + "epoch": 2678, + "batch_idx": 128, + "loss": 0.2767990827560425, + "learning_rate": 0.00025774785457780165, + "timestep_mean": 481.84375, + "epsilon_norm": 7.018167972564697, + "prediction_norm": 5.509868621826172, + "timestamp": "2025-07-14T12:35:10.171165" + }, + { + "epoch": 2678, + "batch_idx": 160, + "loss": 0.17828746140003204, + "learning_rate": 0.00025774785457780165, + "timestep_mean": 499.34375, + "epsilon_norm": 7.717826843261719, + "prediction_norm": 7.100047588348389, + "timestamp": "2025-07-14T12:35:10.176252" + }, + { + "epoch": 2678, + "batch_idx": 192, + "loss": 0.17630109190940857, + "learning_rate": 0.00025774785457780165, + "timestep_mean": 606.625, + "epsilon_norm": 4.341456413269043, + "prediction_norm": 4.237065315246582, + "timestamp": "2025-07-14T12:35:10.181276" + }, + { + "epoch": 2679, + "batch_idx": 0, + "loss": 0.25820833444595337, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 445.3125, + "epsilon_norm": 7.327202320098877, + "prediction_norm": 6.270656585693359, + "timestamp": "2025-07-14T12:35:10.186400" + }, + { + "epoch": 2679, + "batch_idx": 32, + "loss": 0.1414395272731781, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 619.90625, + "epsilon_norm": 8.571027755737305, + "prediction_norm": 7.377089500427246, + "timestamp": "2025-07-14T12:35:10.191588" + }, + { + "epoch": 2679, + "batch_idx": 64, + "loss": 0.5140541791915894, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 435.46875, + "epsilon_norm": 8.387203216552734, + "prediction_norm": 6.012574195861816, + "timestamp": "2025-07-14T12:35:10.196872" + }, + { + "epoch": 2679, + "batch_idx": 96, + "loss": 0.23549865186214447, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 510.03125, + "epsilon_norm": 8.758916854858398, + "prediction_norm": 7.489012718200684, + "timestamp": "2025-07-14T12:35:10.202091" + }, + { + "epoch": 2679, + "batch_idx": 128, + "loss": 0.14191114902496338, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 561.5, + "epsilon_norm": 8.198216438293457, + "prediction_norm": 7.700588226318359, + "timestamp": "2025-07-14T12:35:10.207278" + }, + { + "epoch": 2679, + "batch_idx": 160, + "loss": 0.2653878927230835, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 518.96875, + "epsilon_norm": 8.66438102722168, + "prediction_norm": 7.452767372131348, + "timestamp": "2025-07-14T12:35:10.212487" + }, + { + "epoch": 2679, + "batch_idx": 192, + "loss": 0.39947235584259033, + "learning_rate": 0.0002584352107449198, + "timestep_mean": 548.5, + "epsilon_norm": 3.8861610889434814, + "prediction_norm": 2.900958776473999, + "timestamp": "2025-07-14T12:35:10.217704" + }, + { + "epoch": 2680, + "batch_idx": 0, + "loss": 0.33753812313079834, + "learning_rate": 0.00025912316294914294, + "timestep_mean": 458.40625, + "epsilon_norm": 9.664294242858887, + "prediction_norm": 7.300981044769287, + "timestamp": "2025-07-14T12:35:10.222900" + }, + { + "epoch": 2680, + "batch_idx": 32, + "loss": 0.26798680424690247, + "learning_rate": 0.00025912316294914294, + "timestep_mean": 542.03125, + "epsilon_norm": 8.091692924499512, + "prediction_norm": 7.287613868713379, + "timestamp": "2025-07-14T12:35:10.228053" + }, + { + "epoch": 2680, + "batch_idx": 64, + "loss": 0.381750226020813, + "learning_rate": 0.00025912316294914294, + "timestep_mean": 464.875, + "epsilon_norm": 9.190140724182129, + "prediction_norm": 7.3698859214782715, + "timestamp": "2025-07-14T12:35:10.233232" + }, + { + "epoch": 2680, + "batch_idx": 96, + "loss": 0.260128378868103, + "learning_rate": 0.00025912316294914294, + "timestep_mean": 545.09375, + "epsilon_norm": 6.6712751388549805, + "prediction_norm": 5.2417073249816895, + "timestamp": "2025-07-14T12:35:10.238567" + }, + { + "epoch": 2680, + "batch_idx": 128, + "loss": 0.35339534282684326, + "learning_rate": 0.00025912316294914294, + "timestep_mean": 454.21875, + "epsilon_norm": 8.34238338470459, + "prediction_norm": 6.91002893447876, + "timestamp": "2025-07-14T12:35:10.243770" + }, + { + "epoch": 2680, + "batch_idx": 160, + "loss": 0.3265138864517212, + "learning_rate": 0.00025912316294914294, + "timestep_mean": 518.0625, + "epsilon_norm": 8.56612491607666, + "prediction_norm": 6.924702167510986, + "timestamp": "2025-07-14T12:35:10.249000" + }, + { + "epoch": 2680, + "batch_idx": 192, + "loss": 0.3998866081237793, + "learning_rate": 0.00025912316294914294, + "timestep_mean": 511.5, + "epsilon_norm": 3.962578535079956, + "prediction_norm": 3.390859842300415, + "timestamp": "2025-07-14T12:35:10.254167" + }, + { + "epoch": 2681, + "batch_idx": 0, + "loss": 0.25167304277420044, + "learning_rate": 0.00025981170949301624, + "timestep_mean": 491.875, + "epsilon_norm": 7.26314640045166, + "prediction_norm": 6.020586967468262, + "timestamp": "2025-07-14T12:35:10.259353" + }, + { + "epoch": 2681, + "batch_idx": 32, + "loss": 0.21390576660633087, + "learning_rate": 0.00025981170949301624, + "timestep_mean": 461.03125, + "epsilon_norm": 7.015220642089844, + "prediction_norm": 5.815682411193848, + "timestamp": "2025-07-14T12:35:10.264410" + }, + { + "epoch": 2681, + "batch_idx": 64, + "loss": 0.11764788627624512, + "learning_rate": 0.00025981170949301624, + "timestep_mean": 558.71875, + "epsilon_norm": 7.314868927001953, + "prediction_norm": 6.803377151489258, + "timestamp": "2025-07-14T12:35:10.269604" + }, + { + "epoch": 2681, + "batch_idx": 96, + "loss": 0.3122274577617645, + "learning_rate": 0.00025981170949301624, + "timestep_mean": 490.3125, + "epsilon_norm": 7.3995680809021, + "prediction_norm": 6.415419578552246, + "timestamp": "2025-07-14T12:35:10.274764" + }, + { + "epoch": 2681, + "batch_idx": 128, + "loss": 0.25867384672164917, + "learning_rate": 0.00025981170949301624, + "timestep_mean": 458.0625, + "epsilon_norm": 6.973231792449951, + "prediction_norm": 5.905004501342773, + "timestamp": "2025-07-14T12:35:10.279958" + }, + { + "epoch": 2681, + "batch_idx": 160, + "loss": 0.7120777368545532, + "learning_rate": 0.00025981170949301624, + "timestep_mean": 429.625, + "epsilon_norm": 9.115654945373535, + "prediction_norm": 6.555093765258789, + "timestamp": "2025-07-14T12:35:10.285143" + }, + { + "epoch": 2681, + "batch_idx": 192, + "loss": 0.3482643663883209, + "learning_rate": 0.00025981170949301624, + "timestep_mean": 426.25, + "epsilon_norm": 3.3015525341033936, + "prediction_norm": 2.7581028938293457, + "timestamp": "2025-07-14T12:35:10.290289" + }, + { + "epoch": 2682, + "batch_idx": 0, + "loss": 0.21209079027175903, + "learning_rate": 0.00026050084867762, + "timestep_mean": 492.5, + "epsilon_norm": 8.283747673034668, + "prediction_norm": 7.323930740356445, + "timestamp": "2025-07-14T12:35:10.295534" + }, + { + "epoch": 2682, + "batch_idx": 32, + "loss": 0.4413093328475952, + "learning_rate": 0.00026050084867762, + "timestep_mean": 452.4375, + "epsilon_norm": 9.020130157470703, + "prediction_norm": 7.000239849090576, + "timestamp": "2025-07-14T12:35:10.300871" + }, + { + "epoch": 2682, + "batch_idx": 64, + "loss": 0.2900657057762146, + "learning_rate": 0.00026050084867762, + "timestep_mean": 486.5625, + "epsilon_norm": 8.680880546569824, + "prediction_norm": 7.255784511566162, + "timestamp": "2025-07-14T12:35:10.306026" + }, + { + "epoch": 2682, + "batch_idx": 96, + "loss": 0.48681536316871643, + "learning_rate": 0.00026050084867762, + "timestep_mean": 460.375, + "epsilon_norm": 9.464667320251465, + "prediction_norm": 7.721619129180908, + "timestamp": "2025-07-14T12:35:10.311245" + }, + { + "epoch": 2682, + "batch_idx": 128, + "loss": 0.1984786093235016, + "learning_rate": 0.00026050084867762, + "timestep_mean": 513.53125, + "epsilon_norm": 8.307849884033203, + "prediction_norm": 6.8512959480285645, + "timestamp": "2025-07-14T12:35:10.316416" + }, + { + "epoch": 2682, + "batch_idx": 160, + "loss": 0.1021428033709526, + "learning_rate": 0.00026050084867762, + "timestep_mean": 599.28125, + "epsilon_norm": 7.17039680480957, + "prediction_norm": 6.710853576660156, + "timestamp": "2025-07-14T12:35:10.321582" + }, + { + "epoch": 2682, + "batch_idx": 192, + "loss": 0.36029019951820374, + "learning_rate": 0.00026050084867762, + "timestep_mean": 591.25, + "epsilon_norm": 4.813546180725098, + "prediction_norm": 4.4114670753479, + "timestamp": "2025-07-14T12:35:10.326607" + }, + { + "epoch": 2683, + "batch_idx": 0, + "loss": 0.26471707224845886, + "learning_rate": 0.0002611905788025717, + "timestep_mean": 494.03125, + "epsilon_norm": 7.50308084487915, + "prediction_norm": 6.286699295043945, + "timestamp": "2025-07-14T12:35:10.331808" + }, + { + "epoch": 2683, + "batch_idx": 32, + "loss": 0.365159809589386, + "learning_rate": 0.0002611905788025717, + "timestep_mean": 376.71875, + "epsilon_norm": 7.759324073791504, + "prediction_norm": 5.882182598114014, + "timestamp": "2025-07-14T12:35:10.336944" + }, + { + "epoch": 2683, + "batch_idx": 64, + "loss": 0.5437343716621399, + "learning_rate": 0.0002611905788025717, + "timestep_mean": 398.4375, + "epsilon_norm": 7.961664199829102, + "prediction_norm": 5.228789806365967, + "timestamp": "2025-07-14T12:35:10.342290" + }, + { + "epoch": 2683, + "batch_idx": 96, + "loss": 0.3398423194885254, + "learning_rate": 0.0002611905788025717, + "timestep_mean": 442.34375, + "epsilon_norm": 7.396749496459961, + "prediction_norm": 5.9737982749938965, + "timestamp": "2025-07-14T12:35:10.347166" + }, + { + "epoch": 2683, + "batch_idx": 128, + "loss": 0.18109726905822754, + "learning_rate": 0.0002611905788025717, + "timestep_mean": 527.28125, + "epsilon_norm": 7.320528984069824, + "prediction_norm": 6.871097087860107, + "timestamp": "2025-07-14T12:35:10.352281" + }, + { + "epoch": 2683, + "batch_idx": 160, + "loss": 0.26600104570388794, + "learning_rate": 0.0002611905788025717, + "timestep_mean": 569.5625, + "epsilon_norm": 7.163193225860596, + "prediction_norm": 6.460860729217529, + "timestamp": "2025-07-14T12:35:10.357514" + }, + { + "epoch": 2683, + "batch_idx": 192, + "loss": 0.1372154951095581, + "learning_rate": 0.0002611905788025717, + "timestep_mean": 532.0, + "epsilon_norm": 2.9391369819641113, + "prediction_norm": 2.6951591968536377, + "timestamp": "2025-07-14T12:35:10.362737" + }, + { + "epoch": 2684, + "batch_idx": 0, + "loss": 0.20388157665729523, + "learning_rate": 0.00026188089816603084, + "timestep_mean": 534.65625, + "epsilon_norm": 7.235410690307617, + "prediction_norm": 6.266132831573486, + "timestamp": "2025-07-14T12:35:10.367952" + }, + { + "epoch": 2684, + "batch_idx": 32, + "loss": 0.20447379350662231, + "learning_rate": 0.00026188089816603084, + "timestep_mean": 525.875, + "epsilon_norm": 7.570921421051025, + "prediction_norm": 6.819692611694336, + "timestamp": "2025-07-14T12:35:10.373016" + }, + { + "epoch": 2684, + "batch_idx": 64, + "loss": 0.4046342968940735, + "learning_rate": 0.00026188089816603084, + "timestep_mean": 459.1875, + "epsilon_norm": 7.954190254211426, + "prediction_norm": 6.169151782989502, + "timestamp": "2025-07-14T12:35:10.377852" + }, + { + "epoch": 2684, + "batch_idx": 96, + "loss": 0.1906495988368988, + "learning_rate": 0.00026188089816603084, + "timestep_mean": 565.125, + "epsilon_norm": 7.7920823097229, + "prediction_norm": 6.962466716766357, + "timestamp": "2025-07-14T12:35:10.382806" + }, + { + "epoch": 2684, + "batch_idx": 128, + "loss": 0.1979387402534485, + "learning_rate": 0.00026188089816603084, + "timestep_mean": 527.6875, + "epsilon_norm": 7.8398661613464355, + "prediction_norm": 6.8871541023254395, + "timestamp": "2025-07-14T12:35:10.387831" + }, + { + "epoch": 2684, + "batch_idx": 160, + "loss": 0.29061633348464966, + "learning_rate": 0.00026188089816603084, + "timestep_mean": 379.90625, + "epsilon_norm": 7.7339043617248535, + "prediction_norm": 5.964300632476807, + "timestamp": "2025-07-14T12:35:10.392713" + }, + { + "epoch": 2684, + "batch_idx": 192, + "loss": 0.9375468492507935, + "learning_rate": 0.00026188089816603084, + "timestep_mean": 293.875, + "epsilon_norm": 5.328389644622803, + "prediction_norm": 3.7095766067504883, + "timestamp": "2025-07-14T12:35:10.397547" + }, + { + "epoch": 2685, + "batch_idx": 0, + "loss": 0.30944275856018066, + "learning_rate": 0.000262571805064703, + "timestep_mean": 532.53125, + "epsilon_norm": 8.47894287109375, + "prediction_norm": 7.310800552368164, + "timestamp": "2025-07-14T12:35:10.402428" + }, + { + "epoch": 2685, + "batch_idx": 32, + "loss": 0.3726845383644104, + "learning_rate": 0.000262571805064703, + "timestep_mean": 484.75, + "epsilon_norm": 8.457212448120117, + "prediction_norm": 6.279011249542236, + "timestamp": "2025-07-14T12:35:10.407364" + }, + { + "epoch": 2685, + "batch_idx": 64, + "loss": 0.3828754723072052, + "learning_rate": 0.000262571805064703, + "timestep_mean": 443.59375, + "epsilon_norm": 8.908961296081543, + "prediction_norm": 6.761874675750732, + "timestamp": "2025-07-14T12:35:10.412264" + }, + { + "epoch": 2685, + "batch_idx": 96, + "loss": 0.2225559949874878, + "learning_rate": 0.000262571805064703, + "timestep_mean": 441.65625, + "epsilon_norm": 7.274007797241211, + "prediction_norm": 5.873460292816162, + "timestamp": "2025-07-14T12:35:10.417402" + }, + { + "epoch": 2685, + "batch_idx": 128, + "loss": 0.42298489809036255, + "learning_rate": 0.000262571805064703, + "timestep_mean": 526.125, + "epsilon_norm": 7.780068874359131, + "prediction_norm": 5.4987921714782715, + "timestamp": "2025-07-14T12:35:10.422545" + }, + { + "epoch": 2685, + "batch_idx": 160, + "loss": 0.1459818035364151, + "learning_rate": 0.000262571805064703, + "timestep_mean": 466.46875, + "epsilon_norm": 7.1524338722229, + "prediction_norm": 6.570042133331299, + "timestamp": "2025-07-14T12:35:10.427462" + }, + { + "epoch": 2685, + "batch_idx": 192, + "loss": 0.2601349949836731, + "learning_rate": 0.000262571805064703, + "timestep_mean": 407.625, + "epsilon_norm": 4.695985794067383, + "prediction_norm": 4.0168585777282715, + "timestamp": "2025-07-14T12:35:10.432365" + }, + { + "epoch": 2686, + "batch_idx": 0, + "loss": 0.21934130787849426, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 520.59375, + "epsilon_norm": 9.014822959899902, + "prediction_norm": 7.806188106536865, + "timestamp": "2025-07-14T12:35:10.437302" + }, + { + "epoch": 2686, + "batch_idx": 32, + "loss": 0.16947954893112183, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 551.09375, + "epsilon_norm": 8.446554183959961, + "prediction_norm": 7.774326324462891, + "timestamp": "2025-07-14T12:35:10.442208" + }, + { + "epoch": 2686, + "batch_idx": 64, + "loss": 0.19708094000816345, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 468.8125, + "epsilon_norm": 6.8665571212768555, + "prediction_norm": 6.097081184387207, + "timestamp": "2025-07-14T12:35:10.447193" + }, + { + "epoch": 2686, + "batch_idx": 96, + "loss": 0.21842297911643982, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 578.375, + "epsilon_norm": 6.784533977508545, + "prediction_norm": 5.55800199508667, + "timestamp": "2025-07-14T12:35:10.452273" + }, + { + "epoch": 2686, + "batch_idx": 128, + "loss": 0.24528372287750244, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 538.6875, + "epsilon_norm": 8.359883308410645, + "prediction_norm": 7.138495445251465, + "timestamp": "2025-07-14T12:35:10.457214" + }, + { + "epoch": 2686, + "batch_idx": 160, + "loss": 0.3458932638168335, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 458.84375, + "epsilon_norm": 7.808132648468018, + "prediction_norm": 6.792186260223389, + "timestamp": "2025-07-14T12:35:10.462354" + }, + { + "epoch": 2686, + "batch_idx": 192, + "loss": 0.04266420751810074, + "learning_rate": 0.00026326329779384423, + "timestep_mean": 620.625, + "epsilon_norm": 4.443561553955078, + "prediction_norm": 4.506227016448975, + "timestamp": "2025-07-14T12:35:10.467476" + }, + { + "epoch": 2687, + "batch_idx": 0, + "loss": 0.33018064498901367, + "learning_rate": 0.0002639553746472652, + "timestep_mean": 408.28125, + "epsilon_norm": 6.960780143737793, + "prediction_norm": 4.972797870635986, + "timestamp": "2025-07-14T12:35:10.472610" + }, + { + "epoch": 2687, + "batch_idx": 32, + "loss": 0.2721458971500397, + "learning_rate": 0.0002639553746472652, + "timestep_mean": 520.4375, + "epsilon_norm": 8.419103622436523, + "prediction_norm": 7.202348709106445, + "timestamp": "2025-07-14T12:35:10.477675" + }, + { + "epoch": 2687, + "batch_idx": 64, + "loss": 0.14340238273143768, + "learning_rate": 0.0002639553746472652, + "timestep_mean": 470.46875, + "epsilon_norm": 8.111739158630371, + "prediction_norm": 7.048946857452393, + "timestamp": "2025-07-14T12:35:10.482809" + }, + { + "epoch": 2687, + "batch_idx": 96, + "loss": 0.22110293805599213, + "learning_rate": 0.0002639553746472652, + "timestep_mean": 569.625, + "epsilon_norm": 8.437490463256836, + "prediction_norm": 7.2860589027404785, + "timestamp": "2025-07-14T12:35:10.487970" + }, + { + "epoch": 2687, + "batch_idx": 128, + "loss": 0.4353514313697815, + "learning_rate": 0.0002639553746472652, + "timestep_mean": 460.5, + "epsilon_norm": 9.472886085510254, + "prediction_norm": 7.500611782073975, + "timestamp": "2025-07-14T12:35:10.493091" + }, + { + "epoch": 2687, + "batch_idx": 160, + "loss": 0.36137545108795166, + "learning_rate": 0.0002639553746472652, + "timestep_mean": 561.9375, + "epsilon_norm": 7.197239875793457, + "prediction_norm": 5.406813621520996, + "timestamp": "2025-07-14T12:35:10.498319" + }, + { + "epoch": 2687, + "batch_idx": 192, + "loss": 0.1365961879491806, + "learning_rate": 0.0002639553746472652, + "timestep_mean": 493.375, + "epsilon_norm": 4.186094760894775, + "prediction_norm": 4.196533679962158, + "timestamp": "2025-07-14T12:35:10.503473" + }, + { + "epoch": 2688, + "batch_idx": 0, + "loss": 0.19461695849895477, + "learning_rate": 0.00026464803391733436, + "timestep_mean": 568.375, + "epsilon_norm": 7.205427169799805, + "prediction_norm": 5.561349391937256, + "timestamp": "2025-07-14T12:35:10.508698" + }, + { + "epoch": 2688, + "batch_idx": 32, + "loss": 0.4811716079711914, + "learning_rate": 0.00026464803391733436, + "timestep_mean": 427.09375, + "epsilon_norm": 9.704160690307617, + "prediction_norm": 7.95940637588501, + "timestamp": "2025-07-14T12:35:10.513845" + }, + { + "epoch": 2688, + "batch_idx": 64, + "loss": 0.21025395393371582, + "learning_rate": 0.00026464803391733436, + "timestep_mean": 431.6875, + "epsilon_norm": 8.396324157714844, + "prediction_norm": 7.216775417327881, + "timestamp": "2025-07-14T12:35:10.519009" + }, + { + "epoch": 2688, + "batch_idx": 96, + "loss": 0.23911795020103455, + "learning_rate": 0.00026464803391733436, + "timestep_mean": 536.78125, + "epsilon_norm": 7.070917129516602, + "prediction_norm": 6.31442403793335, + "timestamp": "2025-07-14T12:35:10.524215" + }, + { + "epoch": 2688, + "batch_idx": 128, + "loss": 0.3143073320388794, + "learning_rate": 0.00026464803391733436, + "timestep_mean": 539.90625, + "epsilon_norm": 7.718664646148682, + "prediction_norm": 6.26738166809082, + "timestamp": "2025-07-14T12:35:10.529365" + }, + { + "epoch": 2688, + "batch_idx": 160, + "loss": 0.32032620906829834, + "learning_rate": 0.00026464803391733436, + "timestep_mean": 424.40625, + "epsilon_norm": 7.6734418869018555, + "prediction_norm": 6.857409477233887, + "timestamp": "2025-07-14T12:35:10.534569" + }, + { + "epoch": 2688, + "batch_idx": 192, + "loss": 0.32867157459259033, + "learning_rate": 0.00026464803391733436, + "timestep_mean": 598.5, + "epsilon_norm": 3.4910764694213867, + "prediction_norm": 2.7828962802886963, + "timestamp": "2025-07-14T12:35:10.539729" + }, + { + "epoch": 2689, + "batch_idx": 0, + "loss": 0.3148665130138397, + "learning_rate": 0.0002653412738949841, + "timestep_mean": 491.65625, + "epsilon_norm": 7.493431091308594, + "prediction_norm": 6.449307918548584, + "timestamp": "2025-07-14T12:35:10.544958" + }, + { + "epoch": 2689, + "batch_idx": 32, + "loss": 0.2597542405128479, + "learning_rate": 0.0002653412738949841, + "timestep_mean": 563.5, + "epsilon_norm": 8.671348571777344, + "prediction_norm": 7.678160190582275, + "timestamp": "2025-07-14T12:35:10.550096" + }, + { + "epoch": 2689, + "batch_idx": 64, + "loss": 0.36878836154937744, + "learning_rate": 0.0002653412738949841, + "timestep_mean": 470.65625, + "epsilon_norm": 7.906249046325684, + "prediction_norm": 5.72825813293457, + "timestamp": "2025-07-14T12:35:10.555363" + }, + { + "epoch": 2689, + "batch_idx": 96, + "loss": 0.4418380856513977, + "learning_rate": 0.0002653412738949841, + "timestep_mean": 489.34375, + "epsilon_norm": 7.762930870056152, + "prediction_norm": 6.001647472381592, + "timestamp": "2025-07-14T12:35:10.560575" + }, + { + "epoch": 2689, + "batch_idx": 128, + "loss": 0.39842158555984497, + "learning_rate": 0.0002653412738949841, + "timestep_mean": 416.5625, + "epsilon_norm": 8.364191055297852, + "prediction_norm": 6.574035167694092, + "timestamp": "2025-07-14T12:35:10.565763" + }, + { + "epoch": 2689, + "batch_idx": 160, + "loss": 0.33049073815345764, + "learning_rate": 0.0002653412738949841, + "timestep_mean": 460.5625, + "epsilon_norm": 7.427796363830566, + "prediction_norm": 5.820879936218262, + "timestamp": "2025-07-14T12:35:10.570912" + }, + { + "epoch": 2689, + "batch_idx": 192, + "loss": 0.3340640366077423, + "learning_rate": 0.0002653412738949841, + "timestep_mean": 369.875, + "epsilon_norm": 4.159857273101807, + "prediction_norm": 3.3418962955474854, + "timestamp": "2025-07-14T12:35:10.576282" + }, + { + "epoch": 2690, + "batch_idx": 0, + "loss": 0.21152400970458984, + "learning_rate": 0.00026603509286971384, + "timestep_mean": 506.125, + "epsilon_norm": 8.427199363708496, + "prediction_norm": 7.384430885314941, + "timestamp": "2025-07-14T12:35:10.581300" + }, + { + "epoch": 2690, + "batch_idx": 32, + "loss": 0.3538826107978821, + "learning_rate": 0.00026603509286971384, + "timestep_mean": 495.4375, + "epsilon_norm": 7.861941814422607, + "prediction_norm": 6.8766279220581055, + "timestamp": "2025-07-14T12:35:10.586409" + }, + { + "epoch": 2690, + "batch_idx": 64, + "loss": 0.2512047290802002, + "learning_rate": 0.00026603509286971384, + "timestep_mean": 567.40625, + "epsilon_norm": 7.045284271240234, + "prediction_norm": 6.11135196685791, + "timestamp": "2025-07-14T12:35:10.591641" + }, + { + "epoch": 2690, + "batch_idx": 96, + "loss": 0.32196712493896484, + "learning_rate": 0.00026603509286971384, + "timestep_mean": 435.96875, + "epsilon_norm": 8.093518257141113, + "prediction_norm": 6.18445348739624, + "timestamp": "2025-07-14T12:35:10.596888" + }, + { + "epoch": 2690, + "batch_idx": 128, + "loss": 0.20280882716178894, + "learning_rate": 0.00026603509286971384, + "timestep_mean": 560.59375, + "epsilon_norm": 8.171993255615234, + "prediction_norm": 7.681651592254639, + "timestamp": "2025-07-14T12:35:10.602147" + }, + { + "epoch": 2690, + "batch_idx": 160, + "loss": 0.34204575419425964, + "learning_rate": 0.00026603509286971384, + "timestep_mean": 524.875, + "epsilon_norm": 9.087423324584961, + "prediction_norm": 7.945301055908203, + "timestamp": "2025-07-14T12:35:10.607344" + }, + { + "epoch": 2690, + "batch_idx": 192, + "loss": 0.2539633810520172, + "learning_rate": 0.00026603509286971384, + "timestep_mean": 443.75, + "epsilon_norm": 4.661159038543701, + "prediction_norm": 3.854123115539551, + "timestamp": "2025-07-14T12:35:10.612546" + }, + { + "epoch": 2691, + "batch_idx": 0, + "loss": 0.4291539192199707, + "learning_rate": 0.00026672948912959414, + "timestep_mean": 410.5625, + "epsilon_norm": 8.498247146606445, + "prediction_norm": 6.529942512512207, + "timestamp": "2025-07-14T12:35:10.617981" + }, + { + "epoch": 2691, + "batch_idx": 32, + "loss": 0.15785762667655945, + "learning_rate": 0.00026672948912959414, + "timestep_mean": 514.0625, + "epsilon_norm": 7.66496467590332, + "prediction_norm": 6.6147260665893555, + "timestamp": "2025-07-14T12:35:10.623134" + }, + { + "epoch": 2691, + "batch_idx": 64, + "loss": 0.19448992609977722, + "learning_rate": 0.00026672948912959414, + "timestep_mean": 534.15625, + "epsilon_norm": 7.4679484367370605, + "prediction_norm": 6.6001996994018555, + "timestamp": "2025-07-14T12:35:10.628232" + }, + { + "epoch": 2691, + "batch_idx": 96, + "loss": 0.17191003262996674, + "learning_rate": 0.00026672948912959414, + "timestep_mean": 554.1875, + "epsilon_norm": 7.0105719566345215, + "prediction_norm": 6.473509788513184, + "timestamp": "2025-07-14T12:35:10.633432" + }, + { + "epoch": 2691, + "batch_idx": 128, + "loss": 0.2346067726612091, + "learning_rate": 0.00026672948912959414, + "timestep_mean": 614.625, + "epsilon_norm": 8.890657424926758, + "prediction_norm": 8.101970672607422, + "timestamp": "2025-07-14T12:35:10.638663" + }, + { + "epoch": 2691, + "batch_idx": 160, + "loss": 0.23089461028575897, + "learning_rate": 0.00026672948912959414, + "timestep_mean": 508.84375, + "epsilon_norm": 7.574051856994629, + "prediction_norm": 6.540607452392578, + "timestamp": "2025-07-14T12:35:10.643475" + }, + { + "epoch": 2691, + "batch_idx": 192, + "loss": 0.07478567957878113, + "learning_rate": 0.00026672948912959414, + "timestep_mean": 702.375, + "epsilon_norm": 4.097662925720215, + "prediction_norm": 3.6472344398498535, + "timestamp": "2025-07-14T12:35:10.648287" + }, + { + "epoch": 2692, + "batch_idx": 0, + "loss": 0.39715462923049927, + "learning_rate": 0.00026742446096127126, + "timestep_mean": 438.1875, + "epsilon_norm": 9.467643737792969, + "prediction_norm": 7.8308258056640625, + "timestamp": "2025-07-14T12:35:10.653070" + }, + { + "epoch": 2692, + "batch_idx": 32, + "loss": 0.1778915375471115, + "learning_rate": 0.00026742446096127126, + "timestep_mean": 519.84375, + "epsilon_norm": 6.717376232147217, + "prediction_norm": 6.1858439445495605, + "timestamp": "2025-07-14T12:35:10.657930" + }, + { + "epoch": 2692, + "batch_idx": 64, + "loss": 0.3727570176124573, + "learning_rate": 0.00026742446096127126, + "timestep_mean": 487.28125, + "epsilon_norm": 8.792901039123535, + "prediction_norm": 6.956530570983887, + "timestamp": "2025-07-14T12:35:10.662788" + }, + { + "epoch": 2692, + "batch_idx": 96, + "loss": 0.1046309620141983, + "learning_rate": 0.00026742446096127126, + "timestep_mean": 629.78125, + "epsilon_norm": 7.655029773712158, + "prediction_norm": 7.108457088470459, + "timestamp": "2025-07-14T12:35:10.667782" + }, + { + "epoch": 2692, + "batch_idx": 128, + "loss": 0.2332575023174286, + "learning_rate": 0.00026742446096127126, + "timestep_mean": 471.1875, + "epsilon_norm": 6.884936809539795, + "prediction_norm": 5.898587703704834, + "timestamp": "2025-07-14T12:35:10.672919" + }, + { + "epoch": 2692, + "batch_idx": 160, + "loss": 0.16250364482402802, + "learning_rate": 0.00026742446096127126, + "timestep_mean": 606.25, + "epsilon_norm": 9.229393005371094, + "prediction_norm": 8.181751251220703, + "timestamp": "2025-07-14T12:35:10.677991" + }, + { + "epoch": 2692, + "batch_idx": 192, + "loss": 0.19747024774551392, + "learning_rate": 0.00026742446096127126, + "timestep_mean": 564.25, + "epsilon_norm": 3.963611364364624, + "prediction_norm": 3.696619987487793, + "timestamp": "2025-07-14T12:35:10.683122" + }, + { + "epoch": 2693, + "batch_idx": 0, + "loss": 0.13857129216194153, + "learning_rate": 0.0002681200066499713, + "timestep_mean": 627.59375, + "epsilon_norm": 7.11187219619751, + "prediction_norm": 6.65517520904541, + "timestamp": "2025-07-14T12:35:10.688289" + }, + { + "epoch": 2693, + "batch_idx": 32, + "loss": 0.1868671178817749, + "learning_rate": 0.0002681200066499713, + "timestep_mean": 526.34375, + "epsilon_norm": 6.571587562561035, + "prediction_norm": 5.715107440948486, + "timestamp": "2025-07-14T12:35:10.693410" + }, + { + "epoch": 2693, + "batch_idx": 64, + "loss": 0.25837114453315735, + "learning_rate": 0.0002681200066499713, + "timestep_mean": 478.40625, + "epsilon_norm": 6.956940174102783, + "prediction_norm": 5.709863662719727, + "timestamp": "2025-07-14T12:35:10.698521" + }, + { + "epoch": 2693, + "batch_idx": 96, + "loss": 0.23642395436763763, + "learning_rate": 0.0002681200066499713, + "timestep_mean": 510.15625, + "epsilon_norm": 7.5648112297058105, + "prediction_norm": 6.400847911834717, + "timestamp": "2025-07-14T12:35:10.703618" + }, + { + "epoch": 2693, + "batch_idx": 128, + "loss": 0.41182976961135864, + "learning_rate": 0.0002681200066499713, + "timestep_mean": 497.5, + "epsilon_norm": 8.35244083404541, + "prediction_norm": 6.982086658477783, + "timestamp": "2025-07-14T12:35:10.708910" + }, + { + "epoch": 2693, + "batch_idx": 160, + "loss": 0.4239972233772278, + "learning_rate": 0.0002681200066499713, + "timestep_mean": 409.8125, + "epsilon_norm": 8.674455642700195, + "prediction_norm": 7.311583042144775, + "timestamp": "2025-07-14T12:35:10.714020" + }, + { + "epoch": 2693, + "batch_idx": 192, + "loss": 0.4357590675354004, + "learning_rate": 0.0002681200066499713, + "timestep_mean": 340.875, + "epsilon_norm": 3.6702213287353516, + "prediction_norm": 2.498121738433838, + "timestamp": "2025-07-14T12:35:10.719135" + }, + { + "epoch": 2694, + "batch_idx": 0, + "loss": 0.1664341539144516, + "learning_rate": 0.00026881612447950484, + "timestep_mean": 431.8125, + "epsilon_norm": 7.740805625915527, + "prediction_norm": 6.917115688323975, + "timestamp": "2025-07-14T12:35:10.724241" + }, + { + "epoch": 2694, + "batch_idx": 32, + "loss": 0.17903360724449158, + "learning_rate": 0.00026881612447950484, + "timestep_mean": 473.625, + "epsilon_norm": 8.356191635131836, + "prediction_norm": 7.0051589012146, + "timestamp": "2025-07-14T12:35:10.729434" + }, + { + "epoch": 2694, + "batch_idx": 64, + "loss": 0.1036682054400444, + "learning_rate": 0.00026881612447950484, + "timestep_mean": 516.09375, + "epsilon_norm": 7.56195592880249, + "prediction_norm": 7.046565532684326, + "timestamp": "2025-07-14T12:35:10.734665" + }, + { + "epoch": 2694, + "batch_idx": 96, + "loss": 0.5248501300811768, + "learning_rate": 0.00026881612447950484, + "timestep_mean": 489.3125, + "epsilon_norm": 8.42809772491455, + "prediction_norm": 6.036344528198242, + "timestamp": "2025-07-14T12:35:10.739942" + }, + { + "epoch": 2694, + "batch_idx": 128, + "loss": 0.17760303616523743, + "learning_rate": 0.00026881612447950484, + "timestep_mean": 536.8125, + "epsilon_norm": 8.403242111206055, + "prediction_norm": 7.700807571411133, + "timestamp": "2025-07-14T12:35:10.745113" + }, + { + "epoch": 2694, + "batch_idx": 160, + "loss": 0.1428465098142624, + "learning_rate": 0.00026881612447950484, + "timestep_mean": 555.0625, + "epsilon_norm": 8.864875793457031, + "prediction_norm": 7.607769966125488, + "timestamp": "2025-07-14T12:35:10.750373" + }, + { + "epoch": 2694, + "batch_idx": 192, + "loss": 0.09099258482456207, + "learning_rate": 0.00026881612447950484, + "timestep_mean": 626.5, + "epsilon_norm": 4.63279390335083, + "prediction_norm": 4.347873210906982, + "timestamp": "2025-07-14T12:35:10.755518" + }, + { + "epoch": 2695, + "batch_idx": 0, + "loss": 0.16515997052192688, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 526.21875, + "epsilon_norm": 7.242062568664551, + "prediction_norm": 6.434131145477295, + "timestamp": "2025-07-14T12:35:10.760761" + }, + { + "epoch": 2695, + "batch_idx": 32, + "loss": 0.2861882448196411, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 436.8125, + "epsilon_norm": 8.493108749389648, + "prediction_norm": 7.045404434204102, + "timestamp": "2025-07-14T12:35:10.765985" + }, + { + "epoch": 2695, + "batch_idx": 64, + "loss": 0.3166730999946594, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 441.53125, + "epsilon_norm": 8.452400207519531, + "prediction_norm": 6.807448863983154, + "timestamp": "2025-07-14T12:35:10.771099" + }, + { + "epoch": 2695, + "batch_idx": 96, + "loss": 0.34996408224105835, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 493.84375, + "epsilon_norm": 8.54775619506836, + "prediction_norm": 7.21299934387207, + "timestamp": "2025-07-14T12:35:10.776306" + }, + { + "epoch": 2695, + "batch_idx": 128, + "loss": 0.12281689047813416, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 570.6875, + "epsilon_norm": 7.811450004577637, + "prediction_norm": 7.683614730834961, + "timestamp": "2025-07-14T12:35:10.781521" + }, + { + "epoch": 2695, + "batch_idx": 160, + "loss": 0.3275887668132782, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 542.625, + "epsilon_norm": 8.49068832397461, + "prediction_norm": 6.997288703918457, + "timestamp": "2025-07-14T12:35:10.786784" + }, + { + "epoch": 2695, + "batch_idx": 192, + "loss": 0.07128509879112244, + "learning_rate": 0.0002695128127322691, + "timestep_mean": 580.875, + "epsilon_norm": 2.736701488494873, + "prediction_norm": 2.8681211471557617, + "timestamp": "2025-07-14T12:35:10.792069" + }, + { + "epoch": 2696, + "batch_idx": 0, + "loss": 0.2010076344013214, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 521.75, + "epsilon_norm": 7.363034725189209, + "prediction_norm": 6.450082302093506, + "timestamp": "2025-07-14T12:35:10.797303" + }, + { + "epoch": 2696, + "batch_idx": 32, + "loss": 0.222215473651886, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 572.65625, + "epsilon_norm": 7.776243209838867, + "prediction_norm": 6.9393134117126465, + "timestamp": "2025-07-14T12:35:10.802452" + }, + { + "epoch": 2696, + "batch_idx": 64, + "loss": 0.14913201332092285, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 529.96875, + "epsilon_norm": 7.18159818649292, + "prediction_norm": 6.834776878356934, + "timestamp": "2025-07-14T12:35:10.807685" + }, + { + "epoch": 2696, + "batch_idx": 96, + "loss": 0.32056716084480286, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 513.21875, + "epsilon_norm": 8.423907279968262, + "prediction_norm": 7.499921798706055, + "timestamp": "2025-07-14T12:35:10.812857" + }, + { + "epoch": 2696, + "batch_idx": 128, + "loss": 0.2776404917240143, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 538.625, + "epsilon_norm": 8.328999519348145, + "prediction_norm": 7.018411636352539, + "timestamp": "2025-07-14T12:35:10.817984" + }, + { + "epoch": 2696, + "batch_idx": 160, + "loss": 0.32533448934555054, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 485.6875, + "epsilon_norm": 8.014042854309082, + "prediction_norm": 6.375101566314697, + "timestamp": "2025-07-14T12:35:10.823225" + }, + { + "epoch": 2696, + "batch_idx": 192, + "loss": 0.19032028317451477, + "learning_rate": 0.00027021006968925627, + "timestep_mean": 400.75, + "epsilon_norm": 4.372537136077881, + "prediction_norm": 3.5797722339630127, + "timestamp": "2025-07-14T12:35:10.828381" + }, + { + "epoch": 2697, + "batch_idx": 0, + "loss": 0.3329415023326874, + "learning_rate": 0.00027090789363005415, + "timestep_mean": 421.96875, + "epsilon_norm": 8.941572189331055, + "prediction_norm": 7.3721022605896, + "timestamp": "2025-07-14T12:35:10.833655" + }, + { + "epoch": 2697, + "batch_idx": 32, + "loss": 0.46370983123779297, + "learning_rate": 0.00027090789363005415, + "timestep_mean": 550.125, + "epsilon_norm": 7.465625762939453, + "prediction_norm": 5.524097919464111, + "timestamp": "2025-07-14T12:35:10.838942" + }, + { + "epoch": 2697, + "batch_idx": 64, + "loss": 0.28142261505126953, + "learning_rate": 0.00027090789363005415, + "timestep_mean": 525.21875, + "epsilon_norm": 8.310327529907227, + "prediction_norm": 6.407751083374023, + "timestamp": "2025-07-14T12:35:10.844193" + }, + { + "epoch": 2697, + "batch_idx": 96, + "loss": 0.239979088306427, + "learning_rate": 0.00027090789363005415, + "timestep_mean": 474.75, + "epsilon_norm": 7.717958450317383, + "prediction_norm": 6.07688045501709, + "timestamp": "2025-07-14T12:35:10.849330" + }, + { + "epoch": 2697, + "batch_idx": 128, + "loss": 0.19665570557117462, + "learning_rate": 0.00027090789363005415, + "timestep_mean": 494.09375, + "epsilon_norm": 7.8536224365234375, + "prediction_norm": 6.694620132446289, + "timestamp": "2025-07-14T12:35:10.854503" + }, + { + "epoch": 2697, + "batch_idx": 160, + "loss": 0.351950466632843, + "learning_rate": 0.00027090789363005415, + "timestep_mean": 511.9375, + "epsilon_norm": 8.541635513305664, + "prediction_norm": 6.973288536071777, + "timestamp": "2025-07-14T12:35:10.859725" + }, + { + "epoch": 2697, + "batch_idx": 192, + "loss": 0.32500946521759033, + "learning_rate": 0.00027090789363005415, + "timestep_mean": 530.125, + "epsilon_norm": 4.0329437255859375, + "prediction_norm": 3.8758106231689453, + "timestamp": "2025-07-14T12:35:10.864860" + }, + { + "epoch": 2698, + "batch_idx": 0, + "loss": 0.3526431620121002, + "learning_rate": 0.0002716062828328508, + "timestep_mean": 539.09375, + "epsilon_norm": 8.115638732910156, + "prediction_norm": 6.84365177154541, + "timestamp": "2025-07-14T12:35:10.870033" + }, + { + "epoch": 2698, + "batch_idx": 32, + "loss": 0.28560295701026917, + "learning_rate": 0.0002716062828328508, + "timestep_mean": 513.96875, + "epsilon_norm": 7.228762626647949, + "prediction_norm": 6.121595859527588, + "timestamp": "2025-07-14T12:35:10.875359" + }, + { + "epoch": 2698, + "batch_idx": 64, + "loss": 0.5146001577377319, + "learning_rate": 0.0002716062828328508, + "timestep_mean": 448.5, + "epsilon_norm": 8.166963577270508, + "prediction_norm": 5.563836097717285, + "timestamp": "2025-07-14T12:35:10.880510" + }, + { + "epoch": 2698, + "batch_idx": 96, + "loss": 0.31730878353118896, + "learning_rate": 0.0002716062828328508, + "timestep_mean": 493.84375, + "epsilon_norm": 8.61383056640625, + "prediction_norm": 7.534697532653809, + "timestamp": "2025-07-14T12:35:10.885665" + }, + { + "epoch": 2698, + "batch_idx": 128, + "loss": 0.32148823142051697, + "learning_rate": 0.0002716062828328508, + "timestep_mean": 526.125, + "epsilon_norm": 7.923185348510742, + "prediction_norm": 7.2765278816223145, + "timestamp": "2025-07-14T12:35:10.890912" + }, + { + "epoch": 2698, + "batch_idx": 160, + "loss": 0.2892606854438782, + "learning_rate": 0.0002716062828328508, + "timestep_mean": 466.3125, + "epsilon_norm": 7.89301872253418, + "prediction_norm": 7.153820514678955, + "timestamp": "2025-07-14T12:35:10.896119" + }, + { + "epoch": 2698, + "batch_idx": 192, + "loss": 0.1675155758857727, + "learning_rate": 0.0002716062828328508, + "timestep_mean": 548.25, + "epsilon_norm": 3.433645725250244, + "prediction_norm": 3.189927101135254, + "timestamp": "2025-07-14T12:35:10.901309" + }, + { + "epoch": 2699, + "batch_idx": 0, + "loss": 0.21648122370243073, + "learning_rate": 0.0002723052355744406, + "timestep_mean": 439.875, + "epsilon_norm": 7.534762382507324, + "prediction_norm": 7.08860445022583, + "timestamp": "2025-07-14T12:35:10.906516" + }, + { + "epoch": 2699, + "batch_idx": 32, + "loss": 0.171665757894516, + "learning_rate": 0.0002723052355744406, + "timestep_mean": 557.6875, + "epsilon_norm": 7.347033500671387, + "prediction_norm": 6.691325664520264, + "timestamp": "2025-07-14T12:35:10.911661" + }, + { + "epoch": 2699, + "batch_idx": 64, + "loss": 0.18739154934883118, + "learning_rate": 0.0002723052355744406, + "timestep_mean": 484.59375, + "epsilon_norm": 7.130026817321777, + "prediction_norm": 6.776333332061768, + "timestamp": "2025-07-14T12:35:10.916984" + }, + { + "epoch": 2699, + "batch_idx": 96, + "loss": 0.3336840271949768, + "learning_rate": 0.0002723052355744406, + "timestep_mean": 418.125, + "epsilon_norm": 8.009521484375, + "prediction_norm": 6.715677738189697, + "timestamp": "2025-07-14T12:35:10.922225" + }, + { + "epoch": 2699, + "batch_idx": 128, + "loss": 0.6669488549232483, + "learning_rate": 0.0002723052355744406, + "timestep_mean": 352.3125, + "epsilon_norm": 8.186964988708496, + "prediction_norm": 5.929096698760986, + "timestamp": "2025-07-14T12:35:10.927404" + }, + { + "epoch": 2699, + "batch_idx": 160, + "loss": 0.22732174396514893, + "learning_rate": 0.0002723052355744406, + "timestep_mean": 597.625, + "epsilon_norm": 7.865618705749512, + "prediction_norm": 7.656993865966797, + "timestamp": "2025-07-14T12:35:10.932639" + }, + { + "epoch": 2699, + "batch_idx": 192, + "loss": 0.622252881526947, + "learning_rate": 0.0002723052355744406, + "timestep_mean": 366.0, + "epsilon_norm": 4.7113566398620605, + "prediction_norm": 3.5164318084716797, + "timestamp": "2025-07-14T12:35:10.937799" + }, + { + "epoch": 2700, + "batch_idx": 0, + "loss": 0.22956764698028564, + "learning_rate": 0.0002730047501302271, + "timestep_mean": 493.6875, + "epsilon_norm": 6.928017616271973, + "prediction_norm": 5.576104640960693, + "timestamp": "2025-07-14T12:35:10.943019" + }, + { + "epoch": 2700, + "batch_idx": 32, + "loss": 0.34010621905326843, + "learning_rate": 0.0002730047501302271, + "timestep_mean": 445.875, + "epsilon_norm": 8.830029487609863, + "prediction_norm": 6.637082099914551, + "timestamp": "2025-07-14T12:35:10.948070" + }, + { + "epoch": 2700, + "batch_idx": 64, + "loss": 0.24812249839305878, + "learning_rate": 0.0002730047501302271, + "timestep_mean": 458.5625, + "epsilon_norm": 7.523047924041748, + "prediction_norm": 5.989935398101807, + "timestamp": "2025-07-14T12:35:10.952953" + }, + { + "epoch": 2700, + "batch_idx": 96, + "loss": 0.3730820417404175, + "learning_rate": 0.0002730047501302271, + "timestep_mean": 463.65625, + "epsilon_norm": 7.770921230316162, + "prediction_norm": 6.402722358703613, + "timestamp": "2025-07-14T12:35:10.957808" + }, + { + "epoch": 2700, + "batch_idx": 128, + "loss": 0.2667035460472107, + "learning_rate": 0.0002730047501302271, + "timestep_mean": 561.625, + "epsilon_norm": 6.880871772766113, + "prediction_norm": 5.64962100982666, + "timestamp": "2025-07-14T12:35:10.962656" + }, + { + "epoch": 2700, + "batch_idx": 160, + "loss": 0.19730471074581146, + "learning_rate": 0.0002730047501302271, + "timestep_mean": 592.90625, + "epsilon_norm": 7.138515949249268, + "prediction_norm": 6.030799865722656, + "timestamp": "2025-07-14T12:35:10.967579" + }, + { + "epoch": 2700, + "batch_idx": 192, + "loss": 0.17086948454380035, + "learning_rate": 0.0002730047501302271, + "timestep_mean": 495.875, + "epsilon_norm": 5.071913242340088, + "prediction_norm": 3.9639482498168945, + "timestamp": "2025-07-14T12:35:10.972484" + }, + { + "epoch": 2701, + "batch_idx": 0, + "loss": 0.06588434427976608, + "learning_rate": 0.0002737048247742278, + "timestep_mean": 533.375, + "epsilon_norm": 7.385450839996338, + "prediction_norm": 6.916980743408203, + "timestamp": "2025-07-14T12:35:10.977718" + }, + { + "epoch": 2701, + "batch_idx": 32, + "loss": 0.37139326333999634, + "learning_rate": 0.0002737048247742278, + "timestep_mean": 569.5, + "epsilon_norm": 8.862767219543457, + "prediction_norm": 7.1812028884887695, + "timestamp": "2025-07-14T12:35:10.982859" + }, + { + "epoch": 2701, + "batch_idx": 64, + "loss": 0.29208487272262573, + "learning_rate": 0.0002737048247742278, + "timestep_mean": 471.78125, + "epsilon_norm": 6.691104888916016, + "prediction_norm": 5.81031608581543, + "timestamp": "2025-07-14T12:35:10.988021" + }, + { + "epoch": 2701, + "batch_idx": 96, + "loss": 0.21625593304634094, + "learning_rate": 0.0002737048247742278, + "timestep_mean": 526.03125, + "epsilon_norm": 6.375790596008301, + "prediction_norm": 5.873763084411621, + "timestamp": "2025-07-14T12:35:10.993046" + }, + { + "epoch": 2701, + "batch_idx": 128, + "loss": 0.30349430441856384, + "learning_rate": 0.0002737048247742278, + "timestep_mean": 429.125, + "epsilon_norm": 8.06960678100586, + "prediction_norm": 6.317164897918701, + "timestamp": "2025-07-14T12:35:10.998050" + }, + { + "epoch": 2701, + "batch_idx": 160, + "loss": 0.19025857746601105, + "learning_rate": 0.0002737048247742278, + "timestep_mean": 512.875, + "epsilon_norm": 7.424136161804199, + "prediction_norm": 6.1810221672058105, + "timestamp": "2025-07-14T12:35:11.003197" + }, + { + "epoch": 2701, + "batch_idx": 192, + "loss": 0.23875273764133453, + "learning_rate": 0.0002737048247742278, + "timestep_mean": 444.375, + "epsilon_norm": 3.2867653369903564, + "prediction_norm": 2.833505630493164, + "timestamp": "2025-07-14T12:35:11.008333" + }, + { + "epoch": 2702, + "batch_idx": 0, + "loss": 0.2832881808280945, + "learning_rate": 0.0002744054577790779, + "timestep_mean": 499.6875, + "epsilon_norm": 8.210071563720703, + "prediction_norm": 7.0754313468933105, + "timestamp": "2025-07-14T12:35:11.013645" + }, + { + "epoch": 2702, + "batch_idx": 32, + "loss": 0.23769420385360718, + "learning_rate": 0.0002744054577790779, + "timestep_mean": 487.78125, + "epsilon_norm": 7.971916675567627, + "prediction_norm": 6.760983943939209, + "timestamp": "2025-07-14T12:35:11.018812" + }, + { + "epoch": 2702, + "batch_idx": 64, + "loss": 0.18465358018875122, + "learning_rate": 0.0002744054577790779, + "timestep_mean": 494.1875, + "epsilon_norm": 7.265573978424072, + "prediction_norm": 5.9828009605407715, + "timestamp": "2025-07-14T12:35:11.024056" + }, + { + "epoch": 2702, + "batch_idx": 96, + "loss": 0.22907501459121704, + "learning_rate": 0.0002744054577790779, + "timestep_mean": 539.8125, + "epsilon_norm": 8.585199356079102, + "prediction_norm": 7.406546592712402, + "timestamp": "2025-07-14T12:35:11.029052" + }, + { + "epoch": 2702, + "batch_idx": 128, + "loss": 0.3154056668281555, + "learning_rate": 0.0002744054577790779, + "timestep_mean": 546.28125, + "epsilon_norm": 7.977010726928711, + "prediction_norm": 6.280817031860352, + "timestamp": "2025-07-14T12:35:11.034158" + }, + { + "epoch": 2702, + "batch_idx": 160, + "loss": 0.24979937076568604, + "learning_rate": 0.0002744054577790779, + "timestep_mean": 507.75, + "epsilon_norm": 8.210677146911621, + "prediction_norm": 6.940141677856445, + "timestamp": "2025-07-14T12:35:11.039280" + }, + { + "epoch": 2702, + "batch_idx": 192, + "loss": 0.20260517299175262, + "learning_rate": 0.0002744054577790779, + "timestep_mean": 671.125, + "epsilon_norm": 3.0085113048553467, + "prediction_norm": 2.7560534477233887, + "timestamp": "2025-07-14T12:35:11.044446" + }, + { + "epoch": 2703, + "batch_idx": 0, + "loss": 0.4194597005844116, + "learning_rate": 0.00027510664741603534, + "timestep_mean": 439.40625, + "epsilon_norm": 8.272520065307617, + "prediction_norm": 6.442867279052734, + "timestamp": "2025-07-14T12:35:11.049660" + }, + { + "epoch": 2703, + "batch_idx": 32, + "loss": 0.19805939495563507, + "learning_rate": 0.00027510664741603534, + "timestep_mean": 576.34375, + "epsilon_norm": 7.799119472503662, + "prediction_norm": 6.936436176300049, + "timestamp": "2025-07-14T12:35:11.055000" + }, + { + "epoch": 2703, + "batch_idx": 64, + "loss": 0.33407163619995117, + "learning_rate": 0.00027510664741603534, + "timestep_mean": 471.65625, + "epsilon_norm": 8.515520095825195, + "prediction_norm": 6.968239784240723, + "timestamp": "2025-07-14T12:35:11.060155" + }, + { + "epoch": 2703, + "batch_idx": 96, + "loss": 0.4702942371368408, + "learning_rate": 0.00027510664741603534, + "timestep_mean": 439.25, + "epsilon_norm": 8.496211051940918, + "prediction_norm": 7.209918022155762, + "timestamp": "2025-07-14T12:35:11.065386" + }, + { + "epoch": 2703, + "batch_idx": 128, + "loss": 0.23764219880104065, + "learning_rate": 0.00027510664741603534, + "timestep_mean": 588.8125, + "epsilon_norm": 8.153959274291992, + "prediction_norm": 7.011035919189453, + "timestamp": "2025-07-14T12:35:11.070613" + }, + { + "epoch": 2703, + "batch_idx": 160, + "loss": 0.2611280381679535, + "learning_rate": 0.00027510664741603534, + "timestep_mean": 461.53125, + "epsilon_norm": 8.432162284851074, + "prediction_norm": 7.460681438446045, + "timestamp": "2025-07-14T12:35:11.075881" + }, + { + "epoch": 2703, + "batch_idx": 192, + "loss": 0.1372649073600769, + "learning_rate": 0.00027510664741603534, + "timestep_mean": 677.0, + "epsilon_norm": 4.040350437164307, + "prediction_norm": 3.842589855194092, + "timestamp": "2025-07-14T12:35:11.080910" + }, + { + "epoch": 2704, + "batch_idx": 0, + "loss": 0.20332351326942444, + "learning_rate": 0.00027580839195498464, + "timestep_mean": 467.875, + "epsilon_norm": 6.599565029144287, + "prediction_norm": 5.193033218383789, + "timestamp": "2025-07-14T12:35:11.086114" + }, + { + "epoch": 2704, + "batch_idx": 32, + "loss": 0.1610766053199768, + "learning_rate": 0.00027580839195498464, + "timestep_mean": 536.09375, + "epsilon_norm": 7.564566135406494, + "prediction_norm": 7.117117404937744, + "timestamp": "2025-07-14T12:35:11.091296" + }, + { + "epoch": 2704, + "batch_idx": 64, + "loss": 0.20977561175823212, + "learning_rate": 0.00027580839195498464, + "timestep_mean": 447.96875, + "epsilon_norm": 7.577036380767822, + "prediction_norm": 7.2730865478515625, + "timestamp": "2025-07-14T12:35:11.096633" + }, + { + "epoch": 2704, + "batch_idx": 96, + "loss": 0.2394116371870041, + "learning_rate": 0.00027580839195498464, + "timestep_mean": 482.53125, + "epsilon_norm": 7.288229465484619, + "prediction_norm": 6.455117225646973, + "timestamp": "2025-07-14T12:35:11.101864" + }, + { + "epoch": 2704, + "batch_idx": 128, + "loss": 0.30314502120018005, + "learning_rate": 0.00027580839195498464, + "timestep_mean": 429.5625, + "epsilon_norm": 8.02270221710205, + "prediction_norm": 6.418545722961426, + "timestamp": "2025-07-14T12:35:11.107075" + }, + { + "epoch": 2704, + "batch_idx": 160, + "loss": 0.519220769405365, + "learning_rate": 0.00027580839195498464, + "timestep_mean": 459.84375, + "epsilon_norm": 8.697999954223633, + "prediction_norm": 6.742981910705566, + "timestamp": "2025-07-14T12:35:11.112216" + }, + { + "epoch": 2704, + "batch_idx": 192, + "loss": 0.13212530314922333, + "learning_rate": 0.00027580839195498464, + "timestep_mean": 443.375, + "epsilon_norm": 4.243997573852539, + "prediction_norm": 3.744899272918701, + "timestamp": "2025-07-14T12:35:11.117550" + }, + { + "epoch": 2705, + "batch_idx": 0, + "loss": 0.2219177484512329, + "learning_rate": 0.0002765106896644402, + "timestep_mean": 515.4375, + "epsilon_norm": 7.786224365234375, + "prediction_norm": 6.847344398498535, + "timestamp": "2025-07-14T12:35:11.122808" + }, + { + "epoch": 2705, + "batch_idx": 32, + "loss": 0.20355373620986938, + "learning_rate": 0.0002765106896644402, + "timestep_mean": 511.40625, + "epsilon_norm": 7.732751846313477, + "prediction_norm": 6.921631336212158, + "timestamp": "2025-07-14T12:35:11.128000" + }, + { + "epoch": 2705, + "batch_idx": 64, + "loss": 0.1435707062482834, + "learning_rate": 0.0002765106896644402, + "timestep_mean": 534.8125, + "epsilon_norm": 7.731553554534912, + "prediction_norm": 7.5496015548706055, + "timestamp": "2025-07-14T12:35:11.133217" + }, + { + "epoch": 2705, + "batch_idx": 96, + "loss": 0.2914464771747589, + "learning_rate": 0.0002765106896644402, + "timestep_mean": 442.53125, + "epsilon_norm": 8.669548988342285, + "prediction_norm": 7.814416408538818, + "timestamp": "2025-07-14T12:35:11.138562" + }, + { + "epoch": 2705, + "batch_idx": 128, + "loss": 0.48379427194595337, + "learning_rate": 0.0002765106896644402, + "timestep_mean": 503.65625, + "epsilon_norm": 9.57298755645752, + "prediction_norm": 7.719655990600586, + "timestamp": "2025-07-14T12:35:11.143552" + }, + { + "epoch": 2705, + "batch_idx": 160, + "loss": 0.28802943229675293, + "learning_rate": 0.0002765106896644402, + "timestep_mean": 393.8125, + "epsilon_norm": 6.86224889755249, + "prediction_norm": 5.238869667053223, + "timestamp": "2025-07-14T12:35:11.148409" + }, + { + "epoch": 2705, + "batch_idx": 192, + "loss": 0.09314389526844025, + "learning_rate": 0.0002765106896644402, + "timestep_mean": 200.625, + "epsilon_norm": 1.9985231161117554, + "prediction_norm": 1.665452241897583, + "timestamp": "2025-07-14T12:35:11.153375" + }, + { + "epoch": 2706, + "batch_idx": 0, + "loss": 0.14156752824783325, + "learning_rate": 0.0002772135388115522, + "timestep_mean": 519.15625, + "epsilon_norm": 8.079524993896484, + "prediction_norm": 7.580836772918701, + "timestamp": "2025-07-14T12:35:11.158704" + }, + { + "epoch": 2706, + "batch_idx": 32, + "loss": 0.31011587381362915, + "learning_rate": 0.0002772135388115522, + "timestep_mean": 432.53125, + "epsilon_norm": 7.550835609436035, + "prediction_norm": 6.065539836883545, + "timestamp": "2025-07-14T12:35:11.163828" + }, + { + "epoch": 2706, + "batch_idx": 64, + "loss": 0.2507213354110718, + "learning_rate": 0.0002772135388115522, + "timestep_mean": 498.84375, + "epsilon_norm": 8.4549560546875, + "prediction_norm": 7.570783615112305, + "timestamp": "2025-07-14T12:35:11.169007" + }, + { + "epoch": 2706, + "batch_idx": 96, + "loss": 0.27136069536209106, + "learning_rate": 0.0002772135388115522, + "timestep_mean": 518.5625, + "epsilon_norm": 7.582152843475342, + "prediction_norm": 6.449938774108887, + "timestamp": "2025-07-14T12:35:11.174218" + }, + { + "epoch": 2706, + "batch_idx": 128, + "loss": 0.2780243158340454, + "learning_rate": 0.0002772135388115522, + "timestep_mean": 500.59375, + "epsilon_norm": 7.912546634674072, + "prediction_norm": 6.543354511260986, + "timestamp": "2025-07-14T12:35:11.179227" + }, + { + "epoch": 2706, + "batch_idx": 160, + "loss": 0.18599992990493774, + "learning_rate": 0.0002772135388115522, + "timestep_mean": 488.6875, + "epsilon_norm": 6.449869155883789, + "prediction_norm": 5.554630279541016, + "timestamp": "2025-07-14T12:35:11.184557" + }, + { + "epoch": 2706, + "batch_idx": 192, + "loss": 0.1750885397195816, + "learning_rate": 0.0002772135388115522, + "timestep_mean": 625.875, + "epsilon_norm": 4.0299973487854, + "prediction_norm": 3.434903383255005, + "timestamp": "2025-07-14T12:35:11.189590" + }, + { + "epoch": 2707, + "batch_idx": 0, + "loss": 0.3103296160697937, + "learning_rate": 0.000277916937662111, + "timestep_mean": 476.4375, + "epsilon_norm": 7.395664215087891, + "prediction_norm": 5.914638042449951, + "timestamp": "2025-07-14T12:35:11.194475" + }, + { + "epoch": 2707, + "batch_idx": 32, + "loss": 0.2056090384721756, + "learning_rate": 0.000277916937662111, + "timestep_mean": 463.375, + "epsilon_norm": 7.669148921966553, + "prediction_norm": 7.157207012176514, + "timestamp": "2025-07-14T12:35:11.199484" + }, + { + "epoch": 2707, + "batch_idx": 64, + "loss": 0.29983454942703247, + "learning_rate": 0.000277916937662111, + "timestep_mean": 541.75, + "epsilon_norm": 8.445955276489258, + "prediction_norm": 7.16722297668457, + "timestamp": "2025-07-14T12:35:11.204596" + }, + { + "epoch": 2707, + "batch_idx": 96, + "loss": 0.1598975509405136, + "learning_rate": 0.000277916937662111, + "timestep_mean": 501.1875, + "epsilon_norm": 6.329832077026367, + "prediction_norm": 5.427835464477539, + "timestamp": "2025-07-14T12:35:11.209651" + }, + { + "epoch": 2707, + "batch_idx": 128, + "loss": 0.2526302933692932, + "learning_rate": 0.000277916937662111, + "timestep_mean": 498.03125, + "epsilon_norm": 8.282161712646484, + "prediction_norm": 6.798518180847168, + "timestamp": "2025-07-14T12:35:11.221000" + }, + { + "epoch": 2707, + "batch_idx": 160, + "loss": 0.4265088438987732, + "learning_rate": 0.000277916937662111, + "timestep_mean": 422.34375, + "epsilon_norm": 8.434602737426758, + "prediction_norm": 6.065800189971924, + "timestamp": "2025-07-14T12:35:11.227013" + }, + { + "epoch": 2707, + "batch_idx": 192, + "loss": 0.05446828156709671, + "learning_rate": 0.000277916937662111, + "timestep_mean": 532.125, + "epsilon_norm": 3.9158976078033447, + "prediction_norm": 3.5944180488586426, + "timestamp": "2025-07-14T12:35:11.232418" + }, + { + "epoch": 2708, + "batch_idx": 0, + "loss": 0.21607264876365662, + "learning_rate": 0.0002786208844805499, + "timestep_mean": 548.78125, + "epsilon_norm": 7.8988423347473145, + "prediction_norm": 6.5903449058532715, + "timestamp": "2025-07-14T12:35:11.237699" + }, + { + "epoch": 2708, + "batch_idx": 32, + "loss": 0.21590286493301392, + "learning_rate": 0.0002786208844805499, + "timestep_mean": 545.6875, + "epsilon_norm": 8.26200008392334, + "prediction_norm": 6.7143473625183105, + "timestamp": "2025-07-14T12:35:11.242930" + }, + { + "epoch": 2708, + "batch_idx": 64, + "loss": 0.27481895685195923, + "learning_rate": 0.0002786208844805499, + "timestep_mean": 534.6875, + "epsilon_norm": 7.88264799118042, + "prediction_norm": 6.886811256408691, + "timestamp": "2025-07-14T12:35:11.247965" + }, + { + "epoch": 2708, + "batch_idx": 96, + "loss": 0.3239594101905823, + "learning_rate": 0.0002786208844805499, + "timestep_mean": 440.09375, + "epsilon_norm": 7.8418989181518555, + "prediction_norm": 6.241430759429932, + "timestamp": "2025-07-14T12:35:11.252830" + }, + { + "epoch": 2708, + "batch_idx": 128, + "loss": 0.23153294622898102, + "learning_rate": 0.0002786208844805499, + "timestep_mean": 470.625, + "epsilon_norm": 7.804384231567383, + "prediction_norm": 6.777354717254639, + "timestamp": "2025-07-14T12:35:11.257696" + }, + { + "epoch": 2708, + "batch_idx": 160, + "loss": 0.29728662967681885, + "learning_rate": 0.0002786208844805499, + "timestep_mean": 474.4375, + "epsilon_norm": 9.375673294067383, + "prediction_norm": 7.552515983581543, + "timestamp": "2025-07-14T12:35:11.262596" + }, + { + "epoch": 2708, + "batch_idx": 192, + "loss": 0.6577221155166626, + "learning_rate": 0.0002786208844805499, + "timestep_mean": 619.5, + "epsilon_norm": 4.481027603149414, + "prediction_norm": 3.3120200634002686, + "timestamp": "2025-07-14T12:35:11.267689" + }, + { + "epoch": 2709, + "batch_idx": 0, + "loss": 0.24669817090034485, + "learning_rate": 0.0002793253775299492, + "timestep_mean": 511.21875, + "epsilon_norm": 9.040815353393555, + "prediction_norm": 8.405293464660645, + "timestamp": "2025-07-14T12:35:11.272893" + }, + { + "epoch": 2709, + "batch_idx": 32, + "loss": 0.21229895949363708, + "learning_rate": 0.0002793253775299492, + "timestep_mean": 522.21875, + "epsilon_norm": 7.944886684417725, + "prediction_norm": 7.089852333068848, + "timestamp": "2025-07-14T12:35:11.277966" + }, + { + "epoch": 2709, + "batch_idx": 64, + "loss": 0.1850304901599884, + "learning_rate": 0.0002793253775299492, + "timestep_mean": 469.34375, + "epsilon_norm": 7.779906272888184, + "prediction_norm": 6.711308002471924, + "timestamp": "2025-07-14T12:35:11.283063" + }, + { + "epoch": 2709, + "batch_idx": 96, + "loss": 0.1941538155078888, + "learning_rate": 0.0002793253775299492, + "timestep_mean": 548.1875, + "epsilon_norm": 7.2568464279174805, + "prediction_norm": 6.1842803955078125, + "timestamp": "2025-07-14T12:35:11.288292" + }, + { + "epoch": 2709, + "batch_idx": 128, + "loss": 0.20201152563095093, + "learning_rate": 0.0002793253775299492, + "timestep_mean": 537.46875, + "epsilon_norm": 8.529163360595703, + "prediction_norm": 7.701755523681641, + "timestamp": "2025-07-14T12:35:11.293318" + }, + { + "epoch": 2709, + "batch_idx": 160, + "loss": 0.43614107370376587, + "learning_rate": 0.0002793253775299492, + "timestep_mean": 537.84375, + "epsilon_norm": 9.049846649169922, + "prediction_norm": 7.317127227783203, + "timestamp": "2025-07-14T12:35:11.298508" + }, + { + "epoch": 2709, + "batch_idx": 192, + "loss": 0.9625905752182007, + "learning_rate": 0.0002793253775299492, + "timestep_mean": 477.0, + "epsilon_norm": 5.0762715339660645, + "prediction_norm": 3.341397523880005, + "timestamp": "2025-07-14T12:35:11.303654" + }, + { + "epoch": 2710, + "batch_idx": 0, + "loss": 0.18219667673110962, + "learning_rate": 0.00028003041507204294, + "timestep_mean": 486.1875, + "epsilon_norm": 6.849001884460449, + "prediction_norm": 6.053954124450684, + "timestamp": "2025-07-14T12:35:11.308917" + }, + { + "epoch": 2710, + "batch_idx": 32, + "loss": 0.224941223859787, + "learning_rate": 0.00028003041507204294, + "timestep_mean": 584.375, + "epsilon_norm": 7.733216762542725, + "prediction_norm": 6.665583610534668, + "timestamp": "2025-07-14T12:35:11.313841" + }, + { + "epoch": 2710, + "batch_idx": 64, + "loss": 0.3070235252380371, + "learning_rate": 0.00028003041507204294, + "timestep_mean": 413.9375, + "epsilon_norm": 7.500216960906982, + "prediction_norm": 6.167961120605469, + "timestamp": "2025-07-14T12:35:11.318696" + }, + { + "epoch": 2710, + "batch_idx": 96, + "loss": 0.23865960538387299, + "learning_rate": 0.00028003041507204294, + "timestep_mean": 506.03125, + "epsilon_norm": 8.10956859588623, + "prediction_norm": 6.686968803405762, + "timestamp": "2025-07-14T12:35:11.323519" + }, + { + "epoch": 2710, + "batch_idx": 128, + "loss": 0.21460184454917908, + "learning_rate": 0.00028003041507204294, + "timestep_mean": 441.875, + "epsilon_norm": 7.436044216156006, + "prediction_norm": 6.4202046394348145, + "timestamp": "2025-07-14T12:35:11.328372" + }, + { + "epoch": 2710, + "batch_idx": 160, + "loss": 0.37738344073295593, + "learning_rate": 0.00028003041507204294, + "timestep_mean": 461.875, + "epsilon_norm": 7.815643310546875, + "prediction_norm": 6.1793293952941895, + "timestamp": "2025-07-14T12:35:11.333323" + }, + { + "epoch": 2710, + "batch_idx": 192, + "loss": 0.0406993106007576, + "learning_rate": 0.00028003041507204294, + "timestep_mean": 697.625, + "epsilon_norm": 2.7651093006134033, + "prediction_norm": 2.447859048843384, + "timestamp": "2025-07-14T12:35:11.338309" + }, + { + "epoch": 2711, + "batch_idx": 0, + "loss": 0.5782768726348877, + "learning_rate": 0.0002807359953672214, + "timestep_mean": 449.5625, + "epsilon_norm": 9.029013633728027, + "prediction_norm": 6.956764221191406, + "timestamp": "2025-07-14T12:35:11.343191" + }, + { + "epoch": 2711, + "batch_idx": 32, + "loss": 0.3506821095943451, + "learning_rate": 0.0002807359953672214, + "timestep_mean": 520.3125, + "epsilon_norm": 8.409891128540039, + "prediction_norm": 7.429883003234863, + "timestamp": "2025-07-14T12:35:11.348036" + }, + { + "epoch": 2711, + "batch_idx": 64, + "loss": 0.2896241247653961, + "learning_rate": 0.0002807359953672214, + "timestep_mean": 503.625, + "epsilon_norm": 8.267094612121582, + "prediction_norm": 6.987692832946777, + "timestamp": "2025-07-14T12:35:11.353039" + }, + { + "epoch": 2711, + "batch_idx": 96, + "loss": 0.23238220810890198, + "learning_rate": 0.0002807359953672214, + "timestep_mean": 524.625, + "epsilon_norm": 8.03877067565918, + "prediction_norm": 7.221758842468262, + "timestamp": "2025-07-14T12:35:11.358387" + }, + { + "epoch": 2711, + "batch_idx": 128, + "loss": 0.41810333728790283, + "learning_rate": 0.0002807359953672214, + "timestep_mean": 471.90625, + "epsilon_norm": 7.904587268829346, + "prediction_norm": 6.024886131286621, + "timestamp": "2025-07-14T12:35:11.363460" + }, + { + "epoch": 2711, + "batch_idx": 160, + "loss": 0.3585299253463745, + "learning_rate": 0.0002807359953672214, + "timestep_mean": 464.3125, + "epsilon_norm": 9.045141220092773, + "prediction_norm": 7.149115562438965, + "timestamp": "2025-07-14T12:35:11.368317" + }, + { + "epoch": 2711, + "batch_idx": 192, + "loss": 0.12799882888793945, + "learning_rate": 0.0002807359953672214, + "timestep_mean": 566.25, + "epsilon_norm": 4.323115348815918, + "prediction_norm": 3.4763259887695312, + "timestamp": "2025-07-14T12:35:11.373356" + }, + { + "epoch": 2712, + "batch_idx": 0, + "loss": 0.21908482909202576, + "learning_rate": 0.000281442116674534, + "timestep_mean": 570.34375, + "epsilon_norm": 7.175106048583984, + "prediction_norm": 6.323914051055908, + "timestamp": "2025-07-14T12:35:11.378273" + }, + { + "epoch": 2712, + "batch_idx": 32, + "loss": 0.2938743233680725, + "learning_rate": 0.000281442116674534, + "timestep_mean": 471.96875, + "epsilon_norm": 7.351150989532471, + "prediction_norm": 5.859546661376953, + "timestamp": "2025-07-14T12:35:11.383315" + }, + { + "epoch": 2712, + "batch_idx": 64, + "loss": 0.17143863439559937, + "learning_rate": 0.000281442116674534, + "timestep_mean": 500.09375, + "epsilon_norm": 7.314036846160889, + "prediction_norm": 6.646258354187012, + "timestamp": "2025-07-14T12:35:11.388354" + }, + { + "epoch": 2712, + "batch_idx": 96, + "loss": 0.19498443603515625, + "learning_rate": 0.000281442116674534, + "timestep_mean": 517.75, + "epsilon_norm": 7.453150272369385, + "prediction_norm": 7.114269733428955, + "timestamp": "2025-07-14T12:35:11.393258" + }, + { + "epoch": 2712, + "batch_idx": 128, + "loss": 0.269891619682312, + "learning_rate": 0.000281442116674534, + "timestep_mean": 493.125, + "epsilon_norm": 7.831651210784912, + "prediction_norm": 6.936928749084473, + "timestamp": "2025-07-14T12:35:11.398175" + }, + { + "epoch": 2712, + "batch_idx": 160, + "loss": 0.22544333338737488, + "learning_rate": 0.000281442116674534, + "timestep_mean": 499.5625, + "epsilon_norm": 8.385329246520996, + "prediction_norm": 7.30985164642334, + "timestamp": "2025-07-14T12:35:11.403266" + }, + { + "epoch": 2712, + "batch_idx": 192, + "loss": 0.1266089826822281, + "learning_rate": 0.000281442116674534, + "timestep_mean": 542.75, + "epsilon_norm": 3.3055317401885986, + "prediction_norm": 3.2011094093322754, + "timestamp": "2025-07-14T12:35:11.408157" + }, + { + "epoch": 2713, + "batch_idx": 0, + "loss": 0.4152764678001404, + "learning_rate": 0.0002821487772516979, + "timestep_mean": 417.6875, + "epsilon_norm": 7.7047247886657715, + "prediction_norm": 7.117833137512207, + "timestamp": "2025-07-14T12:35:11.413093" + }, + { + "epoch": 2713, + "batch_idx": 32, + "loss": 0.28999027609825134, + "learning_rate": 0.0002821487772516979, + "timestep_mean": 402.25, + "epsilon_norm": 7.553164482116699, + "prediction_norm": 6.758502006530762, + "timestamp": "2025-07-14T12:35:11.418147" + }, + { + "epoch": 2713, + "batch_idx": 64, + "loss": 0.16940705478191376, + "learning_rate": 0.0002821487772516979, + "timestep_mean": 561.15625, + "epsilon_norm": 8.708831787109375, + "prediction_norm": 8.408267974853516, + "timestamp": "2025-07-14T12:35:11.423137" + }, + { + "epoch": 2713, + "batch_idx": 96, + "loss": 0.37332192063331604, + "learning_rate": 0.0002821487772516979, + "timestep_mean": 548.125, + "epsilon_norm": 8.664525032043457, + "prediction_norm": 7.258508205413818, + "timestamp": "2025-07-14T12:35:11.428169" + }, + { + "epoch": 2713, + "batch_idx": 128, + "loss": 0.16372235119342804, + "learning_rate": 0.0002821487772516979, + "timestep_mean": 523.4375, + "epsilon_norm": 7.520029544830322, + "prediction_norm": 7.16849946975708, + "timestamp": "2025-07-14T12:35:11.433206" + }, + { + "epoch": 2713, + "batch_idx": 160, + "loss": 0.20718824863433838, + "learning_rate": 0.0002821487772516979, + "timestep_mean": 520.9375, + "epsilon_norm": 7.371255397796631, + "prediction_norm": 6.682831764221191, + "timestamp": "2025-07-14T12:35:11.438454" + }, + { + "epoch": 2713, + "batch_idx": 192, + "loss": 0.08514411747455597, + "learning_rate": 0.0002821487772516979, + "timestep_mean": 497.0, + "epsilon_norm": 3.144598960876465, + "prediction_norm": 3.1404476165771484, + "timestamp": "2025-07-14T12:35:11.443631" + }, + { + "epoch": 2714, + "batch_idx": 0, + "loss": 0.456402450799942, + "learning_rate": 0.00028285597535509843, + "timestep_mean": 418.625, + "epsilon_norm": 8.319523811340332, + "prediction_norm": 6.534943580627441, + "timestamp": "2025-07-14T12:35:11.448822" + }, + { + "epoch": 2714, + "batch_idx": 32, + "loss": 0.2588707208633423, + "learning_rate": 0.00028285597535509843, + "timestep_mean": 524.90625, + "epsilon_norm": 8.240996360778809, + "prediction_norm": 6.980052947998047, + "timestamp": "2025-07-14T12:35:11.454072" + }, + { + "epoch": 2714, + "batch_idx": 64, + "loss": 0.36732903122901917, + "learning_rate": 0.00028285597535509843, + "timestep_mean": 424.90625, + "epsilon_norm": 8.338875770568848, + "prediction_norm": 6.595972537994385, + "timestamp": "2025-07-14T12:35:11.460302" + }, + { + "epoch": 2714, + "batch_idx": 96, + "loss": 0.12890537083148956, + "learning_rate": 0.00028285597535509843, + "timestep_mean": 606.3125, + "epsilon_norm": 8.612077713012695, + "prediction_norm": 7.40012788772583, + "timestamp": "2025-07-14T12:35:11.466288" + }, + { + "epoch": 2714, + "batch_idx": 128, + "loss": 0.1438293308019638, + "learning_rate": 0.00028285597535509843, + "timestep_mean": 602.34375, + "epsilon_norm": 7.922463417053223, + "prediction_norm": 7.420124530792236, + "timestamp": "2025-07-14T12:35:11.471867" + }, + { + "epoch": 2714, + "batch_idx": 160, + "loss": 0.22772827744483948, + "learning_rate": 0.00028285597535509843, + "timestep_mean": 511.5, + "epsilon_norm": 8.545426368713379, + "prediction_norm": 7.527981758117676, + "timestamp": "2025-07-14T12:35:11.477414" + }, + { + "epoch": 2714, + "batch_idx": 192, + "loss": 0.41160842776298523, + "learning_rate": 0.00028285597535509843, + "timestep_mean": 526.75, + "epsilon_norm": 3.9972152709960938, + "prediction_norm": 3.6032516956329346, + "timestamp": "2025-07-14T12:35:11.483092" + }, + { + "epoch": 2715, + "batch_idx": 0, + "loss": 0.3869895339012146, + "learning_rate": 0.00028356370923979376, + "timestep_mean": 513.375, + "epsilon_norm": 7.818859577178955, + "prediction_norm": 5.596786975860596, + "timestamp": "2025-07-14T12:35:11.489003" + }, + { + "epoch": 2715, + "batch_idx": 32, + "loss": 0.21777194738388062, + "learning_rate": 0.00028356370923979376, + "timestep_mean": 564.875, + "epsilon_norm": 8.362278938293457, + "prediction_norm": 7.19069766998291, + "timestamp": "2025-07-14T12:35:11.494806" + }, + { + "epoch": 2715, + "batch_idx": 64, + "loss": 0.24345287680625916, + "learning_rate": 0.00028356370923979376, + "timestep_mean": 516.375, + "epsilon_norm": 8.84145450592041, + "prediction_norm": 7.100184440612793, + "timestamp": "2025-07-14T12:35:11.500147" + }, + { + "epoch": 2715, + "batch_idx": 96, + "loss": 0.4999408423900604, + "learning_rate": 0.00028356370923979376, + "timestep_mean": 454.9375, + "epsilon_norm": 9.251930236816406, + "prediction_norm": 7.222828388214111, + "timestamp": "2025-07-14T12:35:11.505410" + }, + { + "epoch": 2715, + "batch_idx": 128, + "loss": 0.30262845754623413, + "learning_rate": 0.00028356370923979376, + "timestep_mean": 544.5625, + "epsilon_norm": 8.053057670593262, + "prediction_norm": 6.364201545715332, + "timestamp": "2025-07-14T12:35:11.510673" + }, + { + "epoch": 2715, + "batch_idx": 160, + "loss": 0.16570329666137695, + "learning_rate": 0.00028356370923979376, + "timestep_mean": 562.53125, + "epsilon_norm": 8.405550003051758, + "prediction_norm": 7.920889377593994, + "timestamp": "2025-07-14T12:35:11.515942" + }, + { + "epoch": 2715, + "batch_idx": 192, + "loss": 0.5538915991783142, + "learning_rate": 0.00028356370923979376, + "timestep_mean": 564.0, + "epsilon_norm": 4.136748313903809, + "prediction_norm": 2.7133259773254395, + "timestamp": "2025-07-14T12:35:11.521248" + }, + { + "epoch": 2716, + "batch_idx": 0, + "loss": 0.2243383824825287, + "learning_rate": 0.00028427197715952116, + "timestep_mean": 540.125, + "epsilon_norm": 7.7597832679748535, + "prediction_norm": 6.796736240386963, + "timestamp": "2025-07-14T12:35:11.526474" + }, + { + "epoch": 2716, + "batch_idx": 32, + "loss": 0.2461353838443756, + "learning_rate": 0.00028427197715952116, + "timestep_mean": 477.46875, + "epsilon_norm": 7.540910243988037, + "prediction_norm": 6.346969127655029, + "timestamp": "2025-07-14T12:35:11.531781" + }, + { + "epoch": 2716, + "batch_idx": 64, + "loss": 0.32275086641311646, + "learning_rate": 0.00028427197715952116, + "timestep_mean": 473.4375, + "epsilon_norm": 8.861319541931152, + "prediction_norm": 7.288015365600586, + "timestamp": "2025-07-14T12:35:11.537295" + }, + { + "epoch": 2716, + "batch_idx": 96, + "loss": 0.3777202367782593, + "learning_rate": 0.00028427197715952116, + "timestep_mean": 435.03125, + "epsilon_norm": 9.656420707702637, + "prediction_norm": 7.727221488952637, + "timestamp": "2025-07-14T12:35:11.542735" + }, + { + "epoch": 2716, + "batch_idx": 128, + "loss": 0.2567696273326874, + "learning_rate": 0.00028427197715952116, + "timestep_mean": 429.6875, + "epsilon_norm": 7.609942436218262, + "prediction_norm": 6.881466865539551, + "timestamp": "2025-07-14T12:35:11.548028" + }, + { + "epoch": 2716, + "batch_idx": 160, + "loss": 0.5673664808273315, + "learning_rate": 0.00028427197715952116, + "timestep_mean": 469.25, + "epsilon_norm": 8.646637916564941, + "prediction_norm": 6.458019733428955, + "timestamp": "2025-07-14T12:35:11.553327" + }, + { + "epoch": 2716, + "batch_idx": 192, + "loss": 0.3760773241519928, + "learning_rate": 0.00028427197715952116, + "timestep_mean": 357.0, + "epsilon_norm": 3.052072286605835, + "prediction_norm": 2.1499886512756348, + "timestamp": "2025-07-14T12:35:11.558710" + }, + { + "epoch": 2717, + "batch_idx": 0, + "loss": 0.494243323802948, + "learning_rate": 0.00028498077736669966, + "timestep_mean": 395.8125, + "epsilon_norm": 8.423087120056152, + "prediction_norm": 6.408344268798828, + "timestamp": "2025-07-14T12:35:11.564039" + }, + { + "epoch": 2717, + "batch_idx": 32, + "loss": 0.19506880640983582, + "learning_rate": 0.00028498077736669966, + "timestep_mean": 538.53125, + "epsilon_norm": 7.590133190155029, + "prediction_norm": 7.118350028991699, + "timestamp": "2025-07-14T12:35:11.569340" + }, + { + "epoch": 2717, + "batch_idx": 64, + "loss": 0.40903255343437195, + "learning_rate": 0.00028498077736669966, + "timestep_mean": 512.4375, + "epsilon_norm": 8.567187309265137, + "prediction_norm": 7.248913764953613, + "timestamp": "2025-07-14T12:35:11.574563" + }, + { + "epoch": 2717, + "batch_idx": 96, + "loss": 0.18310540914535522, + "learning_rate": 0.00028498077736669966, + "timestep_mean": 579.0625, + "epsilon_norm": 8.363579750061035, + "prediction_norm": 7.4267144203186035, + "timestamp": "2025-07-14T12:35:11.579644" + }, + { + "epoch": 2717, + "batch_idx": 128, + "loss": 0.12152178585529327, + "learning_rate": 0.00028498077736669966, + "timestep_mean": 530.4375, + "epsilon_norm": 7.809650421142578, + "prediction_norm": 6.846477508544922, + "timestamp": "2025-07-14T12:35:11.584952" + }, + { + "epoch": 2717, + "batch_idx": 160, + "loss": 0.3615643382072449, + "learning_rate": 0.00028498077736669966, + "timestep_mean": 460.96875, + "epsilon_norm": 7.493903636932373, + "prediction_norm": 6.235385417938232, + "timestamp": "2025-07-14T12:35:11.590181" + }, + { + "epoch": 2717, + "batch_idx": 192, + "loss": 0.07331356406211853, + "learning_rate": 0.00028498077736669966, + "timestep_mean": 577.5, + "epsilon_norm": 3.4514670372009277, + "prediction_norm": 3.445918083190918, + "timestamp": "2025-07-14T12:35:11.595313" + }, + { + "epoch": 2718, + "batch_idx": 0, + "loss": 0.3807435631752014, + "learning_rate": 0.00028569010811243644, + "timestep_mean": 463.90625, + "epsilon_norm": 7.387201309204102, + "prediction_norm": 5.4619317054748535, + "timestamp": "2025-07-14T12:35:11.600839" + }, + { + "epoch": 2718, + "batch_idx": 32, + "loss": 0.11226950585842133, + "learning_rate": 0.00028569010811243644, + "timestep_mean": 567.5625, + "epsilon_norm": 7.177846431732178, + "prediction_norm": 6.796790599822998, + "timestamp": "2025-07-14T12:35:11.605993" + }, + { + "epoch": 2718, + "batch_idx": 64, + "loss": 0.19790905714035034, + "learning_rate": 0.00028569010811243644, + "timestep_mean": 535.75, + "epsilon_norm": 7.499131202697754, + "prediction_norm": 6.4729743003845215, + "timestamp": "2025-07-14T12:35:11.611275" + }, + { + "epoch": 2718, + "batch_idx": 96, + "loss": 0.41068342328071594, + "learning_rate": 0.00028569010811243644, + "timestep_mean": 329.0, + "epsilon_norm": 8.837507247924805, + "prediction_norm": 7.055453300476074, + "timestamp": "2025-07-14T12:35:11.616499" + }, + { + "epoch": 2718, + "batch_idx": 128, + "loss": 0.1252114474773407, + "learning_rate": 0.00028569010811243644, + "timestep_mean": 538.6875, + "epsilon_norm": 7.209668159484863, + "prediction_norm": 7.377226829528809, + "timestamp": "2025-07-14T12:35:11.621972" + }, + { + "epoch": 2718, + "batch_idx": 160, + "loss": 0.20464293658733368, + "learning_rate": 0.00028569010811243644, + "timestep_mean": 598.9375, + "epsilon_norm": 7.727376937866211, + "prediction_norm": 7.283235549926758, + "timestamp": "2025-07-14T12:35:11.627177" + }, + { + "epoch": 2718, + "batch_idx": 192, + "loss": 0.1769772171974182, + "learning_rate": 0.00028569010811243644, + "timestep_mean": 463.875, + "epsilon_norm": 3.7695672512054443, + "prediction_norm": 4.509830951690674, + "timestamp": "2025-07-14T12:35:11.632467" + }, + { + "epoch": 2719, + "batch_idx": 0, + "loss": 0.1236172616481781, + "learning_rate": 0.00028639996764652704, + "timestep_mean": 511.90625, + "epsilon_norm": 8.29455280303955, + "prediction_norm": 7.326960563659668, + "timestamp": "2025-07-14T12:35:11.637796" + }, + { + "epoch": 2719, + "batch_idx": 32, + "loss": 0.16388744115829468, + "learning_rate": 0.00028639996764652704, + "timestep_mean": 449.09375, + "epsilon_norm": 8.176931381225586, + "prediction_norm": 7.5124287605285645, + "timestamp": "2025-07-14T12:35:11.643378" + }, + { + "epoch": 2719, + "batch_idx": 64, + "loss": 0.2549395263195038, + "learning_rate": 0.00028639996764652704, + "timestep_mean": 604.125, + "epsilon_norm": 8.334054946899414, + "prediction_norm": 7.392454624176025, + "timestamp": "2025-07-14T12:35:11.648926" + }, + { + "epoch": 2719, + "batch_idx": 96, + "loss": 0.24984797835350037, + "learning_rate": 0.00028639996764652704, + "timestep_mean": 523.90625, + "epsilon_norm": 7.470210552215576, + "prediction_norm": 6.127495765686035, + "timestamp": "2025-07-14T12:35:11.654208" + }, + { + "epoch": 2719, + "batch_idx": 128, + "loss": 0.3835567235946655, + "learning_rate": 0.00028639996764652704, + "timestep_mean": 468.59375, + "epsilon_norm": 7.4286980628967285, + "prediction_norm": 6.6835737228393555, + "timestamp": "2025-07-14T12:35:11.659392" + }, + { + "epoch": 2719, + "batch_idx": 160, + "loss": 0.38505151867866516, + "learning_rate": 0.00028639996764652704, + "timestep_mean": 480.375, + "epsilon_norm": 8.002781867980957, + "prediction_norm": 6.628676414489746, + "timestamp": "2025-07-14T12:35:11.664549" + }, + { + "epoch": 2719, + "batch_idx": 192, + "loss": 0.26488780975341797, + "learning_rate": 0.00028639996764652704, + "timestep_mean": 664.0, + "epsilon_norm": 4.565814971923828, + "prediction_norm": 4.200465202331543, + "timestamp": "2025-07-14T12:35:11.669839" + }, + { + "epoch": 2720, + "batch_idx": 0, + "loss": 0.3377878963947296, + "learning_rate": 0.00028711035421746415, + "timestep_mean": 468.21875, + "epsilon_norm": 8.138053894042969, + "prediction_norm": 6.391225337982178, + "timestamp": "2025-07-14T12:35:11.675595" + }, + { + "epoch": 2720, + "batch_idx": 32, + "loss": 0.20416045188903809, + "learning_rate": 0.00028711035421746415, + "timestep_mean": 444.46875, + "epsilon_norm": 7.734118938446045, + "prediction_norm": 6.0533127784729, + "timestamp": "2025-07-14T12:35:11.680787" + }, + { + "epoch": 2720, + "batch_idx": 64, + "loss": 0.23058006167411804, + "learning_rate": 0.00028711035421746415, + "timestep_mean": 554.65625, + "epsilon_norm": 7.791714191436768, + "prediction_norm": 6.901988506317139, + "timestamp": "2025-07-14T12:35:11.686009" + }, + { + "epoch": 2720, + "batch_idx": 96, + "loss": 0.35872703790664673, + "learning_rate": 0.00028711035421746415, + "timestep_mean": 527.96875, + "epsilon_norm": 8.39980697631836, + "prediction_norm": 7.078207492828369, + "timestamp": "2025-07-14T12:35:11.691261" + }, + { + "epoch": 2720, + "batch_idx": 128, + "loss": 0.2523813843727112, + "learning_rate": 0.00028711035421746415, + "timestep_mean": 525.375, + "epsilon_norm": 9.444893836975098, + "prediction_norm": 8.057857513427734, + "timestamp": "2025-07-14T12:35:11.696642" + }, + { + "epoch": 2720, + "batch_idx": 160, + "loss": 0.13032710552215576, + "learning_rate": 0.00028711035421746415, + "timestep_mean": 432.34375, + "epsilon_norm": 8.189094543457031, + "prediction_norm": 7.251801490783691, + "timestamp": "2025-07-14T12:35:11.701825" + }, + { + "epoch": 2720, + "batch_idx": 192, + "loss": 0.5289075374603271, + "learning_rate": 0.00028711035421746415, + "timestep_mean": 464.125, + "epsilon_norm": 3.9645769596099854, + "prediction_norm": 2.9064626693725586, + "timestamp": "2025-07-14T12:35:11.707224" + }, + { + "epoch": 2721, + "batch_idx": 0, + "loss": 0.1688583791255951, + "learning_rate": 0.00028782126607243997, + "timestep_mean": 518.0625, + "epsilon_norm": 6.9186625480651855, + "prediction_norm": 5.82302713394165, + "timestamp": "2025-07-14T12:35:11.712482" + }, + { + "epoch": 2721, + "batch_idx": 32, + "loss": 0.2521098256111145, + "learning_rate": 0.00028782126607243997, + "timestep_mean": 484.1875, + "epsilon_norm": 7.729548454284668, + "prediction_norm": 6.680340766906738, + "timestamp": "2025-07-14T12:35:11.717929" + }, + { + "epoch": 2721, + "batch_idx": 64, + "loss": 0.3137446343898773, + "learning_rate": 0.00028782126607243997, + "timestep_mean": 517.53125, + "epsilon_norm": 7.890268802642822, + "prediction_norm": 6.703780651092529, + "timestamp": "2025-07-14T12:35:11.723299" + }, + { + "epoch": 2721, + "batch_idx": 96, + "loss": 0.1507568061351776, + "learning_rate": 0.00028782126607243997, + "timestep_mean": 622.75, + "epsilon_norm": 8.21989631652832, + "prediction_norm": 7.538218021392822, + "timestamp": "2025-07-14T12:35:11.728517" + }, + { + "epoch": 2721, + "batch_idx": 128, + "loss": 0.22963550686836243, + "learning_rate": 0.00028782126607243997, + "timestep_mean": 522.78125, + "epsilon_norm": 8.036293029785156, + "prediction_norm": 7.004150390625, + "timestamp": "2025-07-14T12:35:11.733950" + }, + { + "epoch": 2721, + "batch_idx": 160, + "loss": 0.26646944880485535, + "learning_rate": 0.00028782126607243997, + "timestep_mean": 424.9375, + "epsilon_norm": 7.68265438079834, + "prediction_norm": 6.125759124755859, + "timestamp": "2025-07-14T12:35:11.739133" + }, + { + "epoch": 2721, + "batch_idx": 192, + "loss": 0.2699395418167114, + "learning_rate": 0.00028782126607243997, + "timestep_mean": 474.375, + "epsilon_norm": 4.162384033203125, + "prediction_norm": 3.3880980014801025, + "timestamp": "2025-07-14T12:35:11.744468" + }, + { + "epoch": 2722, + "batch_idx": 0, + "loss": 0.2886505722999573, + "learning_rate": 0.0002885327014573492, + "timestep_mean": 464.0625, + "epsilon_norm": 7.317790508270264, + "prediction_norm": 6.07647180557251, + "timestamp": "2025-07-14T12:35:11.749741" + }, + { + "epoch": 2722, + "batch_idx": 32, + "loss": 0.44937607645988464, + "learning_rate": 0.0002885327014573492, + "timestep_mean": 508.03125, + "epsilon_norm": 9.098472595214844, + "prediction_norm": 7.217231273651123, + "timestamp": "2025-07-14T12:35:11.755134" + }, + { + "epoch": 2722, + "batch_idx": 64, + "loss": 0.39476680755615234, + "learning_rate": 0.0002885327014573492, + "timestep_mean": 422.0, + "epsilon_norm": 7.7617034912109375, + "prediction_norm": 5.7745842933654785, + "timestamp": "2025-07-14T12:35:11.760426" + }, + { + "epoch": 2722, + "batch_idx": 96, + "loss": 0.30880656838417053, + "learning_rate": 0.0002885327014573492, + "timestep_mean": 451.21875, + "epsilon_norm": 8.707998275756836, + "prediction_norm": 7.65256929397583, + "timestamp": "2025-07-14T12:35:11.765865" + }, + { + "epoch": 2722, + "batch_idx": 128, + "loss": 0.23905329406261444, + "learning_rate": 0.0002885327014573492, + "timestep_mean": 504.78125, + "epsilon_norm": 7.8885931968688965, + "prediction_norm": 6.832342624664307, + "timestamp": "2025-07-14T12:35:11.771159" + }, + { + "epoch": 2722, + "batch_idx": 160, + "loss": 0.2813638746738434, + "learning_rate": 0.0002885327014573492, + "timestep_mean": 530.875, + "epsilon_norm": 8.029061317443848, + "prediction_norm": 7.031426429748535, + "timestamp": "2025-07-14T12:35:11.776400" + }, + { + "epoch": 2722, + "batch_idx": 192, + "loss": 0.2884240448474884, + "learning_rate": 0.0002885327014573492, + "timestep_mean": 451.75, + "epsilon_norm": 2.8854331970214844, + "prediction_norm": 2.3855669498443604, + "timestamp": "2025-07-14T12:35:11.781665" + }, + { + "epoch": 2723, + "batch_idx": 0, + "loss": 0.293866902589798, + "learning_rate": 0.0002892446586167958, + "timestep_mean": 502.5, + "epsilon_norm": 7.956780910491943, + "prediction_norm": 6.5211100578308105, + "timestamp": "2025-07-14T12:35:11.786892" + }, + { + "epoch": 2723, + "batch_idx": 32, + "loss": 0.13922575116157532, + "learning_rate": 0.0002892446586167958, + "timestep_mean": 605.65625, + "epsilon_norm": 8.350715637207031, + "prediction_norm": 7.741962909698486, + "timestamp": "2025-07-14T12:35:11.792301" + }, + { + "epoch": 2723, + "batch_idx": 64, + "loss": 0.2899615168571472, + "learning_rate": 0.0002892446586167958, + "timestep_mean": 485.15625, + "epsilon_norm": 7.728533744812012, + "prediction_norm": 6.716732978820801, + "timestamp": "2025-07-14T12:35:11.797565" + }, + { + "epoch": 2723, + "batch_idx": 96, + "loss": 0.2912867069244385, + "learning_rate": 0.0002892446586167958, + "timestep_mean": 507.25, + "epsilon_norm": 8.14166259765625, + "prediction_norm": 6.288894176483154, + "timestamp": "2025-07-14T12:35:11.802806" + }, + { + "epoch": 2723, + "batch_idx": 128, + "loss": 0.21204006671905518, + "learning_rate": 0.0002892446586167958, + "timestep_mean": 450.875, + "epsilon_norm": 6.753207206726074, + "prediction_norm": 6.249102592468262, + "timestamp": "2025-07-14T12:35:11.807981" + }, + { + "epoch": 2723, + "batch_idx": 160, + "loss": 0.35062235593795776, + "learning_rate": 0.0002892446586167958, + "timestep_mean": 478.53125, + "epsilon_norm": 7.500758647918701, + "prediction_norm": 6.776313304901123, + "timestamp": "2025-07-14T12:35:11.813399" + }, + { + "epoch": 2723, + "batch_idx": 192, + "loss": 0.5090321898460388, + "learning_rate": 0.0002892446586167958, + "timestep_mean": 442.0, + "epsilon_norm": 4.258602619171143, + "prediction_norm": 3.3781864643096924, + "timestamp": "2025-07-14T12:35:11.818746" + }, + { + "epoch": 2724, + "batch_idx": 0, + "loss": 0.1781998723745346, + "learning_rate": 0.0002899571357940972, + "timestep_mean": 585.9375, + "epsilon_norm": 7.867448806762695, + "prediction_norm": 7.56074333190918, + "timestamp": "2025-07-14T12:35:11.824034" + }, + { + "epoch": 2724, + "batch_idx": 32, + "loss": 0.21262037754058838, + "learning_rate": 0.0002899571357940972, + "timestep_mean": 460.90625, + "epsilon_norm": 7.344151020050049, + "prediction_norm": 6.591265678405762, + "timestamp": "2025-07-14T12:35:11.829457" + }, + { + "epoch": 2724, + "batch_idx": 64, + "loss": 0.17074790596961975, + "learning_rate": 0.0002899571357940972, + "timestep_mean": 513.28125, + "epsilon_norm": 8.08007526397705, + "prediction_norm": 6.959892749786377, + "timestamp": "2025-07-14T12:35:11.834809" + }, + { + "epoch": 2724, + "batch_idx": 96, + "loss": 0.24346382915973663, + "learning_rate": 0.0002899571357940972, + "timestep_mean": 492.34375, + "epsilon_norm": 7.711663722991943, + "prediction_norm": 6.571106433868408, + "timestamp": "2025-07-14T12:35:11.840016" + }, + { + "epoch": 2724, + "batch_idx": 128, + "loss": 0.1986321359872818, + "learning_rate": 0.0002899571357940972, + "timestep_mean": 626.3125, + "epsilon_norm": 7.7274088859558105, + "prediction_norm": 6.700252056121826, + "timestamp": "2025-07-14T12:35:11.844996" + }, + { + "epoch": 2724, + "batch_idx": 160, + "loss": 0.39689671993255615, + "learning_rate": 0.0002899571357940972, + "timestep_mean": 460.375, + "epsilon_norm": 8.456070899963379, + "prediction_norm": 7.229078769683838, + "timestamp": "2025-07-14T12:35:11.850005" + }, + { + "epoch": 2724, + "batch_idx": 192, + "loss": 0.11874957382678986, + "learning_rate": 0.0002899571357940972, + "timestep_mean": 544.25, + "epsilon_norm": 3.42502498626709, + "prediction_norm": 2.973681926727295, + "timestamp": "2025-07-14T12:35:11.854975" + }, + { + "epoch": 2725, + "batch_idx": 0, + "loss": 0.2905694246292114, + "learning_rate": 0.0002906701312312866, + "timestep_mean": 584.96875, + "epsilon_norm": 7.946549892425537, + "prediction_norm": 6.771467208862305, + "timestamp": "2025-07-14T12:35:11.859854" + }, + { + "epoch": 2725, + "batch_idx": 32, + "loss": 0.34975817799568176, + "learning_rate": 0.0002906701312312866, + "timestep_mean": 367.59375, + "epsilon_norm": 8.383858680725098, + "prediction_norm": 6.496343612670898, + "timestamp": "2025-07-14T12:35:11.864768" + }, + { + "epoch": 2725, + "batch_idx": 64, + "loss": 0.11884866654872894, + "learning_rate": 0.0002906701312312866, + "timestep_mean": 522.65625, + "epsilon_norm": 8.158442497253418, + "prediction_norm": 7.2631707191467285, + "timestamp": "2025-07-14T12:35:11.869841" + }, + { + "epoch": 2725, + "batch_idx": 96, + "loss": 0.19366110861301422, + "learning_rate": 0.0002906701312312866, + "timestep_mean": 468.71875, + "epsilon_norm": 7.938950061798096, + "prediction_norm": 6.660523414611816, + "timestamp": "2025-07-14T12:35:11.875029" + }, + { + "epoch": 2725, + "batch_idx": 128, + "loss": 0.22341439127922058, + "learning_rate": 0.0002906701312312866, + "timestep_mean": 481.71875, + "epsilon_norm": 7.6040825843811035, + "prediction_norm": 6.804411888122559, + "timestamp": "2025-07-14T12:35:11.880335" + }, + { + "epoch": 2725, + "batch_idx": 160, + "loss": 0.2350074052810669, + "learning_rate": 0.0002906701312312866, + "timestep_mean": 539.1875, + "epsilon_norm": 7.9099225997924805, + "prediction_norm": 7.284181118011475, + "timestamp": "2025-07-14T12:35:11.885538" + }, + { + "epoch": 2725, + "batch_idx": 192, + "loss": 0.06567974388599396, + "learning_rate": 0.0002906701312312866, + "timestep_mean": 548.625, + "epsilon_norm": 4.179754257202148, + "prediction_norm": 4.004157543182373, + "timestamp": "2025-07-14T12:35:11.890787" + }, + { + "epoch": 2726, + "batch_idx": 0, + "loss": 0.17024825513362885, + "learning_rate": 0.000291383643169118, + "timestep_mean": 552.21875, + "epsilon_norm": 7.295976638793945, + "prediction_norm": 6.875308990478516, + "timestamp": "2025-07-14T12:35:11.895909" + }, + { + "epoch": 2726, + "batch_idx": 32, + "loss": 0.10295816510915756, + "learning_rate": 0.000291383643169118, + "timestep_mean": 614.1875, + "epsilon_norm": 7.799424171447754, + "prediction_norm": 7.253322124481201, + "timestamp": "2025-07-14T12:35:11.901239" + }, + { + "epoch": 2726, + "batch_idx": 64, + "loss": 0.45515838265419006, + "learning_rate": 0.000291383643169118, + "timestep_mean": 439.5, + "epsilon_norm": 8.366921424865723, + "prediction_norm": 6.783559322357178, + "timestamp": "2025-07-14T12:35:11.906590" + }, + { + "epoch": 2726, + "batch_idx": 96, + "loss": 0.3365573585033417, + "learning_rate": 0.000291383643169118, + "timestep_mean": 459.15625, + "epsilon_norm": 8.133856773376465, + "prediction_norm": 6.976296424865723, + "timestamp": "2025-07-14T12:35:11.911773" + }, + { + "epoch": 2726, + "batch_idx": 128, + "loss": 0.22789809107780457, + "learning_rate": 0.000291383643169118, + "timestep_mean": 505.78125, + "epsilon_norm": 8.163863182067871, + "prediction_norm": 6.866249084472656, + "timestamp": "2025-07-14T12:35:11.917071" + }, + { + "epoch": 2726, + "batch_idx": 160, + "loss": 0.25897181034088135, + "learning_rate": 0.000291383643169118, + "timestep_mean": 502.9375, + "epsilon_norm": 7.959042072296143, + "prediction_norm": 6.720633506774902, + "timestamp": "2025-07-14T12:35:11.922369" + }, + { + "epoch": 2726, + "batch_idx": 192, + "loss": 0.036323994398117065, + "learning_rate": 0.000291383643169118, + "timestep_mean": 768.75, + "epsilon_norm": 4.051664352416992, + "prediction_norm": 3.755953550338745, + "timestamp": "2025-07-14T12:35:11.927640" + }, + { + "epoch": 2727, + "batch_idx": 0, + "loss": 0.3687651753425598, + "learning_rate": 0.0002920976698470718, + "timestep_mean": 392.46875, + "epsilon_norm": 8.44378662109375, + "prediction_norm": 6.600840091705322, + "timestamp": "2025-07-14T12:35:11.932837" + }, + { + "epoch": 2727, + "batch_idx": 32, + "loss": 0.17939604818820953, + "learning_rate": 0.0002920976698470718, + "timestep_mean": 632.4375, + "epsilon_norm": 8.061468124389648, + "prediction_norm": 7.13669490814209, + "timestamp": "2025-07-14T12:35:11.938085" + }, + { + "epoch": 2727, + "batch_idx": 64, + "loss": 0.4114612340927124, + "learning_rate": 0.0002920976698470718, + "timestep_mean": 438.96875, + "epsilon_norm": 9.400784492492676, + "prediction_norm": 7.501497268676758, + "timestamp": "2025-07-14T12:35:11.943372" + }, + { + "epoch": 2727, + "batch_idx": 96, + "loss": 0.4537406265735626, + "learning_rate": 0.0002920976698470718, + "timestep_mean": 547.8125, + "epsilon_norm": 10.002552032470703, + "prediction_norm": 8.453648567199707, + "timestamp": "2025-07-14T12:35:11.948673" + }, + { + "epoch": 2727, + "batch_idx": 128, + "loss": 0.2858741283416748, + "learning_rate": 0.0002920976698470718, + "timestep_mean": 544.5, + "epsilon_norm": 7.664339065551758, + "prediction_norm": 6.537908554077148, + "timestamp": "2025-07-14T12:35:11.953897" + }, + { + "epoch": 2727, + "batch_idx": 160, + "loss": 0.2526792883872986, + "learning_rate": 0.0002920976698470718, + "timestep_mean": 460.84375, + "epsilon_norm": 7.907192707061768, + "prediction_norm": 6.790922164916992, + "timestamp": "2025-07-14T12:35:11.959189" + }, + { + "epoch": 2727, + "batch_idx": 192, + "loss": 0.7159008383750916, + "learning_rate": 0.0002920976698470718, + "timestep_mean": 452.625, + "epsilon_norm": 3.6504712104797363, + "prediction_norm": 2.852196216583252, + "timestamp": "2025-07-14T12:35:11.964357" + }, + { + "epoch": 2728, + "batch_idx": 0, + "loss": 0.23635590076446533, + "learning_rate": 0.00029281220950335844, + "timestep_mean": 479.125, + "epsilon_norm": 7.193645477294922, + "prediction_norm": 5.951791286468506, + "timestamp": "2025-07-14T12:35:11.969597" + }, + { + "epoch": 2728, + "batch_idx": 32, + "loss": 0.4104077219963074, + "learning_rate": 0.00029281220950335844, + "timestep_mean": 476.8125, + "epsilon_norm": 8.306208610534668, + "prediction_norm": 6.528933048248291, + "timestamp": "2025-07-14T12:35:11.974898" + }, + { + "epoch": 2728, + "batch_idx": 64, + "loss": 0.42751172184944153, + "learning_rate": 0.00029281220950335844, + "timestep_mean": 459.28125, + "epsilon_norm": 8.413313865661621, + "prediction_norm": 6.989593505859375, + "timestamp": "2025-07-14T12:35:11.980325" + }, + { + "epoch": 2728, + "batch_idx": 96, + "loss": 0.277945339679718, + "learning_rate": 0.00029281220950335844, + "timestep_mean": 520.125, + "epsilon_norm": 6.815000534057617, + "prediction_norm": 5.498100757598877, + "timestamp": "2025-07-14T12:35:11.985501" + }, + { + "epoch": 2728, + "batch_idx": 128, + "loss": 0.3435809016227722, + "learning_rate": 0.00029281220950335844, + "timestep_mean": 459.65625, + "epsilon_norm": 8.714299201965332, + "prediction_norm": 7.375535011291504, + "timestamp": "2025-07-14T12:35:11.990744" + }, + { + "epoch": 2728, + "batch_idx": 160, + "loss": 0.35118797421455383, + "learning_rate": 0.00029281220950335844, + "timestep_mean": 490.65625, + "epsilon_norm": 8.576698303222656, + "prediction_norm": 7.396772861480713, + "timestamp": "2025-07-14T12:35:11.995949" + }, + { + "epoch": 2728, + "batch_idx": 192, + "loss": 0.2708808183670044, + "learning_rate": 0.00029281220950335844, + "timestep_mean": 555.625, + "epsilon_norm": 4.861920356750488, + "prediction_norm": 3.746776819229126, + "timestamp": "2025-07-14T12:35:12.001279" + }, + { + "epoch": 2729, + "batch_idx": 0, + "loss": 0.23819001019001007, + "learning_rate": 0.0002935272603749221, + "timestep_mean": 409.1875, + "epsilon_norm": 6.734854698181152, + "prediction_norm": 5.6937079429626465, + "timestamp": "2025-07-14T12:35:12.006558" + }, + { + "epoch": 2729, + "batch_idx": 32, + "loss": 0.21124018728733063, + "learning_rate": 0.0002935272603749221, + "timestep_mean": 499.59375, + "epsilon_norm": 7.490490913391113, + "prediction_norm": 6.669551372528076, + "timestamp": "2025-07-14T12:35:12.011793" + }, + { + "epoch": 2729, + "batch_idx": 64, + "loss": 0.2409709095954895, + "learning_rate": 0.0002935272603749221, + "timestep_mean": 410.78125, + "epsilon_norm": 7.425663471221924, + "prediction_norm": 6.211584091186523, + "timestamp": "2025-07-14T12:35:12.017056" + }, + { + "epoch": 2729, + "batch_idx": 96, + "loss": 0.09468570351600647, + "learning_rate": 0.0002935272603749221, + "timestep_mean": 560.03125, + "epsilon_norm": 7.606462478637695, + "prediction_norm": 7.556482315063477, + "timestamp": "2025-07-14T12:35:12.022332" + }, + { + "epoch": 2729, + "batch_idx": 128, + "loss": 0.2868369221687317, + "learning_rate": 0.0002935272603749221, + "timestep_mean": 430.5625, + "epsilon_norm": 7.255140781402588, + "prediction_norm": 5.840218544006348, + "timestamp": "2025-07-14T12:35:12.027555" + }, + { + "epoch": 2729, + "batch_idx": 160, + "loss": 0.2546338737010956, + "learning_rate": 0.0002935272603749221, + "timestep_mean": 474.6875, + "epsilon_norm": 7.1959428787231445, + "prediction_norm": 6.933826923370361, + "timestamp": "2025-07-14T12:35:12.032831" + }, + { + "epoch": 2729, + "batch_idx": 192, + "loss": 0.15726977586746216, + "learning_rate": 0.0002935272603749221, + "timestep_mean": 581.625, + "epsilon_norm": 3.8613572120666504, + "prediction_norm": 3.6739730834960938, + "timestamp": "2025-07-14T12:35:12.038002" + }, + { + "epoch": 2730, + "batch_idx": 0, + "loss": 0.39276519417762756, + "learning_rate": 0.0002942428206974461, + "timestep_mean": 441.84375, + "epsilon_norm": 7.685040473937988, + "prediction_norm": 5.627835273742676, + "timestamp": "2025-07-14T12:35:12.043163" + }, + { + "epoch": 2730, + "batch_idx": 32, + "loss": 0.2214607298374176, + "learning_rate": 0.0002942428206974461, + "timestep_mean": 415.84375, + "epsilon_norm": 7.12129020690918, + "prediction_norm": 6.051755428314209, + "timestamp": "2025-07-14T12:35:12.048432" + }, + { + "epoch": 2730, + "batch_idx": 64, + "loss": 0.5065875053405762, + "learning_rate": 0.0002942428206974461, + "timestep_mean": 533.53125, + "epsilon_norm": 8.826223373413086, + "prediction_norm": 7.568869590759277, + "timestamp": "2025-07-14T12:35:12.053677" + }, + { + "epoch": 2730, + "batch_idx": 96, + "loss": 0.2051253765821457, + "learning_rate": 0.0002942428206974461, + "timestep_mean": 520.6875, + "epsilon_norm": 7.35471773147583, + "prediction_norm": 6.207861423492432, + "timestamp": "2025-07-14T12:35:12.058953" + }, + { + "epoch": 2730, + "batch_idx": 128, + "loss": 0.3268115520477295, + "learning_rate": 0.0002942428206974461, + "timestep_mean": 507.5, + "epsilon_norm": 7.693264484405518, + "prediction_norm": 6.548259258270264, + "timestamp": "2025-07-14T12:35:12.064162" + }, + { + "epoch": 2730, + "batch_idx": 160, + "loss": 0.2345922589302063, + "learning_rate": 0.0002942428206974461, + "timestep_mean": 514.5625, + "epsilon_norm": 7.512180328369141, + "prediction_norm": 6.612739086151123, + "timestamp": "2025-07-14T12:35:12.069432" + }, + { + "epoch": 2730, + "batch_idx": 192, + "loss": 0.1886088103055954, + "learning_rate": 0.0002942428206974461, + "timestep_mean": 426.25, + "epsilon_norm": 3.736229658126831, + "prediction_norm": 3.21258544921875, + "timestamp": "2025-07-14T12:35:12.074594" + }, + { + "epoch": 2731, + "batch_idx": 0, + "loss": 0.18532735109329224, + "learning_rate": 0.0002949588887053561, + "timestep_mean": 488.375, + "epsilon_norm": 7.047242164611816, + "prediction_norm": 6.071500778198242, + "timestamp": "2025-07-14T12:35:12.079853" + }, + { + "epoch": 2731, + "batch_idx": 32, + "loss": 0.1829790472984314, + "learning_rate": 0.0002949588887053561, + "timestep_mean": 609.5, + "epsilon_norm": 8.083066940307617, + "prediction_norm": 7.489924430847168, + "timestamp": "2025-07-14T12:35:12.085025" + }, + { + "epoch": 2731, + "batch_idx": 64, + "loss": 0.25126370787620544, + "learning_rate": 0.0002949588887053561, + "timestep_mean": 542.53125, + "epsilon_norm": 8.121150016784668, + "prediction_norm": 6.8711347579956055, + "timestamp": "2025-07-14T12:35:12.090256" + }, + { + "epoch": 2731, + "batch_idx": 96, + "loss": 0.12123546749353409, + "learning_rate": 0.0002949588887053561, + "timestep_mean": 584.625, + "epsilon_norm": 8.02177906036377, + "prediction_norm": 7.2850446701049805, + "timestamp": "2025-07-14T12:35:12.095510" + }, + { + "epoch": 2731, + "batch_idx": 128, + "loss": 0.2879200577735901, + "learning_rate": 0.0002949588887053561, + "timestep_mean": 519.78125, + "epsilon_norm": 7.043971061706543, + "prediction_norm": 5.837575912475586, + "timestamp": "2025-07-14T12:35:12.100850" + }, + { + "epoch": 2731, + "batch_idx": 160, + "loss": 0.15286991000175476, + "learning_rate": 0.0002949588887053561, + "timestep_mean": 467.9375, + "epsilon_norm": 6.835423946380615, + "prediction_norm": 6.21080207824707, + "timestamp": "2025-07-14T12:35:12.106061" + }, + { + "epoch": 2731, + "batch_idx": 192, + "loss": 0.23637351393699646, + "learning_rate": 0.0002949588887053561, + "timestep_mean": 504.0, + "epsilon_norm": 3.319946527481079, + "prediction_norm": 2.334174394607544, + "timestamp": "2025-07-14T12:35:12.111235" + }, + { + "epoch": 2732, + "batch_idx": 0, + "loss": 0.18693149089813232, + "learning_rate": 0.00029567546263182626, + "timestep_mean": 502.625, + "epsilon_norm": 7.903512954711914, + "prediction_norm": 7.211854457855225, + "timestamp": "2025-07-14T12:35:12.116422" + }, + { + "epoch": 2732, + "batch_idx": 32, + "loss": 0.2550855278968811, + "learning_rate": 0.00029567546263182626, + "timestep_mean": 421.53125, + "epsilon_norm": 7.944708824157715, + "prediction_norm": 6.51574182510376, + "timestamp": "2025-07-14T12:35:12.121788" + }, + { + "epoch": 2732, + "batch_idx": 64, + "loss": 0.3433932065963745, + "learning_rate": 0.00029567546263182626, + "timestep_mean": 455.125, + "epsilon_norm": 8.493298530578613, + "prediction_norm": 7.134037494659424, + "timestamp": "2025-07-14T12:35:12.127091" + }, + { + "epoch": 2732, + "batch_idx": 96, + "loss": 0.15834689140319824, + "learning_rate": 0.00029567546263182626, + "timestep_mean": 550.875, + "epsilon_norm": 8.420798301696777, + "prediction_norm": 7.628335952758789, + "timestamp": "2025-07-14T12:35:12.132279" + }, + { + "epoch": 2732, + "batch_idx": 128, + "loss": 0.1414462924003601, + "learning_rate": 0.00029567546263182626, + "timestep_mean": 452.28125, + "epsilon_norm": 6.2696685791015625, + "prediction_norm": 5.460509777069092, + "timestamp": "2025-07-14T12:35:12.137476" + }, + { + "epoch": 2732, + "batch_idx": 160, + "loss": 0.2279573529958725, + "learning_rate": 0.00029567546263182626, + "timestep_mean": 436.25, + "epsilon_norm": 8.232048034667969, + "prediction_norm": 6.9768805503845215, + "timestamp": "2025-07-14T12:35:12.142947" + }, + { + "epoch": 2732, + "batch_idx": 192, + "loss": 0.33609580993652344, + "learning_rate": 0.00029567546263182626, + "timestep_mean": 334.0, + "epsilon_norm": 3.607851266860962, + "prediction_norm": 2.705782890319824, + "timestamp": "2025-07-14T12:35:12.148109" + }, + { + "epoch": 2733, + "batch_idx": 0, + "loss": 0.13706918060779572, + "learning_rate": 0.0002963925407087806, + "timestep_mean": 543.28125, + "epsilon_norm": 7.9785566329956055, + "prediction_norm": 7.358309268951416, + "timestamp": "2025-07-14T12:35:12.153406" + }, + { + "epoch": 2733, + "batch_idx": 32, + "loss": 0.19798395037651062, + "learning_rate": 0.0002963925407087806, + "timestep_mean": 561.59375, + "epsilon_norm": 8.00821590423584, + "prediction_norm": 7.298537731170654, + "timestamp": "2025-07-14T12:35:12.158730" + }, + { + "epoch": 2733, + "batch_idx": 64, + "loss": 0.26536762714385986, + "learning_rate": 0.0002963925407087806, + "timestep_mean": 407.21875, + "epsilon_norm": 9.28608512878418, + "prediction_norm": 7.730309963226318, + "timestamp": "2025-07-14T12:35:12.163641" + }, + { + "epoch": 2733, + "batch_idx": 96, + "loss": 0.2530028820037842, + "learning_rate": 0.0002963925407087806, + "timestep_mean": 476.75, + "epsilon_norm": 9.224687576293945, + "prediction_norm": 7.609028339385986, + "timestamp": "2025-07-14T12:35:12.168874" + }, + { + "epoch": 2733, + "batch_idx": 128, + "loss": 0.4277004599571228, + "learning_rate": 0.0002963925407087806, + "timestep_mean": 526.46875, + "epsilon_norm": 8.278645515441895, + "prediction_norm": 6.898491859436035, + "timestamp": "2025-07-14T12:35:12.174146" + }, + { + "epoch": 2733, + "batch_idx": 160, + "loss": 0.6059252023696899, + "learning_rate": 0.0002963925407087806, + "timestep_mean": 391.25, + "epsilon_norm": 9.633932113647461, + "prediction_norm": 7.084443092346191, + "timestamp": "2025-07-14T12:35:12.179221" + }, + { + "epoch": 2733, + "batch_idx": 192, + "loss": 0.05495483800768852, + "learning_rate": 0.0002963925407087806, + "timestep_mean": 670.625, + "epsilon_norm": 3.415726661682129, + "prediction_norm": 3.4866974353790283, + "timestamp": "2025-07-14T12:35:12.184388" + }, + { + "epoch": 2734, + "batch_idx": 0, + "loss": 0.14826112985610962, + "learning_rate": 0.0002971101211669003, + "timestep_mean": 597.8125, + "epsilon_norm": 7.991868019104004, + "prediction_norm": 7.7578301429748535, + "timestamp": "2025-07-14T12:35:12.189633" + }, + { + "epoch": 2734, + "batch_idx": 32, + "loss": 0.2884039878845215, + "learning_rate": 0.0002971101211669003, + "timestep_mean": 415.84375, + "epsilon_norm": 8.671982765197754, + "prediction_norm": 7.0075578689575195, + "timestamp": "2025-07-14T12:35:12.194740" + }, + { + "epoch": 2734, + "batch_idx": 64, + "loss": 0.2143116295337677, + "learning_rate": 0.0002971101211669003, + "timestep_mean": 542.40625, + "epsilon_norm": 7.4816813468933105, + "prediction_norm": 6.568613052368164, + "timestamp": "2025-07-14T12:35:12.199983" + }, + { + "epoch": 2734, + "batch_idx": 96, + "loss": 0.5082968473434448, + "learning_rate": 0.0002971101211669003, + "timestep_mean": 505.5625, + "epsilon_norm": 8.93844985961914, + "prediction_norm": 7.540999889373779, + "timestamp": "2025-07-14T12:35:12.205403" + }, + { + "epoch": 2734, + "batch_idx": 128, + "loss": 0.4306928217411041, + "learning_rate": 0.0002971101211669003, + "timestep_mean": 495.46875, + "epsilon_norm": 9.076579093933105, + "prediction_norm": 7.509546756744385, + "timestamp": "2025-07-14T12:35:12.210671" + }, + { + "epoch": 2734, + "batch_idx": 160, + "loss": 0.3011090159416199, + "learning_rate": 0.0002971101211669003, + "timestep_mean": 471.5625, + "epsilon_norm": 7.689469814300537, + "prediction_norm": 6.383995056152344, + "timestamp": "2025-07-14T12:35:12.215928" + }, + { + "epoch": 2734, + "batch_idx": 192, + "loss": 0.29990440607070923, + "learning_rate": 0.0002971101211669003, + "timestep_mean": 328.875, + "epsilon_norm": 3.2990543842315674, + "prediction_norm": 2.485231637954712, + "timestamp": "2025-07-14T12:35:12.220994" + }, + { + "epoch": 2735, + "batch_idx": 0, + "loss": 0.12754839658737183, + "learning_rate": 0.00029782820223562813, + "timestep_mean": 482.59375, + "epsilon_norm": 8.020487785339355, + "prediction_norm": 7.284704208374023, + "timestamp": "2025-07-14T12:35:12.226306" + }, + { + "epoch": 2735, + "batch_idx": 32, + "loss": 0.41718626022338867, + "learning_rate": 0.00029782820223562813, + "timestep_mean": 519.625, + "epsilon_norm": 9.435688018798828, + "prediction_norm": 8.101693153381348, + "timestamp": "2025-07-14T12:35:12.231453" + }, + { + "epoch": 2735, + "batch_idx": 64, + "loss": 0.5627073049545288, + "learning_rate": 0.00029782820223562813, + "timestep_mean": 435.375, + "epsilon_norm": 8.242804527282715, + "prediction_norm": 6.195561408996582, + "timestamp": "2025-07-14T12:35:12.236639" + }, + { + "epoch": 2735, + "batch_idx": 96, + "loss": 0.4113769829273224, + "learning_rate": 0.00029782820223562813, + "timestep_mean": 485.75, + "epsilon_norm": 7.843433856964111, + "prediction_norm": 5.467298984527588, + "timestamp": "2025-07-14T12:35:12.241851" + }, + { + "epoch": 2735, + "batch_idx": 128, + "loss": 0.18082848191261292, + "learning_rate": 0.00029782820223562813, + "timestep_mean": 471.75, + "epsilon_norm": 7.6379780769348145, + "prediction_norm": 7.165949821472168, + "timestamp": "2025-07-14T12:35:12.247155" + }, + { + "epoch": 2735, + "batch_idx": 160, + "loss": 0.21279402077198029, + "learning_rate": 0.00029782820223562813, + "timestep_mean": 483.21875, + "epsilon_norm": 7.2572479248046875, + "prediction_norm": 6.768487930297852, + "timestamp": "2025-07-14T12:35:12.252374" + }, + { + "epoch": 2735, + "batch_idx": 192, + "loss": 0.40090787410736084, + "learning_rate": 0.00029782820223562813, + "timestep_mean": 349.75, + "epsilon_norm": 3.364891290664673, + "prediction_norm": 2.425511360168457, + "timestamp": "2025-07-14T12:35:12.257539" + }, + { + "epoch": 2736, + "batch_idx": 0, + "loss": 0.35014328360557556, + "learning_rate": 0.0002985467821431693, + "timestep_mean": 547.625, + "epsilon_norm": 8.133074760437012, + "prediction_norm": 7.720625877380371, + "timestamp": "2025-07-14T12:35:12.262761" + }, + { + "epoch": 2736, + "batch_idx": 32, + "loss": 0.1499829739332199, + "learning_rate": 0.0002985467821431693, + "timestep_mean": 554.375, + "epsilon_norm": 8.236236572265625, + "prediction_norm": 7.58168363571167, + "timestamp": "2025-07-14T12:35:12.267929" + }, + { + "epoch": 2736, + "batch_idx": 64, + "loss": 0.32644879817962646, + "learning_rate": 0.0002985467821431693, + "timestep_mean": 534.46875, + "epsilon_norm": 8.85977840423584, + "prediction_norm": 7.758255481719971, + "timestamp": "2025-07-14T12:35:12.273148" + }, + { + "epoch": 2736, + "batch_idx": 96, + "loss": 0.27495628595352173, + "learning_rate": 0.0002985467821431693, + "timestep_mean": 400.8125, + "epsilon_norm": 8.14005184173584, + "prediction_norm": 7.081725120544434, + "timestamp": "2025-07-14T12:35:12.278278" + }, + { + "epoch": 2736, + "batch_idx": 128, + "loss": 0.2135266214609146, + "learning_rate": 0.0002985467821431693, + "timestep_mean": 544.15625, + "epsilon_norm": 7.981362819671631, + "prediction_norm": 7.530584335327148, + "timestamp": "2025-07-14T12:35:12.283773" + }, + { + "epoch": 2736, + "batch_idx": 160, + "loss": 0.30018728971481323, + "learning_rate": 0.0002985467821431693, + "timestep_mean": 569.21875, + "epsilon_norm": 8.448198318481445, + "prediction_norm": 7.666265964508057, + "timestamp": "2025-07-14T12:35:12.289063" + }, + { + "epoch": 2736, + "batch_idx": 192, + "loss": 0.6226838827133179, + "learning_rate": 0.0002985467821431693, + "timestep_mean": 403.0, + "epsilon_norm": 3.896672487258911, + "prediction_norm": 2.8497445583343506, + "timestamp": "2025-07-14T12:35:12.294296" + }, + { + "epoch": 2737, + "batch_idx": 0, + "loss": 0.1860799342393875, + "learning_rate": 0.0002992658591164997, + "timestep_mean": 526.09375, + "epsilon_norm": 6.967533111572266, + "prediction_norm": 6.489552974700928, + "timestamp": "2025-07-14T12:35:12.299526" + }, + { + "epoch": 2737, + "batch_idx": 32, + "loss": 0.22133031487464905, + "learning_rate": 0.0002992658591164997, + "timestep_mean": 539.125, + "epsilon_norm": 7.790953159332275, + "prediction_norm": 7.354147434234619, + "timestamp": "2025-07-14T12:35:12.304760" + }, + { + "epoch": 2737, + "batch_idx": 64, + "loss": 0.24082157015800476, + "learning_rate": 0.0002992658591164997, + "timestep_mean": 501.59375, + "epsilon_norm": 8.932846069335938, + "prediction_norm": 7.775537490844727, + "timestamp": "2025-07-14T12:35:12.309961" + }, + { + "epoch": 2737, + "batch_idx": 96, + "loss": 0.49021416902542114, + "learning_rate": 0.0002992658591164997, + "timestep_mean": 506.78125, + "epsilon_norm": 9.608001708984375, + "prediction_norm": 7.357234001159668, + "timestamp": "2025-07-14T12:35:12.315200" + }, + { + "epoch": 2737, + "batch_idx": 128, + "loss": 0.2204684317111969, + "learning_rate": 0.0002992658591164997, + "timestep_mean": 582.6875, + "epsilon_norm": 8.762534141540527, + "prediction_norm": 8.108187675476074, + "timestamp": "2025-07-14T12:35:12.320447" + }, + { + "epoch": 2737, + "batch_idx": 160, + "loss": 0.12380839139223099, + "learning_rate": 0.0002992658591164997, + "timestep_mean": 515.5625, + "epsilon_norm": 6.769586086273193, + "prediction_norm": 6.395465850830078, + "timestamp": "2025-07-14T12:35:12.325663" + }, + { + "epoch": 2737, + "batch_idx": 192, + "loss": 0.1479790061712265, + "learning_rate": 0.0002992658591164997, + "timestep_mean": 565.875, + "epsilon_norm": 4.100225925445557, + "prediction_norm": 3.4200451374053955, + "timestamp": "2025-07-14T12:35:12.330831" + }, + { + "epoch": 2738, + "batch_idx": 0, + "loss": 0.23883849382400513, + "learning_rate": 0.0002999854313813687, + "timestep_mean": 420.75, + "epsilon_norm": 6.423959255218506, + "prediction_norm": 5.018407344818115, + "timestamp": "2025-07-14T12:35:12.336053" + }, + { + "epoch": 2738, + "batch_idx": 32, + "loss": 0.25923752784729004, + "learning_rate": 0.0002999854313813687, + "timestep_mean": 567.375, + "epsilon_norm": 8.631914138793945, + "prediction_norm": 7.179948806762695, + "timestamp": "2025-07-14T12:35:12.341269" + }, + { + "epoch": 2738, + "batch_idx": 64, + "loss": 0.21962526440620422, + "learning_rate": 0.0002999854313813687, + "timestep_mean": 496.53125, + "epsilon_norm": 8.417679786682129, + "prediction_norm": 7.304574489593506, + "timestamp": "2025-07-14T12:35:12.346550" + }, + { + "epoch": 2738, + "batch_idx": 96, + "loss": 0.16477026045322418, + "learning_rate": 0.0002999854313813687, + "timestep_mean": 513.375, + "epsilon_norm": 5.903262138366699, + "prediction_norm": 5.13225793838501, + "timestamp": "2025-07-14T12:35:12.351758" + }, + { + "epoch": 2738, + "batch_idx": 128, + "loss": 0.18883772194385529, + "learning_rate": 0.0002999854313813687, + "timestep_mean": 459.9375, + "epsilon_norm": 7.933727264404297, + "prediction_norm": 6.737781524658203, + "timestamp": "2025-07-14T12:35:12.356864" + }, + { + "epoch": 2738, + "batch_idx": 160, + "loss": 0.3423699140548706, + "learning_rate": 0.0002999854313813687, + "timestep_mean": 428.5, + "epsilon_norm": 7.999568939208984, + "prediction_norm": 5.719336032867432, + "timestamp": "2025-07-14T12:35:12.361715" + }, + { + "epoch": 2738, + "batch_idx": 192, + "loss": 0.3563629984855652, + "learning_rate": 0.0002999854313813687, + "timestep_mean": 511.375, + "epsilon_norm": 4.526101589202881, + "prediction_norm": 3.661917209625244, + "timestamp": "2025-07-14T12:35:12.366579" + }, + { + "epoch": 2739, + "batch_idx": 0, + "loss": 0.25844380259513855, + "learning_rate": 0.00030070549716230196, + "timestep_mean": 469.03125, + "epsilon_norm": 8.317163467407227, + "prediction_norm": 7.640166282653809, + "timestamp": "2025-07-14T12:35:12.371515" + }, + { + "epoch": 2739, + "batch_idx": 32, + "loss": 0.19284310936927795, + "learning_rate": 0.00030070549716230196, + "timestep_mean": 488.53125, + "epsilon_norm": 7.168805122375488, + "prediction_norm": 6.913932800292969, + "timestamp": "2025-07-14T12:35:12.376413" + }, + { + "epoch": 2739, + "batch_idx": 64, + "loss": 0.14096547663211823, + "learning_rate": 0.00030070549716230196, + "timestep_mean": 496.5625, + "epsilon_norm": 7.878046989440918, + "prediction_norm": 7.1840667724609375, + "timestamp": "2025-07-14T12:35:12.381380" + }, + { + "epoch": 2739, + "batch_idx": 96, + "loss": 0.13449399173259735, + "learning_rate": 0.00030070549716230196, + "timestep_mean": 541.625, + "epsilon_norm": 9.198211669921875, + "prediction_norm": 8.463831901550293, + "timestamp": "2025-07-14T12:35:12.386498" + }, + { + "epoch": 2739, + "batch_idx": 128, + "loss": 0.3283657431602478, + "learning_rate": 0.00030070549716230196, + "timestep_mean": 493.0625, + "epsilon_norm": 7.463912010192871, + "prediction_norm": 5.815418720245361, + "timestamp": "2025-07-14T12:35:12.391682" + }, + { + "epoch": 2739, + "batch_idx": 160, + "loss": 0.24501310288906097, + "learning_rate": 0.00030070549716230196, + "timestep_mean": 507.21875, + "epsilon_norm": 9.05805778503418, + "prediction_norm": 8.189667701721191, + "timestamp": "2025-07-14T12:35:12.396845" + }, + { + "epoch": 2739, + "batch_idx": 192, + "loss": 0.12592652440071106, + "learning_rate": 0.00030070549716230196, + "timestep_mean": 534.0, + "epsilon_norm": 3.951395273208618, + "prediction_norm": 3.90531325340271, + "timestamp": "2025-07-14T12:35:12.401900" + }, + { + "epoch": 2740, + "batch_idx": 0, + "loss": 0.170698881149292, + "learning_rate": 0.00030142605468261015, + "timestep_mean": 537.625, + "epsilon_norm": 7.9558258056640625, + "prediction_norm": 6.986293315887451, + "timestamp": "2025-07-14T12:35:12.406909" + }, + { + "epoch": 2740, + "batch_idx": 32, + "loss": 0.21941694617271423, + "learning_rate": 0.00030142605468261015, + "timestep_mean": 589.5625, + "epsilon_norm": 8.194866180419922, + "prediction_norm": 7.244954586029053, + "timestamp": "2025-07-14T12:35:12.411781" + }, + { + "epoch": 2740, + "batch_idx": 64, + "loss": 0.10408850014209747, + "learning_rate": 0.00030142605468261015, + "timestep_mean": 515.21875, + "epsilon_norm": 6.393520832061768, + "prediction_norm": 6.088836193084717, + "timestamp": "2025-07-14T12:35:12.417201" + }, + { + "epoch": 2740, + "batch_idx": 96, + "loss": 0.17989163100719452, + "learning_rate": 0.00030142605468261015, + "timestep_mean": 496.71875, + "epsilon_norm": 8.203225135803223, + "prediction_norm": 7.102659225463867, + "timestamp": "2025-07-14T12:35:12.422401" + }, + { + "epoch": 2740, + "batch_idx": 128, + "loss": 0.2391817569732666, + "learning_rate": 0.00030142605468261015, + "timestep_mean": 580.625, + "epsilon_norm": 8.788708686828613, + "prediction_norm": 7.305954933166504, + "timestamp": "2025-07-14T12:35:12.427551" + }, + { + "epoch": 2740, + "batch_idx": 160, + "loss": 0.27507972717285156, + "learning_rate": 0.00030142605468261015, + "timestep_mean": 561.09375, + "epsilon_norm": 6.684134006500244, + "prediction_norm": 5.699765682220459, + "timestamp": "2025-07-14T12:35:12.432761" + }, + { + "epoch": 2740, + "batch_idx": 192, + "loss": 0.41132915019989014, + "learning_rate": 0.00030142605468261015, + "timestep_mean": 302.625, + "epsilon_norm": 3.6050517559051514, + "prediction_norm": 2.75622296333313, + "timestamp": "2025-07-14T12:35:12.438067" + }, + { + "epoch": 2741, + "batch_idx": 0, + "loss": 0.35074713826179504, + "learning_rate": 0.0003021471021643889, + "timestep_mean": 514.4375, + "epsilon_norm": 8.162505149841309, + "prediction_norm": 6.886428356170654, + "timestamp": "2025-07-14T12:35:12.443228" + }, + { + "epoch": 2741, + "batch_idx": 32, + "loss": 0.4019492268562317, + "learning_rate": 0.0003021471021643889, + "timestep_mean": 396.34375, + "epsilon_norm": 8.067313194274902, + "prediction_norm": 7.32677698135376, + "timestamp": "2025-07-14T12:35:12.448465" + }, + { + "epoch": 2741, + "batch_idx": 64, + "loss": 0.35421258211135864, + "learning_rate": 0.0003021471021643889, + "timestep_mean": 456.09375, + "epsilon_norm": 8.012445449829102, + "prediction_norm": 6.518980503082275, + "timestamp": "2025-07-14T12:35:12.453420" + }, + { + "epoch": 2741, + "batch_idx": 96, + "loss": 0.19290266931056976, + "learning_rate": 0.0003021471021643889, + "timestep_mean": 513.15625, + "epsilon_norm": 7.295529842376709, + "prediction_norm": 6.482341766357422, + "timestamp": "2025-07-14T12:35:12.458263" + }, + { + "epoch": 2741, + "batch_idx": 128, + "loss": 0.22212094068527222, + "learning_rate": 0.0003021471021643889, + "timestep_mean": 492.0625, + "epsilon_norm": 7.841999530792236, + "prediction_norm": 6.60170841217041, + "timestamp": "2025-07-14T12:35:12.463327" + }, + { + "epoch": 2741, + "batch_idx": 160, + "loss": 0.38885194063186646, + "learning_rate": 0.0003021471021643889, + "timestep_mean": 431.75, + "epsilon_norm": 8.787171363830566, + "prediction_norm": 6.736327171325684, + "timestamp": "2025-07-14T12:35:12.468396" + }, + { + "epoch": 2741, + "batch_idx": 192, + "loss": 0.37965503334999084, + "learning_rate": 0.0003021471021643889, + "timestep_mean": 609.375, + "epsilon_norm": 4.573579788208008, + "prediction_norm": 3.2651760578155518, + "timestamp": "2025-07-14T12:35:12.473455" + }, + { + "epoch": 2742, + "batch_idx": 0, + "loss": 0.28758737444877625, + "learning_rate": 0.0003028686378285254, + "timestep_mean": 442.5, + "epsilon_norm": 9.178075790405273, + "prediction_norm": 7.9552154541015625, + "timestamp": "2025-07-14T12:35:12.478626" + }, + { + "epoch": 2742, + "batch_idx": 32, + "loss": 0.22765979170799255, + "learning_rate": 0.0003028686378285254, + "timestep_mean": 468.03125, + "epsilon_norm": 8.047087669372559, + "prediction_norm": 7.301349639892578, + "timestamp": "2025-07-14T12:35:12.483905" + }, + { + "epoch": 2742, + "batch_idx": 64, + "loss": 0.42450177669525146, + "learning_rate": 0.0003028686378285254, + "timestep_mean": 524.625, + "epsilon_norm": 8.821756362915039, + "prediction_norm": 6.737730026245117, + "timestamp": "2025-07-14T12:35:12.488944" + }, + { + "epoch": 2742, + "batch_idx": 96, + "loss": 0.16840726137161255, + "learning_rate": 0.0003028686378285254, + "timestep_mean": 520.3125, + "epsilon_norm": 8.1579008102417, + "prediction_norm": 6.912408828735352, + "timestamp": "2025-07-14T12:35:12.494042" + }, + { + "epoch": 2742, + "batch_idx": 128, + "loss": 0.6298199892044067, + "learning_rate": 0.0003028686378285254, + "timestep_mean": 482.96875, + "epsilon_norm": 8.55378532409668, + "prediction_norm": 6.0812482833862305, + "timestamp": "2025-07-14T12:35:12.499214" + }, + { + "epoch": 2742, + "batch_idx": 160, + "loss": 0.3319235146045685, + "learning_rate": 0.0003028686378285254, + "timestep_mean": 460.21875, + "epsilon_norm": 8.197848320007324, + "prediction_norm": 7.001638889312744, + "timestamp": "2025-07-14T12:35:12.504366" + }, + { + "epoch": 2742, + "batch_idx": 192, + "loss": 0.17994926869869232, + "learning_rate": 0.0003028686378285254, + "timestep_mean": 480.625, + "epsilon_norm": 3.1659131050109863, + "prediction_norm": 2.455670118331909, + "timestamp": "2025-07-14T12:35:12.509590" + }, + { + "epoch": 2743, + "batch_idx": 0, + "loss": 0.2251410037279129, + "learning_rate": 0.0003035906598947014, + "timestep_mean": 436.0, + "epsilon_norm": 8.189587593078613, + "prediction_norm": 7.020808219909668, + "timestamp": "2025-07-14T12:35:12.514847" + }, + { + "epoch": 2743, + "batch_idx": 32, + "loss": 0.3519812226295471, + "learning_rate": 0.0003035906598947014, + "timestep_mean": 513.53125, + "epsilon_norm": 8.538168907165527, + "prediction_norm": 6.4655561447143555, + "timestamp": "2025-07-14T12:35:12.520082" + }, + { + "epoch": 2743, + "batch_idx": 64, + "loss": 0.36691582202911377, + "learning_rate": 0.0003035906598947014, + "timestep_mean": 557.6875, + "epsilon_norm": 7.935049057006836, + "prediction_norm": 6.510095596313477, + "timestamp": "2025-07-14T12:35:12.525465" + }, + { + "epoch": 2743, + "batch_idx": 96, + "loss": 0.2425013780593872, + "learning_rate": 0.0003035906598947014, + "timestep_mean": 439.9375, + "epsilon_norm": 8.088373184204102, + "prediction_norm": 6.793920040130615, + "timestamp": "2025-07-14T12:35:12.530623" + }, + { + "epoch": 2743, + "batch_idx": 128, + "loss": 0.31857365369796753, + "learning_rate": 0.0003035906598947014, + "timestep_mean": 507.65625, + "epsilon_norm": 8.152142524719238, + "prediction_norm": 6.7967634201049805, + "timestamp": "2025-07-14T12:35:12.535849" + }, + { + "epoch": 2743, + "batch_idx": 160, + "loss": 0.1838846504688263, + "learning_rate": 0.0003035906598947014, + "timestep_mean": 555.15625, + "epsilon_norm": 6.883500099182129, + "prediction_norm": 6.460198879241943, + "timestamp": "2025-07-14T12:35:12.541125" + }, + { + "epoch": 2743, + "batch_idx": 192, + "loss": 0.306485652923584, + "learning_rate": 0.0003035906598947014, + "timestep_mean": 494.625, + "epsilon_norm": 4.162879943847656, + "prediction_norm": 3.6151528358459473, + "timestamp": "2025-07-14T12:35:12.546164" + }, + { + "epoch": 2744, + "batch_idx": 0, + "loss": 0.36662259697914124, + "learning_rate": 0.00030431316658139957, + "timestep_mean": 443.78125, + "epsilon_norm": 8.283909797668457, + "prediction_norm": 6.912137031555176, + "timestamp": "2025-07-14T12:35:12.551317" + }, + { + "epoch": 2744, + "batch_idx": 32, + "loss": 0.12408818304538727, + "learning_rate": 0.00030431316658139957, + "timestep_mean": 511.5, + "epsilon_norm": 7.387548446655273, + "prediction_norm": 7.563137531280518, + "timestamp": "2025-07-14T12:35:12.556574" + }, + { + "epoch": 2744, + "batch_idx": 64, + "loss": 0.1293589323759079, + "learning_rate": 0.00030431316658139957, + "timestep_mean": 526.21875, + "epsilon_norm": 8.182808876037598, + "prediction_norm": 7.650989532470703, + "timestamp": "2025-07-14T12:35:12.561838" + }, + { + "epoch": 2744, + "batch_idx": 96, + "loss": 0.15089362859725952, + "learning_rate": 0.00030431316658139957, + "timestep_mean": 563.65625, + "epsilon_norm": 8.314984321594238, + "prediction_norm": 7.846529483795166, + "timestamp": "2025-07-14T12:35:12.567239" + }, + { + "epoch": 2744, + "batch_idx": 128, + "loss": 0.4908795654773712, + "learning_rate": 0.00030431316658139957, + "timestep_mean": 491.40625, + "epsilon_norm": 8.62099838256836, + "prediction_norm": 6.505150318145752, + "timestamp": "2025-07-14T12:35:12.572472" + }, + { + "epoch": 2744, + "batch_idx": 160, + "loss": 0.31436678767204285, + "learning_rate": 0.00030431316658139957, + "timestep_mean": 519.09375, + "epsilon_norm": 7.688009738922119, + "prediction_norm": 6.823684215545654, + "timestamp": "2025-07-14T12:35:12.577707" + }, + { + "epoch": 2744, + "batch_idx": 192, + "loss": 0.4847266972064972, + "learning_rate": 0.00030431316658139957, + "timestep_mean": 307.5, + "epsilon_norm": 3.623276710510254, + "prediction_norm": 2.5884108543395996, + "timestamp": "2025-07-14T12:35:12.582906" + }, + { + "epoch": 2745, + "batch_idx": 0, + "loss": 0.1921636164188385, + "learning_rate": 0.0003050361561059066, + "timestep_mean": 523.3125, + "epsilon_norm": 7.8965253829956055, + "prediction_norm": 7.2368340492248535, + "timestamp": "2025-07-14T12:35:12.588069" + }, + { + "epoch": 2745, + "batch_idx": 32, + "loss": 0.27503499388694763, + "learning_rate": 0.0003050361561059066, + "timestep_mean": 374.09375, + "epsilon_norm": 8.038745880126953, + "prediction_norm": 7.1578688621521, + "timestamp": "2025-07-14T12:35:12.593283" + }, + { + "epoch": 2745, + "batch_idx": 64, + "loss": 0.3540298342704773, + "learning_rate": 0.0003050361561059066, + "timestep_mean": 547.71875, + "epsilon_norm": 8.267900466918945, + "prediction_norm": 6.097001552581787, + "timestamp": "2025-07-14T12:35:12.598423" + }, + { + "epoch": 2745, + "batch_idx": 96, + "loss": 0.21886014938354492, + "learning_rate": 0.0003050361561059066, + "timestep_mean": 539.8125, + "epsilon_norm": 6.966179847717285, + "prediction_norm": 6.33142614364624, + "timestamp": "2025-07-14T12:35:12.603696" + }, + { + "epoch": 2745, + "batch_idx": 128, + "loss": 0.582358717918396, + "learning_rate": 0.0003050361561059066, + "timestep_mean": 528.34375, + "epsilon_norm": 8.449727058410645, + "prediction_norm": 6.4656829833984375, + "timestamp": "2025-07-14T12:35:12.608991" + }, + { + "epoch": 2745, + "batch_idx": 160, + "loss": 0.2744169235229492, + "learning_rate": 0.0003050361561059066, + "timestep_mean": 432.3125, + "epsilon_norm": 8.375447273254395, + "prediction_norm": 7.0282487869262695, + "timestamp": "2025-07-14T12:35:12.614232" + }, + { + "epoch": 2745, + "batch_idx": 192, + "loss": 0.14307144284248352, + "learning_rate": 0.0003050361561059066, + "timestep_mean": 446.5, + "epsilon_norm": 3.789900541305542, + "prediction_norm": 3.220377206802368, + "timestamp": "2025-07-14T12:35:12.619407" + }, + { + "epoch": 2746, + "batch_idx": 0, + "loss": 0.2992916703224182, + "learning_rate": 0.0003057596266843176, + "timestep_mean": 476.40625, + "epsilon_norm": 7.199051856994629, + "prediction_norm": 5.457594394683838, + "timestamp": "2025-07-14T12:35:12.624625" + }, + { + "epoch": 2746, + "batch_idx": 32, + "loss": 0.2688653767108917, + "learning_rate": 0.0003057596266843176, + "timestep_mean": 559.0625, + "epsilon_norm": 7.116596221923828, + "prediction_norm": 5.491275310516357, + "timestamp": "2025-07-14T12:35:12.629862" + }, + { + "epoch": 2746, + "batch_idx": 64, + "loss": 0.1086321771144867, + "learning_rate": 0.0003057596266843176, + "timestep_mean": 525.71875, + "epsilon_norm": 7.7993974685668945, + "prediction_norm": 6.981699466705322, + "timestamp": "2025-07-14T12:35:12.635105" + }, + { + "epoch": 2746, + "batch_idx": 96, + "loss": 0.4012335240840912, + "learning_rate": 0.0003057596266843176, + "timestep_mean": 540.34375, + "epsilon_norm": 8.029783248901367, + "prediction_norm": 5.997928142547607, + "timestamp": "2025-07-14T12:35:12.640340" + }, + { + "epoch": 2746, + "batch_idx": 128, + "loss": 0.29879137873649597, + "learning_rate": 0.0003057596266843176, + "timestep_mean": 587.0625, + "epsilon_norm": 7.462384223937988, + "prediction_norm": 6.143448352813721, + "timestamp": "2025-07-14T12:35:12.645479" + }, + { + "epoch": 2746, + "batch_idx": 160, + "loss": 0.3257998824119568, + "learning_rate": 0.0003057596266843176, + "timestep_mean": 532.5, + "epsilon_norm": 9.071252822875977, + "prediction_norm": 7.829283714294434, + "timestamp": "2025-07-14T12:35:12.650645" + }, + { + "epoch": 2746, + "batch_idx": 192, + "loss": 0.148724764585495, + "learning_rate": 0.0003057596266843176, + "timestep_mean": 597.375, + "epsilon_norm": 4.034237384796143, + "prediction_norm": 3.660787582397461, + "timestamp": "2025-07-14T12:35:12.655661" + }, + { + "epoch": 2747, + "batch_idx": 0, + "loss": 0.44372326135635376, + "learning_rate": 0.0003064835765315409, + "timestep_mean": 537.25, + "epsilon_norm": 8.29173469543457, + "prediction_norm": 6.507423400878906, + "timestamp": "2025-07-14T12:35:12.660849" + }, + { + "epoch": 2747, + "batch_idx": 32, + "loss": 0.4575989842414856, + "learning_rate": 0.0003064835765315409, + "timestep_mean": 479.0625, + "epsilon_norm": 8.301340103149414, + "prediction_norm": 6.786902904510498, + "timestamp": "2025-07-14T12:35:12.665829" + }, + { + "epoch": 2747, + "batch_idx": 64, + "loss": 0.2305385172367096, + "learning_rate": 0.0003064835765315409, + "timestep_mean": 543.40625, + "epsilon_norm": 7.67746114730835, + "prediction_norm": 5.6159796714782715, + "timestamp": "2025-07-14T12:35:12.670830" + }, + { + "epoch": 2747, + "batch_idx": 96, + "loss": 0.14869369566440582, + "learning_rate": 0.0003064835765315409, + "timestep_mean": 570.0625, + "epsilon_norm": 8.400230407714844, + "prediction_norm": 7.959001541137695, + "timestamp": "2025-07-14T12:35:12.676084" + }, + { + "epoch": 2747, + "batch_idx": 128, + "loss": 0.511452853679657, + "learning_rate": 0.0003064835765315409, + "timestep_mean": 462.5, + "epsilon_norm": 8.88277816772461, + "prediction_norm": 6.925545692443848, + "timestamp": "2025-07-14T12:35:12.681139" + }, + { + "epoch": 2747, + "batch_idx": 160, + "loss": 0.17914791405200958, + "learning_rate": 0.0003064835765315409, + "timestep_mean": 577.40625, + "epsilon_norm": 9.397286415100098, + "prediction_norm": 8.71977424621582, + "timestamp": "2025-07-14T12:35:12.686345" + }, + { + "epoch": 2747, + "batch_idx": 192, + "loss": 0.2342730164527893, + "learning_rate": 0.0003064835765315409, + "timestep_mean": 617.625, + "epsilon_norm": 4.270842552185059, + "prediction_norm": 4.1070237159729, + "timestamp": "2025-07-14T12:35:12.691585" + }, + { + "epoch": 2748, + "batch_idx": 0, + "loss": 0.648564338684082, + "learning_rate": 0.0003072080038613023, + "timestep_mean": 441.09375, + "epsilon_norm": 8.747335433959961, + "prediction_norm": 6.859588146209717, + "timestamp": "2025-07-14T12:35:12.696964" + }, + { + "epoch": 2748, + "batch_idx": 32, + "loss": 0.1559324562549591, + "learning_rate": 0.0003072080038613023, + "timestep_mean": 520.46875, + "epsilon_norm": 8.267431259155273, + "prediction_norm": 7.986385822296143, + "timestamp": "2025-07-14T12:35:12.702072" + }, + { + "epoch": 2748, + "batch_idx": 64, + "loss": 0.2618151009082794, + "learning_rate": 0.0003072080038613023, + "timestep_mean": 389.46875, + "epsilon_norm": 7.888316631317139, + "prediction_norm": 6.8258233070373535, + "timestamp": "2025-07-14T12:35:12.707262" + }, + { + "epoch": 2748, + "batch_idx": 96, + "loss": 0.26387426257133484, + "learning_rate": 0.0003072080038613023, + "timestep_mean": 518.8125, + "epsilon_norm": 7.204933166503906, + "prediction_norm": 6.097006320953369, + "timestamp": "2025-07-14T12:35:12.712421" + }, + { + "epoch": 2748, + "batch_idx": 128, + "loss": 0.4379355311393738, + "learning_rate": 0.0003072080038613023, + "timestep_mean": 513.1875, + "epsilon_norm": 7.3257317543029785, + "prediction_norm": 5.02316427230835, + "timestamp": "2025-07-14T12:35:12.717478" + }, + { + "epoch": 2748, + "batch_idx": 160, + "loss": 0.14495323598384857, + "learning_rate": 0.0003072080038613023, + "timestep_mean": 545.84375, + "epsilon_norm": 7.647644519805908, + "prediction_norm": 6.708899974822998, + "timestamp": "2025-07-14T12:35:12.722373" + }, + { + "epoch": 2748, + "batch_idx": 192, + "loss": 0.23119881749153137, + "learning_rate": 0.0003072080038613023, + "timestep_mean": 376.25, + "epsilon_norm": 4.543348789215088, + "prediction_norm": 3.7681925296783447, + "timestamp": "2025-07-14T12:35:12.727186" + }, + { + "epoch": 2749, + "batch_idx": 0, + "loss": 0.3771134912967682, + "learning_rate": 0.0003079329068861496, + "timestep_mean": 521.09375, + "epsilon_norm": 8.103294372558594, + "prediction_norm": 7.042061805725098, + "timestamp": "2025-07-14T12:35:12.732081" + }, + { + "epoch": 2749, + "batch_idx": 32, + "loss": 0.15687543153762817, + "learning_rate": 0.0003079329068861496, + "timestep_mean": 527.46875, + "epsilon_norm": 7.58311128616333, + "prediction_norm": 7.118113040924072, + "timestamp": "2025-07-14T12:35:12.736896" + }, + { + "epoch": 2749, + "batch_idx": 64, + "loss": 0.44197115302085876, + "learning_rate": 0.0003079329068861496, + "timestep_mean": 384.4375, + "epsilon_norm": 7.487955093383789, + "prediction_norm": 5.760039329528809, + "timestamp": "2025-07-14T12:35:12.741795" + }, + { + "epoch": 2749, + "batch_idx": 96, + "loss": 0.32628756761550903, + "learning_rate": 0.0003079329068861496, + "timestep_mean": 482.78125, + "epsilon_norm": 8.055049896240234, + "prediction_norm": 6.848428249359131, + "timestamp": "2025-07-14T12:35:12.746760" + }, + { + "epoch": 2749, + "batch_idx": 128, + "loss": 0.296376496553421, + "learning_rate": 0.0003079329068861496, + "timestep_mean": 500.0625, + "epsilon_norm": 8.517050743103027, + "prediction_norm": 6.721940040588379, + "timestamp": "2025-07-14T12:35:12.751618" + }, + { + "epoch": 2749, + "batch_idx": 160, + "loss": 0.34239864349365234, + "learning_rate": 0.0003079329068861496, + "timestep_mean": 460.40625, + "epsilon_norm": 8.383341789245605, + "prediction_norm": 7.07834005355835, + "timestamp": "2025-07-14T12:35:12.756454" + }, + { + "epoch": 2749, + "batch_idx": 192, + "loss": 0.16034972667694092, + "learning_rate": 0.0003079329068861496, + "timestep_mean": 450.875, + "epsilon_norm": 3.7377846240997314, + "prediction_norm": 3.4014201164245605, + "timestamp": "2025-07-14T12:35:12.761318" + }, + { + "epoch": 2750, + "batch_idx": 0, + "loss": 0.22724470496177673, + "learning_rate": 0.00030865828381745555, + "timestep_mean": 538.40625, + "epsilon_norm": 7.836726188659668, + "prediction_norm": 6.274449348449707, + "timestamp": "2025-07-14T12:35:12.766243" + }, + { + "epoch": 2750, + "batch_idx": 32, + "loss": 0.3223351836204529, + "learning_rate": 0.00030865828381745555, + "timestep_mean": 447.59375, + "epsilon_norm": 8.205887794494629, + "prediction_norm": 6.410923480987549, + "timestamp": "2025-07-14T12:35:12.771158" + }, + { + "epoch": 2750, + "batch_idx": 64, + "loss": 0.24939094483852386, + "learning_rate": 0.00030865828381745555, + "timestep_mean": 496.28125, + "epsilon_norm": 7.343498229980469, + "prediction_norm": 6.492471694946289, + "timestamp": "2025-07-14T12:35:12.776124" + }, + { + "epoch": 2750, + "batch_idx": 96, + "loss": 0.3411208987236023, + "learning_rate": 0.00030865828381745555, + "timestep_mean": 467.53125, + "epsilon_norm": 8.58543586730957, + "prediction_norm": 6.636263847351074, + "timestamp": "2025-07-14T12:35:12.780958" + }, + { + "epoch": 2750, + "batch_idx": 128, + "loss": 0.5573896169662476, + "learning_rate": 0.00030865828381745555, + "timestep_mean": 532.0, + "epsilon_norm": 8.258536338806152, + "prediction_norm": 5.803524017333984, + "timestamp": "2025-07-14T12:35:12.785793" + }, + { + "epoch": 2750, + "batch_idx": 160, + "loss": 0.38112878799438477, + "learning_rate": 0.00030865828381745555, + "timestep_mean": 504.09375, + "epsilon_norm": 7.581249237060547, + "prediction_norm": 6.141185283660889, + "timestamp": "2025-07-14T12:35:12.790651" + }, + { + "epoch": 2750, + "batch_idx": 192, + "loss": 0.0909155085682869, + "learning_rate": 0.00030865828381745555, + "timestep_mean": 593.375, + "epsilon_norm": 3.2906665802001953, + "prediction_norm": 3.292249917984009, + "timestamp": "2025-07-14T12:35:12.795509" + }, + { + "epoch": 2751, + "batch_idx": 0, + "loss": 0.28814297914505005, + "learning_rate": 0.00030938413286542586, + "timestep_mean": 426.21875, + "epsilon_norm": 7.5619611740112305, + "prediction_norm": 5.512753963470459, + "timestamp": "2025-07-14T12:35:12.800518" + }, + { + "epoch": 2751, + "batch_idx": 32, + "loss": 0.34237778186798096, + "learning_rate": 0.00030938413286542586, + "timestep_mean": 458.40625, + "epsilon_norm": 7.369487762451172, + "prediction_norm": 6.1385273933410645, + "timestamp": "2025-07-14T12:35:12.805458" + }, + { + "epoch": 2751, + "batch_idx": 64, + "loss": 0.3774062991142273, + "learning_rate": 0.00030938413286542586, + "timestep_mean": 439.75, + "epsilon_norm": 8.350318908691406, + "prediction_norm": 6.524415016174316, + "timestamp": "2025-07-14T12:35:12.810343" + }, + { + "epoch": 2751, + "batch_idx": 96, + "loss": 0.2545405328273773, + "learning_rate": 0.00030938413286542586, + "timestep_mean": 501.25, + "epsilon_norm": 8.307989120483398, + "prediction_norm": 7.079388618469238, + "timestamp": "2025-07-14T12:35:12.815171" + }, + { + "epoch": 2751, + "batch_idx": 128, + "loss": 0.3927995562553406, + "learning_rate": 0.00030938413286542586, + "timestep_mean": 416.5625, + "epsilon_norm": 7.351868629455566, + "prediction_norm": 5.386138916015625, + "timestamp": "2025-07-14T12:35:12.820046" + }, + { + "epoch": 2751, + "batch_idx": 160, + "loss": 0.3697975277900696, + "learning_rate": 0.00030938413286542586, + "timestep_mean": 434.34375, + "epsilon_norm": 9.201112747192383, + "prediction_norm": 6.445219993591309, + "timestamp": "2025-07-14T12:35:12.824951" + }, + { + "epoch": 2751, + "batch_idx": 192, + "loss": 0.16598035395145416, + "learning_rate": 0.00030938413286542586, + "timestep_mean": 730.5, + "epsilon_norm": 4.609513759613037, + "prediction_norm": 4.015619277954102, + "timestamp": "2025-07-14T12:35:12.829902" + }, + { + "epoch": 2752, + "batch_idx": 0, + "loss": 0.3300776779651642, + "learning_rate": 0.00031011045223910017, + "timestep_mean": 508.59375, + "epsilon_norm": 6.602243900299072, + "prediction_norm": 6.307257175445557, + "timestamp": "2025-07-14T12:35:12.834742" + }, + { + "epoch": 2752, + "batch_idx": 32, + "loss": 0.37588149309158325, + "learning_rate": 0.00031011045223910017, + "timestep_mean": 588.375, + "epsilon_norm": 8.41149616241455, + "prediction_norm": 6.9941020011901855, + "timestamp": "2025-07-14T12:35:12.839626" + }, + { + "epoch": 2752, + "batch_idx": 64, + "loss": 0.3689539134502411, + "learning_rate": 0.00031011045223910017, + "timestep_mean": 438.6875, + "epsilon_norm": 7.658833026885986, + "prediction_norm": 5.692500591278076, + "timestamp": "2025-07-14T12:35:12.844484" + }, + { + "epoch": 2752, + "batch_idx": 96, + "loss": 0.3168122470378876, + "learning_rate": 0.00031011045223910017, + "timestep_mean": 480.34375, + "epsilon_norm": 6.940467357635498, + "prediction_norm": 5.430583477020264, + "timestamp": "2025-07-14T12:35:12.849351" + }, + { + "epoch": 2752, + "batch_idx": 128, + "loss": 0.24318717420101166, + "learning_rate": 0.00031011045223910017, + "timestep_mean": 532.09375, + "epsilon_norm": 6.927077770233154, + "prediction_norm": 5.7579240798950195, + "timestamp": "2025-07-14T12:35:12.854197" + }, + { + "epoch": 2752, + "batch_idx": 160, + "loss": 0.41966766119003296, + "learning_rate": 0.00031011045223910017, + "timestep_mean": 416.46875, + "epsilon_norm": 7.781075954437256, + "prediction_norm": 5.7651472091674805, + "timestamp": "2025-07-14T12:35:12.859380" + }, + { + "epoch": 2752, + "batch_idx": 192, + "loss": 0.1376832276582718, + "learning_rate": 0.00031011045223910017, + "timestep_mean": 530.875, + "epsilon_norm": 5.024806976318359, + "prediction_norm": 4.506110191345215, + "timestamp": "2025-07-14T12:35:12.864309" + }, + { + "epoch": 2753, + "batch_idx": 0, + "loss": 0.14683902263641357, + "learning_rate": 0.0003108372401463568, + "timestep_mean": 518.53125, + "epsilon_norm": 7.033002853393555, + "prediction_norm": 6.06308126449585, + "timestamp": "2025-07-14T12:35:12.869172" + }, + { + "epoch": 2753, + "batch_idx": 32, + "loss": 0.31499624252319336, + "learning_rate": 0.0003108372401463568, + "timestep_mean": 425.71875, + "epsilon_norm": 7.740142345428467, + "prediction_norm": 5.782537460327148, + "timestamp": "2025-07-14T12:35:12.874040" + }, + { + "epoch": 2753, + "batch_idx": 64, + "loss": 0.20076116919517517, + "learning_rate": 0.0003108372401463568, + "timestep_mean": 492.15625, + "epsilon_norm": 7.579403877258301, + "prediction_norm": 6.119564056396484, + "timestamp": "2025-07-14T12:35:12.878933" + }, + { + "epoch": 2753, + "batch_idx": 96, + "loss": 0.3354671895503998, + "learning_rate": 0.0003108372401463568, + "timestep_mean": 468.40625, + "epsilon_norm": 8.347467422485352, + "prediction_norm": 6.84245491027832, + "timestamp": "2025-07-14T12:35:12.883905" + }, + { + "epoch": 2753, + "batch_idx": 128, + "loss": 0.3492346405982971, + "learning_rate": 0.0003108372401463568, + "timestep_mean": 482.5, + "epsilon_norm": 10.845267295837402, + "prediction_norm": 9.679200172424316, + "timestamp": "2025-07-14T12:35:12.888857" + }, + { + "epoch": 2753, + "batch_idx": 160, + "loss": 0.38079318404197693, + "learning_rate": 0.0003108372401463568, + "timestep_mean": 476.5625, + "epsilon_norm": 8.080018043518066, + "prediction_norm": 6.606443881988525, + "timestamp": "2025-07-14T12:35:12.893773" + }, + { + "epoch": 2753, + "batch_idx": 192, + "loss": 0.25842809677124023, + "learning_rate": 0.0003108372401463568, + "timestep_mean": 413.125, + "epsilon_norm": 3.369260311126709, + "prediction_norm": 2.1092114448547363, + "timestamp": "2025-07-14T12:35:12.898694" + }, + { + "epoch": 2754, + "batch_idx": 0, + "loss": 0.3126519024372101, + "learning_rate": 0.00031156449479391923, + "timestep_mean": 471.53125, + "epsilon_norm": 8.230133056640625, + "prediction_norm": 6.558040618896484, + "timestamp": "2025-07-14T12:35:12.903616" + }, + { + "epoch": 2754, + "batch_idx": 32, + "loss": 0.2480936348438263, + "learning_rate": 0.00031156449479391923, + "timestep_mean": 454.65625, + "epsilon_norm": 7.686103820800781, + "prediction_norm": 6.661493301391602, + "timestamp": "2025-07-14T12:35:12.908481" + }, + { + "epoch": 2754, + "batch_idx": 64, + "loss": 0.1774633526802063, + "learning_rate": 0.00031156449479391923, + "timestep_mean": 524.21875, + "epsilon_norm": 8.411256790161133, + "prediction_norm": 8.276110649108887, + "timestamp": "2025-07-14T12:35:12.913427" + }, + { + "epoch": 2754, + "batch_idx": 96, + "loss": 0.2568370997905731, + "learning_rate": 0.00031156449479391923, + "timestep_mean": 589.21875, + "epsilon_norm": 7.747182369232178, + "prediction_norm": 6.931166172027588, + "timestamp": "2025-07-14T12:35:12.918265" + }, + { + "epoch": 2754, + "batch_idx": 128, + "loss": 0.283816933631897, + "learning_rate": 0.00031156449479391923, + "timestep_mean": 478.59375, + "epsilon_norm": 8.728599548339844, + "prediction_norm": 8.512173652648926, + "timestamp": "2025-07-14T12:35:12.923202" + }, + { + "epoch": 2754, + "batch_idx": 160, + "loss": 0.09860093891620636, + "learning_rate": 0.00031156449479391923, + "timestep_mean": 534.25, + "epsilon_norm": 7.210836410522461, + "prediction_norm": 7.048659801483154, + "timestamp": "2025-07-14T12:35:12.928065" + }, + { + "epoch": 2754, + "batch_idx": 192, + "loss": 0.3490939438343048, + "learning_rate": 0.00031156449479391923, + "timestep_mean": 484.375, + "epsilon_norm": 3.2834692001342773, + "prediction_norm": 2.6995630264282227, + "timestamp": "2025-07-14T12:35:12.932933" + }, + { + "epoch": 2755, + "batch_idx": 0, + "loss": 0.13716626167297363, + "learning_rate": 0.00031229221438735903, + "timestep_mean": 492.78125, + "epsilon_norm": 7.3626179695129395, + "prediction_norm": 6.500908374786377, + "timestamp": "2025-07-14T12:35:12.937942" + }, + { + "epoch": 2755, + "batch_idx": 32, + "loss": 0.19476768374443054, + "learning_rate": 0.00031229221438735903, + "timestep_mean": 473.84375, + "epsilon_norm": 6.6991143226623535, + "prediction_norm": 5.765030860900879, + "timestamp": "2025-07-14T12:35:12.942845" + }, + { + "epoch": 2755, + "batch_idx": 64, + "loss": 0.35189419984817505, + "learning_rate": 0.00031229221438735903, + "timestep_mean": 521.5625, + "epsilon_norm": 9.413869857788086, + "prediction_norm": 8.065401077270508, + "timestamp": "2025-07-14T12:35:12.947714" + }, + { + "epoch": 2755, + "batch_idx": 96, + "loss": 0.3006228506565094, + "learning_rate": 0.00031229221438735903, + "timestep_mean": 462.28125, + "epsilon_norm": 8.752216339111328, + "prediction_norm": 7.098045349121094, + "timestamp": "2025-07-14T12:35:12.952577" + }, + { + "epoch": 2755, + "batch_idx": 128, + "loss": 0.1908474862575531, + "learning_rate": 0.00031229221438735903, + "timestep_mean": 619.4375, + "epsilon_norm": 7.168038845062256, + "prediction_norm": 6.5320587158203125, + "timestamp": "2025-07-14T12:35:12.957521" + }, + { + "epoch": 2755, + "batch_idx": 160, + "loss": 0.14101195335388184, + "learning_rate": 0.00031229221438735903, + "timestep_mean": 524.40625, + "epsilon_norm": 6.996711730957031, + "prediction_norm": 6.357548236846924, + "timestamp": "2025-07-14T12:35:12.962384" + }, + { + "epoch": 2755, + "batch_idx": 192, + "loss": 0.5210199356079102, + "learning_rate": 0.00031229221438735903, + "timestep_mean": 331.375, + "epsilon_norm": 3.919367551803589, + "prediction_norm": 2.7786924839019775, + "timestamp": "2025-07-14T12:35:12.967396" + }, + { + "epoch": 2756, + "batch_idx": 0, + "loss": 0.4371401071548462, + "learning_rate": 0.0003130203971311003, + "timestep_mean": 436.65625, + "epsilon_norm": 8.596152305603027, + "prediction_norm": 6.781727313995361, + "timestamp": "2025-07-14T12:35:12.972284" + }, + { + "epoch": 2756, + "batch_idx": 32, + "loss": 0.23771031200885773, + "learning_rate": 0.0003130203971311003, + "timestep_mean": 553.59375, + "epsilon_norm": 8.189454078674316, + "prediction_norm": 6.810307502746582, + "timestamp": "2025-07-14T12:35:12.977165" + }, + { + "epoch": 2756, + "batch_idx": 64, + "loss": 0.2434241771697998, + "learning_rate": 0.0003130203971311003, + "timestep_mean": 497.03125, + "epsilon_norm": 7.655543804168701, + "prediction_norm": 6.3544158935546875, + "timestamp": "2025-07-14T12:35:12.982008" + }, + { + "epoch": 2756, + "batch_idx": 96, + "loss": 0.15534693002700806, + "learning_rate": 0.0003130203971311003, + "timestep_mean": 538.65625, + "epsilon_norm": 7.488132476806641, + "prediction_norm": 7.035815238952637, + "timestamp": "2025-07-14T12:35:12.986849" + }, + { + "epoch": 2756, + "batch_idx": 128, + "loss": 0.24901628494262695, + "learning_rate": 0.0003130203971311003, + "timestep_mean": 471.71875, + "epsilon_norm": 7.8056111335754395, + "prediction_norm": 6.928155422210693, + "timestamp": "2025-07-14T12:35:12.991757" + }, + { + "epoch": 2756, + "batch_idx": 160, + "loss": 0.3125688433647156, + "learning_rate": 0.0003130203971311003, + "timestep_mean": 398.6875, + "epsilon_norm": 7.605166912078857, + "prediction_norm": 6.30134391784668, + "timestamp": "2025-07-14T12:35:12.996738" + }, + { + "epoch": 2756, + "batch_idx": 192, + "loss": 0.5639404654502869, + "learning_rate": 0.0003130203971311003, + "timestep_mean": 381.75, + "epsilon_norm": 4.707180976867676, + "prediction_norm": 3.256667137145996, + "timestamp": "2025-07-14T12:35:13.001562" + }, + { + "epoch": 2757, + "batch_idx": 0, + "loss": 0.23050788044929504, + "learning_rate": 0.0003137490412284246, + "timestep_mean": 465.75, + "epsilon_norm": 8.21338939666748, + "prediction_norm": 7.010676383972168, + "timestamp": "2025-07-14T12:35:13.006446" + }, + { + "epoch": 2757, + "batch_idx": 32, + "loss": 0.39023011922836304, + "learning_rate": 0.0003137490412284246, + "timestep_mean": 589.375, + "epsilon_norm": 7.756778717041016, + "prediction_norm": 5.579031944274902, + "timestamp": "2025-07-14T12:35:13.011318" + }, + { + "epoch": 2757, + "batch_idx": 64, + "loss": 0.18116918206214905, + "learning_rate": 0.0003137490412284246, + "timestep_mean": 487.34375, + "epsilon_norm": 8.65919303894043, + "prediction_norm": 7.878998756408691, + "timestamp": "2025-07-14T12:35:13.016307" + }, + { + "epoch": 2757, + "batch_idx": 96, + "loss": 0.375845342874527, + "learning_rate": 0.0003137490412284246, + "timestep_mean": 447.03125, + "epsilon_norm": 8.451910972595215, + "prediction_norm": 7.032200813293457, + "timestamp": "2025-07-14T12:35:13.021201" + }, + { + "epoch": 2757, + "batch_idx": 128, + "loss": 0.08012647181749344, + "learning_rate": 0.0003137490412284246, + "timestep_mean": 644.71875, + "epsilon_norm": 6.508755683898926, + "prediction_norm": 6.426044940948486, + "timestamp": "2025-07-14T12:35:13.026140" + }, + { + "epoch": 2757, + "batch_idx": 160, + "loss": 0.14752721786499023, + "learning_rate": 0.0003137490412284246, + "timestep_mean": 514.625, + "epsilon_norm": 7.449428558349609, + "prediction_norm": 6.781367778778076, + "timestamp": "2025-07-14T12:35:13.031164" + }, + { + "epoch": 2757, + "batch_idx": 192, + "loss": 0.0908515676856041, + "learning_rate": 0.0003137490412284246, + "timestep_mean": 566.125, + "epsilon_norm": 4.378721237182617, + "prediction_norm": 3.978148937225342, + "timestamp": "2025-07-14T12:35:13.042140" + }, + { + "epoch": 2758, + "batch_idx": 0, + "loss": 0.36141473054885864, + "learning_rate": 0.000314478144881475, + "timestep_mean": 492.28125, + "epsilon_norm": 6.786043643951416, + "prediction_norm": 5.390735149383545, + "timestamp": "2025-07-14T12:35:13.047905" + }, + { + "epoch": 2758, + "batch_idx": 32, + "loss": 0.48263800144195557, + "learning_rate": 0.000314478144881475, + "timestep_mean": 573.0625, + "epsilon_norm": 8.728178024291992, + "prediction_norm": 7.508421897888184, + "timestamp": "2025-07-14T12:35:13.052735" + }, + { + "epoch": 2758, + "batch_idx": 64, + "loss": 0.35097259283065796, + "learning_rate": 0.000314478144881475, + "timestep_mean": 496.84375, + "epsilon_norm": 9.611186027526855, + "prediction_norm": 8.01053524017334, + "timestamp": "2025-07-14T12:35:13.057681" + }, + { + "epoch": 2758, + "batch_idx": 96, + "loss": 0.14171777665615082, + "learning_rate": 0.000314478144881475, + "timestep_mean": 585.375, + "epsilon_norm": 7.653998374938965, + "prediction_norm": 7.4066033363342285, + "timestamp": "2025-07-14T12:35:13.062814" + }, + { + "epoch": 2758, + "batch_idx": 128, + "loss": 0.5196382999420166, + "learning_rate": 0.000314478144881475, + "timestep_mean": 429.9375, + "epsilon_norm": 8.294146537780762, + "prediction_norm": 6.033381938934326, + "timestamp": "2025-07-14T12:35:13.067931" + }, + { + "epoch": 2758, + "batch_idx": 160, + "loss": 0.2954971492290497, + "learning_rate": 0.000314478144881475, + "timestep_mean": 474.4375, + "epsilon_norm": 7.307246685028076, + "prediction_norm": 6.071164131164551, + "timestamp": "2025-07-14T12:35:13.072919" + }, + { + "epoch": 2758, + "batch_idx": 192, + "loss": 0.091923788189888, + "learning_rate": 0.000314478144881475, + "timestep_mean": 475.875, + "epsilon_norm": 3.856335163116455, + "prediction_norm": 3.902751922607422, + "timestamp": "2025-07-14T12:35:13.077922" + }, + { + "epoch": 2759, + "batch_idx": 0, + "loss": 0.35116589069366455, + "learning_rate": 0.0003152077062912611, + "timestep_mean": 431.90625, + "epsilon_norm": 7.7659687995910645, + "prediction_norm": 6.40423059463501, + "timestamp": "2025-07-14T12:35:13.082923" + }, + { + "epoch": 2759, + "batch_idx": 32, + "loss": 0.43127644062042236, + "learning_rate": 0.0003152077062912611, + "timestep_mean": 479.125, + "epsilon_norm": 7.382046222686768, + "prediction_norm": 5.970429420471191, + "timestamp": "2025-07-14T12:35:13.087950" + }, + { + "epoch": 2759, + "batch_idx": 64, + "loss": 0.30970513820648193, + "learning_rate": 0.0003152077062912611, + "timestep_mean": 500.03125, + "epsilon_norm": 7.952265739440918, + "prediction_norm": 6.781362533569336, + "timestamp": "2025-07-14T12:35:13.092851" + }, + { + "epoch": 2759, + "batch_idx": 96, + "loss": 0.18537136912345886, + "learning_rate": 0.0003152077062912611, + "timestep_mean": 510.40625, + "epsilon_norm": 7.320211410522461, + "prediction_norm": 6.64670467376709, + "timestamp": "2025-07-14T12:35:13.097795" + }, + { + "epoch": 2759, + "batch_idx": 128, + "loss": 0.26428747177124023, + "learning_rate": 0.0003152077062912611, + "timestep_mean": 476.71875, + "epsilon_norm": 7.274385452270508, + "prediction_norm": 5.773372173309326, + "timestamp": "2025-07-14T12:35:13.102883" + }, + { + "epoch": 2759, + "batch_idx": 160, + "loss": 0.4658719599246979, + "learning_rate": 0.0003152077062912611, + "timestep_mean": 474.875, + "epsilon_norm": 9.24948501586914, + "prediction_norm": 6.964636325836182, + "timestamp": "2025-07-14T12:35:13.107815" + }, + { + "epoch": 2759, + "batch_idx": 192, + "loss": 0.4611102044582367, + "learning_rate": 0.0003152077062912611, + "timestep_mean": 512.0, + "epsilon_norm": 4.353046894073486, + "prediction_norm": 3.8352932929992676, + "timestamp": "2025-07-14T12:35:13.112668" + }, + { + "epoch": 2760, + "batch_idx": 0, + "loss": 0.2872786521911621, + "learning_rate": 0.0003159377236576618, + "timestep_mean": 478.4375, + "epsilon_norm": 7.252808570861816, + "prediction_norm": 5.4159159660339355, + "timestamp": "2025-07-14T12:35:13.117723" + }, + { + "epoch": 2760, + "batch_idx": 32, + "loss": 0.1351032555103302, + "learning_rate": 0.0003159377236576618, + "timestep_mean": 488.59375, + "epsilon_norm": 6.504266262054443, + "prediction_norm": 5.888336181640625, + "timestamp": "2025-07-14T12:35:13.122673" + }, + { + "epoch": 2760, + "batch_idx": 64, + "loss": 0.23206350207328796, + "learning_rate": 0.0003159377236576618, + "timestep_mean": 517.5, + "epsilon_norm": 8.508328437805176, + "prediction_norm": 7.272620677947998, + "timestamp": "2025-07-14T12:35:13.127704" + }, + { + "epoch": 2760, + "batch_idx": 96, + "loss": 0.6931031942367554, + "learning_rate": 0.0003159377236576618, + "timestep_mean": 511.5625, + "epsilon_norm": 8.903188705444336, + "prediction_norm": 6.41179895401001, + "timestamp": "2025-07-14T12:35:13.132679" + }, + { + "epoch": 2760, + "batch_idx": 128, + "loss": 0.25914424657821655, + "learning_rate": 0.0003159377236576618, + "timestep_mean": 549.53125, + "epsilon_norm": 7.2941131591796875, + "prediction_norm": 6.495093822479248, + "timestamp": "2025-07-14T12:35:13.137675" + }, + { + "epoch": 2760, + "batch_idx": 160, + "loss": 0.10609057545661926, + "learning_rate": 0.0003159377236576618, + "timestep_mean": 597.125, + "epsilon_norm": 7.324337959289551, + "prediction_norm": 6.277848243713379, + "timestamp": "2025-07-14T12:35:13.142865" + }, + { + "epoch": 2760, + "batch_idx": 192, + "loss": 0.23433950543403625, + "learning_rate": 0.0003159377236576618, + "timestep_mean": 508.75, + "epsilon_norm": 3.9247305393218994, + "prediction_norm": 3.7669758796691895, + "timestamp": "2025-07-14T12:35:13.147786" + }, + { + "epoch": 2761, + "batch_idx": 0, + "loss": 0.7320655584335327, + "learning_rate": 0.00031666819517943195, + "timestep_mean": 408.21875, + "epsilon_norm": 9.049976348876953, + "prediction_norm": 6.25331974029541, + "timestamp": "2025-07-14T12:35:13.152819" + }, + { + "epoch": 2761, + "batch_idx": 32, + "loss": 0.38162899017333984, + "learning_rate": 0.00031666819517943195, + "timestep_mean": 475.9375, + "epsilon_norm": 8.229119300842285, + "prediction_norm": 5.737638473510742, + "timestamp": "2025-07-14T12:35:13.157888" + }, + { + "epoch": 2761, + "batch_idx": 64, + "loss": 0.3480455279350281, + "learning_rate": 0.00031666819517943195, + "timestep_mean": 462.3125, + "epsilon_norm": 8.378713607788086, + "prediction_norm": 6.436763763427734, + "timestamp": "2025-07-14T12:35:13.162946" + }, + { + "epoch": 2761, + "batch_idx": 96, + "loss": 0.20565658807754517, + "learning_rate": 0.00031666819517943195, + "timestep_mean": 580.125, + "epsilon_norm": 7.670192241668701, + "prediction_norm": 6.17879056930542, + "timestamp": "2025-07-14T12:35:13.168044" + }, + { + "epoch": 2761, + "batch_idx": 128, + "loss": 0.32374075055122375, + "learning_rate": 0.00031666819517943195, + "timestep_mean": 543.0625, + "epsilon_norm": 7.5427703857421875, + "prediction_norm": 6.223675727844238, + "timestamp": "2025-07-14T12:35:13.172909" + }, + { + "epoch": 2761, + "batch_idx": 160, + "loss": 0.3904052972793579, + "learning_rate": 0.00031666819517943195, + "timestep_mean": 499.8125, + "epsilon_norm": 8.119255065917969, + "prediction_norm": 6.286143779754639, + "timestamp": "2025-07-14T12:35:13.177862" + }, + { + "epoch": 2761, + "batch_idx": 192, + "loss": 0.41716617345809937, + "learning_rate": 0.00031666819517943195, + "timestep_mean": 408.0, + "epsilon_norm": 4.173270225524902, + "prediction_norm": 2.926262378692627, + "timestamp": "2025-07-14T12:35:13.183059" + }, + { + "epoch": 2762, + "batch_idx": 0, + "loss": 0.23882345855236053, + "learning_rate": 0.00031739911905420676, + "timestep_mean": 492.375, + "epsilon_norm": 8.520673751831055, + "prediction_norm": 7.157929420471191, + "timestamp": "2025-07-14T12:35:13.188096" + }, + { + "epoch": 2762, + "batch_idx": 32, + "loss": 0.3028966188430786, + "learning_rate": 0.00031739911905420676, + "timestep_mean": 400.78125, + "epsilon_norm": 7.540225982666016, + "prediction_norm": 5.133526802062988, + "timestamp": "2025-07-14T12:35:13.193117" + }, + { + "epoch": 2762, + "batch_idx": 64, + "loss": 0.6919517517089844, + "learning_rate": 0.00031739911905420676, + "timestep_mean": 474.34375, + "epsilon_norm": 9.022639274597168, + "prediction_norm": 5.65972900390625, + "timestamp": "2025-07-14T12:35:13.198346" + }, + { + "epoch": 2762, + "batch_idx": 96, + "loss": 0.26963523030281067, + "learning_rate": 0.00031739911905420676, + "timestep_mean": 491.5, + "epsilon_norm": 8.706096649169922, + "prediction_norm": 7.682635307312012, + "timestamp": "2025-07-14T12:35:13.203526" + }, + { + "epoch": 2762, + "batch_idx": 128, + "loss": 0.2577434182167053, + "learning_rate": 0.00031739911905420676, + "timestep_mean": 471.125, + "epsilon_norm": 7.311307907104492, + "prediction_norm": 6.944314002990723, + "timestamp": "2025-07-14T12:35:13.208809" + }, + { + "epoch": 2762, + "batch_idx": 160, + "loss": 0.3044002652168274, + "learning_rate": 0.00031739911905420676, + "timestep_mean": 376.90625, + "epsilon_norm": 7.057257175445557, + "prediction_norm": 6.144604206085205, + "timestamp": "2025-07-14T12:35:13.214030" + }, + { + "epoch": 2762, + "batch_idx": 192, + "loss": 0.0736047700047493, + "learning_rate": 0.00031739911905420676, + "timestep_mean": 795.0, + "epsilon_norm": 2.739034414291382, + "prediction_norm": 2.8074769973754883, + "timestamp": "2025-07-14T12:35:13.219114" + }, + { + "epoch": 2763, + "batch_idx": 0, + "loss": 0.28619903326034546, + "learning_rate": 0.00031813049347850314, + "timestep_mean": 537.84375, + "epsilon_norm": 7.988597393035889, + "prediction_norm": 7.345550537109375, + "timestamp": "2025-07-14T12:35:13.224186" + }, + { + "epoch": 2763, + "batch_idx": 32, + "loss": 0.2745306193828583, + "learning_rate": 0.00031813049347850314, + "timestep_mean": 416.03125, + "epsilon_norm": 8.413114547729492, + "prediction_norm": 7.137787342071533, + "timestamp": "2025-07-14T12:35:13.229343" + }, + { + "epoch": 2763, + "batch_idx": 64, + "loss": 0.28991633653640747, + "learning_rate": 0.00031813049347850314, + "timestep_mean": 397.53125, + "epsilon_norm": 7.623501300811768, + "prediction_norm": 7.11516809463501, + "timestamp": "2025-07-14T12:35:13.234769" + }, + { + "epoch": 2763, + "batch_idx": 96, + "loss": 0.1419242024421692, + "learning_rate": 0.00031813049347850314, + "timestep_mean": 489.09375, + "epsilon_norm": 6.703536510467529, + "prediction_norm": 6.637431621551514, + "timestamp": "2025-07-14T12:35:13.239894" + }, + { + "epoch": 2763, + "batch_idx": 128, + "loss": 0.2975730001926422, + "learning_rate": 0.00031813049347850314, + "timestep_mean": 546.1875, + "epsilon_norm": 7.838454246520996, + "prediction_norm": 6.195285797119141, + "timestamp": "2025-07-14T12:35:13.245122" + }, + { + "epoch": 2763, + "batch_idx": 160, + "loss": 0.2616068720817566, + "learning_rate": 0.00031813049347850314, + "timestep_mean": 463.875, + "epsilon_norm": 6.892326354980469, + "prediction_norm": 6.58663272857666, + "timestamp": "2025-07-14T12:35:13.250418" + }, + { + "epoch": 2763, + "batch_idx": 192, + "loss": 0.1269448846578598, + "learning_rate": 0.00031813049347850314, + "timestep_mean": 492.375, + "epsilon_norm": 3.823793411254883, + "prediction_norm": 3.299004554748535, + "timestamp": "2025-07-14T12:35:13.255614" + }, + { + "epoch": 2764, + "batch_idx": 0, + "loss": 0.2724343538284302, + "learning_rate": 0.00031886231664772773, + "timestep_mean": 435.28125, + "epsilon_norm": 9.367609024047852, + "prediction_norm": 8.383609771728516, + "timestamp": "2025-07-14T12:35:13.260876" + }, + { + "epoch": 2764, + "batch_idx": 32, + "loss": 0.17173704504966736, + "learning_rate": 0.00031886231664772773, + "timestep_mean": 475.5, + "epsilon_norm": 7.813992023468018, + "prediction_norm": 6.558722972869873, + "timestamp": "2025-07-14T12:35:13.265967" + }, + { + "epoch": 2764, + "batch_idx": 64, + "loss": 0.25704145431518555, + "learning_rate": 0.00031886231664772773, + "timestep_mean": 465.40625, + "epsilon_norm": 8.138840675354004, + "prediction_norm": 6.940722942352295, + "timestamp": "2025-07-14T12:35:13.271082" + }, + { + "epoch": 2764, + "batch_idx": 96, + "loss": 0.2348266839981079, + "learning_rate": 0.00031886231664772773, + "timestep_mean": 472.0625, + "epsilon_norm": 7.2081475257873535, + "prediction_norm": 5.945897579193115, + "timestamp": "2025-07-14T12:35:13.276230" + }, + { + "epoch": 2764, + "batch_idx": 128, + "loss": 0.4747436046600342, + "learning_rate": 0.00031886231664772773, + "timestep_mean": 486.1875, + "epsilon_norm": 8.104340553283691, + "prediction_norm": 6.698108196258545, + "timestamp": "2025-07-14T12:35:13.281348" + }, + { + "epoch": 2764, + "batch_idx": 160, + "loss": 0.3248756229877472, + "learning_rate": 0.00031886231664772773, + "timestep_mean": 512.46875, + "epsilon_norm": 7.841084957122803, + "prediction_norm": 6.369897365570068, + "timestamp": "2025-07-14T12:35:13.286508" + }, + { + "epoch": 2764, + "batch_idx": 192, + "loss": 0.20507358014583588, + "learning_rate": 0.00031886231664772773, + "timestep_mean": 544.375, + "epsilon_norm": 4.262502670288086, + "prediction_norm": 4.215811252593994, + "timestamp": "2025-07-14T12:35:13.291658" + }, + { + "epoch": 2765, + "batch_idx": 0, + "loss": 0.21534624695777893, + "learning_rate": 0.0003195945867561796, + "timestep_mean": 505.65625, + "epsilon_norm": 7.132114410400391, + "prediction_norm": 6.727038383483887, + "timestamp": "2025-07-14T12:35:13.296886" + }, + { + "epoch": 2765, + "batch_idx": 32, + "loss": 0.2104208767414093, + "learning_rate": 0.0003195945867561796, + "timestep_mean": 408.375, + "epsilon_norm": 6.569014549255371, + "prediction_norm": 5.601286888122559, + "timestamp": "2025-07-14T12:35:13.302158" + }, + { + "epoch": 2765, + "batch_idx": 64, + "loss": 0.5462130308151245, + "learning_rate": 0.0003195945867561796, + "timestep_mean": 462.125, + "epsilon_norm": 8.386982917785645, + "prediction_norm": 6.429222106933594, + "timestamp": "2025-07-14T12:35:13.307358" + }, + { + "epoch": 2765, + "batch_idx": 96, + "loss": 0.26365455985069275, + "learning_rate": 0.0003195945867561796, + "timestep_mean": 527.125, + "epsilon_norm": 7.950994491577148, + "prediction_norm": 6.327492713928223, + "timestamp": "2025-07-14T12:35:13.312517" + }, + { + "epoch": 2765, + "batch_idx": 128, + "loss": 0.17442548274993896, + "learning_rate": 0.0003195945867561796, + "timestep_mean": 597.96875, + "epsilon_norm": 8.835627555847168, + "prediction_norm": 7.6095709800720215, + "timestamp": "2025-07-14T12:35:13.317789" + }, + { + "epoch": 2765, + "batch_idx": 160, + "loss": 0.31689363718032837, + "learning_rate": 0.0003195945867561796, + "timestep_mean": 486.0625, + "epsilon_norm": 7.633610248565674, + "prediction_norm": 5.442458629608154, + "timestamp": "2025-07-14T12:35:13.322858" + }, + { + "epoch": 2765, + "batch_idx": 192, + "loss": 0.17893236875534058, + "learning_rate": 0.0003195945867561796, + "timestep_mean": 663.5, + "epsilon_norm": 3.3755600452423096, + "prediction_norm": 2.5965185165405273, + "timestamp": "2025-07-14T12:35:13.327970" + }, + { + "epoch": 2766, + "batch_idx": 0, + "loss": 0.33954086899757385, + "learning_rate": 0.0003203273019970555, + "timestep_mean": 451.8125, + "epsilon_norm": 8.962263107299805, + "prediction_norm": 6.9159722328186035, + "timestamp": "2025-07-14T12:35:13.333132" + }, + { + "epoch": 2766, + "batch_idx": 32, + "loss": 0.19613564014434814, + "learning_rate": 0.0003203273019970555, + "timestep_mean": 480.9375, + "epsilon_norm": 7.898357391357422, + "prediction_norm": 6.648434638977051, + "timestamp": "2025-07-14T12:35:13.338427" + }, + { + "epoch": 2766, + "batch_idx": 64, + "loss": 0.24319273233413696, + "learning_rate": 0.0003203273019970555, + "timestep_mean": 481.40625, + "epsilon_norm": 8.362334251403809, + "prediction_norm": 7.470075607299805, + "timestamp": "2025-07-14T12:35:13.343532" + }, + { + "epoch": 2766, + "batch_idx": 96, + "loss": 0.2855517864227295, + "learning_rate": 0.0003203273019970555, + "timestep_mean": 436.625, + "epsilon_norm": 7.662215709686279, + "prediction_norm": 6.191619873046875, + "timestamp": "2025-07-14T12:35:13.348656" + }, + { + "epoch": 2766, + "batch_idx": 128, + "loss": 0.1768498420715332, + "learning_rate": 0.0003203273019970555, + "timestep_mean": 576.03125, + "epsilon_norm": 6.6650776863098145, + "prediction_norm": 5.281374454498291, + "timestamp": "2025-07-14T12:35:13.353835" + }, + { + "epoch": 2766, + "batch_idx": 160, + "loss": 0.21274113655090332, + "learning_rate": 0.0003203273019970555, + "timestep_mean": 601.5, + "epsilon_norm": 6.917214393615723, + "prediction_norm": 6.026802062988281, + "timestamp": "2025-07-14T12:35:13.359173" + }, + { + "epoch": 2766, + "batch_idx": 192, + "loss": 0.16972656548023224, + "learning_rate": 0.0003203273019970555, + "timestep_mean": 558.625, + "epsilon_norm": 4.954835414886475, + "prediction_norm": 4.2292914390563965, + "timestamp": "2025-07-14T12:35:13.364227" + }, + { + "epoch": 2767, + "batch_idx": 0, + "loss": 0.48848026990890503, + "learning_rate": 0.0003210604605624522, + "timestep_mean": 539.5, + "epsilon_norm": 9.29389476776123, + "prediction_norm": 7.0257110595703125, + "timestamp": "2025-07-14T12:35:13.369410" + }, + { + "epoch": 2767, + "batch_idx": 32, + "loss": 0.33916911482810974, + "learning_rate": 0.0003210604605624522, + "timestep_mean": 453.5, + "epsilon_norm": 8.255023002624512, + "prediction_norm": 6.692729949951172, + "timestamp": "2025-07-14T12:35:13.374619" + }, + { + "epoch": 2767, + "batch_idx": 64, + "loss": 0.3238840699195862, + "learning_rate": 0.0003210604605624522, + "timestep_mean": 458.25, + "epsilon_norm": 8.293601989746094, + "prediction_norm": 6.696402072906494, + "timestamp": "2025-07-14T12:35:13.379683" + }, + { + "epoch": 2767, + "batch_idx": 96, + "loss": 0.16797006130218506, + "learning_rate": 0.0003210604605624522, + "timestep_mean": 461.0625, + "epsilon_norm": 8.329134941101074, + "prediction_norm": 7.121342658996582, + "timestamp": "2025-07-14T12:35:13.384898" + }, + { + "epoch": 2767, + "batch_idx": 128, + "loss": 0.16260655224323273, + "learning_rate": 0.0003210604605624522, + "timestep_mean": 560.0, + "epsilon_norm": 7.933104038238525, + "prediction_norm": 7.14213228225708, + "timestamp": "2025-07-14T12:35:13.390044" + }, + { + "epoch": 2767, + "batch_idx": 160, + "loss": 0.31708022952079773, + "learning_rate": 0.0003210604605624522, + "timestep_mean": 483.65625, + "epsilon_norm": 7.85885763168335, + "prediction_norm": 7.257058620452881, + "timestamp": "2025-07-14T12:35:13.395125" + }, + { + "epoch": 2767, + "batch_idx": 192, + "loss": 0.09057298302650452, + "learning_rate": 0.0003210604605624522, + "timestep_mean": 577.75, + "epsilon_norm": 3.185239315032959, + "prediction_norm": 3.1142263412475586, + "timestamp": "2025-07-14T12:35:13.400388" + }, + { + "epoch": 2768, + "batch_idx": 0, + "loss": 0.2767346203327179, + "learning_rate": 0.0003217940606433749, + "timestep_mean": 456.0, + "epsilon_norm": 7.481863498687744, + "prediction_norm": 6.092569828033447, + "timestamp": "2025-07-14T12:35:13.405873" + }, + { + "epoch": 2768, + "batch_idx": 32, + "loss": 0.2285967469215393, + "learning_rate": 0.0003217940606433749, + "timestep_mean": 474.09375, + "epsilon_norm": 8.324151992797852, + "prediction_norm": 6.905276298522949, + "timestamp": "2025-07-14T12:35:13.411306" + }, + { + "epoch": 2768, + "batch_idx": 64, + "loss": 0.7529040575027466, + "learning_rate": 0.0003217940606433749, + "timestep_mean": 481.21875, + "epsilon_norm": 8.519428253173828, + "prediction_norm": 5.1868486404418945, + "timestamp": "2025-07-14T12:35:13.417243" + }, + { + "epoch": 2768, + "batch_idx": 96, + "loss": 0.29453757405281067, + "learning_rate": 0.0003217940606433749, + "timestep_mean": 468.46875, + "epsilon_norm": 7.769723892211914, + "prediction_norm": 6.1007561683654785, + "timestamp": "2025-07-14T12:35:13.422861" + }, + { + "epoch": 2768, + "batch_idx": 128, + "loss": 0.2982255220413208, + "learning_rate": 0.0003217940606433749, + "timestep_mean": 459.65625, + "epsilon_norm": 7.809051036834717, + "prediction_norm": 6.814284801483154, + "timestamp": "2025-07-14T12:35:13.428210" + }, + { + "epoch": 2768, + "batch_idx": 160, + "loss": 0.3581658601760864, + "learning_rate": 0.0003217940606433749, + "timestep_mean": 422.65625, + "epsilon_norm": 8.58014965057373, + "prediction_norm": 6.5504150390625, + "timestamp": "2025-07-14T12:35:13.433715" + }, + { + "epoch": 2768, + "batch_idx": 192, + "loss": 0.10369731485843658, + "learning_rate": 0.0003217940606433749, + "timestep_mean": 457.375, + "epsilon_norm": 3.9160494804382324, + "prediction_norm": 3.7118921279907227, + "timestamp": "2025-07-14T12:35:13.439256" + }, + { + "epoch": 2769, + "batch_idx": 0, + "loss": 0.2937260866165161, + "learning_rate": 0.00032252810042973857, + "timestep_mean": 456.53125, + "epsilon_norm": 8.35444164276123, + "prediction_norm": 7.406572341918945, + "timestamp": "2025-07-14T12:35:13.444752" + }, + { + "epoch": 2769, + "batch_idx": 32, + "loss": 0.19961418211460114, + "learning_rate": 0.00032252810042973857, + "timestep_mean": 536.6875, + "epsilon_norm": 7.658763408660889, + "prediction_norm": 6.635985851287842, + "timestamp": "2025-07-14T12:35:13.450093" + }, + { + "epoch": 2769, + "batch_idx": 64, + "loss": 0.38798874616622925, + "learning_rate": 0.00032252810042973857, + "timestep_mean": 495.71875, + "epsilon_norm": 7.074487209320068, + "prediction_norm": 5.44218635559082, + "timestamp": "2025-07-14T12:35:13.455641" + }, + { + "epoch": 2769, + "batch_idx": 96, + "loss": 0.39276987314224243, + "learning_rate": 0.00032252810042973857, + "timestep_mean": 482.65625, + "epsilon_norm": 9.198297500610352, + "prediction_norm": 8.007290840148926, + "timestamp": "2025-07-14T12:35:13.461012" + }, + { + "epoch": 2769, + "batch_idx": 128, + "loss": 0.44257569313049316, + "learning_rate": 0.00032252810042973857, + "timestep_mean": 521.8125, + "epsilon_norm": 8.539022445678711, + "prediction_norm": 6.982123374938965, + "timestamp": "2025-07-14T12:35:13.466417" + }, + { + "epoch": 2769, + "batch_idx": 160, + "loss": 0.16780970990657806, + "learning_rate": 0.00032252810042973857, + "timestep_mean": 535.6875, + "epsilon_norm": 7.72463846206665, + "prediction_norm": 6.804799556732178, + "timestamp": "2025-07-14T12:35:13.472016" + }, + { + "epoch": 2769, + "batch_idx": 192, + "loss": 0.4710484445095062, + "learning_rate": 0.00032252810042973857, + "timestep_mean": 335.5, + "epsilon_norm": 3.5252795219421387, + "prediction_norm": 2.7676432132720947, + "timestamp": "2025-07-14T12:35:13.477559" + }, + { + "epoch": 2770, + "batch_idx": 0, + "loss": 0.1254126876592636, + "learning_rate": 0.00032326257811037207, + "timestep_mean": 542.3125, + "epsilon_norm": 7.008403778076172, + "prediction_norm": 7.251054763793945, + "timestamp": "2025-07-14T12:35:13.483067" + }, + { + "epoch": 2770, + "batch_idx": 32, + "loss": 0.29360783100128174, + "learning_rate": 0.00032326257811037207, + "timestep_mean": 527.5, + "epsilon_norm": 8.6483736038208, + "prediction_norm": 8.021699905395508, + "timestamp": "2025-07-14T12:35:13.488527" + }, + { + "epoch": 2770, + "batch_idx": 64, + "loss": 0.16306385397911072, + "learning_rate": 0.00032326257811037207, + "timestep_mean": 569.46875, + "epsilon_norm": 8.875187873840332, + "prediction_norm": 8.381199836730957, + "timestamp": "2025-07-14T12:35:13.493946" + }, + { + "epoch": 2770, + "batch_idx": 96, + "loss": 0.2776775360107422, + "learning_rate": 0.00032326257811037207, + "timestep_mean": 493.46875, + "epsilon_norm": 8.986693382263184, + "prediction_norm": 7.999520301818848, + "timestamp": "2025-07-14T12:35:13.499338" + }, + { + "epoch": 2770, + "batch_idx": 128, + "loss": 0.10597044229507446, + "learning_rate": 0.00032326257811037207, + "timestep_mean": 556.96875, + "epsilon_norm": 7.57631254196167, + "prediction_norm": 7.375591278076172, + "timestamp": "2025-07-14T12:35:13.504829" + }, + { + "epoch": 2770, + "batch_idx": 160, + "loss": 0.1376761496067047, + "learning_rate": 0.00032326257811037207, + "timestep_mean": 501.78125, + "epsilon_norm": 7.148090839385986, + "prediction_norm": 7.026288986206055, + "timestamp": "2025-07-14T12:35:13.510215" + }, + { + "epoch": 2770, + "batch_idx": 192, + "loss": 0.1352933943271637, + "learning_rate": 0.00032326257811037207, + "timestep_mean": 574.75, + "epsilon_norm": 3.5902559757232666, + "prediction_norm": 3.016098976135254, + "timestamp": "2025-07-14T12:35:13.515750" + }, + { + "epoch": 2771, + "batch_idx": 0, + "loss": 0.33896416425704956, + "learning_rate": 0.0003239974918730251, + "timestep_mean": 533.625, + "epsilon_norm": 9.079172134399414, + "prediction_norm": 7.857624053955078, + "timestamp": "2025-07-14T12:35:13.521150" + }, + { + "epoch": 2771, + "batch_idx": 32, + "loss": 0.19479896128177643, + "learning_rate": 0.0003239974918730251, + "timestep_mean": 480.6875, + "epsilon_norm": 7.619983196258545, + "prediction_norm": 6.547856330871582, + "timestamp": "2025-07-14T12:35:13.526552" + }, + { + "epoch": 2771, + "batch_idx": 64, + "loss": 0.26697999238967896, + "learning_rate": 0.0003239974918730251, + "timestep_mean": 455.0, + "epsilon_norm": 8.141094207763672, + "prediction_norm": 6.851504325866699, + "timestamp": "2025-07-14T12:35:13.531943" + }, + { + "epoch": 2771, + "batch_idx": 96, + "loss": 0.24678157269954681, + "learning_rate": 0.0003239974918730251, + "timestep_mean": 518.03125, + "epsilon_norm": 7.082847595214844, + "prediction_norm": 6.444456100463867, + "timestamp": "2025-07-14T12:35:13.537204" + }, + { + "epoch": 2771, + "batch_idx": 128, + "loss": 0.19647185504436493, + "learning_rate": 0.0003239974918730251, + "timestep_mean": 529.0, + "epsilon_norm": 7.889230251312256, + "prediction_norm": 6.854663372039795, + "timestamp": "2025-07-14T12:35:13.542457" + }, + { + "epoch": 2771, + "batch_idx": 160, + "loss": 0.35544121265411377, + "learning_rate": 0.0003239974918730251, + "timestep_mean": 464.78125, + "epsilon_norm": 8.064789772033691, + "prediction_norm": 6.555693626403809, + "timestamp": "2025-07-14T12:35:13.547801" + }, + { + "epoch": 2771, + "batch_idx": 192, + "loss": 0.42644429206848145, + "learning_rate": 0.0003239974918730251, + "timestep_mean": 461.875, + "epsilon_norm": 3.590684652328491, + "prediction_norm": 2.9855117797851562, + "timestamp": "2025-07-14T12:35:13.553183" + }, + { + "epoch": 2772, + "batch_idx": 0, + "loss": 0.27837803959846497, + "learning_rate": 0.0003247328399043706, + "timestep_mean": 588.8125, + "epsilon_norm": 8.215006828308105, + "prediction_norm": 6.863149166107178, + "timestamp": "2025-07-14T12:35:13.558662" + }, + { + "epoch": 2772, + "batch_idx": 32, + "loss": 0.21713587641716003, + "learning_rate": 0.0003247328399043706, + "timestep_mean": 507.03125, + "epsilon_norm": 7.62130880355835, + "prediction_norm": 6.399654865264893, + "timestamp": "2025-07-14T12:35:13.563978" + }, + { + "epoch": 2772, + "batch_idx": 64, + "loss": 0.24549610912799835, + "learning_rate": 0.0003247328399043706, + "timestep_mean": 391.6875, + "epsilon_norm": 6.994187831878662, + "prediction_norm": 5.889540672302246, + "timestamp": "2025-07-14T12:35:13.569379" + }, + { + "epoch": 2772, + "batch_idx": 96, + "loss": 0.17700369656085968, + "learning_rate": 0.0003247328399043706, + "timestep_mean": 511.96875, + "epsilon_norm": 7.875685214996338, + "prediction_norm": 7.153519630432129, + "timestamp": "2025-07-14T12:35:13.574716" + }, + { + "epoch": 2772, + "batch_idx": 128, + "loss": 0.2532881200313568, + "learning_rate": 0.0003247328399043706, + "timestep_mean": 541.84375, + "epsilon_norm": 7.328658103942871, + "prediction_norm": 6.526907444000244, + "timestamp": "2025-07-14T12:35:13.580230" + }, + { + "epoch": 2772, + "batch_idx": 160, + "loss": 0.45884624123573303, + "learning_rate": 0.0003247328399043706, + "timestep_mean": 497.46875, + "epsilon_norm": 8.511283874511719, + "prediction_norm": 6.451722145080566, + "timestamp": "2025-07-14T12:35:13.585788" + }, + { + "epoch": 2772, + "batch_idx": 192, + "loss": 0.40665510296821594, + "learning_rate": 0.0003247328399043706, + "timestep_mean": 473.25, + "epsilon_norm": 5.044209957122803, + "prediction_norm": 3.908579111099243, + "timestamp": "2025-07-14T12:35:13.591300" + }, + { + "epoch": 2773, + "batch_idx": 0, + "loss": 0.3963775634765625, + "learning_rate": 0.00032546862039001175, + "timestep_mean": 505.34375, + "epsilon_norm": 9.09369945526123, + "prediction_norm": 7.358882427215576, + "timestamp": "2025-07-14T12:35:13.596771" + }, + { + "epoch": 2773, + "batch_idx": 32, + "loss": 0.2361435890197754, + "learning_rate": 0.00032546862039001175, + "timestep_mean": 439.75, + "epsilon_norm": 7.042832374572754, + "prediction_norm": 6.0026021003723145, + "timestamp": "2025-07-14T12:35:13.602125" + }, + { + "epoch": 2773, + "batch_idx": 64, + "loss": 0.2038324475288391, + "learning_rate": 0.00032546862039001175, + "timestep_mean": 444.84375, + "epsilon_norm": 7.047330379486084, + "prediction_norm": 6.6988444328308105, + "timestamp": "2025-07-14T12:35:13.607548" + }, + { + "epoch": 2773, + "batch_idx": 96, + "loss": 0.17743204534053802, + "learning_rate": 0.00032546862039001175, + "timestep_mean": 521.125, + "epsilon_norm": 8.60423469543457, + "prediction_norm": 7.3144145011901855, + "timestamp": "2025-07-14T12:35:13.612905" + }, + { + "epoch": 2773, + "batch_idx": 128, + "loss": 0.30894985795021057, + "learning_rate": 0.00032546862039001175, + "timestep_mean": 581.96875, + "epsilon_norm": 8.456622123718262, + "prediction_norm": 6.729401111602783, + "timestamp": "2025-07-14T12:35:13.618255" + }, + { + "epoch": 2773, + "batch_idx": 160, + "loss": 0.3018602728843689, + "learning_rate": 0.00032546862039001175, + "timestep_mean": 454.9375, + "epsilon_norm": 7.373935222625732, + "prediction_norm": 6.18588399887085, + "timestamp": "2025-07-14T12:35:13.623598" + }, + { + "epoch": 2773, + "batch_idx": 192, + "loss": 0.3222726583480835, + "learning_rate": 0.00032546862039001175, + "timestep_mean": 540.5, + "epsilon_norm": 3.071674346923828, + "prediction_norm": 2.4035346508026123, + "timestamp": "2025-07-14T12:35:13.629014" + }, + { + "epoch": 2774, + "batch_idx": 0, + "loss": 0.138652503490448, + "learning_rate": 0.00032620483151448197, + "timestep_mean": 561.53125, + "epsilon_norm": 6.460405349731445, + "prediction_norm": 5.6280741691589355, + "timestamp": "2025-07-14T12:35:13.634539" + }, + { + "epoch": 2774, + "batch_idx": 32, + "loss": 0.2969805598258972, + "learning_rate": 0.00032620483151448197, + "timestep_mean": 503.96875, + "epsilon_norm": 9.12575912475586, + "prediction_norm": 7.435396194458008, + "timestamp": "2025-07-14T12:35:13.639987" + }, + { + "epoch": 2774, + "batch_idx": 64, + "loss": 0.19402635097503662, + "learning_rate": 0.00032620483151448197, + "timestep_mean": 530.34375, + "epsilon_norm": 7.878752708435059, + "prediction_norm": 6.717524528503418, + "timestamp": "2025-07-14T12:35:13.645338" + }, + { + "epoch": 2774, + "batch_idx": 96, + "loss": 0.47707414627075195, + "learning_rate": 0.00032620483151448197, + "timestep_mean": 441.3125, + "epsilon_norm": 8.632107734680176, + "prediction_norm": 6.5562262535095215, + "timestamp": "2025-07-14T12:35:13.650810" + }, + { + "epoch": 2774, + "batch_idx": 128, + "loss": 0.17107030749320984, + "learning_rate": 0.00032620483151448197, + "timestep_mean": 490.0, + "epsilon_norm": 6.966549873352051, + "prediction_norm": 6.604525566101074, + "timestamp": "2025-07-14T12:35:13.656219" + }, + { + "epoch": 2774, + "batch_idx": 160, + "loss": 0.28203830122947693, + "learning_rate": 0.00032620483151448197, + "timestep_mean": 510.40625, + "epsilon_norm": 8.930621147155762, + "prediction_norm": 8.527896881103516, + "timestamp": "2025-07-14T12:35:13.661634" + }, + { + "epoch": 2774, + "batch_idx": 192, + "loss": 0.46636366844177246, + "learning_rate": 0.00032620483151448197, + "timestep_mean": 446.5, + "epsilon_norm": 3.883749008178711, + "prediction_norm": 3.077185869216919, + "timestamp": "2025-07-14T12:35:13.667216" + }, + { + "epoch": 2775, + "batch_idx": 0, + "loss": 0.3258521556854248, + "learning_rate": 0.0003269414714612539, + "timestep_mean": 507.6875, + "epsilon_norm": 8.288022994995117, + "prediction_norm": 6.756896495819092, + "timestamp": "2025-07-14T12:35:13.672734" + }, + { + "epoch": 2775, + "batch_idx": 32, + "loss": 0.22473488748073578, + "learning_rate": 0.0003269414714612539, + "timestep_mean": 445.15625, + "epsilon_norm": 9.097834587097168, + "prediction_norm": 8.14746379852295, + "timestamp": "2025-07-14T12:35:13.678168" + }, + { + "epoch": 2775, + "batch_idx": 64, + "loss": 0.40671810507774353, + "learning_rate": 0.0003269414714612539, + "timestep_mean": 528.09375, + "epsilon_norm": 7.883338928222656, + "prediction_norm": 5.698857307434082, + "timestamp": "2025-07-14T12:35:13.683363" + }, + { + "epoch": 2775, + "batch_idx": 96, + "loss": 0.0869467556476593, + "learning_rate": 0.0003269414714612539, + "timestep_mean": 568.3125, + "epsilon_norm": 7.348570823669434, + "prediction_norm": 6.686819076538086, + "timestamp": "2025-07-14T12:35:13.688646" + }, + { + "epoch": 2775, + "batch_idx": 128, + "loss": 0.3244761824607849, + "learning_rate": 0.0003269414714612539, + "timestep_mean": 403.5, + "epsilon_norm": 6.649723052978516, + "prediction_norm": 4.742440223693848, + "timestamp": "2025-07-14T12:35:13.693847" + }, + { + "epoch": 2775, + "batch_idx": 160, + "loss": 0.24157026410102844, + "learning_rate": 0.0003269414714612539, + "timestep_mean": 452.4375, + "epsilon_norm": 7.772407531738281, + "prediction_norm": 6.368978023529053, + "timestamp": "2025-07-14T12:35:13.698991" + }, + { + "epoch": 2775, + "batch_idx": 192, + "loss": 0.16238781809806824, + "learning_rate": 0.0003269414714612539, + "timestep_mean": 400.375, + "epsilon_norm": 3.5980453491210938, + "prediction_norm": 3.0391337871551514, + "timestamp": "2025-07-14T12:35:13.704567" + }, + { + "epoch": 2776, + "batch_idx": 0, + "loss": 0.3253301680088043, + "learning_rate": 0.0003276785384127422, + "timestep_mean": 516.4375, + "epsilon_norm": 7.5528564453125, + "prediction_norm": 6.836515426635742, + "timestamp": "2025-07-14T12:35:13.709790" + }, + { + "epoch": 2776, + "batch_idx": 32, + "loss": 0.42123275995254517, + "learning_rate": 0.0003276785384127422, + "timestep_mean": 543.8125, + "epsilon_norm": 8.488081932067871, + "prediction_norm": 6.617332458496094, + "timestamp": "2025-07-14T12:35:13.714997" + }, + { + "epoch": 2776, + "batch_idx": 64, + "loss": 0.15255536139011383, + "learning_rate": 0.0003276785384127422, + "timestep_mean": 509.46875, + "epsilon_norm": 7.429451942443848, + "prediction_norm": 7.155055046081543, + "timestamp": "2025-07-14T12:35:13.720394" + }, + { + "epoch": 2776, + "batch_idx": 96, + "loss": 0.3091825842857361, + "learning_rate": 0.0003276785384127422, + "timestep_mean": 547.90625, + "epsilon_norm": 9.261187553405762, + "prediction_norm": 7.21327018737793, + "timestamp": "2025-07-14T12:35:13.725666" + }, + { + "epoch": 2776, + "batch_idx": 128, + "loss": 0.3268201947212219, + "learning_rate": 0.0003276785384127422, + "timestep_mean": 473.8125, + "epsilon_norm": 7.92460823059082, + "prediction_norm": 6.409449577331543, + "timestamp": "2025-07-14T12:35:13.730889" + }, + { + "epoch": 2776, + "batch_idx": 160, + "loss": 0.2257048487663269, + "learning_rate": 0.0003276785384127422, + "timestep_mean": 477.4375, + "epsilon_norm": 7.446640968322754, + "prediction_norm": 6.164243221282959, + "timestamp": "2025-07-14T12:35:13.736047" + }, + { + "epoch": 2776, + "batch_idx": 192, + "loss": 0.20663732290267944, + "learning_rate": 0.0003276785384127422, + "timestep_mean": 444.125, + "epsilon_norm": 3.0779173374176025, + "prediction_norm": 2.5676429271698, + "timestamp": "2025-07-14T12:35:13.741316" + }, + { + "epoch": 2777, + "batch_idx": 0, + "loss": 0.3853437006473541, + "learning_rate": 0.00032841603055030664, + "timestep_mean": 507.9375, + "epsilon_norm": 8.388737678527832, + "prediction_norm": 7.04024600982666, + "timestamp": "2025-07-14T12:35:13.746413" + }, + { + "epoch": 2777, + "batch_idx": 32, + "loss": 0.353507399559021, + "learning_rate": 0.00032841603055030664, + "timestep_mean": 405.40625, + "epsilon_norm": 8.123117446899414, + "prediction_norm": 6.456214904785156, + "timestamp": "2025-07-14T12:35:13.751526" + }, + { + "epoch": 2777, + "batch_idx": 64, + "loss": 0.3745254874229431, + "learning_rate": 0.00032841603055030664, + "timestep_mean": 453.5625, + "epsilon_norm": 8.93835163116455, + "prediction_norm": 7.04354190826416, + "timestamp": "2025-07-14T12:35:13.756605" + }, + { + "epoch": 2777, + "batch_idx": 96, + "loss": 0.26444095373153687, + "learning_rate": 0.00032841603055030664, + "timestep_mean": 485.59375, + "epsilon_norm": 9.043708801269531, + "prediction_norm": 7.4693169593811035, + "timestamp": "2025-07-14T12:35:13.761611" + }, + { + "epoch": 2777, + "batch_idx": 128, + "loss": 0.3931645154953003, + "learning_rate": 0.00032841603055030664, + "timestep_mean": 495.625, + "epsilon_norm": 8.327997207641602, + "prediction_norm": 6.548774719238281, + "timestamp": "2025-07-14T12:35:13.766669" + }, + { + "epoch": 2777, + "batch_idx": 160, + "loss": 0.19407612085342407, + "learning_rate": 0.00032841603055030664, + "timestep_mean": 466.5, + "epsilon_norm": 7.497767448425293, + "prediction_norm": 6.547155380249023, + "timestamp": "2025-07-14T12:35:13.771822" + }, + { + "epoch": 2777, + "batch_idx": 192, + "loss": 0.27772533893585205, + "learning_rate": 0.00032841603055030664, + "timestep_mean": 376.25, + "epsilon_norm": 4.523063659667969, + "prediction_norm": 4.104254245758057, + "timestamp": "2025-07-14T12:35:13.776750" + }, + { + "epoch": 2778, + "batch_idx": 0, + "loss": 0.28878986835479736, + "learning_rate": 0.00032915394605425853, + "timestep_mean": 550.375, + "epsilon_norm": 8.672019004821777, + "prediction_norm": 8.027580261230469, + "timestamp": "2025-07-14T12:35:13.781953" + }, + { + "epoch": 2778, + "batch_idx": 32, + "loss": 0.14731070399284363, + "learning_rate": 0.00032915394605425853, + "timestep_mean": 574.625, + "epsilon_norm": 8.043998718261719, + "prediction_norm": 7.428836345672607, + "timestamp": "2025-07-14T12:35:13.786943" + }, + { + "epoch": 2778, + "batch_idx": 64, + "loss": 0.30950939655303955, + "learning_rate": 0.00032915394605425853, + "timestep_mean": 544.96875, + "epsilon_norm": 9.376852035522461, + "prediction_norm": 8.197612762451172, + "timestamp": "2025-07-14T12:35:13.791795" + }, + { + "epoch": 2778, + "batch_idx": 96, + "loss": 0.17793095111846924, + "learning_rate": 0.00032915394605425853, + "timestep_mean": 510.25, + "epsilon_norm": 7.362398147583008, + "prediction_norm": 7.0253400802612305, + "timestamp": "2025-07-14T12:35:13.796772" + }, + { + "epoch": 2778, + "batch_idx": 128, + "loss": 0.3317491412162781, + "learning_rate": 0.00032915394605425853, + "timestep_mean": 403.46875, + "epsilon_norm": 7.631625652313232, + "prediction_norm": 6.736538410186768, + "timestamp": "2025-07-14T12:35:13.801616" + }, + { + "epoch": 2778, + "batch_idx": 160, + "loss": 0.20835208892822266, + "learning_rate": 0.00032915394605425853, + "timestep_mean": 482.46875, + "epsilon_norm": 6.949294090270996, + "prediction_norm": 6.298135280609131, + "timestamp": "2025-07-14T12:35:13.806608" + }, + { + "epoch": 2778, + "batch_idx": 192, + "loss": 0.21793478727340698, + "learning_rate": 0.00032915394605425853, + "timestep_mean": 621.0, + "epsilon_norm": 3.1118850708007812, + "prediction_norm": 3.039407968521118, + "timestamp": "2025-07-14T12:35:13.811585" + }, + { + "epoch": 2779, + "batch_idx": 0, + "loss": 0.20792031288146973, + "learning_rate": 0.00032989228310386574, + "timestep_mean": 429.09375, + "epsilon_norm": 7.292995929718018, + "prediction_norm": 6.327084064483643, + "timestamp": "2025-07-14T12:35:13.816497" + }, + { + "epoch": 2779, + "batch_idx": 32, + "loss": 0.11672306805849075, + "learning_rate": 0.00032989228310386574, + "timestep_mean": 639.875, + "epsilon_norm": 8.493301391601562, + "prediction_norm": 7.757692813873291, + "timestamp": "2025-07-14T12:35:13.821469" + }, + { + "epoch": 2779, + "batch_idx": 64, + "loss": 0.27028241753578186, + "learning_rate": 0.00032989228310386574, + "timestep_mean": 427.96875, + "epsilon_norm": 7.853867053985596, + "prediction_norm": 7.17383337020874, + "timestamp": "2025-07-14T12:35:13.826365" + }, + { + "epoch": 2779, + "batch_idx": 96, + "loss": 0.24492889642715454, + "learning_rate": 0.00032989228310386574, + "timestep_mean": 422.3125, + "epsilon_norm": 7.973180294036865, + "prediction_norm": 6.890307426452637, + "timestamp": "2025-07-14T12:35:13.831205" + }, + { + "epoch": 2779, + "batch_idx": 128, + "loss": 0.23535849153995514, + "learning_rate": 0.00032989228310386574, + "timestep_mean": 457.125, + "epsilon_norm": 8.195989608764648, + "prediction_norm": 6.469207286834717, + "timestamp": "2025-07-14T12:35:13.836130" + }, + { + "epoch": 2779, + "batch_idx": 160, + "loss": 0.48152956366539, + "learning_rate": 0.00032989228310386574, + "timestep_mean": 422.90625, + "epsilon_norm": 9.459831237792969, + "prediction_norm": 7.865565776824951, + "timestamp": "2025-07-14T12:35:13.841010" + }, + { + "epoch": 2779, + "batch_idx": 192, + "loss": 0.28460875153541565, + "learning_rate": 0.00032989228310386574, + "timestep_mean": 435.25, + "epsilon_norm": 4.943689823150635, + "prediction_norm": 3.968482732772827, + "timestamp": "2025-07-14T12:35:13.845906" + }, + { + "epoch": 2780, + "batch_idx": 0, + "loss": 0.3629732131958008, + "learning_rate": 0.0003306310398773549, + "timestep_mean": 411.6875, + "epsilon_norm": 7.295107364654541, + "prediction_norm": 5.450940132141113, + "timestamp": "2025-07-14T12:35:13.850991" + }, + { + "epoch": 2780, + "batch_idx": 32, + "loss": 0.2225831001996994, + "learning_rate": 0.0003306310398773549, + "timestep_mean": 469.375, + "epsilon_norm": 7.793324947357178, + "prediction_norm": 6.360358238220215, + "timestamp": "2025-07-14T12:35:13.855877" + }, + { + "epoch": 2780, + "batch_idx": 64, + "loss": 0.25711846351623535, + "learning_rate": 0.0003306310398773549, + "timestep_mean": 406.625, + "epsilon_norm": 8.05300521850586, + "prediction_norm": 6.859641075134277, + "timestamp": "2025-07-14T12:35:13.860717" + }, + { + "epoch": 2780, + "batch_idx": 96, + "loss": 0.18885470926761627, + "learning_rate": 0.0003306310398773549, + "timestep_mean": 480.625, + "epsilon_norm": 9.586531639099121, + "prediction_norm": 8.559972763061523, + "timestamp": "2025-07-14T12:35:13.865548" + }, + { + "epoch": 2780, + "batch_idx": 128, + "loss": 0.3924827575683594, + "learning_rate": 0.0003306310398773549, + "timestep_mean": 507.125, + "epsilon_norm": 8.951101303100586, + "prediction_norm": 7.120509147644043, + "timestamp": "2025-07-14T12:35:13.870437" + }, + { + "epoch": 2780, + "batch_idx": 160, + "loss": 0.3040020763874054, + "learning_rate": 0.0003306310398773549, + "timestep_mean": 474.28125, + "epsilon_norm": 8.449298858642578, + "prediction_norm": 6.783050060272217, + "timestamp": "2025-07-14T12:35:13.875378" + }, + { + "epoch": 2780, + "batch_idx": 192, + "loss": 0.36208251118659973, + "learning_rate": 0.0003306310398773549, + "timestep_mean": 485.5, + "epsilon_norm": 4.049394607543945, + "prediction_norm": 3.6131393909454346, + "timestamp": "2025-07-14T12:35:13.880278" + }, + { + "epoch": 2781, + "batch_idx": 0, + "loss": 0.3431078791618347, + "learning_rate": 0.00033137021455191627, + "timestep_mean": 455.5, + "epsilon_norm": 8.018442153930664, + "prediction_norm": 6.307980060577393, + "timestamp": "2025-07-14T12:35:13.885228" + }, + { + "epoch": 2781, + "batch_idx": 32, + "loss": 0.4205883741378784, + "learning_rate": 0.00033137021455191627, + "timestep_mean": 454.71875, + "epsilon_norm": 7.61041784286499, + "prediction_norm": 5.349969863891602, + "timestamp": "2025-07-14T12:35:13.890081" + }, + { + "epoch": 2781, + "batch_idx": 64, + "loss": 0.26477599143981934, + "learning_rate": 0.00033137021455191627, + "timestep_mean": 503.71875, + "epsilon_norm": 7.11610221862793, + "prediction_norm": 6.245423793792725, + "timestamp": "2025-07-14T12:35:13.895052" + }, + { + "epoch": 2781, + "batch_idx": 96, + "loss": 0.39505645632743835, + "learning_rate": 0.00033137021455191627, + "timestep_mean": 438.875, + "epsilon_norm": 7.397941589355469, + "prediction_norm": 5.686349868774414, + "timestamp": "2025-07-14T12:35:13.899925" + }, + { + "epoch": 2781, + "batch_idx": 128, + "loss": 0.35242199897766113, + "learning_rate": 0.00033137021455191627, + "timestep_mean": 458.1875, + "epsilon_norm": 8.894253730773926, + "prediction_norm": 6.878180503845215, + "timestamp": "2025-07-14T12:35:13.904824" + }, + { + "epoch": 2781, + "batch_idx": 160, + "loss": 0.28433817625045776, + "learning_rate": 0.00033137021455191627, + "timestep_mean": 423.6875, + "epsilon_norm": 7.8636369705200195, + "prediction_norm": 6.823282241821289, + "timestamp": "2025-07-14T12:35:13.909690" + }, + { + "epoch": 2781, + "batch_idx": 192, + "loss": 0.2859831154346466, + "learning_rate": 0.00033137021455191627, + "timestep_mean": 627.875, + "epsilon_norm": 3.75116229057312, + "prediction_norm": 2.677107572555542, + "timestamp": "2025-07-14T12:35:13.914628" + }, + { + "epoch": 2782, + "batch_idx": 0, + "loss": 0.41234147548675537, + "learning_rate": 0.00033210980530371025, + "timestep_mean": 468.0625, + "epsilon_norm": 8.398460388183594, + "prediction_norm": 6.73493766784668, + "timestamp": "2025-07-14T12:35:13.919745" + }, + { + "epoch": 2782, + "batch_idx": 32, + "loss": 0.19157211482524872, + "learning_rate": 0.00033210980530371025, + "timestep_mean": 530.875, + "epsilon_norm": 7.528461933135986, + "prediction_norm": 7.365387916564941, + "timestamp": "2025-07-14T12:35:13.924776" + }, + { + "epoch": 2782, + "batch_idx": 64, + "loss": 0.2148844301700592, + "learning_rate": 0.00033210980530371025, + "timestep_mean": 527.59375, + "epsilon_norm": 6.865739345550537, + "prediction_norm": 6.215489864349365, + "timestamp": "2025-07-14T12:35:13.929875" + }, + { + "epoch": 2782, + "batch_idx": 96, + "loss": 0.16615208983421326, + "learning_rate": 0.00033210980530371025, + "timestep_mean": 551.125, + "epsilon_norm": 7.235555648803711, + "prediction_norm": 6.941812992095947, + "timestamp": "2025-07-14T12:35:13.934748" + }, + { + "epoch": 2782, + "batch_idx": 128, + "loss": 0.2740013599395752, + "learning_rate": 0.00033210980530371025, + "timestep_mean": 488.71875, + "epsilon_norm": 8.263721466064453, + "prediction_norm": 7.142472743988037, + "timestamp": "2025-07-14T12:35:13.939623" + }, + { + "epoch": 2782, + "batch_idx": 160, + "loss": 0.3596401810646057, + "learning_rate": 0.00033210980530371025, + "timestep_mean": 499.875, + "epsilon_norm": 8.967425346374512, + "prediction_norm": 6.9126362800598145, + "timestamp": "2025-07-14T12:35:13.944520" + }, + { + "epoch": 2782, + "batch_idx": 192, + "loss": 0.566093385219574, + "learning_rate": 0.00033210980530371025, + "timestep_mean": 348.625, + "epsilon_norm": 3.591862916946411, + "prediction_norm": 2.746882677078247, + "timestamp": "2025-07-14T12:35:13.949430" + }, + { + "epoch": 2783, + "batch_idx": 0, + "loss": 0.30369675159454346, + "learning_rate": 0.00033284981030787014, + "timestep_mean": 491.90625, + "epsilon_norm": 8.142921447753906, + "prediction_norm": 7.051654815673828, + "timestamp": "2025-07-14T12:35:13.954353" + }, + { + "epoch": 2783, + "batch_idx": 32, + "loss": 0.4332534074783325, + "learning_rate": 0.00033284981030787014, + "timestep_mean": 492.21875, + "epsilon_norm": 8.999536514282227, + "prediction_norm": 6.72325325012207, + "timestamp": "2025-07-14T12:35:13.959298" + }, + { + "epoch": 2783, + "batch_idx": 64, + "loss": 0.409226655960083, + "learning_rate": 0.00033284981030787014, + "timestep_mean": 479.3125, + "epsilon_norm": 7.429268836975098, + "prediction_norm": 5.803380966186523, + "timestamp": "2025-07-14T12:35:13.964232" + }, + { + "epoch": 2783, + "batch_idx": 96, + "loss": 0.2008223682641983, + "learning_rate": 0.00033284981030787014, + "timestep_mean": 597.5, + "epsilon_norm": 8.513029098510742, + "prediction_norm": 7.721036911010742, + "timestamp": "2025-07-14T12:35:13.969064" + }, + { + "epoch": 2783, + "batch_idx": 128, + "loss": 0.2641516923904419, + "learning_rate": 0.00033284981030787014, + "timestep_mean": 397.8125, + "epsilon_norm": 7.377753257751465, + "prediction_norm": 5.282680988311768, + "timestamp": "2025-07-14T12:35:13.973969" + }, + { + "epoch": 2783, + "batch_idx": 160, + "loss": 0.27811986207962036, + "learning_rate": 0.00033284981030787014, + "timestep_mean": 540.71875, + "epsilon_norm": 9.31313419342041, + "prediction_norm": 8.257301330566406, + "timestamp": "2025-07-14T12:35:13.978790" + }, + { + "epoch": 2783, + "batch_idx": 192, + "loss": 0.5935746431350708, + "learning_rate": 0.00033284981030787014, + "timestep_mean": 470.0, + "epsilon_norm": 4.608105182647705, + "prediction_norm": 3.779940605163574, + "timestamp": "2025-07-14T12:35:13.983846" + }, + { + "epoch": 2784, + "batch_idx": 0, + "loss": 0.29841870069503784, + "learning_rate": 0.0003335902277385071, + "timestep_mean": 500.65625, + "epsilon_norm": 8.921022415161133, + "prediction_norm": 7.196990013122559, + "timestamp": "2025-07-14T12:35:13.988688" + }, + { + "epoch": 2784, + "batch_idx": 32, + "loss": 0.20168614387512207, + "learning_rate": 0.0003335902277385071, + "timestep_mean": 552.4375, + "epsilon_norm": 7.32046365737915, + "prediction_norm": 6.247675895690918, + "timestamp": "2025-07-14T12:35:13.993795" + }, + { + "epoch": 2784, + "batch_idx": 64, + "loss": 0.19305968284606934, + "learning_rate": 0.0003335902277385071, + "timestep_mean": 495.0, + "epsilon_norm": 8.43578052520752, + "prediction_norm": 7.086343288421631, + "timestamp": "2025-07-14T12:35:13.998739" + }, + { + "epoch": 2784, + "batch_idx": 96, + "loss": 0.4263732433319092, + "learning_rate": 0.0003335902277385071, + "timestep_mean": 528.90625, + "epsilon_norm": 7.990440845489502, + "prediction_norm": 5.917942523956299, + "timestamp": "2025-07-14T12:35:14.003743" + }, + { + "epoch": 2784, + "batch_idx": 128, + "loss": 0.25247129797935486, + "learning_rate": 0.0003335902277385071, + "timestep_mean": 470.96875, + "epsilon_norm": 8.295392036437988, + "prediction_norm": 7.443105220794678, + "timestamp": "2025-07-14T12:35:14.008717" + }, + { + "epoch": 2784, + "batch_idx": 160, + "loss": 0.2993132174015045, + "learning_rate": 0.0003335902277385071, + "timestep_mean": 539.75, + "epsilon_norm": 8.519071578979492, + "prediction_norm": 7.65943717956543, + "timestamp": "2025-07-14T12:35:14.013648" + }, + { + "epoch": 2784, + "batch_idx": 192, + "loss": 0.19511106610298157, + "learning_rate": 0.0003335902277385071, + "timestep_mean": 642.5, + "epsilon_norm": 3.699010133743286, + "prediction_norm": 3.7413008213043213, + "timestamp": "2025-07-14T12:35:14.018689" + }, + { + "epoch": 2785, + "batch_idx": 0, + "loss": 0.20044609904289246, + "learning_rate": 0.0003343310557687149, + "timestep_mean": 505.59375, + "epsilon_norm": 6.709964752197266, + "prediction_norm": 6.055840969085693, + "timestamp": "2025-07-14T12:35:14.023718" + }, + { + "epoch": 2785, + "batch_idx": 32, + "loss": 0.3123837113380432, + "learning_rate": 0.0003343310557687149, + "timestep_mean": 408.46875, + "epsilon_norm": 7.623050212860107, + "prediction_norm": 6.078343868255615, + "timestamp": "2025-07-14T12:35:14.028645" + }, + { + "epoch": 2785, + "batch_idx": 64, + "loss": 0.5760999321937561, + "learning_rate": 0.0003343310557687149, + "timestep_mean": 460.125, + "epsilon_norm": 8.082413673400879, + "prediction_norm": 6.215439796447754, + "timestamp": "2025-07-14T12:35:14.033496" + }, + { + "epoch": 2785, + "batch_idx": 96, + "loss": 0.2537476420402527, + "learning_rate": 0.0003343310557687149, + "timestep_mean": 506.3125, + "epsilon_norm": 8.080830574035645, + "prediction_norm": 6.938091278076172, + "timestamp": "2025-07-14T12:35:14.038493" + }, + { + "epoch": 2785, + "batch_idx": 128, + "loss": 0.10354065895080566, + "learning_rate": 0.0003343310557687149, + "timestep_mean": 566.78125, + "epsilon_norm": 8.069707870483398, + "prediction_norm": 7.622395992279053, + "timestamp": "2025-07-14T12:35:14.043308" + }, + { + "epoch": 2785, + "batch_idx": 160, + "loss": 0.24849644303321838, + "learning_rate": 0.0003343310557687149, + "timestep_mean": 509.5625, + "epsilon_norm": 7.803232669830322, + "prediction_norm": 7.061293601989746, + "timestamp": "2025-07-14T12:35:14.048235" + }, + { + "epoch": 2785, + "batch_idx": 192, + "loss": 0.5222986340522766, + "learning_rate": 0.0003343310557687149, + "timestep_mean": 404.0, + "epsilon_norm": 4.209906101226807, + "prediction_norm": 3.4879422187805176, + "timestamp": "2025-07-14T12:35:14.053150" + }, + { + "epoch": 2786, + "batch_idx": 0, + "loss": 0.4105321168899536, + "learning_rate": 0.00033507229257057433, + "timestep_mean": 540.5, + "epsilon_norm": 8.228628158569336, + "prediction_norm": 7.137570858001709, + "timestamp": "2025-07-14T12:35:14.058053" + }, + { + "epoch": 2786, + "batch_idx": 32, + "loss": 0.18830427527427673, + "learning_rate": 0.00033507229257057433, + "timestep_mean": 513.5625, + "epsilon_norm": 7.959229946136475, + "prediction_norm": 6.60762357711792, + "timestamp": "2025-07-14T12:35:14.062885" + }, + { + "epoch": 2786, + "batch_idx": 64, + "loss": 0.3122606873512268, + "learning_rate": 0.00033507229257057433, + "timestep_mean": 555.59375, + "epsilon_norm": 8.77207088470459, + "prediction_norm": 7.293014049530029, + "timestamp": "2025-07-14T12:35:14.067822" + }, + { + "epoch": 2786, + "batch_idx": 96, + "loss": 0.33097511529922485, + "learning_rate": 0.00033507229257057433, + "timestep_mean": 438.46875, + "epsilon_norm": 8.005266189575195, + "prediction_norm": 5.84778356552124, + "timestamp": "2025-07-14T12:35:14.072707" + }, + { + "epoch": 2786, + "batch_idx": 128, + "loss": 0.39586323499679565, + "learning_rate": 0.00033507229257057433, + "timestep_mean": 535.5625, + "epsilon_norm": 7.913194179534912, + "prediction_norm": 5.962011814117432, + "timestamp": "2025-07-14T12:35:14.077608" + }, + { + "epoch": 2786, + "batch_idx": 160, + "loss": 0.2972111701965332, + "learning_rate": 0.00033507229257057433, + "timestep_mean": 518.9375, + "epsilon_norm": 9.064221382141113, + "prediction_norm": 7.5804643630981445, + "timestamp": "2025-07-14T12:35:14.082717" + }, + { + "epoch": 2786, + "batch_idx": 192, + "loss": 0.05630046874284744, + "learning_rate": 0.00033507229257057433, + "timestep_mean": 502.0, + "epsilon_norm": 3.416548490524292, + "prediction_norm": 3.464719533920288, + "timestamp": "2025-07-14T12:35:14.087744" + }, + { + "epoch": 2787, + "batch_idx": 0, + "loss": 0.21944978833198547, + "learning_rate": 0.00033581393631515645, + "timestep_mean": 476.53125, + "epsilon_norm": 6.763197898864746, + "prediction_norm": 5.72951078414917, + "timestamp": "2025-07-14T12:35:14.092956" + }, + { + "epoch": 2787, + "batch_idx": 32, + "loss": 0.2908744215965271, + "learning_rate": 0.00033581393631515645, + "timestep_mean": 508.6875, + "epsilon_norm": 8.248270988464355, + "prediction_norm": 7.269774913787842, + "timestamp": "2025-07-14T12:35:14.098103" + }, + { + "epoch": 2787, + "batch_idx": 64, + "loss": 0.32266032695770264, + "learning_rate": 0.00033581393631515645, + "timestep_mean": 602.71875, + "epsilon_norm": 8.206419944763184, + "prediction_norm": 7.188443183898926, + "timestamp": "2025-07-14T12:35:14.103245" + }, + { + "epoch": 2787, + "batch_idx": 96, + "loss": 0.27089136838912964, + "learning_rate": 0.00033581393631515645, + "timestep_mean": 537.90625, + "epsilon_norm": 8.248921394348145, + "prediction_norm": 7.261775970458984, + "timestamp": "2025-07-14T12:35:14.108465" + }, + { + "epoch": 2787, + "batch_idx": 128, + "loss": 0.2808387577533722, + "learning_rate": 0.00033581393631515645, + "timestep_mean": 496.03125, + "epsilon_norm": 7.272368431091309, + "prediction_norm": 6.2884650230407715, + "timestamp": "2025-07-14T12:35:14.113744" + }, + { + "epoch": 2787, + "batch_idx": 160, + "loss": 0.11506234854459763, + "learning_rate": 0.00033581393631515645, + "timestep_mean": 531.125, + "epsilon_norm": 6.8643646240234375, + "prediction_norm": 7.117947101593018, + "timestamp": "2025-07-14T12:35:14.118733" + }, + { + "epoch": 2787, + "batch_idx": 192, + "loss": 0.07911211252212524, + "learning_rate": 0.00033581393631515645, + "timestep_mean": 487.5, + "epsilon_norm": 3.318789005279541, + "prediction_norm": 2.76686429977417, + "timestamp": "2025-07-14T12:35:14.123634" + }, + { + "epoch": 2788, + "batch_idx": 0, + "loss": 0.14579874277114868, + "learning_rate": 0.00033655598517252943, + "timestep_mean": 565.96875, + "epsilon_norm": 7.055203437805176, + "prediction_norm": 6.154120922088623, + "timestamp": "2025-07-14T12:35:14.128500" + }, + { + "epoch": 2788, + "batch_idx": 32, + "loss": 0.1747576743364334, + "learning_rate": 0.00033655598517252943, + "timestep_mean": 498.0625, + "epsilon_norm": 8.73078441619873, + "prediction_norm": 7.835709095001221, + "timestamp": "2025-07-14T12:35:14.133386" + }, + { + "epoch": 2788, + "batch_idx": 64, + "loss": 0.2167808562517166, + "learning_rate": 0.00033655598517252943, + "timestep_mean": 529.59375, + "epsilon_norm": 7.49971866607666, + "prediction_norm": 6.708437442779541, + "timestamp": "2025-07-14T12:35:14.138307" + }, + { + "epoch": 2788, + "batch_idx": 96, + "loss": 0.2886649966239929, + "learning_rate": 0.00033655598517252943, + "timestep_mean": 510.25, + "epsilon_norm": 7.660767078399658, + "prediction_norm": 6.669319152832031, + "timestamp": "2025-07-14T12:35:14.143252" + }, + { + "epoch": 2788, + "batch_idx": 128, + "loss": 0.16097474098205566, + "learning_rate": 0.00033655598517252943, + "timestep_mean": 587.15625, + "epsilon_norm": 7.4530110359191895, + "prediction_norm": 6.4153242111206055, + "timestamp": "2025-07-14T12:35:14.148291" + }, + { + "epoch": 2788, + "batch_idx": 160, + "loss": 0.25285667181015015, + "learning_rate": 0.00033655598517252943, + "timestep_mean": 471.71875, + "epsilon_norm": 8.301258087158203, + "prediction_norm": 7.089061737060547, + "timestamp": "2025-07-14T12:35:14.153361" + }, + { + "epoch": 2788, + "batch_idx": 192, + "loss": 0.2700887620449066, + "learning_rate": 0.00033655598517252943, + "timestep_mean": 481.5, + "epsilon_norm": 3.6291215419769287, + "prediction_norm": 2.881251335144043, + "timestamp": "2025-07-14T12:35:14.158446" + }, + { + "epoch": 2789, + "batch_idx": 0, + "loss": 0.21759964525699615, + "learning_rate": 0.00033729843731176106, + "timestep_mean": 506.59375, + "epsilon_norm": 6.797236919403076, + "prediction_norm": 6.090973854064941, + "timestamp": "2025-07-14T12:35:14.163711" + }, + { + "epoch": 2789, + "batch_idx": 32, + "loss": 0.17161113023757935, + "learning_rate": 0.00033729843731176106, + "timestep_mean": 619.78125, + "epsilon_norm": 8.779483795166016, + "prediction_norm": 7.578819274902344, + "timestamp": "2025-07-14T12:35:14.168862" + }, + { + "epoch": 2789, + "batch_idx": 64, + "loss": 0.3904307782649994, + "learning_rate": 0.00033729843731176106, + "timestep_mean": 550.625, + "epsilon_norm": 8.419665336608887, + "prediction_norm": 6.610352516174316, + "timestamp": "2025-07-14T12:35:14.173925" + }, + { + "epoch": 2789, + "batch_idx": 96, + "loss": 0.26157647371292114, + "learning_rate": 0.00033729843731176106, + "timestep_mean": 548.9375, + "epsilon_norm": 8.558334350585938, + "prediction_norm": 7.0981950759887695, + "timestamp": "2025-07-14T12:35:14.179079" + }, + { + "epoch": 2789, + "batch_idx": 128, + "loss": 0.26986899971961975, + "learning_rate": 0.00033729843731176106, + "timestep_mean": 575.1875, + "epsilon_norm": 8.448899269104004, + "prediction_norm": 6.837996482849121, + "timestamp": "2025-07-14T12:35:14.184187" + }, + { + "epoch": 2789, + "batch_idx": 160, + "loss": 0.21850699186325073, + "learning_rate": 0.00033729843731176106, + "timestep_mean": 480.78125, + "epsilon_norm": 8.277182579040527, + "prediction_norm": 7.632463455200195, + "timestamp": "2025-07-14T12:35:14.189075" + }, + { + "epoch": 2789, + "batch_idx": 192, + "loss": 0.6719680428504944, + "learning_rate": 0.00033729843731176106, + "timestep_mean": 500.75, + "epsilon_norm": 5.374942302703857, + "prediction_norm": 4.212756156921387, + "timestamp": "2025-07-14T12:35:14.194037" + }, + { + "epoch": 2790, + "batch_idx": 0, + "loss": 0.4030669927597046, + "learning_rate": 0.0003380412909009259, + "timestep_mean": 506.28125, + "epsilon_norm": 8.867907524108887, + "prediction_norm": 6.608705520629883, + "timestamp": "2025-07-14T12:35:14.199036" + }, + { + "epoch": 2790, + "batch_idx": 32, + "loss": 0.38812848925590515, + "learning_rate": 0.0003380412909009259, + "timestep_mean": 490.09375, + "epsilon_norm": 9.603588104248047, + "prediction_norm": 7.894231796264648, + "timestamp": "2025-07-14T12:35:14.204099" + }, + { + "epoch": 2790, + "batch_idx": 64, + "loss": 0.29539865255355835, + "learning_rate": 0.0003380412909009259, + "timestep_mean": 552.0625, + "epsilon_norm": 7.228529453277588, + "prediction_norm": 5.62932014465332, + "timestamp": "2025-07-14T12:35:14.209408" + }, + { + "epoch": 2790, + "batch_idx": 96, + "loss": 0.287547767162323, + "learning_rate": 0.0003380412909009259, + "timestep_mean": 446.78125, + "epsilon_norm": 8.471049308776855, + "prediction_norm": 6.717018127441406, + "timestamp": "2025-07-14T12:35:14.214367" + }, + { + "epoch": 2790, + "batch_idx": 128, + "loss": 0.22410961985588074, + "learning_rate": 0.0003380412909009259, + "timestep_mean": 543.28125, + "epsilon_norm": 7.634448528289795, + "prediction_norm": 6.496231555938721, + "timestamp": "2025-07-14T12:35:14.219253" + }, + { + "epoch": 2790, + "batch_idx": 160, + "loss": 0.20341061055660248, + "learning_rate": 0.0003380412909009259, + "timestep_mean": 485.125, + "epsilon_norm": 7.077900409698486, + "prediction_norm": 6.4126482009887695, + "timestamp": "2025-07-14T12:35:14.224308" + }, + { + "epoch": 2790, + "batch_idx": 192, + "loss": 0.38806048035621643, + "learning_rate": 0.0003380412909009259, + "timestep_mean": 434.125, + "epsilon_norm": 3.5579922199249268, + "prediction_norm": 3.1766293048858643, + "timestamp": "2025-07-14T12:35:14.229438" + }, + { + "epoch": 2791, + "batch_idx": 0, + "loss": 0.15484076738357544, + "learning_rate": 0.00033878454410710503, + "timestep_mean": 460.84375, + "epsilon_norm": 7.0378923416137695, + "prediction_norm": 6.6343159675598145, + "timestamp": "2025-07-14T12:35:14.234556" + }, + { + "epoch": 2791, + "batch_idx": 32, + "loss": 0.18720164895057678, + "learning_rate": 0.00033878454410710503, + "timestep_mean": 560.4375, + "epsilon_norm": 8.231945037841797, + "prediction_norm": 7.173596382141113, + "timestamp": "2025-07-14T12:35:14.239743" + }, + { + "epoch": 2791, + "batch_idx": 64, + "loss": 0.2416786253452301, + "learning_rate": 0.00033878454410710503, + "timestep_mean": 521.8125, + "epsilon_norm": 8.242717742919922, + "prediction_norm": 7.374215126037598, + "timestamp": "2025-07-14T12:35:14.245014" + }, + { + "epoch": 2791, + "batch_idx": 96, + "loss": 0.39105117321014404, + "learning_rate": 0.00033878454410710503, + "timestep_mean": 489.375, + "epsilon_norm": 7.994200229644775, + "prediction_norm": 6.858853816986084, + "timestamp": "2025-07-14T12:35:14.250112" + }, + { + "epoch": 2791, + "batch_idx": 128, + "loss": 0.2968360185623169, + "learning_rate": 0.00033878454410710503, + "timestep_mean": 537.78125, + "epsilon_norm": 7.721371173858643, + "prediction_norm": 6.652326583862305, + "timestamp": "2025-07-14T12:35:14.255474" + }, + { + "epoch": 2791, + "batch_idx": 160, + "loss": 0.3136805593967438, + "learning_rate": 0.00033878454410710503, + "timestep_mean": 464.21875, + "epsilon_norm": 7.862031936645508, + "prediction_norm": 6.772212505340576, + "timestamp": "2025-07-14T12:35:14.260626" + }, + { + "epoch": 2791, + "batch_idx": 192, + "loss": 0.12467014044523239, + "learning_rate": 0.00033878454410710503, + "timestep_mean": 646.875, + "epsilon_norm": 4.0155930519104, + "prediction_norm": 3.7341809272766113, + "timestamp": "2025-07-14T12:35:14.265684" + }, + { + "epoch": 2792, + "batch_idx": 0, + "loss": 0.45781928300857544, + "learning_rate": 0.00033952819509639566, + "timestep_mean": 425.0625, + "epsilon_norm": 7.338231086730957, + "prediction_norm": 5.182127952575684, + "timestamp": "2025-07-14T12:35:14.270908" + }, + { + "epoch": 2792, + "batch_idx": 32, + "loss": 0.23921117186546326, + "learning_rate": 0.00033952819509639566, + "timestep_mean": 469.65625, + "epsilon_norm": 7.942672252655029, + "prediction_norm": 6.497037410736084, + "timestamp": "2025-07-14T12:35:14.276110" + }, + { + "epoch": 2792, + "batch_idx": 64, + "loss": 0.3579585552215576, + "learning_rate": 0.00033952819509639566, + "timestep_mean": 477.78125, + "epsilon_norm": 7.537535190582275, + "prediction_norm": 6.375535011291504, + "timestamp": "2025-07-14T12:35:14.281255" + }, + { + "epoch": 2792, + "batch_idx": 96, + "loss": 0.428669810295105, + "learning_rate": 0.00033952819509639566, + "timestep_mean": 462.21875, + "epsilon_norm": 8.063715934753418, + "prediction_norm": 6.606743812561035, + "timestamp": "2025-07-14T12:35:14.286184" + }, + { + "epoch": 2792, + "batch_idx": 128, + "loss": 0.17912116646766663, + "learning_rate": 0.00033952819509639566, + "timestep_mean": 539.21875, + "epsilon_norm": 8.02685832977295, + "prediction_norm": 7.605119705200195, + "timestamp": "2025-07-14T12:35:14.291081" + }, + { + "epoch": 2792, + "batch_idx": 160, + "loss": 0.2511481046676636, + "learning_rate": 0.00033952819509639566, + "timestep_mean": 506.53125, + "epsilon_norm": 7.8791937828063965, + "prediction_norm": 7.294136047363281, + "timestamp": "2025-07-14T12:35:14.296156" + }, + { + "epoch": 2792, + "batch_idx": 192, + "loss": 0.45131683349609375, + "learning_rate": 0.00033952819509639566, + "timestep_mean": 319.0, + "epsilon_norm": 3.8999953269958496, + "prediction_norm": 3.0333340167999268, + "timestamp": "2025-07-14T12:35:14.301326" + }, + { + "epoch": 2793, + "batch_idx": 0, + "loss": 0.27230769395828247, + "learning_rate": 0.00034027224203391334, + "timestep_mean": 475.5, + "epsilon_norm": 8.511917114257812, + "prediction_norm": 7.877279758453369, + "timestamp": "2025-07-14T12:35:14.306472" + }, + { + "epoch": 2793, + "batch_idx": 32, + "loss": 0.5093900561332703, + "learning_rate": 0.00034027224203391334, + "timestep_mean": 455.875, + "epsilon_norm": 8.669785499572754, + "prediction_norm": 6.433501720428467, + "timestamp": "2025-07-14T12:35:14.311675" + }, + { + "epoch": 2793, + "batch_idx": 64, + "loss": 0.12065988779067993, + "learning_rate": 0.00034027224203391334, + "timestep_mean": 559.71875, + "epsilon_norm": 7.202980995178223, + "prediction_norm": 6.535956382751465, + "timestamp": "2025-07-14T12:35:14.316875" + }, + { + "epoch": 2793, + "batch_idx": 96, + "loss": 0.1819462776184082, + "learning_rate": 0.00034027224203391334, + "timestep_mean": 549.28125, + "epsilon_norm": 8.498437881469727, + "prediction_norm": 7.310187816619873, + "timestamp": "2025-07-14T12:35:14.321861" + }, + { + "epoch": 2793, + "batch_idx": 128, + "loss": 0.44815629720687866, + "learning_rate": 0.00034027224203391334, + "timestep_mean": 427.40625, + "epsilon_norm": 8.57043170928955, + "prediction_norm": 6.122495174407959, + "timestamp": "2025-07-14T12:35:14.327052" + }, + { + "epoch": 2793, + "batch_idx": 160, + "loss": 0.3377358913421631, + "learning_rate": 0.00034027224203391334, + "timestep_mean": 442.3125, + "epsilon_norm": 8.533319473266602, + "prediction_norm": 6.795463562011719, + "timestamp": "2025-07-14T12:35:14.332194" + }, + { + "epoch": 2793, + "batch_idx": 192, + "loss": 0.09900309145450592, + "learning_rate": 0.00034027224203391334, + "timestep_mean": 535.25, + "epsilon_norm": 3.537510871887207, + "prediction_norm": 3.4075238704681396, + "timestamp": "2025-07-14T12:35:14.337389" + }, + { + "epoch": 2794, + "batch_idx": 0, + "loss": 0.33771783113479614, + "learning_rate": 0.00034101668308379485, + "timestep_mean": 488.25, + "epsilon_norm": 7.819575309753418, + "prediction_norm": 5.891109943389893, + "timestamp": "2025-07-14T12:35:14.342769" + }, + { + "epoch": 2794, + "batch_idx": 32, + "loss": 0.2853253185749054, + "learning_rate": 0.00034101668308379485, + "timestep_mean": 459.625, + "epsilon_norm": 8.077651023864746, + "prediction_norm": 6.457541465759277, + "timestamp": "2025-07-14T12:35:14.347917" + }, + { + "epoch": 2794, + "batch_idx": 64, + "loss": 0.2180309146642685, + "learning_rate": 0.00034101668308379485, + "timestep_mean": 530.5625, + "epsilon_norm": 7.344140529632568, + "prediction_norm": 6.88347053527832, + "timestamp": "2025-07-14T12:35:14.353075" + }, + { + "epoch": 2794, + "batch_idx": 96, + "loss": 0.2825508117675781, + "learning_rate": 0.00034101668308379485, + "timestep_mean": 557.0625, + "epsilon_norm": 8.348587989807129, + "prediction_norm": 7.032145023345947, + "timestamp": "2025-07-14T12:35:14.358333" + }, + { + "epoch": 2794, + "batch_idx": 128, + "loss": 0.4538354277610779, + "learning_rate": 0.00034101668308379485, + "timestep_mean": 429.1875, + "epsilon_norm": 8.717256546020508, + "prediction_norm": 6.8163557052612305, + "timestamp": "2025-07-14T12:35:14.363607" + }, + { + "epoch": 2794, + "batch_idx": 160, + "loss": 0.21894562244415283, + "learning_rate": 0.00034101668308379485, + "timestep_mean": 557.34375, + "epsilon_norm": 8.921124458312988, + "prediction_norm": 8.013999938964844, + "timestamp": "2025-07-14T12:35:14.368724" + }, + { + "epoch": 2794, + "batch_idx": 192, + "loss": 0.06357306241989136, + "learning_rate": 0.00034101668308379485, + "timestep_mean": 536.25, + "epsilon_norm": 3.5484988689422607, + "prediction_norm": 3.6238389015197754, + "timestamp": "2025-07-14T12:35:14.373915" + }, + { + "epoch": 2795, + "batch_idx": 0, + "loss": 0.30198273062705994, + "learning_rate": 0.0003417615164092073, + "timestep_mean": 491.6875, + "epsilon_norm": 7.863363265991211, + "prediction_norm": 6.484491348266602, + "timestamp": "2025-07-14T12:35:14.379197" + }, + { + "epoch": 2795, + "batch_idx": 32, + "loss": 0.24399031698703766, + "learning_rate": 0.0003417615164092073, + "timestep_mean": 524.40625, + "epsilon_norm": 7.249258041381836, + "prediction_norm": 5.940190315246582, + "timestamp": "2025-07-14T12:35:14.384702" + }, + { + "epoch": 2795, + "batch_idx": 64, + "loss": 0.43119633197784424, + "learning_rate": 0.0003417615164092073, + "timestep_mean": 410.9375, + "epsilon_norm": 8.058818817138672, + "prediction_norm": 6.452996253967285, + "timestamp": "2025-07-14T12:35:14.389788" + }, + { + "epoch": 2795, + "batch_idx": 96, + "loss": 0.2900916337966919, + "learning_rate": 0.0003417615164092073, + "timestep_mean": 458.09375, + "epsilon_norm": 8.060502052307129, + "prediction_norm": 6.881420612335205, + "timestamp": "2025-07-14T12:35:14.395150" + }, + { + "epoch": 2795, + "batch_idx": 128, + "loss": 0.37463510036468506, + "learning_rate": 0.0003417615164092073, + "timestep_mean": 419.8125, + "epsilon_norm": 7.566250324249268, + "prediction_norm": 5.83877420425415, + "timestamp": "2025-07-14T12:35:14.400553" + }, + { + "epoch": 2795, + "batch_idx": 160, + "loss": 0.8611267805099487, + "learning_rate": 0.0003417615164092073, + "timestep_mean": 387.90625, + "epsilon_norm": 9.4675874710083, + "prediction_norm": 6.940304279327393, + "timestamp": "2025-07-14T12:35:14.405647" + }, + { + "epoch": 2795, + "batch_idx": 192, + "loss": 0.21789410710334778, + "learning_rate": 0.0003417615164092073, + "timestep_mean": 537.125, + "epsilon_norm": 4.84628438949585, + "prediction_norm": 4.453025817871094, + "timestamp": "2025-07-14T12:35:14.410709" + }, + { + "epoch": 2796, + "batch_idx": 0, + "loss": 0.26402586698532104, + "learning_rate": 0.00034250674017234785, + "timestep_mean": 518.75, + "epsilon_norm": 8.474573135375977, + "prediction_norm": 7.292713642120361, + "timestamp": "2025-07-14T12:35:14.415817" + }, + { + "epoch": 2796, + "batch_idx": 32, + "loss": 0.22514164447784424, + "learning_rate": 0.00034250674017234785, + "timestep_mean": 539.21875, + "epsilon_norm": 7.342179775238037, + "prediction_norm": 6.681300163269043, + "timestamp": "2025-07-14T12:35:14.420886" + }, + { + "epoch": 2796, + "batch_idx": 64, + "loss": 0.20931945741176605, + "learning_rate": 0.00034250674017234785, + "timestep_mean": 598.0625, + "epsilon_norm": 8.106704711914062, + "prediction_norm": 7.5058183670043945, + "timestamp": "2025-07-14T12:35:14.425943" + }, + { + "epoch": 2796, + "batch_idx": 96, + "loss": 0.33275532722473145, + "learning_rate": 0.00034250674017234785, + "timestep_mean": 506.8125, + "epsilon_norm": 9.43847370147705, + "prediction_norm": 8.109193801879883, + "timestamp": "2025-07-14T12:35:14.430798" + }, + { + "epoch": 2796, + "batch_idx": 128, + "loss": 0.25117868185043335, + "learning_rate": 0.00034250674017234785, + "timestep_mean": 482.9375, + "epsilon_norm": 8.321743965148926, + "prediction_norm": 7.461702346801758, + "timestamp": "2025-07-14T12:35:14.435711" + }, + { + "epoch": 2796, + "batch_idx": 160, + "loss": 0.23925496637821198, + "learning_rate": 0.00034250674017234785, + "timestep_mean": 557.5, + "epsilon_norm": 8.134293556213379, + "prediction_norm": 6.98995304107666, + "timestamp": "2025-07-14T12:35:14.440684" + }, + { + "epoch": 2796, + "batch_idx": 192, + "loss": 0.17718671262264252, + "learning_rate": 0.00034250674017234785, + "timestep_mean": 425.75, + "epsilon_norm": 3.16847825050354, + "prediction_norm": 2.9858908653259277, + "timestamp": "2025-07-14T12:35:14.445624" + }, + { + "epoch": 2797, + "batch_idx": 0, + "loss": 0.2926294207572937, + "learning_rate": 0.00034325235253445155, + "timestep_mean": 514.84375, + "epsilon_norm": 8.570417404174805, + "prediction_norm": 7.700107097625732, + "timestamp": "2025-07-14T12:35:14.450588" + }, + { + "epoch": 2797, + "batch_idx": 32, + "loss": 0.21136397123336792, + "learning_rate": 0.00034325235253445155, + "timestep_mean": 542.53125, + "epsilon_norm": 7.216522216796875, + "prediction_norm": 6.591475486755371, + "timestamp": "2025-07-14T12:35:14.455470" + }, + { + "epoch": 2797, + "batch_idx": 64, + "loss": 0.2638446092605591, + "learning_rate": 0.00034325235253445155, + "timestep_mean": 413.1875, + "epsilon_norm": 7.8863749504089355, + "prediction_norm": 6.532975196838379, + "timestamp": "2025-07-14T12:35:14.460504" + }, + { + "epoch": 2797, + "batch_idx": 96, + "loss": 0.301457941532135, + "learning_rate": 0.00034325235253445155, + "timestep_mean": 530.03125, + "epsilon_norm": 7.936946868896484, + "prediction_norm": 7.162876605987549, + "timestamp": "2025-07-14T12:35:14.465559" + }, + { + "epoch": 2797, + "batch_idx": 128, + "loss": 0.2755054533481598, + "learning_rate": 0.00034325235253445155, + "timestep_mean": 489.1875, + "epsilon_norm": 7.914016246795654, + "prediction_norm": 6.32029914855957, + "timestamp": "2025-07-14T12:35:14.470729" + }, + { + "epoch": 2797, + "batch_idx": 160, + "loss": 0.13966648280620575, + "learning_rate": 0.00034325235253445155, + "timestep_mean": 572.40625, + "epsilon_norm": 8.117023468017578, + "prediction_norm": 7.594162464141846, + "timestamp": "2025-07-14T12:35:14.475811" + }, + { + "epoch": 2797, + "batch_idx": 192, + "loss": 0.20379097759723663, + "learning_rate": 0.00034325235253445155, + "timestep_mean": 590.625, + "epsilon_norm": 3.0044307708740234, + "prediction_norm": 2.806788682937622, + "timestamp": "2025-07-14T12:35:14.480866" + }, + { + "epoch": 2798, + "batch_idx": 0, + "loss": 0.35883843898773193, + "learning_rate": 0.0003439983516557932, + "timestep_mean": 531.34375, + "epsilon_norm": 8.644397735595703, + "prediction_norm": 7.580714702606201, + "timestamp": "2025-07-14T12:35:14.485977" + }, + { + "epoch": 2798, + "batch_idx": 32, + "loss": 0.22315162420272827, + "learning_rate": 0.0003439983516557932, + "timestep_mean": 435.625, + "epsilon_norm": 7.425307273864746, + "prediction_norm": 6.239847183227539, + "timestamp": "2025-07-14T12:35:14.491000" + }, + { + "epoch": 2798, + "batch_idx": 64, + "loss": 0.23498833179473877, + "learning_rate": 0.0003439983516557932, + "timestep_mean": 550.9375, + "epsilon_norm": 7.887192249298096, + "prediction_norm": 6.560179710388184, + "timestamp": "2025-07-14T12:35:14.496067" + }, + { + "epoch": 2798, + "batch_idx": 96, + "loss": 0.1729157567024231, + "learning_rate": 0.0003439983516557932, + "timestep_mean": 525.8125, + "epsilon_norm": 8.040485382080078, + "prediction_norm": 7.2057414054870605, + "timestamp": "2025-07-14T12:35:14.501236" + }, + { + "epoch": 2798, + "batch_idx": 128, + "loss": 0.26976943016052246, + "learning_rate": 0.0003439983516557932, + "timestep_mean": 462.0625, + "epsilon_norm": 7.896828651428223, + "prediction_norm": 6.992391586303711, + "timestamp": "2025-07-14T12:35:14.506404" + }, + { + "epoch": 2798, + "batch_idx": 160, + "loss": 0.15655693411827087, + "learning_rate": 0.0003439983516557932, + "timestep_mean": 541.53125, + "epsilon_norm": 7.4037957191467285, + "prediction_norm": 5.937868118286133, + "timestamp": "2025-07-14T12:35:14.511495" + }, + { + "epoch": 2798, + "batch_idx": 192, + "loss": 0.39352548122406006, + "learning_rate": 0.0003439983516557932, + "timestep_mean": 522.875, + "epsilon_norm": 4.016345500946045, + "prediction_norm": 3.415433406829834, + "timestamp": "2025-07-14T12:35:14.516592" + }, + { + "epoch": 2799, + "batch_idx": 0, + "loss": 0.2728201746940613, + "learning_rate": 0.0003447447356956944, + "timestep_mean": 497.65625, + "epsilon_norm": 8.030206680297852, + "prediction_norm": 6.358059883117676, + "timestamp": "2025-07-14T12:35:14.521953" + }, + { + "epoch": 2799, + "batch_idx": 32, + "loss": 0.37908580899238586, + "learning_rate": 0.0003447447356956944, + "timestep_mean": 457.71875, + "epsilon_norm": 8.03520679473877, + "prediction_norm": 5.858366012573242, + "timestamp": "2025-07-14T12:35:14.527084" + }, + { + "epoch": 2799, + "batch_idx": 64, + "loss": 0.1837119311094284, + "learning_rate": 0.0003447447356956944, + "timestep_mean": 594.15625, + "epsilon_norm": 7.591813087463379, + "prediction_norm": 6.397414207458496, + "timestamp": "2025-07-14T12:35:14.532158" + }, + { + "epoch": 2799, + "batch_idx": 96, + "loss": 0.38407859206199646, + "learning_rate": 0.0003447447356956944, + "timestep_mean": 466.625, + "epsilon_norm": 7.718578338623047, + "prediction_norm": 6.093908786773682, + "timestamp": "2025-07-14T12:35:14.537244" + }, + { + "epoch": 2799, + "batch_idx": 128, + "loss": 0.23023271560668945, + "learning_rate": 0.0003447447356956944, + "timestep_mean": 489.0, + "epsilon_norm": 7.68910551071167, + "prediction_norm": 6.514288902282715, + "timestamp": "2025-07-14T12:35:14.542504" + }, + { + "epoch": 2799, + "batch_idx": 160, + "loss": 0.09452600032091141, + "learning_rate": 0.0003447447356956944, + "timestep_mean": 567.1875, + "epsilon_norm": 7.788435459136963, + "prediction_norm": 7.515281677246094, + "timestamp": "2025-07-14T12:35:14.547704" + }, + { + "epoch": 2799, + "batch_idx": 192, + "loss": 0.30915045738220215, + "learning_rate": 0.0003447447356956944, + "timestep_mean": 628.375, + "epsilon_norm": 4.234306812286377, + "prediction_norm": 3.8985326290130615, + "timestamp": "2025-07-14T12:35:14.552917" + }, + { + "epoch": 2800, + "batch_idx": 0, + "loss": 0.30461904406547546, + "learning_rate": 0.0003454915028125268, + "timestep_mean": 447.125, + "epsilon_norm": 7.750520706176758, + "prediction_norm": 6.4728617668151855, + "timestamp": "2025-07-14T12:35:14.558106" + }, + { + "epoch": 2800, + "batch_idx": 32, + "loss": 0.15610992908477783, + "learning_rate": 0.0003454915028125268, + "timestep_mean": 544.6875, + "epsilon_norm": 7.360022068023682, + "prediction_norm": 6.71543025970459, + "timestamp": "2025-07-14T12:35:14.563461" + }, + { + "epoch": 2800, + "batch_idx": 64, + "loss": 0.14328835904598236, + "learning_rate": 0.0003454915028125268, + "timestep_mean": 562.21875, + "epsilon_norm": 7.48799991607666, + "prediction_norm": 6.750604629516602, + "timestamp": "2025-07-14T12:35:14.568616" + }, + { + "epoch": 2800, + "batch_idx": 96, + "loss": 0.25532084703445435, + "learning_rate": 0.0003454915028125268, + "timestep_mean": 408.53125, + "epsilon_norm": 7.8716206550598145, + "prediction_norm": 6.6153483390808105, + "timestamp": "2025-07-14T12:35:14.573793" + }, + { + "epoch": 2800, + "batch_idx": 128, + "loss": 0.2058514803647995, + "learning_rate": 0.0003454915028125268, + "timestep_mean": 589.375, + "epsilon_norm": 7.204770088195801, + "prediction_norm": 5.881476402282715, + "timestamp": "2025-07-14T12:35:14.578997" + }, + { + "epoch": 2800, + "batch_idx": 160, + "loss": 0.09717258810997009, + "learning_rate": 0.0003454915028125268, + "timestep_mean": 459.8125, + "epsilon_norm": 7.834768295288086, + "prediction_norm": 7.7260026931762695, + "timestamp": "2025-07-14T12:35:14.584250" + }, + { + "epoch": 2800, + "batch_idx": 192, + "loss": 0.8020739555358887, + "learning_rate": 0.0003454915028125268, + "timestep_mean": 452.5, + "epsilon_norm": 4.263435363769531, + "prediction_norm": 2.0106201171875, + "timestamp": "2025-07-14T12:35:14.589398" + }, + { + "epoch": 2801, + "batch_idx": 0, + "loss": 0.2456967532634735, + "learning_rate": 0.0003462386511637168, + "timestep_mean": 514.3125, + "epsilon_norm": 6.751231670379639, + "prediction_norm": 6.274271488189697, + "timestamp": "2025-07-14T12:35:14.594471" + }, + { + "epoch": 2801, + "batch_idx": 32, + "loss": 0.14472179114818573, + "learning_rate": 0.0003462386511637168, + "timestep_mean": 562.75, + "epsilon_norm": 7.199399948120117, + "prediction_norm": 6.082761287689209, + "timestamp": "2025-07-14T12:35:14.599539" + }, + { + "epoch": 2801, + "batch_idx": 64, + "loss": 0.19451335072517395, + "learning_rate": 0.0003462386511637168, + "timestep_mean": 560.96875, + "epsilon_norm": 9.088047981262207, + "prediction_norm": 8.965811729431152, + "timestamp": "2025-07-14T12:35:14.604330" + }, + { + "epoch": 2801, + "batch_idx": 96, + "loss": 0.2118264138698578, + "learning_rate": 0.0003462386511637168, + "timestep_mean": 477.96875, + "epsilon_norm": 6.794744968414307, + "prediction_norm": 5.981710433959961, + "timestamp": "2025-07-14T12:35:14.609359" + }, + { + "epoch": 2801, + "batch_idx": 128, + "loss": 0.2864919900894165, + "learning_rate": 0.0003462386511637168, + "timestep_mean": 454.15625, + "epsilon_norm": 8.159656524658203, + "prediction_norm": 6.455173492431641, + "timestamp": "2025-07-14T12:35:14.614281" + }, + { + "epoch": 2801, + "batch_idx": 160, + "loss": 0.19607463479042053, + "learning_rate": 0.0003462386511637168, + "timestep_mean": 592.5, + "epsilon_norm": 7.699460506439209, + "prediction_norm": 6.983944416046143, + "timestamp": "2025-07-14T12:35:14.619172" + }, + { + "epoch": 2801, + "batch_idx": 192, + "loss": 0.21387401223182678, + "learning_rate": 0.0003462386511637168, + "timestep_mean": 419.375, + "epsilon_norm": 3.5626814365386963, + "prediction_norm": 3.412419557571411, + "timestamp": "2025-07-14T12:35:14.624070" + }, + { + "epoch": 2802, + "batch_idx": 0, + "loss": 0.29383164644241333, + "learning_rate": 0.0003469861789057501, + "timestep_mean": 508.84375, + "epsilon_norm": 7.339009761810303, + "prediction_norm": 5.984430313110352, + "timestamp": "2025-07-14T12:35:14.628956" + }, + { + "epoch": 2802, + "batch_idx": 32, + "loss": 0.1254328340291977, + "learning_rate": 0.0003469861789057501, + "timestep_mean": 537.84375, + "epsilon_norm": 6.653263568878174, + "prediction_norm": 6.6675286293029785, + "timestamp": "2025-07-14T12:35:14.633915" + }, + { + "epoch": 2802, + "batch_idx": 64, + "loss": 0.21874956786632538, + "learning_rate": 0.0003469861789057501, + "timestep_mean": 410.9375, + "epsilon_norm": 7.888552665710449, + "prediction_norm": 7.282941818237305, + "timestamp": "2025-07-14T12:35:14.638807" + }, + { + "epoch": 2802, + "batch_idx": 96, + "loss": 0.2577871084213257, + "learning_rate": 0.0003469861789057501, + "timestep_mean": 552.34375, + "epsilon_norm": 8.650742530822754, + "prediction_norm": 7.478903770446777, + "timestamp": "2025-07-14T12:35:14.643705" + }, + { + "epoch": 2802, + "batch_idx": 128, + "loss": 0.32504549622535706, + "learning_rate": 0.0003469861789057501, + "timestep_mean": 445.9375, + "epsilon_norm": 7.546457290649414, + "prediction_norm": 5.928062438964844, + "timestamp": "2025-07-14T12:35:14.648575" + }, + { + "epoch": 2802, + "batch_idx": 160, + "loss": 0.4138913154602051, + "learning_rate": 0.0003469861789057501, + "timestep_mean": 462.375, + "epsilon_norm": 8.462407112121582, + "prediction_norm": 6.267151355743408, + "timestamp": "2025-07-14T12:35:14.653487" + }, + { + "epoch": 2802, + "batch_idx": 192, + "loss": 0.3200172185897827, + "learning_rate": 0.0003469861789057501, + "timestep_mean": 592.875, + "epsilon_norm": 6.426757335662842, + "prediction_norm": 6.104854106903076, + "timestamp": "2025-07-14T12:35:14.658352" + }, + { + "epoch": 2803, + "batch_idx": 0, + "loss": 0.27807438373565674, + "learning_rate": 0.0003477340841941763, + "timestep_mean": 501.125, + "epsilon_norm": 7.010939598083496, + "prediction_norm": 5.746162414550781, + "timestamp": "2025-07-14T12:35:14.663303" + }, + { + "epoch": 2803, + "batch_idx": 32, + "loss": 0.36688241362571716, + "learning_rate": 0.0003477340841941763, + "timestep_mean": 415.53125, + "epsilon_norm": 7.400082111358643, + "prediction_norm": 5.548248291015625, + "timestamp": "2025-07-14T12:35:14.668104" + }, + { + "epoch": 2803, + "batch_idx": 64, + "loss": 0.09971034526824951, + "learning_rate": 0.0003477340841941763, + "timestep_mean": 636.96875, + "epsilon_norm": 7.32047700881958, + "prediction_norm": 6.74527645111084, + "timestamp": "2025-07-14T12:35:14.673007" + }, + { + "epoch": 2803, + "batch_idx": 96, + "loss": 0.2245015799999237, + "learning_rate": 0.0003477340841941763, + "timestep_mean": 473.03125, + "epsilon_norm": 6.682570934295654, + "prediction_norm": 5.874456405639648, + "timestamp": "2025-07-14T12:35:14.677827" + }, + { + "epoch": 2803, + "batch_idx": 128, + "loss": 0.38223928213119507, + "learning_rate": 0.0003477340841941763, + "timestep_mean": 489.0, + "epsilon_norm": 8.902594566345215, + "prediction_norm": 7.29548978805542, + "timestamp": "2025-07-14T12:35:14.682708" + }, + { + "epoch": 2803, + "batch_idx": 160, + "loss": 0.3420226573944092, + "learning_rate": 0.0003477340841941763, + "timestep_mean": 503.8125, + "epsilon_norm": 7.381524085998535, + "prediction_norm": 6.652951717376709, + "timestamp": "2025-07-14T12:35:14.687658" + }, + { + "epoch": 2803, + "batch_idx": 192, + "loss": 0.09916017949581146, + "learning_rate": 0.0003477340841941763, + "timestep_mean": 550.875, + "epsilon_norm": 3.9636945724487305, + "prediction_norm": 3.348327398300171, + "timestamp": "2025-07-14T12:35:14.692613" + }, + { + "epoch": 2804, + "batch_idx": 0, + "loss": 0.48643937706947327, + "learning_rate": 0.00034848236518361393, + "timestep_mean": 458.25, + "epsilon_norm": 8.854706764221191, + "prediction_norm": 6.979076862335205, + "timestamp": "2025-07-14T12:35:14.697612" + }, + { + "epoch": 2804, + "batch_idx": 32, + "loss": 0.29848647117614746, + "learning_rate": 0.00034848236518361393, + "timestep_mean": 439.21875, + "epsilon_norm": 7.55680513381958, + "prediction_norm": 6.184719562530518, + "timestamp": "2025-07-14T12:35:14.702697" + }, + { + "epoch": 2804, + "batch_idx": 64, + "loss": 0.2995946407318115, + "learning_rate": 0.00034848236518361393, + "timestep_mean": 472.09375, + "epsilon_norm": 7.447648525238037, + "prediction_norm": 6.150735855102539, + "timestamp": "2025-07-14T12:35:14.707815" + }, + { + "epoch": 2804, + "batch_idx": 96, + "loss": 0.22596746683120728, + "learning_rate": 0.00034848236518361393, + "timestep_mean": 435.5625, + "epsilon_norm": 7.101670265197754, + "prediction_norm": 5.6608357429504395, + "timestamp": "2025-07-14T12:35:14.712938" + }, + { + "epoch": 2804, + "batch_idx": 128, + "loss": 0.2580578327178955, + "learning_rate": 0.00034848236518361393, + "timestep_mean": 455.3125, + "epsilon_norm": 7.390200614929199, + "prediction_norm": 6.298523426055908, + "timestamp": "2025-07-14T12:35:14.717918" + }, + { + "epoch": 2804, + "batch_idx": 160, + "loss": 0.22002816200256348, + "learning_rate": 0.00034848236518361393, + "timestep_mean": 547.75, + "epsilon_norm": 7.733804702758789, + "prediction_norm": 6.878361701965332, + "timestamp": "2025-07-14T12:35:14.723109" + }, + { + "epoch": 2804, + "batch_idx": 192, + "loss": 0.0447658970952034, + "learning_rate": 0.00034848236518361393, + "timestep_mean": 658.625, + "epsilon_norm": 2.683258056640625, + "prediction_norm": 2.746967315673828, + "timestamp": "2025-07-14T12:35:14.728824" + }, + { + "epoch": 2805, + "batch_idx": 0, + "loss": 0.1795501708984375, + "learning_rate": 0.0003492310200277526, + "timestep_mean": 508.15625, + "epsilon_norm": 8.117691993713379, + "prediction_norm": 7.114039421081543, + "timestamp": "2025-07-14T12:35:14.734481" + }, + { + "epoch": 2805, + "batch_idx": 32, + "loss": 0.141860693693161, + "learning_rate": 0.0003492310200277526, + "timestep_mean": 502.8125, + "epsilon_norm": 8.035770416259766, + "prediction_norm": 7.500452995300293, + "timestamp": "2025-07-14T12:35:14.739622" + }, + { + "epoch": 2805, + "batch_idx": 64, + "loss": 0.3555212616920471, + "learning_rate": 0.0003492310200277526, + "timestep_mean": 443.78125, + "epsilon_norm": 7.519465923309326, + "prediction_norm": 6.197906494140625, + "timestamp": "2025-07-14T12:35:14.744660" + }, + { + "epoch": 2805, + "batch_idx": 96, + "loss": 0.2672494053840637, + "learning_rate": 0.0003492310200277526, + "timestep_mean": 534.875, + "epsilon_norm": 8.158228874206543, + "prediction_norm": 7.091128349304199, + "timestamp": "2025-07-14T12:35:14.749583" + }, + { + "epoch": 2805, + "batch_idx": 128, + "loss": 0.28655770421028137, + "learning_rate": 0.0003492310200277526, + "timestep_mean": 568.5625, + "epsilon_norm": 8.43848705291748, + "prediction_norm": 7.357412338256836, + "timestamp": "2025-07-14T12:35:14.754668" + }, + { + "epoch": 2805, + "batch_idx": 160, + "loss": 0.16853995621204376, + "learning_rate": 0.0003492310200277526, + "timestep_mean": 483.71875, + "epsilon_norm": 5.849072456359863, + "prediction_norm": 4.797786712646484, + "timestamp": "2025-07-14T12:35:14.759798" + }, + { + "epoch": 2805, + "batch_idx": 192, + "loss": 0.21376022696495056, + "learning_rate": 0.0003492310200277526, + "timestep_mean": 560.25, + "epsilon_norm": 4.544502258300781, + "prediction_norm": 4.033228874206543, + "timestamp": "2025-07-14T12:35:14.764994" + }, + { + "epoch": 2806, + "batch_idx": 0, + "loss": 0.27062010765075684, + "learning_rate": 0.0003499800468793623, + "timestep_mean": 482.09375, + "epsilon_norm": 7.994347095489502, + "prediction_norm": 5.618127346038818, + "timestamp": "2025-07-14T12:35:14.770233" + }, + { + "epoch": 2806, + "batch_idx": 32, + "loss": 0.26307058334350586, + "learning_rate": 0.0003499800468793623, + "timestep_mean": 429.21875, + "epsilon_norm": 7.81379508972168, + "prediction_norm": 6.326585292816162, + "timestamp": "2025-07-14T12:35:14.775550" + }, + { + "epoch": 2806, + "batch_idx": 64, + "loss": 0.21276789903640747, + "learning_rate": 0.0003499800468793623, + "timestep_mean": 517.84375, + "epsilon_norm": 6.145001411437988, + "prediction_norm": 4.855018615722656, + "timestamp": "2025-07-14T12:35:14.780748" + }, + { + "epoch": 2806, + "batch_idx": 96, + "loss": 0.23669031262397766, + "learning_rate": 0.0003499800468793623, + "timestep_mean": 465.53125, + "epsilon_norm": 8.005106925964355, + "prediction_norm": 6.92160701751709, + "timestamp": "2025-07-14T12:35:14.785860" + }, + { + "epoch": 2806, + "batch_idx": 128, + "loss": 0.19920487701892853, + "learning_rate": 0.0003499800468793623, + "timestep_mean": 601.28125, + "epsilon_norm": 7.8397135734558105, + "prediction_norm": 7.071554183959961, + "timestamp": "2025-07-14T12:35:14.790738" + }, + { + "epoch": 2806, + "batch_idx": 160, + "loss": 0.2549861669540405, + "learning_rate": 0.0003499800468793623, + "timestep_mean": 525.28125, + "epsilon_norm": 7.5525360107421875, + "prediction_norm": 6.148519515991211, + "timestamp": "2025-07-14T12:35:14.795731" + }, + { + "epoch": 2806, + "batch_idx": 192, + "loss": 0.42056167125701904, + "learning_rate": 0.0003499800468793623, + "timestep_mean": 226.375, + "epsilon_norm": 4.386645793914795, + "prediction_norm": 2.8946595191955566, + "timestamp": "2025-07-14T12:35:14.801020" + }, + { + "epoch": 2807, + "batch_idx": 0, + "loss": 0.28088831901550293, + "learning_rate": 0.0003507294438902937, + "timestep_mean": 490.9375, + "epsilon_norm": 7.879375457763672, + "prediction_norm": 6.673208236694336, + "timestamp": "2025-07-14T12:35:14.806173" + }, + { + "epoch": 2807, + "batch_idx": 32, + "loss": 0.3363831043243408, + "learning_rate": 0.0003507294438902937, + "timestep_mean": 503.15625, + "epsilon_norm": 7.397973537445068, + "prediction_norm": 6.176229476928711, + "timestamp": "2025-07-14T12:35:14.811184" + }, + { + "epoch": 2807, + "batch_idx": 64, + "loss": 0.24957320094108582, + "learning_rate": 0.0003507294438902937, + "timestep_mean": 455.28125, + "epsilon_norm": 8.523836135864258, + "prediction_norm": 7.84724235534668, + "timestamp": "2025-07-14T12:35:14.816266" + }, + { + "epoch": 2807, + "batch_idx": 96, + "loss": 0.22135500609874725, + "learning_rate": 0.0003507294438902937, + "timestep_mean": 576.59375, + "epsilon_norm": 9.320240020751953, + "prediction_norm": 8.095232963562012, + "timestamp": "2025-07-14T12:35:14.821448" + }, + { + "epoch": 2807, + "batch_idx": 128, + "loss": 0.19106045365333557, + "learning_rate": 0.0003507294438902937, + "timestep_mean": 510.875, + "epsilon_norm": 7.919178485870361, + "prediction_norm": 7.395359516143799, + "timestamp": "2025-07-14T12:35:14.826539" + }, + { + "epoch": 2807, + "batch_idx": 160, + "loss": 0.46372976899147034, + "learning_rate": 0.0003507294438902937, + "timestep_mean": 452.375, + "epsilon_norm": 8.097421646118164, + "prediction_norm": 5.660942077636719, + "timestamp": "2025-07-14T12:35:14.832108" + }, + { + "epoch": 2807, + "batch_idx": 192, + "loss": 0.17634332180023193, + "learning_rate": 0.0003507294438902937, + "timestep_mean": 506.625, + "epsilon_norm": 4.787675857543945, + "prediction_norm": 4.699638843536377, + "timestamp": "2025-07-14T12:35:14.837541" + }, + { + "epoch": 2808, + "batch_idx": 0, + "loss": 0.23551440238952637, + "learning_rate": 0.00035147920921148323, + "timestep_mean": 448.75, + "epsilon_norm": 7.39199686050415, + "prediction_norm": 6.528806686401367, + "timestamp": "2025-07-14T12:35:14.842684" + }, + { + "epoch": 2808, + "batch_idx": 32, + "loss": 0.31285005807876587, + "learning_rate": 0.00035147920921148323, + "timestep_mean": 458.375, + "epsilon_norm": 8.099437713623047, + "prediction_norm": 6.313084125518799, + "timestamp": "2025-07-14T12:35:14.847872" + }, + { + "epoch": 2808, + "batch_idx": 64, + "loss": 0.3164752721786499, + "learning_rate": 0.00035147920921148323, + "timestep_mean": 565.09375, + "epsilon_norm": 8.85306167602539, + "prediction_norm": 7.799820899963379, + "timestamp": "2025-07-14T12:35:14.853017" + }, + { + "epoch": 2808, + "batch_idx": 96, + "loss": 0.15170817077159882, + "learning_rate": 0.00035147920921148323, + "timestep_mean": 571.46875, + "epsilon_norm": 7.946270942687988, + "prediction_norm": 6.9636759757995605, + "timestamp": "2025-07-14T12:35:14.858150" + }, + { + "epoch": 2808, + "batch_idx": 128, + "loss": 0.20253774523735046, + "learning_rate": 0.00035147920921148323, + "timestep_mean": 394.53125, + "epsilon_norm": 8.092151641845703, + "prediction_norm": 6.99570894241333, + "timestamp": "2025-07-14T12:35:14.863469" + }, + { + "epoch": 2808, + "batch_idx": 160, + "loss": 0.3128155469894409, + "learning_rate": 0.00035147920921148323, + "timestep_mean": 552.15625, + "epsilon_norm": 6.775115489959717, + "prediction_norm": 5.673010349273682, + "timestamp": "2025-07-14T12:35:14.868577" + }, + { + "epoch": 2808, + "batch_idx": 192, + "loss": 0.2834392189979553, + "learning_rate": 0.00035147920921148323, + "timestep_mean": 591.875, + "epsilon_norm": 5.2577009201049805, + "prediction_norm": 4.99235200881958, + "timestamp": "2025-07-14T12:35:14.873729" + }, + { + "epoch": 2809, + "batch_idx": 0, + "loss": 0.47012948989868164, + "learning_rate": 0.0003522293409929601, + "timestep_mean": 445.34375, + "epsilon_norm": 9.993647575378418, + "prediction_norm": 7.950355529785156, + "timestamp": "2025-07-14T12:35:14.878932" + }, + { + "epoch": 2809, + "batch_idx": 32, + "loss": 0.19062519073486328, + "learning_rate": 0.0003522293409929601, + "timestep_mean": 564.15625, + "epsilon_norm": 7.568249225616455, + "prediction_norm": 7.546050071716309, + "timestamp": "2025-07-14T12:35:14.884250" + }, + { + "epoch": 2809, + "batch_idx": 64, + "loss": 0.1876157969236374, + "learning_rate": 0.0003522293409929601, + "timestep_mean": 521.9375, + "epsilon_norm": 8.544949531555176, + "prediction_norm": 7.248082637786865, + "timestamp": "2025-07-14T12:35:14.889293" + }, + { + "epoch": 2809, + "batch_idx": 96, + "loss": 0.41835951805114746, + "learning_rate": 0.0003522293409929601, + "timestep_mean": 518.46875, + "epsilon_norm": 8.905050277709961, + "prediction_norm": 7.174017906188965, + "timestamp": "2025-07-14T12:35:14.894645" + }, + { + "epoch": 2809, + "batch_idx": 128, + "loss": 0.4245690107345581, + "learning_rate": 0.0003522293409929601, + "timestep_mean": 467.6875, + "epsilon_norm": 8.969151496887207, + "prediction_norm": 6.983208656311035, + "timestamp": "2025-07-14T12:35:14.899842" + }, + { + "epoch": 2809, + "batch_idx": 160, + "loss": 0.3674353361129761, + "learning_rate": 0.0003522293409929601, + "timestep_mean": 536.65625, + "epsilon_norm": 7.347067356109619, + "prediction_norm": 5.726297855377197, + "timestamp": "2025-07-14T12:35:14.904976" + }, + { + "epoch": 2809, + "batch_idx": 192, + "loss": 0.18660317361354828, + "learning_rate": 0.0003522293409929601, + "timestep_mean": 423.0, + "epsilon_norm": 2.8758182525634766, + "prediction_norm": 3.1496639251708984, + "timestamp": "2025-07-14T12:35:14.910191" + }, + { + "epoch": 2810, + "batch_idx": 0, + "loss": 0.40982627868652344, + "learning_rate": 0.00035297983738384907, + "timestep_mean": 378.40625, + "epsilon_norm": 8.674379348754883, + "prediction_norm": 7.051327228546143, + "timestamp": "2025-07-14T12:35:14.915431" + }, + { + "epoch": 2810, + "batch_idx": 32, + "loss": 0.14827275276184082, + "learning_rate": 0.00035297983738384907, + "timestep_mean": 433.5, + "epsilon_norm": 7.503171443939209, + "prediction_norm": 6.288136005401611, + "timestamp": "2025-07-14T12:35:14.920496" + }, + { + "epoch": 2810, + "batch_idx": 64, + "loss": 0.1794632375240326, + "learning_rate": 0.00035297983738384907, + "timestep_mean": 570.625, + "epsilon_norm": 8.482467651367188, + "prediction_norm": 7.8345489501953125, + "timestamp": "2025-07-14T12:35:14.925843" + }, + { + "epoch": 2810, + "batch_idx": 96, + "loss": 0.21684329211711884, + "learning_rate": 0.00035297983738384907, + "timestep_mean": 499.78125, + "epsilon_norm": 8.677844047546387, + "prediction_norm": 7.753745079040527, + "timestamp": "2025-07-14T12:35:14.930979" + }, + { + "epoch": 2810, + "batch_idx": 128, + "loss": 0.33391720056533813, + "learning_rate": 0.00035297983738384907, + "timestep_mean": 502.34375, + "epsilon_norm": 8.624882698059082, + "prediction_norm": 7.642632484436035, + "timestamp": "2025-07-14T12:35:14.936061" + }, + { + "epoch": 2810, + "batch_idx": 160, + "loss": 0.32327812910079956, + "learning_rate": 0.00035297983738384907, + "timestep_mean": 496.71875, + "epsilon_norm": 8.50749397277832, + "prediction_norm": 7.625040054321289, + "timestamp": "2025-07-14T12:35:14.941256" + }, + { + "epoch": 2810, + "batch_idx": 192, + "loss": 0.053058892488479614, + "learning_rate": 0.00035297983738384907, + "timestep_mean": 586.125, + "epsilon_norm": 3.119921922683716, + "prediction_norm": 3.113903522491455, + "timestamp": "2025-07-14T12:35:14.946426" + }, + { + "epoch": 2811, + "batch_idx": 0, + "loss": 0.28202542662620544, + "learning_rate": 0.0003537306965323736, + "timestep_mean": 591.96875, + "epsilon_norm": 8.370672225952148, + "prediction_norm": 7.062357425689697, + "timestamp": "2025-07-14T12:35:14.951494" + }, + { + "epoch": 2811, + "batch_idx": 32, + "loss": 0.4133903384208679, + "learning_rate": 0.0003537306965323736, + "timestep_mean": 416.46875, + "epsilon_norm": 7.967806816101074, + "prediction_norm": 6.194218158721924, + "timestamp": "2025-07-14T12:35:14.956657" + }, + { + "epoch": 2811, + "batch_idx": 64, + "loss": 0.2340202033519745, + "learning_rate": 0.0003537306965323736, + "timestep_mean": 544.28125, + "epsilon_norm": 7.307920455932617, + "prediction_norm": 6.034980773925781, + "timestamp": "2025-07-14T12:35:14.961825" + }, + { + "epoch": 2811, + "batch_idx": 96, + "loss": 0.224557027220726, + "learning_rate": 0.0003537306965323736, + "timestep_mean": 554.25, + "epsilon_norm": 7.1458282470703125, + "prediction_norm": 6.804294109344482, + "timestamp": "2025-07-14T12:35:14.966880" + }, + { + "epoch": 2811, + "batch_idx": 128, + "loss": 0.27327850461006165, + "learning_rate": 0.0003537306965323736, + "timestep_mean": 572.78125, + "epsilon_norm": 8.027556419372559, + "prediction_norm": 6.821296215057373, + "timestamp": "2025-07-14T12:35:14.972103" + }, + { + "epoch": 2811, + "batch_idx": 160, + "loss": 0.2207106351852417, + "learning_rate": 0.0003537306965323736, + "timestep_mean": 433.875, + "epsilon_norm": 8.197972297668457, + "prediction_norm": 7.221701622009277, + "timestamp": "2025-07-14T12:35:14.977217" + }, + { + "epoch": 2811, + "batch_idx": 192, + "loss": 0.6299564838409424, + "learning_rate": 0.0003537306965323736, + "timestep_mean": 353.125, + "epsilon_norm": 4.241063594818115, + "prediction_norm": 2.6110007762908936, + "timestamp": "2025-07-14T12:35:14.982339" + }, + { + "epoch": 2812, + "batch_idx": 0, + "loss": 0.2157491147518158, + "learning_rate": 0.0003544819165858647, + "timestep_mean": 541.96875, + "epsilon_norm": 8.350915908813477, + "prediction_norm": 7.554378509521484, + "timestamp": "2025-07-14T12:35:14.987662" + }, + { + "epoch": 2812, + "batch_idx": 32, + "loss": 0.2806887626647949, + "learning_rate": 0.0003544819165858647, + "timestep_mean": 482.96875, + "epsilon_norm": 7.919801712036133, + "prediction_norm": 6.771703720092773, + "timestamp": "2025-07-14T12:35:14.992996" + }, + { + "epoch": 2812, + "batch_idx": 64, + "loss": 0.29351168870925903, + "learning_rate": 0.0003544819165858647, + "timestep_mean": 397.375, + "epsilon_norm": 6.80569314956665, + "prediction_norm": 4.839521884918213, + "timestamp": "2025-07-14T12:35:14.997917" + }, + { + "epoch": 2812, + "batch_idx": 96, + "loss": 0.2993026375770569, + "learning_rate": 0.0003544819165858647, + "timestep_mean": 518.59375, + "epsilon_norm": 7.925017833709717, + "prediction_norm": 6.693542003631592, + "timestamp": "2025-07-14T12:35:15.002799" + }, + { + "epoch": 2812, + "batch_idx": 128, + "loss": 0.13997404277324677, + "learning_rate": 0.0003544819165858647, + "timestep_mean": 567.53125, + "epsilon_norm": 8.005254745483398, + "prediction_norm": 7.0185956954956055, + "timestamp": "2025-07-14T12:35:15.007636" + }, + { + "epoch": 2812, + "batch_idx": 160, + "loss": 0.28980565071105957, + "learning_rate": 0.0003544819165858647, + "timestep_mean": 565.625, + "epsilon_norm": 7.693258762359619, + "prediction_norm": 6.518763065338135, + "timestamp": "2025-07-14T12:35:15.012474" + }, + { + "epoch": 2812, + "batch_idx": 192, + "loss": 0.2390947937965393, + "learning_rate": 0.0003544819165858647, + "timestep_mean": 368.875, + "epsilon_norm": 3.1443326473236084, + "prediction_norm": 2.5237481594085693, + "timestamp": "2025-07-14T12:35:15.017495" + }, + { + "epoch": 2813, + "batch_idx": 0, + "loss": 0.31940338015556335, + "learning_rate": 0.00035523349569076094, + "timestep_mean": 578.34375, + "epsilon_norm": 7.388627052307129, + "prediction_norm": 6.513986587524414, + "timestamp": "2025-07-14T12:35:15.022330" + }, + { + "epoch": 2813, + "batch_idx": 32, + "loss": 0.23406276106834412, + "learning_rate": 0.00035523349569076094, + "timestep_mean": 455.28125, + "epsilon_norm": 6.136587619781494, + "prediction_norm": 4.575267791748047, + "timestamp": "2025-07-14T12:35:15.027230" + }, + { + "epoch": 2813, + "batch_idx": 64, + "loss": 0.33707594871520996, + "learning_rate": 0.00035523349569076094, + "timestep_mean": 526.5, + "epsilon_norm": 9.089438438415527, + "prediction_norm": 7.336996555328369, + "timestamp": "2025-07-14T12:35:15.032143" + }, + { + "epoch": 2813, + "batch_idx": 96, + "loss": 0.25849515199661255, + "learning_rate": 0.00035523349569076094, + "timestep_mean": 491.15625, + "epsilon_norm": 7.7866997718811035, + "prediction_norm": 6.89916467666626, + "timestamp": "2025-07-14T12:35:15.036995" + }, + { + "epoch": 2813, + "batch_idx": 128, + "loss": 0.23071640729904175, + "learning_rate": 0.00035523349569076094, + "timestep_mean": 515.5, + "epsilon_norm": 6.85491943359375, + "prediction_norm": 5.72451114654541, + "timestamp": "2025-07-14T12:35:15.041861" + }, + { + "epoch": 2813, + "batch_idx": 160, + "loss": 0.33182859420776367, + "learning_rate": 0.00035523349569076094, + "timestep_mean": 443.25, + "epsilon_norm": 7.930274486541748, + "prediction_norm": 6.285384654998779, + "timestamp": "2025-07-14T12:35:15.046834" + }, + { + "epoch": 2813, + "batch_idx": 192, + "loss": 0.2901065945625305, + "learning_rate": 0.00035523349569076094, + "timestep_mean": 596.875, + "epsilon_norm": 4.320590019226074, + "prediction_norm": 3.179588556289673, + "timestamp": "2025-07-14T12:35:15.051700" + }, + { + "epoch": 2814, + "batch_idx": 0, + "loss": 0.3053085505962372, + "learning_rate": 0.0003559854319926163, + "timestep_mean": 453.0625, + "epsilon_norm": 7.337045192718506, + "prediction_norm": 6.006092071533203, + "timestamp": "2025-07-14T12:35:15.056549" + }, + { + "epoch": 2814, + "batch_idx": 32, + "loss": 0.6708931922912598, + "learning_rate": 0.0003559854319926163, + "timestep_mean": 402.0, + "epsilon_norm": 8.66122817993164, + "prediction_norm": 6.023171901702881, + "timestamp": "2025-07-14T12:35:15.061462" + }, + { + "epoch": 2814, + "batch_idx": 64, + "loss": 0.37446409463882446, + "learning_rate": 0.0003559854319926163, + "timestep_mean": 518.71875, + "epsilon_norm": 8.353815078735352, + "prediction_norm": 5.94683837890625, + "timestamp": "2025-07-14T12:35:15.066367" + }, + { + "epoch": 2814, + "batch_idx": 96, + "loss": 0.2128431499004364, + "learning_rate": 0.0003559854319926163, + "timestep_mean": 539.09375, + "epsilon_norm": 9.204203605651855, + "prediction_norm": 8.143853187561035, + "timestamp": "2025-07-14T12:35:15.071457" + }, + { + "epoch": 2814, + "batch_idx": 128, + "loss": 0.21659345924854279, + "learning_rate": 0.0003559854319926163, + "timestep_mean": 493.3125, + "epsilon_norm": 8.76522159576416, + "prediction_norm": 7.752983093261719, + "timestamp": "2025-07-14T12:35:15.076409" + }, + { + "epoch": 2814, + "batch_idx": 160, + "loss": 0.35588863492012024, + "learning_rate": 0.0003559854319926163, + "timestep_mean": 546.96875, + "epsilon_norm": 8.360721588134766, + "prediction_norm": 6.519289970397949, + "timestamp": "2025-07-14T12:35:15.081383" + }, + { + "epoch": 2814, + "batch_idx": 192, + "loss": 0.226547971367836, + "learning_rate": 0.0003559854319926163, + "timestep_mean": 527.25, + "epsilon_norm": 3.7553791999816895, + "prediction_norm": 3.1177821159362793, + "timestamp": "2025-07-14T12:35:15.086327" + }, + { + "epoch": 2815, + "batch_idx": 0, + "loss": 0.14488936960697174, + "learning_rate": 0.00035673772363610165, + "timestep_mean": 601.125, + "epsilon_norm": 7.649186611175537, + "prediction_norm": 7.121052265167236, + "timestamp": "2025-07-14T12:35:15.091259" + }, + { + "epoch": 2815, + "batch_idx": 32, + "loss": 0.2101650834083557, + "learning_rate": 0.00035673772363610165, + "timestep_mean": 589.15625, + "epsilon_norm": 7.147970199584961, + "prediction_norm": 6.4216203689575195, + "timestamp": "2025-07-14T12:35:15.096226" + }, + { + "epoch": 2815, + "batch_idx": 64, + "loss": 0.20512285828590393, + "learning_rate": 0.00035673772363610165, + "timestep_mean": 442.5625, + "epsilon_norm": 7.602263450622559, + "prediction_norm": 6.475302696228027, + "timestamp": "2025-07-14T12:35:15.101180" + }, + { + "epoch": 2815, + "batch_idx": 96, + "loss": 0.13250119984149933, + "learning_rate": 0.00035673772363610165, + "timestep_mean": 586.15625, + "epsilon_norm": 8.11543083190918, + "prediction_norm": 7.82676887512207, + "timestamp": "2025-07-14T12:35:15.106073" + }, + { + "epoch": 2815, + "batch_idx": 128, + "loss": 0.2285434454679489, + "learning_rate": 0.00035673772363610165, + "timestep_mean": 494.15625, + "epsilon_norm": 8.504719734191895, + "prediction_norm": 7.369950771331787, + "timestamp": "2025-07-14T12:35:15.110977" + }, + { + "epoch": 2815, + "batch_idx": 160, + "loss": 0.22918999195098877, + "learning_rate": 0.00035673772363610165, + "timestep_mean": 429.84375, + "epsilon_norm": 7.818742275238037, + "prediction_norm": 7.389353275299072, + "timestamp": "2025-07-14T12:35:15.116066" + }, + { + "epoch": 2815, + "batch_idx": 192, + "loss": 1.0630004405975342, + "learning_rate": 0.00035673772363610165, + "timestep_mean": 427.875, + "epsilon_norm": 5.373281478881836, + "prediction_norm": 3.375577449798584, + "timestamp": "2025-07-14T12:35:15.121059" + }, + { + "epoch": 2816, + "batch_idx": 0, + "loss": 0.19744685292243958, + "learning_rate": 0.00035749036876501225, + "timestep_mean": 532.21875, + "epsilon_norm": 8.488322257995605, + "prediction_norm": 7.530005931854248, + "timestamp": "2025-07-14T12:35:15.126068" + }, + { + "epoch": 2816, + "batch_idx": 32, + "loss": 0.3076416850090027, + "learning_rate": 0.00035749036876501225, + "timestep_mean": 463.625, + "epsilon_norm": 6.693168640136719, + "prediction_norm": 5.994275093078613, + "timestamp": "2025-07-14T12:35:15.131012" + }, + { + "epoch": 2816, + "batch_idx": 64, + "loss": 0.27608412504196167, + "learning_rate": 0.00035749036876501225, + "timestep_mean": 460.21875, + "epsilon_norm": 8.450093269348145, + "prediction_norm": 8.056403160095215, + "timestamp": "2025-07-14T12:35:15.135932" + }, + { + "epoch": 2816, + "batch_idx": 96, + "loss": 0.29396793246269226, + "learning_rate": 0.00035749036876501225, + "timestep_mean": 481.5, + "epsilon_norm": 7.619867324829102, + "prediction_norm": 6.692037105560303, + "timestamp": "2025-07-14T12:35:15.140880" + }, + { + "epoch": 2816, + "batch_idx": 128, + "loss": 0.0924619510769844, + "learning_rate": 0.00035749036876501225, + "timestep_mean": 581.09375, + "epsilon_norm": 7.026611804962158, + "prediction_norm": 7.062796115875244, + "timestamp": "2025-07-14T12:35:15.146015" + }, + { + "epoch": 2816, + "batch_idx": 160, + "loss": 0.19652758538722992, + "learning_rate": 0.00035749036876501225, + "timestep_mean": 475.53125, + "epsilon_norm": 8.32120132446289, + "prediction_norm": 8.021967887878418, + "timestamp": "2025-07-14T12:35:15.151006" + }, + { + "epoch": 2816, + "batch_idx": 192, + "loss": 0.40247777104377747, + "learning_rate": 0.00035749036876501225, + "timestep_mean": 458.25, + "epsilon_norm": 4.360269546508789, + "prediction_norm": 3.684943914413452, + "timestamp": "2025-07-14T12:35:15.155990" + }, + { + "epoch": 2817, + "batch_idx": 0, + "loss": 0.3456301689147949, + "learning_rate": 0.00035824336552227234, + "timestep_mean": 462.4375, + "epsilon_norm": 7.739124298095703, + "prediction_norm": 5.863372802734375, + "timestamp": "2025-07-14T12:35:15.160871" + }, + { + "epoch": 2817, + "batch_idx": 32, + "loss": 0.20005479454994202, + "learning_rate": 0.00035824336552227234, + "timestep_mean": 567.40625, + "epsilon_norm": 7.59184455871582, + "prediction_norm": 6.847257137298584, + "timestamp": "2025-07-14T12:35:15.165730" + }, + { + "epoch": 2817, + "batch_idx": 64, + "loss": 0.21259388327598572, + "learning_rate": 0.00035824336552227234, + "timestep_mean": 566.625, + "epsilon_norm": 7.854424476623535, + "prediction_norm": 6.589629173278809, + "timestamp": "2025-07-14T12:35:15.170645" + }, + { + "epoch": 2817, + "batch_idx": 96, + "loss": 0.3348143994808197, + "learning_rate": 0.00035824336552227234, + "timestep_mean": 507.28125, + "epsilon_norm": 7.810064792633057, + "prediction_norm": 6.150611877441406, + "timestamp": "2025-07-14T12:35:15.175592" + }, + { + "epoch": 2817, + "batch_idx": 128, + "loss": 0.22616112232208252, + "learning_rate": 0.00035824336552227234, + "timestep_mean": 465.875, + "epsilon_norm": 8.905694961547852, + "prediction_norm": 7.441643238067627, + "timestamp": "2025-07-14T12:35:15.180469" + }, + { + "epoch": 2817, + "batch_idx": 160, + "loss": 0.39107227325439453, + "learning_rate": 0.00035824336552227234, + "timestep_mean": 439.90625, + "epsilon_norm": 7.346696376800537, + "prediction_norm": 4.990085601806641, + "timestamp": "2025-07-14T12:35:15.185402" + }, + { + "epoch": 2817, + "batch_idx": 192, + "loss": 0.3123658299446106, + "learning_rate": 0.00035824336552227234, + "timestep_mean": 415.875, + "epsilon_norm": 4.321906566619873, + "prediction_norm": 2.858149766921997, + "timestamp": "2025-07-14T12:35:15.190238" + }, + { + "epoch": 2818, + "batch_idx": 0, + "loss": 0.3367433249950409, + "learning_rate": 0.000358996712049936, + "timestep_mean": 506.03125, + "epsilon_norm": 7.891545295715332, + "prediction_norm": 6.561638832092285, + "timestamp": "2025-07-14T12:35:15.195246" + }, + { + "epoch": 2818, + "batch_idx": 32, + "loss": 0.3514619767665863, + "learning_rate": 0.000358996712049936, + "timestep_mean": 459.5, + "epsilon_norm": 7.355288505554199, + "prediction_norm": 5.365832805633545, + "timestamp": "2025-07-14T12:35:15.200092" + }, + { + "epoch": 2818, + "batch_idx": 64, + "loss": 0.43104490637779236, + "learning_rate": 0.000358996712049936, + "timestep_mean": 505.21875, + "epsilon_norm": 8.186799049377441, + "prediction_norm": 6.360253810882568, + "timestamp": "2025-07-14T12:35:15.205135" + }, + { + "epoch": 2818, + "batch_idx": 96, + "loss": 0.2853888273239136, + "learning_rate": 0.000358996712049936, + "timestep_mean": 451.46875, + "epsilon_norm": 7.9320759773254395, + "prediction_norm": 6.216497898101807, + "timestamp": "2025-07-14T12:35:15.209936" + }, + { + "epoch": 2818, + "batch_idx": 128, + "loss": 0.2682369351387024, + "learning_rate": 0.000358996712049936, + "timestep_mean": 570.9375, + "epsilon_norm": 8.667231559753418, + "prediction_norm": 7.225162029266357, + "timestamp": "2025-07-14T12:35:15.214762" + }, + { + "epoch": 2818, + "batch_idx": 160, + "loss": 0.2742154896259308, + "learning_rate": 0.000358996712049936, + "timestep_mean": 554.0625, + "epsilon_norm": 6.67658805847168, + "prediction_norm": 5.897466659545898, + "timestamp": "2025-07-14T12:35:15.219552" + }, + { + "epoch": 2818, + "batch_idx": 192, + "loss": 0.32070392370224, + "learning_rate": 0.000358996712049936, + "timestep_mean": 514.0, + "epsilon_norm": 4.431947231292725, + "prediction_norm": 3.6501052379608154, + "timestamp": "2025-07-14T12:35:15.224394" + }, + { + "epoch": 2819, + "batch_idx": 0, + "loss": 0.32735663652420044, + "learning_rate": 0.00035975040648919586, + "timestep_mean": 489.59375, + "epsilon_norm": 7.4924092292785645, + "prediction_norm": 5.653780460357666, + "timestamp": "2025-07-14T12:35:15.229251" + }, + { + "epoch": 2819, + "batch_idx": 32, + "loss": 0.4671667218208313, + "learning_rate": 0.00035975040648919586, + "timestep_mean": 521.875, + "epsilon_norm": 8.210251808166504, + "prediction_norm": 5.594256401062012, + "timestamp": "2025-07-14T12:35:15.234103" + }, + { + "epoch": 2819, + "batch_idx": 64, + "loss": 0.201450914144516, + "learning_rate": 0.00035975040648919586, + "timestep_mean": 506.34375, + "epsilon_norm": 6.7548956871032715, + "prediction_norm": 6.212207317352295, + "timestamp": "2025-07-14T12:35:15.239009" + }, + { + "epoch": 2819, + "batch_idx": 96, + "loss": 0.205514594912529, + "learning_rate": 0.00035975040648919586, + "timestep_mean": 455.8125, + "epsilon_norm": 8.326798439025879, + "prediction_norm": 7.591692924499512, + "timestamp": "2025-07-14T12:35:15.243865" + }, + { + "epoch": 2819, + "batch_idx": 128, + "loss": 0.43403559923171997, + "learning_rate": 0.00035975040648919586, + "timestep_mean": 515.59375, + "epsilon_norm": 8.39551067352295, + "prediction_norm": 6.610182762145996, + "timestamp": "2025-07-14T12:35:15.248788" + }, + { + "epoch": 2819, + "batch_idx": 160, + "loss": 0.29221516847610474, + "learning_rate": 0.00035975040648919586, + "timestep_mean": 406.09375, + "epsilon_norm": 7.315358638763428, + "prediction_norm": 5.885079860687256, + "timestamp": "2025-07-14T12:35:15.253619" + }, + { + "epoch": 2819, + "batch_idx": 192, + "loss": 0.46031424403190613, + "learning_rate": 0.00035975040648919586, + "timestep_mean": 512.5, + "epsilon_norm": 5.0091400146484375, + "prediction_norm": 3.9810843467712402, + "timestamp": "2025-07-14T12:35:15.258483" + }, + { + "epoch": 2820, + "batch_idx": 0, + "loss": 0.16315720975399017, + "learning_rate": 0.00036050444698038596, + "timestep_mean": 565.96875, + "epsilon_norm": 7.0027995109558105, + "prediction_norm": 6.264611721038818, + "timestamp": "2025-07-14T12:35:15.263760" + }, + { + "epoch": 2820, + "batch_idx": 32, + "loss": 0.12933263182640076, + "learning_rate": 0.00036050444698038596, + "timestep_mean": 601.65625, + "epsilon_norm": 7.910480976104736, + "prediction_norm": 7.28444242477417, + "timestamp": "2025-07-14T12:35:15.268883" + }, + { + "epoch": 2820, + "batch_idx": 64, + "loss": 0.28555697202682495, + "learning_rate": 0.00036050444698038596, + "timestep_mean": 450.15625, + "epsilon_norm": 7.976048469543457, + "prediction_norm": 6.6108880043029785, + "timestamp": "2025-07-14T12:35:15.274009" + }, + { + "epoch": 2820, + "batch_idx": 96, + "loss": 0.2008906453847885, + "learning_rate": 0.00036050444698038596, + "timestep_mean": 527.75, + "epsilon_norm": 7.621091365814209, + "prediction_norm": 6.591189861297607, + "timestamp": "2025-07-14T12:35:15.279130" + }, + { + "epoch": 2820, + "batch_idx": 128, + "loss": 0.2144896239042282, + "learning_rate": 0.00036050444698038596, + "timestep_mean": 516.3125, + "epsilon_norm": 6.7293572425842285, + "prediction_norm": 6.060027122497559, + "timestamp": "2025-07-14T12:35:15.284373" + }, + { + "epoch": 2820, + "batch_idx": 160, + "loss": 0.1971498429775238, + "learning_rate": 0.00036050444698038596, + "timestep_mean": 464.15625, + "epsilon_norm": 6.209665298461914, + "prediction_norm": 5.921021938323975, + "timestamp": "2025-07-14T12:35:15.289690" + }, + { + "epoch": 2820, + "batch_idx": 192, + "loss": 0.2793724536895752, + "learning_rate": 0.00036050444698038596, + "timestep_mean": 503.25, + "epsilon_norm": 3.20853853225708, + "prediction_norm": 3.0739269256591797, + "timestamp": "2025-07-14T12:35:15.294706" + }, + { + "epoch": 2821, + "batch_idx": 0, + "loss": 0.3233935236930847, + "learning_rate": 0.00036125883166298673, + "timestep_mean": 495.15625, + "epsilon_norm": 8.899632453918457, + "prediction_norm": 7.466492176055908, + "timestamp": "2025-07-14T12:35:15.299870" + }, + { + "epoch": 2821, + "batch_idx": 32, + "loss": 0.260248601436615, + "learning_rate": 0.00036125883166298673, + "timestep_mean": 496.875, + "epsilon_norm": 7.970520973205566, + "prediction_norm": 6.5938191413879395, + "timestamp": "2025-07-14T12:35:15.305067" + }, + { + "epoch": 2821, + "batch_idx": 64, + "loss": 0.1933913677930832, + "learning_rate": 0.00036125883166298673, + "timestep_mean": 464.5, + "epsilon_norm": 6.6796417236328125, + "prediction_norm": 5.837567329406738, + "timestamp": "2025-07-14T12:35:15.310347" + }, + { + "epoch": 2821, + "batch_idx": 96, + "loss": 0.29163381457328796, + "learning_rate": 0.00036125883166298673, + "timestep_mean": 456.5625, + "epsilon_norm": 7.607641220092773, + "prediction_norm": 6.267848491668701, + "timestamp": "2025-07-14T12:35:15.315508" + }, + { + "epoch": 2821, + "batch_idx": 128, + "loss": 0.27299052476882935, + "learning_rate": 0.00036125883166298673, + "timestep_mean": 504.21875, + "epsilon_norm": 8.380390167236328, + "prediction_norm": 7.562715530395508, + "timestamp": "2025-07-14T12:35:15.320728" + }, + { + "epoch": 2821, + "batch_idx": 160, + "loss": 0.3382997512817383, + "learning_rate": 0.00036125883166298673, + "timestep_mean": 502.09375, + "epsilon_norm": 6.7928643226623535, + "prediction_norm": 5.808373928070068, + "timestamp": "2025-07-14T12:35:15.325731" + }, + { + "epoch": 2821, + "batch_idx": 192, + "loss": 0.14135697484016418, + "learning_rate": 0.00036125883166298673, + "timestep_mean": 741.125, + "epsilon_norm": 2.9591610431671143, + "prediction_norm": 2.6860668659210205, + "timestamp": "2025-07-14T12:35:15.330825" + }, + { + "epoch": 2822, + "batch_idx": 0, + "loss": 0.31646108627319336, + "learning_rate": 0.00036201355867562774, + "timestep_mean": 506.90625, + "epsilon_norm": 7.9810709953308105, + "prediction_norm": 6.553152561187744, + "timestamp": "2025-07-14T12:35:15.335844" + }, + { + "epoch": 2822, + "batch_idx": 32, + "loss": 0.41123124957084656, + "learning_rate": 0.00036201355867562774, + "timestep_mean": 389.6875, + "epsilon_norm": 7.684757232666016, + "prediction_norm": 6.261230945587158, + "timestamp": "2025-07-14T12:35:15.340957" + }, + { + "epoch": 2822, + "batch_idx": 64, + "loss": 0.1454055905342102, + "learning_rate": 0.00036201355867562774, + "timestep_mean": 467.53125, + "epsilon_norm": 7.10439920425415, + "prediction_norm": 6.088613510131836, + "timestamp": "2025-07-14T12:35:15.346154" + }, + { + "epoch": 2822, + "batch_idx": 96, + "loss": 0.1649501621723175, + "learning_rate": 0.00036201355867562774, + "timestep_mean": 538.25, + "epsilon_norm": 6.751548767089844, + "prediction_norm": 6.0324578285217285, + "timestamp": "2025-07-14T12:35:15.351226" + }, + { + "epoch": 2822, + "batch_idx": 128, + "loss": 0.17940181493759155, + "learning_rate": 0.00036201355867562774, + "timestep_mean": 488.34375, + "epsilon_norm": 7.666299343109131, + "prediction_norm": 7.19480562210083, + "timestamp": "2025-07-14T12:35:15.356464" + }, + { + "epoch": 2822, + "batch_idx": 160, + "loss": 0.24031062424182892, + "learning_rate": 0.00036201355867562774, + "timestep_mean": 511.96875, + "epsilon_norm": 6.77171516418457, + "prediction_norm": 5.73974609375, + "timestamp": "2025-07-14T12:35:15.361650" + }, + { + "epoch": 2822, + "batch_idx": 192, + "loss": 0.12469466775655746, + "learning_rate": 0.00036201355867562774, + "timestep_mean": 352.0, + "epsilon_norm": 2.7372021675109863, + "prediction_norm": 2.3709967136383057, + "timestamp": "2025-07-14T12:35:15.366662" + }, + { + "epoch": 2823, + "batch_idx": 0, + "loss": 0.19573360681533813, + "learning_rate": 0.0003627686261560962, + "timestep_mean": 514.0625, + "epsilon_norm": 7.446896553039551, + "prediction_norm": 6.768309593200684, + "timestamp": "2025-07-14T12:35:15.371961" + }, + { + "epoch": 2823, + "batch_idx": 32, + "loss": 0.13461366295814514, + "learning_rate": 0.0003627686261560962, + "timestep_mean": 524.125, + "epsilon_norm": 6.720388889312744, + "prediction_norm": 6.524646759033203, + "timestamp": "2025-07-14T12:35:15.377064" + }, + { + "epoch": 2823, + "batch_idx": 64, + "loss": 0.2259034961462021, + "learning_rate": 0.0003627686261560962, + "timestep_mean": 524.9375, + "epsilon_norm": 7.542304515838623, + "prediction_norm": 6.713181495666504, + "timestamp": "2025-07-14T12:35:15.382251" + }, + { + "epoch": 2823, + "batch_idx": 96, + "loss": 0.26091068983078003, + "learning_rate": 0.0003627686261560962, + "timestep_mean": 463.40625, + "epsilon_norm": 8.964670181274414, + "prediction_norm": 7.837019443511963, + "timestamp": "2025-07-14T12:35:15.387434" + }, + { + "epoch": 2823, + "batch_idx": 128, + "loss": 0.13074888288974762, + "learning_rate": 0.0003627686261560962, + "timestep_mean": 577.4375, + "epsilon_norm": 8.778911590576172, + "prediction_norm": 8.00892448425293, + "timestamp": "2025-07-14T12:35:15.392759" + }, + { + "epoch": 2823, + "batch_idx": 160, + "loss": 0.1888250857591629, + "learning_rate": 0.0003627686261560962, + "timestep_mean": 554.0625, + "epsilon_norm": 7.955528736114502, + "prediction_norm": 7.0276994705200195, + "timestamp": "2025-07-14T12:35:15.397869" + }, + { + "epoch": 2823, + "batch_idx": 192, + "loss": 0.05202432721853256, + "learning_rate": 0.0003627686261560962, + "timestep_mean": 587.125, + "epsilon_norm": 4.161458969116211, + "prediction_norm": 4.1450419425964355, + "timestamp": "2025-07-14T12:35:15.402995" + }, + { + "epoch": 2824, + "batch_idx": 0, + "loss": 0.22682085633277893, + "learning_rate": 0.0003635240322413383, + "timestep_mean": 406.3125, + "epsilon_norm": 8.939107894897461, + "prediction_norm": 7.480410575866699, + "timestamp": "2025-07-14T12:35:15.407945" + }, + { + "epoch": 2824, + "batch_idx": 32, + "loss": 0.3552604913711548, + "learning_rate": 0.0003635240322413383, + "timestep_mean": 466.34375, + "epsilon_norm": 8.390230178833008, + "prediction_norm": 6.59552526473999, + "timestamp": "2025-07-14T12:35:15.412812" + }, + { + "epoch": 2824, + "batch_idx": 64, + "loss": 0.2552470266819, + "learning_rate": 0.0003635240322413383, + "timestep_mean": 535.96875, + "epsilon_norm": 7.992809772491455, + "prediction_norm": 6.447845935821533, + "timestamp": "2025-07-14T12:35:15.418078" + }, + { + "epoch": 2824, + "batch_idx": 96, + "loss": 0.2898545563220978, + "learning_rate": 0.0003635240322413383, + "timestep_mean": 512.90625, + "epsilon_norm": 7.65742826461792, + "prediction_norm": 5.74272346496582, + "timestamp": "2025-07-14T12:35:15.423359" + }, + { + "epoch": 2824, + "batch_idx": 128, + "loss": 0.32992982864379883, + "learning_rate": 0.0003635240322413383, + "timestep_mean": 448.9375, + "epsilon_norm": 8.080282211303711, + "prediction_norm": 6.128116130828857, + "timestamp": "2025-07-14T12:35:15.428496" + }, + { + "epoch": 2824, + "batch_idx": 160, + "loss": 0.17920425534248352, + "learning_rate": 0.0003635240322413383, + "timestep_mean": 512.25, + "epsilon_norm": 7.755082607269287, + "prediction_norm": 6.657456398010254, + "timestamp": "2025-07-14T12:35:15.433765" + }, + { + "epoch": 2824, + "batch_idx": 192, + "loss": 0.27617165446281433, + "learning_rate": 0.0003635240322413383, + "timestep_mean": 540.125, + "epsilon_norm": 4.1219282150268555, + "prediction_norm": 3.267077922821045, + "timestamp": "2025-07-14T12:35:15.438897" + }, + { + "epoch": 2825, + "batch_idx": 0, + "loss": 0.1854557991027832, + "learning_rate": 0.0003642797750674638, + "timestep_mean": 539.3125, + "epsilon_norm": 8.783342361450195, + "prediction_norm": 7.727192401885986, + "timestamp": "2025-07-14T12:35:15.444150" + }, + { + "epoch": 2825, + "batch_idx": 32, + "loss": 0.29621565341949463, + "learning_rate": 0.0003642797750674638, + "timestep_mean": 491.5, + "epsilon_norm": 7.741011142730713, + "prediction_norm": 6.707038879394531, + "timestamp": "2025-07-14T12:35:15.449393" + }, + { + "epoch": 2825, + "batch_idx": 64, + "loss": 0.38869258761405945, + "learning_rate": 0.0003642797750674638, + "timestep_mean": 463.25, + "epsilon_norm": 8.19125747680664, + "prediction_norm": 6.573586940765381, + "timestamp": "2025-07-14T12:35:15.454570" + }, + { + "epoch": 2825, + "batch_idx": 96, + "loss": 0.07176858186721802, + "learning_rate": 0.0003642797750674638, + "timestep_mean": 557.21875, + "epsilon_norm": 7.458338260650635, + "prediction_norm": 6.783841609954834, + "timestamp": "2025-07-14T12:35:15.459679" + }, + { + "epoch": 2825, + "batch_idx": 128, + "loss": 0.307078093290329, + "learning_rate": 0.0003642797750674638, + "timestep_mean": 567.21875, + "epsilon_norm": 8.543668746948242, + "prediction_norm": 6.716522693634033, + "timestamp": "2025-07-14T12:35:15.465006" + }, + { + "epoch": 2825, + "batch_idx": 160, + "loss": 0.20418381690979004, + "learning_rate": 0.0003642797750674638, + "timestep_mean": 524.25, + "epsilon_norm": 6.4760565757751465, + "prediction_norm": 5.584286212921143, + "timestamp": "2025-07-14T12:35:15.470143" + }, + { + "epoch": 2825, + "batch_idx": 192, + "loss": 0.26885098218917847, + "learning_rate": 0.0003642797750674638, + "timestep_mean": 601.0, + "epsilon_norm": 3.532167673110962, + "prediction_norm": 2.9789159297943115, + "timestamp": "2025-07-14T12:35:15.475407" + }, + { + "epoch": 2826, + "batch_idx": 0, + "loss": 0.25771021842956543, + "learning_rate": 0.00036503585276975264, + "timestep_mean": 518.75, + "epsilon_norm": 8.32208251953125, + "prediction_norm": 7.265315532684326, + "timestamp": "2025-07-14T12:35:15.480678" + }, + { + "epoch": 2826, + "batch_idx": 32, + "loss": 0.2463449239730835, + "learning_rate": 0.00036503585276975264, + "timestep_mean": 525.3125, + "epsilon_norm": 7.667903900146484, + "prediction_norm": 6.833347797393799, + "timestamp": "2025-07-14T12:35:15.485898" + }, + { + "epoch": 2826, + "batch_idx": 64, + "loss": 0.2581908404827118, + "learning_rate": 0.00036503585276975264, + "timestep_mean": 423.53125, + "epsilon_norm": 7.420419692993164, + "prediction_norm": 5.931341171264648, + "timestamp": "2025-07-14T12:35:15.490932" + }, + { + "epoch": 2826, + "batch_idx": 96, + "loss": 0.12414959818124771, + "learning_rate": 0.00036503585276975264, + "timestep_mean": 594.1875, + "epsilon_norm": 8.048896789550781, + "prediction_norm": 7.260865211486816, + "timestamp": "2025-07-14T12:35:15.496190" + }, + { + "epoch": 2826, + "batch_idx": 128, + "loss": 0.28008314967155457, + "learning_rate": 0.00036503585276975264, + "timestep_mean": 461.25, + "epsilon_norm": 7.333484649658203, + "prediction_norm": 6.639583110809326, + "timestamp": "2025-07-14T12:35:15.501278" + }, + { + "epoch": 2826, + "batch_idx": 160, + "loss": 0.37188270688056946, + "learning_rate": 0.00036503585276975264, + "timestep_mean": 508.8125, + "epsilon_norm": 8.301145553588867, + "prediction_norm": 6.536392688751221, + "timestamp": "2025-07-14T12:35:15.506334" + }, + { + "epoch": 2826, + "batch_idx": 192, + "loss": 0.4056047797203064, + "learning_rate": 0.00036503585276975264, + "timestep_mean": 496.0, + "epsilon_norm": 4.300710201263428, + "prediction_norm": 3.6136209964752197, + "timestamp": "2025-07-14T12:35:15.511440" + }, + { + "epoch": 2827, + "batch_idx": 0, + "loss": 0.14266344904899597, + "learning_rate": 0.00036579226348265847, + "timestep_mean": 572.875, + "epsilon_norm": 6.885909557342529, + "prediction_norm": 5.944647789001465, + "timestamp": "2025-07-14T12:35:15.516604" + }, + { + "epoch": 2827, + "batch_idx": 32, + "loss": 0.4947396516799927, + "learning_rate": 0.00036579226348265847, + "timestep_mean": 484.0625, + "epsilon_norm": 8.986052513122559, + "prediction_norm": 6.723264694213867, + "timestamp": "2025-07-14T12:35:15.521914" + }, + { + "epoch": 2827, + "batch_idx": 64, + "loss": 0.4394788146018982, + "learning_rate": 0.00036579226348265847, + "timestep_mean": 430.09375, + "epsilon_norm": 9.063060760498047, + "prediction_norm": 7.183493614196777, + "timestamp": "2025-07-14T12:35:15.527209" + }, + { + "epoch": 2827, + "batch_idx": 96, + "loss": 0.15122845768928528, + "learning_rate": 0.00036579226348265847, + "timestep_mean": 527.1875, + "epsilon_norm": 7.683912754058838, + "prediction_norm": 6.7319817543029785, + "timestamp": "2025-07-14T12:35:15.532370" + }, + { + "epoch": 2827, + "batch_idx": 128, + "loss": 0.4561563730239868, + "learning_rate": 0.00036579226348265847, + "timestep_mean": 478.9375, + "epsilon_norm": 8.83291244506836, + "prediction_norm": 7.790671348571777, + "timestamp": "2025-07-14T12:35:15.537420" + }, + { + "epoch": 2827, + "batch_idx": 160, + "loss": 0.2532883584499359, + "learning_rate": 0.00036579226348265847, + "timestep_mean": 461.75, + "epsilon_norm": 7.6545329093933105, + "prediction_norm": 6.838597297668457, + "timestamp": "2025-07-14T12:35:15.542798" + }, + { + "epoch": 2827, + "batch_idx": 192, + "loss": 0.10932131856679916, + "learning_rate": 0.00036579226348265847, + "timestep_mean": 611.375, + "epsilon_norm": 3.567699432373047, + "prediction_norm": 3.6406009197235107, + "timestamp": "2025-07-14T12:35:15.547785" + }, + { + "epoch": 2828, + "batch_idx": 0, + "loss": 0.4318356215953827, + "learning_rate": 0.000366549005339813, + "timestep_mean": 510.6875, + "epsilon_norm": 7.8270792961120605, + "prediction_norm": 6.202173233032227, + "timestamp": "2025-07-14T12:35:15.552961" + }, + { + "epoch": 2828, + "batch_idx": 32, + "loss": 0.32149553298950195, + "learning_rate": 0.000366549005339813, + "timestep_mean": 506.28125, + "epsilon_norm": 8.009523391723633, + "prediction_norm": 7.014162063598633, + "timestamp": "2025-07-14T12:35:15.558146" + }, + { + "epoch": 2828, + "batch_idx": 64, + "loss": 0.48118531703948975, + "learning_rate": 0.000366549005339813, + "timestep_mean": 439.0625, + "epsilon_norm": 7.657478332519531, + "prediction_norm": 5.373754024505615, + "timestamp": "2025-07-14T12:35:15.563474" + }, + { + "epoch": 2828, + "batch_idx": 96, + "loss": 0.12283673882484436, + "learning_rate": 0.000366549005339813, + "timestep_mean": 610.375, + "epsilon_norm": 8.615057945251465, + "prediction_norm": 8.698806762695312, + "timestamp": "2025-07-14T12:35:15.568603" + }, + { + "epoch": 2828, + "batch_idx": 128, + "loss": 0.4372815191745758, + "learning_rate": 0.000366549005339813, + "timestep_mean": 385.875, + "epsilon_norm": 8.550633430480957, + "prediction_norm": 6.6970930099487305, + "timestamp": "2025-07-14T12:35:15.573861" + }, + { + "epoch": 2828, + "batch_idx": 160, + "loss": 0.2276567667722702, + "learning_rate": 0.000366549005339813, + "timestep_mean": 497.75, + "epsilon_norm": 8.233470916748047, + "prediction_norm": 7.106259822845459, + "timestamp": "2025-07-14T12:35:15.579026" + }, + { + "epoch": 2828, + "batch_idx": 192, + "loss": 0.20275871455669403, + "learning_rate": 0.000366549005339813, + "timestep_mean": 572.875, + "epsilon_norm": 4.442187786102295, + "prediction_norm": 4.13268518447876, + "timestamp": "2025-07-14T12:35:15.584199" + }, + { + "epoch": 2829, + "batch_idx": 0, + "loss": 0.530073881149292, + "learning_rate": 0.0003673060764740308, + "timestep_mean": 437.0625, + "epsilon_norm": 8.09022331237793, + "prediction_norm": 6.138092994689941, + "timestamp": "2025-07-14T12:35:15.589407" + }, + { + "epoch": 2829, + "batch_idx": 32, + "loss": 0.2880713641643524, + "learning_rate": 0.0003673060764740308, + "timestep_mean": 588.78125, + "epsilon_norm": 8.420394897460938, + "prediction_norm": 7.383309364318848, + "timestamp": "2025-07-14T12:35:15.594568" + }, + { + "epoch": 2829, + "batch_idx": 64, + "loss": 0.15897974371910095, + "learning_rate": 0.0003673060764740308, + "timestep_mean": 528.125, + "epsilon_norm": 7.711885929107666, + "prediction_norm": 7.0501275062561035, + "timestamp": "2025-07-14T12:35:15.599626" + }, + { + "epoch": 2829, + "batch_idx": 96, + "loss": 0.47184300422668457, + "learning_rate": 0.0003673060764740308, + "timestep_mean": 419.1875, + "epsilon_norm": 8.75765323638916, + "prediction_norm": 6.581873416900635, + "timestamp": "2025-07-14T12:35:15.604858" + }, + { + "epoch": 2829, + "batch_idx": 128, + "loss": 0.32655957341194153, + "learning_rate": 0.0003673060764740308, + "timestep_mean": 533.1875, + "epsilon_norm": 9.419785499572754, + "prediction_norm": 7.439058780670166, + "timestamp": "2025-07-14T12:35:15.609965" + }, + { + "epoch": 2829, + "batch_idx": 160, + "loss": 0.2769778370857239, + "learning_rate": 0.0003673060764740308, + "timestep_mean": 497.34375, + "epsilon_norm": 7.679352283477783, + "prediction_norm": 6.697351932525635, + "timestamp": "2025-07-14T12:35:15.615123" + }, + { + "epoch": 2829, + "batch_idx": 192, + "loss": 0.29680293798446655, + "learning_rate": 0.0003673060764740308, + "timestep_mean": 459.625, + "epsilon_norm": 4.068239212036133, + "prediction_norm": 3.3408477306365967, + "timestamp": "2025-07-14T12:35:15.620313" + }, + { + "epoch": 2830, + "batch_idx": 0, + "loss": 0.46818122267723083, + "learning_rate": 0.0003680634750173143, + "timestep_mean": 481.59375, + "epsilon_norm": 7.91200590133667, + "prediction_norm": 6.1533427238464355, + "timestamp": "2025-07-14T12:35:15.625671" + }, + { + "epoch": 2830, + "batch_idx": 32, + "loss": 0.26479166746139526, + "learning_rate": 0.0003680634750173143, + "timestep_mean": 532.96875, + "epsilon_norm": 8.551898956298828, + "prediction_norm": 7.596141815185547, + "timestamp": "2025-07-14T12:35:15.630813" + }, + { + "epoch": 2830, + "batch_idx": 64, + "loss": 0.17004533112049103, + "learning_rate": 0.0003680634750173143, + "timestep_mean": 512.6875, + "epsilon_norm": 7.750368118286133, + "prediction_norm": 6.708733558654785, + "timestamp": "2025-07-14T12:35:15.636065" + }, + { + "epoch": 2830, + "batch_idx": 96, + "loss": 0.36509281396865845, + "learning_rate": 0.0003680634750173143, + "timestep_mean": 530.5625, + "epsilon_norm": 8.642413139343262, + "prediction_norm": 6.808588027954102, + "timestamp": "2025-07-14T12:35:15.641233" + }, + { + "epoch": 2830, + "batch_idx": 128, + "loss": 0.30282148718833923, + "learning_rate": 0.0003680634750173143, + "timestep_mean": 417.25, + "epsilon_norm": 8.334139823913574, + "prediction_norm": 6.642773151397705, + "timestamp": "2025-07-14T12:35:15.646355" + }, + { + "epoch": 2830, + "batch_idx": 160, + "loss": 0.31030595302581787, + "learning_rate": 0.0003680634750173143, + "timestep_mean": 500.9375, + "epsilon_norm": 8.283369064331055, + "prediction_norm": 6.869301795959473, + "timestamp": "2025-07-14T12:35:15.651598" + }, + { + "epoch": 2830, + "batch_idx": 192, + "loss": 0.7664011716842651, + "learning_rate": 0.0003680634750173143, + "timestep_mean": 314.0, + "epsilon_norm": 5.049469947814941, + "prediction_norm": 3.0145809650421143, + "timestamp": "2025-07-14T12:35:15.656744" + }, + { + "epoch": 2831, + "batch_idx": 0, + "loss": 0.34439027309417725, + "learning_rate": 0.00036882119910085806, + "timestep_mean": 538.625, + "epsilon_norm": 7.303602695465088, + "prediction_norm": 5.824850559234619, + "timestamp": "2025-07-14T12:35:15.661889" + }, + { + "epoch": 2831, + "batch_idx": 32, + "loss": 0.1685405820608139, + "learning_rate": 0.00036882119910085806, + "timestep_mean": 596.09375, + "epsilon_norm": 8.54223918914795, + "prediction_norm": 7.8636016845703125, + "timestamp": "2025-07-14T12:35:15.667242" + }, + { + "epoch": 2831, + "batch_idx": 64, + "loss": 0.1386447548866272, + "learning_rate": 0.00036882119910085806, + "timestep_mean": 523.9375, + "epsilon_norm": 7.308549880981445, + "prediction_norm": 6.468632698059082, + "timestamp": "2025-07-14T12:35:15.672437" + }, + { + "epoch": 2831, + "batch_idx": 96, + "loss": 0.1396632194519043, + "learning_rate": 0.00036882119910085806, + "timestep_mean": 516.125, + "epsilon_norm": 7.262071132659912, + "prediction_norm": 6.579044818878174, + "timestamp": "2025-07-14T12:35:15.677540" + }, + { + "epoch": 2831, + "batch_idx": 128, + "loss": 0.34529000520706177, + "learning_rate": 0.00036882119910085806, + "timestep_mean": 499.9375, + "epsilon_norm": 8.372709274291992, + "prediction_norm": 7.606731414794922, + "timestamp": "2025-07-14T12:35:15.682730" + }, + { + "epoch": 2831, + "batch_idx": 160, + "loss": 0.22856369614601135, + "learning_rate": 0.00036882119910085806, + "timestep_mean": 486.1875, + "epsilon_norm": 8.73121166229248, + "prediction_norm": 7.674673557281494, + "timestamp": "2025-07-14T12:35:15.687903" + }, + { + "epoch": 2831, + "batch_idx": 192, + "loss": 0.38528159260749817, + "learning_rate": 0.00036882119910085806, + "timestep_mean": 391.75, + "epsilon_norm": 3.7584805488586426, + "prediction_norm": 3.450791358947754, + "timestamp": "2025-07-14T12:35:15.692949" + }, + { + "epoch": 2832, + "batch_idx": 0, + "loss": 0.3399890065193176, + "learning_rate": 0.00036957924685505255, + "timestep_mean": 488.3125, + "epsilon_norm": 8.410968780517578, + "prediction_norm": 6.465134620666504, + "timestamp": "2025-07-14T12:35:15.698165" + }, + { + "epoch": 2832, + "batch_idx": 32, + "loss": 0.3035859763622284, + "learning_rate": 0.00036957924685505255, + "timestep_mean": 548.53125, + "epsilon_norm": 7.679002285003662, + "prediction_norm": 6.451423168182373, + "timestamp": "2025-07-14T12:35:15.703332" + }, + { + "epoch": 2832, + "batch_idx": 64, + "loss": 0.3361072540283203, + "learning_rate": 0.00036957924685505255, + "timestep_mean": 417.375, + "epsilon_norm": 7.680271148681641, + "prediction_norm": 6.018054008483887, + "timestamp": "2025-07-14T12:35:15.708173" + }, + { + "epoch": 2832, + "batch_idx": 96, + "loss": 0.33462902903556824, + "learning_rate": 0.00036957924685505255, + "timestep_mean": 477.21875, + "epsilon_norm": 7.157009124755859, + "prediction_norm": 6.217471599578857, + "timestamp": "2025-07-14T12:35:15.713176" + }, + { + "epoch": 2832, + "batch_idx": 128, + "loss": 0.1293288767337799, + "learning_rate": 0.00036957924685505255, + "timestep_mean": 594.25, + "epsilon_norm": 9.277149200439453, + "prediction_norm": 8.583126068115234, + "timestamp": "2025-07-14T12:35:15.718049" + }, + { + "epoch": 2832, + "batch_idx": 160, + "loss": 0.15749382972717285, + "learning_rate": 0.00036957924685505255, + "timestep_mean": 517.1875, + "epsilon_norm": 6.829709053039551, + "prediction_norm": 6.157012939453125, + "timestamp": "2025-07-14T12:35:15.722846" + }, + { + "epoch": 2832, + "batch_idx": 192, + "loss": 0.2224128693342209, + "learning_rate": 0.00036957924685505255, + "timestep_mean": 385.125, + "epsilon_norm": 2.608511209487915, + "prediction_norm": 2.606189250946045, + "timestamp": "2025-07-14T12:35:15.727732" + }, + { + "epoch": 2833, + "batch_idx": 0, + "loss": 0.2155749499797821, + "learning_rate": 0.0003703376164094903, + "timestep_mean": 591.4375, + "epsilon_norm": 7.827582836151123, + "prediction_norm": 7.462778091430664, + "timestamp": "2025-07-14T12:35:15.732614" + }, + { + "epoch": 2833, + "batch_idx": 32, + "loss": 0.19621901214122772, + "learning_rate": 0.0003703376164094903, + "timestep_mean": 553.5, + "epsilon_norm": 7.422875881195068, + "prediction_norm": 6.411311626434326, + "timestamp": "2025-07-14T12:35:15.737464" + }, + { + "epoch": 2833, + "batch_idx": 64, + "loss": 0.21780163049697876, + "learning_rate": 0.0003703376164094903, + "timestep_mean": 470.8125, + "epsilon_norm": 7.861071586608887, + "prediction_norm": 6.35894775390625, + "timestamp": "2025-07-14T12:35:15.742390" + }, + { + "epoch": 2833, + "batch_idx": 96, + "loss": 0.3227412700653076, + "learning_rate": 0.0003703376164094903, + "timestep_mean": 527.40625, + "epsilon_norm": 8.065850257873535, + "prediction_norm": 6.252252578735352, + "timestamp": "2025-07-14T12:35:15.747418" + }, + { + "epoch": 2833, + "batch_idx": 128, + "loss": 0.0880739688873291, + "learning_rate": 0.0003703376164094903, + "timestep_mean": 555.125, + "epsilon_norm": 8.413281440734863, + "prediction_norm": 7.623112678527832, + "timestamp": "2025-07-14T12:35:15.752300" + }, + { + "epoch": 2833, + "batch_idx": 160, + "loss": 0.5464649200439453, + "learning_rate": 0.0003703376164094903, + "timestep_mean": 528.59375, + "epsilon_norm": 7.66322660446167, + "prediction_norm": 5.593082427978516, + "timestamp": "2025-07-14T12:35:15.757219" + }, + { + "epoch": 2833, + "batch_idx": 192, + "loss": 0.03240657597780228, + "learning_rate": 0.0003703376164094903, + "timestep_mean": 730.125, + "epsilon_norm": 2.6697323322296143, + "prediction_norm": 2.8406178951263428, + "timestamp": "2025-07-14T12:35:15.762099" + }, + { + "epoch": 2834, + "batch_idx": 0, + "loss": 0.23558035492897034, + "learning_rate": 0.000371096305892971, + "timestep_mean": 459.5, + "epsilon_norm": 7.8265838623046875, + "prediction_norm": 6.315855979919434, + "timestamp": "2025-07-14T12:35:15.767062" + }, + { + "epoch": 2834, + "batch_idx": 32, + "loss": 0.2073378562927246, + "learning_rate": 0.000371096305892971, + "timestep_mean": 492.4375, + "epsilon_norm": 7.731133460998535, + "prediction_norm": 6.522706508636475, + "timestamp": "2025-07-14T12:35:15.771961" + }, + { + "epoch": 2834, + "batch_idx": 64, + "loss": 0.25521689653396606, + "learning_rate": 0.000371096305892971, + "timestep_mean": 539.875, + "epsilon_norm": 6.506800651550293, + "prediction_norm": 5.006854057312012, + "timestamp": "2025-07-14T12:35:15.776786" + }, + { + "epoch": 2834, + "batch_idx": 96, + "loss": 0.1274530440568924, + "learning_rate": 0.000371096305892971, + "timestep_mean": 504.96875, + "epsilon_norm": 7.955506324768066, + "prediction_norm": 7.193660259246826, + "timestamp": "2025-07-14T12:35:15.781661" + }, + { + "epoch": 2834, + "batch_idx": 128, + "loss": 0.21784205734729767, + "learning_rate": 0.000371096305892971, + "timestep_mean": 457.53125, + "epsilon_norm": 7.683332920074463, + "prediction_norm": 6.719261169433594, + "timestamp": "2025-07-14T12:35:15.786552" + }, + { + "epoch": 2834, + "batch_idx": 160, + "loss": 0.3099585771560669, + "learning_rate": 0.000371096305892971, + "timestep_mean": 475.46875, + "epsilon_norm": 8.29151439666748, + "prediction_norm": 6.683414459228516, + "timestamp": "2025-07-14T12:35:15.791417" + }, + { + "epoch": 2834, + "batch_idx": 192, + "loss": 0.2602689862251282, + "learning_rate": 0.000371096305892971, + "timestep_mean": 527.625, + "epsilon_norm": 2.5360000133514404, + "prediction_norm": 2.3367834091186523, + "timestamp": "2025-07-14T12:35:15.796211" + }, + { + "epoch": 2835, + "batch_idx": 0, + "loss": 0.2754638195037842, + "learning_rate": 0.0003718553134335026, + "timestep_mean": 484.78125, + "epsilon_norm": 7.481594562530518, + "prediction_norm": 6.162106990814209, + "timestamp": "2025-07-14T12:35:15.801148" + }, + { + "epoch": 2835, + "batch_idx": 32, + "loss": 0.267464280128479, + "learning_rate": 0.0003718553134335026, + "timestep_mean": 515.25, + "epsilon_norm": 9.207518577575684, + "prediction_norm": 8.371562004089355, + "timestamp": "2025-07-14T12:35:15.805988" + }, + { + "epoch": 2835, + "batch_idx": 64, + "loss": 0.27010130882263184, + "learning_rate": 0.0003718553134335026, + "timestep_mean": 496.1875, + "epsilon_norm": 8.60584545135498, + "prediction_norm": 7.598509788513184, + "timestamp": "2025-07-14T12:35:15.810863" + }, + { + "epoch": 2835, + "batch_idx": 96, + "loss": 0.28696271777153015, + "learning_rate": 0.0003718553134335026, + "timestep_mean": 535.9375, + "epsilon_norm": 8.602255821228027, + "prediction_norm": 7.323748588562012, + "timestamp": "2025-07-14T12:35:15.815670" + }, + { + "epoch": 2835, + "batch_idx": 128, + "loss": 0.2492106705904007, + "learning_rate": 0.0003718553134335026, + "timestep_mean": 500.875, + "epsilon_norm": 8.638238906860352, + "prediction_norm": 6.879655361175537, + "timestamp": "2025-07-14T12:35:15.820503" + }, + { + "epoch": 2835, + "batch_idx": 160, + "loss": 0.2506476938724518, + "learning_rate": 0.0003718553134335026, + "timestep_mean": 526.875, + "epsilon_norm": 8.324348449707031, + "prediction_norm": 6.972523212432861, + "timestamp": "2025-07-14T12:35:15.825498" + }, + { + "epoch": 2835, + "batch_idx": 192, + "loss": 0.1244765967130661, + "learning_rate": 0.0003718553134335026, + "timestep_mean": 457.25, + "epsilon_norm": 3.775470733642578, + "prediction_norm": 3.4589250087738037, + "timestamp": "2025-07-14T12:35:15.830413" + }, + { + "epoch": 2836, + "batch_idx": 0, + "loss": 0.28585389256477356, + "learning_rate": 0.0003726146371583098, + "timestep_mean": 502.28125, + "epsilon_norm": 7.545804977416992, + "prediction_norm": 6.24019193649292, + "timestamp": "2025-07-14T12:35:15.835468" + }, + { + "epoch": 2836, + "batch_idx": 32, + "loss": 0.16172587871551514, + "learning_rate": 0.0003726146371583098, + "timestep_mean": 495.4375, + "epsilon_norm": 8.473566055297852, + "prediction_norm": 7.247059345245361, + "timestamp": "2025-07-14T12:35:15.840552" + }, + { + "epoch": 2836, + "batch_idx": 64, + "loss": 0.20502391457557678, + "learning_rate": 0.0003726146371583098, + "timestep_mean": 546.71875, + "epsilon_norm": 8.427193641662598, + "prediction_norm": 7.621517181396484, + "timestamp": "2025-07-14T12:35:15.845644" + }, + { + "epoch": 2836, + "batch_idx": 96, + "loss": 0.2248738706111908, + "learning_rate": 0.0003726146371583098, + "timestep_mean": 520.84375, + "epsilon_norm": 7.280000686645508, + "prediction_norm": 6.405783176422119, + "timestamp": "2025-07-14T12:35:15.850837" + }, + { + "epoch": 2836, + "batch_idx": 128, + "loss": 0.35285675525665283, + "learning_rate": 0.0003726146371583098, + "timestep_mean": 457.65625, + "epsilon_norm": 7.926976680755615, + "prediction_norm": 6.325715065002441, + "timestamp": "2025-07-14T12:35:15.855936" + }, + { + "epoch": 2836, + "batch_idx": 160, + "loss": 0.3589221239089966, + "learning_rate": 0.0003726146371583098, + "timestep_mean": 469.875, + "epsilon_norm": 8.373812675476074, + "prediction_norm": 7.253232955932617, + "timestamp": "2025-07-14T12:35:15.861156" + }, + { + "epoch": 2836, + "batch_idx": 192, + "loss": 0.310052752494812, + "learning_rate": 0.0003726146371583098, + "timestep_mean": 514.375, + "epsilon_norm": 4.988543510437012, + "prediction_norm": 4.193291187286377, + "timestamp": "2025-07-14T12:35:15.866236" + }, + { + "epoch": 2837, + "batch_idx": 0, + "loss": 0.2859623432159424, + "learning_rate": 0.0003733742751938368, + "timestep_mean": 495.625, + "epsilon_norm": 7.692845821380615, + "prediction_norm": 6.670872211456299, + "timestamp": "2025-07-14T12:35:15.871370" + }, + { + "epoch": 2837, + "batch_idx": 32, + "loss": 0.24042852222919464, + "learning_rate": 0.0003733742751938368, + "timestep_mean": 496.8125, + "epsilon_norm": 7.318385124206543, + "prediction_norm": 5.932100296020508, + "timestamp": "2025-07-14T12:35:15.876506" + }, + { + "epoch": 2837, + "batch_idx": 64, + "loss": 0.1603107899427414, + "learning_rate": 0.0003733742751938368, + "timestep_mean": 582.4375, + "epsilon_norm": 7.704962730407715, + "prediction_norm": 7.255630970001221, + "timestamp": "2025-07-14T12:35:15.881716" + }, + { + "epoch": 2837, + "batch_idx": 96, + "loss": 0.2167091965675354, + "learning_rate": 0.0003733742751938368, + "timestep_mean": 480.8125, + "epsilon_norm": 8.091485977172852, + "prediction_norm": 7.286481857299805, + "timestamp": "2025-07-14T12:35:15.886860" + }, + { + "epoch": 2837, + "batch_idx": 128, + "loss": 0.3248811662197113, + "learning_rate": 0.0003733742751938368, + "timestep_mean": 545.03125, + "epsilon_norm": 7.99492883682251, + "prediction_norm": 6.066136837005615, + "timestamp": "2025-07-14T12:35:15.891856" + }, + { + "epoch": 2837, + "batch_idx": 160, + "loss": 0.3019312024116516, + "learning_rate": 0.0003733742751938368, + "timestep_mean": 493.21875, + "epsilon_norm": 7.699489593505859, + "prediction_norm": 6.301064968109131, + "timestamp": "2025-07-14T12:35:15.896801" + }, + { + "epoch": 2837, + "batch_idx": 192, + "loss": 0.2167610228061676, + "learning_rate": 0.0003733742751938368, + "timestep_mean": 593.25, + "epsilon_norm": 4.985299587249756, + "prediction_norm": 4.247271537780762, + "timestamp": "2025-07-14T12:35:15.901929" + }, + { + "epoch": 2838, + "batch_idx": 0, + "loss": 0.14232298731803894, + "learning_rate": 0.00037413422566575267, + "timestep_mean": 510.5625, + "epsilon_norm": 7.5847907066345215, + "prediction_norm": 7.74271297454834, + "timestamp": "2025-07-14T12:35:15.907055" + }, + { + "epoch": 2838, + "batch_idx": 32, + "loss": 0.2197956144809723, + "learning_rate": 0.00037413422566575267, + "timestep_mean": 544.5, + "epsilon_norm": 8.841917991638184, + "prediction_norm": 8.239053726196289, + "timestamp": "2025-07-14T12:35:15.912260" + }, + { + "epoch": 2838, + "batch_idx": 64, + "loss": 0.5106161832809448, + "learning_rate": 0.00037413422566575267, + "timestep_mean": 481.0625, + "epsilon_norm": 8.712519645690918, + "prediction_norm": 7.113710403442383, + "timestamp": "2025-07-14T12:35:15.917487" + }, + { + "epoch": 2838, + "batch_idx": 96, + "loss": 0.43489712476730347, + "learning_rate": 0.00037413422566575267, + "timestep_mean": 515.125, + "epsilon_norm": 8.031578063964844, + "prediction_norm": 6.585275173187256, + "timestamp": "2025-07-14T12:35:15.922659" + }, + { + "epoch": 2838, + "batch_idx": 128, + "loss": 0.3373972773551941, + "learning_rate": 0.00037413422566575267, + "timestep_mean": 438.71875, + "epsilon_norm": 6.841410160064697, + "prediction_norm": 5.617948055267334, + "timestamp": "2025-07-14T12:35:15.927922" + }, + { + "epoch": 2838, + "batch_idx": 160, + "loss": 0.2165006697177887, + "learning_rate": 0.00037413422566575267, + "timestep_mean": 571.75, + "epsilon_norm": 9.03567886352539, + "prediction_norm": 8.321805000305176, + "timestamp": "2025-07-14T12:35:15.933281" + }, + { + "epoch": 2838, + "batch_idx": 192, + "loss": 0.19435834884643555, + "learning_rate": 0.00037413422566575267, + "timestep_mean": 464.875, + "epsilon_norm": 3.785753011703491, + "prediction_norm": 3.393117904663086, + "timestamp": "2025-07-14T12:35:15.938551" + }, + { + "epoch": 2839, + "batch_idx": 0, + "loss": 0.37926995754241943, + "learning_rate": 0.0003748944866989539, + "timestep_mean": 510.4375, + "epsilon_norm": 6.852599620819092, + "prediction_norm": 5.775565147399902, + "timestamp": "2025-07-14T12:35:15.943919" + }, + { + "epoch": 2839, + "batch_idx": 32, + "loss": 0.3802815079689026, + "learning_rate": 0.0003748944866989539, + "timestep_mean": 423.0625, + "epsilon_norm": 7.7044172286987305, + "prediction_norm": 6.547565460205078, + "timestamp": "2025-07-14T12:35:15.949152" + }, + { + "epoch": 2839, + "batch_idx": 64, + "loss": 0.17075061798095703, + "learning_rate": 0.0003748944866989539, + "timestep_mean": 517.0, + "epsilon_norm": 7.574464797973633, + "prediction_norm": 7.1047492027282715, + "timestamp": "2025-07-14T12:35:15.954339" + }, + { + "epoch": 2839, + "batch_idx": 96, + "loss": 0.17642351984977722, + "learning_rate": 0.0003748944866989539, + "timestep_mean": 564.34375, + "epsilon_norm": 7.038501262664795, + "prediction_norm": 6.136530876159668, + "timestamp": "2025-07-14T12:35:15.959590" + }, + { + "epoch": 2839, + "batch_idx": 128, + "loss": 0.29428285360336304, + "learning_rate": 0.0003748944866989539, + "timestep_mean": 464.75, + "epsilon_norm": 7.454473972320557, + "prediction_norm": 6.027009010314941, + "timestamp": "2025-07-14T12:35:15.964668" + }, + { + "epoch": 2839, + "batch_idx": 160, + "loss": 0.19679643213748932, + "learning_rate": 0.0003748944866989539, + "timestep_mean": 502.1875, + "epsilon_norm": 7.194705009460449, + "prediction_norm": 6.316269874572754, + "timestamp": "2025-07-14T12:35:15.969826" + }, + { + "epoch": 2839, + "batch_idx": 192, + "loss": 0.4387194514274597, + "learning_rate": 0.0003748944866989539, + "timestep_mean": 403.75, + "epsilon_norm": 4.198215007781982, + "prediction_norm": 3.4358739852905273, + "timestamp": "2025-07-14T12:35:15.974982" + }, + { + "epoch": 2840, + "batch_idx": 0, + "loss": 0.45620226860046387, + "learning_rate": 0.00037565505641757327, + "timestep_mean": 562.6875, + "epsilon_norm": 8.068690299987793, + "prediction_norm": 5.8594183921813965, + "timestamp": "2025-07-14T12:35:15.980234" + }, + { + "epoch": 2840, + "batch_idx": 32, + "loss": 0.21463294327259064, + "learning_rate": 0.00037565505641757327, + "timestep_mean": 437.96875, + "epsilon_norm": 6.391630172729492, + "prediction_norm": 6.002038955688477, + "timestamp": "2025-07-14T12:35:15.985385" + }, + { + "epoch": 2840, + "batch_idx": 64, + "loss": 0.09338783472776413, + "learning_rate": 0.00037565505641757327, + "timestep_mean": 586.34375, + "epsilon_norm": 7.963030815124512, + "prediction_norm": 7.261363983154297, + "timestamp": "2025-07-14T12:35:15.990517" + }, + { + "epoch": 2840, + "batch_idx": 96, + "loss": 0.23377718031406403, + "learning_rate": 0.00037565505641757327, + "timestep_mean": 475.375, + "epsilon_norm": 7.832399845123291, + "prediction_norm": 6.689317226409912, + "timestamp": "2025-07-14T12:35:15.995606" + }, + { + "epoch": 2840, + "batch_idx": 128, + "loss": 0.42147332429885864, + "learning_rate": 0.00037565505641757327, + "timestep_mean": 464.78125, + "epsilon_norm": 9.012925148010254, + "prediction_norm": 7.1493916511535645, + "timestamp": "2025-07-14T12:35:16.000658" + }, + { + "epoch": 2840, + "batch_idx": 160, + "loss": 0.6030181646347046, + "learning_rate": 0.00037565505641757327, + "timestep_mean": 371.09375, + "epsilon_norm": 8.297748565673828, + "prediction_norm": 6.008217811584473, + "timestamp": "2025-07-14T12:35:16.005744" + }, + { + "epoch": 2840, + "batch_idx": 192, + "loss": 0.24181410670280457, + "learning_rate": 0.00037565505641757327, + "timestep_mean": 501.75, + "epsilon_norm": 5.167621612548828, + "prediction_norm": 4.045815944671631, + "timestamp": "2025-07-14T12:35:16.010727" + }, + { + "epoch": 2841, + "batch_idx": 0, + "loss": 0.15836000442504883, + "learning_rate": 0.0003764159329449806, + "timestep_mean": 542.40625, + "epsilon_norm": 8.6662015914917, + "prediction_norm": 7.7289719581604, + "timestamp": "2025-07-14T12:35:16.015886" + }, + { + "epoch": 2841, + "batch_idx": 32, + "loss": 0.48889413475990295, + "learning_rate": 0.0003764159329449806, + "timestep_mean": 567.1875, + "epsilon_norm": 9.254778861999512, + "prediction_norm": 7.617154121398926, + "timestamp": "2025-07-14T12:35:16.021121" + }, + { + "epoch": 2841, + "batch_idx": 64, + "loss": 0.33000293374061584, + "learning_rate": 0.0003764159329449806, + "timestep_mean": 481.15625, + "epsilon_norm": 8.449355125427246, + "prediction_norm": 6.922522068023682, + "timestamp": "2025-07-14T12:35:16.026289" + }, + { + "epoch": 2841, + "batch_idx": 96, + "loss": 0.29257702827453613, + "learning_rate": 0.0003764159329449806, + "timestep_mean": 469.21875, + "epsilon_norm": 8.540426254272461, + "prediction_norm": 7.440252780914307, + "timestamp": "2025-07-14T12:35:16.031411" + }, + { + "epoch": 2841, + "batch_idx": 128, + "loss": 0.22519400715827942, + "learning_rate": 0.0003764159329449806, + "timestep_mean": 537.125, + "epsilon_norm": 7.743433475494385, + "prediction_norm": 7.410181522369385, + "timestamp": "2025-07-14T12:35:16.036644" + }, + { + "epoch": 2841, + "batch_idx": 160, + "loss": 0.1905023157596588, + "learning_rate": 0.0003764159329449806, + "timestep_mean": 508.125, + "epsilon_norm": 7.91876745223999, + "prediction_norm": 7.190797328948975, + "timestamp": "2025-07-14T12:35:16.041854" + }, + { + "epoch": 2841, + "batch_idx": 192, + "loss": 0.13520124554634094, + "learning_rate": 0.0003764159329449806, + "timestep_mean": 495.75, + "epsilon_norm": 3.67924427986145, + "prediction_norm": 3.2476155757904053, + "timestamp": "2025-07-14T12:35:16.047080" + }, + { + "epoch": 2842, + "batch_idx": 0, + "loss": 0.22150063514709473, + "learning_rate": 0.00037717711440378785, + "timestep_mean": 359.78125, + "epsilon_norm": 7.048937797546387, + "prediction_norm": 5.651988506317139, + "timestamp": "2025-07-14T12:35:16.052232" + }, + { + "epoch": 2842, + "batch_idx": 32, + "loss": 0.12435580044984818, + "learning_rate": 0.00037717711440378785, + "timestep_mean": 510.09375, + "epsilon_norm": 7.231339931488037, + "prediction_norm": 6.346043586730957, + "timestamp": "2025-07-14T12:35:16.057375" + }, + { + "epoch": 2842, + "batch_idx": 64, + "loss": 0.1299346685409546, + "learning_rate": 0.00037717711440378785, + "timestep_mean": 537.34375, + "epsilon_norm": 7.234219074249268, + "prediction_norm": 7.365020751953125, + "timestamp": "2025-07-14T12:35:16.062469" + }, + { + "epoch": 2842, + "batch_idx": 96, + "loss": 0.19867613911628723, + "learning_rate": 0.00037717711440378785, + "timestep_mean": 524.90625, + "epsilon_norm": 7.417142868041992, + "prediction_norm": 6.163015842437744, + "timestamp": "2025-07-14T12:35:16.067730" + }, + { + "epoch": 2842, + "batch_idx": 128, + "loss": 0.39308303594589233, + "learning_rate": 0.00037717711440378785, + "timestep_mean": 394.1875, + "epsilon_norm": 8.502232551574707, + "prediction_norm": 6.72250509262085, + "timestamp": "2025-07-14T12:35:16.072829" + }, + { + "epoch": 2842, + "batch_idx": 160, + "loss": 0.23900365829467773, + "learning_rate": 0.00037717711440378785, + "timestep_mean": 490.09375, + "epsilon_norm": 7.938724517822266, + "prediction_norm": 6.609907627105713, + "timestamp": "2025-07-14T12:35:16.077888" + }, + { + "epoch": 2842, + "batch_idx": 192, + "loss": 0.027414482086896896, + "learning_rate": 0.00037717711440378785, + "timestep_mean": 655.875, + "epsilon_norm": 2.5167460441589355, + "prediction_norm": 1.9898285865783691, + "timestamp": "2025-07-14T12:35:16.083106" + }, + { + "epoch": 2843, + "batch_idx": 0, + "loss": 0.38730669021606445, + "learning_rate": 0.0003779385989158558, + "timestep_mean": 428.09375, + "epsilon_norm": 8.163278579711914, + "prediction_norm": 6.2963104248046875, + "timestamp": "2025-07-14T12:35:16.088407" + }, + { + "epoch": 2843, + "batch_idx": 32, + "loss": 0.4268268942832947, + "learning_rate": 0.0003779385989158558, + "timestep_mean": 454.4375, + "epsilon_norm": 7.764284610748291, + "prediction_norm": 6.326881408691406, + "timestamp": "2025-07-14T12:35:16.093495" + }, + { + "epoch": 2843, + "batch_idx": 64, + "loss": 0.5428056716918945, + "learning_rate": 0.0003779385989158558, + "timestep_mean": 533.46875, + "epsilon_norm": 8.76651668548584, + "prediction_norm": 7.393239974975586, + "timestamp": "2025-07-14T12:35:16.098735" + }, + { + "epoch": 2843, + "batch_idx": 96, + "loss": 0.3232958912849426, + "learning_rate": 0.0003779385989158558, + "timestep_mean": 441.25, + "epsilon_norm": 8.140995025634766, + "prediction_norm": 7.1580963134765625, + "timestamp": "2025-07-14T12:35:16.103849" + }, + { + "epoch": 2843, + "batch_idx": 128, + "loss": 0.21572920680046082, + "learning_rate": 0.0003779385989158558, + "timestep_mean": 579.90625, + "epsilon_norm": 8.044029235839844, + "prediction_norm": 6.827436447143555, + "timestamp": "2025-07-14T12:35:16.108984" + }, + { + "epoch": 2843, + "batch_idx": 160, + "loss": 0.29488009214401245, + "learning_rate": 0.0003779385989158558, + "timestep_mean": 407.46875, + "epsilon_norm": 8.819718360900879, + "prediction_norm": 7.170325756072998, + "timestamp": "2025-07-14T12:35:16.114057" + }, + { + "epoch": 2843, + "batch_idx": 192, + "loss": 0.5538849830627441, + "learning_rate": 0.0003779385989158558, + "timestep_mean": 546.25, + "epsilon_norm": 3.889902353286743, + "prediction_norm": 2.651772975921631, + "timestamp": "2025-07-14T12:35:16.119202" + }, + { + "epoch": 2844, + "batch_idx": 0, + "loss": 0.15552057325839996, + "learning_rate": 0.0003787003846022967, + "timestep_mean": 531.5, + "epsilon_norm": 7.948922634124756, + "prediction_norm": 7.331881999969482, + "timestamp": "2025-07-14T12:35:16.124377" + }, + { + "epoch": 2844, + "batch_idx": 32, + "loss": 0.37828993797302246, + "learning_rate": 0.0003787003846022967, + "timestep_mean": 411.9375, + "epsilon_norm": 7.412331581115723, + "prediction_norm": 6.049206733703613, + "timestamp": "2025-07-14T12:35:16.129528" + }, + { + "epoch": 2844, + "batch_idx": 64, + "loss": 0.35755831003189087, + "learning_rate": 0.0003787003846022967, + "timestep_mean": 531.5625, + "epsilon_norm": 7.8328094482421875, + "prediction_norm": 6.477061748504639, + "timestamp": "2025-07-14T12:35:16.134687" + }, + { + "epoch": 2844, + "batch_idx": 96, + "loss": 0.2591893672943115, + "learning_rate": 0.0003787003846022967, + "timestep_mean": 466.96875, + "epsilon_norm": 7.763804912567139, + "prediction_norm": 7.014894008636475, + "timestamp": "2025-07-14T12:35:16.139787" + }, + { + "epoch": 2844, + "batch_idx": 128, + "loss": 0.1624373197555542, + "learning_rate": 0.0003787003846022967, + "timestep_mean": 486.1875, + "epsilon_norm": 7.26138162612915, + "prediction_norm": 6.630845069885254, + "timestamp": "2025-07-14T12:35:16.144940" + }, + { + "epoch": 2844, + "batch_idx": 160, + "loss": 0.2071891725063324, + "learning_rate": 0.0003787003846022967, + "timestep_mean": 528.53125, + "epsilon_norm": 7.906866073608398, + "prediction_norm": 7.5299391746521, + "timestamp": "2025-07-14T12:35:16.150076" + }, + { + "epoch": 2844, + "batch_idx": 192, + "loss": 0.3130451738834381, + "learning_rate": 0.0003787003846022967, + "timestep_mean": 408.375, + "epsilon_norm": 3.2246387004852295, + "prediction_norm": 2.914536952972412, + "timestamp": "2025-07-14T12:35:16.155138" + }, + { + "epoch": 2845, + "batch_idx": 0, + "loss": 0.20157860219478607, + "learning_rate": 0.00037946246958348154, + "timestep_mean": 550.5625, + "epsilon_norm": 7.943063735961914, + "prediction_norm": 7.8559770584106445, + "timestamp": "2025-07-14T12:35:16.160386" + }, + { + "epoch": 2845, + "batch_idx": 32, + "loss": 0.3811344504356384, + "learning_rate": 0.00037946246958348154, + "timestep_mean": 406.15625, + "epsilon_norm": 8.202865600585938, + "prediction_norm": 5.996580123901367, + "timestamp": "2025-07-14T12:35:16.165644" + }, + { + "epoch": 2845, + "batch_idx": 64, + "loss": 0.375450074672699, + "learning_rate": 0.00037946246958348154, + "timestep_mean": 433.28125, + "epsilon_norm": 9.28679084777832, + "prediction_norm": 7.626001834869385, + "timestamp": "2025-07-14T12:35:16.170781" + }, + { + "epoch": 2845, + "batch_idx": 96, + "loss": 0.2746292054653168, + "learning_rate": 0.00037946246958348154, + "timestep_mean": 476.625, + "epsilon_norm": 7.138264179229736, + "prediction_norm": 5.901297092437744, + "timestamp": "2025-07-14T12:35:16.176126" + }, + { + "epoch": 2845, + "batch_idx": 128, + "loss": 0.21335528790950775, + "learning_rate": 0.00037946246958348154, + "timestep_mean": 557.3125, + "epsilon_norm": 7.275962829589844, + "prediction_norm": 6.36779260635376, + "timestamp": "2025-07-14T12:35:16.181222" + }, + { + "epoch": 2845, + "batch_idx": 160, + "loss": 0.3862181305885315, + "learning_rate": 0.00037946246958348154, + "timestep_mean": 443.53125, + "epsilon_norm": 7.832514762878418, + "prediction_norm": 6.001264572143555, + "timestamp": "2025-07-14T12:35:16.186284" + }, + { + "epoch": 2845, + "batch_idx": 192, + "loss": 0.12613950669765472, + "learning_rate": 0.00037946246958348154, + "timestep_mean": 629.625, + "epsilon_norm": 3.8151628971099854, + "prediction_norm": 3.677863836288452, + "timestamp": "2025-07-14T12:35:16.191385" + }, + { + "epoch": 2846, + "batch_idx": 0, + "loss": 0.15348824858665466, + "learning_rate": 0.00038022485197903986, + "timestep_mean": 611.09375, + "epsilon_norm": 7.23082971572876, + "prediction_norm": 6.448085784912109, + "timestamp": "2025-07-14T12:35:16.196784" + }, + { + "epoch": 2846, + "batch_idx": 32, + "loss": 0.44127780199050903, + "learning_rate": 0.00038022485197903986, + "timestep_mean": 441.96875, + "epsilon_norm": 8.455317497253418, + "prediction_norm": 6.620364189147949, + "timestamp": "2025-07-14T12:35:16.201896" + }, + { + "epoch": 2846, + "batch_idx": 64, + "loss": 0.21424192190170288, + "learning_rate": 0.00038022485197903986, + "timestep_mean": 533.28125, + "epsilon_norm": 7.076302528381348, + "prediction_norm": 5.850688934326172, + "timestamp": "2025-07-14T12:35:16.207097" + }, + { + "epoch": 2846, + "batch_idx": 96, + "loss": 0.4780202805995941, + "learning_rate": 0.00038022485197903986, + "timestep_mean": 345.90625, + "epsilon_norm": 8.347384452819824, + "prediction_norm": 5.991203308105469, + "timestamp": "2025-07-14T12:35:16.212078" + }, + { + "epoch": 2846, + "batch_idx": 128, + "loss": 0.22572942078113556, + "learning_rate": 0.00038022485197903986, + "timestep_mean": 524.8125, + "epsilon_norm": 7.322014808654785, + "prediction_norm": 5.940544128417969, + "timestamp": "2025-07-14T12:35:16.217083" + }, + { + "epoch": 2846, + "batch_idx": 160, + "loss": 0.2198343127965927, + "learning_rate": 0.00038022485197903986, + "timestep_mean": 485.96875, + "epsilon_norm": 8.51736068725586, + "prediction_norm": 7.34538459777832, + "timestamp": "2025-07-14T12:35:16.222245" + }, + { + "epoch": 2846, + "batch_idx": 192, + "loss": 0.18620696663856506, + "learning_rate": 0.00038022485197903986, + "timestep_mean": 518.75, + "epsilon_norm": 4.656092643737793, + "prediction_norm": 4.302711009979248, + "timestamp": "2025-07-14T12:35:16.227335" + }, + { + "epoch": 2847, + "batch_idx": 0, + "loss": 0.2401328682899475, + "learning_rate": 0.00038098752990786943, + "timestep_mean": 430.9375, + "epsilon_norm": 7.662734508514404, + "prediction_norm": 6.753998756408691, + "timestamp": "2025-07-14T12:35:16.232433" + }, + { + "epoch": 2847, + "batch_idx": 32, + "loss": 0.25087055563926697, + "learning_rate": 0.00038098752990786943, + "timestep_mean": 502.09375, + "epsilon_norm": 7.986795902252197, + "prediction_norm": 7.275176525115967, + "timestamp": "2025-07-14T12:35:16.237665" + }, + { + "epoch": 2847, + "batch_idx": 64, + "loss": 0.22503282129764557, + "learning_rate": 0.00038098752990786943, + "timestep_mean": 509.625, + "epsilon_norm": 8.605576515197754, + "prediction_norm": 7.447218894958496, + "timestamp": "2025-07-14T12:35:16.242973" + }, + { + "epoch": 2847, + "batch_idx": 96, + "loss": 0.28855329751968384, + "learning_rate": 0.00038098752990786943, + "timestep_mean": 517.40625, + "epsilon_norm": 7.925400257110596, + "prediction_norm": 6.952162265777588, + "timestamp": "2025-07-14T12:35:16.248084" + }, + { + "epoch": 2847, + "batch_idx": 128, + "loss": 0.3909866213798523, + "learning_rate": 0.00038098752990786943, + "timestep_mean": 462.34375, + "epsilon_norm": 7.915761947631836, + "prediction_norm": 5.677051067352295, + "timestamp": "2025-07-14T12:35:16.253287" + }, + { + "epoch": 2847, + "batch_idx": 160, + "loss": 0.15066729485988617, + "learning_rate": 0.00038098752990786943, + "timestep_mean": 475.0, + "epsilon_norm": 6.798133850097656, + "prediction_norm": 6.261990070343018, + "timestamp": "2025-07-14T12:35:16.258408" + }, + { + "epoch": 2847, + "batch_idx": 192, + "loss": 0.3690226376056671, + "learning_rate": 0.00038098752990786943, + "timestep_mean": 522.875, + "epsilon_norm": 4.284289360046387, + "prediction_norm": 3.5617082118988037, + "timestamp": "2025-07-14T12:35:16.263630" + }, + { + "epoch": 2848, + "batch_idx": 0, + "loss": 0.22032126784324646, + "learning_rate": 0.00038175050148813876, + "timestep_mean": 553.25, + "epsilon_norm": 8.124917030334473, + "prediction_norm": 7.411962032318115, + "timestamp": "2025-07-14T12:35:16.268843" + }, + { + "epoch": 2848, + "batch_idx": 32, + "loss": 0.14173546433448792, + "learning_rate": 0.00038175050148813876, + "timestep_mean": 586.6875, + "epsilon_norm": 7.712856769561768, + "prediction_norm": 6.850135326385498, + "timestamp": "2025-07-14T12:35:16.273970" + }, + { + "epoch": 2848, + "batch_idx": 64, + "loss": 0.24697384238243103, + "learning_rate": 0.00038175050148813876, + "timestep_mean": 560.4375, + "epsilon_norm": 8.570298194885254, + "prediction_norm": 7.30129337310791, + "timestamp": "2025-07-14T12:35:16.279113" + }, + { + "epoch": 2848, + "batch_idx": 96, + "loss": 0.21927079558372498, + "learning_rate": 0.00038175050148813876, + "timestep_mean": 524.53125, + "epsilon_norm": 7.657611846923828, + "prediction_norm": 6.5144124031066895, + "timestamp": "2025-07-14T12:35:16.284442" + }, + { + "epoch": 2848, + "batch_idx": 128, + "loss": 0.2069021463394165, + "learning_rate": 0.00038175050148813876, + "timestep_mean": 484.625, + "epsilon_norm": 8.17072868347168, + "prediction_norm": 7.060092449188232, + "timestamp": "2025-07-14T12:35:16.289615" + }, + { + "epoch": 2848, + "batch_idx": 160, + "loss": 0.16152258217334747, + "learning_rate": 0.00038175050148813876, + "timestep_mean": 504.25, + "epsilon_norm": 7.8776044845581055, + "prediction_norm": 6.684619426727295, + "timestamp": "2025-07-14T12:35:16.294601" + }, + { + "epoch": 2848, + "batch_idx": 192, + "loss": 0.19976568222045898, + "learning_rate": 0.00038175050148813876, + "timestep_mean": 517.25, + "epsilon_norm": 3.961259126663208, + "prediction_norm": 3.4930670261383057, + "timestamp": "2025-07-14T12:35:16.299463" + }, + { + "epoch": 2849, + "batch_idx": 0, + "loss": 0.13577833771705627, + "learning_rate": 0.0003825137648372904, + "timestep_mean": 548.6875, + "epsilon_norm": 7.746874809265137, + "prediction_norm": 7.266533851623535, + "timestamp": "2025-07-14T12:35:16.304381" + }, + { + "epoch": 2849, + "batch_idx": 32, + "loss": 0.47292864322662354, + "learning_rate": 0.0003825137648372904, + "timestep_mean": 449.03125, + "epsilon_norm": 8.271241188049316, + "prediction_norm": 6.224088668823242, + "timestamp": "2025-07-14T12:35:16.309266" + }, + { + "epoch": 2849, + "batch_idx": 64, + "loss": 0.38153356313705444, + "learning_rate": 0.0003825137648372904, + "timestep_mean": 475.78125, + "epsilon_norm": 8.482617378234863, + "prediction_norm": 6.376030445098877, + "timestamp": "2025-07-14T12:35:16.314074" + }, + { + "epoch": 2849, + "batch_idx": 96, + "loss": 0.1529615819454193, + "learning_rate": 0.0003825137648372904, + "timestep_mean": 641.4375, + "epsilon_norm": 7.237194538116455, + "prediction_norm": 6.571131229400635, + "timestamp": "2025-07-14T12:35:16.318921" + }, + { + "epoch": 2849, + "batch_idx": 128, + "loss": 0.22541412711143494, + "learning_rate": 0.0003825137648372904, + "timestep_mean": 566.53125, + "epsilon_norm": 7.937262535095215, + "prediction_norm": 6.848958969116211, + "timestamp": "2025-07-14T12:35:16.323801" + }, + { + "epoch": 2849, + "batch_idx": 160, + "loss": 0.15467634797096252, + "learning_rate": 0.0003825137648372904, + "timestep_mean": 484.34375, + "epsilon_norm": 7.638070106506348, + "prediction_norm": 6.9900407791137695, + "timestamp": "2025-07-14T12:35:16.328643" + }, + { + "epoch": 2849, + "batch_idx": 192, + "loss": 0.21341615915298462, + "learning_rate": 0.0003825137648372904, + "timestep_mean": 649.375, + "epsilon_norm": 4.183794975280762, + "prediction_norm": 4.240729331970215, + "timestamp": "2025-07-14T12:35:16.333440" + }, + { + "epoch": 2850, + "batch_idx": 0, + "loss": 0.11570943146944046, + "learning_rate": 0.00038327731807204793, + "timestep_mean": 504.875, + "epsilon_norm": 7.005609512329102, + "prediction_norm": 6.008133888244629, + "timestamp": "2025-07-14T12:35:16.338413" + }, + { + "epoch": 2850, + "batch_idx": 32, + "loss": 0.11789646744728088, + "learning_rate": 0.00038327731807204793, + "timestep_mean": 461.75, + "epsilon_norm": 8.103434562683105, + "prediction_norm": 7.726100921630859, + "timestamp": "2025-07-14T12:35:16.343219" + }, + { + "epoch": 2850, + "batch_idx": 64, + "loss": 0.27598750591278076, + "learning_rate": 0.00038327731807204793, + "timestep_mean": 423.96875, + "epsilon_norm": 8.046613693237305, + "prediction_norm": 6.200974941253662, + "timestamp": "2025-07-14T12:35:16.348141" + }, + { + "epoch": 2850, + "batch_idx": 96, + "loss": 0.14072547852993011, + "learning_rate": 0.00038327731807204793, + "timestep_mean": 559.28125, + "epsilon_norm": 7.82393217086792, + "prediction_norm": 7.326687812805176, + "timestamp": "2025-07-14T12:35:16.353207" + }, + { + "epoch": 2850, + "batch_idx": 128, + "loss": 0.3110651671886444, + "learning_rate": 0.00038327731807204793, + "timestep_mean": 530.34375, + "epsilon_norm": 7.813004493713379, + "prediction_norm": 5.769692420959473, + "timestamp": "2025-07-14T12:35:16.358157" + }, + { + "epoch": 2850, + "batch_idx": 160, + "loss": 0.15241384506225586, + "learning_rate": 0.00038327731807204793, + "timestep_mean": 484.53125, + "epsilon_norm": 8.300091743469238, + "prediction_norm": 7.174940586090088, + "timestamp": "2025-07-14T12:35:16.363401" + }, + { + "epoch": 2850, + "batch_idx": 192, + "loss": 0.06971321254968643, + "learning_rate": 0.00038327731807204793, + "timestep_mean": 676.75, + "epsilon_norm": 3.909109592437744, + "prediction_norm": 3.9764747619628906, + "timestamp": "2025-07-14T12:35:16.368374" + }, + { + "epoch": 2851, + "batch_idx": 0, + "loss": 0.3516092896461487, + "learning_rate": 0.00038404115930842046, + "timestep_mean": 501.21875, + "epsilon_norm": 7.908421993255615, + "prediction_norm": 6.742178916931152, + "timestamp": "2025-07-14T12:35:16.373362" + }, + { + "epoch": 2851, + "batch_idx": 32, + "loss": 0.2899525463581085, + "learning_rate": 0.00038404115930842046, + "timestep_mean": 502.65625, + "epsilon_norm": 7.7644805908203125, + "prediction_norm": 6.77819299697876, + "timestamp": "2025-07-14T12:35:16.378422" + }, + { + "epoch": 2851, + "batch_idx": 64, + "loss": 0.2489771991968155, + "learning_rate": 0.00038404115930842046, + "timestep_mean": 538.5625, + "epsilon_norm": 7.590417861938477, + "prediction_norm": 7.156810760498047, + "timestamp": "2025-07-14T12:35:16.383490" + }, + { + "epoch": 2851, + "batch_idx": 96, + "loss": 0.22033043205738068, + "learning_rate": 0.00038404115930842046, + "timestep_mean": 528.59375, + "epsilon_norm": 7.305678844451904, + "prediction_norm": 6.305896282196045, + "timestamp": "2025-07-14T12:35:16.388587" + }, + { + "epoch": 2851, + "batch_idx": 128, + "loss": 0.6566540598869324, + "learning_rate": 0.00038404115930842046, + "timestep_mean": 388.5, + "epsilon_norm": 9.025480270385742, + "prediction_norm": 6.569200038909912, + "timestamp": "2025-07-14T12:35:16.393759" + }, + { + "epoch": 2851, + "batch_idx": 160, + "loss": 0.5939830541610718, + "learning_rate": 0.00038404115930842046, + "timestep_mean": 404.90625, + "epsilon_norm": 8.6392240524292, + "prediction_norm": 6.902834415435791, + "timestamp": "2025-07-14T12:35:16.398900" + }, + { + "epoch": 2851, + "batch_idx": 192, + "loss": 0.1248495802283287, + "learning_rate": 0.00038404115930842046, + "timestep_mean": 526.75, + "epsilon_norm": 3.8330845832824707, + "prediction_norm": 3.665935754776001, + "timestamp": "2025-07-14T12:35:16.403891" + }, + { + "epoch": 2852, + "batch_idx": 0, + "loss": 0.13065916299819946, + "learning_rate": 0.00038480528666170577, + "timestep_mean": 632.21875, + "epsilon_norm": 8.987627983093262, + "prediction_norm": 7.855774402618408, + "timestamp": "2025-07-14T12:35:16.408839" + }, + { + "epoch": 2852, + "batch_idx": 32, + "loss": 0.24549755454063416, + "learning_rate": 0.00038480528666170577, + "timestep_mean": 585.15625, + "epsilon_norm": 8.6778564453125, + "prediction_norm": 7.243473529815674, + "timestamp": "2025-07-14T12:35:16.413787" + }, + { + "epoch": 2852, + "batch_idx": 64, + "loss": 0.2623676359653473, + "learning_rate": 0.00038480528666170577, + "timestep_mean": 550.65625, + "epsilon_norm": 8.277352333068848, + "prediction_norm": 7.795319557189941, + "timestamp": "2025-07-14T12:35:16.418974" + }, + { + "epoch": 2852, + "batch_idx": 96, + "loss": 0.2770019769668579, + "learning_rate": 0.00038480528666170577, + "timestep_mean": 515.25, + "epsilon_norm": 8.359333992004395, + "prediction_norm": 6.879034519195557, + "timestamp": "2025-07-14T12:35:16.424169" + }, + { + "epoch": 2852, + "batch_idx": 128, + "loss": 0.2191895991563797, + "learning_rate": 0.00038480528666170577, + "timestep_mean": 557.46875, + "epsilon_norm": 8.075435638427734, + "prediction_norm": 6.6511359214782715, + "timestamp": "2025-07-14T12:35:16.429368" + }, + { + "epoch": 2852, + "batch_idx": 160, + "loss": 0.2646018862724304, + "learning_rate": 0.00038480528666170577, + "timestep_mean": 469.625, + "epsilon_norm": 7.46146821975708, + "prediction_norm": 6.994105339050293, + "timestamp": "2025-07-14T12:35:16.434532" + }, + { + "epoch": 2852, + "batch_idx": 192, + "loss": 0.24009960889816284, + "learning_rate": 0.00038480528666170577, + "timestep_mean": 496.625, + "epsilon_norm": 3.3335533142089844, + "prediction_norm": 2.9689648151397705, + "timestamp": "2025-07-14T12:35:16.439960" + }, + { + "epoch": 2853, + "batch_idx": 0, + "loss": 0.22935479879379272, + "learning_rate": 0.0003855696982464945, + "timestep_mean": 516.75, + "epsilon_norm": 7.768913269042969, + "prediction_norm": 7.442848205566406, + "timestamp": "2025-07-14T12:35:16.445174" + }, + { + "epoch": 2853, + "batch_idx": 32, + "loss": 0.44248729944229126, + "learning_rate": 0.0003855696982464945, + "timestep_mean": 426.28125, + "epsilon_norm": 8.430699348449707, + "prediction_norm": 6.630124092102051, + "timestamp": "2025-07-14T12:35:16.450439" + }, + { + "epoch": 2853, + "batch_idx": 64, + "loss": 0.29891282320022583, + "learning_rate": 0.0003855696982464945, + "timestep_mean": 497.375, + "epsilon_norm": 6.726526737213135, + "prediction_norm": 6.318124771118164, + "timestamp": "2025-07-14T12:35:16.455658" + }, + { + "epoch": 2853, + "batch_idx": 96, + "loss": 0.36075279116630554, + "learning_rate": 0.0003855696982464945, + "timestep_mean": 451.59375, + "epsilon_norm": 8.590883255004883, + "prediction_norm": 7.341552257537842, + "timestamp": "2025-07-14T12:35:16.460887" + }, + { + "epoch": 2853, + "batch_idx": 128, + "loss": 0.25971758365631104, + "learning_rate": 0.0003855696982464945, + "timestep_mean": 586.5, + "epsilon_norm": 7.500260353088379, + "prediction_norm": 6.635161876678467, + "timestamp": "2025-07-14T12:35:16.466019" + }, + { + "epoch": 2853, + "batch_idx": 160, + "loss": 0.12131708860397339, + "learning_rate": 0.0003855696982464945, + "timestep_mean": 546.34375, + "epsilon_norm": 7.53031587600708, + "prediction_norm": 7.041249752044678, + "timestamp": "2025-07-14T12:35:16.471291" + }, + { + "epoch": 2853, + "batch_idx": 192, + "loss": 0.3639792203903198, + "learning_rate": 0.0003855696982464945, + "timestep_mean": 475.875, + "epsilon_norm": 3.5355124473571777, + "prediction_norm": 2.859931468963623, + "timestamp": "2025-07-14T12:35:16.476425" + }, + { + "epoch": 2854, + "batch_idx": 0, + "loss": 0.437894344329834, + "learning_rate": 0.00038633439217667764, + "timestep_mean": 397.28125, + "epsilon_norm": 8.36280345916748, + "prediction_norm": 5.156986236572266, + "timestamp": "2025-07-14T12:35:16.481502" + }, + { + "epoch": 2854, + "batch_idx": 32, + "loss": 0.42325344681739807, + "learning_rate": 0.00038633439217667764, + "timestep_mean": 399.125, + "epsilon_norm": 7.327053070068359, + "prediction_norm": 5.3995561599731445, + "timestamp": "2025-07-14T12:35:16.486721" + }, + { + "epoch": 2854, + "batch_idx": 64, + "loss": 0.20621293783187866, + "learning_rate": 0.00038633439217667764, + "timestep_mean": 500.84375, + "epsilon_norm": 7.821346282958984, + "prediction_norm": 6.259978771209717, + "timestamp": "2025-07-14T12:35:16.492130" + }, + { + "epoch": 2854, + "batch_idx": 96, + "loss": 0.30273935198783875, + "learning_rate": 0.00038633439217667764, + "timestep_mean": 518.0, + "epsilon_norm": 8.834086418151855, + "prediction_norm": 7.7926025390625, + "timestamp": "2025-07-14T12:35:16.497042" + }, + { + "epoch": 2854, + "batch_idx": 128, + "loss": 0.30657151341438293, + "learning_rate": 0.00038633439217667764, + "timestep_mean": 503.15625, + "epsilon_norm": 7.458073139190674, + "prediction_norm": 5.735569477081299, + "timestamp": "2025-07-14T12:35:16.502134" + }, + { + "epoch": 2854, + "batch_idx": 160, + "loss": 0.2945014238357544, + "learning_rate": 0.00038633439217667764, + "timestep_mean": 453.46875, + "epsilon_norm": 8.946622848510742, + "prediction_norm": 6.859045028686523, + "timestamp": "2025-07-14T12:35:16.507340" + }, + { + "epoch": 2854, + "batch_idx": 192, + "loss": 0.16570034623146057, + "learning_rate": 0.00038633439217667764, + "timestep_mean": 599.5, + "epsilon_norm": 4.197937965393066, + "prediction_norm": 3.626310348510742, + "timestamp": "2025-07-14T12:35:16.512459" + }, + { + "epoch": 2855, + "batch_idx": 0, + "loss": 0.1780158281326294, + "learning_rate": 0.000387099366565449, + "timestep_mean": 521.96875, + "epsilon_norm": 7.343600749969482, + "prediction_norm": 6.777482032775879, + "timestamp": "2025-07-14T12:35:16.517754" + }, + { + "epoch": 2855, + "batch_idx": 32, + "loss": 0.4536494016647339, + "learning_rate": 0.000387099366565449, + "timestep_mean": 449.21875, + "epsilon_norm": 9.41794204711914, + "prediction_norm": 7.189813613891602, + "timestamp": "2025-07-14T12:35:16.522927" + }, + { + "epoch": 2855, + "batch_idx": 64, + "loss": 0.22539590299129486, + "learning_rate": 0.000387099366565449, + "timestep_mean": 547.25, + "epsilon_norm": 7.611543655395508, + "prediction_norm": 6.7726006507873535, + "timestamp": "2025-07-14T12:35:16.528005" + }, + { + "epoch": 2855, + "batch_idx": 96, + "loss": 0.1710154116153717, + "learning_rate": 0.000387099366565449, + "timestep_mean": 609.71875, + "epsilon_norm": 7.785595417022705, + "prediction_norm": 6.890024662017822, + "timestamp": "2025-07-14T12:35:16.533149" + }, + { + "epoch": 2855, + "batch_idx": 128, + "loss": 0.267988383769989, + "learning_rate": 0.000387099366565449, + "timestep_mean": 392.6875, + "epsilon_norm": 7.223398685455322, + "prediction_norm": 5.7250142097473145, + "timestamp": "2025-07-14T12:35:16.538465" + }, + { + "epoch": 2855, + "batch_idx": 160, + "loss": 0.352899432182312, + "learning_rate": 0.000387099366565449, + "timestep_mean": 463.40625, + "epsilon_norm": 8.640035629272461, + "prediction_norm": 6.831094741821289, + "timestamp": "2025-07-14T12:35:16.543447" + }, + { + "epoch": 2855, + "batch_idx": 192, + "loss": 0.15501850843429565, + "learning_rate": 0.000387099366565449, + "timestep_mean": 430.125, + "epsilon_norm": 3.717717170715332, + "prediction_norm": 3.0598418712615967, + "timestamp": "2025-07-14T12:35:16.548714" + }, + { + "epoch": 2856, + "batch_idx": 0, + "loss": 0.4848950505256653, + "learning_rate": 0.0003878646195253102, + "timestep_mean": 504.75, + "epsilon_norm": 8.901570320129395, + "prediction_norm": 7.4085493087768555, + "timestamp": "2025-07-14T12:35:16.553921" + }, + { + "epoch": 2856, + "batch_idx": 32, + "loss": 0.24906837940216064, + "learning_rate": 0.0003878646195253102, + "timestep_mean": 512.3125, + "epsilon_norm": 9.239217758178711, + "prediction_norm": 8.195843696594238, + "timestamp": "2025-07-14T12:35:16.559106" + }, + { + "epoch": 2856, + "batch_idx": 64, + "loss": 0.29552289843559265, + "learning_rate": 0.0003878646195253102, + "timestep_mean": 489.3125, + "epsilon_norm": 7.449398517608643, + "prediction_norm": 6.331818580627441, + "timestamp": "2025-07-14T12:35:16.564360" + }, + { + "epoch": 2856, + "batch_idx": 96, + "loss": 0.39700525999069214, + "learning_rate": 0.0003878646195253102, + "timestep_mean": 408.6875, + "epsilon_norm": 7.800232410430908, + "prediction_norm": 6.014807224273682, + "timestamp": "2025-07-14T12:35:16.569559" + }, + { + "epoch": 2856, + "batch_idx": 128, + "loss": 0.43633586168289185, + "learning_rate": 0.0003878646195253102, + "timestep_mean": 511.9375, + "epsilon_norm": 9.754369735717773, + "prediction_norm": 8.16352653503418, + "timestamp": "2025-07-14T12:35:16.574625" + }, + { + "epoch": 2856, + "batch_idx": 160, + "loss": 0.155268132686615, + "learning_rate": 0.0003878646195253102, + "timestep_mean": 502.90625, + "epsilon_norm": 8.099445343017578, + "prediction_norm": 7.282032489776611, + "timestamp": "2025-07-14T12:35:16.579904" + }, + { + "epoch": 2856, + "batch_idx": 192, + "loss": 0.42558085918426514, + "learning_rate": 0.0003878646195253102, + "timestep_mean": 386.125, + "epsilon_norm": 4.395755767822266, + "prediction_norm": 3.69704270362854, + "timestamp": "2025-07-14T12:35:16.585068" + }, + { + "epoch": 2857, + "batch_idx": 0, + "loss": 0.255370169878006, + "learning_rate": 0.0003886301491680756, + "timestep_mean": 438.78125, + "epsilon_norm": 8.078361511230469, + "prediction_norm": 7.212035179138184, + "timestamp": "2025-07-14T12:35:16.590145" + }, + { + "epoch": 2857, + "batch_idx": 32, + "loss": 0.17709483206272125, + "learning_rate": 0.0003886301491680756, + "timestep_mean": 536.09375, + "epsilon_norm": 7.920083045959473, + "prediction_norm": 7.580747604370117, + "timestamp": "2025-07-14T12:35:16.595401" + }, + { + "epoch": 2857, + "batch_idx": 64, + "loss": 0.14731921255588531, + "learning_rate": 0.0003886301491680756, + "timestep_mean": 508.21875, + "epsilon_norm": 6.93784761428833, + "prediction_norm": 6.387513637542725, + "timestamp": "2025-07-14T12:35:16.600673" + }, + { + "epoch": 2857, + "batch_idx": 96, + "loss": 0.17577514052391052, + "learning_rate": 0.0003886301491680756, + "timestep_mean": 477.4375, + "epsilon_norm": 8.350642204284668, + "prediction_norm": 7.923811435699463, + "timestamp": "2025-07-14T12:35:16.605756" + }, + { + "epoch": 2857, + "batch_idx": 128, + "loss": 0.2734403908252716, + "learning_rate": 0.0003886301491680756, + "timestep_mean": 512.875, + "epsilon_norm": 6.974729537963867, + "prediction_norm": 6.229692459106445, + "timestamp": "2025-07-14T12:35:16.610930" + }, + { + "epoch": 2857, + "batch_idx": 160, + "loss": 0.1912284791469574, + "learning_rate": 0.0003886301491680756, + "timestep_mean": 478.8125, + "epsilon_norm": 6.827847480773926, + "prediction_norm": 6.406742572784424, + "timestamp": "2025-07-14T12:35:16.616118" + }, + { + "epoch": 2857, + "batch_idx": 192, + "loss": 0.09433730691671371, + "learning_rate": 0.0003886301491680756, + "timestep_mean": 601.375, + "epsilon_norm": 3.8711116313934326, + "prediction_norm": 4.080130577087402, + "timestamp": "2025-07-14T12:35:16.621286" + }, + { + "epoch": 2858, + "batch_idx": 0, + "loss": 0.17221765220165253, + "learning_rate": 0.0003893959536048776, + "timestep_mean": 504.21875, + "epsilon_norm": 8.564513206481934, + "prediction_norm": 8.142740249633789, + "timestamp": "2025-07-14T12:35:16.626484" + }, + { + "epoch": 2858, + "batch_idx": 32, + "loss": 0.30688154697418213, + "learning_rate": 0.0003893959536048776, + "timestep_mean": 498.5, + "epsilon_norm": 8.569497108459473, + "prediction_norm": 6.879276275634766, + "timestamp": "2025-07-14T12:35:16.631612" + }, + { + "epoch": 2858, + "batch_idx": 64, + "loss": 0.21206910908222198, + "learning_rate": 0.0003893959536048776, + "timestep_mean": 480.9375, + "epsilon_norm": 7.204751014709473, + "prediction_norm": 5.840057849884033, + "timestamp": "2025-07-14T12:35:16.636745" + }, + { + "epoch": 2858, + "batch_idx": 96, + "loss": 0.4494507312774658, + "learning_rate": 0.0003893959536048776, + "timestep_mean": 512.4375, + "epsilon_norm": 8.983444213867188, + "prediction_norm": 6.726140022277832, + "timestamp": "2025-07-14T12:35:16.642099" + }, + { + "epoch": 2858, + "batch_idx": 128, + "loss": 0.12304653227329254, + "learning_rate": 0.0003893959536048776, + "timestep_mean": 514.9375, + "epsilon_norm": 7.019356727600098, + "prediction_norm": 6.4587507247924805, + "timestamp": "2025-07-14T12:35:16.647318" + }, + { + "epoch": 2858, + "batch_idx": 160, + "loss": 0.23443084955215454, + "learning_rate": 0.0003893959536048776, + "timestep_mean": 533.375, + "epsilon_norm": 7.120704174041748, + "prediction_norm": 6.091560363769531, + "timestamp": "2025-07-14T12:35:16.652372" + }, + { + "epoch": 2858, + "batch_idx": 192, + "loss": 0.48703533411026, + "learning_rate": 0.0003893959536048776, + "timestep_mean": 410.25, + "epsilon_norm": 3.7236721515655518, + "prediction_norm": 2.5212831497192383, + "timestamp": "2025-07-14T12:35:16.657438" + }, + { + "epoch": 2859, + "batch_idx": 0, + "loss": 0.29580631852149963, + "learning_rate": 0.0003901620309461687, + "timestep_mean": 512.4375, + "epsilon_norm": 9.321309089660645, + "prediction_norm": 7.908811569213867, + "timestamp": "2025-07-14T12:35:16.662590" + }, + { + "epoch": 2859, + "batch_idx": 32, + "loss": 0.3006749451160431, + "learning_rate": 0.0003901620309461687, + "timestep_mean": 477.625, + "epsilon_norm": 8.18144702911377, + "prediction_norm": 6.056455612182617, + "timestamp": "2025-07-14T12:35:16.667837" + }, + { + "epoch": 2859, + "batch_idx": 64, + "loss": 0.11929374933242798, + "learning_rate": 0.0003901620309461687, + "timestep_mean": 466.8125, + "epsilon_norm": 7.583273887634277, + "prediction_norm": 6.7178635597229, + "timestamp": "2025-07-14T12:35:16.673094" + }, + { + "epoch": 2859, + "batch_idx": 96, + "loss": 0.32418292760849, + "learning_rate": 0.0003901620309461687, + "timestep_mean": 526.9375, + "epsilon_norm": 7.780968189239502, + "prediction_norm": 5.942628383636475, + "timestamp": "2025-07-14T12:35:16.678241" + }, + { + "epoch": 2859, + "batch_idx": 128, + "loss": 0.25985127687454224, + "learning_rate": 0.0003901620309461687, + "timestep_mean": 499.5625, + "epsilon_norm": 7.5945329666137695, + "prediction_norm": 5.9864583015441895, + "timestamp": "2025-07-14T12:35:16.683330" + }, + { + "epoch": 2859, + "batch_idx": 160, + "loss": 0.2467328906059265, + "learning_rate": 0.0003901620309461687, + "timestep_mean": 525.71875, + "epsilon_norm": 7.12263822555542, + "prediction_norm": 6.196779727935791, + "timestamp": "2025-07-14T12:35:16.688522" + }, + { + "epoch": 2859, + "batch_idx": 192, + "loss": 0.7545676231384277, + "learning_rate": 0.0003901620309461687, + "timestep_mean": 400.25, + "epsilon_norm": 4.607665061950684, + "prediction_norm": 3.4170010089874268, + "timestamp": "2025-07-14T12:35:16.693540" + }, + { + "epoch": 2860, + "batch_idx": 0, + "loss": 0.16084106266498566, + "learning_rate": 0.00039092837930172975, + "timestep_mean": 533.59375, + "epsilon_norm": 8.341078758239746, + "prediction_norm": 7.252120018005371, + "timestamp": "2025-07-14T12:35:16.698752" + }, + { + "epoch": 2860, + "batch_idx": 32, + "loss": 0.2509039044380188, + "learning_rate": 0.00039092837930172975, + "timestep_mean": 489.625, + "epsilon_norm": 7.475105285644531, + "prediction_norm": 5.921060562133789, + "timestamp": "2025-07-14T12:35:16.703973" + }, + { + "epoch": 2860, + "batch_idx": 64, + "loss": 0.36269837617874146, + "learning_rate": 0.00039092837930172975, + "timestep_mean": 470.3125, + "epsilon_norm": 7.719167709350586, + "prediction_norm": 5.813551425933838, + "timestamp": "2025-07-14T12:35:16.709258" + }, + { + "epoch": 2860, + "batch_idx": 96, + "loss": 0.4097508490085602, + "learning_rate": 0.00039092837930172975, + "timestep_mean": 499.78125, + "epsilon_norm": 7.1769866943359375, + "prediction_norm": 4.98961877822876, + "timestamp": "2025-07-14T12:35:16.714343" + }, + { + "epoch": 2860, + "batch_idx": 128, + "loss": 0.289257287979126, + "learning_rate": 0.00039092837930172975, + "timestep_mean": 462.5625, + "epsilon_norm": 7.1933393478393555, + "prediction_norm": 5.673839569091797, + "timestamp": "2025-07-14T12:35:16.719364" + }, + { + "epoch": 2860, + "batch_idx": 160, + "loss": 0.18241336941719055, + "learning_rate": 0.00039092837930172975, + "timestep_mean": 598.125, + "epsilon_norm": 6.941501140594482, + "prediction_norm": 5.8753790855407715, + "timestamp": "2025-07-14T12:35:16.724456" + }, + { + "epoch": 2860, + "batch_idx": 192, + "loss": 0.22650879621505737, + "learning_rate": 0.00039092837930172975, + "timestep_mean": 479.5, + "epsilon_norm": 2.3307838439941406, + "prediction_norm": 1.8526813983917236, + "timestamp": "2025-07-14T12:35:16.729688" + }, + { + "epoch": 2861, + "batch_idx": 0, + "loss": 0.3744642734527588, + "learning_rate": 0.000391694996780672, + "timestep_mean": 490.78125, + "epsilon_norm": 8.522732734680176, + "prediction_norm": 6.524815559387207, + "timestamp": "2025-07-14T12:35:16.734823" + }, + { + "epoch": 2861, + "batch_idx": 32, + "loss": 0.24775120615959167, + "learning_rate": 0.000391694996780672, + "timestep_mean": 537.125, + "epsilon_norm": 7.381292343139648, + "prediction_norm": 5.9525041580200195, + "timestamp": "2025-07-14T12:35:16.740020" + }, + { + "epoch": 2861, + "batch_idx": 64, + "loss": 0.2745468020439148, + "learning_rate": 0.000391694996780672, + "timestep_mean": 430.5, + "epsilon_norm": 7.125430583953857, + "prediction_norm": 6.31449556350708, + "timestamp": "2025-07-14T12:35:16.745119" + }, + { + "epoch": 2861, + "batch_idx": 96, + "loss": 0.24910613894462585, + "learning_rate": 0.000391694996780672, + "timestep_mean": 508.0, + "epsilon_norm": 7.850162029266357, + "prediction_norm": 6.993144989013672, + "timestamp": "2025-07-14T12:35:16.750428" + }, + { + "epoch": 2861, + "batch_idx": 128, + "loss": 0.3252498507499695, + "learning_rate": 0.000391694996780672, + "timestep_mean": 476.59375, + "epsilon_norm": 8.191744804382324, + "prediction_norm": 5.7530412673950195, + "timestamp": "2025-07-14T12:35:16.755648" + }, + { + "epoch": 2861, + "batch_idx": 160, + "loss": 0.2923770248889923, + "learning_rate": 0.000391694996780672, + "timestep_mean": 483.9375, + "epsilon_norm": 7.6563615798950195, + "prediction_norm": 5.823151588439941, + "timestamp": "2025-07-14T12:35:16.760753" + }, + { + "epoch": 2861, + "batch_idx": 192, + "loss": 0.5563406944274902, + "learning_rate": 0.000391694996780672, + "timestep_mean": 273.5, + "epsilon_norm": 3.9820549488067627, + "prediction_norm": 2.536304473876953, + "timestamp": "2025-07-14T12:35:16.766001" + }, + { + "epoch": 2862, + "batch_idx": 0, + "loss": 0.2979457378387451, + "learning_rate": 0.0003924618814914442, + "timestep_mean": 502.5625, + "epsilon_norm": 8.932665824890137, + "prediction_norm": 6.943233013153076, + "timestamp": "2025-07-14T12:35:16.771212" + }, + { + "epoch": 2862, + "batch_idx": 32, + "loss": 0.16395695507526398, + "learning_rate": 0.0003924618814914442, + "timestep_mean": 511.65625, + "epsilon_norm": 7.230569839477539, + "prediction_norm": 6.231982231140137, + "timestamp": "2025-07-14T12:35:16.776315" + }, + { + "epoch": 2862, + "batch_idx": 64, + "loss": 0.20900174975395203, + "learning_rate": 0.0003924618814914442, + "timestep_mean": 540.65625, + "epsilon_norm": 7.415683269500732, + "prediction_norm": 6.3259453773498535, + "timestamp": "2025-07-14T12:35:16.781511" + }, + { + "epoch": 2862, + "batch_idx": 96, + "loss": 0.18106435239315033, + "learning_rate": 0.0003924618814914442, + "timestep_mean": 494.6875, + "epsilon_norm": 6.717960357666016, + "prediction_norm": 5.996159076690674, + "timestamp": "2025-07-14T12:35:16.786693" + }, + { + "epoch": 2862, + "batch_idx": 128, + "loss": 0.3207513093948364, + "learning_rate": 0.0003924618814914442, + "timestep_mean": 484.4375, + "epsilon_norm": 7.23450231552124, + "prediction_norm": 6.339479923248291, + "timestamp": "2025-07-14T12:35:16.791862" + }, + { + "epoch": 2862, + "batch_idx": 160, + "loss": 0.18066391348838806, + "learning_rate": 0.0003924618814914442, + "timestep_mean": 542.03125, + "epsilon_norm": 7.6009416580200195, + "prediction_norm": 6.839050769805908, + "timestamp": "2025-07-14T12:35:16.797049" + }, + { + "epoch": 2862, + "batch_idx": 192, + "loss": 0.04414349049329758, + "learning_rate": 0.0003924618814914442, + "timestep_mean": 686.5, + "epsilon_norm": 4.375096797943115, + "prediction_norm": 4.293356895446777, + "timestamp": "2025-07-14T12:35:16.802030" + }, + { + "epoch": 2863, + "batch_idx": 0, + "loss": 0.1176418885588646, + "learning_rate": 0.0003932290315418334, + "timestep_mean": 538.3125, + "epsilon_norm": 7.123479843139648, + "prediction_norm": 7.339165687561035, + "timestamp": "2025-07-14T12:35:16.806918" + }, + { + "epoch": 2863, + "batch_idx": 32, + "loss": 0.1662212312221527, + "learning_rate": 0.0003932290315418334, + "timestep_mean": 595.53125, + "epsilon_norm": 8.288677215576172, + "prediction_norm": 7.670126438140869, + "timestamp": "2025-07-14T12:35:16.811819" + }, + { + "epoch": 2863, + "batch_idx": 64, + "loss": 0.20413807034492493, + "learning_rate": 0.0003932290315418334, + "timestep_mean": 517.125, + "epsilon_norm": 8.523303985595703, + "prediction_norm": 7.732648849487305, + "timestamp": "2025-07-14T12:35:16.816723" + }, + { + "epoch": 2863, + "batch_idx": 96, + "loss": 0.2117786705493927, + "learning_rate": 0.0003932290315418334, + "timestep_mean": 467.5, + "epsilon_norm": 8.270966529846191, + "prediction_norm": 7.048755645751953, + "timestamp": "2025-07-14T12:35:16.821570" + }, + { + "epoch": 2863, + "batch_idx": 128, + "loss": 0.3378351926803589, + "learning_rate": 0.0003932290315418334, + "timestep_mean": 534.71875, + "epsilon_norm": 7.373141288757324, + "prediction_norm": 6.572807312011719, + "timestamp": "2025-07-14T12:35:16.826411" + }, + { + "epoch": 2863, + "batch_idx": 160, + "loss": 0.18387679755687714, + "learning_rate": 0.0003932290315418334, + "timestep_mean": 572.0625, + "epsilon_norm": 7.560541152954102, + "prediction_norm": 6.644730567932129, + "timestamp": "2025-07-14T12:35:16.831242" + }, + { + "epoch": 2863, + "batch_idx": 192, + "loss": 0.2556760907173157, + "learning_rate": 0.0003932290315418334, + "timestep_mean": 586.5, + "epsilon_norm": 4.7952752113342285, + "prediction_norm": 4.058026313781738, + "timestamp": "2025-07-14T12:35:16.836120" + }, + { + "epoch": 2864, + "batch_idx": 0, + "loss": 0.45634499192237854, + "learning_rate": 0.0003939964450389735, + "timestep_mean": 468.125, + "epsilon_norm": 9.396149635314941, + "prediction_norm": 7.357842445373535, + "timestamp": "2025-07-14T12:35:16.840948" + }, + { + "epoch": 2864, + "batch_idx": 32, + "loss": 0.2562717795372009, + "learning_rate": 0.0003939964450389735, + "timestep_mean": 585.34375, + "epsilon_norm": 8.328107833862305, + "prediction_norm": 7.2427167892456055, + "timestamp": "2025-07-14T12:35:16.845748" + }, + { + "epoch": 2864, + "batch_idx": 64, + "loss": 0.3162686824798584, + "learning_rate": 0.0003939964450389735, + "timestep_mean": 453.78125, + "epsilon_norm": 7.641247749328613, + "prediction_norm": 5.815584182739258, + "timestamp": "2025-07-14T12:35:16.850732" + }, + { + "epoch": 2864, + "batch_idx": 96, + "loss": 0.18807995319366455, + "learning_rate": 0.0003939964450389735, + "timestep_mean": 498.4375, + "epsilon_norm": 8.191950798034668, + "prediction_norm": 6.819892406463623, + "timestamp": "2025-07-14T12:35:16.855545" + }, + { + "epoch": 2864, + "batch_idx": 128, + "loss": 0.2593575417995453, + "learning_rate": 0.0003939964450389735, + "timestep_mean": 457.59375, + "epsilon_norm": 7.959728717803955, + "prediction_norm": 6.409552574157715, + "timestamp": "2025-07-14T12:35:16.860374" + }, + { + "epoch": 2864, + "batch_idx": 160, + "loss": 0.21988770365715027, + "learning_rate": 0.0003939964450389735, + "timestep_mean": 458.1875, + "epsilon_norm": 7.722383975982666, + "prediction_norm": 5.766551971435547, + "timestamp": "2025-07-14T12:35:16.865246" + }, + { + "epoch": 2864, + "batch_idx": 192, + "loss": 0.11252724379301071, + "learning_rate": 0.0003939964450389735, + "timestep_mean": 629.75, + "epsilon_norm": 4.655211448669434, + "prediction_norm": 4.658327579498291, + "timestamp": "2025-07-14T12:35:16.870084" + }, + { + "epoch": 2865, + "batch_idx": 0, + "loss": 0.2504968047142029, + "learning_rate": 0.0003947641200893484, + "timestep_mean": 598.96875, + "epsilon_norm": 7.406142234802246, + "prediction_norm": 6.354543685913086, + "timestamp": "2025-07-14T12:35:16.874992" + }, + { + "epoch": 2865, + "batch_idx": 32, + "loss": 0.19982804358005524, + "learning_rate": 0.0003947641200893484, + "timestep_mean": 429.9375, + "epsilon_norm": 7.783420562744141, + "prediction_norm": 6.921262264251709, + "timestamp": "2025-07-14T12:35:16.880152" + }, + { + "epoch": 2865, + "batch_idx": 64, + "loss": 0.12770019471645355, + "learning_rate": 0.0003947641200893484, + "timestep_mean": 555.78125, + "epsilon_norm": 6.914035797119141, + "prediction_norm": 6.535306453704834, + "timestamp": "2025-07-14T12:35:16.885050" + }, + { + "epoch": 2865, + "batch_idx": 96, + "loss": 0.19927793741226196, + "learning_rate": 0.0003947641200893484, + "timestep_mean": 555.875, + "epsilon_norm": 8.074556350708008, + "prediction_norm": 6.93092679977417, + "timestamp": "2025-07-14T12:35:16.890201" + }, + { + "epoch": 2865, + "batch_idx": 128, + "loss": 0.16787037253379822, + "learning_rate": 0.0003947641200893484, + "timestep_mean": 581.5, + "epsilon_norm": 7.827860355377197, + "prediction_norm": 7.318520545959473, + "timestamp": "2025-07-14T12:35:16.895145" + }, + { + "epoch": 2865, + "batch_idx": 160, + "loss": 0.3084980845451355, + "learning_rate": 0.0003947641200893484, + "timestep_mean": 467.15625, + "epsilon_norm": 8.393965721130371, + "prediction_norm": 7.0917205810546875, + "timestamp": "2025-07-14T12:35:16.900401" + }, + { + "epoch": 2865, + "batch_idx": 192, + "loss": 0.6246539950370789, + "learning_rate": 0.0003947641200893484, + "timestep_mean": 337.625, + "epsilon_norm": 4.312653064727783, + "prediction_norm": 2.403085708618164, + "timestamp": "2025-07-14T12:35:16.905506" + }, + { + "epoch": 2866, + "batch_idx": 0, + "loss": 0.3157827854156494, + "learning_rate": 0.0003955320547987949, + "timestep_mean": 498.125, + "epsilon_norm": 8.757195472717285, + "prediction_norm": 6.983372688293457, + "timestamp": "2025-07-14T12:35:16.910493" + }, + { + "epoch": 2866, + "batch_idx": 32, + "loss": 0.3006299138069153, + "learning_rate": 0.0003955320547987949, + "timestep_mean": 452.125, + "epsilon_norm": 8.681656837463379, + "prediction_norm": 7.5162787437438965, + "timestamp": "2025-07-14T12:35:16.915683" + }, + { + "epoch": 2866, + "batch_idx": 64, + "loss": 0.33197659254074097, + "learning_rate": 0.0003955320547987949, + "timestep_mean": 479.09375, + "epsilon_norm": 6.810145378112793, + "prediction_norm": 5.692487716674805, + "timestamp": "2025-07-14T12:35:16.920916" + }, + { + "epoch": 2866, + "batch_idx": 96, + "loss": 0.3856247663497925, + "learning_rate": 0.0003955320547987949, + "timestep_mean": 469.0, + "epsilon_norm": 7.929693222045898, + "prediction_norm": 5.561272144317627, + "timestamp": "2025-07-14T12:35:16.926052" + }, + { + "epoch": 2866, + "batch_idx": 128, + "loss": 0.35577040910720825, + "learning_rate": 0.0003955320547987949, + "timestep_mean": 423.84375, + "epsilon_norm": 8.410776138305664, + "prediction_norm": 6.685318470001221, + "timestamp": "2025-07-14T12:35:16.931059" + }, + { + "epoch": 2866, + "batch_idx": 160, + "loss": 0.15951040387153625, + "learning_rate": 0.0003955320547987949, + "timestep_mean": 541.3125, + "epsilon_norm": 8.268913269042969, + "prediction_norm": 7.923955917358398, + "timestamp": "2025-07-14T12:35:16.936125" + }, + { + "epoch": 2866, + "batch_idx": 192, + "loss": 0.15471966564655304, + "learning_rate": 0.0003955320547987949, + "timestep_mean": 496.625, + "epsilon_norm": 2.9957163333892822, + "prediction_norm": 2.6584041118621826, + "timestamp": "2025-07-14T12:35:16.941286" + }, + { + "epoch": 2867, + "batch_idx": 0, + "loss": 0.1753806620836258, + "learning_rate": 0.00039630024727251175, + "timestep_mean": 535.71875, + "epsilon_norm": 8.026877403259277, + "prediction_norm": 7.444442272186279, + "timestamp": "2025-07-14T12:35:16.946514" + }, + { + "epoch": 2867, + "batch_idx": 32, + "loss": 0.5241762399673462, + "learning_rate": 0.00039630024727251175, + "timestep_mean": 488.09375, + "epsilon_norm": 8.327548027038574, + "prediction_norm": 6.51348352432251, + "timestamp": "2025-07-14T12:35:16.951486" + }, + { + "epoch": 2867, + "batch_idx": 64, + "loss": 0.31039416790008545, + "learning_rate": 0.00039630024727251175, + "timestep_mean": 431.8125, + "epsilon_norm": 7.67746114730835, + "prediction_norm": 6.853114604949951, + "timestamp": "2025-07-14T12:35:16.956592" + }, + { + "epoch": 2867, + "batch_idx": 96, + "loss": 0.43649619817733765, + "learning_rate": 0.00039630024727251175, + "timestep_mean": 501.46875, + "epsilon_norm": 7.041027069091797, + "prediction_norm": 5.3506059646606445, + "timestamp": "2025-07-14T12:35:16.961758" + }, + { + "epoch": 2867, + "batch_idx": 128, + "loss": 0.31890085339546204, + "learning_rate": 0.00039630024727251175, + "timestep_mean": 511.6875, + "epsilon_norm": 8.049062728881836, + "prediction_norm": 7.12805700302124, + "timestamp": "2025-07-14T12:35:16.966815" + }, + { + "epoch": 2867, + "batch_idx": 160, + "loss": 0.19180656969547272, + "learning_rate": 0.00039630024727251175, + "timestep_mean": 503.40625, + "epsilon_norm": 7.301025390625, + "prediction_norm": 6.30169153213501, + "timestamp": "2025-07-14T12:35:16.972075" + }, + { + "epoch": 2867, + "batch_idx": 192, + "loss": 0.11262357234954834, + "learning_rate": 0.00039630024727251175, + "timestep_mean": 526.375, + "epsilon_norm": 2.7495105266571045, + "prediction_norm": 2.761610269546509, + "timestamp": "2025-07-14T12:35:16.977264" + }, + { + "epoch": 2868, + "batch_idx": 0, + "loss": 0.1628769338130951, + "learning_rate": 0.00039706869561506, + "timestep_mean": 441.34375, + "epsilon_norm": 7.188203811645508, + "prediction_norm": 6.360656261444092, + "timestamp": "2025-07-14T12:35:16.982301" + }, + { + "epoch": 2868, + "batch_idx": 32, + "loss": 0.20994427800178528, + "learning_rate": 0.00039706869561506, + "timestep_mean": 459.3125, + "epsilon_norm": 8.555848121643066, + "prediction_norm": 7.1730217933654785, + "timestamp": "2025-07-14T12:35:16.987475" + }, + { + "epoch": 2868, + "batch_idx": 64, + "loss": 0.190446138381958, + "learning_rate": 0.00039706869561506, + "timestep_mean": 553.53125, + "epsilon_norm": 8.007416725158691, + "prediction_norm": 7.577669143676758, + "timestamp": "2025-07-14T12:35:16.992771" + }, + { + "epoch": 2868, + "batch_idx": 96, + "loss": 0.1404159516096115, + "learning_rate": 0.00039706869561506, + "timestep_mean": 558.65625, + "epsilon_norm": 9.430197715759277, + "prediction_norm": 9.280523300170898, + "timestamp": "2025-07-14T12:35:16.997841" + }, + { + "epoch": 2868, + "batch_idx": 128, + "loss": 0.22804605960845947, + "learning_rate": 0.00039706869561506, + "timestep_mean": 454.0625, + "epsilon_norm": 7.2851433753967285, + "prediction_norm": 6.4523606300354, + "timestamp": "2025-07-14T12:35:17.003013" + }, + { + "epoch": 2868, + "batch_idx": 160, + "loss": 0.2956434190273285, + "learning_rate": 0.00039706869561506, + "timestep_mean": 493.28125, + "epsilon_norm": 8.08760929107666, + "prediction_norm": 6.780187129974365, + "timestamp": "2025-07-14T12:35:17.008113" + }, + { + "epoch": 2868, + "batch_idx": 192, + "loss": 0.7182851433753967, + "learning_rate": 0.00039706869561506, + "timestep_mean": 463.625, + "epsilon_norm": 4.068010330200195, + "prediction_norm": 1.9113253355026245, + "timestamp": "2025-07-14T12:35:17.013280" + }, + { + "epoch": 2869, + "batch_idx": 0, + "loss": 0.36437416076660156, + "learning_rate": 0.0003978373979303702, + "timestep_mean": 478.5, + "epsilon_norm": 7.495201587677002, + "prediction_norm": 6.092273712158203, + "timestamp": "2025-07-14T12:35:17.018328" + }, + { + "epoch": 2869, + "batch_idx": 32, + "loss": 0.22874335944652557, + "learning_rate": 0.0003978373979303702, + "timestep_mean": 555.15625, + "epsilon_norm": 8.52436351776123, + "prediction_norm": 7.64765739440918, + "timestamp": "2025-07-14T12:35:17.023385" + }, + { + "epoch": 2869, + "batch_idx": 64, + "loss": 0.21373923122882843, + "learning_rate": 0.0003978373979303702, + "timestep_mean": 582.96875, + "epsilon_norm": 7.0018134117126465, + "prediction_norm": 6.269330978393555, + "timestamp": "2025-07-14T12:35:17.028573" + }, + { + "epoch": 2869, + "batch_idx": 96, + "loss": 0.22115638852119446, + "learning_rate": 0.0003978373979303702, + "timestep_mean": 479.25, + "epsilon_norm": 7.44346809387207, + "prediction_norm": 6.317440509796143, + "timestamp": "2025-07-14T12:35:17.033931" + }, + { + "epoch": 2869, + "batch_idx": 128, + "loss": 0.30696770548820496, + "learning_rate": 0.0003978373979303702, + "timestep_mean": 499.875, + "epsilon_norm": 8.96645450592041, + "prediction_norm": 7.6717448234558105, + "timestamp": "2025-07-14T12:35:17.039070" + }, + { + "epoch": 2869, + "batch_idx": 160, + "loss": 0.5104000568389893, + "learning_rate": 0.0003978373979303702, + "timestep_mean": 493.84375, + "epsilon_norm": 8.972200393676758, + "prediction_norm": 6.6121134757995605, + "timestamp": "2025-07-14T12:35:17.044243" + }, + { + "epoch": 2869, + "batch_idx": 192, + "loss": 0.5380179286003113, + "learning_rate": 0.0003978373979303702, + "timestep_mean": 463.5, + "epsilon_norm": 4.742398738861084, + "prediction_norm": 3.5547266006469727, + "timestamp": "2025-07-14T12:35:17.049356" + }, + { + "epoch": 2870, + "batch_idx": 0, + "loss": 0.22633692622184753, + "learning_rate": 0.0003986063523217448, + "timestep_mean": 427.71875, + "epsilon_norm": 7.454401969909668, + "prediction_norm": 6.184422016143799, + "timestamp": "2025-07-14T12:35:17.054482" + }, + { + "epoch": 2870, + "batch_idx": 32, + "loss": 0.08590929210186005, + "learning_rate": 0.0003986063523217448, + "timestep_mean": 596.6875, + "epsilon_norm": 7.512203693389893, + "prediction_norm": 6.9165778160095215, + "timestamp": "2025-07-14T12:35:17.059653" + }, + { + "epoch": 2870, + "batch_idx": 64, + "loss": 0.16201233863830566, + "learning_rate": 0.0003986063523217448, + "timestep_mean": 491.53125, + "epsilon_norm": 7.731268405914307, + "prediction_norm": 6.884397983551025, + "timestamp": "2025-07-14T12:35:17.064745" + }, + { + "epoch": 2870, + "batch_idx": 96, + "loss": 0.2771527171134949, + "learning_rate": 0.0003986063523217448, + "timestep_mean": 556.53125, + "epsilon_norm": 8.589244842529297, + "prediction_norm": 6.902116298675537, + "timestamp": "2025-07-14T12:35:17.069966" + }, + { + "epoch": 2870, + "batch_idx": 128, + "loss": 0.760400652885437, + "learning_rate": 0.0003986063523217448, + "timestep_mean": 428.5, + "epsilon_norm": 9.489421844482422, + "prediction_norm": 7.182444095611572, + "timestamp": "2025-07-14T12:35:17.075107" + }, + { + "epoch": 2870, + "batch_idx": 160, + "loss": 0.18237265944480896, + "learning_rate": 0.0003986063523217448, + "timestep_mean": 480.59375, + "epsilon_norm": 7.466843128204346, + "prediction_norm": 6.608683109283447, + "timestamp": "2025-07-14T12:35:17.080340" + }, + { + "epoch": 2870, + "batch_idx": 192, + "loss": 0.3718896806240082, + "learning_rate": 0.0003986063523217448, + "timestep_mean": 472.5, + "epsilon_norm": 4.3738932609558105, + "prediction_norm": 3.2379696369171143, + "timestamp": "2025-07-14T12:35:17.085469" + }, + { + "epoch": 2871, + "batch_idx": 0, + "loss": 0.22827348113059998, + "learning_rate": 0.0003993755568918658, + "timestep_mean": 492.5, + "epsilon_norm": 7.306509971618652, + "prediction_norm": 6.578526496887207, + "timestamp": "2025-07-14T12:35:17.090462" + }, + { + "epoch": 2871, + "batch_idx": 32, + "loss": 0.20491814613342285, + "learning_rate": 0.0003993755568918658, + "timestep_mean": 533.625, + "epsilon_norm": 6.914144515991211, + "prediction_norm": 6.310729026794434, + "timestamp": "2025-07-14T12:35:17.095478" + }, + { + "epoch": 2871, + "batch_idx": 64, + "loss": 0.18176507949829102, + "learning_rate": 0.0003993755568918658, + "timestep_mean": 528.34375, + "epsilon_norm": 7.275538921356201, + "prediction_norm": 6.111683368682861, + "timestamp": "2025-07-14T12:35:17.100609" + }, + { + "epoch": 2871, + "batch_idx": 96, + "loss": 0.32658979296684265, + "learning_rate": 0.0003993755568918658, + "timestep_mean": 417.84375, + "epsilon_norm": 7.5822272300720215, + "prediction_norm": 6.078466892242432, + "timestamp": "2025-07-14T12:35:17.105833" + }, + { + "epoch": 2871, + "batch_idx": 128, + "loss": 0.159529447555542, + "learning_rate": 0.0003993755568918658, + "timestep_mean": 495.75, + "epsilon_norm": 7.666587829589844, + "prediction_norm": 6.31292200088501, + "timestamp": "2025-07-14T12:35:17.111123" + }, + { + "epoch": 2871, + "batch_idx": 160, + "loss": 0.4650534987449646, + "learning_rate": 0.0003993755568918658, + "timestep_mean": 537.53125, + "epsilon_norm": 8.382569313049316, + "prediction_norm": 7.0023651123046875, + "timestamp": "2025-07-14T12:35:17.116279" + }, + { + "epoch": 2871, + "batch_idx": 192, + "loss": 0.11987666040658951, + "learning_rate": 0.0003993755568918658, + "timestep_mean": 686.125, + "epsilon_norm": 5.922033309936523, + "prediction_norm": 5.375039100646973, + "timestamp": "2025-07-14T12:35:17.121400" + }, + { + "epoch": 2872, + "batch_idx": 0, + "loss": 0.3369905948638916, + "learning_rate": 0.00040014500974279736, + "timestep_mean": 441.9375, + "epsilon_norm": 8.600007057189941, + "prediction_norm": 7.344152450561523, + "timestamp": "2025-07-14T12:35:17.126556" + }, + { + "epoch": 2872, + "batch_idx": 32, + "loss": 0.20894008874893188, + "learning_rate": 0.00040014500974279736, + "timestep_mean": 454.0, + "epsilon_norm": 8.278989791870117, + "prediction_norm": 7.1935882568359375, + "timestamp": "2025-07-14T12:35:17.131779" + }, + { + "epoch": 2872, + "batch_idx": 64, + "loss": 0.3383713364601135, + "learning_rate": 0.00040014500974279736, + "timestep_mean": 488.28125, + "epsilon_norm": 8.374361038208008, + "prediction_norm": 7.639798641204834, + "timestamp": "2025-07-14T12:35:17.136695" + }, + { + "epoch": 2872, + "batch_idx": 96, + "loss": 0.3204832971096039, + "learning_rate": 0.00040014500974279736, + "timestep_mean": 558.0625, + "epsilon_norm": 7.587261199951172, + "prediction_norm": 6.066003322601318, + "timestamp": "2025-07-14T12:35:17.141669" + }, + { + "epoch": 2872, + "batch_idx": 128, + "loss": 0.19391480088233948, + "learning_rate": 0.00040014500974279736, + "timestep_mean": 480.71875, + "epsilon_norm": 6.481595993041992, + "prediction_norm": 5.914731979370117, + "timestamp": "2025-07-14T12:35:17.146609" + }, + { + "epoch": 2872, + "batch_idx": 160, + "loss": 0.20795556902885437, + "learning_rate": 0.00040014500974279736, + "timestep_mean": 558.1875, + "epsilon_norm": 7.371255397796631, + "prediction_norm": 6.713191986083984, + "timestamp": "2025-07-14T12:35:17.151510" + }, + { + "epoch": 2872, + "batch_idx": 192, + "loss": 0.23567628860473633, + "learning_rate": 0.00040014500974279736, + "timestep_mean": 440.5, + "epsilon_norm": 4.061174392700195, + "prediction_norm": 3.3051936626434326, + "timestamp": "2025-07-14T12:35:17.156640" + }, + { + "epoch": 2873, + "batch_idx": 0, + "loss": 0.43920570611953735, + "learning_rate": 0.0004009147089759912, + "timestep_mean": 464.625, + "epsilon_norm": 8.726938247680664, + "prediction_norm": 6.99160099029541, + "timestamp": "2025-07-14T12:35:17.161737" + }, + { + "epoch": 2873, + "batch_idx": 32, + "loss": 0.25462791323661804, + "learning_rate": 0.0004009147089759912, + "timestep_mean": 529.75, + "epsilon_norm": 8.884260177612305, + "prediction_norm": 8.135729789733887, + "timestamp": "2025-07-14T12:35:17.166881" + }, + { + "epoch": 2873, + "batch_idx": 64, + "loss": 0.2932382822036743, + "learning_rate": 0.0004009147089759912, + "timestep_mean": 483.75, + "epsilon_norm": 8.466429710388184, + "prediction_norm": 7.617396354675293, + "timestamp": "2025-07-14T12:35:17.171964" + }, + { + "epoch": 2873, + "batch_idx": 96, + "loss": 0.25090986490249634, + "learning_rate": 0.0004009147089759912, + "timestep_mean": 475.25, + "epsilon_norm": 7.196826934814453, + "prediction_norm": 6.166693210601807, + "timestamp": "2025-07-14T12:35:17.176978" + }, + { + "epoch": 2873, + "batch_idx": 128, + "loss": 0.3062501847743988, + "learning_rate": 0.0004009147089759912, + "timestep_mean": 391.21875, + "epsilon_norm": 7.919154644012451, + "prediction_norm": 7.122578144073486, + "timestamp": "2025-07-14T12:35:17.182025" + }, + { + "epoch": 2873, + "batch_idx": 160, + "loss": 0.3646424412727356, + "learning_rate": 0.0004009147089759912, + "timestep_mean": 438.28125, + "epsilon_norm": 7.557985782623291, + "prediction_norm": 6.329957485198975, + "timestamp": "2025-07-14T12:35:17.187169" + }, + { + "epoch": 2873, + "batch_idx": 192, + "loss": 0.1031375527381897, + "learning_rate": 0.0004009147089759912, + "timestep_mean": 554.375, + "epsilon_norm": 3.7785074710845947, + "prediction_norm": 3.652456760406494, + "timestamp": "2025-07-14T12:35:17.192300" + }, + { + "epoch": 2874, + "batch_idx": 0, + "loss": 0.1353338360786438, + "learning_rate": 0.0004016846526922908, + "timestep_mean": 585.71875, + "epsilon_norm": 7.635514259338379, + "prediction_norm": 7.394085884094238, + "timestamp": "2025-07-14T12:35:17.197352" + }, + { + "epoch": 2874, + "batch_idx": 32, + "loss": 0.656237006187439, + "learning_rate": 0.0004016846526922908, + "timestep_mean": 500.65625, + "epsilon_norm": 8.068503379821777, + "prediction_norm": 6.182132244110107, + "timestamp": "2025-07-14T12:35:17.202444" + }, + { + "epoch": 2874, + "batch_idx": 64, + "loss": 0.21347805857658386, + "learning_rate": 0.0004016846526922908, + "timestep_mean": 516.8125, + "epsilon_norm": 6.6035871505737305, + "prediction_norm": 5.638702392578125, + "timestamp": "2025-07-14T12:35:17.207551" + }, + { + "epoch": 2874, + "batch_idx": 96, + "loss": 0.25837084650993347, + "learning_rate": 0.0004016846526922908, + "timestep_mean": 461.65625, + "epsilon_norm": 7.899489879608154, + "prediction_norm": 7.212589740753174, + "timestamp": "2025-07-14T12:35:17.212748" + }, + { + "epoch": 2874, + "batch_idx": 128, + "loss": 0.38235652446746826, + "learning_rate": 0.0004016846526922908, + "timestep_mean": 467.46875, + "epsilon_norm": 8.355631828308105, + "prediction_norm": 5.973780155181885, + "timestamp": "2025-07-14T12:35:17.217926" + }, + { + "epoch": 2874, + "batch_idx": 160, + "loss": 0.21982203423976898, + "learning_rate": 0.0004016846526922908, + "timestep_mean": 556.9375, + "epsilon_norm": 7.511907577514648, + "prediction_norm": 6.616151332855225, + "timestamp": "2025-07-14T12:35:17.222897" + }, + { + "epoch": 2874, + "batch_idx": 192, + "loss": 0.17115527391433716, + "learning_rate": 0.0004016846526922908, + "timestep_mean": 463.5, + "epsilon_norm": 3.191321849822998, + "prediction_norm": 2.693150758743286, + "timestamp": "2025-07-14T12:35:17.227779" + }, + { + "epoch": 2875, + "batch_idx": 0, + "loss": 0.17019516229629517, + "learning_rate": 0.0004024548389919367, + "timestep_mean": 538.3125, + "epsilon_norm": 8.077062606811523, + "prediction_norm": 7.290188789367676, + "timestamp": "2025-07-14T12:35:17.232920" + }, + { + "epoch": 2875, + "batch_idx": 32, + "loss": 0.3375042676925659, + "learning_rate": 0.0004024548389919367, + "timestep_mean": 516.875, + "epsilon_norm": 9.40395450592041, + "prediction_norm": 7.496068000793457, + "timestamp": "2025-07-14T12:35:17.238106" + }, + { + "epoch": 2875, + "batch_idx": 64, + "loss": 0.3402116894721985, + "learning_rate": 0.0004024548389919367, + "timestep_mean": 475.1875, + "epsilon_norm": 8.034979820251465, + "prediction_norm": 6.416243553161621, + "timestamp": "2025-07-14T12:35:17.243135" + }, + { + "epoch": 2875, + "batch_idx": 96, + "loss": 0.2741433382034302, + "learning_rate": 0.0004024548389919367, + "timestep_mean": 433.0, + "epsilon_norm": 7.293503284454346, + "prediction_norm": 5.922353267669678, + "timestamp": "2025-07-14T12:35:17.248289" + }, + { + "epoch": 2875, + "batch_idx": 128, + "loss": 0.24091297388076782, + "learning_rate": 0.0004024548389919367, + "timestep_mean": 451.40625, + "epsilon_norm": 7.312019348144531, + "prediction_norm": 6.5648393630981445, + "timestamp": "2025-07-14T12:35:17.253444" + }, + { + "epoch": 2875, + "batch_idx": 160, + "loss": 0.3335701823234558, + "learning_rate": 0.0004024548389919367, + "timestep_mean": 496.71875, + "epsilon_norm": 8.632885932922363, + "prediction_norm": 6.988450050354004, + "timestamp": "2025-07-14T12:35:17.258699" + }, + { + "epoch": 2875, + "batch_idx": 192, + "loss": 0.08108673244714737, + "learning_rate": 0.0004024548389919367, + "timestep_mean": 601.375, + "epsilon_norm": 3.4083073139190674, + "prediction_norm": 3.047358512878418, + "timestamp": "2025-07-14T12:35:17.263872" + }, + { + "epoch": 2876, + "batch_idx": 0, + "loss": 0.2674439251422882, + "learning_rate": 0.00040322526597457115, + "timestep_mean": 509.71875, + "epsilon_norm": 8.337529182434082, + "prediction_norm": 7.1914567947387695, + "timestamp": "2025-07-14T12:35:17.268904" + }, + { + "epoch": 2876, + "batch_idx": 32, + "loss": 0.1884530484676361, + "learning_rate": 0.00040322526597457115, + "timestep_mean": 448.5625, + "epsilon_norm": 7.36118745803833, + "prediction_norm": 5.797445774078369, + "timestamp": "2025-07-14T12:35:17.274014" + }, + { + "epoch": 2876, + "batch_idx": 64, + "loss": 0.36432015895843506, + "learning_rate": 0.00040322526597457115, + "timestep_mean": 472.125, + "epsilon_norm": 9.024093627929688, + "prediction_norm": 7.396352291107178, + "timestamp": "2025-07-14T12:35:17.279237" + }, + { + "epoch": 2876, + "batch_idx": 96, + "loss": 0.32860177755355835, + "learning_rate": 0.00040322526597457115, + "timestep_mean": 474.53125, + "epsilon_norm": 8.470349311828613, + "prediction_norm": 6.846231460571289, + "timestamp": "2025-07-14T12:35:17.284422" + }, + { + "epoch": 2876, + "batch_idx": 128, + "loss": 0.4082252085208893, + "learning_rate": 0.00040322526597457115, + "timestep_mean": 570.125, + "epsilon_norm": 9.55308723449707, + "prediction_norm": 7.641573905944824, + "timestamp": "2025-07-14T12:35:17.289362" + }, + { + "epoch": 2876, + "batch_idx": 160, + "loss": 0.423237144947052, + "learning_rate": 0.00040322526597457115, + "timestep_mean": 372.9375, + "epsilon_norm": 7.820786952972412, + "prediction_norm": 6.307392120361328, + "timestamp": "2025-07-14T12:35:17.294432" + }, + { + "epoch": 2876, + "batch_idx": 192, + "loss": 0.5844125747680664, + "learning_rate": 0.00040322526597457115, + "timestep_mean": 476.5, + "epsilon_norm": 4.8054938316345215, + "prediction_norm": 3.677456855773926, + "timestamp": "2025-07-14T12:35:17.299262" + }, + { + "epoch": 2877, + "batch_idx": 0, + "loss": 0.3713071346282959, + "learning_rate": 0.00040399593173924076, + "timestep_mean": 454.625, + "epsilon_norm": 7.898194789886475, + "prediction_norm": 6.036605358123779, + "timestamp": "2025-07-14T12:35:17.304204" + }, + { + "epoch": 2877, + "batch_idx": 32, + "loss": 0.4286918044090271, + "learning_rate": 0.00040399593173924076, + "timestep_mean": 385.5, + "epsilon_norm": 7.969851016998291, + "prediction_norm": 5.066624164581299, + "timestamp": "2025-07-14T12:35:17.309396" + }, + { + "epoch": 2877, + "batch_idx": 64, + "loss": 0.18222980201244354, + "learning_rate": 0.00040399593173924076, + "timestep_mean": 515.46875, + "epsilon_norm": 7.334891319274902, + "prediction_norm": 6.42725133895874, + "timestamp": "2025-07-14T12:35:17.314443" + }, + { + "epoch": 2877, + "batch_idx": 96, + "loss": 0.40661731362342834, + "learning_rate": 0.00040399593173924076, + "timestep_mean": 555.09375, + "epsilon_norm": 7.0551323890686035, + "prediction_norm": 5.415677547454834, + "timestamp": "2025-07-14T12:35:17.319595" + }, + { + "epoch": 2877, + "batch_idx": 128, + "loss": 0.18413326144218445, + "learning_rate": 0.00040399593173924076, + "timestep_mean": 544.09375, + "epsilon_norm": 7.590105056762695, + "prediction_norm": 6.569890022277832, + "timestamp": "2025-07-14T12:35:17.324707" + }, + { + "epoch": 2877, + "batch_idx": 160, + "loss": 0.3912166357040405, + "learning_rate": 0.00040399593173924076, + "timestep_mean": 567.09375, + "epsilon_norm": 8.656451225280762, + "prediction_norm": 7.506255626678467, + "timestamp": "2025-07-14T12:35:17.329907" + }, + { + "epoch": 2877, + "batch_idx": 192, + "loss": 0.2136264592409134, + "learning_rate": 0.00040399593173924076, + "timestep_mean": 392.25, + "epsilon_norm": 3.5271546840667725, + "prediction_norm": 3.727993965148926, + "timestamp": "2025-07-14T12:35:17.334882" + }, + { + "epoch": 2878, + "batch_idx": 0, + "loss": 0.30933719873428345, + "learning_rate": 0.00040476683438440584, + "timestep_mean": 551.5625, + "epsilon_norm": 8.078731536865234, + "prediction_norm": 7.020648956298828, + "timestamp": "2025-07-14T12:35:17.339980" + }, + { + "epoch": 2878, + "batch_idx": 32, + "loss": 0.11192970722913742, + "learning_rate": 0.00040476683438440584, + "timestep_mean": 554.21875, + "epsilon_norm": 6.2339935302734375, + "prediction_norm": 6.240191459655762, + "timestamp": "2025-07-14T12:35:17.345138" + }, + { + "epoch": 2878, + "batch_idx": 64, + "loss": 0.0816553384065628, + "learning_rate": 0.00040476683438440584, + "timestep_mean": 600.71875, + "epsilon_norm": 7.3588128089904785, + "prediction_norm": 7.183224201202393, + "timestamp": "2025-07-14T12:35:17.350156" + }, + { + "epoch": 2878, + "batch_idx": 96, + "loss": 0.37517014145851135, + "learning_rate": 0.00040476683438440584, + "timestep_mean": 556.0, + "epsilon_norm": 8.222159385681152, + "prediction_norm": 6.624713897705078, + "timestamp": "2025-07-14T12:35:17.355314" + }, + { + "epoch": 2878, + "batch_idx": 128, + "loss": 0.24391812086105347, + "learning_rate": 0.00040476683438440584, + "timestep_mean": 501.1875, + "epsilon_norm": 8.326891899108887, + "prediction_norm": 7.548203945159912, + "timestamp": "2025-07-14T12:35:17.360468" + }, + { + "epoch": 2878, + "batch_idx": 160, + "loss": 0.3795700669288635, + "learning_rate": 0.00040476683438440584, + "timestep_mean": 510.375, + "epsilon_norm": 7.215576648712158, + "prediction_norm": 6.3173699378967285, + "timestamp": "2025-07-14T12:35:17.365625" + }, + { + "epoch": 2878, + "batch_idx": 192, + "loss": 0.22136817872524261, + "learning_rate": 0.00040476683438440584, + "timestep_mean": 358.625, + "epsilon_norm": 2.880297899246216, + "prediction_norm": 2.3031368255615234, + "timestamp": "2025-07-14T12:35:17.370830" + }, + { + "epoch": 2879, + "batch_idx": 0, + "loss": 0.19651319086551666, + "learning_rate": 0.0004055379720079406, + "timestep_mean": 471.375, + "epsilon_norm": 7.530556678771973, + "prediction_norm": 6.583160400390625, + "timestamp": "2025-07-14T12:35:17.376047" + }, + { + "epoch": 2879, + "batch_idx": 32, + "loss": 0.3259055018424988, + "learning_rate": 0.0004055379720079406, + "timestep_mean": 515.28125, + "epsilon_norm": 7.827208042144775, + "prediction_norm": 6.218329906463623, + "timestamp": "2025-07-14T12:35:17.381009" + }, + { + "epoch": 2879, + "batch_idx": 64, + "loss": 0.19291622936725616, + "learning_rate": 0.0004055379720079406, + "timestep_mean": 509.5625, + "epsilon_norm": 8.660481452941895, + "prediction_norm": 7.26046085357666, + "timestamp": "2025-07-14T12:35:17.386014" + }, + { + "epoch": 2879, + "batch_idx": 96, + "loss": 0.5632153749465942, + "learning_rate": 0.0004055379720079406, + "timestep_mean": 397.40625, + "epsilon_norm": 7.874530792236328, + "prediction_norm": 5.9098801612854, + "timestamp": "2025-07-14T12:35:17.391212" + }, + { + "epoch": 2879, + "batch_idx": 128, + "loss": 0.3426333963871002, + "learning_rate": 0.0004055379720079406, + "timestep_mean": 506.78125, + "epsilon_norm": 8.226804733276367, + "prediction_norm": 6.816798686981201, + "timestamp": "2025-07-14T12:35:17.396267" + }, + { + "epoch": 2879, + "batch_idx": 160, + "loss": 0.20143485069274902, + "learning_rate": 0.0004055379720079406, + "timestep_mean": 524.375, + "epsilon_norm": 7.499827861785889, + "prediction_norm": 6.607202529907227, + "timestamp": "2025-07-14T12:35:17.401388" + }, + { + "epoch": 2879, + "batch_idx": 192, + "loss": 0.7749242782592773, + "learning_rate": 0.0004055379720079406, + "timestep_mean": 405.375, + "epsilon_norm": 4.975989818572998, + "prediction_norm": 2.9611146450042725, + "timestamp": "2025-07-14T12:35:17.406297" + }, + { + "epoch": 2880, + "batch_idx": 0, + "loss": 0.27640578150749207, + "learning_rate": 0.00040630934270713875, + "timestep_mean": 474.0, + "epsilon_norm": 7.944700241088867, + "prediction_norm": 7.012768745422363, + "timestamp": "2025-07-14T12:35:17.411146" + }, + { + "epoch": 2880, + "batch_idx": 32, + "loss": 0.2712027430534363, + "learning_rate": 0.00040630934270713875, + "timestep_mean": 400.625, + "epsilon_norm": 6.337338447570801, + "prediction_norm": 4.952132701873779, + "timestamp": "2025-07-14T12:35:17.416304" + }, + { + "epoch": 2880, + "batch_idx": 64, + "loss": 0.2012862265110016, + "learning_rate": 0.00040630934270713875, + "timestep_mean": 464.0625, + "epsilon_norm": 8.040082931518555, + "prediction_norm": 6.2152204513549805, + "timestamp": "2025-07-14T12:35:17.421483" + }, + { + "epoch": 2880, + "batch_idx": 96, + "loss": 0.33080047369003296, + "learning_rate": 0.00040630934270713875, + "timestep_mean": 380.09375, + "epsilon_norm": 8.631073951721191, + "prediction_norm": 6.9945831298828125, + "timestamp": "2025-07-14T12:35:17.426636" + }, + { + "epoch": 2880, + "batch_idx": 128, + "loss": 0.28737226128578186, + "learning_rate": 0.00040630934270713875, + "timestep_mean": 505.6875, + "epsilon_norm": 7.399896144866943, + "prediction_norm": 6.126368045806885, + "timestamp": "2025-07-14T12:35:17.431645" + }, + { + "epoch": 2880, + "batch_idx": 160, + "loss": 0.27531617879867554, + "learning_rate": 0.00040630934270713875, + "timestep_mean": 537.9375, + "epsilon_norm": 8.45030403137207, + "prediction_norm": 6.941599369049072, + "timestamp": "2025-07-14T12:35:17.436516" + }, + { + "epoch": 2880, + "batch_idx": 192, + "loss": 0.18866650760173798, + "learning_rate": 0.00040630934270713875, + "timestep_mean": 544.5, + "epsilon_norm": 3.283210039138794, + "prediction_norm": 2.2817556858062744, + "timestamp": "2025-07-14T12:35:17.441369" + }, + { + "epoch": 2881, + "batch_idx": 0, + "loss": 0.30535104870796204, + "learning_rate": 0.0004070809445787203, + "timestep_mean": 534.53125, + "epsilon_norm": 8.210487365722656, + "prediction_norm": 6.952343940734863, + "timestamp": "2025-07-14T12:35:17.446226" + }, + { + "epoch": 2881, + "batch_idx": 32, + "loss": 0.3604438900947571, + "learning_rate": 0.0004070809445787203, + "timestep_mean": 509.46875, + "epsilon_norm": 8.339954376220703, + "prediction_norm": 6.280716896057129, + "timestamp": "2025-07-14T12:35:17.451162" + }, + { + "epoch": 2881, + "batch_idx": 64, + "loss": 0.2410988211631775, + "learning_rate": 0.0004070809445787203, + "timestep_mean": 497.9375, + "epsilon_norm": 7.673226356506348, + "prediction_norm": 6.4408860206604, + "timestamp": "2025-07-14T12:35:17.456065" + }, + { + "epoch": 2881, + "batch_idx": 96, + "loss": 0.3201902508735657, + "learning_rate": 0.0004070809445787203, + "timestep_mean": 500.59375, + "epsilon_norm": 7.300594329833984, + "prediction_norm": 5.977999210357666, + "timestamp": "2025-07-14T12:35:17.461197" + }, + { + "epoch": 2881, + "batch_idx": 128, + "loss": 0.247637078166008, + "learning_rate": 0.0004070809445787203, + "timestep_mean": 503.59375, + "epsilon_norm": 8.073037147521973, + "prediction_norm": 7.5560221672058105, + "timestamp": "2025-07-14T12:35:17.466097" + }, + { + "epoch": 2881, + "batch_idx": 160, + "loss": 0.31155967712402344, + "learning_rate": 0.0004070809445787203, + "timestep_mean": 498.4375, + "epsilon_norm": 8.705364227294922, + "prediction_norm": 7.696987152099609, + "timestamp": "2025-07-14T12:35:17.470993" + }, + { + "epoch": 2881, + "batch_idx": 192, + "loss": 0.08154653012752533, + "learning_rate": 0.0004070809445787203, + "timestep_mean": 483.0, + "epsilon_norm": 3.0992510318756104, + "prediction_norm": 2.7422914505004883, + "timestamp": "2025-07-14T12:35:17.476002" + }, + { + "epoch": 2882, + "batch_idx": 0, + "loss": 0.17398995161056519, + "learning_rate": 0.00040785277571883476, + "timestep_mean": 550.75, + "epsilon_norm": 8.008408546447754, + "prediction_norm": 7.027590751647949, + "timestamp": "2025-07-14T12:35:17.480865" + }, + { + "epoch": 2882, + "batch_idx": 32, + "loss": 0.33831149339675903, + "learning_rate": 0.00040785277571883476, + "timestep_mean": 508.0625, + "epsilon_norm": 7.12093448638916, + "prediction_norm": 5.622997283935547, + "timestamp": "2025-07-14T12:35:17.485790" + }, + { + "epoch": 2882, + "batch_idx": 64, + "loss": 0.3575175702571869, + "learning_rate": 0.00040785277571883476, + "timestep_mean": 434.375, + "epsilon_norm": 8.412751197814941, + "prediction_norm": 6.688908576965332, + "timestamp": "2025-07-14T12:35:17.490916" + }, + { + "epoch": 2882, + "batch_idx": 96, + "loss": 0.1408674120903015, + "learning_rate": 0.00040785277571883476, + "timestep_mean": 521.25, + "epsilon_norm": 7.2882914543151855, + "prediction_norm": 6.8614420890808105, + "timestamp": "2025-07-14T12:35:17.496043" + }, + { + "epoch": 2882, + "batch_idx": 128, + "loss": 0.4371322691440582, + "learning_rate": 0.00040785277571883476, + "timestep_mean": 434.125, + "epsilon_norm": 8.416224479675293, + "prediction_norm": 6.775747776031494, + "timestamp": "2025-07-14T12:35:17.501138" + }, + { + "epoch": 2882, + "batch_idx": 160, + "loss": 0.19453859329223633, + "learning_rate": 0.00040785277571883476, + "timestep_mean": 522.84375, + "epsilon_norm": 7.884926795959473, + "prediction_norm": 6.971549034118652, + "timestamp": "2025-07-14T12:35:17.506195" + }, + { + "epoch": 2882, + "batch_idx": 192, + "loss": 0.5732965469360352, + "learning_rate": 0.00040785277571883476, + "timestep_mean": 467.25, + "epsilon_norm": 5.059983253479004, + "prediction_norm": 3.859576940536499, + "timestamp": "2025-07-14T12:35:17.511310" + }, + { + "epoch": 2883, + "batch_idx": 0, + "loss": 0.15041834115982056, + "learning_rate": 0.0004086248342230641, + "timestep_mean": 488.6875, + "epsilon_norm": 8.429364204406738, + "prediction_norm": 7.10117769241333, + "timestamp": "2025-07-14T12:35:17.516479" + }, + { + "epoch": 2883, + "batch_idx": 32, + "loss": 0.18807925283908844, + "learning_rate": 0.0004086248342230641, + "timestep_mean": 507.9375, + "epsilon_norm": 6.761045455932617, + "prediction_norm": 6.273315906524658, + "timestamp": "2025-07-14T12:35:17.521628" + }, + { + "epoch": 2883, + "batch_idx": 64, + "loss": 0.35218337178230286, + "learning_rate": 0.0004086248342230641, + "timestep_mean": 526.84375, + "epsilon_norm": 9.668487548828125, + "prediction_norm": 8.066509246826172, + "timestamp": "2025-07-14T12:35:17.526706" + }, + { + "epoch": 2883, + "batch_idx": 96, + "loss": 0.24741466343402863, + "learning_rate": 0.0004086248342230641, + "timestep_mean": 516.96875, + "epsilon_norm": 7.054085731506348, + "prediction_norm": 5.777506351470947, + "timestamp": "2025-07-14T12:35:17.531982" + }, + { + "epoch": 2883, + "batch_idx": 128, + "loss": 0.21405968070030212, + "learning_rate": 0.0004086248342230641, + "timestep_mean": 517.84375, + "epsilon_norm": 7.827713966369629, + "prediction_norm": 6.874790668487549, + "timestamp": "2025-07-14T12:35:17.537148" + }, + { + "epoch": 2883, + "batch_idx": 160, + "loss": 0.22155292332172394, + "learning_rate": 0.0004086248342230641, + "timestep_mean": 512.71875, + "epsilon_norm": 7.61227560043335, + "prediction_norm": 6.513280868530273, + "timestamp": "2025-07-14T12:35:17.542448" + }, + { + "epoch": 2883, + "batch_idx": 192, + "loss": 0.2607647180557251, + "learning_rate": 0.0004086248342230641, + "timestep_mean": 362.75, + "epsilon_norm": 2.420813798904419, + "prediction_norm": 2.0194997787475586, + "timestamp": "2025-07-14T12:35:17.547685" + }, + { + "epoch": 2884, + "batch_idx": 0, + "loss": 0.18045778572559357, + "learning_rate": 0.00040939711818643214, + "timestep_mean": 481.9375, + "epsilon_norm": 7.297752857208252, + "prediction_norm": 6.645872116088867, + "timestamp": "2025-07-14T12:35:17.552888" + }, + { + "epoch": 2884, + "batch_idx": 32, + "loss": 0.3937235474586487, + "learning_rate": 0.00040939711818643214, + "timestep_mean": 451.125, + "epsilon_norm": 7.648138046264648, + "prediction_norm": 6.1165032386779785, + "timestamp": "2025-07-14T12:35:17.558067" + }, + { + "epoch": 2884, + "batch_idx": 64, + "loss": 0.19123941659927368, + "learning_rate": 0.00040939711818643214, + "timestep_mean": 608.28125, + "epsilon_norm": 8.112797737121582, + "prediction_norm": 7.658148765563965, + "timestamp": "2025-07-14T12:35:17.563152" + }, + { + "epoch": 2884, + "batch_idx": 96, + "loss": 0.1869913935661316, + "learning_rate": 0.00040939711818643214, + "timestep_mean": 616.78125, + "epsilon_norm": 7.923400402069092, + "prediction_norm": 7.275074005126953, + "timestamp": "2025-07-14T12:35:17.568233" + }, + { + "epoch": 2884, + "batch_idx": 128, + "loss": 0.36854326725006104, + "learning_rate": 0.00040939711818643214, + "timestep_mean": 492.625, + "epsilon_norm": 7.083496570587158, + "prediction_norm": 5.4980692863464355, + "timestamp": "2025-07-14T12:35:17.573568" + }, + { + "epoch": 2884, + "batch_idx": 160, + "loss": 0.1877475380897522, + "learning_rate": 0.00040939711818643214, + "timestep_mean": 531.53125, + "epsilon_norm": 7.757334232330322, + "prediction_norm": 6.865423679351807, + "timestamp": "2025-07-14T12:35:17.578801" + }, + { + "epoch": 2884, + "batch_idx": 192, + "loss": 0.06875282526016235, + "learning_rate": 0.00040939711818643214, + "timestep_mean": 596.25, + "epsilon_norm": 3.554292917251587, + "prediction_norm": 4.140547275543213, + "timestamp": "2025-07-14T12:35:17.583958" + }, + { + "epoch": 2885, + "batch_idx": 0, + "loss": 0.1152849942445755, + "learning_rate": 0.0004101696257034045, + "timestep_mean": 612.84375, + "epsilon_norm": 7.049509048461914, + "prediction_norm": 6.617589473724365, + "timestamp": "2025-07-14T12:35:17.589121" + }, + { + "epoch": 2885, + "batch_idx": 32, + "loss": 0.16709628701210022, + "learning_rate": 0.0004101696257034045, + "timestep_mean": 543.0625, + "epsilon_norm": 7.8701677322387695, + "prediction_norm": 7.759156227111816, + "timestamp": "2025-07-14T12:35:17.594251" + }, + { + "epoch": 2885, + "batch_idx": 64, + "loss": 0.2477080225944519, + "learning_rate": 0.0004101696257034045, + "timestep_mean": 460.5, + "epsilon_norm": 7.83389949798584, + "prediction_norm": 6.220908164978027, + "timestamp": "2025-07-14T12:35:17.599471" + }, + { + "epoch": 2885, + "batch_idx": 96, + "loss": 0.31028324365615845, + "learning_rate": 0.0004101696257034045, + "timestep_mean": 496.15625, + "epsilon_norm": 8.157504081726074, + "prediction_norm": 6.5058698654174805, + "timestamp": "2025-07-14T12:35:17.604519" + }, + { + "epoch": 2885, + "batch_idx": 128, + "loss": 0.2581648826599121, + "learning_rate": 0.0004101696257034045, + "timestep_mean": 457.46875, + "epsilon_norm": 8.089604377746582, + "prediction_norm": 7.52215576171875, + "timestamp": "2025-07-14T12:35:17.609642" + }, + { + "epoch": 2885, + "batch_idx": 160, + "loss": 0.26872557401657104, + "learning_rate": 0.0004101696257034045, + "timestep_mean": 526.34375, + "epsilon_norm": 7.335819244384766, + "prediction_norm": 6.367391586303711, + "timestamp": "2025-07-14T12:35:17.614746" + }, + { + "epoch": 2885, + "batch_idx": 192, + "loss": 0.05442255362868309, + "learning_rate": 0.0004101696257034045, + "timestep_mean": 813.5, + "epsilon_norm": 4.661094665527344, + "prediction_norm": 4.562492847442627, + "timestamp": "2025-07-14T12:35:17.619827" + }, + { + "epoch": 2886, + "batch_idx": 0, + "loss": 0.4248414933681488, + "learning_rate": 0.00041094235486789616, + "timestep_mean": 503.90625, + "epsilon_norm": 7.636394500732422, + "prediction_norm": 5.815978527069092, + "timestamp": "2025-07-14T12:35:17.624929" + }, + { + "epoch": 2886, + "batch_idx": 32, + "loss": 0.18157894909381866, + "learning_rate": 0.00041094235486789616, + "timestep_mean": 525.75, + "epsilon_norm": 8.770524978637695, + "prediction_norm": 7.402875900268555, + "timestamp": "2025-07-14T12:35:17.630013" + }, + { + "epoch": 2886, + "batch_idx": 64, + "loss": 0.3264271020889282, + "learning_rate": 0.00041094235486789616, + "timestep_mean": 452.40625, + "epsilon_norm": 8.924881935119629, + "prediction_norm": 7.582577705383301, + "timestamp": "2025-07-14T12:35:17.634922" + }, + { + "epoch": 2886, + "batch_idx": 96, + "loss": 0.24481500685214996, + "learning_rate": 0.00041094235486789616, + "timestep_mean": 525.0625, + "epsilon_norm": 7.841598987579346, + "prediction_norm": 7.337360382080078, + "timestamp": "2025-07-14T12:35:17.639835" + }, + { + "epoch": 2886, + "batch_idx": 128, + "loss": 0.22728988528251648, + "learning_rate": 0.00041094235486789616, + "timestep_mean": 511.65625, + "epsilon_norm": 9.36974811553955, + "prediction_norm": 8.471085548400879, + "timestamp": "2025-07-14T12:35:17.644687" + }, + { + "epoch": 2886, + "batch_idx": 160, + "loss": 0.356160044670105, + "learning_rate": 0.00041094235486789616, + "timestep_mean": 483.625, + "epsilon_norm": 7.630453586578369, + "prediction_norm": 5.7751336097717285, + "timestamp": "2025-07-14T12:35:17.649558" + }, + { + "epoch": 2886, + "batch_idx": 192, + "loss": 0.6353338956832886, + "learning_rate": 0.00041094235486789616, + "timestep_mean": 354.75, + "epsilon_norm": 4.663195610046387, + "prediction_norm": 2.925320863723755, + "timestamp": "2025-07-14T12:35:17.654423" + }, + { + "epoch": 2887, + "batch_idx": 0, + "loss": 0.23237574100494385, + "learning_rate": 0.00041171530377327373, + "timestep_mean": 482.84375, + "epsilon_norm": 8.7134370803833, + "prediction_norm": 7.87691068649292, + "timestamp": "2025-07-14T12:35:17.659296" + }, + { + "epoch": 2887, + "batch_idx": 32, + "loss": 0.4543178677558899, + "learning_rate": 0.00041171530377327373, + "timestep_mean": 508.0625, + "epsilon_norm": 8.066756248474121, + "prediction_norm": 5.841052055358887, + "timestamp": "2025-07-14T12:35:17.664234" + }, + { + "epoch": 2887, + "batch_idx": 64, + "loss": 0.15747639536857605, + "learning_rate": 0.00041171530377327373, + "timestep_mean": 560.8125, + "epsilon_norm": 8.4563570022583, + "prediction_norm": 8.02343463897705, + "timestamp": "2025-07-14T12:35:17.669194" + }, + { + "epoch": 2887, + "batch_idx": 96, + "loss": 0.3107765018939972, + "learning_rate": 0.00041171530377327373, + "timestep_mean": 492.0, + "epsilon_norm": 7.776337623596191, + "prediction_norm": 6.637697696685791, + "timestamp": "2025-07-14T12:35:17.674247" + }, + { + "epoch": 2887, + "batch_idx": 128, + "loss": 0.3265702426433563, + "learning_rate": 0.00041171530377327373, + "timestep_mean": 621.3125, + "epsilon_norm": 8.128520965576172, + "prediction_norm": 7.341191291809082, + "timestamp": "2025-07-14T12:35:17.679069" + }, + { + "epoch": 2887, + "batch_idx": 160, + "loss": 0.145467147231102, + "learning_rate": 0.00041171530377327373, + "timestep_mean": 608.46875, + "epsilon_norm": 7.217565059661865, + "prediction_norm": 7.091174125671387, + "timestamp": "2025-07-14T12:35:17.684028" + }, + { + "epoch": 2887, + "batch_idx": 192, + "loss": 0.26899227499961853, + "learning_rate": 0.00041171530377327373, + "timestep_mean": 513.625, + "epsilon_norm": 3.834223985671997, + "prediction_norm": 3.0985844135284424, + "timestamp": "2025-07-14T12:35:17.688946" + }, + { + "epoch": 2888, + "batch_idx": 0, + "loss": 0.2295895516872406, + "learning_rate": 0.00041248847051236266, + "timestep_mean": 503.6875, + "epsilon_norm": 8.556124687194824, + "prediction_norm": 8.09472942352295, + "timestamp": "2025-07-14T12:35:17.693832" + }, + { + "epoch": 2888, + "batch_idx": 32, + "loss": 0.18521052598953247, + "learning_rate": 0.00041248847051236266, + "timestep_mean": 501.8125, + "epsilon_norm": 8.18779468536377, + "prediction_norm": 7.940802097320557, + "timestamp": "2025-07-14T12:35:17.698763" + }, + { + "epoch": 2888, + "batch_idx": 64, + "loss": 0.697382926940918, + "learning_rate": 0.00041248847051236266, + "timestep_mean": 436.34375, + "epsilon_norm": 9.43880844116211, + "prediction_norm": 7.698318004608154, + "timestamp": "2025-07-14T12:35:17.703668" + }, + { + "epoch": 2888, + "batch_idx": 96, + "loss": 0.21878094971179962, + "learning_rate": 0.00041248847051236266, + "timestep_mean": 491.125, + "epsilon_norm": 8.323469161987305, + "prediction_norm": 7.626189708709717, + "timestamp": "2025-07-14T12:35:17.708909" + }, + { + "epoch": 2888, + "batch_idx": 128, + "loss": 0.1973884105682373, + "learning_rate": 0.00041248847051236266, + "timestep_mean": 576.65625, + "epsilon_norm": 7.4688639640808105, + "prediction_norm": 7.0445733070373535, + "timestamp": "2025-07-14T12:35:17.713752" + }, + { + "epoch": 2888, + "batch_idx": 160, + "loss": 0.11540675163269043, + "learning_rate": 0.00041248847051236266, + "timestep_mean": 580.0, + "epsilon_norm": 8.414921760559082, + "prediction_norm": 8.319820404052734, + "timestamp": "2025-07-14T12:35:17.718717" + }, + { + "epoch": 2888, + "batch_idx": 192, + "loss": 0.08006042242050171, + "learning_rate": 0.00041248847051236266, + "timestep_mean": 584.0, + "epsilon_norm": 3.1834218502044678, + "prediction_norm": 2.9410505294799805, + "timestamp": "2025-07-14T12:35:17.723603" + }, + { + "epoch": 2889, + "batch_idx": 0, + "loss": 0.23098090291023254, + "learning_rate": 0.0004132618531774522, + "timestep_mean": 519.0, + "epsilon_norm": 7.055795192718506, + "prediction_norm": 5.4845499992370605, + "timestamp": "2025-07-14T12:35:17.728492" + }, + { + "epoch": 2889, + "batch_idx": 32, + "loss": 0.22738227248191833, + "learning_rate": 0.0004132618531774522, + "timestep_mean": 515.15625, + "epsilon_norm": 7.090123176574707, + "prediction_norm": 6.286265850067139, + "timestamp": "2025-07-14T12:35:17.733312" + }, + { + "epoch": 2889, + "batch_idx": 64, + "loss": 0.24923543632030487, + "learning_rate": 0.0004132618531774522, + "timestep_mean": 510.21875, + "epsilon_norm": 6.616640567779541, + "prediction_norm": 5.153172016143799, + "timestamp": "2025-07-14T12:35:17.738259" + }, + { + "epoch": 2889, + "batch_idx": 96, + "loss": 0.3054899573326111, + "learning_rate": 0.0004132618531774522, + "timestep_mean": 586.1875, + "epsilon_norm": 9.303840637207031, + "prediction_norm": 8.00839900970459, + "timestamp": "2025-07-14T12:35:17.743085" + }, + { + "epoch": 2889, + "batch_idx": 128, + "loss": 0.2385319322347641, + "learning_rate": 0.0004132618531774522, + "timestep_mean": 527.15625, + "epsilon_norm": 8.230361938476562, + "prediction_norm": 6.762535572052002, + "timestamp": "2025-07-14T12:35:17.747975" + }, + { + "epoch": 2889, + "batch_idx": 160, + "loss": 0.3182671070098877, + "learning_rate": 0.0004132618531774522, + "timestep_mean": 519.875, + "epsilon_norm": 8.883537292480469, + "prediction_norm": 6.6833038330078125, + "timestamp": "2025-07-14T12:35:17.752803" + }, + { + "epoch": 2889, + "batch_idx": 192, + "loss": 0.3494243621826172, + "learning_rate": 0.0004132618531774522, + "timestep_mean": 531.625, + "epsilon_norm": 3.8570733070373535, + "prediction_norm": 2.763413429260254, + "timestamp": "2025-07-14T12:35:17.757715" + }, + { + "epoch": 2890, + "batch_idx": 0, + "loss": 0.2799564003944397, + "learning_rate": 0.0004140354498602963, + "timestep_mean": 495.9375, + "epsilon_norm": 8.288886070251465, + "prediction_norm": 6.953462600708008, + "timestamp": "2025-07-14T12:35:17.762568" + }, + { + "epoch": 2890, + "batch_idx": 32, + "loss": 0.3343757390975952, + "learning_rate": 0.0004140354498602963, + "timestep_mean": 480.8125, + "epsilon_norm": 7.669986724853516, + "prediction_norm": 5.74981689453125, + "timestamp": "2025-07-14T12:35:17.767723" + }, + { + "epoch": 2890, + "batch_idx": 64, + "loss": 0.17982469499111176, + "learning_rate": 0.0004140354498602963, + "timestep_mean": 448.40625, + "epsilon_norm": 6.994852066040039, + "prediction_norm": 5.963651180267334, + "timestamp": "2025-07-14T12:35:17.772738" + }, + { + "epoch": 2890, + "batch_idx": 96, + "loss": 0.19579362869262695, + "learning_rate": 0.0004140354498602963, + "timestep_mean": 536.1875, + "epsilon_norm": 7.452767372131348, + "prediction_norm": 6.533875942230225, + "timestamp": "2025-07-14T12:35:17.777775" + }, + { + "epoch": 2890, + "batch_idx": 128, + "loss": 0.19239778816699982, + "learning_rate": 0.0004140354498602963, + "timestep_mean": 461.09375, + "epsilon_norm": 7.954824924468994, + "prediction_norm": 6.660279750823975, + "timestamp": "2025-07-14T12:35:17.782935" + }, + { + "epoch": 2890, + "batch_idx": 160, + "loss": 0.2917221188545227, + "learning_rate": 0.0004140354498602963, + "timestep_mean": 496.65625, + "epsilon_norm": 8.278956413269043, + "prediction_norm": 6.011613845825195, + "timestamp": "2025-07-14T12:35:17.788072" + }, + { + "epoch": 2890, + "batch_idx": 192, + "loss": 0.2742340862751007, + "learning_rate": 0.0004140354498602963, + "timestep_mean": 484.5, + "epsilon_norm": 3.9052557945251465, + "prediction_norm": 2.9675872325897217, + "timestamp": "2025-07-14T12:35:17.793138" + }, + { + "epoch": 2891, + "batch_idx": 0, + "loss": 0.167128324508667, + "learning_rate": 0.0004148092586521223, + "timestep_mean": 550.53125, + "epsilon_norm": 7.372208118438721, + "prediction_norm": 6.658017158508301, + "timestamp": "2025-07-14T12:35:17.798262" + }, + { + "epoch": 2891, + "batch_idx": 32, + "loss": 0.23624679446220398, + "learning_rate": 0.0004148092586521223, + "timestep_mean": 422.71875, + "epsilon_norm": 7.456891059875488, + "prediction_norm": 5.727545261383057, + "timestamp": "2025-07-14T12:35:17.803515" + }, + { + "epoch": 2891, + "batch_idx": 64, + "loss": 0.31443601846694946, + "learning_rate": 0.0004148092586521223, + "timestep_mean": 558.15625, + "epsilon_norm": 8.27632999420166, + "prediction_norm": 6.698575973510742, + "timestamp": "2025-07-14T12:35:17.808907" + }, + { + "epoch": 2891, + "batch_idx": 96, + "loss": 0.3244376480579376, + "learning_rate": 0.0004148092586521223, + "timestep_mean": 470.28125, + "epsilon_norm": 7.650969982147217, + "prediction_norm": 6.041589736938477, + "timestamp": "2025-07-14T12:35:17.813941" + }, + { + "epoch": 2891, + "batch_idx": 128, + "loss": 0.22928068041801453, + "learning_rate": 0.0004148092586521223, + "timestep_mean": 507.625, + "epsilon_norm": 7.510361194610596, + "prediction_norm": 6.5502214431762695, + "timestamp": "2025-07-14T12:35:17.819036" + }, + { + "epoch": 2891, + "batch_idx": 160, + "loss": 0.30960792303085327, + "learning_rate": 0.0004148092586521223, + "timestep_mean": 489.125, + "epsilon_norm": 8.514092445373535, + "prediction_norm": 7.594974994659424, + "timestamp": "2025-07-14T12:35:17.823995" + }, + { + "epoch": 2891, + "batch_idx": 192, + "loss": 0.12422117590904236, + "learning_rate": 0.0004148092586521223, + "timestep_mean": 524.625, + "epsilon_norm": 3.095242500305176, + "prediction_norm": 2.785015344619751, + "timestamp": "2025-07-14T12:35:17.829105" + }, + { + "epoch": 2892, + "batch_idx": 0, + "loss": 0.10347206890583038, + "learning_rate": 0.00041558327764363407, + "timestep_mean": 602.84375, + "epsilon_norm": 6.854043483734131, + "prediction_norm": 7.086852073669434, + "timestamp": "2025-07-14T12:35:17.834234" + }, + { + "epoch": 2892, + "batch_idx": 32, + "loss": 0.32101815938949585, + "learning_rate": 0.00041558327764363407, + "timestep_mean": 551.3125, + "epsilon_norm": 7.002908706665039, + "prediction_norm": 5.630397319793701, + "timestamp": "2025-07-14T12:35:17.839331" + }, + { + "epoch": 2892, + "batch_idx": 64, + "loss": 0.3017304539680481, + "learning_rate": 0.00041558327764363407, + "timestep_mean": 482.03125, + "epsilon_norm": 7.658779621124268, + "prediction_norm": 6.091226577758789, + "timestamp": "2025-07-14T12:35:17.844502" + }, + { + "epoch": 2892, + "batch_idx": 96, + "loss": 0.254748672246933, + "learning_rate": 0.00041558327764363407, + "timestep_mean": 505.21875, + "epsilon_norm": 6.392581939697266, + "prediction_norm": 5.324066638946533, + "timestamp": "2025-07-14T12:35:17.849727" + }, + { + "epoch": 2892, + "batch_idx": 128, + "loss": 0.2568373382091522, + "learning_rate": 0.00041558327764363407, + "timestep_mean": 597.78125, + "epsilon_norm": 8.485753059387207, + "prediction_norm": 8.105912208557129, + "timestamp": "2025-07-14T12:35:17.855041" + }, + { + "epoch": 2892, + "batch_idx": 160, + "loss": 0.5037291646003723, + "learning_rate": 0.00041558327764363407, + "timestep_mean": 468.625, + "epsilon_norm": 7.793978214263916, + "prediction_norm": 5.489922523498535, + "timestamp": "2025-07-14T12:35:17.860202" + }, + { + "epoch": 2892, + "batch_idx": 192, + "loss": 0.30362772941589355, + "learning_rate": 0.00041558327764363407, + "timestep_mean": 497.875, + "epsilon_norm": 3.7297089099884033, + "prediction_norm": 3.0224452018737793, + "timestamp": "2025-07-14T12:35:17.865349" + }, + { + "epoch": 2893, + "batch_idx": 0, + "loss": 0.31647977232933044, + "learning_rate": 0.000416357504925017, + "timestep_mean": 507.03125, + "epsilon_norm": 8.166707992553711, + "prediction_norm": 6.730068206787109, + "timestamp": "2025-07-14T12:35:17.870529" + }, + { + "epoch": 2893, + "batch_idx": 32, + "loss": 0.14973431825637817, + "learning_rate": 0.000416357504925017, + "timestep_mean": 547.4375, + "epsilon_norm": 8.119842529296875, + "prediction_norm": 7.476717472076416, + "timestamp": "2025-07-14T12:35:17.875635" + }, + { + "epoch": 2893, + "batch_idx": 64, + "loss": 0.22408777475357056, + "learning_rate": 0.000416357504925017, + "timestep_mean": 561.59375, + "epsilon_norm": 8.38562297821045, + "prediction_norm": 7.604482173919678, + "timestamp": "2025-07-14T12:35:17.880714" + }, + { + "epoch": 2893, + "batch_idx": 96, + "loss": 0.2819078862667084, + "learning_rate": 0.000416357504925017, + "timestep_mean": 415.3125, + "epsilon_norm": 7.3455424308776855, + "prediction_norm": 6.219442367553711, + "timestamp": "2025-07-14T12:35:17.885942" + }, + { + "epoch": 2893, + "batch_idx": 128, + "loss": 0.18696406483650208, + "learning_rate": 0.000416357504925017, + "timestep_mean": 514.4375, + "epsilon_norm": 9.739821434020996, + "prediction_norm": 8.819525718688965, + "timestamp": "2025-07-14T12:35:17.891064" + }, + { + "epoch": 2893, + "batch_idx": 160, + "loss": 0.3909326195716858, + "learning_rate": 0.000416357504925017, + "timestep_mean": 505.59375, + "epsilon_norm": 8.967541694641113, + "prediction_norm": 7.757875442504883, + "timestamp": "2025-07-14T12:35:17.896393" + }, + { + "epoch": 2893, + "batch_idx": 192, + "loss": 0.14755260944366455, + "learning_rate": 0.000416357504925017, + "timestep_mean": 667.75, + "epsilon_norm": 4.677928447723389, + "prediction_norm": 4.5095014572143555, + "timestamp": "2025-07-14T12:35:17.901620" + }, + { + "epoch": 2894, + "batch_idx": 0, + "loss": 0.36285877227783203, + "learning_rate": 0.000417131938585941, + "timestep_mean": 434.53125, + "epsilon_norm": 6.706950664520264, + "prediction_norm": 5.420599460601807, + "timestamp": "2025-07-14T12:35:17.906739" + }, + { + "epoch": 2894, + "batch_idx": 32, + "loss": 0.283935546875, + "learning_rate": 0.000417131938585941, + "timestep_mean": 507.59375, + "epsilon_norm": 7.980386734008789, + "prediction_norm": 6.549922943115234, + "timestamp": "2025-07-14T12:35:17.911972" + }, + { + "epoch": 2894, + "batch_idx": 64, + "loss": 0.477188378572464, + "learning_rate": 0.000417131938585941, + "timestep_mean": 420.1875, + "epsilon_norm": 9.839055061340332, + "prediction_norm": 8.255561828613281, + "timestamp": "2025-07-14T12:35:17.917259" + }, + { + "epoch": 2894, + "batch_idx": 96, + "loss": 0.23790483176708221, + "learning_rate": 0.000417131938585941, + "timestep_mean": 477.90625, + "epsilon_norm": 7.56069278717041, + "prediction_norm": 6.494931697845459, + "timestamp": "2025-07-14T12:35:17.922386" + }, + { + "epoch": 2894, + "batch_idx": 128, + "loss": 0.26415324211120605, + "learning_rate": 0.000417131938585941, + "timestep_mean": 419.3125, + "epsilon_norm": 7.807750701904297, + "prediction_norm": 6.140936374664307, + "timestamp": "2025-07-14T12:35:17.927470" + }, + { + "epoch": 2894, + "batch_idx": 160, + "loss": 0.22178742289543152, + "learning_rate": 0.000417131938585941, + "timestep_mean": 472.40625, + "epsilon_norm": 7.987759590148926, + "prediction_norm": 7.49483585357666, + "timestamp": "2025-07-14T12:35:17.932619" + }, + { + "epoch": 2894, + "batch_idx": 192, + "loss": 0.11277937889099121, + "learning_rate": 0.000417131938585941, + "timestep_mean": 561.0, + "epsilon_norm": 3.8570733070373535, + "prediction_norm": 3.873981475830078, + "timestamp": "2025-07-14T12:35:17.937742" + }, + { + "epoch": 2895, + "batch_idx": 0, + "loss": 0.28298306465148926, + "learning_rate": 0.0004179065767155694, + "timestep_mean": 494.875, + "epsilon_norm": 9.025156021118164, + "prediction_norm": 7.2695207595825195, + "timestamp": "2025-07-14T12:35:17.942882" + }, + { + "epoch": 2895, + "batch_idx": 32, + "loss": 0.2216198891401291, + "learning_rate": 0.0004179065767155694, + "timestep_mean": 528.0625, + "epsilon_norm": 7.413363456726074, + "prediction_norm": 6.761643886566162, + "timestamp": "2025-07-14T12:35:17.948024" + }, + { + "epoch": 2895, + "batch_idx": 64, + "loss": 0.2986622452735901, + "learning_rate": 0.0004179065767155694, + "timestep_mean": 500.4375, + "epsilon_norm": 7.45559024810791, + "prediction_norm": 6.693334579467773, + "timestamp": "2025-07-14T12:35:17.953199" + }, + { + "epoch": 2895, + "batch_idx": 96, + "loss": 0.42135387659072876, + "learning_rate": 0.0004179065767155694, + "timestep_mean": 496.15625, + "epsilon_norm": 7.881925582885742, + "prediction_norm": 6.23579216003418, + "timestamp": "2025-07-14T12:35:17.958398" + }, + { + "epoch": 2895, + "batch_idx": 128, + "loss": 0.3574794828891754, + "learning_rate": 0.0004179065767155694, + "timestep_mean": 387.09375, + "epsilon_norm": 8.76192569732666, + "prediction_norm": 6.908168792724609, + "timestamp": "2025-07-14T12:35:17.963590" + }, + { + "epoch": 2895, + "batch_idx": 160, + "loss": 0.38422733545303345, + "learning_rate": 0.0004179065767155694, + "timestep_mean": 466.21875, + "epsilon_norm": 8.352592468261719, + "prediction_norm": 6.840973377227783, + "timestamp": "2025-07-14T12:35:17.968811" + }, + { + "epoch": 2895, + "batch_idx": 192, + "loss": 0.35346803069114685, + "learning_rate": 0.0004179065767155694, + "timestep_mean": 546.875, + "epsilon_norm": 3.989590883255005, + "prediction_norm": 3.4544780254364014, + "timestamp": "2025-07-14T12:35:17.973979" + }, + { + "epoch": 2896, + "batch_idx": 0, + "loss": 0.15512579679489136, + "learning_rate": 0.0004186814174025595, + "timestep_mean": 496.40625, + "epsilon_norm": 7.896182537078857, + "prediction_norm": 7.927900314331055, + "timestamp": "2025-07-14T12:35:17.979202" + }, + { + "epoch": 2896, + "batch_idx": 32, + "loss": 0.29059913754463196, + "learning_rate": 0.0004186814174025595, + "timestep_mean": 481.21875, + "epsilon_norm": 7.916292190551758, + "prediction_norm": 7.0877299308776855, + "timestamp": "2025-07-14T12:35:17.984375" + }, + { + "epoch": 2896, + "batch_idx": 64, + "loss": 0.30035698413848877, + "learning_rate": 0.0004186814174025595, + "timestep_mean": 530.15625, + "epsilon_norm": 8.580965042114258, + "prediction_norm": 7.151876449584961, + "timestamp": "2025-07-14T12:35:17.989227" + }, + { + "epoch": 2896, + "batch_idx": 96, + "loss": 0.38393011689186096, + "learning_rate": 0.0004186814174025595, + "timestep_mean": 516.21875, + "epsilon_norm": 8.307808876037598, + "prediction_norm": 6.487254619598389, + "timestamp": "2025-07-14T12:35:17.994029" + }, + { + "epoch": 2896, + "batch_idx": 128, + "loss": 0.12949660420417786, + "learning_rate": 0.0004186814174025595, + "timestep_mean": 510.8125, + "epsilon_norm": 7.288877010345459, + "prediction_norm": 6.985658645629883, + "timestamp": "2025-07-14T12:35:17.998895" + }, + { + "epoch": 2896, + "batch_idx": 160, + "loss": 0.38937127590179443, + "learning_rate": 0.0004186814174025595, + "timestep_mean": 523.4375, + "epsilon_norm": 8.794434547424316, + "prediction_norm": 6.647542476654053, + "timestamp": "2025-07-14T12:35:18.003766" + }, + { + "epoch": 2896, + "batch_idx": 192, + "loss": 0.4731164574623108, + "learning_rate": 0.0004186814174025595, + "timestep_mean": 454.625, + "epsilon_norm": 3.8744380474090576, + "prediction_norm": 2.938922882080078, + "timestamp": "2025-07-14T12:35:18.008655" + }, + { + "epoch": 2897, + "batch_idx": 0, + "loss": 0.16271832585334778, + "learning_rate": 0.000419456458735068, + "timestep_mean": 480.40625, + "epsilon_norm": 8.083266258239746, + "prediction_norm": 7.100708484649658, + "timestamp": "2025-07-14T12:35:18.013700" + }, + { + "epoch": 2897, + "batch_idx": 32, + "loss": 0.2525728940963745, + "learning_rate": 0.000419456458735068, + "timestep_mean": 452.59375, + "epsilon_norm": 6.401357650756836, + "prediction_norm": 5.654067039489746, + "timestamp": "2025-07-14T12:35:18.018796" + }, + { + "epoch": 2897, + "batch_idx": 64, + "loss": 0.23919379711151123, + "learning_rate": 0.000419456458735068, + "timestep_mean": 447.4375, + "epsilon_norm": 7.746788024902344, + "prediction_norm": 6.329591274261475, + "timestamp": "2025-07-14T12:35:18.023917" + }, + { + "epoch": 2897, + "batch_idx": 96, + "loss": 0.33932042121887207, + "learning_rate": 0.000419456458735068, + "timestep_mean": 503.625, + "epsilon_norm": 8.068778991699219, + "prediction_norm": 6.085757732391357, + "timestamp": "2025-07-14T12:35:18.029065" + }, + { + "epoch": 2897, + "batch_idx": 128, + "loss": 0.3141078054904938, + "learning_rate": 0.000419456458735068, + "timestep_mean": 519.46875, + "epsilon_norm": 7.6037187576293945, + "prediction_norm": 5.782103538513184, + "timestamp": "2025-07-14T12:35:18.034312" + }, + { + "epoch": 2897, + "batch_idx": 160, + "loss": 0.2698579430580139, + "learning_rate": 0.000419456458735068, + "timestep_mean": 506.6875, + "epsilon_norm": 8.119633674621582, + "prediction_norm": 6.548745632171631, + "timestamp": "2025-07-14T12:35:18.039312" + }, + { + "epoch": 2897, + "batch_idx": 192, + "loss": 0.45320791006088257, + "learning_rate": 0.000419456458735068, + "timestep_mean": 480.625, + "epsilon_norm": 4.011654853820801, + "prediction_norm": 2.8839879035949707, + "timestamp": "2025-07-14T12:35:18.044386" + }, + { + "epoch": 2898, + "batch_idx": 0, + "loss": 0.27685651183128357, + "learning_rate": 0.000420231698800758, + "timestep_mean": 516.4375, + "epsilon_norm": 8.781291007995605, + "prediction_norm": 7.170007705688477, + "timestamp": "2025-07-14T12:35:18.049571" + }, + { + "epoch": 2898, + "batch_idx": 32, + "loss": 0.30207765102386475, + "learning_rate": 0.000420231698800758, + "timestep_mean": 500.46875, + "epsilon_norm": 7.359311580657959, + "prediction_norm": 6.513112545013428, + "timestamp": "2025-07-14T12:35:18.054771" + }, + { + "epoch": 2898, + "batch_idx": 64, + "loss": 0.1797879934310913, + "learning_rate": 0.000420231698800758, + "timestep_mean": 565.25, + "epsilon_norm": 7.914876461029053, + "prediction_norm": 6.443735122680664, + "timestamp": "2025-07-14T12:35:18.059804" + }, + { + "epoch": 2898, + "batch_idx": 96, + "loss": 0.16025884449481964, + "learning_rate": 0.000420231698800758, + "timestep_mean": 482.5625, + "epsilon_norm": 7.875601291656494, + "prediction_norm": 6.838981628417969, + "timestamp": "2025-07-14T12:35:18.065044" + }, + { + "epoch": 2898, + "batch_idx": 128, + "loss": 0.26235002279281616, + "learning_rate": 0.000420231698800758, + "timestep_mean": 500.90625, + "epsilon_norm": 8.311929702758789, + "prediction_norm": 7.417191028594971, + "timestamp": "2025-07-14T12:35:18.070253" + }, + { + "epoch": 2898, + "batch_idx": 160, + "loss": 0.4953717589378357, + "learning_rate": 0.000420231698800758, + "timestep_mean": 483.25, + "epsilon_norm": 8.254246711730957, + "prediction_norm": 6.892363548278809, + "timestamp": "2025-07-14T12:35:18.075401" + }, + { + "epoch": 2898, + "batch_idx": 192, + "loss": 0.18848799169063568, + "learning_rate": 0.000420231698800758, + "timestep_mean": 521.875, + "epsilon_norm": 4.784523963928223, + "prediction_norm": 4.393856048583984, + "timestamp": "2025-07-14T12:35:18.080519" + }, + { + "epoch": 2899, + "batch_idx": 0, + "loss": 0.335358589887619, + "learning_rate": 0.00042100713568680125, + "timestep_mean": 520.03125, + "epsilon_norm": 7.801929950714111, + "prediction_norm": 6.072689533233643, + "timestamp": "2025-07-14T12:35:18.085637" + }, + { + "epoch": 2899, + "batch_idx": 32, + "loss": 0.17048200964927673, + "learning_rate": 0.00042100713568680125, + "timestep_mean": 519.90625, + "epsilon_norm": 8.109814643859863, + "prediction_norm": 7.437401294708252, + "timestamp": "2025-07-14T12:35:18.090913" + }, + { + "epoch": 2899, + "batch_idx": 64, + "loss": 0.24451123178005219, + "learning_rate": 0.00042100713568680125, + "timestep_mean": 507.59375, + "epsilon_norm": 8.287282943725586, + "prediction_norm": 7.460370063781738, + "timestamp": "2025-07-14T12:35:18.096041" + }, + { + "epoch": 2899, + "batch_idx": 96, + "loss": 0.4455311894416809, + "learning_rate": 0.00042100713568680125, + "timestep_mean": 472.96875, + "epsilon_norm": 8.098529815673828, + "prediction_norm": 6.268576622009277, + "timestamp": "2025-07-14T12:35:18.101301" + }, + { + "epoch": 2899, + "batch_idx": 128, + "loss": 0.1765369176864624, + "learning_rate": 0.00042100713568680125, + "timestep_mean": 490.0, + "epsilon_norm": 7.330423355102539, + "prediction_norm": 6.9157867431640625, + "timestamp": "2025-07-14T12:35:18.106488" + }, + { + "epoch": 2899, + "batch_idx": 160, + "loss": 0.30630600452423096, + "learning_rate": 0.00042100713568680125, + "timestep_mean": 473.625, + "epsilon_norm": 7.33781623840332, + "prediction_norm": 5.809347629547119, + "timestamp": "2025-07-14T12:35:18.111735" + }, + { + "epoch": 2899, + "batch_idx": 192, + "loss": 0.1767248809337616, + "learning_rate": 0.00042100713568680125, + "timestep_mean": 606.0, + "epsilon_norm": 3.9758810997009277, + "prediction_norm": 3.4915268421173096, + "timestamp": "2025-07-14T12:35:18.116886" + }, + { + "epoch": 2900, + "batch_idx": 0, + "loss": 0.23253241181373596, + "learning_rate": 0.0004217827674798856, + "timestep_mean": 429.4375, + "epsilon_norm": 7.4132843017578125, + "prediction_norm": 6.360658645629883, + "timestamp": "2025-07-14T12:35:18.122109" + }, + { + "epoch": 2900, + "batch_idx": 32, + "loss": 0.41044163703918457, + "learning_rate": 0.0004217827674798856, + "timestep_mean": 415.8125, + "epsilon_norm": 7.48488712310791, + "prediction_norm": 6.595294952392578, + "timestamp": "2025-07-14T12:35:18.127141" + }, + { + "epoch": 2900, + "batch_idx": 64, + "loss": 0.593823254108429, + "learning_rate": 0.0004217827674798856, + "timestep_mean": 501.6875, + "epsilon_norm": 8.719158172607422, + "prediction_norm": 5.73227071762085, + "timestamp": "2025-07-14T12:35:18.132381" + }, + { + "epoch": 2900, + "batch_idx": 96, + "loss": 0.3245505690574646, + "learning_rate": 0.0004217827674798856, + "timestep_mean": 554.34375, + "epsilon_norm": 8.22205924987793, + "prediction_norm": 6.697973728179932, + "timestamp": "2025-07-14T12:35:18.137570" + }, + { + "epoch": 2900, + "batch_idx": 128, + "loss": 0.7052972316741943, + "learning_rate": 0.0004217827674798856, + "timestep_mean": 458.375, + "epsilon_norm": 9.275603294372559, + "prediction_norm": 6.675199508666992, + "timestamp": "2025-07-14T12:35:18.142649" + }, + { + "epoch": 2900, + "batch_idx": 160, + "loss": 0.08552058786153793, + "learning_rate": 0.0004217827674798856, + "timestep_mean": 549.46875, + "epsilon_norm": 7.8156938552856445, + "prediction_norm": 7.5420942306518555, + "timestamp": "2025-07-14T12:35:18.147624" + }, + { + "epoch": 2900, + "batch_idx": 192, + "loss": 1.1088249683380127, + "learning_rate": 0.0004217827674798856, + "timestep_mean": 355.25, + "epsilon_norm": 4.7320876121521, + "prediction_norm": 2.0816662311553955, + "timestamp": "2025-07-14T12:35:18.152707" + }, + { + "epoch": 2901, + "batch_idx": 0, + "loss": 0.13854540884494781, + "learning_rate": 0.0004225585922662154, + "timestep_mean": 432.125, + "epsilon_norm": 6.391837120056152, + "prediction_norm": 6.313423156738281, + "timestamp": "2025-07-14T12:35:18.157891" + }, + { + "epoch": 2901, + "batch_idx": 32, + "loss": 0.3733774423599243, + "learning_rate": 0.0004225585922662154, + "timestep_mean": 496.4375, + "epsilon_norm": 8.708166122436523, + "prediction_norm": 7.116513252258301, + "timestamp": "2025-07-14T12:35:18.163164" + }, + { + "epoch": 2901, + "batch_idx": 64, + "loss": 0.23342479765415192, + "learning_rate": 0.0004225585922662154, + "timestep_mean": 593.6875, + "epsilon_norm": 9.317978858947754, + "prediction_norm": 7.951543807983398, + "timestamp": "2025-07-14T12:35:18.168259" + }, + { + "epoch": 2901, + "batch_idx": 96, + "loss": 0.13374561071395874, + "learning_rate": 0.0004225585922662154, + "timestep_mean": 581.53125, + "epsilon_norm": 8.054977416992188, + "prediction_norm": 7.386089324951172, + "timestamp": "2025-07-14T12:35:18.173394" + }, + { + "epoch": 2901, + "batch_idx": 128, + "loss": 0.2604220509529114, + "learning_rate": 0.0004225585922662154, + "timestep_mean": 467.78125, + "epsilon_norm": 7.917669773101807, + "prediction_norm": 6.866743087768555, + "timestamp": "2025-07-14T12:35:18.178515" + }, + { + "epoch": 2901, + "batch_idx": 160, + "loss": 0.35285037755966187, + "learning_rate": 0.0004225585922662154, + "timestep_mean": 539.625, + "epsilon_norm": 9.431815147399902, + "prediction_norm": 7.533426761627197, + "timestamp": "2025-07-14T12:35:18.183623" + }, + { + "epoch": 2901, + "batch_idx": 192, + "loss": 0.04540938511490822, + "learning_rate": 0.0004225585922662154, + "timestep_mean": 656.25, + "epsilon_norm": 3.9227864742279053, + "prediction_norm": 3.8531394004821777, + "timestamp": "2025-07-14T12:35:18.188758" + }, + { + "epoch": 2902, + "batch_idx": 0, + "loss": 0.2254926562309265, + "learning_rate": 0.00042333460813152065, + "timestep_mean": 459.25, + "epsilon_norm": 7.430685520172119, + "prediction_norm": 6.866888046264648, + "timestamp": "2025-07-14T12:35:18.193848" + }, + { + "epoch": 2902, + "batch_idx": 32, + "loss": 0.335921049118042, + "learning_rate": 0.00042333460813152065, + "timestep_mean": 512.09375, + "epsilon_norm": 8.577263832092285, + "prediction_norm": 7.743655681610107, + "timestamp": "2025-07-14T12:35:18.199033" + }, + { + "epoch": 2902, + "batch_idx": 64, + "loss": 0.15038847923278809, + "learning_rate": 0.00042333460813152065, + "timestep_mean": 543.5, + "epsilon_norm": 7.773843765258789, + "prediction_norm": 7.378807067871094, + "timestamp": "2025-07-14T12:35:18.204176" + }, + { + "epoch": 2902, + "batch_idx": 96, + "loss": 0.3151368200778961, + "learning_rate": 0.00042333460813152065, + "timestep_mean": 377.375, + "epsilon_norm": 9.410783767700195, + "prediction_norm": 7.748067378997803, + "timestamp": "2025-07-14T12:35:18.209332" + }, + { + "epoch": 2902, + "batch_idx": 128, + "loss": 0.36398178339004517, + "learning_rate": 0.00042333460813152065, + "timestep_mean": 463.0, + "epsilon_norm": 8.381891250610352, + "prediction_norm": 7.188803195953369, + "timestamp": "2025-07-14T12:35:18.214287" + }, + { + "epoch": 2902, + "batch_idx": 160, + "loss": 0.2829888164997101, + "learning_rate": 0.00042333460813152065, + "timestep_mean": 487.21875, + "epsilon_norm": 8.232686042785645, + "prediction_norm": 7.233038425445557, + "timestamp": "2025-07-14T12:35:18.219165" + }, + { + "epoch": 2902, + "batch_idx": 192, + "loss": 0.09209012985229492, + "learning_rate": 0.00042333460813152065, + "timestep_mean": 614.625, + "epsilon_norm": 4.986578464508057, + "prediction_norm": 4.306352138519287, + "timestamp": "2025-07-14T12:35:18.224009" + }, + { + "epoch": 2903, + "batch_idx": 0, + "loss": 0.25424519181251526, + "learning_rate": 0.00042411081316105965, + "timestep_mean": 557.5625, + "epsilon_norm": 6.801502704620361, + "prediction_norm": 6.178619384765625, + "timestamp": "2025-07-14T12:35:18.228988" + }, + { + "epoch": 2903, + "batch_idx": 32, + "loss": 0.22227275371551514, + "learning_rate": 0.00042411081316105965, + "timestep_mean": 503.4375, + "epsilon_norm": 8.10256290435791, + "prediction_norm": 7.034272193908691, + "timestamp": "2025-07-14T12:35:18.233988" + }, + { + "epoch": 2903, + "batch_idx": 64, + "loss": 0.26240551471710205, + "learning_rate": 0.00042411081316105965, + "timestep_mean": 518.9375, + "epsilon_norm": 8.35122013092041, + "prediction_norm": 7.035844802856445, + "timestamp": "2025-07-14T12:35:18.238825" + }, + { + "epoch": 2903, + "batch_idx": 96, + "loss": 0.18801411986351013, + "learning_rate": 0.00042411081316105965, + "timestep_mean": 495.8125, + "epsilon_norm": 7.467818737030029, + "prediction_norm": 6.529819965362549, + "timestamp": "2025-07-14T12:35:18.243612" + }, + { + "epoch": 2903, + "batch_idx": 128, + "loss": 0.43975400924682617, + "learning_rate": 0.00042411081316105965, + "timestep_mean": 545.3125, + "epsilon_norm": 8.734613418579102, + "prediction_norm": 6.942826271057129, + "timestamp": "2025-07-14T12:35:18.248492" + }, + { + "epoch": 2903, + "batch_idx": 160, + "loss": 0.29251042008399963, + "learning_rate": 0.00042411081316105965, + "timestep_mean": 447.65625, + "epsilon_norm": 7.343037128448486, + "prediction_norm": 5.672811985015869, + "timestamp": "2025-07-14T12:35:18.253365" + }, + { + "epoch": 2903, + "batch_idx": 192, + "loss": 0.44638270139694214, + "learning_rate": 0.00042411081316105965, + "timestep_mean": 407.5, + "epsilon_norm": 4.771358489990234, + "prediction_norm": 3.2016124725341797, + "timestamp": "2025-07-14T12:35:18.258311" + }, + { + "epoch": 2904, + "batch_idx": 0, + "loss": 0.1538158655166626, + "learning_rate": 0.0004248872054396229, + "timestep_mean": 451.78125, + "epsilon_norm": 6.144526481628418, + "prediction_norm": 5.664215564727783, + "timestamp": "2025-07-14T12:35:18.263305" + }, + { + "epoch": 2904, + "batch_idx": 32, + "loss": 0.2007514238357544, + "learning_rate": 0.0004248872054396229, + "timestep_mean": 532.21875, + "epsilon_norm": 9.209380149841309, + "prediction_norm": 8.527185440063477, + "timestamp": "2025-07-14T12:35:18.268189" + }, + { + "epoch": 2904, + "batch_idx": 64, + "loss": 0.21697422862052917, + "learning_rate": 0.0004248872054396229, + "timestep_mean": 519.875, + "epsilon_norm": 7.844576358795166, + "prediction_norm": 7.08783483505249, + "timestamp": "2025-07-14T12:35:18.273007" + }, + { + "epoch": 2904, + "batch_idx": 96, + "loss": 0.46208542585372925, + "learning_rate": 0.0004248872054396229, + "timestep_mean": 477.09375, + "epsilon_norm": 9.270955085754395, + "prediction_norm": 7.276562213897705, + "timestamp": "2025-07-14T12:35:18.277874" + }, + { + "epoch": 2904, + "batch_idx": 128, + "loss": 0.21040183305740356, + "learning_rate": 0.0004248872054396229, + "timestep_mean": 443.9375, + "epsilon_norm": 6.8195366859436035, + "prediction_norm": 6.136470317840576, + "timestamp": "2025-07-14T12:35:18.282784" + }, + { + "epoch": 2904, + "batch_idx": 160, + "loss": 0.15162017941474915, + "learning_rate": 0.0004248872054396229, + "timestep_mean": 547.09375, + "epsilon_norm": 6.180505752563477, + "prediction_norm": 4.982905864715576, + "timestamp": "2025-07-14T12:35:18.287707" + }, + { + "epoch": 2904, + "batch_idx": 192, + "loss": 0.07536575198173523, + "learning_rate": 0.0004248872054396229, + "timestep_mean": 600.25, + "epsilon_norm": 3.1000216007232666, + "prediction_norm": 2.9258015155792236, + "timestamp": "2025-07-14T12:35:18.292618" + }, + { + "epoch": 2905, + "batch_idx": 0, + "loss": 0.4639321565628052, + "learning_rate": 0.0004256637830515394, + "timestep_mean": 515.15625, + "epsilon_norm": 8.925491333007812, + "prediction_norm": 7.096874713897705, + "timestamp": "2025-07-14T12:35:18.297463" + }, + { + "epoch": 2905, + "batch_idx": 32, + "loss": 0.15103469789028168, + "learning_rate": 0.0004256637830515394, + "timestep_mean": 529.03125, + "epsilon_norm": 7.813577175140381, + "prediction_norm": 6.867807388305664, + "timestamp": "2025-07-14T12:35:18.302339" + }, + { + "epoch": 2905, + "batch_idx": 64, + "loss": 0.20886766910552979, + "learning_rate": 0.0004256637830515394, + "timestep_mean": 451.59375, + "epsilon_norm": 7.936944007873535, + "prediction_norm": 6.773038864135742, + "timestamp": "2025-07-14T12:35:18.307279" + }, + { + "epoch": 2905, + "batch_idx": 96, + "loss": 0.44284912943840027, + "learning_rate": 0.0004256637830515394, + "timestep_mean": 444.28125, + "epsilon_norm": 8.053625106811523, + "prediction_norm": 5.358806133270264, + "timestamp": "2025-07-14T12:35:18.312433" + }, + { + "epoch": 2905, + "batch_idx": 128, + "loss": 0.2798970341682434, + "learning_rate": 0.0004256637830515394, + "timestep_mean": 604.1875, + "epsilon_norm": 9.115836143493652, + "prediction_norm": 8.378021240234375, + "timestamp": "2025-07-14T12:35:18.317538" + }, + { + "epoch": 2905, + "batch_idx": 160, + "loss": 0.2647879421710968, + "learning_rate": 0.0004256637830515394, + "timestep_mean": 537.09375, + "epsilon_norm": 7.797919273376465, + "prediction_norm": 7.142525672912598, + "timestamp": "2025-07-14T12:35:18.322528" + }, + { + "epoch": 2905, + "batch_idx": 192, + "loss": 0.2762587070465088, + "learning_rate": 0.0004256637830515394, + "timestep_mean": 480.375, + "epsilon_norm": 3.9609925746917725, + "prediction_norm": 2.8287625312805176, + "timestamp": "2025-07-14T12:35:18.327594" + }, + { + "epoch": 2906, + "batch_idx": 0, + "loss": 0.16551369428634644, + "learning_rate": 0.0004264405440806826, + "timestep_mean": 516.8125, + "epsilon_norm": 7.97510290145874, + "prediction_norm": 6.6641526222229, + "timestamp": "2025-07-14T12:35:18.332685" + }, + { + "epoch": 2906, + "batch_idx": 32, + "loss": 0.26295679807662964, + "learning_rate": 0.0004264405440806826, + "timestep_mean": 547.15625, + "epsilon_norm": 7.95758581161499, + "prediction_norm": 7.104661464691162, + "timestamp": "2025-07-14T12:35:18.337959" + }, + { + "epoch": 2906, + "batch_idx": 64, + "loss": 0.2969440817832947, + "learning_rate": 0.0004264405440806826, + "timestep_mean": 475.59375, + "epsilon_norm": 9.470857620239258, + "prediction_norm": 7.697181224822998, + "timestamp": "2025-07-14T12:35:18.343102" + }, + { + "epoch": 2906, + "batch_idx": 96, + "loss": 0.3491917848587036, + "learning_rate": 0.0004264405440806826, + "timestep_mean": 460.96875, + "epsilon_norm": 7.0056471824646, + "prediction_norm": 5.203803539276123, + "timestamp": "2025-07-14T12:35:18.348103" + }, + { + "epoch": 2906, + "batch_idx": 128, + "loss": 0.5242255926132202, + "learning_rate": 0.0004264405440806826, + "timestep_mean": 499.28125, + "epsilon_norm": 8.756668090820312, + "prediction_norm": 6.722695827484131, + "timestamp": "2025-07-14T12:35:18.353340" + }, + { + "epoch": 2906, + "batch_idx": 160, + "loss": 0.33833733201026917, + "learning_rate": 0.0004264405440806826, + "timestep_mean": 506.3125, + "epsilon_norm": 7.312482833862305, + "prediction_norm": 5.985660552978516, + "timestamp": "2025-07-14T12:35:18.358410" + }, + { + "epoch": 2906, + "batch_idx": 192, + "loss": 0.41144245862960815, + "learning_rate": 0.0004264405440806826, + "timestep_mean": 380.625, + "epsilon_norm": 4.583573818206787, + "prediction_norm": 3.6412646770477295, + "timestamp": "2025-07-14T12:35:18.363767" + }, + { + "epoch": 2907, + "batch_idx": 0, + "loss": 0.4369593560695648, + "learning_rate": 0.00042721748661047053, + "timestep_mean": 509.90625, + "epsilon_norm": 8.682124137878418, + "prediction_norm": 6.2407073974609375, + "timestamp": "2025-07-14T12:35:18.368792" + }, + { + "epoch": 2907, + "batch_idx": 32, + "loss": 0.1840338259935379, + "learning_rate": 0.00042721748661047053, + "timestep_mean": 577.28125, + "epsilon_norm": 7.823132038116455, + "prediction_norm": 6.977174758911133, + "timestamp": "2025-07-14T12:35:18.373959" + }, + { + "epoch": 2907, + "batch_idx": 64, + "loss": 0.30585411190986633, + "learning_rate": 0.00042721748661047053, + "timestep_mean": 508.3125, + "epsilon_norm": 7.583261966705322, + "prediction_norm": 6.66485595703125, + "timestamp": "2025-07-14T12:35:18.379193" + }, + { + "epoch": 2907, + "batch_idx": 96, + "loss": 0.5565590858459473, + "learning_rate": 0.00042721748661047053, + "timestep_mean": 466.9375, + "epsilon_norm": 7.9948954582214355, + "prediction_norm": 6.6110005378723145, + "timestamp": "2025-07-14T12:35:18.384345" + }, + { + "epoch": 2907, + "batch_idx": 128, + "loss": 0.12395921349525452, + "learning_rate": 0.00042721748661047053, + "timestep_mean": 507.28125, + "epsilon_norm": 6.101902008056641, + "prediction_norm": 6.036503314971924, + "timestamp": "2025-07-14T12:35:18.389317" + }, + { + "epoch": 2907, + "batch_idx": 160, + "loss": 0.5300198197364807, + "learning_rate": 0.00042721748661047053, + "timestep_mean": 522.3125, + "epsilon_norm": 9.153253555297852, + "prediction_norm": 7.1074981689453125, + "timestamp": "2025-07-14T12:35:18.394488" + }, + { + "epoch": 2907, + "batch_idx": 192, + "loss": 0.5396448969841003, + "learning_rate": 0.00042721748661047053, + "timestep_mean": 451.0, + "epsilon_norm": 4.2672648429870605, + "prediction_norm": 4.1316304206848145, + "timestamp": "2025-07-14T12:35:18.399629" + }, + { + "epoch": 2908, + "batch_idx": 0, + "loss": 0.12658119201660156, + "learning_rate": 0.00042799460872387513, + "timestep_mean": 603.09375, + "epsilon_norm": 7.750802993774414, + "prediction_norm": 7.383055210113525, + "timestamp": "2025-07-14T12:35:18.404793" + }, + { + "epoch": 2908, + "batch_idx": 32, + "loss": 0.18890869617462158, + "learning_rate": 0.00042799460872387513, + "timestep_mean": 526.0625, + "epsilon_norm": 8.09368896484375, + "prediction_norm": 7.363936424255371, + "timestamp": "2025-07-14T12:35:18.409701" + }, + { + "epoch": 2908, + "batch_idx": 64, + "loss": 0.21552833914756775, + "learning_rate": 0.00042799460872387513, + "timestep_mean": 478.78125, + "epsilon_norm": 6.891531944274902, + "prediction_norm": 5.5972113609313965, + "timestamp": "2025-07-14T12:35:18.414558" + }, + { + "epoch": 2908, + "batch_idx": 96, + "loss": 0.21280714869499207, + "learning_rate": 0.00042799460872387513, + "timestep_mean": 473.34375, + "epsilon_norm": 5.6854658126831055, + "prediction_norm": 5.2907795906066895, + "timestamp": "2025-07-14T12:35:18.419788" + }, + { + "epoch": 2908, + "batch_idx": 128, + "loss": 0.3310874402523041, + "learning_rate": 0.00042799460872387513, + "timestep_mean": 546.3125, + "epsilon_norm": 8.437607765197754, + "prediction_norm": 7.8558430671691895, + "timestamp": "2025-07-14T12:35:18.424976" + }, + { + "epoch": 2908, + "batch_idx": 160, + "loss": 0.41167667508125305, + "learning_rate": 0.00042799460872387513, + "timestep_mean": 440.28125, + "epsilon_norm": 8.01163101196289, + "prediction_norm": 5.635100841522217, + "timestamp": "2025-07-14T12:35:18.430212" + }, + { + "epoch": 2908, + "batch_idx": 192, + "loss": 0.09702407568693161, + "learning_rate": 0.00042799460872387513, + "timestep_mean": 350.0, + "epsilon_norm": 4.149655818939209, + "prediction_norm": 3.5607192516326904, + "timestamp": "2025-07-14T12:35:18.435234" + }, + { + "epoch": 2909, + "batch_idx": 0, + "loss": 0.13875791430473328, + "learning_rate": 0.00042877190850342493, + "timestep_mean": 608.3125, + "epsilon_norm": 7.508266925811768, + "prediction_norm": 7.2551960945129395, + "timestamp": "2025-07-14T12:35:18.440313" + }, + { + "epoch": 2909, + "batch_idx": 32, + "loss": 0.21265923976898193, + "learning_rate": 0.00042877190850342493, + "timestep_mean": 612.0, + "epsilon_norm": 7.513050079345703, + "prediction_norm": 6.724576950073242, + "timestamp": "2025-07-14T12:35:18.445699" + }, + { + "epoch": 2909, + "batch_idx": 64, + "loss": 0.6031496524810791, + "learning_rate": 0.00042877190850342493, + "timestep_mean": 448.1875, + "epsilon_norm": 7.392210483551025, + "prediction_norm": 5.329018592834473, + "timestamp": "2025-07-14T12:35:18.450893" + }, + { + "epoch": 2909, + "batch_idx": 96, + "loss": 0.25923001766204834, + "learning_rate": 0.00042877190850342493, + "timestep_mean": 448.15625, + "epsilon_norm": 6.6238203048706055, + "prediction_norm": 4.9418535232543945, + "timestamp": "2025-07-14T12:35:18.455829" + }, + { + "epoch": 2909, + "batch_idx": 128, + "loss": 0.20301736891269684, + "learning_rate": 0.00042877190850342493, + "timestep_mean": 481.0, + "epsilon_norm": 7.758335590362549, + "prediction_norm": 6.497288703918457, + "timestamp": "2025-07-14T12:35:18.460987" + }, + { + "epoch": 2909, + "batch_idx": 160, + "loss": 0.17790381610393524, + "learning_rate": 0.00042877190850342493, + "timestep_mean": 419.75, + "epsilon_norm": 7.931620121002197, + "prediction_norm": 6.766741752624512, + "timestamp": "2025-07-14T12:35:18.466134" + }, + { + "epoch": 2909, + "batch_idx": 192, + "loss": 0.1044163927435875, + "learning_rate": 0.00042877190850342493, + "timestep_mean": 500.5, + "epsilon_norm": 3.1877734661102295, + "prediction_norm": 2.921140432357788, + "timestamp": "2025-07-14T12:35:18.471442" + }, + { + "epoch": 2910, + "batch_idx": 0, + "loss": 0.38949939608573914, + "learning_rate": 0.00042954938403120987, + "timestep_mean": 468.65625, + "epsilon_norm": 7.97959041595459, + "prediction_norm": 5.535278797149658, + "timestamp": "2025-07-14T12:35:18.476574" + }, + { + "epoch": 2910, + "batch_idx": 32, + "loss": 0.23451931774616241, + "learning_rate": 0.00042954938403120987, + "timestep_mean": 483.6875, + "epsilon_norm": 7.405594825744629, + "prediction_norm": 6.27996301651001, + "timestamp": "2025-07-14T12:35:18.481710" + }, + { + "epoch": 2910, + "batch_idx": 64, + "loss": 0.24116602540016174, + "learning_rate": 0.00042954938403120987, + "timestep_mean": 534.25, + "epsilon_norm": 8.266548156738281, + "prediction_norm": 7.117774963378906, + "timestamp": "2025-07-14T12:35:18.486924" + }, + { + "epoch": 2910, + "batch_idx": 96, + "loss": 0.17439857125282288, + "learning_rate": 0.00042954938403120987, + "timestep_mean": 518.375, + "epsilon_norm": 7.655796527862549, + "prediction_norm": 6.649548053741455, + "timestamp": "2025-07-14T12:35:18.492085" + }, + { + "epoch": 2910, + "batch_idx": 128, + "loss": 0.3051905930042267, + "learning_rate": 0.00042954938403120987, + "timestep_mean": 451.78125, + "epsilon_norm": 9.420562744140625, + "prediction_norm": 8.091056823730469, + "timestamp": "2025-07-14T12:35:18.497249" + }, + { + "epoch": 2910, + "batch_idx": 160, + "loss": 0.42091262340545654, + "learning_rate": 0.00042954938403120987, + "timestep_mean": 518.3125, + "epsilon_norm": 9.483242988586426, + "prediction_norm": 7.994411945343018, + "timestamp": "2025-07-14T12:35:18.502412" + }, + { + "epoch": 2910, + "batch_idx": 192, + "loss": 0.4255707859992981, + "learning_rate": 0.00042954938403120987, + "timestep_mean": 590.125, + "epsilon_norm": 4.928652286529541, + "prediction_norm": 4.342209339141846, + "timestamp": "2025-07-14T12:35:18.507470" + }, + { + "epoch": 2911, + "batch_idx": 0, + "loss": 0.3321763873100281, + "learning_rate": 0.0004303270333888863, + "timestep_mean": 466.46875, + "epsilon_norm": 9.328003883361816, + "prediction_norm": 7.859984397888184, + "timestamp": "2025-07-14T12:35:18.512702" + }, + { + "epoch": 2911, + "batch_idx": 32, + "loss": 0.23799873888492584, + "learning_rate": 0.0004303270333888863, + "timestep_mean": 463.09375, + "epsilon_norm": 7.851614475250244, + "prediction_norm": 6.7516679763793945, + "timestamp": "2025-07-14T12:35:18.517904" + }, + { + "epoch": 2911, + "batch_idx": 64, + "loss": 0.3372873365879059, + "learning_rate": 0.0004303270333888863, + "timestep_mean": 512.78125, + "epsilon_norm": 8.397107124328613, + "prediction_norm": 7.587241172790527, + "timestamp": "2025-07-14T12:35:18.522933" + }, + { + "epoch": 2911, + "batch_idx": 96, + "loss": 0.48742491006851196, + "learning_rate": 0.0004303270333888863, + "timestep_mean": 352.0625, + "epsilon_norm": 7.667863845825195, + "prediction_norm": 6.2128376960754395, + "timestamp": "2025-07-14T12:35:18.527970" + }, + { + "epoch": 2911, + "batch_idx": 128, + "loss": 0.11145702004432678, + "learning_rate": 0.0004303270333888863, + "timestep_mean": 562.90625, + "epsilon_norm": 6.7554030418396, + "prediction_norm": 6.443031311035156, + "timestamp": "2025-07-14T12:35:18.532823" + }, + { + "epoch": 2911, + "batch_idx": 160, + "loss": 0.34577232599258423, + "learning_rate": 0.0004303270333888863, + "timestep_mean": 502.78125, + "epsilon_norm": 8.370388984680176, + "prediction_norm": 7.0625481605529785, + "timestamp": "2025-07-14T12:35:18.537662" + }, + { + "epoch": 2911, + "batch_idx": 192, + "loss": 0.20961646735668182, + "learning_rate": 0.0004303270333888863, + "timestep_mean": 441.375, + "epsilon_norm": 4.1848883628845215, + "prediction_norm": 4.115463733673096, + "timestamp": "2025-07-14T12:35:18.542613" + }, + { + "epoch": 2912, + "batch_idx": 0, + "loss": 0.3994547128677368, + "learning_rate": 0.000431104854657682, + "timestep_mean": 548.09375, + "epsilon_norm": 7.676321029663086, + "prediction_norm": 6.659666061401367, + "timestamp": "2025-07-14T12:35:18.547484" + }, + { + "epoch": 2912, + "batch_idx": 32, + "loss": 0.26258188486099243, + "learning_rate": 0.000431104854657682, + "timestep_mean": 534.25, + "epsilon_norm": 8.507407188415527, + "prediction_norm": 7.883478164672852, + "timestamp": "2025-07-14T12:35:18.552324" + }, + { + "epoch": 2912, + "batch_idx": 64, + "loss": 0.2797207832336426, + "learning_rate": 0.000431104854657682, + "timestep_mean": 469.875, + "epsilon_norm": 8.071133613586426, + "prediction_norm": 7.048168659210205, + "timestamp": "2025-07-14T12:35:18.557202" + }, + { + "epoch": 2912, + "batch_idx": 96, + "loss": 0.4182586073875427, + "learning_rate": 0.000431104854657682, + "timestep_mean": 484.0625, + "epsilon_norm": 8.149126052856445, + "prediction_norm": 7.4386820793151855, + "timestamp": "2025-07-14T12:35:18.562075" + }, + { + "epoch": 2912, + "batch_idx": 128, + "loss": 0.2465246617794037, + "learning_rate": 0.000431104854657682, + "timestep_mean": 443.15625, + "epsilon_norm": 8.820902824401855, + "prediction_norm": 7.865447998046875, + "timestamp": "2025-07-14T12:35:18.566971" + }, + { + "epoch": 2912, + "batch_idx": 160, + "loss": 0.32786762714385986, + "learning_rate": 0.000431104854657682, + "timestep_mean": 447.6875, + "epsilon_norm": 7.947319507598877, + "prediction_norm": 6.687983512878418, + "timestamp": "2025-07-14T12:35:18.572013" + }, + { + "epoch": 2912, + "batch_idx": 192, + "loss": 0.38594773411750793, + "learning_rate": 0.000431104854657682, + "timestep_mean": 357.0, + "epsilon_norm": 4.458343982696533, + "prediction_norm": 3.248262643814087, + "timestamp": "2025-07-14T12:35:18.576978" + }, + { + "epoch": 2913, + "batch_idx": 0, + "loss": 0.46524301171302795, + "learning_rate": 0.0004318828459184006, + "timestep_mean": 485.0, + "epsilon_norm": 7.766497611999512, + "prediction_norm": 6.105404376983643, + "timestamp": "2025-07-14T12:35:18.582092" + }, + { + "epoch": 2913, + "batch_idx": 32, + "loss": 0.13478302955627441, + "learning_rate": 0.0004318828459184006, + "timestep_mean": 577.15625, + "epsilon_norm": 7.779409408569336, + "prediction_norm": 7.377547740936279, + "timestamp": "2025-07-14T12:35:18.587302" + }, + { + "epoch": 2913, + "batch_idx": 64, + "loss": 0.2514982223510742, + "learning_rate": 0.0004318828459184006, + "timestep_mean": 430.40625, + "epsilon_norm": 7.3798370361328125, + "prediction_norm": 6.346015453338623, + "timestamp": "2025-07-14T12:35:18.592503" + }, + { + "epoch": 2913, + "batch_idx": 96, + "loss": 0.2191849946975708, + "learning_rate": 0.0004318828459184006, + "timestep_mean": 436.625, + "epsilon_norm": 7.161368370056152, + "prediction_norm": 5.874335289001465, + "timestamp": "2025-07-14T12:35:18.597558" + }, + { + "epoch": 2913, + "batch_idx": 128, + "loss": 0.3857802748680115, + "learning_rate": 0.0004318828459184006, + "timestep_mean": 502.40625, + "epsilon_norm": 7.313551425933838, + "prediction_norm": 5.333539962768555, + "timestamp": "2025-07-14T12:35:18.602622" + }, + { + "epoch": 2913, + "batch_idx": 160, + "loss": 0.19899487495422363, + "learning_rate": 0.0004318828459184006, + "timestep_mean": 520.375, + "epsilon_norm": 7.733447551727295, + "prediction_norm": 6.251636505126953, + "timestamp": "2025-07-14T12:35:18.607580" + }, + { + "epoch": 2913, + "batch_idx": 192, + "loss": 0.426921546459198, + "learning_rate": 0.0004318828459184006, + "timestep_mean": 464.875, + "epsilon_norm": 3.9555861949920654, + "prediction_norm": 2.445723295211792, + "timestamp": "2025-07-14T12:35:18.612887" + }, + { + "epoch": 2914, + "batch_idx": 0, + "loss": 0.2853725850582123, + "learning_rate": 0.0004326610052514251, + "timestep_mean": 495.625, + "epsilon_norm": 7.3642778396606445, + "prediction_norm": 5.76603364944458, + "timestamp": "2025-07-14T12:35:18.618012" + }, + { + "epoch": 2914, + "batch_idx": 32, + "loss": 0.14130261540412903, + "learning_rate": 0.0004326610052514251, + "timestep_mean": 491.84375, + "epsilon_norm": 7.484107971191406, + "prediction_norm": 6.719111442565918, + "timestamp": "2025-07-14T12:35:18.623002" + }, + { + "epoch": 2914, + "batch_idx": 64, + "loss": 0.2843016982078552, + "learning_rate": 0.0004326610052514251, + "timestep_mean": 514.9375, + "epsilon_norm": 7.923332214355469, + "prediction_norm": 6.751196384429932, + "timestamp": "2025-07-14T12:35:18.628096" + }, + { + "epoch": 2914, + "batch_idx": 96, + "loss": 0.29432815313339233, + "learning_rate": 0.0004326610052514251, + "timestep_mean": 521.625, + "epsilon_norm": 8.398868560791016, + "prediction_norm": 7.293457984924316, + "timestamp": "2025-07-14T12:35:18.633171" + }, + { + "epoch": 2914, + "batch_idx": 128, + "loss": 0.1263696253299713, + "learning_rate": 0.0004326610052514251, + "timestep_mean": 584.625, + "epsilon_norm": 7.006469249725342, + "prediction_norm": 5.892293453216553, + "timestamp": "2025-07-14T12:35:18.638359" + }, + { + "epoch": 2914, + "batch_idx": 160, + "loss": 0.2487315535545349, + "learning_rate": 0.0004326610052514251, + "timestep_mean": 510.3125, + "epsilon_norm": 7.9091339111328125, + "prediction_norm": 6.158591270446777, + "timestamp": "2025-07-14T12:35:18.643431" + }, + { + "epoch": 2914, + "batch_idx": 192, + "loss": 0.43463990092277527, + "learning_rate": 0.0004326610052514251, + "timestep_mean": 534.375, + "epsilon_norm": 4.40601921081543, + "prediction_norm": 3.7454071044921875, + "timestamp": "2025-07-14T12:35:18.648358" + }, + { + "epoch": 2915, + "batch_idx": 0, + "loss": 0.181193009018898, + "learning_rate": 0.00043343933073672515, + "timestep_mean": 564.0, + "epsilon_norm": 7.242203235626221, + "prediction_norm": 6.623668670654297, + "timestamp": "2025-07-14T12:35:18.653578" + }, + { + "epoch": 2915, + "batch_idx": 32, + "loss": 0.1795438528060913, + "learning_rate": 0.00043343933073672515, + "timestep_mean": 550.4375, + "epsilon_norm": 6.587134838104248, + "prediction_norm": 5.799042701721191, + "timestamp": "2025-07-14T12:35:18.658717" + }, + { + "epoch": 2915, + "batch_idx": 64, + "loss": 0.35368984937667847, + "learning_rate": 0.00043343933073672515, + "timestep_mean": 596.0, + "epsilon_norm": 8.503026962280273, + "prediction_norm": 6.752050399780273, + "timestamp": "2025-07-14T12:35:18.663825" + }, + { + "epoch": 2915, + "batch_idx": 96, + "loss": 0.3873986005783081, + "learning_rate": 0.00043343933073672515, + "timestep_mean": 408.40625, + "epsilon_norm": 7.756714820861816, + "prediction_norm": 6.801703929901123, + "timestamp": "2025-07-14T12:35:18.668956" + }, + { + "epoch": 2915, + "batch_idx": 128, + "loss": 0.3127622902393341, + "learning_rate": 0.00043343933073672515, + "timestep_mean": 413.84375, + "epsilon_norm": 7.249455451965332, + "prediction_norm": 6.067992687225342, + "timestamp": "2025-07-14T12:35:18.673961" + }, + { + "epoch": 2915, + "batch_idx": 160, + "loss": 0.3656221628189087, + "learning_rate": 0.00043343933073672515, + "timestep_mean": 507.5, + "epsilon_norm": 8.650517463684082, + "prediction_norm": 6.9854888916015625, + "timestamp": "2025-07-14T12:35:18.679208" + }, + { + "epoch": 2915, + "batch_idx": 192, + "loss": 0.3572884798049927, + "learning_rate": 0.00043343933073672515, + "timestep_mean": 356.0, + "epsilon_norm": 3.503541946411133, + "prediction_norm": 2.4554336071014404, + "timestamp": "2025-07-14T12:35:18.684270" + }, + { + "epoch": 2916, + "batch_idx": 0, + "loss": 0.4207212030887604, + "learning_rate": 0.00043421782045385956, + "timestep_mean": 445.6875, + "epsilon_norm": 7.326844215393066, + "prediction_norm": 5.694051742553711, + "timestamp": "2025-07-14T12:35:18.689311" + }, + { + "epoch": 2916, + "batch_idx": 32, + "loss": 0.1820063591003418, + "learning_rate": 0.00043421782045385956, + "timestep_mean": 481.84375, + "epsilon_norm": 7.487334728240967, + "prediction_norm": 6.372810363769531, + "timestamp": "2025-07-14T12:35:18.694443" + }, + { + "epoch": 2916, + "batch_idx": 64, + "loss": 0.1283349245786667, + "learning_rate": 0.00043421782045385956, + "timestep_mean": 536.40625, + "epsilon_norm": 6.701922416687012, + "prediction_norm": 6.444856643676758, + "timestamp": "2025-07-14T12:35:18.699523" + }, + { + "epoch": 2916, + "batch_idx": 96, + "loss": 0.2812545895576477, + "learning_rate": 0.00043421782045385956, + "timestep_mean": 536.84375, + "epsilon_norm": 8.627889633178711, + "prediction_norm": 7.98626184463501, + "timestamp": "2025-07-14T12:35:18.704861" + }, + { + "epoch": 2916, + "batch_idx": 128, + "loss": 0.19016940891742706, + "learning_rate": 0.00043421782045385956, + "timestep_mean": 502.375, + "epsilon_norm": 7.913360595703125, + "prediction_norm": 7.634756565093994, + "timestamp": "2025-07-14T12:35:18.709919" + }, + { + "epoch": 2916, + "batch_idx": 160, + "loss": 0.2134525626897812, + "learning_rate": 0.00043421782045385956, + "timestep_mean": 526.375, + "epsilon_norm": 8.67910099029541, + "prediction_norm": 7.660254955291748, + "timestamp": "2025-07-14T12:35:18.714960" + }, + { + "epoch": 2916, + "batch_idx": 192, + "loss": 0.3048272132873535, + "learning_rate": 0.00043421782045385956, + "timestep_mean": 380.25, + "epsilon_norm": 3.848796844482422, + "prediction_norm": 2.6542844772338867, + "timestamp": "2025-07-14T12:35:18.719961" + }, + { + "epoch": 2917, + "batch_idx": 0, + "loss": 0.5139513611793518, + "learning_rate": 0.0004349964724819837, + "timestep_mean": 532.21875, + "epsilon_norm": 8.622626304626465, + "prediction_norm": 7.47634220123291, + "timestamp": "2025-07-14T12:35:18.725098" + }, + { + "epoch": 2917, + "batch_idx": 32, + "loss": 0.27983400225639343, + "learning_rate": 0.0004349964724819837, + "timestep_mean": 422.21875, + "epsilon_norm": 9.06634521484375, + "prediction_norm": 7.747949600219727, + "timestamp": "2025-07-14T12:35:18.730206" + }, + { + "epoch": 2917, + "batch_idx": 64, + "loss": 0.2850090265274048, + "learning_rate": 0.0004349964724819837, + "timestep_mean": 445.25, + "epsilon_norm": 6.53227424621582, + "prediction_norm": 5.2992329597473145, + "timestamp": "2025-07-14T12:35:18.735070" + }, + { + "epoch": 2917, + "batch_idx": 96, + "loss": 0.31491976976394653, + "learning_rate": 0.0004349964724819837, + "timestep_mean": 482.90625, + "epsilon_norm": 8.077369689941406, + "prediction_norm": 7.117646217346191, + "timestamp": "2025-07-14T12:35:18.739956" + }, + { + "epoch": 2917, + "batch_idx": 128, + "loss": 0.4322459101676941, + "learning_rate": 0.0004349964724819837, + "timestep_mean": 520.6875, + "epsilon_norm": 8.946938514709473, + "prediction_norm": 6.9145965576171875, + "timestamp": "2025-07-14T12:35:18.744792" + }, + { + "epoch": 2917, + "batch_idx": 160, + "loss": 0.3804992139339447, + "learning_rate": 0.0004349964724819837, + "timestep_mean": 408.6875, + "epsilon_norm": 8.622693061828613, + "prediction_norm": 7.077010631561279, + "timestamp": "2025-07-14T12:35:18.749634" + }, + { + "epoch": 2917, + "batch_idx": 192, + "loss": 0.33617687225341797, + "learning_rate": 0.0004349964724819837, + "timestep_mean": 276.375, + "epsilon_norm": 3.5178909301757812, + "prediction_norm": 2.489515542984009, + "timestamp": "2025-07-14T12:35:18.754897" + }, + { + "epoch": 2918, + "batch_idx": 0, + "loss": 0.3472098410129547, + "learning_rate": 0.0004357752848998497, + "timestep_mean": 398.53125, + "epsilon_norm": 8.290102005004883, + "prediction_norm": 7.0205979347229, + "timestamp": "2025-07-14T12:35:18.760015" + }, + { + "epoch": 2918, + "batch_idx": 32, + "loss": 0.30025744438171387, + "learning_rate": 0.0004357752848998497, + "timestep_mean": 461.8125, + "epsilon_norm": 8.080190658569336, + "prediction_norm": 6.174733638763428, + "timestamp": "2025-07-14T12:35:18.765074" + }, + { + "epoch": 2918, + "batch_idx": 64, + "loss": 0.2562529742717743, + "learning_rate": 0.0004357752848998497, + "timestep_mean": 470.46875, + "epsilon_norm": 7.6820478439331055, + "prediction_norm": 6.060751914978027, + "timestamp": "2025-07-14T12:35:18.770061" + }, + { + "epoch": 2918, + "batch_idx": 96, + "loss": 0.151725172996521, + "learning_rate": 0.0004357752848998497, + "timestep_mean": 529.96875, + "epsilon_norm": 7.530941963195801, + "prediction_norm": 6.480020999908447, + "timestamp": "2025-07-14T12:35:18.775192" + }, + { + "epoch": 2918, + "batch_idx": 128, + "loss": 0.36596575379371643, + "learning_rate": 0.0004357752848998497, + "timestep_mean": 576.71875, + "epsilon_norm": 8.398897171020508, + "prediction_norm": 6.790395736694336, + "timestamp": "2025-07-14T12:35:18.780338" + }, + { + "epoch": 2918, + "batch_idx": 160, + "loss": 0.15370187163352966, + "learning_rate": 0.0004357752848998497, + "timestep_mean": 552.71875, + "epsilon_norm": 8.814689636230469, + "prediction_norm": 7.938727855682373, + "timestamp": "2025-07-14T12:35:18.785281" + }, + { + "epoch": 2918, + "batch_idx": 192, + "loss": 0.47273463010787964, + "learning_rate": 0.0004357752848998497, + "timestep_mean": 393.25, + "epsilon_norm": 3.347499370574951, + "prediction_norm": 2.0335958003997803, + "timestamp": "2025-07-14T12:35:18.790173" + }, + { + "epoch": 2919, + "batch_idx": 0, + "loss": 0.23371000587940216, + "learning_rate": 0.00043655425578581584, + "timestep_mean": 494.46875, + "epsilon_norm": 7.32125997543335, + "prediction_norm": 6.647140979766846, + "timestamp": "2025-07-14T12:35:18.795073" + }, + { + "epoch": 2919, + "batch_idx": 32, + "loss": 0.20773594081401825, + "learning_rate": 0.00043655425578581584, + "timestep_mean": 509.8125, + "epsilon_norm": 7.239078521728516, + "prediction_norm": 6.7787861824035645, + "timestamp": "2025-07-14T12:35:18.799988" + }, + { + "epoch": 2919, + "batch_idx": 64, + "loss": 0.31445538997650146, + "learning_rate": 0.00043655425578581584, + "timestep_mean": 535.75, + "epsilon_norm": 8.84007740020752, + "prediction_norm": 6.681235313415527, + "timestamp": "2025-07-14T12:35:18.804964" + }, + { + "epoch": 2919, + "batch_idx": 96, + "loss": 0.3005274832248688, + "learning_rate": 0.00043655425578581584, + "timestep_mean": 485.3125, + "epsilon_norm": 6.313899517059326, + "prediction_norm": 4.851322650909424, + "timestamp": "2025-07-14T12:35:18.810061" + }, + { + "epoch": 2919, + "batch_idx": 128, + "loss": 0.3743075132369995, + "learning_rate": 0.00043655425578581584, + "timestep_mean": 498.8125, + "epsilon_norm": 9.083246231079102, + "prediction_norm": 7.64826774597168, + "timestamp": "2025-07-14T12:35:18.815145" + }, + { + "epoch": 2919, + "batch_idx": 160, + "loss": 0.7186335325241089, + "learning_rate": 0.00043655425578581584, + "timestep_mean": 462.0, + "epsilon_norm": 9.257606506347656, + "prediction_norm": 6.4455790519714355, + "timestamp": "2025-07-14T12:35:18.820115" + }, + { + "epoch": 2919, + "batch_idx": 192, + "loss": 0.4101034104824066, + "learning_rate": 0.00043655425578581584, + "timestep_mean": 249.25, + "epsilon_norm": 3.992189884185791, + "prediction_norm": 3.059359073638916, + "timestamp": "2025-07-14T12:35:18.825271" + }, + { + "epoch": 2920, + "batch_idx": 0, + "loss": 0.31436657905578613, + "learning_rate": 0.00043733338321784936, + "timestep_mean": 450.4375, + "epsilon_norm": 6.875187873840332, + "prediction_norm": 5.661171913146973, + "timestamp": "2025-07-14T12:35:18.830527" + }, + { + "epoch": 2920, + "batch_idx": 32, + "loss": 0.3945145606994629, + "learning_rate": 0.00043733338321784936, + "timestep_mean": 544.125, + "epsilon_norm": 8.551074981689453, + "prediction_norm": 6.88959264755249, + "timestamp": "2025-07-14T12:35:18.835598" + }, + { + "epoch": 2920, + "batch_idx": 64, + "loss": 0.3299703598022461, + "learning_rate": 0.00043733338321784936, + "timestep_mean": 490.34375, + "epsilon_norm": 9.0471773147583, + "prediction_norm": 7.95961856842041, + "timestamp": "2025-07-14T12:35:18.840870" + }, + { + "epoch": 2920, + "batch_idx": 96, + "loss": 0.16187015175819397, + "learning_rate": 0.00043733338321784936, + "timestep_mean": 489.5625, + "epsilon_norm": 7.582394123077393, + "prediction_norm": 7.3521552085876465, + "timestamp": "2025-07-14T12:35:18.845897" + }, + { + "epoch": 2920, + "batch_idx": 128, + "loss": 0.23506148159503937, + "learning_rate": 0.00043733338321784936, + "timestep_mean": 541.9375, + "epsilon_norm": 7.783771514892578, + "prediction_norm": 7.271503925323486, + "timestamp": "2025-07-14T12:35:18.851317" + }, + { + "epoch": 2920, + "batch_idx": 160, + "loss": 0.4651544392108917, + "learning_rate": 0.00043733338321784936, + "timestep_mean": 483.5, + "epsilon_norm": 8.353391647338867, + "prediction_norm": 6.389970779418945, + "timestamp": "2025-07-14T12:35:18.856565" + }, + { + "epoch": 2920, + "batch_idx": 192, + "loss": 0.38015609979629517, + "learning_rate": 0.00043733338321784936, + "timestep_mean": 400.125, + "epsilon_norm": 3.4426021575927734, + "prediction_norm": 2.2010397911071777, + "timestamp": "2025-07-14T12:35:18.861762" + }, + { + "epoch": 2921, + "batch_idx": 0, + "loss": 0.2876288890838623, + "learning_rate": 0.0004381126652735294, + "timestep_mean": 471.4375, + "epsilon_norm": 9.05176067352295, + "prediction_norm": 8.03453540802002, + "timestamp": "2025-07-14T12:35:18.867000" + }, + { + "epoch": 2921, + "batch_idx": 32, + "loss": 0.22469396889209747, + "learning_rate": 0.0004381126652735294, + "timestep_mean": 482.5, + "epsilon_norm": 7.443661689758301, + "prediction_norm": 6.370287895202637, + "timestamp": "2025-07-14T12:35:18.872230" + }, + { + "epoch": 2921, + "batch_idx": 64, + "loss": 0.2006150186061859, + "learning_rate": 0.0004381126652735294, + "timestep_mean": 503.40625, + "epsilon_norm": 8.859478950500488, + "prediction_norm": 7.91308069229126, + "timestamp": "2025-07-14T12:35:18.877364" + }, + { + "epoch": 2921, + "batch_idx": 96, + "loss": 0.139887273311615, + "learning_rate": 0.0004381126652735294, + "timestep_mean": 508.125, + "epsilon_norm": 7.306972503662109, + "prediction_norm": 7.2467041015625, + "timestamp": "2025-07-14T12:35:18.882430" + }, + { + "epoch": 2921, + "batch_idx": 128, + "loss": 0.22607412934303284, + "learning_rate": 0.0004381126652735294, + "timestep_mean": 488.625, + "epsilon_norm": 7.537539482116699, + "prediction_norm": 6.320183753967285, + "timestamp": "2025-07-14T12:35:18.887493" + }, + { + "epoch": 2921, + "batch_idx": 160, + "loss": 0.28773993253707886, + "learning_rate": 0.0004381126652735294, + "timestep_mean": 473.625, + "epsilon_norm": 7.667881488800049, + "prediction_norm": 5.991764068603516, + "timestamp": "2025-07-14T12:35:18.892697" + }, + { + "epoch": 2921, + "batch_idx": 192, + "loss": 0.1666325330734253, + "learning_rate": 0.0004381126652735294, + "timestep_mean": 604.25, + "epsilon_norm": 3.940222978591919, + "prediction_norm": 2.857959270477295, + "timestamp": "2025-07-14T12:35:18.898110" + }, + { + "epoch": 2922, + "batch_idx": 0, + "loss": 0.22755815088748932, + "learning_rate": 0.00043889210003005626, + "timestep_mean": 499.125, + "epsilon_norm": 7.748147010803223, + "prediction_norm": 7.14603328704834, + "timestamp": "2025-07-14T12:35:18.903336" + }, + { + "epoch": 2922, + "batch_idx": 32, + "loss": 0.28132736682891846, + "learning_rate": 0.00043889210003005626, + "timestep_mean": 461.4375, + "epsilon_norm": 8.137939453125, + "prediction_norm": 6.651984214782715, + "timestamp": "2025-07-14T12:35:18.908651" + }, + { + "epoch": 2922, + "batch_idx": 64, + "loss": 0.3405567407608032, + "learning_rate": 0.00043889210003005626, + "timestep_mean": 383.34375, + "epsilon_norm": 7.645474433898926, + "prediction_norm": 6.3825531005859375, + "timestamp": "2025-07-14T12:35:18.913664" + }, + { + "epoch": 2922, + "batch_idx": 96, + "loss": 0.29686135053634644, + "learning_rate": 0.00043889210003005626, + "timestep_mean": 484.84375, + "epsilon_norm": 8.53649616241455, + "prediction_norm": 7.0682830810546875, + "timestamp": "2025-07-14T12:35:18.918766" + }, + { + "epoch": 2922, + "batch_idx": 128, + "loss": 0.4261552095413208, + "learning_rate": 0.00043889210003005626, + "timestep_mean": 523.0625, + "epsilon_norm": 8.040149688720703, + "prediction_norm": 6.20629358291626, + "timestamp": "2025-07-14T12:35:18.924014" + }, + { + "epoch": 2922, + "batch_idx": 160, + "loss": 0.19741421937942505, + "learning_rate": 0.00043889210003005626, + "timestep_mean": 574.53125, + "epsilon_norm": 8.5228853225708, + "prediction_norm": 8.298259735107422, + "timestamp": "2025-07-14T12:35:18.929103" + }, + { + "epoch": 2922, + "batch_idx": 192, + "loss": 0.14342331886291504, + "learning_rate": 0.00043889210003005626, + "timestep_mean": 499.375, + "epsilon_norm": 3.348834276199341, + "prediction_norm": 3.054044723510742, + "timestamp": "2025-07-14T12:35:18.934229" + }, + { + "epoch": 2923, + "batch_idx": 0, + "loss": 0.2890079617500305, + "learning_rate": 0.0004396716855642517, + "timestep_mean": 539.21875, + "epsilon_norm": 7.457131862640381, + "prediction_norm": 6.8322248458862305, + "timestamp": "2025-07-14T12:35:18.939446" + }, + { + "epoch": 2923, + "batch_idx": 32, + "loss": 0.2357179969549179, + "learning_rate": 0.0004396716855642517, + "timestep_mean": 514.75, + "epsilon_norm": 7.8925065994262695, + "prediction_norm": 7.168112754821777, + "timestamp": "2025-07-14T12:35:18.944711" + }, + { + "epoch": 2923, + "batch_idx": 64, + "loss": 0.3204134702682495, + "learning_rate": 0.0004396716855642517, + "timestep_mean": 481.34375, + "epsilon_norm": 7.389866828918457, + "prediction_norm": 6.14035701751709, + "timestamp": "2025-07-14T12:35:18.949665" + }, + { + "epoch": 2923, + "batch_idx": 96, + "loss": 0.2224154770374298, + "learning_rate": 0.0004396716855642517, + "timestep_mean": 507.28125, + "epsilon_norm": 7.842660903930664, + "prediction_norm": 7.153881549835205, + "timestamp": "2025-07-14T12:35:18.954879" + }, + { + "epoch": 2923, + "batch_idx": 128, + "loss": 0.1833038181066513, + "learning_rate": 0.0004396716855642517, + "timestep_mean": 526.71875, + "epsilon_norm": 7.459532737731934, + "prediction_norm": 6.632122993469238, + "timestamp": "2025-07-14T12:35:18.959960" + }, + { + "epoch": 2923, + "batch_idx": 160, + "loss": 0.4657382369041443, + "learning_rate": 0.0004396716855642517, + "timestep_mean": 366.25, + "epsilon_norm": 8.946303367614746, + "prediction_norm": 7.414240837097168, + "timestamp": "2025-07-14T12:35:18.965108" + }, + { + "epoch": 2923, + "batch_idx": 192, + "loss": 0.19877983629703522, + "learning_rate": 0.0004396716855642517, + "timestep_mean": 605.0, + "epsilon_norm": 2.9663476943969727, + "prediction_norm": 2.585517168045044, + "timestamp": "2025-07-14T12:35:18.970285" + }, + { + "epoch": 2924, + "batch_idx": 0, + "loss": 0.15995270013809204, + "learning_rate": 0.0004404514199525664, + "timestep_mean": 552.125, + "epsilon_norm": 7.317228317260742, + "prediction_norm": 7.503192901611328, + "timestamp": "2025-07-14T12:35:18.975628" + }, + { + "epoch": 2924, + "batch_idx": 32, + "loss": 0.32216551899909973, + "learning_rate": 0.0004404514199525664, + "timestep_mean": 547.65625, + "epsilon_norm": 7.622002124786377, + "prediction_norm": 6.315568447113037, + "timestamp": "2025-07-14T12:35:18.980771" + }, + { + "epoch": 2924, + "batch_idx": 64, + "loss": 0.2014485001564026, + "learning_rate": 0.0004404514199525664, + "timestep_mean": 553.0625, + "epsilon_norm": 8.656588554382324, + "prediction_norm": 8.282362937927246, + "timestamp": "2025-07-14T12:35:18.985914" + }, + { + "epoch": 2924, + "batch_idx": 96, + "loss": 0.30628037452697754, + "learning_rate": 0.0004404514199525664, + "timestep_mean": 468.34375, + "epsilon_norm": 7.163431167602539, + "prediction_norm": 5.993596076965332, + "timestamp": "2025-07-14T12:35:18.991087" + }, + { + "epoch": 2924, + "batch_idx": 128, + "loss": 0.28151190280914307, + "learning_rate": 0.0004404514199525664, + "timestep_mean": 465.84375, + "epsilon_norm": 8.136589050292969, + "prediction_norm": 7.019878387451172, + "timestamp": "2025-07-14T12:35:18.996265" + }, + { + "epoch": 2924, + "batch_idx": 160, + "loss": 0.29621022939682007, + "learning_rate": 0.0004404514199525664, + "timestep_mean": 448.21875, + "epsilon_norm": 7.726037979125977, + "prediction_norm": 6.137922286987305, + "timestamp": "2025-07-14T12:35:19.001388" + }, + { + "epoch": 2924, + "batch_idx": 192, + "loss": 0.2986603081226349, + "learning_rate": 0.0004404514199525664, + "timestep_mean": 391.25, + "epsilon_norm": 4.014321327209473, + "prediction_norm": 3.2345340251922607, + "timestamp": "2025-07-14T12:35:19.006470" + }, + { + "epoch": 2925, + "batch_idx": 0, + "loss": 0.3000539243221283, + "learning_rate": 0.00044123130127108235, + "timestep_mean": 477.21875, + "epsilon_norm": 7.522017002105713, + "prediction_norm": 6.114412307739258, + "timestamp": "2025-07-14T12:35:19.011579" + }, + { + "epoch": 2925, + "batch_idx": 32, + "loss": 0.25712472200393677, + "learning_rate": 0.00044123130127108235, + "timestep_mean": 524.84375, + "epsilon_norm": 8.011162757873535, + "prediction_norm": 6.372175216674805, + "timestamp": "2025-07-14T12:35:19.017063" + }, + { + "epoch": 2925, + "batch_idx": 64, + "loss": 0.14878426492214203, + "learning_rate": 0.00044123130127108235, + "timestep_mean": 547.25, + "epsilon_norm": 9.115245819091797, + "prediction_norm": 7.64656925201416, + "timestamp": "2025-07-14T12:35:19.022382" + }, + { + "epoch": 2925, + "batch_idx": 96, + "loss": 0.3549526333808899, + "learning_rate": 0.00044123130127108235, + "timestep_mean": 499.6875, + "epsilon_norm": 8.517450332641602, + "prediction_norm": 6.551684856414795, + "timestamp": "2025-07-14T12:35:19.027568" + }, + { + "epoch": 2925, + "batch_idx": 128, + "loss": 0.3576595187187195, + "learning_rate": 0.00044123130127108235, + "timestep_mean": 477.71875, + "epsilon_norm": 8.370450973510742, + "prediction_norm": 6.546891689300537, + "timestamp": "2025-07-14T12:35:19.032804" + }, + { + "epoch": 2925, + "batch_idx": 160, + "loss": 0.35055333375930786, + "learning_rate": 0.00044123130127108235, + "timestep_mean": 477.09375, + "epsilon_norm": 7.258131980895996, + "prediction_norm": 5.770954608917236, + "timestamp": "2025-07-14T12:35:19.038045" + }, + { + "epoch": 2925, + "batch_idx": 192, + "loss": 0.06450024247169495, + "learning_rate": 0.00044123130127108235, + "timestep_mean": 644.625, + "epsilon_norm": 3.4128377437591553, + "prediction_norm": 2.992788314819336, + "timestamp": "2025-07-14T12:35:19.043148" + }, + { + "epoch": 2926, + "batch_idx": 0, + "loss": 0.25931963324546814, + "learning_rate": 0.0004420113275955205, + "timestep_mean": 510.75, + "epsilon_norm": 8.057334899902344, + "prediction_norm": 6.477589130401611, + "timestamp": "2025-07-14T12:35:19.048450" + }, + { + "epoch": 2926, + "batch_idx": 32, + "loss": 0.3910331428050995, + "learning_rate": 0.0004420113275955205, + "timestep_mean": 485.25, + "epsilon_norm": 7.731637477874756, + "prediction_norm": 5.804107666015625, + "timestamp": "2025-07-14T12:35:19.053522" + }, + { + "epoch": 2926, + "batch_idx": 64, + "loss": 0.3742397427558899, + "learning_rate": 0.0004420113275955205, + "timestep_mean": 435.34375, + "epsilon_norm": 7.93626594543457, + "prediction_norm": 6.447458744049072, + "timestamp": "2025-07-14T12:35:19.058429" + }, + { + "epoch": 2926, + "batch_idx": 96, + "loss": 0.32658374309539795, + "learning_rate": 0.0004420113275955205, + "timestep_mean": 448.53125, + "epsilon_norm": 7.437930107116699, + "prediction_norm": 5.488546371459961, + "timestamp": "2025-07-14T12:35:19.063499" + }, + { + "epoch": 2926, + "batch_idx": 128, + "loss": 0.4729963541030884, + "learning_rate": 0.0004420113275955205, + "timestep_mean": 494.40625, + "epsilon_norm": 7.701624870300293, + "prediction_norm": 5.697486400604248, + "timestamp": "2025-07-14T12:35:19.068396" + }, + { + "epoch": 2926, + "batch_idx": 160, + "loss": 0.3105567693710327, + "learning_rate": 0.0004420113275955205, + "timestep_mean": 519.59375, + "epsilon_norm": 7.244688987731934, + "prediction_norm": 6.525720119476318, + "timestamp": "2025-07-14T12:35:19.073282" + }, + { + "epoch": 2926, + "batch_idx": 192, + "loss": 0.27246803045272827, + "learning_rate": 0.0004420113275955205, + "timestep_mean": 330.75, + "epsilon_norm": 4.210777282714844, + "prediction_norm": 3.2411701679229736, + "timestamp": "2025-07-14T12:35:19.078377" + }, + { + "epoch": 2927, + "batch_idx": 0, + "loss": 0.24627164006233215, + "learning_rate": 0.00044279149700124327, + "timestep_mean": 544.25, + "epsilon_norm": 8.027641296386719, + "prediction_norm": 6.671591281890869, + "timestamp": "2025-07-14T12:35:19.083483" + }, + { + "epoch": 2927, + "batch_idx": 32, + "loss": 0.34710049629211426, + "learning_rate": 0.00044279149700124327, + "timestep_mean": 491.40625, + "epsilon_norm": 8.334296226501465, + "prediction_norm": 6.774667263031006, + "timestamp": "2025-07-14T12:35:19.088782" + }, + { + "epoch": 2927, + "batch_idx": 64, + "loss": 0.2958718240261078, + "learning_rate": 0.00044279149700124327, + "timestep_mean": 496.46875, + "epsilon_norm": 8.57520866394043, + "prediction_norm": 7.23888635635376, + "timestamp": "2025-07-14T12:35:19.093890" + }, + { + "epoch": 2927, + "batch_idx": 96, + "loss": 0.2238696813583374, + "learning_rate": 0.00044279149700124327, + "timestep_mean": 475.03125, + "epsilon_norm": 7.511922359466553, + "prediction_norm": 6.412690162658691, + "timestamp": "2025-07-14T12:35:19.098947" + }, + { + "epoch": 2927, + "batch_idx": 128, + "loss": 0.26867079734802246, + "learning_rate": 0.00044279149700124327, + "timestep_mean": 524.375, + "epsilon_norm": 6.860057830810547, + "prediction_norm": 5.837564945220947, + "timestamp": "2025-07-14T12:35:19.104027" + }, + { + "epoch": 2927, + "batch_idx": 160, + "loss": 0.30545783042907715, + "learning_rate": 0.00044279149700124327, + "timestep_mean": 585.0625, + "epsilon_norm": 7.674610614776611, + "prediction_norm": 6.271712303161621, + "timestamp": "2025-07-14T12:35:19.109229" + }, + { + "epoch": 2927, + "batch_idx": 192, + "loss": 0.19016824662685394, + "learning_rate": 0.00044279149700124327, + "timestep_mean": 523.625, + "epsilon_norm": 4.341743469238281, + "prediction_norm": 4.365907669067383, + "timestamp": "2025-07-14T12:35:19.114350" + }, + { + "epoch": 2928, + "batch_idx": 0, + "loss": 0.21920731663703918, + "learning_rate": 0.00044357180756326027, + "timestep_mean": 481.875, + "epsilon_norm": 8.06728458404541, + "prediction_norm": 7.47230339050293, + "timestamp": "2025-07-14T12:35:19.119569" + }, + { + "epoch": 2928, + "batch_idx": 32, + "loss": 0.23417063057422638, + "learning_rate": 0.00044357180756326027, + "timestep_mean": 526.34375, + "epsilon_norm": 8.1704740524292, + "prediction_norm": 6.9873127937316895, + "timestamp": "2025-07-14T12:35:19.124834" + }, + { + "epoch": 2928, + "batch_idx": 64, + "loss": 0.26086127758026123, + "learning_rate": 0.00044357180756326027, + "timestep_mean": 504.0, + "epsilon_norm": 8.203118324279785, + "prediction_norm": 7.0190749168396, + "timestamp": "2025-07-14T12:35:19.130093" + }, + { + "epoch": 2928, + "batch_idx": 96, + "loss": 0.22802124917507172, + "learning_rate": 0.00044357180756326027, + "timestep_mean": 480.78125, + "epsilon_norm": 8.330172538757324, + "prediction_norm": 7.599128246307373, + "timestamp": "2025-07-14T12:35:19.135218" + }, + { + "epoch": 2928, + "batch_idx": 128, + "loss": 0.2996870279312134, + "learning_rate": 0.00044357180756326027, + "timestep_mean": 467.40625, + "epsilon_norm": 7.9583516120910645, + "prediction_norm": 6.937387943267822, + "timestamp": "2025-07-14T12:35:19.140440" + }, + { + "epoch": 2928, + "batch_idx": 160, + "loss": 0.22391930222511292, + "learning_rate": 0.00044357180756326027, + "timestep_mean": 487.09375, + "epsilon_norm": 7.570206642150879, + "prediction_norm": 6.219746112823486, + "timestamp": "2025-07-14T12:35:19.145650" + }, + { + "epoch": 2928, + "batch_idx": 192, + "loss": 0.14711472392082214, + "learning_rate": 0.00044357180756326027, + "timestep_mean": 381.875, + "epsilon_norm": 3.226205825805664, + "prediction_norm": 3.118502378463745, + "timestamp": "2025-07-14T12:35:19.150863" + }, + { + "epoch": 2929, + "batch_idx": 0, + "loss": 0.18137508630752563, + "learning_rate": 0.0004443522573562327, + "timestep_mean": 511.5, + "epsilon_norm": 6.794400215148926, + "prediction_norm": 6.4143595695495605, + "timestamp": "2025-07-14T12:35:19.156105" + }, + { + "epoch": 2929, + "batch_idx": 32, + "loss": 0.4177738130092621, + "learning_rate": 0.0004443522573562327, + "timestep_mean": 519.28125, + "epsilon_norm": 8.02237606048584, + "prediction_norm": 6.943900108337402, + "timestamp": "2025-07-14T12:35:19.161349" + }, + { + "epoch": 2929, + "batch_idx": 64, + "loss": 0.5364894866943359, + "learning_rate": 0.0004443522573562327, + "timestep_mean": 421.6875, + "epsilon_norm": 7.856091499328613, + "prediction_norm": 5.664046287536621, + "timestamp": "2025-07-14T12:35:19.166667" + }, + { + "epoch": 2929, + "batch_idx": 96, + "loss": 0.3535730242729187, + "learning_rate": 0.0004443522573562327, + "timestep_mean": 479.9375, + "epsilon_norm": 7.3180999755859375, + "prediction_norm": 5.592637062072754, + "timestamp": "2025-07-14T12:35:19.171910" + }, + { + "epoch": 2929, + "batch_idx": 128, + "loss": 0.2584874629974365, + "learning_rate": 0.0004443522573562327, + "timestep_mean": 494.71875, + "epsilon_norm": 7.9589033126831055, + "prediction_norm": 6.724039554595947, + "timestamp": "2025-07-14T12:35:19.177197" + }, + { + "epoch": 2929, + "batch_idx": 160, + "loss": 0.16941291093826294, + "learning_rate": 0.0004443522573562327, + "timestep_mean": 553.65625, + "epsilon_norm": 9.151570320129395, + "prediction_norm": 8.260702133178711, + "timestamp": "2025-07-14T12:35:19.182362" + }, + { + "epoch": 2929, + "batch_idx": 192, + "loss": 0.13600951433181763, + "learning_rate": 0.0004443522573562327, + "timestep_mean": 587.875, + "epsilon_norm": 4.328383445739746, + "prediction_norm": 3.8282930850982666, + "timestamp": "2025-07-14T12:35:19.187430" + }, + { + "epoch": 2930, + "batch_idx": 0, + "loss": 0.21499702334403992, + "learning_rate": 0.0004451328444544788, + "timestep_mean": 497.5625, + "epsilon_norm": 7.760295867919922, + "prediction_norm": 6.653627872467041, + "timestamp": "2025-07-14T12:35:19.192837" + }, + { + "epoch": 2930, + "batch_idx": 32, + "loss": 0.36643677949905396, + "learning_rate": 0.0004451328444544788, + "timestep_mean": 496.09375, + "epsilon_norm": 7.288800239562988, + "prediction_norm": 5.2508440017700195, + "timestamp": "2025-07-14T12:35:19.197999" + }, + { + "epoch": 2930, + "batch_idx": 64, + "loss": 0.16820888221263885, + "learning_rate": 0.0004451328444544788, + "timestep_mean": 507.03125, + "epsilon_norm": 7.372514247894287, + "prediction_norm": 6.6839680671691895, + "timestamp": "2025-07-14T12:35:19.203023" + }, + { + "epoch": 2930, + "batch_idx": 96, + "loss": 0.5165111422538757, + "learning_rate": 0.0004451328444544788, + "timestep_mean": 538.40625, + "epsilon_norm": 9.188333511352539, + "prediction_norm": 8.04789924621582, + "timestamp": "2025-07-14T12:35:19.208162" + }, + { + "epoch": 2930, + "batch_idx": 128, + "loss": 0.26096704602241516, + "learning_rate": 0.0004451328444544788, + "timestep_mean": 568.40625, + "epsilon_norm": 7.694228172302246, + "prediction_norm": 6.6585373878479, + "timestamp": "2025-07-14T12:35:19.213587" + }, + { + "epoch": 2930, + "batch_idx": 160, + "loss": 0.20513014495372772, + "learning_rate": 0.0004451328444544788, + "timestep_mean": 556.6875, + "epsilon_norm": 7.429027557373047, + "prediction_norm": 6.448256969451904, + "timestamp": "2025-07-14T12:35:19.218742" + }, + { + "epoch": 2930, + "batch_idx": 192, + "loss": 0.07710540294647217, + "learning_rate": 0.0004451328444544788, + "timestep_mean": 532.0, + "epsilon_norm": 3.7990872859954834, + "prediction_norm": 3.1791908740997314, + "timestamp": "2025-07-14T12:35:19.223923" + }, + { + "epoch": 2931, + "batch_idx": 0, + "loss": 0.20513738691806793, + "learning_rate": 0.0004459135669319765, + "timestep_mean": 481.34375, + "epsilon_norm": 6.7060394287109375, + "prediction_norm": 5.7970290184021, + "timestamp": "2025-07-14T12:35:19.229119" + }, + { + "epoch": 2931, + "batch_idx": 32, + "loss": 0.35767802596092224, + "learning_rate": 0.0004459135669319765, + "timestep_mean": 540.71875, + "epsilon_norm": 8.74193286895752, + "prediction_norm": 8.107956886291504, + "timestamp": "2025-07-14T12:35:19.234250" + }, + { + "epoch": 2931, + "batch_idx": 64, + "loss": 0.21436432003974915, + "learning_rate": 0.0004459135669319765, + "timestep_mean": 606.625, + "epsilon_norm": 8.274746894836426, + "prediction_norm": 7.029448986053467, + "timestamp": "2025-07-14T12:35:19.239493" + }, + { + "epoch": 2931, + "batch_idx": 96, + "loss": 0.25474557280540466, + "learning_rate": 0.0004459135669319765, + "timestep_mean": 526.28125, + "epsilon_norm": 7.729105472564697, + "prediction_norm": 6.443495273590088, + "timestamp": "2025-07-14T12:35:19.244736" + }, + { + "epoch": 2931, + "batch_idx": 128, + "loss": 0.5303943157196045, + "learning_rate": 0.0004459135669319765, + "timestep_mean": 451.34375, + "epsilon_norm": 8.160218238830566, + "prediction_norm": 6.529788017272949, + "timestamp": "2025-07-14T12:35:19.249707" + }, + { + "epoch": 2931, + "batch_idx": 160, + "loss": 0.18332917988300323, + "learning_rate": 0.0004459135669319765, + "timestep_mean": 542.71875, + "epsilon_norm": 7.139559745788574, + "prediction_norm": 6.4474968910217285, + "timestamp": "2025-07-14T12:35:19.254778" + }, + { + "epoch": 2931, + "batch_idx": 192, + "loss": 0.5835814476013184, + "learning_rate": 0.0004459135669319765, + "timestep_mean": 364.75, + "epsilon_norm": 4.210081577301025, + "prediction_norm": 2.277270555496216, + "timestamp": "2025-07-14T12:35:19.259893" + }, + { + "epoch": 2932, + "batch_idx": 0, + "loss": 0.6315401792526245, + "learning_rate": 0.0004466944228623709, + "timestep_mean": 470.375, + "epsilon_norm": 8.605692863464355, + "prediction_norm": 6.8699517250061035, + "timestamp": "2025-07-14T12:35:19.265184" + }, + { + "epoch": 2932, + "batch_idx": 32, + "loss": 0.23714986443519592, + "learning_rate": 0.0004466944228623709, + "timestep_mean": 524.15625, + "epsilon_norm": 7.510590076446533, + "prediction_norm": 6.8845415115356445, + "timestamp": "2025-07-14T12:35:19.270394" + }, + { + "epoch": 2932, + "batch_idx": 64, + "loss": 0.1167609691619873, + "learning_rate": 0.0004466944228623709, + "timestep_mean": 642.375, + "epsilon_norm": 7.622704982757568, + "prediction_norm": 7.251810073852539, + "timestamp": "2025-07-14T12:35:19.275779" + }, + { + "epoch": 2932, + "batch_idx": 96, + "loss": 0.303701788187027, + "learning_rate": 0.0004466944228623709, + "timestep_mean": 451.75, + "epsilon_norm": 8.93803882598877, + "prediction_norm": 8.19127082824707, + "timestamp": "2025-07-14T12:35:19.280957" + }, + { + "epoch": 2932, + "batch_idx": 128, + "loss": 0.12613990902900696, + "learning_rate": 0.0004466944228623709, + "timestep_mean": 490.90625, + "epsilon_norm": 7.1111955642700195, + "prediction_norm": 6.489922523498535, + "timestamp": "2025-07-14T12:35:19.286040" + }, + { + "epoch": 2932, + "batch_idx": 160, + "loss": 0.28479641675949097, + "learning_rate": 0.0004466944228623709, + "timestep_mean": 535.71875, + "epsilon_norm": 7.984126567840576, + "prediction_norm": 6.483291149139404, + "timestamp": "2025-07-14T12:35:19.291274" + }, + { + "epoch": 2932, + "batch_idx": 192, + "loss": 0.11627037078142166, + "learning_rate": 0.0004466944228623709, + "timestep_mean": 608.125, + "epsilon_norm": 3.4384877681732178, + "prediction_norm": 3.4028594493865967, + "timestamp": "2025-07-14T12:35:19.296425" + }, + { + "epoch": 2933, + "batch_idx": 0, + "loss": 0.35709914565086365, + "learning_rate": 0.0004474754103189783, + "timestep_mean": 462.28125, + "epsilon_norm": 7.867795944213867, + "prediction_norm": 6.225615501403809, + "timestamp": "2025-07-14T12:35:19.301604" + }, + { + "epoch": 2933, + "batch_idx": 32, + "loss": 0.34304869174957275, + "learning_rate": 0.0004474754103189783, + "timestep_mean": 498.84375, + "epsilon_norm": 8.173819541931152, + "prediction_norm": 6.564417839050293, + "timestamp": "2025-07-14T12:35:19.306615" + }, + { + "epoch": 2933, + "batch_idx": 64, + "loss": 0.464775949716568, + "learning_rate": 0.0004474754103189783, + "timestep_mean": 481.375, + "epsilon_norm": 7.925171375274658, + "prediction_norm": 6.072270393371582, + "timestamp": "2025-07-14T12:35:19.311894" + }, + { + "epoch": 2933, + "batch_idx": 96, + "loss": 0.16009247303009033, + "learning_rate": 0.0004474754103189783, + "timestep_mean": 584.34375, + "epsilon_norm": 7.79653787612915, + "prediction_norm": 6.701373100280762, + "timestamp": "2025-07-14T12:35:19.317304" + }, + { + "epoch": 2933, + "batch_idx": 128, + "loss": 0.2792285084724426, + "learning_rate": 0.0004474754103189783, + "timestep_mean": 568.28125, + "epsilon_norm": 8.520845413208008, + "prediction_norm": 6.785283088684082, + "timestamp": "2025-07-14T12:35:19.322441" + }, + { + "epoch": 2933, + "batch_idx": 160, + "loss": 0.22973886132240295, + "learning_rate": 0.0004474754103189783, + "timestep_mean": 612.875, + "epsilon_norm": 9.572004318237305, + "prediction_norm": 8.501908302307129, + "timestamp": "2025-07-14T12:35:19.327491" + }, + { + "epoch": 2933, + "batch_idx": 192, + "loss": 0.586958646774292, + "learning_rate": 0.0004474754103189783, + "timestep_mean": 507.5, + "epsilon_norm": 4.680159091949463, + "prediction_norm": 3.6372439861297607, + "timestamp": "2025-07-14T12:35:19.332470" + }, + { + "epoch": 2934, + "batch_idx": 0, + "loss": 0.3463824391365051, + "learning_rate": 0.00044825652737478996, + "timestep_mean": 528.1875, + "epsilon_norm": 8.745882987976074, + "prediction_norm": 7.88129997253418, + "timestamp": "2025-07-14T12:35:19.337361" + }, + { + "epoch": 2934, + "batch_idx": 32, + "loss": 0.22377808392047882, + "learning_rate": 0.00044825652737478996, + "timestep_mean": 535.6875, + "epsilon_norm": 8.352884292602539, + "prediction_norm": 7.313117027282715, + "timestamp": "2025-07-14T12:35:19.342274" + }, + { + "epoch": 2934, + "batch_idx": 64, + "loss": 0.46870607137680054, + "learning_rate": 0.00044825652737478996, + "timestep_mean": 426.21875, + "epsilon_norm": 9.016417503356934, + "prediction_norm": 6.97367000579834, + "timestamp": "2025-07-14T12:35:19.347134" + }, + { + "epoch": 2934, + "batch_idx": 96, + "loss": 0.26341110467910767, + "learning_rate": 0.00044825652737478996, + "timestep_mean": 533.53125, + "epsilon_norm": 8.076592445373535, + "prediction_norm": 6.752857685089111, + "timestamp": "2025-07-14T12:35:19.352012" + }, + { + "epoch": 2934, + "batch_idx": 128, + "loss": 0.1462019681930542, + "learning_rate": 0.00044825652737478996, + "timestep_mean": 600.71875, + "epsilon_norm": 7.800099849700928, + "prediction_norm": 6.684910774230957, + "timestamp": "2025-07-14T12:35:19.356869" + }, + { + "epoch": 2934, + "batch_idx": 160, + "loss": 0.35557639598846436, + "learning_rate": 0.00044825652737478996, + "timestep_mean": 440.25, + "epsilon_norm": 8.127541542053223, + "prediction_norm": 6.806552886962891, + "timestamp": "2025-07-14T12:35:19.361724" + }, + { + "epoch": 2934, + "batch_idx": 192, + "loss": 0.5411296486854553, + "learning_rate": 0.00044825652737478996, + "timestep_mean": 652.875, + "epsilon_norm": 4.351536273956299, + "prediction_norm": 3.227832555770874, + "timestamp": "2025-07-14T12:35:19.366540" + }, + { + "epoch": 2935, + "batch_idx": 0, + "loss": 0.13015715777873993, + "learning_rate": 0.0004490377721024762, + "timestep_mean": 620.71875, + "epsilon_norm": 9.709634780883789, + "prediction_norm": 8.366503715515137, + "timestamp": "2025-07-14T12:35:19.371484" + }, + { + "epoch": 2935, + "batch_idx": 32, + "loss": 0.21057502925395966, + "learning_rate": 0.0004490377721024762, + "timestep_mean": 531.1875, + "epsilon_norm": 8.33199691772461, + "prediction_norm": 7.423123836517334, + "timestamp": "2025-07-14T12:35:19.376367" + }, + { + "epoch": 2935, + "batch_idx": 64, + "loss": 0.2693570852279663, + "learning_rate": 0.0004490377721024762, + "timestep_mean": 513.4375, + "epsilon_norm": 9.087471008300781, + "prediction_norm": 7.871659755706787, + "timestamp": "2025-07-14T12:35:19.381196" + }, + { + "epoch": 2935, + "batch_idx": 96, + "loss": 0.2598322331905365, + "learning_rate": 0.0004490377721024762, + "timestep_mean": 511.375, + "epsilon_norm": 8.782536506652832, + "prediction_norm": 7.264800548553467, + "timestamp": "2025-07-14T12:35:19.386084" + }, + { + "epoch": 2935, + "batch_idx": 128, + "loss": 0.2283351719379425, + "learning_rate": 0.0004490377721024762, + "timestep_mean": 464.03125, + "epsilon_norm": 8.24482536315918, + "prediction_norm": 7.0753021240234375, + "timestamp": "2025-07-14T12:35:19.390965" + }, + { + "epoch": 2935, + "batch_idx": 160, + "loss": 0.39367082715034485, + "learning_rate": 0.0004490377721024762, + "timestep_mean": 443.84375, + "epsilon_norm": 9.019367218017578, + "prediction_norm": 6.626086235046387, + "timestamp": "2025-07-14T12:35:19.395874" + }, + { + "epoch": 2935, + "batch_idx": 192, + "loss": 0.10047636926174164, + "learning_rate": 0.0004490377721024762, + "timestep_mean": 424.0, + "epsilon_norm": 4.066774845123291, + "prediction_norm": 3.511288642883301, + "timestamp": "2025-07-14T12:35:19.400766" + }, + { + "epoch": 2936, + "batch_idx": 0, + "loss": 0.1975143700838089, + "learning_rate": 0.0004498191425743937, + "timestep_mean": 564.25, + "epsilon_norm": 7.6195197105407715, + "prediction_norm": 7.135593891143799, + "timestamp": "2025-07-14T12:35:19.405708" + }, + { + "epoch": 2936, + "batch_idx": 32, + "loss": 0.13669291138648987, + "learning_rate": 0.0004498191425743937, + "timestep_mean": 579.8125, + "epsilon_norm": 8.541180610656738, + "prediction_norm": 8.21212100982666, + "timestamp": "2025-07-14T12:35:19.410581" + }, + { + "epoch": 2936, + "batch_idx": 64, + "loss": 0.26388829946517944, + "learning_rate": 0.0004498191425743937, + "timestep_mean": 472.03125, + "epsilon_norm": 6.720203876495361, + "prediction_norm": 6.0990705490112305, + "timestamp": "2025-07-14T12:35:19.415724" + }, + { + "epoch": 2936, + "batch_idx": 96, + "loss": 0.37432122230529785, + "learning_rate": 0.0004498191425743937, + "timestep_mean": 504.9375, + "epsilon_norm": 9.253440856933594, + "prediction_norm": 8.280036926269531, + "timestamp": "2025-07-14T12:35:19.420974" + }, + { + "epoch": 2936, + "batch_idx": 128, + "loss": 0.29647594690322876, + "learning_rate": 0.0004498191425743937, + "timestep_mean": 512.4375, + "epsilon_norm": 7.568197727203369, + "prediction_norm": 6.9429030418396, + "timestamp": "2025-07-14T12:35:19.426315" + }, + { + "epoch": 2936, + "batch_idx": 160, + "loss": 0.402337908744812, + "learning_rate": 0.0004498191425743937, + "timestep_mean": 450.8125, + "epsilon_norm": 8.056709289550781, + "prediction_norm": 5.831182956695557, + "timestamp": "2025-07-14T12:35:19.431613" + }, + { + "epoch": 2936, + "batch_idx": 192, + "loss": 0.17459674179553986, + "learning_rate": 0.0004498191425743937, + "timestep_mean": 480.5, + "epsilon_norm": 3.5655016899108887, + "prediction_norm": 3.1306676864624023, + "timestamp": "2025-07-14T12:35:19.436916" + }, + { + "epoch": 2937, + "batch_idx": 0, + "loss": 0.35709524154663086, + "learning_rate": 0.0004506006368625891, + "timestep_mean": 543.71875, + "epsilon_norm": 9.344172477722168, + "prediction_norm": 8.041050910949707, + "timestamp": "2025-07-14T12:35:19.442238" + }, + { + "epoch": 2937, + "batch_idx": 32, + "loss": 0.3052046597003937, + "learning_rate": 0.0004506006368625891, + "timestep_mean": 469.78125, + "epsilon_norm": 8.80759048461914, + "prediction_norm": 7.813077449798584, + "timestamp": "2025-07-14T12:35:19.447403" + }, + { + "epoch": 2937, + "batch_idx": 64, + "loss": 0.5022066235542297, + "learning_rate": 0.0004506006368625891, + "timestep_mean": 478.09375, + "epsilon_norm": 8.701308250427246, + "prediction_norm": 6.869323253631592, + "timestamp": "2025-07-14T12:35:19.452665" + }, + { + "epoch": 2937, + "batch_idx": 96, + "loss": 0.223832905292511, + "learning_rate": 0.0004506006368625891, + "timestep_mean": 461.3125, + "epsilon_norm": 9.260000228881836, + "prediction_norm": 8.372527122497559, + "timestamp": "2025-07-14T12:35:19.457805" + }, + { + "epoch": 2937, + "batch_idx": 128, + "loss": 0.23838479816913605, + "learning_rate": 0.0004506006368625891, + "timestep_mean": 518.34375, + "epsilon_norm": 7.609281063079834, + "prediction_norm": 6.470864772796631, + "timestamp": "2025-07-14T12:35:19.463009" + }, + { + "epoch": 2937, + "batch_idx": 160, + "loss": 0.24090389907360077, + "learning_rate": 0.0004506006368625891, + "timestep_mean": 463.59375, + "epsilon_norm": 8.2587890625, + "prediction_norm": 7.037270545959473, + "timestamp": "2025-07-14T12:35:19.468198" + }, + { + "epoch": 2937, + "batch_idx": 192, + "loss": 0.14221221208572388, + "learning_rate": 0.0004506006368625891, + "timestep_mean": 454.375, + "epsilon_norm": 5.098321437835693, + "prediction_norm": 4.568614482879639, + "timestamp": "2025-07-14T12:35:19.473430" + }, + { + "epoch": 2938, + "batch_idx": 0, + "loss": 0.17217665910720825, + "learning_rate": 0.0004513822530388014, + "timestep_mean": 468.46875, + "epsilon_norm": 6.615779399871826, + "prediction_norm": 6.437990188598633, + "timestamp": "2025-07-14T12:35:19.478705" + }, + { + "epoch": 2938, + "batch_idx": 32, + "loss": 0.2818872332572937, + "learning_rate": 0.0004513822530388014, + "timestep_mean": 531.15625, + "epsilon_norm": 8.75085735321045, + "prediction_norm": 7.612011909484863, + "timestamp": "2025-07-14T12:35:19.484053" + }, + { + "epoch": 2938, + "batch_idx": 64, + "loss": 0.2747858166694641, + "learning_rate": 0.0004513822530388014, + "timestep_mean": 441.46875, + "epsilon_norm": 8.854544639587402, + "prediction_norm": 6.908243179321289, + "timestamp": "2025-07-14T12:35:19.489256" + }, + { + "epoch": 2938, + "batch_idx": 96, + "loss": 0.30509909987449646, + "learning_rate": 0.0004513822530388014, + "timestep_mean": 498.0, + "epsilon_norm": 7.853566646575928, + "prediction_norm": 6.769389629364014, + "timestamp": "2025-07-14T12:35:19.494405" + }, + { + "epoch": 2938, + "batch_idx": 128, + "loss": 0.22315019369125366, + "learning_rate": 0.0004513822530388014, + "timestep_mean": 490.6875, + "epsilon_norm": 8.029634475708008, + "prediction_norm": 7.572627067565918, + "timestamp": "2025-07-14T12:35:19.499445" + }, + { + "epoch": 2938, + "batch_idx": 160, + "loss": 0.12706944346427917, + "learning_rate": 0.0004513822530388014, + "timestep_mean": 467.9375, + "epsilon_norm": 6.766483306884766, + "prediction_norm": 6.402101039886475, + "timestamp": "2025-07-14T12:35:19.504411" + }, + { + "epoch": 2938, + "batch_idx": 192, + "loss": 0.08591745793819427, + "learning_rate": 0.0004513822530388014, + "timestep_mean": 697.125, + "epsilon_norm": 4.219326496124268, + "prediction_norm": 3.8707563877105713, + "timestamp": "2025-07-14T12:35:19.509562" + }, + { + "epoch": 2939, + "batch_idx": 0, + "loss": 0.38158589601516724, + "learning_rate": 0.00045216398917447193, + "timestep_mean": 436.96875, + "epsilon_norm": 8.137751579284668, + "prediction_norm": 6.880005836486816, + "timestamp": "2025-07-14T12:35:19.514769" + }, + { + "epoch": 2939, + "batch_idx": 32, + "loss": 0.24250343441963196, + "learning_rate": 0.00045216398917447193, + "timestep_mean": 453.4375, + "epsilon_norm": 7.5971808433532715, + "prediction_norm": 5.7228617668151855, + "timestamp": "2025-07-14T12:35:19.520074" + }, + { + "epoch": 2939, + "batch_idx": 64, + "loss": 0.37447604537010193, + "learning_rate": 0.00045216398917447193, + "timestep_mean": 528.1875, + "epsilon_norm": 8.45097827911377, + "prediction_norm": 6.7932634353637695, + "timestamp": "2025-07-14T12:35:19.525377" + }, + { + "epoch": 2939, + "batch_idx": 96, + "loss": 0.16757190227508545, + "learning_rate": 0.00045216398917447193, + "timestep_mean": 473.9375, + "epsilon_norm": 8.888957023620605, + "prediction_norm": 7.953481674194336, + "timestamp": "2025-07-14T12:35:19.530364" + }, + { + "epoch": 2939, + "batch_idx": 128, + "loss": 0.1753121018409729, + "learning_rate": 0.00045216398917447193, + "timestep_mean": 555.25, + "epsilon_norm": 7.946828365325928, + "prediction_norm": 6.7472944259643555, + "timestamp": "2025-07-14T12:35:19.535314" + }, + { + "epoch": 2939, + "batch_idx": 160, + "loss": 0.32784220576286316, + "learning_rate": 0.00045216398917447193, + "timestep_mean": 453.875, + "epsilon_norm": 8.45180606842041, + "prediction_norm": 7.121543884277344, + "timestamp": "2025-07-14T12:35:19.540501" + }, + { + "epoch": 2939, + "batch_idx": 192, + "loss": 0.16527403891086578, + "learning_rate": 0.00045216398917447193, + "timestep_mean": 566.625, + "epsilon_norm": 3.7984871864318848, + "prediction_norm": 3.9428281784057617, + "timestamp": "2025-07-14T12:35:19.545787" + }, + { + "epoch": 2940, + "batch_idx": 0, + "loss": 0.25433915853500366, + "learning_rate": 0.00045294584334074387, + "timestep_mean": 458.40625, + "epsilon_norm": 7.486027717590332, + "prediction_norm": 6.304356575012207, + "timestamp": "2025-07-14T12:35:19.550919" + }, + { + "epoch": 2940, + "batch_idx": 32, + "loss": 0.2621614634990692, + "learning_rate": 0.00045294584334074387, + "timestep_mean": 454.25, + "epsilon_norm": 8.175978660583496, + "prediction_norm": 6.876945495605469, + "timestamp": "2025-07-14T12:35:19.556147" + }, + { + "epoch": 2940, + "batch_idx": 64, + "loss": 0.19087541103363037, + "learning_rate": 0.00045294584334074387, + "timestep_mean": 540.15625, + "epsilon_norm": 7.392985820770264, + "prediction_norm": 6.386723518371582, + "timestamp": "2025-07-14T12:35:19.561408" + }, + { + "epoch": 2940, + "batch_idx": 96, + "loss": 0.2048715353012085, + "learning_rate": 0.00045294584334074387, + "timestep_mean": 529.75, + "epsilon_norm": 8.726763725280762, + "prediction_norm": 7.252127170562744, + "timestamp": "2025-07-14T12:35:19.566567" + }, + { + "epoch": 2940, + "batch_idx": 128, + "loss": 0.33498847484588623, + "learning_rate": 0.00045294584334074387, + "timestep_mean": 444.15625, + "epsilon_norm": 7.729016304016113, + "prediction_norm": 6.502425193786621, + "timestamp": "2025-07-14T12:35:19.571859" + }, + { + "epoch": 2940, + "batch_idx": 160, + "loss": 0.14298216998577118, + "learning_rate": 0.00045294584334074387, + "timestep_mean": 579.625, + "epsilon_norm": 6.7810750007629395, + "prediction_norm": 5.879004001617432, + "timestamp": "2025-07-14T12:35:19.577011" + }, + { + "epoch": 2940, + "batch_idx": 192, + "loss": 0.10173599421977997, + "learning_rate": 0.00045294584334074387, + "timestep_mean": 597.75, + "epsilon_norm": 2.537369966506958, + "prediction_norm": 2.653123378753662, + "timestamp": "2025-07-14T12:35:19.582163" + }, + { + "epoch": 2941, + "batch_idx": 0, + "loss": 0.2826715111732483, + "learning_rate": 0.00045372781360847027, + "timestep_mean": 516.625, + "epsilon_norm": 9.633820533752441, + "prediction_norm": 8.546181678771973, + "timestamp": "2025-07-14T12:35:19.587393" + }, + { + "epoch": 2941, + "batch_idx": 32, + "loss": 0.3221440315246582, + "learning_rate": 0.00045372781360847027, + "timestep_mean": 470.96875, + "epsilon_norm": 8.192819595336914, + "prediction_norm": 6.124181747436523, + "timestamp": "2025-07-14T12:35:19.592603" + }, + { + "epoch": 2941, + "batch_idx": 64, + "loss": 0.23720940947532654, + "learning_rate": 0.00045372781360847027, + "timestep_mean": 538.875, + "epsilon_norm": 7.182093620300293, + "prediction_norm": 6.655923843383789, + "timestamp": "2025-07-14T12:35:19.597750" + }, + { + "epoch": 2941, + "batch_idx": 96, + "loss": 0.5726550817489624, + "learning_rate": 0.00045372781360847027, + "timestep_mean": 483.75, + "epsilon_norm": 9.393592834472656, + "prediction_norm": 7.0882792472839355, + "timestamp": "2025-07-14T12:35:19.603004" + }, + { + "epoch": 2941, + "batch_idx": 128, + "loss": 0.23225529491901398, + "learning_rate": 0.00045372781360847027, + "timestep_mean": 608.125, + "epsilon_norm": 7.183887481689453, + "prediction_norm": 6.446411609649658, + "timestamp": "2025-07-14T12:35:19.608255" + }, + { + "epoch": 2941, + "batch_idx": 160, + "loss": 0.29857301712036133, + "learning_rate": 0.00045372781360847027, + "timestep_mean": 560.5, + "epsilon_norm": 6.889885902404785, + "prediction_norm": 5.723570823669434, + "timestamp": "2025-07-14T12:35:19.613654" + }, + { + "epoch": 2941, + "batch_idx": 192, + "loss": 0.3179991841316223, + "learning_rate": 0.00045372781360847027, + "timestep_mean": 451.125, + "epsilon_norm": 4.505697250366211, + "prediction_norm": 3.785250186920166, + "timestamp": "2025-07-14T12:35:19.618810" + }, + { + "epoch": 2942, + "batch_idx": 0, + "loss": 0.41574186086654663, + "learning_rate": 0.00045450989804821643, + "timestep_mean": 463.71875, + "epsilon_norm": 7.505464553833008, + "prediction_norm": 5.1897292137146, + "timestamp": "2025-07-14T12:35:19.624142" + }, + { + "epoch": 2942, + "batch_idx": 32, + "loss": 0.2144545018672943, + "learning_rate": 0.00045450989804821643, + "timestep_mean": 527.03125, + "epsilon_norm": 6.892685413360596, + "prediction_norm": 6.241314888000488, + "timestamp": "2025-07-14T12:35:19.629267" + }, + { + "epoch": 2942, + "batch_idx": 64, + "loss": 0.3707825541496277, + "learning_rate": 0.00045450989804821643, + "timestep_mean": 453.21875, + "epsilon_norm": 7.436176300048828, + "prediction_norm": 6.3021159172058105, + "timestamp": "2025-07-14T12:35:19.634356" + }, + { + "epoch": 2942, + "batch_idx": 96, + "loss": 0.40635591745376587, + "learning_rate": 0.00045450989804821643, + "timestep_mean": 475.5, + "epsilon_norm": 8.692740440368652, + "prediction_norm": 6.659330368041992, + "timestamp": "2025-07-14T12:35:19.639220" + }, + { + "epoch": 2942, + "batch_idx": 128, + "loss": 0.26991093158721924, + "learning_rate": 0.00045450989804821643, + "timestep_mean": 521.4375, + "epsilon_norm": 7.58950138092041, + "prediction_norm": 6.2837066650390625, + "timestamp": "2025-07-14T12:35:19.644086" + }, + { + "epoch": 2942, + "batch_idx": 160, + "loss": 0.25007864832878113, + "learning_rate": 0.00045450989804821643, + "timestep_mean": 507.65625, + "epsilon_norm": 9.210884094238281, + "prediction_norm": 8.251469612121582, + "timestamp": "2025-07-14T12:35:19.648938" + }, + { + "epoch": 2942, + "batch_idx": 192, + "loss": 0.340004026889801, + "learning_rate": 0.00045450989804821643, + "timestep_mean": 485.5, + "epsilon_norm": 3.970006227493286, + "prediction_norm": 3.4663496017456055, + "timestamp": "2025-07-14T12:35:19.653954" + }, + { + "epoch": 2943, + "batch_idx": 0, + "loss": 0.1667892336845398, + "learning_rate": 0.0004552920947302666, + "timestep_mean": 662.65625, + "epsilon_norm": 8.581916809082031, + "prediction_norm": 7.7808308601379395, + "timestamp": "2025-07-14T12:35:19.659157" + }, + { + "epoch": 2943, + "batch_idx": 32, + "loss": 0.5462517738342285, + "learning_rate": 0.0004552920947302666, + "timestep_mean": 495.3125, + "epsilon_norm": 9.115219116210938, + "prediction_norm": 7.6409687995910645, + "timestamp": "2025-07-14T12:35:19.664415" + }, + { + "epoch": 2943, + "batch_idx": 64, + "loss": 0.4041401147842407, + "learning_rate": 0.0004552920947302666, + "timestep_mean": 463.28125, + "epsilon_norm": 8.447723388671875, + "prediction_norm": 6.472101211547852, + "timestamp": "2025-07-14T12:35:19.669675" + }, + { + "epoch": 2943, + "batch_idx": 96, + "loss": 0.3217318058013916, + "learning_rate": 0.0004552920947302666, + "timestep_mean": 477.53125, + "epsilon_norm": 7.194791316986084, + "prediction_norm": 6.27049446105957, + "timestamp": "2025-07-14T12:35:19.674843" + }, + { + "epoch": 2943, + "batch_idx": 128, + "loss": 0.40839388966560364, + "learning_rate": 0.0004552920947302666, + "timestep_mean": 490.21875, + "epsilon_norm": 7.457673072814941, + "prediction_norm": 6.384890556335449, + "timestamp": "2025-07-14T12:35:19.680108" + }, + { + "epoch": 2943, + "batch_idx": 160, + "loss": 0.391564279794693, + "learning_rate": 0.0004552920947302666, + "timestep_mean": 460.9375, + "epsilon_norm": 7.577538967132568, + "prediction_norm": 6.408224582672119, + "timestamp": "2025-07-14T12:35:19.685216" + }, + { + "epoch": 2943, + "batch_idx": 192, + "loss": 0.5214851498603821, + "learning_rate": 0.0004552920947302666, + "timestep_mean": 335.0, + "epsilon_norm": 5.645705223083496, + "prediction_norm": 5.8289618492126465, + "timestamp": "2025-07-14T12:35:19.690393" + }, + { + "epoch": 2944, + "batch_idx": 0, + "loss": 0.2704547047615051, + "learning_rate": 0.00045607440172462963, + "timestep_mean": 524.125, + "epsilon_norm": 7.365929126739502, + "prediction_norm": 6.456141948699951, + "timestamp": "2025-07-14T12:35:19.695479" + }, + { + "epoch": 2944, + "batch_idx": 32, + "loss": 0.28907448053359985, + "learning_rate": 0.00045607440172462963, + "timestep_mean": 557.875, + "epsilon_norm": 8.808088302612305, + "prediction_norm": 8.045557975769043, + "timestamp": "2025-07-14T12:35:19.700658" + }, + { + "epoch": 2944, + "batch_idx": 64, + "loss": 0.26732689142227173, + "learning_rate": 0.00045607440172462963, + "timestep_mean": 441.65625, + "epsilon_norm": 9.151989936828613, + "prediction_norm": 8.084155082702637, + "timestamp": "2025-07-14T12:35:19.705851" + }, + { + "epoch": 2944, + "batch_idx": 96, + "loss": 0.16997581720352173, + "learning_rate": 0.00045607440172462963, + "timestep_mean": 582.875, + "epsilon_norm": 7.668690204620361, + "prediction_norm": 7.4688286781311035, + "timestamp": "2025-07-14T12:35:19.711046" + }, + { + "epoch": 2944, + "batch_idx": 128, + "loss": 0.2756105065345764, + "learning_rate": 0.00045607440172462963, + "timestep_mean": 540.53125, + "epsilon_norm": 9.627598762512207, + "prediction_norm": 8.14876651763916, + "timestamp": "2025-07-14T12:35:19.716330" + }, + { + "epoch": 2944, + "batch_idx": 160, + "loss": 0.30354592204093933, + "learning_rate": 0.00045607440172462963, + "timestep_mean": 428.8125, + "epsilon_norm": 7.752050399780273, + "prediction_norm": 6.5733208656311035, + "timestamp": "2025-07-14T12:35:19.721623" + }, + { + "epoch": 2944, + "batch_idx": 192, + "loss": 0.08154816180467606, + "learning_rate": 0.00045607440172462963, + "timestep_mean": 725.875, + "epsilon_norm": 4.619140148162842, + "prediction_norm": 4.569839000701904, + "timestamp": "2025-07-14T12:35:19.726682" + }, + { + "epoch": 2945, + "batch_idx": 0, + "loss": 0.3877553343772888, + "learning_rate": 0.00045685681710103945, + "timestep_mean": 486.375, + "epsilon_norm": 6.9094085693359375, + "prediction_norm": 5.946578502655029, + "timestamp": "2025-07-14T12:35:19.731905" + }, + { + "epoch": 2945, + "batch_idx": 32, + "loss": 0.41522619128227234, + "learning_rate": 0.00045685681710103945, + "timestep_mean": 524.625, + "epsilon_norm": 9.443609237670898, + "prediction_norm": 8.043841361999512, + "timestamp": "2025-07-14T12:35:19.737138" + }, + { + "epoch": 2945, + "batch_idx": 64, + "loss": 0.30090010166168213, + "learning_rate": 0.00045685681710103945, + "timestep_mean": 503.8125, + "epsilon_norm": 7.277950286865234, + "prediction_norm": 6.161522388458252, + "timestamp": "2025-07-14T12:35:19.742348" + }, + { + "epoch": 2945, + "batch_idx": 96, + "loss": 0.3328278064727783, + "learning_rate": 0.00045685681710103945, + "timestep_mean": 521.3125, + "epsilon_norm": 9.465985298156738, + "prediction_norm": 7.337752819061279, + "timestamp": "2025-07-14T12:35:19.747596" + }, + { + "epoch": 2945, + "batch_idx": 128, + "loss": 0.656220018863678, + "learning_rate": 0.00045685681710103945, + "timestep_mean": 437.15625, + "epsilon_norm": 8.351289749145508, + "prediction_norm": 5.797370433807373, + "timestamp": "2025-07-14T12:35:19.752812" + }, + { + "epoch": 2945, + "batch_idx": 160, + "loss": 0.47719693183898926, + "learning_rate": 0.00045685681710103945, + "timestep_mean": 424.0625, + "epsilon_norm": 9.13447093963623, + "prediction_norm": 7.471135139465332, + "timestamp": "2025-07-14T12:35:19.757672" + }, + { + "epoch": 2945, + "batch_idx": 192, + "loss": 0.11760097742080688, + "learning_rate": 0.00045685681710103945, + "timestep_mean": 590.0, + "epsilon_norm": 3.950878143310547, + "prediction_norm": 3.724501609802246, + "timestamp": "2025-07-14T12:35:19.762919" + }, + { + "epoch": 2946, + "batch_idx": 0, + "loss": 0.3688451945781708, + "learning_rate": 0.00045763933892896435, + "timestep_mean": 537.5625, + "epsilon_norm": 8.787745475769043, + "prediction_norm": 6.929105758666992, + "timestamp": "2025-07-14T12:35:19.768221" + }, + { + "epoch": 2946, + "batch_idx": 32, + "loss": 0.19080686569213867, + "learning_rate": 0.00045763933892896435, + "timestep_mean": 491.375, + "epsilon_norm": 7.438924789428711, + "prediction_norm": 6.2319159507751465, + "timestamp": "2025-07-14T12:35:19.773349" + }, + { + "epoch": 2946, + "batch_idx": 64, + "loss": 0.21981912851333618, + "learning_rate": 0.00045763933892896435, + "timestep_mean": 518.25, + "epsilon_norm": 8.276206016540527, + "prediction_norm": 7.7247748374938965, + "timestamp": "2025-07-14T12:35:19.778527" + }, + { + "epoch": 2946, + "batch_idx": 96, + "loss": 0.2284996658563614, + "learning_rate": 0.00045763933892896435, + "timestep_mean": 478.25, + "epsilon_norm": 7.735360145568848, + "prediction_norm": 7.200433254241943, + "timestamp": "2025-07-14T12:35:19.783955" + }, + { + "epoch": 2946, + "batch_idx": 128, + "loss": 0.2141333818435669, + "learning_rate": 0.00045763933892896435, + "timestep_mean": 553.15625, + "epsilon_norm": 8.242319107055664, + "prediction_norm": 6.961935520172119, + "timestamp": "2025-07-14T12:35:19.789104" + }, + { + "epoch": 2946, + "batch_idx": 160, + "loss": 0.2921735644340515, + "learning_rate": 0.00045763933892896435, + "timestep_mean": 527.5, + "epsilon_norm": 7.70729398727417, + "prediction_norm": 6.340338230133057, + "timestamp": "2025-07-14T12:35:19.794399" + }, + { + "epoch": 2946, + "batch_idx": 192, + "loss": 0.04971145838499069, + "learning_rate": 0.00045763933892896435, + "timestep_mean": 656.375, + "epsilon_norm": 4.275179386138916, + "prediction_norm": 4.271615982055664, + "timestamp": "2025-07-14T12:35:19.799606" + }, + { + "epoch": 2947, + "batch_idx": 0, + "loss": 0.2752618193626404, + "learning_rate": 0.00045842196527760956, + "timestep_mean": 446.71875, + "epsilon_norm": 7.556370258331299, + "prediction_norm": 6.56424617767334, + "timestamp": "2025-07-14T12:35:19.804837" + }, + { + "epoch": 2947, + "batch_idx": 32, + "loss": 0.34274041652679443, + "learning_rate": 0.00045842196527760956, + "timestep_mean": 505.90625, + "epsilon_norm": 8.06804084777832, + "prediction_norm": 6.200488567352295, + "timestamp": "2025-07-14T12:35:19.810080" + }, + { + "epoch": 2947, + "batch_idx": 64, + "loss": 0.30410346388816833, + "learning_rate": 0.00045842196527760956, + "timestep_mean": 448.84375, + "epsilon_norm": 7.821569442749023, + "prediction_norm": 6.4467878341674805, + "timestamp": "2025-07-14T12:35:19.815234" + }, + { + "epoch": 2947, + "batch_idx": 96, + "loss": 0.16234628856182098, + "learning_rate": 0.00045842196527760956, + "timestep_mean": 508.84375, + "epsilon_norm": 8.13789176940918, + "prediction_norm": 7.10626745223999, + "timestamp": "2025-07-14T12:35:19.820498" + }, + { + "epoch": 2947, + "batch_idx": 128, + "loss": 0.35238245129585266, + "learning_rate": 0.00045842196527760956, + "timestep_mean": 527.1875, + "epsilon_norm": 8.44962215423584, + "prediction_norm": 6.286289215087891, + "timestamp": "2025-07-14T12:35:19.825897" + }, + { + "epoch": 2947, + "batch_idx": 160, + "loss": 0.19737786054611206, + "learning_rate": 0.00045842196527760956, + "timestep_mean": 521.875, + "epsilon_norm": 8.1908597946167, + "prediction_norm": 7.652531623840332, + "timestamp": "2025-07-14T12:35:19.831146" + }, + { + "epoch": 2947, + "batch_idx": 192, + "loss": 0.07163530588150024, + "learning_rate": 0.00045842196527760956, + "timestep_mean": 780.875, + "epsilon_norm": 4.918907642364502, + "prediction_norm": 4.162712574005127, + "timestamp": "2025-07-14T12:35:19.836352" + }, + { + "epoch": 2948, + "batch_idx": 0, + "loss": 0.29790574312210083, + "learning_rate": 0.00045920469421592276, + "timestep_mean": 448.375, + "epsilon_norm": 8.64832592010498, + "prediction_norm": 7.3492045402526855, + "timestamp": "2025-07-14T12:35:19.841663" + }, + { + "epoch": 2948, + "batch_idx": 32, + "loss": 0.1242518275976181, + "learning_rate": 0.00045920469421592276, + "timestep_mean": 622.5, + "epsilon_norm": 7.6407647132873535, + "prediction_norm": 7.820797920227051, + "timestamp": "2025-07-14T12:35:19.847003" + }, + { + "epoch": 2948, + "batch_idx": 64, + "loss": 0.24657149612903595, + "learning_rate": 0.00045920469421592276, + "timestep_mean": 444.78125, + "epsilon_norm": 8.248296737670898, + "prediction_norm": 7.152194976806641, + "timestamp": "2025-07-14T12:35:19.852251" + }, + { + "epoch": 2948, + "batch_idx": 96, + "loss": 0.1972711980342865, + "learning_rate": 0.00045920469421592276, + "timestep_mean": 468.46875, + "epsilon_norm": 8.554264068603516, + "prediction_norm": 7.042182445526123, + "timestamp": "2025-07-14T12:35:19.857274" + }, + { + "epoch": 2948, + "batch_idx": 128, + "loss": 0.25550615787506104, + "learning_rate": 0.00045920469421592276, + "timestep_mean": 448.71875, + "epsilon_norm": 7.913886547088623, + "prediction_norm": 6.789611339569092, + "timestamp": "2025-07-14T12:35:19.862084" + }, + { + "epoch": 2948, + "batch_idx": 160, + "loss": 0.26554274559020996, + "learning_rate": 0.00045920469421592276, + "timestep_mean": 502.5625, + "epsilon_norm": 8.033601760864258, + "prediction_norm": 7.538197994232178, + "timestamp": "2025-07-14T12:35:19.866903" + }, + { + "epoch": 2948, + "batch_idx": 192, + "loss": 0.16022497415542603, + "learning_rate": 0.00045920469421592276, + "timestep_mean": 490.5, + "epsilon_norm": 3.438899040222168, + "prediction_norm": 3.1828043460845947, + "timestamp": "2025-07-14T12:35:19.871893" + }, + { + "epoch": 2949, + "batch_idx": 0, + "loss": 0.26202327013015747, + "learning_rate": 0.00045998752381259673, + "timestep_mean": 437.0625, + "epsilon_norm": 7.116046905517578, + "prediction_norm": 5.659738063812256, + "timestamp": "2025-07-14T12:35:19.876708" + }, + { + "epoch": 2949, + "batch_idx": 32, + "loss": 0.22369885444641113, + "learning_rate": 0.00045998752381259673, + "timestep_mean": 538.78125, + "epsilon_norm": 7.7805681228637695, + "prediction_norm": 6.629092693328857, + "timestamp": "2025-07-14T12:35:19.881726" + }, + { + "epoch": 2949, + "batch_idx": 64, + "loss": 0.14225172996520996, + "learning_rate": 0.00045998752381259673, + "timestep_mean": 497.5, + "epsilon_norm": 6.702772617340088, + "prediction_norm": 6.072450160980225, + "timestamp": "2025-07-14T12:35:19.886635" + }, + { + "epoch": 2949, + "batch_idx": 96, + "loss": 0.16691091656684875, + "learning_rate": 0.00045998752381259673, + "timestep_mean": 546.28125, + "epsilon_norm": 7.269045829772949, + "prediction_norm": 6.409688949584961, + "timestamp": "2025-07-14T12:35:19.891519" + }, + { + "epoch": 2949, + "batch_idx": 128, + "loss": 0.17639270424842834, + "learning_rate": 0.00045998752381259673, + "timestep_mean": 547.4375, + "epsilon_norm": 8.140816688537598, + "prediction_norm": 6.95677375793457, + "timestamp": "2025-07-14T12:35:19.896530" + }, + { + "epoch": 2949, + "batch_idx": 160, + "loss": 0.12226007878780365, + "learning_rate": 0.00045998752381259673, + "timestep_mean": 627.125, + "epsilon_norm": 7.8025803565979, + "prediction_norm": 7.509032249450684, + "timestamp": "2025-07-14T12:35:19.901386" + }, + { + "epoch": 2949, + "batch_idx": 192, + "loss": 0.6626186966896057, + "learning_rate": 0.00045998752381259673, + "timestep_mean": 425.5, + "epsilon_norm": 3.5843987464904785, + "prediction_norm": 2.6841893196105957, + "timestamp": "2025-07-14T12:35:19.906317" + }, + { + "epoch": 2950, + "batch_idx": 0, + "loss": 0.23218098282814026, + "learning_rate": 0.00046077045213607857, + "timestep_mean": 538.84375, + "epsilon_norm": 8.100875854492188, + "prediction_norm": 7.132857322692871, + "timestamp": "2025-07-14T12:35:19.911264" + }, + { + "epoch": 2950, + "batch_idx": 32, + "loss": 0.4768502712249756, + "learning_rate": 0.00046077045213607857, + "timestep_mean": 389.90625, + "epsilon_norm": 8.122482299804688, + "prediction_norm": 5.8036017417907715, + "timestamp": "2025-07-14T12:35:19.916209" + }, + { + "epoch": 2950, + "batch_idx": 64, + "loss": 0.21970245242118835, + "learning_rate": 0.00046077045213607857, + "timestep_mean": 515.4375, + "epsilon_norm": 7.80385160446167, + "prediction_norm": 6.9767327308654785, + "timestamp": "2025-07-14T12:35:19.921077" + }, + { + "epoch": 2950, + "batch_idx": 96, + "loss": 0.19178426265716553, + "learning_rate": 0.00046077045213607857, + "timestep_mean": 504.0625, + "epsilon_norm": 7.652960300445557, + "prediction_norm": 6.420177936553955, + "timestamp": "2025-07-14T12:35:19.926178" + }, + { + "epoch": 2950, + "batch_idx": 128, + "loss": 0.2581220865249634, + "learning_rate": 0.00046077045213607857, + "timestep_mean": 493.5, + "epsilon_norm": 7.352241039276123, + "prediction_norm": 5.974041938781738, + "timestamp": "2025-07-14T12:35:19.931051" + }, + { + "epoch": 2950, + "batch_idx": 160, + "loss": 0.21458449959754944, + "learning_rate": 0.00046077045213607857, + "timestep_mean": 487.34375, + "epsilon_norm": 7.440296649932861, + "prediction_norm": 6.28354024887085, + "timestamp": "2025-07-14T12:35:19.935914" + }, + { + "epoch": 2950, + "batch_idx": 192, + "loss": 0.603490948677063, + "learning_rate": 0.00046077045213607857, + "timestep_mean": 314.125, + "epsilon_norm": 4.096111297607422, + "prediction_norm": 2.6374030113220215, + "timestamp": "2025-07-14T12:35:19.940705" + }, + { + "epoch": 2951, + "batch_idx": 0, + "loss": 0.3339986801147461, + "learning_rate": 0.0004615534772545705, + "timestep_mean": 445.90625, + "epsilon_norm": 9.18792724609375, + "prediction_norm": 7.519484519958496, + "timestamp": "2025-07-14T12:35:19.945578" + }, + { + "epoch": 2951, + "batch_idx": 32, + "loss": 0.22362112998962402, + "learning_rate": 0.0004615534772545705, + "timestep_mean": 530.09375, + "epsilon_norm": 7.6447272300720215, + "prediction_norm": 6.786318778991699, + "timestamp": "2025-07-14T12:35:19.950627" + }, + { + "epoch": 2951, + "batch_idx": 64, + "loss": 0.2684600353240967, + "learning_rate": 0.0004615534772545705, + "timestep_mean": 509.0625, + "epsilon_norm": 7.340142726898193, + "prediction_norm": 6.061273097991943, + "timestamp": "2025-07-14T12:35:19.955516" + }, + { + "epoch": 2951, + "batch_idx": 96, + "loss": 0.31985217332839966, + "learning_rate": 0.0004615534772545705, + "timestep_mean": 509.5, + "epsilon_norm": 8.273245811462402, + "prediction_norm": 7.332018852233887, + "timestamp": "2025-07-14T12:35:19.960465" + }, + { + "epoch": 2951, + "batch_idx": 128, + "loss": 0.19566470384597778, + "learning_rate": 0.0004615534772545705, + "timestep_mean": 443.4375, + "epsilon_norm": 6.77827262878418, + "prediction_norm": 6.773850440979004, + "timestamp": "2025-07-14T12:35:19.965621" + }, + { + "epoch": 2951, + "batch_idx": 160, + "loss": 0.1282126009464264, + "learning_rate": 0.0004615534772545705, + "timestep_mean": 578.21875, + "epsilon_norm": 7.432387351989746, + "prediction_norm": 7.279216289520264, + "timestamp": "2025-07-14T12:35:19.970673" + }, + { + "epoch": 2951, + "batch_idx": 192, + "loss": 0.22209663689136505, + "learning_rate": 0.0004615534772545705, + "timestep_mean": 364.125, + "epsilon_norm": 3.3131730556488037, + "prediction_norm": 3.120110511779785, + "timestamp": "2025-07-14T12:35:19.975945" + }, + { + "epoch": 2952, + "batch_idx": 0, + "loss": 0.17239059507846832, + "learning_rate": 0.00046233659723603503, + "timestep_mean": 592.625, + "epsilon_norm": 8.374259948730469, + "prediction_norm": 7.89870023727417, + "timestamp": "2025-07-14T12:35:19.981086" + }, + { + "epoch": 2952, + "batch_idx": 32, + "loss": 0.22859352827072144, + "learning_rate": 0.00046233659723603503, + "timestep_mean": 533.65625, + "epsilon_norm": 7.428497791290283, + "prediction_norm": 6.570047855377197, + "timestamp": "2025-07-14T12:35:19.986227" + }, + { + "epoch": 2952, + "batch_idx": 64, + "loss": 0.29389989376068115, + "learning_rate": 0.00046233659723603503, + "timestep_mean": 466.625, + "epsilon_norm": 7.588417053222656, + "prediction_norm": 6.45626974105835, + "timestamp": "2025-07-14T12:35:19.991405" + }, + { + "epoch": 2952, + "batch_idx": 96, + "loss": 0.19596073031425476, + "learning_rate": 0.00046233659723603503, + "timestep_mean": 527.3125, + "epsilon_norm": 7.281318664550781, + "prediction_norm": 6.060869216918945, + "timestamp": "2025-07-14T12:35:19.996677" + }, + { + "epoch": 2952, + "batch_idx": 128, + "loss": 0.413284033536911, + "learning_rate": 0.00046233659723603503, + "timestep_mean": 503.6875, + "epsilon_norm": 7.437617778778076, + "prediction_norm": 5.480370998382568, + "timestamp": "2025-07-14T12:35:20.001841" + }, + { + "epoch": 2952, + "batch_idx": 160, + "loss": 0.35137036442756653, + "learning_rate": 0.00046233659723603503, + "timestep_mean": 484.03125, + "epsilon_norm": 8.300665855407715, + "prediction_norm": 7.028388023376465, + "timestamp": "2025-07-14T12:35:20.007036" + }, + { + "epoch": 2952, + "batch_idx": 192, + "loss": 0.4168958067893982, + "learning_rate": 0.00046233659723603503, + "timestep_mean": 624.375, + "epsilon_norm": 4.255784511566162, + "prediction_norm": 3.367233991622925, + "timestamp": "2025-07-14T12:35:20.012242" + }, + { + "epoch": 2953, + "batch_idx": 0, + "loss": 0.1926603466272354, + "learning_rate": 0.0004631198101482018, + "timestep_mean": 479.78125, + "epsilon_norm": 7.489234924316406, + "prediction_norm": 6.635095119476318, + "timestamp": "2025-07-14T12:35:20.017449" + }, + { + "epoch": 2953, + "batch_idx": 32, + "loss": 0.23570650815963745, + "learning_rate": 0.0004631198101482018, + "timestep_mean": 502.40625, + "epsilon_norm": 7.275991916656494, + "prediction_norm": 6.6580986976623535, + "timestamp": "2025-07-14T12:35:20.022681" + }, + { + "epoch": 2953, + "batch_idx": 64, + "loss": 0.30348217487335205, + "learning_rate": 0.0004631198101482018, + "timestep_mean": 485.5, + "epsilon_norm": 8.407902717590332, + "prediction_norm": 6.7456817626953125, + "timestamp": "2025-07-14T12:35:20.027889" + }, + { + "epoch": 2953, + "batch_idx": 96, + "loss": 0.3883105516433716, + "learning_rate": 0.0004631198101482018, + "timestep_mean": 386.9375, + "epsilon_norm": 7.436578750610352, + "prediction_norm": 5.2780842781066895, + "timestamp": "2025-07-14T12:35:20.033074" + }, + { + "epoch": 2953, + "batch_idx": 128, + "loss": 0.18113642930984497, + "learning_rate": 0.0004631198101482018, + "timestep_mean": 494.53125, + "epsilon_norm": 7.3987956047058105, + "prediction_norm": 7.035022735595703, + "timestamp": "2025-07-14T12:35:20.038450" + }, + { + "epoch": 2953, + "batch_idx": 160, + "loss": 0.1677088886499405, + "learning_rate": 0.0004631198101482018, + "timestep_mean": 519.8125, + "epsilon_norm": 7.698200225830078, + "prediction_norm": 6.530370712280273, + "timestamp": "2025-07-14T12:35:20.043635" + }, + { + "epoch": 2953, + "batch_idx": 192, + "loss": 0.5192079544067383, + "learning_rate": 0.0004631198101482018, + "timestep_mean": 414.625, + "epsilon_norm": 4.839073181152344, + "prediction_norm": 3.8816566467285156, + "timestamp": "2025-07-14T12:35:20.048774" + }, + { + "epoch": 2954, + "batch_idx": 0, + "loss": 0.4011314809322357, + "learning_rate": 0.0004639031140585705, + "timestep_mean": 601.21875, + "epsilon_norm": 8.484572410583496, + "prediction_norm": 6.107302665710449, + "timestamp": "2025-07-14T12:35:20.054030" + }, + { + "epoch": 2954, + "batch_idx": 32, + "loss": 0.3003297448158264, + "learning_rate": 0.0004639031140585705, + "timestep_mean": 432.40625, + "epsilon_norm": 7.723363399505615, + "prediction_norm": 5.716816425323486, + "timestamp": "2025-07-14T12:35:20.059277" + }, + { + "epoch": 2954, + "batch_idx": 64, + "loss": 0.3242120146751404, + "learning_rate": 0.0004639031140585705, + "timestep_mean": 447.75, + "epsilon_norm": 7.963138580322266, + "prediction_norm": 6.324161052703857, + "timestamp": "2025-07-14T12:35:20.064453" + }, + { + "epoch": 2954, + "batch_idx": 96, + "loss": 0.389568030834198, + "learning_rate": 0.0004639031140585705, + "timestep_mean": 474.6875, + "epsilon_norm": 7.4246602058410645, + "prediction_norm": 5.28826379776001, + "timestamp": "2025-07-14T12:35:20.069640" + }, + { + "epoch": 2954, + "batch_idx": 128, + "loss": 0.2869222164154053, + "learning_rate": 0.0004639031140585705, + "timestep_mean": 478.0, + "epsilon_norm": 7.14135217666626, + "prediction_norm": 5.912757873535156, + "timestamp": "2025-07-14T12:35:20.074638" + }, + { + "epoch": 2954, + "batch_idx": 160, + "loss": 0.2581796944141388, + "learning_rate": 0.0004639031140585705, + "timestep_mean": 469.40625, + "epsilon_norm": 7.831725120544434, + "prediction_norm": 6.7329487800598145, + "timestamp": "2025-07-14T12:35:20.079707" + }, + { + "epoch": 2954, + "batch_idx": 192, + "loss": 0.10600192844867706, + "learning_rate": 0.0004639031140585705, + "timestep_mean": 414.125, + "epsilon_norm": 3.0609755516052246, + "prediction_norm": 2.4488353729248047, + "timestamp": "2025-07-14T12:35:20.084854" + }, + { + "epoch": 2955, + "batch_idx": 0, + "loss": 0.26190894842147827, + "learning_rate": 0.0004646865070344179, + "timestep_mean": 532.25, + "epsilon_norm": 9.073163986206055, + "prediction_norm": 7.57523250579834, + "timestamp": "2025-07-14T12:35:20.090089" + }, + { + "epoch": 2955, + "batch_idx": 32, + "loss": 0.3578043580055237, + "learning_rate": 0.0004646865070344179, + "timestep_mean": 465.71875, + "epsilon_norm": 7.779310703277588, + "prediction_norm": 6.639773845672607, + "timestamp": "2025-07-14T12:35:20.095265" + }, + { + "epoch": 2955, + "batch_idx": 64, + "loss": 0.23234474658966064, + "learning_rate": 0.0004646865070344179, + "timestep_mean": 586.75, + "epsilon_norm": 8.184940338134766, + "prediction_norm": 6.821191787719727, + "timestamp": "2025-07-14T12:35:20.100626" + }, + { + "epoch": 2955, + "batch_idx": 96, + "loss": 0.20251698791980743, + "learning_rate": 0.0004646865070344179, + "timestep_mean": 572.5625, + "epsilon_norm": 7.929272174835205, + "prediction_norm": 7.343527317047119, + "timestamp": "2025-07-14T12:35:20.105846" + }, + { + "epoch": 2955, + "batch_idx": 128, + "loss": 0.4583931565284729, + "learning_rate": 0.0004646865070344179, + "timestep_mean": 521.6875, + "epsilon_norm": 8.36313533782959, + "prediction_norm": 6.747030258178711, + "timestamp": "2025-07-14T12:35:20.111080" + }, + { + "epoch": 2955, + "batch_idx": 160, + "loss": 0.33904141187667847, + "learning_rate": 0.0004646865070344179, + "timestep_mean": 464.46875, + "epsilon_norm": 7.687126636505127, + "prediction_norm": 6.150412559509277, + "timestamp": "2025-07-14T12:35:20.116364" + }, + { + "epoch": 2955, + "batch_idx": 192, + "loss": 0.25488945841789246, + "learning_rate": 0.0004646865070344179, + "timestep_mean": 363.25, + "epsilon_norm": 3.2397096157073975, + "prediction_norm": 2.612417697906494, + "timestamp": "2025-07-14T12:35:20.121556" + }, + { + "epoch": 2956, + "batch_idx": 0, + "loss": 0.19764012098312378, + "learning_rate": 0.0004654699871427982, + "timestep_mean": 529.40625, + "epsilon_norm": 7.7091898918151855, + "prediction_norm": 6.956932544708252, + "timestamp": "2025-07-14T12:35:20.126855" + }, + { + "epoch": 2956, + "batch_idx": 32, + "loss": 0.18018397688865662, + "learning_rate": 0.0004654699871427982, + "timestep_mean": 534.78125, + "epsilon_norm": 7.668220520019531, + "prediction_norm": 6.696829795837402, + "timestamp": "2025-07-14T12:35:20.132010" + }, + { + "epoch": 2956, + "batch_idx": 64, + "loss": 0.14493826031684875, + "learning_rate": 0.0004654699871427982, + "timestep_mean": 488.28125, + "epsilon_norm": 7.460716247558594, + "prediction_norm": 6.240663051605225, + "timestamp": "2025-07-14T12:35:20.137231" + }, + { + "epoch": 2956, + "batch_idx": 96, + "loss": 0.39950111508369446, + "learning_rate": 0.0004654699871427982, + "timestep_mean": 450.96875, + "epsilon_norm": 7.308255195617676, + "prediction_norm": 5.176436424255371, + "timestamp": "2025-07-14T12:35:20.142332" + }, + { + "epoch": 2956, + "batch_idx": 128, + "loss": 0.27437257766723633, + "learning_rate": 0.0004654699871427982, + "timestep_mean": 422.3125, + "epsilon_norm": 7.291755676269531, + "prediction_norm": 6.815122127532959, + "timestamp": "2025-07-14T12:35:20.147527" + }, + { + "epoch": 2956, + "batch_idx": 160, + "loss": 0.27501413226127625, + "learning_rate": 0.0004654699871427982, + "timestep_mean": 453.03125, + "epsilon_norm": 7.734771251678467, + "prediction_norm": 6.445143699645996, + "timestamp": "2025-07-14T12:35:20.152724" + }, + { + "epoch": 2956, + "batch_idx": 192, + "loss": 0.6770807504653931, + "learning_rate": 0.0004654699871427982, + "timestep_mean": 230.125, + "epsilon_norm": 2.964404582977295, + "prediction_norm": 1.4735496044158936, + "timestamp": "2025-07-14T12:35:20.157918" + }, + { + "epoch": 2957, + "batch_idx": 0, + "loss": 0.5022616982460022, + "learning_rate": 0.00046625355245055283, + "timestep_mean": 430.0625, + "epsilon_norm": 7.581923484802246, + "prediction_norm": 5.93997049331665, + "timestamp": "2025-07-14T12:35:20.163257" + }, + { + "epoch": 2957, + "batch_idx": 32, + "loss": 0.28970515727996826, + "learning_rate": 0.00046625355245055283, + "timestep_mean": 529.625, + "epsilon_norm": 8.948412895202637, + "prediction_norm": 7.468149662017822, + "timestamp": "2025-07-14T12:35:20.168423" + }, + { + "epoch": 2957, + "batch_idx": 64, + "loss": 0.36465901136398315, + "learning_rate": 0.00046625355245055283, + "timestep_mean": 397.15625, + "epsilon_norm": 7.621685981750488, + "prediction_norm": 6.518438339233398, + "timestamp": "2025-07-14T12:35:20.173688" + }, + { + "epoch": 2957, + "batch_idx": 96, + "loss": 0.17793984711170197, + "learning_rate": 0.00046625355245055283, + "timestep_mean": 493.5, + "epsilon_norm": 8.476325988769531, + "prediction_norm": 8.375962257385254, + "timestamp": "2025-07-14T12:35:20.178708" + }, + { + "epoch": 2957, + "batch_idx": 128, + "loss": 0.3030662536621094, + "learning_rate": 0.00046625355245055283, + "timestep_mean": 498.1875, + "epsilon_norm": 7.231207370758057, + "prediction_norm": 6.234782695770264, + "timestamp": "2025-07-14T12:35:20.183559" + }, + { + "epoch": 2957, + "batch_idx": 160, + "loss": 0.1688784509897232, + "learning_rate": 0.00046625355245055283, + "timestep_mean": 569.03125, + "epsilon_norm": 8.802812576293945, + "prediction_norm": 7.966907024383545, + "timestamp": "2025-07-14T12:35:20.188449" + }, + { + "epoch": 2957, + "batch_idx": 192, + "loss": 0.2020488679409027, + "learning_rate": 0.00046625355245055283, + "timestep_mean": 562.375, + "epsilon_norm": 4.075130462646484, + "prediction_norm": 3.927081823348999, + "timestamp": "2025-07-14T12:35:20.193310" + }, + { + "epoch": 2958, + "batch_idx": 0, + "loss": 0.33099251985549927, + "learning_rate": 0.00046703720102431244, + "timestep_mean": 516.90625, + "epsilon_norm": 8.57001781463623, + "prediction_norm": 7.609907627105713, + "timestamp": "2025-07-14T12:35:20.198215" + }, + { + "epoch": 2958, + "batch_idx": 32, + "loss": 0.28383615612983704, + "learning_rate": 0.00046703720102431244, + "timestep_mean": 460.625, + "epsilon_norm": 7.826822757720947, + "prediction_norm": 6.186159610748291, + "timestamp": "2025-07-14T12:35:20.203075" + }, + { + "epoch": 2958, + "batch_idx": 64, + "loss": 0.18140238523483276, + "learning_rate": 0.00046703720102431244, + "timestep_mean": 586.46875, + "epsilon_norm": 7.610605716705322, + "prediction_norm": 7.074911594390869, + "timestamp": "2025-07-14T12:35:20.208182" + }, + { + "epoch": 2958, + "batch_idx": 96, + "loss": 0.3295302987098694, + "learning_rate": 0.00046703720102431244, + "timestep_mean": 489.65625, + "epsilon_norm": 8.161697387695312, + "prediction_norm": 6.580591678619385, + "timestamp": "2025-07-14T12:35:20.213416" + }, + { + "epoch": 2958, + "batch_idx": 128, + "loss": 0.24982032179832458, + "learning_rate": 0.00046703720102431244, + "timestep_mean": 487.5, + "epsilon_norm": 7.657015800476074, + "prediction_norm": 7.563459873199463, + "timestamp": "2025-07-14T12:35:20.218521" + }, + { + "epoch": 2958, + "batch_idx": 160, + "loss": 0.3781784772872925, + "learning_rate": 0.00046703720102431244, + "timestep_mean": 456.4375, + "epsilon_norm": 8.735815048217773, + "prediction_norm": 7.2676682472229, + "timestamp": "2025-07-14T12:35:20.223680" + }, + { + "epoch": 2958, + "batch_idx": 192, + "loss": 0.24721169471740723, + "learning_rate": 0.00046703720102431244, + "timestep_mean": 507.875, + "epsilon_norm": 3.6128692626953125, + "prediction_norm": 2.691223621368408, + "timestamp": "2025-07-14T12:35:20.228722" + }, + { + "epoch": 2959, + "batch_idx": 0, + "loss": 0.27700409293174744, + "learning_rate": 0.00046782093093050144, + "timestep_mean": 396.09375, + "epsilon_norm": 8.537152290344238, + "prediction_norm": 7.33444356918335, + "timestamp": "2025-07-14T12:35:20.233794" + }, + { + "epoch": 2959, + "batch_idx": 32, + "loss": 0.3334738612174988, + "learning_rate": 0.00046782093093050144, + "timestep_mean": 496.03125, + "epsilon_norm": 7.598211765289307, + "prediction_norm": 6.0142669677734375, + "timestamp": "2025-07-14T12:35:20.238953" + }, + { + "epoch": 2959, + "batch_idx": 64, + "loss": 0.3378656506538391, + "learning_rate": 0.00046782093093050144, + "timestep_mean": 505.84375, + "epsilon_norm": 8.525232315063477, + "prediction_norm": 7.187363147735596, + "timestamp": "2025-07-14T12:35:20.244082" + }, + { + "epoch": 2959, + "batch_idx": 96, + "loss": 0.27852970361709595, + "learning_rate": 0.00046782093093050144, + "timestep_mean": 518.65625, + "epsilon_norm": 8.902474403381348, + "prediction_norm": 7.257601261138916, + "timestamp": "2025-07-14T12:35:20.249242" + }, + { + "epoch": 2959, + "batch_idx": 128, + "loss": 0.22453556954860687, + "learning_rate": 0.00046782093093050144, + "timestep_mean": 495.71875, + "epsilon_norm": 8.61784839630127, + "prediction_norm": 7.481376647949219, + "timestamp": "2025-07-14T12:35:20.254403" + }, + { + "epoch": 2959, + "batch_idx": 160, + "loss": 0.13482415676116943, + "learning_rate": 0.00046782093093050144, + "timestep_mean": 586.5625, + "epsilon_norm": 7.445696830749512, + "prediction_norm": 6.791595935821533, + "timestamp": "2025-07-14T12:35:20.259524" + }, + { + "epoch": 2959, + "batch_idx": 192, + "loss": 0.255998432636261, + "learning_rate": 0.00046782093093050144, + "timestep_mean": 351.375, + "epsilon_norm": 4.091495037078857, + "prediction_norm": 3.376333475112915, + "timestamp": "2025-07-14T12:35:20.264481" + }, + { + "epoch": 2960, + "batch_idx": 0, + "loss": 0.5435285568237305, + "learning_rate": 0.0004686047402353441, + "timestep_mean": 403.8125, + "epsilon_norm": 9.235152244567871, + "prediction_norm": 6.521090984344482, + "timestamp": "2025-07-14T12:35:20.269742" + }, + { + "epoch": 2960, + "batch_idx": 32, + "loss": 0.2630443572998047, + "learning_rate": 0.0004686047402353441, + "timestep_mean": 498.40625, + "epsilon_norm": 7.747584342956543, + "prediction_norm": 6.638942241668701, + "timestamp": "2025-07-14T12:35:20.275013" + }, + { + "epoch": 2960, + "batch_idx": 64, + "loss": 0.3997393250465393, + "learning_rate": 0.0004686047402353441, + "timestep_mean": 539.6875, + "epsilon_norm": 8.208578109741211, + "prediction_norm": 6.560158729553223, + "timestamp": "2025-07-14T12:35:20.280337" + }, + { + "epoch": 2960, + "batch_idx": 96, + "loss": 0.34505102038383484, + "learning_rate": 0.0004686047402353441, + "timestep_mean": 401.40625, + "epsilon_norm": 8.183991432189941, + "prediction_norm": 7.162397384643555, + "timestamp": "2025-07-14T12:35:20.285568" + }, + { + "epoch": 2960, + "batch_idx": 128, + "loss": 0.2890145182609558, + "learning_rate": 0.0004686047402353441, + "timestep_mean": 501.9375, + "epsilon_norm": 8.35974407196045, + "prediction_norm": 6.927242755889893, + "timestamp": "2025-07-14T12:35:20.290764" + }, + { + "epoch": 2960, + "batch_idx": 160, + "loss": 0.19255927205085754, + "learning_rate": 0.0004686047402353441, + "timestep_mean": 515.78125, + "epsilon_norm": 6.6201934814453125, + "prediction_norm": 5.881331443786621, + "timestamp": "2025-07-14T12:35:20.295958" + }, + { + "epoch": 2960, + "batch_idx": 192, + "loss": 0.7475595474243164, + "learning_rate": 0.0004686047402353441, + "timestep_mean": 464.25, + "epsilon_norm": 4.612157344818115, + "prediction_norm": 2.6950912475585938, + "timestamp": "2025-07-14T12:35:20.301136" + }, + { + "epoch": 2961, + "batch_idx": 0, + "loss": 0.25663360953330994, + "learning_rate": 0.0004693886270048703, + "timestep_mean": 430.96875, + "epsilon_norm": 7.196201324462891, + "prediction_norm": 5.879426002502441, + "timestamp": "2025-07-14T12:35:20.306184" + }, + { + "epoch": 2961, + "batch_idx": 32, + "loss": 0.3165016770362854, + "learning_rate": 0.0004693886270048703, + "timestep_mean": 423.0625, + "epsilon_norm": 9.03332233428955, + "prediction_norm": 7.968350410461426, + "timestamp": "2025-07-14T12:35:20.311478" + }, + { + "epoch": 2961, + "batch_idx": 64, + "loss": 0.30762091279029846, + "learning_rate": 0.0004693886270048703, + "timestep_mean": 548.0, + "epsilon_norm": 8.502781867980957, + "prediction_norm": 7.426164150238037, + "timestamp": "2025-07-14T12:35:20.316737" + }, + { + "epoch": 2961, + "batch_idx": 96, + "loss": 0.1855808049440384, + "learning_rate": 0.0004693886270048703, + "timestep_mean": 554.875, + "epsilon_norm": 8.281332969665527, + "prediction_norm": 7.12807035446167, + "timestamp": "2025-07-14T12:35:20.321831" + }, + { + "epoch": 2961, + "batch_idx": 128, + "loss": 0.15488438308238983, + "learning_rate": 0.0004693886270048703, + "timestep_mean": 604.03125, + "epsilon_norm": 6.993838787078857, + "prediction_norm": 6.763953685760498, + "timestamp": "2025-07-14T12:35:20.326941" + }, + { + "epoch": 2961, + "batch_idx": 160, + "loss": 0.18027544021606445, + "learning_rate": 0.0004693886270048703, + "timestep_mean": 486.90625, + "epsilon_norm": 6.641837120056152, + "prediction_norm": 5.587469100952148, + "timestamp": "2025-07-14T12:35:20.332090" + }, + { + "epoch": 2961, + "batch_idx": 192, + "loss": 0.21785099804401398, + "learning_rate": 0.0004693886270048703, + "timestep_mean": 596.125, + "epsilon_norm": 3.903034210205078, + "prediction_norm": 3.4729771614074707, + "timestamp": "2025-07-14T12:35:20.337311" + }, + { + "epoch": 2962, + "batch_idx": 0, + "loss": 0.17976874113082886, + "learning_rate": 0.0004701725893049158, + "timestep_mean": 596.875, + "epsilon_norm": 8.37509536743164, + "prediction_norm": 8.103321075439453, + "timestamp": "2025-07-14T12:35:20.342629" + }, + { + "epoch": 2962, + "batch_idx": 32, + "loss": 0.22995609045028687, + "learning_rate": 0.0004701725893049158, + "timestep_mean": 497.75, + "epsilon_norm": 8.589900970458984, + "prediction_norm": 7.226408958435059, + "timestamp": "2025-07-14T12:35:20.347627" + }, + { + "epoch": 2962, + "batch_idx": 64, + "loss": 0.27139487862586975, + "learning_rate": 0.0004701725893049158, + "timestep_mean": 490.09375, + "epsilon_norm": 8.745498657226562, + "prediction_norm": 7.921318054199219, + "timestamp": "2025-07-14T12:35:20.352681" + }, + { + "epoch": 2962, + "batch_idx": 96, + "loss": 0.18276941776275635, + "learning_rate": 0.0004701725893049158, + "timestep_mean": 539.3125, + "epsilon_norm": 7.446220397949219, + "prediction_norm": 6.5331830978393555, + "timestamp": "2025-07-14T12:35:20.357837" + }, + { + "epoch": 2962, + "batch_idx": 128, + "loss": 0.19083724915981293, + "learning_rate": 0.0004701725893049158, + "timestep_mean": 507.21875, + "epsilon_norm": 6.762757301330566, + "prediction_norm": 6.351639270782471, + "timestamp": "2025-07-14T12:35:20.363014" + }, + { + "epoch": 2962, + "batch_idx": 160, + "loss": 0.26543647050857544, + "learning_rate": 0.0004701725893049158, + "timestep_mean": 465.96875, + "epsilon_norm": 8.087113380432129, + "prediction_norm": 6.659595966339111, + "timestamp": "2025-07-14T12:35:20.368163" + }, + { + "epoch": 2962, + "batch_idx": 192, + "loss": 0.14980104565620422, + "learning_rate": 0.0004701725893049158, + "timestep_mean": 464.625, + "epsilon_norm": 2.456848382949829, + "prediction_norm": 1.7808091640472412, + "timestamp": "2025-07-14T12:35:20.373482" + }, + { + "epoch": 2963, + "batch_idx": 0, + "loss": 0.20828011631965637, + "learning_rate": 0.00047095662520113215, + "timestep_mean": 540.96875, + "epsilon_norm": 8.539678573608398, + "prediction_norm": 7.563217639923096, + "timestamp": "2025-07-14T12:35:20.378747" + }, + { + "epoch": 2963, + "batch_idx": 32, + "loss": 0.30862176418304443, + "learning_rate": 0.00047095662520113215, + "timestep_mean": 559.15625, + "epsilon_norm": 7.59498405456543, + "prediction_norm": 5.611134052276611, + "timestamp": "2025-07-14T12:35:20.384174" + }, + { + "epoch": 2963, + "batch_idx": 64, + "loss": 0.3688628673553467, + "learning_rate": 0.00047095662520113215, + "timestep_mean": 506.375, + "epsilon_norm": 8.206779479980469, + "prediction_norm": 6.749758243560791, + "timestamp": "2025-07-14T12:35:20.389417" + }, + { + "epoch": 2963, + "batch_idx": 96, + "loss": 0.1856522262096405, + "learning_rate": 0.00047095662520113215, + "timestep_mean": 587.5625, + "epsilon_norm": 8.273608207702637, + "prediction_norm": 7.255740642547607, + "timestamp": "2025-07-14T12:35:20.394666" + }, + { + "epoch": 2963, + "batch_idx": 128, + "loss": 0.1874171644449234, + "learning_rate": 0.00047095662520113215, + "timestep_mean": 490.0, + "epsilon_norm": 7.201178550720215, + "prediction_norm": 6.372284412384033, + "timestamp": "2025-07-14T12:35:20.399781" + }, + { + "epoch": 2963, + "batch_idx": 160, + "loss": 0.301398903131485, + "learning_rate": 0.00047095662520113215, + "timestep_mean": 559.65625, + "epsilon_norm": 8.02126693725586, + "prediction_norm": 6.4357452392578125, + "timestamp": "2025-07-14T12:35:20.404986" + }, + { + "epoch": 2963, + "batch_idx": 192, + "loss": 0.05682806670665741, + "learning_rate": 0.00047095662520113215, + "timestep_mean": 632.625, + "epsilon_norm": 2.9761717319488525, + "prediction_norm": 2.7673957347869873, + "timestamp": "2025-07-14T12:35:20.409860" + }, + { + "epoch": 2964, + "batch_idx": 0, + "loss": 0.19226565957069397, + "learning_rate": 0.0004717407327589888, + "timestep_mean": 559.90625, + "epsilon_norm": 8.250650405883789, + "prediction_norm": 7.165369987487793, + "timestamp": "2025-07-14T12:35:20.414797" + }, + { + "epoch": 2964, + "batch_idx": 32, + "loss": 0.19997046887874603, + "learning_rate": 0.0004717407327589888, + "timestep_mean": 532.375, + "epsilon_norm": 8.246508598327637, + "prediction_norm": 7.323392868041992, + "timestamp": "2025-07-14T12:35:20.420102" + }, + { + "epoch": 2964, + "batch_idx": 64, + "loss": 0.32857975363731384, + "learning_rate": 0.0004717407327589888, + "timestep_mean": 498.5, + "epsilon_norm": 8.500916481018066, + "prediction_norm": 6.749323844909668, + "timestamp": "2025-07-14T12:35:20.425461" + }, + { + "epoch": 2964, + "batch_idx": 96, + "loss": 0.29623767733573914, + "learning_rate": 0.0004717407327589888, + "timestep_mean": 427.6875, + "epsilon_norm": 8.104557991027832, + "prediction_norm": 6.702045440673828, + "timestamp": "2025-07-14T12:35:20.430668" + }, + { + "epoch": 2964, + "batch_idx": 128, + "loss": 0.18593266606330872, + "learning_rate": 0.0004717407327589888, + "timestep_mean": 525.15625, + "epsilon_norm": 7.563093185424805, + "prediction_norm": 7.387110710144043, + "timestamp": "2025-07-14T12:35:20.435909" + }, + { + "epoch": 2964, + "batch_idx": 160, + "loss": 0.4088587462902069, + "learning_rate": 0.0004717407327589888, + "timestep_mean": 548.53125, + "epsilon_norm": 8.557944297790527, + "prediction_norm": 7.646717548370361, + "timestamp": "2025-07-14T12:35:20.440965" + }, + { + "epoch": 2964, + "batch_idx": 192, + "loss": 0.10663922876119614, + "learning_rate": 0.0004717407327589888, + "timestep_mean": 515.625, + "epsilon_norm": 3.7951011657714844, + "prediction_norm": 3.7843973636627197, + "timestamp": "2025-07-14T12:35:20.446312" + }, + { + "epoch": 2965, + "batch_idx": 0, + "loss": 0.23204997181892395, + "learning_rate": 0.0004725249100437781, + "timestep_mean": 553.34375, + "epsilon_norm": 7.226472854614258, + "prediction_norm": 6.505162239074707, + "timestamp": "2025-07-14T12:35:20.451468" + }, + { + "epoch": 2965, + "batch_idx": 32, + "loss": 0.3028174638748169, + "learning_rate": 0.0004725249100437781, + "timestep_mean": 479.5, + "epsilon_norm": 8.45064640045166, + "prediction_norm": 7.4847307205200195, + "timestamp": "2025-07-14T12:35:20.456727" + }, + { + "epoch": 2965, + "batch_idx": 64, + "loss": 0.19287855923175812, + "learning_rate": 0.0004725249100437781, + "timestep_mean": 527.09375, + "epsilon_norm": 7.44333553314209, + "prediction_norm": 6.4725260734558105, + "timestamp": "2025-07-14T12:35:20.461967" + }, + { + "epoch": 2965, + "batch_idx": 96, + "loss": 0.23290906846523285, + "learning_rate": 0.0004725249100437781, + "timestep_mean": 503.78125, + "epsilon_norm": 7.568780422210693, + "prediction_norm": 7.212892055511475, + "timestamp": "2025-07-14T12:35:20.467340" + }, + { + "epoch": 2965, + "batch_idx": 128, + "loss": 0.27975210547447205, + "learning_rate": 0.0004725249100437781, + "timestep_mean": 507.375, + "epsilon_norm": 7.514129161834717, + "prediction_norm": 6.457057952880859, + "timestamp": "2025-07-14T12:35:20.472528" + }, + { + "epoch": 2965, + "batch_idx": 160, + "loss": 0.4184654951095581, + "learning_rate": 0.0004725249100437781, + "timestep_mean": 426.9375, + "epsilon_norm": 8.174249649047852, + "prediction_norm": 6.393367767333984, + "timestamp": "2025-07-14T12:35:20.477718" + }, + { + "epoch": 2965, + "batch_idx": 192, + "loss": 0.5557408332824707, + "learning_rate": 0.0004725249100437781, + "timestep_mean": 516.125, + "epsilon_norm": 4.585586071014404, + "prediction_norm": 3.1208364963531494, + "timestamp": "2025-07-14T12:35:20.482857" + }, + { + "epoch": 2966, + "batch_idx": 0, + "loss": 0.40361660718917847, + "learning_rate": 0.0004733091551206207, + "timestep_mean": 603.84375, + "epsilon_norm": 7.5976176261901855, + "prediction_norm": 6.007719993591309, + "timestamp": "2025-07-14T12:35:20.488080" + }, + { + "epoch": 2966, + "batch_idx": 32, + "loss": 0.36719268560409546, + "learning_rate": 0.0004733091551206207, + "timestep_mean": 521.0625, + "epsilon_norm": 8.319474220275879, + "prediction_norm": 6.777656555175781, + "timestamp": "2025-07-14T12:35:20.493297" + }, + { + "epoch": 2966, + "batch_idx": 64, + "loss": 0.22585618495941162, + "learning_rate": 0.0004733091551206207, + "timestep_mean": 501.15625, + "epsilon_norm": 8.246185302734375, + "prediction_norm": 6.973094940185547, + "timestamp": "2025-07-14T12:35:20.498411" + }, + { + "epoch": 2966, + "batch_idx": 96, + "loss": 0.40591567754745483, + "learning_rate": 0.0004733091551206207, + "timestep_mean": 540.90625, + "epsilon_norm": 8.075461387634277, + "prediction_norm": 6.4037346839904785, + "timestamp": "2025-07-14T12:35:20.503320" + }, + { + "epoch": 2966, + "batch_idx": 128, + "loss": 0.3087296485900879, + "learning_rate": 0.0004733091551206207, + "timestep_mean": 482.625, + "epsilon_norm": 8.029031753540039, + "prediction_norm": 6.760986804962158, + "timestamp": "2025-07-14T12:35:20.508187" + }, + { + "epoch": 2966, + "batch_idx": 160, + "loss": 0.2394036501646042, + "learning_rate": 0.0004733091551206207, + "timestep_mean": 454.46875, + "epsilon_norm": 7.505288124084473, + "prediction_norm": 6.710402488708496, + "timestamp": "2025-07-14T12:35:20.513174" + }, + { + "epoch": 2966, + "batch_idx": 192, + "loss": 0.10031908005475998, + "learning_rate": 0.0004733091551206207, + "timestep_mean": 611.375, + "epsilon_norm": 5.453220844268799, + "prediction_norm": 5.179184436798096, + "timestamp": "2025-07-14T12:35:20.518055" + }, + { + "epoch": 2967, + "batch_idx": 0, + "loss": 0.24774491786956787, + "learning_rate": 0.00047409346605446984, + "timestep_mean": 471.65625, + "epsilon_norm": 7.53014612197876, + "prediction_norm": 6.439900875091553, + "timestamp": "2025-07-14T12:35:20.522966" + }, + { + "epoch": 2967, + "batch_idx": 32, + "loss": 0.28798848390579224, + "learning_rate": 0.00047409346605446984, + "timestep_mean": 410.1875, + "epsilon_norm": 7.317266941070557, + "prediction_norm": 5.6584553718566895, + "timestamp": "2025-07-14T12:35:20.528095" + }, + { + "epoch": 2967, + "batch_idx": 64, + "loss": 0.21333888173103333, + "learning_rate": 0.00047409346605446984, + "timestep_mean": 520.90625, + "epsilon_norm": 6.8305230140686035, + "prediction_norm": 5.613940715789795, + "timestamp": "2025-07-14T12:35:20.533174" + }, + { + "epoch": 2967, + "batch_idx": 96, + "loss": 0.2945267856121063, + "learning_rate": 0.00047409346605446984, + "timestep_mean": 524.0625, + "epsilon_norm": 7.0889739990234375, + "prediction_norm": 6.449813365936279, + "timestamp": "2025-07-14T12:35:20.538458" + }, + { + "epoch": 2967, + "batch_idx": 128, + "loss": 0.21997317671775818, + "learning_rate": 0.00047409346605446984, + "timestep_mean": 458.59375, + "epsilon_norm": 7.789290904998779, + "prediction_norm": 7.015056610107422, + "timestamp": "2025-07-14T12:35:20.543532" + }, + { + "epoch": 2967, + "batch_idx": 160, + "loss": 0.3215697407722473, + "learning_rate": 0.00047409346605446984, + "timestep_mean": 538.90625, + "epsilon_norm": 7.613544464111328, + "prediction_norm": 6.297728538513184, + "timestamp": "2025-07-14T12:35:20.548693" + }, + { + "epoch": 2967, + "batch_idx": 192, + "loss": 0.2577041983604431, + "learning_rate": 0.00047409346605446984, + "timestep_mean": 568.75, + "epsilon_norm": 3.055670738220215, + "prediction_norm": 2.1711156368255615, + "timestamp": "2025-07-14T12:35:20.553815" + }, + { + "epoch": 2968, + "batch_idx": 0, + "loss": 0.1948610544204712, + "learning_rate": 0.00047487784091011656, + "timestep_mean": 545.71875, + "epsilon_norm": 8.663798332214355, + "prediction_norm": 7.588559150695801, + "timestamp": "2025-07-14T12:35:20.559007" + }, + { + "epoch": 2968, + "batch_idx": 32, + "loss": 0.20987451076507568, + "learning_rate": 0.00047487784091011656, + "timestep_mean": 552.15625, + "epsilon_norm": 7.435855865478516, + "prediction_norm": 6.460585594177246, + "timestamp": "2025-07-14T12:35:20.564161" + }, + { + "epoch": 2968, + "batch_idx": 64, + "loss": 0.2479703575372696, + "learning_rate": 0.00047487784091011656, + "timestep_mean": 637.21875, + "epsilon_norm": 7.782617092132568, + "prediction_norm": 6.609811305999756, + "timestamp": "2025-07-14T12:35:20.569361" + }, + { + "epoch": 2968, + "batch_idx": 96, + "loss": 0.14267079532146454, + "learning_rate": 0.00047487784091011656, + "timestep_mean": 451.28125, + "epsilon_norm": 5.669942378997803, + "prediction_norm": 5.022044658660889, + "timestamp": "2025-07-14T12:35:20.574545" + }, + { + "epoch": 2968, + "batch_idx": 128, + "loss": 0.1674618422985077, + "learning_rate": 0.00047487784091011656, + "timestep_mean": 556.0625, + "epsilon_norm": 8.574563980102539, + "prediction_norm": 7.384688377380371, + "timestamp": "2025-07-14T12:35:20.579710" + }, + { + "epoch": 2968, + "batch_idx": 160, + "loss": 0.5369067788124084, + "learning_rate": 0.00047487784091011656, + "timestep_mean": 463.15625, + "epsilon_norm": 9.158629417419434, + "prediction_norm": 6.206899166107178, + "timestamp": "2025-07-14T12:35:20.584849" + }, + { + "epoch": 2968, + "batch_idx": 192, + "loss": 0.09185187518596649, + "learning_rate": 0.00047487784091011656, + "timestep_mean": 529.25, + "epsilon_norm": 3.40155029296875, + "prediction_norm": 3.0104897022247314, + "timestamp": "2025-07-14T12:35:20.589991" + }, + { + "epoch": 2969, + "batch_idx": 0, + "loss": 0.5197765827178955, + "learning_rate": 0.00047566227775219306, + "timestep_mean": 479.03125, + "epsilon_norm": 8.888161659240723, + "prediction_norm": 6.374247074127197, + "timestamp": "2025-07-14T12:35:20.595172" + }, + { + "epoch": 2969, + "batch_idx": 32, + "loss": 0.21759134531021118, + "learning_rate": 0.00047566227775219306, + "timestep_mean": 517.9375, + "epsilon_norm": 7.391624927520752, + "prediction_norm": 5.803516387939453, + "timestamp": "2025-07-14T12:35:20.600550" + }, + { + "epoch": 2969, + "batch_idx": 64, + "loss": 0.32600656151771545, + "learning_rate": 0.00047566227775219306, + "timestep_mean": 526.59375, + "epsilon_norm": 8.188852310180664, + "prediction_norm": 6.7972412109375, + "timestamp": "2025-07-14T12:35:20.605675" + }, + { + "epoch": 2969, + "batch_idx": 96, + "loss": 0.3225146234035492, + "learning_rate": 0.00047566227775219306, + "timestep_mean": 443.4375, + "epsilon_norm": 8.59328842163086, + "prediction_norm": 6.918015956878662, + "timestamp": "2025-07-14T12:35:20.610758" + }, + { + "epoch": 2969, + "batch_idx": 128, + "loss": 0.29567649960517883, + "learning_rate": 0.00047566227775219306, + "timestep_mean": 413.875, + "epsilon_norm": 7.242198467254639, + "prediction_norm": 5.35017728805542, + "timestamp": "2025-07-14T12:35:20.615989" + }, + { + "epoch": 2969, + "batch_idx": 160, + "loss": 0.18585902452468872, + "learning_rate": 0.00047566227775219306, + "timestep_mean": 532.96875, + "epsilon_norm": 8.046092987060547, + "prediction_norm": 7.529190540313721, + "timestamp": "2025-07-14T12:35:20.621207" + }, + { + "epoch": 2969, + "batch_idx": 192, + "loss": 0.5920725464820862, + "learning_rate": 0.00047566227775219306, + "timestep_mean": 388.125, + "epsilon_norm": 4.463744640350342, + "prediction_norm": 3.237595796585083, + "timestamp": "2025-07-14T12:35:20.626360" + }, + { + "epoch": 2970, + "batch_idx": 0, + "loss": 0.41993775963783264, + "learning_rate": 0.0004764467746451799, + "timestep_mean": 440.5625, + "epsilon_norm": 8.080021858215332, + "prediction_norm": 6.4145708084106445, + "timestamp": "2025-07-14T12:35:20.631662" + }, + { + "epoch": 2970, + "batch_idx": 32, + "loss": 0.1984606385231018, + "learning_rate": 0.0004764467746451799, + "timestep_mean": 495.15625, + "epsilon_norm": 7.327513694763184, + "prediction_norm": 6.683865547180176, + "timestamp": "2025-07-14T12:35:20.636931" + }, + { + "epoch": 2970, + "batch_idx": 64, + "loss": 0.3627641499042511, + "learning_rate": 0.0004764467746451799, + "timestep_mean": 469.34375, + "epsilon_norm": 8.35869026184082, + "prediction_norm": 6.1323628425598145, + "timestamp": "2025-07-14T12:35:20.642276" + }, + { + "epoch": 2970, + "batch_idx": 96, + "loss": 0.35097095370292664, + "learning_rate": 0.0004764467746451799, + "timestep_mean": 592.0, + "epsilon_norm": 7.194218635559082, + "prediction_norm": 5.737173557281494, + "timestamp": "2025-07-14T12:35:20.647544" + }, + { + "epoch": 2970, + "batch_idx": 128, + "loss": 0.1838858723640442, + "learning_rate": 0.0004764467746451799, + "timestep_mean": 487.65625, + "epsilon_norm": 7.7984538078308105, + "prediction_norm": 6.536616802215576, + "timestamp": "2025-07-14T12:35:20.652773" + }, + { + "epoch": 2970, + "batch_idx": 160, + "loss": 0.2338670790195465, + "learning_rate": 0.0004764467746451799, + "timestep_mean": 558.96875, + "epsilon_norm": 7.2403883934021, + "prediction_norm": 6.450489521026611, + "timestamp": "2025-07-14T12:35:20.657977" + }, + { + "epoch": 2970, + "batch_idx": 192, + "loss": 0.17627428472042084, + "learning_rate": 0.0004764467746451799, + "timestep_mean": 521.875, + "epsilon_norm": 3.3688433170318604, + "prediction_norm": 2.1720004081726074, + "timestamp": "2025-07-14T12:35:20.663143" + }, + { + "epoch": 2971, + "batch_idx": 0, + "loss": 0.3009882867336273, + "learning_rate": 0.0004772313296534085, + "timestep_mean": 515.0, + "epsilon_norm": 7.640257835388184, + "prediction_norm": 6.854029655456543, + "timestamp": "2025-07-14T12:35:20.668320" + }, + { + "epoch": 2971, + "batch_idx": 32, + "loss": 0.23861515522003174, + "learning_rate": 0.0004772313296534085, + "timestep_mean": 481.21875, + "epsilon_norm": 7.6239447593688965, + "prediction_norm": 6.575891494750977, + "timestamp": "2025-07-14T12:35:20.673579" + }, + { + "epoch": 2971, + "batch_idx": 64, + "loss": 0.17613667249679565, + "learning_rate": 0.0004772313296534085, + "timestep_mean": 464.34375, + "epsilon_norm": 7.098949909210205, + "prediction_norm": 6.006011962890625, + "timestamp": "2025-07-14T12:35:20.678848" + }, + { + "epoch": 2971, + "batch_idx": 96, + "loss": 0.26811879873275757, + "learning_rate": 0.0004772313296534085, + "timestep_mean": 526.8125, + "epsilon_norm": 9.929424285888672, + "prediction_norm": 9.38409423828125, + "timestamp": "2025-07-14T12:35:20.683960" + }, + { + "epoch": 2971, + "batch_idx": 128, + "loss": 0.29836416244506836, + "learning_rate": 0.0004772313296534085, + "timestep_mean": 587.71875, + "epsilon_norm": 8.461345672607422, + "prediction_norm": 8.248257637023926, + "timestamp": "2025-07-14T12:35:20.688756" + }, + { + "epoch": 2971, + "batch_idx": 160, + "loss": 0.1734732687473297, + "learning_rate": 0.0004772313296534085, + "timestep_mean": 555.1875, + "epsilon_norm": 7.120582103729248, + "prediction_norm": 7.059817314147949, + "timestamp": "2025-07-14T12:35:20.693794" + }, + { + "epoch": 2971, + "batch_idx": 192, + "loss": 0.05533549189567566, + "learning_rate": 0.0004772313296534085, + "timestep_mean": 486.625, + "epsilon_norm": 4.486379623413086, + "prediction_norm": 4.603307723999023, + "timestamp": "2025-07-14T12:35:20.698716" + }, + { + "epoch": 2972, + "batch_idx": 0, + "loss": 0.21769820153713226, + "learning_rate": 0.00047801594084106866, + "timestep_mean": 475.21875, + "epsilon_norm": 7.361020088195801, + "prediction_norm": 6.809401512145996, + "timestamp": "2025-07-14T12:35:20.703576" + }, + { + "epoch": 2972, + "batch_idx": 32, + "loss": 0.2764534652233124, + "learning_rate": 0.00047801594084106866, + "timestep_mean": 479.34375, + "epsilon_norm": 7.838106632232666, + "prediction_norm": 6.567056179046631, + "timestamp": "2025-07-14T12:35:20.708477" + }, + { + "epoch": 2972, + "batch_idx": 64, + "loss": 0.42908528447151184, + "learning_rate": 0.00047801594084106866, + "timestep_mean": 551.3125, + "epsilon_norm": 8.713433265686035, + "prediction_norm": 7.062121868133545, + "timestamp": "2025-07-14T12:35:20.713463" + }, + { + "epoch": 2972, + "batch_idx": 96, + "loss": 0.31713420152664185, + "learning_rate": 0.00047801594084106866, + "timestep_mean": 499.09375, + "epsilon_norm": 7.95014762878418, + "prediction_norm": 6.279283046722412, + "timestamp": "2025-07-14T12:35:20.718297" + }, + { + "epoch": 2972, + "batch_idx": 128, + "loss": 0.27653926610946655, + "learning_rate": 0.00047801594084106866, + "timestep_mean": 547.21875, + "epsilon_norm": 8.666956901550293, + "prediction_norm": 6.989276885986328, + "timestamp": "2025-07-14T12:35:20.723113" + }, + { + "epoch": 2972, + "batch_idx": 160, + "loss": 0.3176153898239136, + "learning_rate": 0.00047801594084106866, + "timestep_mean": 398.25, + "epsilon_norm": 7.1894707679748535, + "prediction_norm": 5.998682022094727, + "timestamp": "2025-07-14T12:35:20.728026" + }, + { + "epoch": 2972, + "batch_idx": 192, + "loss": 0.7131906151771545, + "learning_rate": 0.00047801594084106866, + "timestep_mean": 528.5, + "epsilon_norm": 4.891072750091553, + "prediction_norm": 3.0948922634124756, + "timestamp": "2025-07-14T12:35:20.732901" + }, + { + "epoch": 2973, + "batch_idx": 0, + "loss": 0.40414682030677795, + "learning_rate": 0.000478800606272209, + "timestep_mean": 534.09375, + "epsilon_norm": 9.159119606018066, + "prediction_norm": 7.708106517791748, + "timestamp": "2025-07-14T12:35:20.737864" + }, + { + "epoch": 2973, + "batch_idx": 32, + "loss": 0.2545970678329468, + "learning_rate": 0.000478800606272209, + "timestep_mean": 427.09375, + "epsilon_norm": 7.565605640411377, + "prediction_norm": 6.642773628234863, + "timestamp": "2025-07-14T12:35:20.742802" + }, + { + "epoch": 2973, + "batch_idx": 64, + "loss": 0.08543339371681213, + "learning_rate": 0.000478800606272209, + "timestep_mean": 578.875, + "epsilon_norm": 6.730008602142334, + "prediction_norm": 5.934453964233398, + "timestamp": "2025-07-14T12:35:20.747705" + }, + { + "epoch": 2973, + "batch_idx": 96, + "loss": 0.157903254032135, + "learning_rate": 0.000478800606272209, + "timestep_mean": 458.09375, + "epsilon_norm": 6.443411350250244, + "prediction_norm": 5.7219624519348145, + "timestamp": "2025-07-14T12:35:20.752540" + }, + { + "epoch": 2973, + "batch_idx": 128, + "loss": 0.27935534715652466, + "learning_rate": 0.000478800606272209, + "timestep_mean": 529.5625, + "epsilon_norm": 8.837042808532715, + "prediction_norm": 7.16818380355835, + "timestamp": "2025-07-14T12:35:20.757374" + }, + { + "epoch": 2973, + "batch_idx": 160, + "loss": 0.2922505736351013, + "learning_rate": 0.000478800606272209, + "timestep_mean": 487.25, + "epsilon_norm": 8.431525230407715, + "prediction_norm": 6.96404504776001, + "timestamp": "2025-07-14T12:35:20.762198" + }, + { + "epoch": 2973, + "batch_idx": 192, + "loss": 0.22782623767852783, + "learning_rate": 0.000478800606272209, + "timestep_mean": 505.5, + "epsilon_norm": 2.0247960090637207, + "prediction_norm": 1.8488632440567017, + "timestamp": "2025-07-14T12:35:20.767095" + }, + { + "epoch": 2974, + "batch_idx": 0, + "loss": 0.3256818652153015, + "learning_rate": 0.000479585324010746, + "timestep_mean": 496.90625, + "epsilon_norm": 7.942013263702393, + "prediction_norm": 6.171290397644043, + "timestamp": "2025-07-14T12:35:20.771984" + }, + { + "epoch": 2974, + "batch_idx": 32, + "loss": 0.33637088537216187, + "learning_rate": 0.000479585324010746, + "timestep_mean": 533.4375, + "epsilon_norm": 7.384228706359863, + "prediction_norm": 5.867968559265137, + "timestamp": "2025-07-14T12:35:20.776764" + }, + { + "epoch": 2974, + "batch_idx": 64, + "loss": 0.29700514674186707, + "learning_rate": 0.000479585324010746, + "timestep_mean": 593.25, + "epsilon_norm": 9.379009246826172, + "prediction_norm": 7.823032379150391, + "timestamp": "2025-07-14T12:35:20.781580" + }, + { + "epoch": 2974, + "batch_idx": 96, + "loss": 0.24085383117198944, + "learning_rate": 0.000479585324010746, + "timestep_mean": 513.28125, + "epsilon_norm": 6.993546962738037, + "prediction_norm": 5.523889541625977, + "timestamp": "2025-07-14T12:35:20.786458" + }, + { + "epoch": 2974, + "batch_idx": 128, + "loss": 0.18608078360557556, + "learning_rate": 0.000479585324010746, + "timestep_mean": 421.8125, + "epsilon_norm": 6.875402927398682, + "prediction_norm": 5.925227165222168, + "timestamp": "2025-07-14T12:35:20.791353" + }, + { + "epoch": 2974, + "batch_idx": 160, + "loss": 0.17215360701084137, + "learning_rate": 0.000479585324010746, + "timestep_mean": 564.9375, + "epsilon_norm": 7.573339462280273, + "prediction_norm": 6.683370113372803, + "timestamp": "2025-07-14T12:35:20.796376" + }, + { + "epoch": 2974, + "batch_idx": 192, + "loss": 0.9507342576980591, + "learning_rate": 0.000479585324010746, + "timestep_mean": 416.5, + "epsilon_norm": 4.529916763305664, + "prediction_norm": 2.6927435398101807, + "timestamp": "2025-07-14T12:35:20.801441" + }, + { + "epoch": 2975, + "batch_idx": 0, + "loss": 0.2215644270181656, + "learning_rate": 0.00048037009212046716, + "timestep_mean": 457.3125, + "epsilon_norm": 7.595552921295166, + "prediction_norm": 6.1983418464660645, + "timestamp": "2025-07-14T12:35:20.806548" + }, + { + "epoch": 2975, + "batch_idx": 32, + "loss": 0.2490946650505066, + "learning_rate": 0.00048037009212046716, + "timestep_mean": 525.3125, + "epsilon_norm": 8.731573104858398, + "prediction_norm": 7.568502902984619, + "timestamp": "2025-07-14T12:35:20.811707" + }, + { + "epoch": 2975, + "batch_idx": 64, + "loss": 0.3409096598625183, + "learning_rate": 0.00048037009212046716, + "timestep_mean": 483.9375, + "epsilon_norm": 8.939919471740723, + "prediction_norm": 7.682815074920654, + "timestamp": "2025-07-14T12:35:20.816821" + }, + { + "epoch": 2975, + "batch_idx": 96, + "loss": 0.3576399087905884, + "learning_rate": 0.00048037009212046716, + "timestep_mean": 507.21875, + "epsilon_norm": 7.574837684631348, + "prediction_norm": 5.896481037139893, + "timestamp": "2025-07-14T12:35:20.822069" + }, + { + "epoch": 2975, + "batch_idx": 128, + "loss": 0.13709703087806702, + "learning_rate": 0.00048037009212046716, + "timestep_mean": 474.28125, + "epsilon_norm": 7.213697910308838, + "prediction_norm": 6.549001216888428, + "timestamp": "2025-07-14T12:35:20.827267" + }, + { + "epoch": 2975, + "batch_idx": 160, + "loss": 0.18727675080299377, + "learning_rate": 0.00048037009212046716, + "timestep_mean": 591.21875, + "epsilon_norm": 8.143819808959961, + "prediction_norm": 7.2086358070373535, + "timestamp": "2025-07-14T12:35:20.832197" + }, + { + "epoch": 2975, + "batch_idx": 192, + "loss": 0.173342764377594, + "learning_rate": 0.00048037009212046716, + "timestep_mean": 490.25, + "epsilon_norm": 3.590742588043213, + "prediction_norm": 3.142094373703003, + "timestamp": "2025-07-14T12:35:20.837243" + }, + { + "epoch": 2976, + "batch_idx": 0, + "loss": 0.37445276975631714, + "learning_rate": 0.00048115490866503365, + "timestep_mean": 494.875, + "epsilon_norm": 9.050271034240723, + "prediction_norm": 6.979881763458252, + "timestamp": "2025-07-14T12:35:20.842579" + }, + { + "epoch": 2976, + "batch_idx": 32, + "loss": 0.2523346245288849, + "learning_rate": 0.00048115490866503365, + "timestep_mean": 496.5, + "epsilon_norm": 7.1092729568481445, + "prediction_norm": 6.020143985748291, + "timestamp": "2025-07-14T12:35:20.847860" + }, + { + "epoch": 2976, + "batch_idx": 64, + "loss": 0.2847251892089844, + "learning_rate": 0.00048115490866503365, + "timestep_mean": 443.4375, + "epsilon_norm": 7.007939338684082, + "prediction_norm": 6.121615409851074, + "timestamp": "2025-07-14T12:35:20.853065" + }, + { + "epoch": 2976, + "batch_idx": 96, + "loss": 0.28858429193496704, + "learning_rate": 0.00048115490866503365, + "timestep_mean": 494.625, + "epsilon_norm": 6.9672627449035645, + "prediction_norm": 6.374566078186035, + "timestamp": "2025-07-14T12:35:20.858332" + }, + { + "epoch": 2976, + "batch_idx": 128, + "loss": 0.21175682544708252, + "learning_rate": 0.00048115490866503365, + "timestep_mean": 565.3125, + "epsilon_norm": 7.594841003417969, + "prediction_norm": 6.6959943771362305, + "timestamp": "2025-07-14T12:35:20.863734" + }, + { + "epoch": 2976, + "batch_idx": 160, + "loss": 0.3291131556034088, + "learning_rate": 0.00048115490866503365, + "timestep_mean": 511.75, + "epsilon_norm": 7.767269134521484, + "prediction_norm": 6.761589050292969, + "timestamp": "2025-07-14T12:35:20.868888" + }, + { + "epoch": 2976, + "batch_idx": 192, + "loss": 0.08027660846710205, + "learning_rate": 0.00048115490866503365, + "timestep_mean": 586.375, + "epsilon_norm": 3.690972328186035, + "prediction_norm": 3.6316018104553223, + "timestamp": "2025-07-14T12:35:20.874094" + }, + { + "epoch": 2977, + "batch_idx": 0, + "loss": 0.34395167231559753, + "learning_rate": 0.00048193977170799023, + "timestep_mean": 444.71875, + "epsilon_norm": 7.761231422424316, + "prediction_norm": 6.556956768035889, + "timestamp": "2025-07-14T12:35:20.879324" + }, + { + "epoch": 2977, + "batch_idx": 32, + "loss": 0.3435872197151184, + "learning_rate": 0.00048193977170799023, + "timestep_mean": 478.15625, + "epsilon_norm": 7.938957691192627, + "prediction_norm": 6.593257427215576, + "timestamp": "2025-07-14T12:35:20.884678" + }, + { + "epoch": 2977, + "batch_idx": 64, + "loss": 0.0940597802400589, + "learning_rate": 0.00048193977170799023, + "timestep_mean": 524.53125, + "epsilon_norm": 7.701530456542969, + "prediction_norm": 6.791659355163574, + "timestamp": "2025-07-14T12:35:20.889879" + }, + { + "epoch": 2977, + "batch_idx": 96, + "loss": 0.2514611482620239, + "learning_rate": 0.00048193977170799023, + "timestep_mean": 527.6875, + "epsilon_norm": 7.510858058929443, + "prediction_norm": 6.559613227844238, + "timestamp": "2025-07-14T12:35:20.895135" + }, + { + "epoch": 2977, + "batch_idx": 128, + "loss": 0.3941793143749237, + "learning_rate": 0.00048193977170799023, + "timestep_mean": 512.9375, + "epsilon_norm": 8.648784637451172, + "prediction_norm": 7.36482048034668, + "timestamp": "2025-07-14T12:35:20.900490" + }, + { + "epoch": 2977, + "batch_idx": 160, + "loss": 0.13391581177711487, + "learning_rate": 0.00048193977170799023, + "timestep_mean": 457.78125, + "epsilon_norm": 6.977527618408203, + "prediction_norm": 5.973277568817139, + "timestamp": "2025-07-14T12:35:20.905697" + }, + { + "epoch": 2977, + "batch_idx": 192, + "loss": 0.645211935043335, + "learning_rate": 0.00048193977170799023, + "timestep_mean": 389.625, + "epsilon_norm": 3.5631721019744873, + "prediction_norm": 1.9198616743087769, + "timestamp": "2025-07-14T12:35:20.910879" + }, + { + "epoch": 2978, + "batch_idx": 0, + "loss": 0.23572155833244324, + "learning_rate": 0.00048272467931276524, + "timestep_mean": 555.9375, + "epsilon_norm": 7.741245269775391, + "prediction_norm": 6.7111968994140625, + "timestamp": "2025-07-14T12:35:20.916065" + }, + { + "epoch": 2978, + "batch_idx": 32, + "loss": 0.2898868918418884, + "learning_rate": 0.00048272467931276524, + "timestep_mean": 529.875, + "epsilon_norm": 7.8709588050842285, + "prediction_norm": 6.723044395446777, + "timestamp": "2025-07-14T12:35:20.921248" + }, + { + "epoch": 2978, + "batch_idx": 64, + "loss": 0.20040854811668396, + "learning_rate": 0.00048272467931276524, + "timestep_mean": 505.84375, + "epsilon_norm": 7.2756028175354, + "prediction_norm": 6.298806190490723, + "timestamp": "2025-07-14T12:35:20.926392" + }, + { + "epoch": 2978, + "batch_idx": 96, + "loss": 0.2563016414642334, + "learning_rate": 0.00048272467931276524, + "timestep_mean": 491.03125, + "epsilon_norm": 7.791476726531982, + "prediction_norm": 6.372869968414307, + "timestamp": "2025-07-14T12:35:20.931605" + }, + { + "epoch": 2978, + "batch_idx": 128, + "loss": 0.313562273979187, + "learning_rate": 0.00048272467931276524, + "timestep_mean": 500.03125, + "epsilon_norm": 7.9150776863098145, + "prediction_norm": 6.10532808303833, + "timestamp": "2025-07-14T12:35:20.936858" + }, + { + "epoch": 2978, + "batch_idx": 160, + "loss": 0.553678035736084, + "learning_rate": 0.00048272467931276524, + "timestep_mean": 463.09375, + "epsilon_norm": 8.752395629882812, + "prediction_norm": 6.98629903793335, + "timestamp": "2025-07-14T12:35:20.942144" + }, + { + "epoch": 2978, + "batch_idx": 192, + "loss": 0.08595563471317291, + "learning_rate": 0.00048272467931276524, + "timestep_mean": 524.875, + "epsilon_norm": 5.201702117919922, + "prediction_norm": 5.280704975128174, + "timestamp": "2025-07-14T12:35:20.947289" + }, + { + "epoch": 2979, + "batch_idx": 0, + "loss": 0.23592084646224976, + "learning_rate": 0.00048350962954267626, + "timestep_mean": 490.125, + "epsilon_norm": 8.211618423461914, + "prediction_norm": 7.259544849395752, + "timestamp": "2025-07-14T12:35:20.952459" + }, + { + "epoch": 2979, + "batch_idx": 32, + "loss": 0.36602073907852173, + "learning_rate": 0.00048350962954267626, + "timestep_mean": 486.0, + "epsilon_norm": 7.646996974945068, + "prediction_norm": 5.839172840118408, + "timestamp": "2025-07-14T12:35:20.957687" + }, + { + "epoch": 2979, + "batch_idx": 64, + "loss": 0.209777370095253, + "learning_rate": 0.00048350962954267626, + "timestep_mean": 530.375, + "epsilon_norm": 8.157886505126953, + "prediction_norm": 7.442111968994141, + "timestamp": "2025-07-14T12:35:20.962770" + }, + { + "epoch": 2979, + "batch_idx": 96, + "loss": 0.18725407123565674, + "learning_rate": 0.00048350962954267626, + "timestep_mean": 465.03125, + "epsilon_norm": 7.163614749908447, + "prediction_norm": 7.0612568855285645, + "timestamp": "2025-07-14T12:35:20.967980" + }, + { + "epoch": 2979, + "batch_idx": 128, + "loss": 0.3087123930454254, + "learning_rate": 0.00048350962954267626, + "timestep_mean": 495.65625, + "epsilon_norm": 7.927812099456787, + "prediction_norm": 7.524232864379883, + "timestamp": "2025-07-14T12:35:20.973116" + }, + { + "epoch": 2979, + "batch_idx": 160, + "loss": 0.15142613649368286, + "learning_rate": 0.00048350962954267626, + "timestep_mean": 614.375, + "epsilon_norm": 8.131691932678223, + "prediction_norm": 7.785834312438965, + "timestamp": "2025-07-14T12:35:20.978336" + }, + { + "epoch": 2979, + "batch_idx": 192, + "loss": 0.07802199572324753, + "learning_rate": 0.00048350962954267626, + "timestep_mean": 496.0, + "epsilon_norm": 3.510608196258545, + "prediction_norm": 3.239084243774414, + "timestamp": "2025-07-14T12:35:20.983495" + }, + { + "epoch": 2980, + "batch_idx": 0, + "loss": 0.16333183646202087, + "learning_rate": 0.00048429462046093715, + "timestep_mean": 526.5, + "epsilon_norm": 6.520833969116211, + "prediction_norm": 6.1772074699401855, + "timestamp": "2025-07-14T12:35:20.988712" + }, + { + "epoch": 2980, + "batch_idx": 32, + "loss": 0.22452425956726074, + "learning_rate": 0.00048429462046093715, + "timestep_mean": 500.0, + "epsilon_norm": 8.057401657104492, + "prediction_norm": 6.741139888763428, + "timestamp": "2025-07-14T12:35:20.994019" + }, + { + "epoch": 2980, + "batch_idx": 64, + "loss": 0.3273266553878784, + "learning_rate": 0.00048429462046093715, + "timestep_mean": 542.96875, + "epsilon_norm": 8.364092826843262, + "prediction_norm": 6.609936714172363, + "timestamp": "2025-07-14T12:35:20.999173" + }, + { + "epoch": 2980, + "batch_idx": 96, + "loss": 0.16040334105491638, + "learning_rate": 0.00048429462046093715, + "timestep_mean": 568.875, + "epsilon_norm": 7.6827216148376465, + "prediction_norm": 6.994644641876221, + "timestamp": "2025-07-14T12:35:21.004385" + }, + { + "epoch": 2980, + "batch_idx": 128, + "loss": 0.2512896656990051, + "learning_rate": 0.00048429462046093715, + "timestep_mean": 515.25, + "epsilon_norm": 7.908012866973877, + "prediction_norm": 6.3424391746521, + "timestamp": "2025-07-14T12:35:21.009714" + }, + { + "epoch": 2980, + "batch_idx": 160, + "loss": 0.16526886820793152, + "learning_rate": 0.00048429462046093715, + "timestep_mean": 558.84375, + "epsilon_norm": 7.307777404785156, + "prediction_norm": 6.482011795043945, + "timestamp": "2025-07-14T12:35:21.014975" + }, + { + "epoch": 2980, + "batch_idx": 192, + "loss": 0.36611872911453247, + "learning_rate": 0.00048429462046093715, + "timestep_mean": 369.125, + "epsilon_norm": 5.195552825927734, + "prediction_norm": 4.211628437042236, + "timestamp": "2025-07-14T12:35:21.020114" + }, + { + "epoch": 2981, + "batch_idx": 0, + "loss": 0.2481873631477356, + "learning_rate": 0.00048507965013066086, + "timestep_mean": 489.65625, + "epsilon_norm": 8.670385360717773, + "prediction_norm": 7.1569318771362305, + "timestamp": "2025-07-14T12:35:21.025440" + }, + { + "epoch": 2981, + "batch_idx": 32, + "loss": 0.4718940854072571, + "learning_rate": 0.00048507965013066086, + "timestep_mean": 496.0625, + "epsilon_norm": 8.344698905944824, + "prediction_norm": 6.196201801300049, + "timestamp": "2025-07-14T12:35:21.030655" + }, + { + "epoch": 2981, + "batch_idx": 64, + "loss": 0.239584282040596, + "learning_rate": 0.00048507965013066086, + "timestep_mean": 511.875, + "epsilon_norm": 7.369384765625, + "prediction_norm": 6.119410991668701, + "timestamp": "2025-07-14T12:35:21.035863" + }, + { + "epoch": 2981, + "batch_idx": 96, + "loss": 0.17328616976737976, + "learning_rate": 0.00048507965013066086, + "timestep_mean": 464.6875, + "epsilon_norm": 8.388676643371582, + "prediction_norm": 7.884846210479736, + "timestamp": "2025-07-14T12:35:21.041017" + }, + { + "epoch": 2981, + "batch_idx": 128, + "loss": 0.25909751653671265, + "learning_rate": 0.00048507965013066086, + "timestep_mean": 517.96875, + "epsilon_norm": 7.389451026916504, + "prediction_norm": 6.906265735626221, + "timestamp": "2025-07-14T12:35:21.046179" + }, + { + "epoch": 2981, + "batch_idx": 160, + "loss": 0.4673529267311096, + "learning_rate": 0.00048507965013066086, + "timestep_mean": 493.65625, + "epsilon_norm": 7.669323921203613, + "prediction_norm": 6.420324325561523, + "timestamp": "2025-07-14T12:35:21.051463" + }, + { + "epoch": 2981, + "batch_idx": 192, + "loss": 0.25241851806640625, + "learning_rate": 0.00048507965013066086, + "timestep_mean": 554.375, + "epsilon_norm": 3.5242161750793457, + "prediction_norm": 3.160816192626953, + "timestamp": "2025-07-14T12:35:21.056648" + }, + { + "epoch": 2982, + "batch_idx": 0, + "loss": 0.1192527562379837, + "learning_rate": 0.0004858647166148647, + "timestep_mean": 555.78125, + "epsilon_norm": 7.741724967956543, + "prediction_norm": 7.165225028991699, + "timestamp": "2025-07-14T12:35:21.061834" + }, + { + "epoch": 2982, + "batch_idx": 32, + "loss": 0.06991478055715561, + "learning_rate": 0.0004858647166148647, + "timestep_mean": 629.53125, + "epsilon_norm": 6.856063365936279, + "prediction_norm": 6.743958950042725, + "timestamp": "2025-07-14T12:35:21.067153" + }, + { + "epoch": 2982, + "batch_idx": 64, + "loss": 0.286018967628479, + "learning_rate": 0.0004858647166148647, + "timestep_mean": 468.03125, + "epsilon_norm": 7.480124473571777, + "prediction_norm": 6.280297756195068, + "timestamp": "2025-07-14T12:35:21.072425" + }, + { + "epoch": 2982, + "batch_idx": 96, + "loss": 0.1841467171907425, + "learning_rate": 0.0004858647166148647, + "timestep_mean": 604.65625, + "epsilon_norm": 8.39228343963623, + "prediction_norm": 8.3250732421875, + "timestamp": "2025-07-14T12:35:21.077651" + }, + { + "epoch": 2982, + "batch_idx": 128, + "loss": 0.4121941328048706, + "learning_rate": 0.0004858647166148647, + "timestep_mean": 496.75, + "epsilon_norm": 8.222513198852539, + "prediction_norm": 6.481064319610596, + "timestamp": "2025-07-14T12:35:21.082922" + }, + { + "epoch": 2982, + "batch_idx": 160, + "loss": 0.377694308757782, + "learning_rate": 0.0004858647166148647, + "timestep_mean": 485.9375, + "epsilon_norm": 8.398736000061035, + "prediction_norm": 6.576284408569336, + "timestamp": "2025-07-14T12:35:21.088138" + }, + { + "epoch": 2982, + "batch_idx": 192, + "loss": 0.15445193648338318, + "learning_rate": 0.0004858647166148647, + "timestep_mean": 612.375, + "epsilon_norm": 3.3772430419921875, + "prediction_norm": 2.662580966949463, + "timestamp": "2025-07-14T12:35:21.093263" + }, + { + "epoch": 2983, + "batch_idx": 0, + "loss": 0.20658624172210693, + "learning_rate": 0.0004866498179764751, + "timestep_mean": 519.5, + "epsilon_norm": 8.406746864318848, + "prediction_norm": 6.903425693511963, + "timestamp": "2025-07-14T12:35:21.098477" + }, + { + "epoch": 2983, + "batch_idx": 32, + "loss": 0.3758442997932434, + "learning_rate": 0.0004866498179764751, + "timestep_mean": 513.625, + "epsilon_norm": 7.507670879364014, + "prediction_norm": 5.991235256195068, + "timestamp": "2025-07-14T12:35:21.103657" + }, + { + "epoch": 2983, + "batch_idx": 64, + "loss": 0.5495884418487549, + "learning_rate": 0.0004866498179764751, + "timestep_mean": 416.65625, + "epsilon_norm": 7.981182098388672, + "prediction_norm": 5.09901237487793, + "timestamp": "2025-07-14T12:35:21.108943" + }, + { + "epoch": 2983, + "batch_idx": 96, + "loss": 0.23473802208900452, + "learning_rate": 0.0004866498179764751, + "timestep_mean": 472.34375, + "epsilon_norm": 7.458656311035156, + "prediction_norm": 6.571764945983887, + "timestamp": "2025-07-14T12:35:21.114183" + }, + { + "epoch": 2983, + "batch_idx": 128, + "loss": 0.2677616477012634, + "learning_rate": 0.0004866498179764751, + "timestep_mean": 423.53125, + "epsilon_norm": 7.455811500549316, + "prediction_norm": 6.637161731719971, + "timestamp": "2025-07-14T12:35:21.119382" + }, + { + "epoch": 2983, + "batch_idx": 160, + "loss": 0.3815051317214966, + "learning_rate": 0.0004866498179764751, + "timestep_mean": 528.6875, + "epsilon_norm": 8.401817321777344, + "prediction_norm": 6.873074054718018, + "timestamp": "2025-07-14T12:35:21.124588" + }, + { + "epoch": 2983, + "batch_idx": 192, + "loss": 0.43159618973731995, + "learning_rate": 0.0004866498179764751, + "timestep_mean": 266.125, + "epsilon_norm": 3.2311806678771973, + "prediction_norm": 1.982201099395752, + "timestamp": "2025-07-14T12:35:21.129753" + }, + { + "epoch": 2984, + "batch_idx": 0, + "loss": 0.3291683495044708, + "learning_rate": 0.00048743495227833244, + "timestep_mean": 494.75, + "epsilon_norm": 7.877328395843506, + "prediction_norm": 5.774615287780762, + "timestamp": "2025-07-14T12:35:21.134904" + }, + { + "epoch": 2984, + "batch_idx": 32, + "loss": 0.1744184046983719, + "learning_rate": 0.00048743495227833244, + "timestep_mean": 512.4375, + "epsilon_norm": 7.117592811584473, + "prediction_norm": 6.663741588592529, + "timestamp": "2025-07-14T12:35:21.140141" + }, + { + "epoch": 2984, + "batch_idx": 64, + "loss": 0.2867804765701294, + "learning_rate": 0.00048743495227833244, + "timestep_mean": 530.40625, + "epsilon_norm": 7.374436855316162, + "prediction_norm": 6.225069999694824, + "timestamp": "2025-07-14T12:35:21.145319" + }, + { + "epoch": 2984, + "batch_idx": 96, + "loss": 0.20697903633117676, + "learning_rate": 0.00048743495227833244, + "timestep_mean": 532.03125, + "epsilon_norm": 6.858852863311768, + "prediction_norm": 5.934372425079346, + "timestamp": "2025-07-14T12:35:21.150673" + }, + { + "epoch": 2984, + "batch_idx": 128, + "loss": 0.29343709349632263, + "learning_rate": 0.00048743495227833244, + "timestep_mean": 491.9375, + "epsilon_norm": 8.049551010131836, + "prediction_norm": 6.8876166343688965, + "timestamp": "2025-07-14T12:35:21.155860" + }, + { + "epoch": 2984, + "batch_idx": 160, + "loss": 0.20976094901561737, + "learning_rate": 0.00048743495227833244, + "timestep_mean": 486.5625, + "epsilon_norm": 9.259451866149902, + "prediction_norm": 7.686301231384277, + "timestamp": "2025-07-14T12:35:21.160974" + }, + { + "epoch": 2984, + "batch_idx": 192, + "loss": 0.3876302242279053, + "learning_rate": 0.00048743495227833244, + "timestep_mean": 257.125, + "epsilon_norm": 3.998518943786621, + "prediction_norm": 2.758556365966797, + "timestamp": "2025-07-14T12:35:21.166159" + }, + { + "epoch": 2985, + "batch_idx": 0, + "loss": 0.3307129740715027, + "learning_rate": 0.00048822011758319653, + "timestep_mean": 479.78125, + "epsilon_norm": 8.184783935546875, + "prediction_norm": 7.376732349395752, + "timestamp": "2025-07-14T12:35:21.171387" + }, + { + "epoch": 2985, + "batch_idx": 32, + "loss": 0.18590641021728516, + "learning_rate": 0.00048822011758319653, + "timestep_mean": 491.09375, + "epsilon_norm": 7.288467884063721, + "prediction_norm": 6.617593765258789, + "timestamp": "2025-07-14T12:35:21.176615" + }, + { + "epoch": 2985, + "batch_idx": 64, + "loss": 0.2960483431816101, + "learning_rate": 0.00048822011758319653, + "timestep_mean": 504.25, + "epsilon_norm": 6.68831729888916, + "prediction_norm": 5.226603984832764, + "timestamp": "2025-07-14T12:35:21.181774" + }, + { + "epoch": 2985, + "batch_idx": 96, + "loss": 0.20957405865192413, + "learning_rate": 0.00048822011758319653, + "timestep_mean": 503.34375, + "epsilon_norm": 7.439553737640381, + "prediction_norm": 6.786667346954346, + "timestamp": "2025-07-14T12:35:21.186869" + }, + { + "epoch": 2985, + "batch_idx": 128, + "loss": 0.24021495878696442, + "learning_rate": 0.00048822011758319653, + "timestep_mean": 525.9375, + "epsilon_norm": 8.704955101013184, + "prediction_norm": 7.362062931060791, + "timestamp": "2025-07-14T12:35:21.192182" + }, + { + "epoch": 2985, + "batch_idx": 160, + "loss": 0.19208133220672607, + "learning_rate": 0.00048822011758319653, + "timestep_mean": 490.25, + "epsilon_norm": 8.59175968170166, + "prediction_norm": 8.065646171569824, + "timestamp": "2025-07-14T12:35:21.197384" + }, + { + "epoch": 2985, + "batch_idx": 192, + "loss": 0.1768050491809845, + "learning_rate": 0.00048822011758319653, + "timestep_mean": 542.25, + "epsilon_norm": 3.841315746307373, + "prediction_norm": 2.9452548027038574, + "timestamp": "2025-07-14T12:35:21.202515" + }, + { + "epoch": 2986, + "batch_idx": 0, + "loss": 0.2662525177001953, + "learning_rate": 0.000489005311953749, + "timestep_mean": 501.90625, + "epsilon_norm": 7.196810245513916, + "prediction_norm": 6.3198561668396, + "timestamp": "2025-07-14T12:35:21.207697" + }, + { + "epoch": 2986, + "batch_idx": 32, + "loss": 0.2762281894683838, + "learning_rate": 0.000489005311953749, + "timestep_mean": 529.40625, + "epsilon_norm": 9.699893951416016, + "prediction_norm": 8.059789657592773, + "timestamp": "2025-07-14T12:35:21.212945" + }, + { + "epoch": 2986, + "batch_idx": 64, + "loss": 0.20271269977092743, + "learning_rate": 0.000489005311953749, + "timestep_mean": 435.71875, + "epsilon_norm": 7.253891468048096, + "prediction_norm": 6.267143726348877, + "timestamp": "2025-07-14T12:35:21.218200" + }, + { + "epoch": 2986, + "batch_idx": 96, + "loss": 0.4142965078353882, + "learning_rate": 0.000489005311953749, + "timestep_mean": 463.15625, + "epsilon_norm": 8.771675109863281, + "prediction_norm": 6.62258243560791, + "timestamp": "2025-07-14T12:35:21.223441" + }, + { + "epoch": 2986, + "batch_idx": 128, + "loss": 0.2417205423116684, + "learning_rate": 0.000489005311953749, + "timestep_mean": 538.375, + "epsilon_norm": 8.248398780822754, + "prediction_norm": 7.047834873199463, + "timestamp": "2025-07-14T12:35:21.228666" + }, + { + "epoch": 2986, + "batch_idx": 160, + "loss": 0.24148783087730408, + "learning_rate": 0.000489005311953749, + "timestep_mean": 609.9375, + "epsilon_norm": 8.470728874206543, + "prediction_norm": 7.907060146331787, + "timestamp": "2025-07-14T12:35:21.233768" + }, + { + "epoch": 2986, + "batch_idx": 192, + "loss": 0.15897315740585327, + "learning_rate": 0.000489005311953749, + "timestep_mean": 590.875, + "epsilon_norm": 3.300264358520508, + "prediction_norm": 3.254173517227173, + "timestamp": "2025-07-14T12:35:21.238604" + }, + { + "epoch": 2987, + "batch_idx": 0, + "loss": 0.5945943593978882, + "learning_rate": 0.0004897905334526008, + "timestep_mean": 464.0, + "epsilon_norm": 7.966338634490967, + "prediction_norm": 5.828166961669922, + "timestamp": "2025-07-14T12:35:21.243338" + }, + { + "epoch": 2987, + "batch_idx": 32, + "loss": 0.2638327479362488, + "learning_rate": 0.0004897905334526008, + "timestep_mean": 549.59375, + "epsilon_norm": 9.047115325927734, + "prediction_norm": 8.273039817810059, + "timestamp": "2025-07-14T12:35:21.248207" + }, + { + "epoch": 2987, + "batch_idx": 64, + "loss": 0.1947149634361267, + "learning_rate": 0.0004897905334526008, + "timestep_mean": 482.71875, + "epsilon_norm": 6.37394905090332, + "prediction_norm": 6.60264253616333, + "timestamp": "2025-07-14T12:35:21.253106" + }, + { + "epoch": 2987, + "batch_idx": 96, + "loss": 0.4650334119796753, + "learning_rate": 0.0004897905334526008, + "timestep_mean": 447.03125, + "epsilon_norm": 7.4043731689453125, + "prediction_norm": 5.047101020812988, + "timestamp": "2025-07-14T12:35:21.258109" + }, + { + "epoch": 2987, + "batch_idx": 128, + "loss": 0.3142544627189636, + "learning_rate": 0.0004897905334526008, + "timestep_mean": 421.0625, + "epsilon_norm": 7.915049076080322, + "prediction_norm": 7.13686990737915, + "timestamp": "2025-07-14T12:35:21.263381" + }, + { + "epoch": 2987, + "batch_idx": 160, + "loss": 0.2055594027042389, + "learning_rate": 0.0004897905334526008, + "timestep_mean": 610.0, + "epsilon_norm": 8.590412139892578, + "prediction_norm": 8.279486656188965, + "timestamp": "2025-07-14T12:35:21.268487" + }, + { + "epoch": 2987, + "batch_idx": 192, + "loss": 0.36425527930259705, + "learning_rate": 0.0004897905334526008, + "timestep_mean": 560.125, + "epsilon_norm": 4.4867377281188965, + "prediction_norm": 3.741710662841797, + "timestamp": "2025-07-14T12:35:21.273388" + }, + { + "epoch": 2988, + "batch_idx": 0, + "loss": 0.17790824174880981, + "learning_rate": 0.0004905757801422968, + "timestep_mean": 528.3125, + "epsilon_norm": 7.2627692222595215, + "prediction_norm": 6.67598295211792, + "timestamp": "2025-07-14T12:35:21.278472" + }, + { + "epoch": 2988, + "batch_idx": 32, + "loss": 0.19521749019622803, + "learning_rate": 0.0004905757801422968, + "timestep_mean": 522.03125, + "epsilon_norm": 8.15127182006836, + "prediction_norm": 7.520474910736084, + "timestamp": "2025-07-14T12:35:21.283706" + }, + { + "epoch": 2988, + "batch_idx": 64, + "loss": 0.16597333550453186, + "learning_rate": 0.0004905757801422968, + "timestep_mean": 558.0625, + "epsilon_norm": 7.458248138427734, + "prediction_norm": 6.205073356628418, + "timestamp": "2025-07-14T12:35:21.288833" + }, + { + "epoch": 2988, + "batch_idx": 96, + "loss": 0.242329940199852, + "learning_rate": 0.0004905757801422968, + "timestep_mean": 486.90625, + "epsilon_norm": 7.574472427368164, + "prediction_norm": 6.447376251220703, + "timestamp": "2025-07-14T12:35:21.294002" + }, + { + "epoch": 2988, + "batch_idx": 128, + "loss": 0.30512407422065735, + "learning_rate": 0.0004905757801422968, + "timestep_mean": 436.90625, + "epsilon_norm": 7.876684665679932, + "prediction_norm": 6.56739616394043, + "timestamp": "2025-07-14T12:35:21.299139" + }, + { + "epoch": 2988, + "batch_idx": 160, + "loss": 0.15977230668067932, + "learning_rate": 0.0004905757801422968, + "timestep_mean": 549.125, + "epsilon_norm": 7.680596828460693, + "prediction_norm": 7.038839340209961, + "timestamp": "2025-07-14T12:35:21.304257" + }, + { + "epoch": 2988, + "batch_idx": 192, + "loss": 0.4629858732223511, + "learning_rate": 0.0004905757801422968, + "timestep_mean": 503.625, + "epsilon_norm": 3.7651278972625732, + "prediction_norm": 2.8133130073547363, + "timestamp": "2025-07-14T12:35:21.309432" + }, + { + "epoch": 2989, + "batch_idx": 0, + "loss": 0.1554725170135498, + "learning_rate": 0.0004913610500853191, + "timestep_mean": 483.875, + "epsilon_norm": 9.548379898071289, + "prediction_norm": 8.070184707641602, + "timestamp": "2025-07-14T12:35:21.314631" + }, + { + "epoch": 2989, + "batch_idx": 32, + "loss": 0.3298286199569702, + "learning_rate": 0.0004913610500853191, + "timestep_mean": 529.84375, + "epsilon_norm": 9.210244178771973, + "prediction_norm": 7.1561360359191895, + "timestamp": "2025-07-14T12:35:21.319831" + }, + { + "epoch": 2989, + "batch_idx": 64, + "loss": 0.12848339974880219, + "learning_rate": 0.0004913610500853191, + "timestep_mean": 546.78125, + "epsilon_norm": 8.296121597290039, + "prediction_norm": 7.250399589538574, + "timestamp": "2025-07-14T12:35:21.324901" + }, + { + "epoch": 2989, + "batch_idx": 96, + "loss": 0.1568593531847, + "learning_rate": 0.0004913610500853191, + "timestep_mean": 510.71875, + "epsilon_norm": 7.5868401527404785, + "prediction_norm": 6.962800979614258, + "timestamp": "2025-07-14T12:35:21.330177" + }, + { + "epoch": 2989, + "batch_idx": 128, + "loss": 0.3340822458267212, + "learning_rate": 0.0004913610500853191, + "timestep_mean": 506.15625, + "epsilon_norm": 8.019973754882812, + "prediction_norm": 6.443509578704834, + "timestamp": "2025-07-14T12:35:21.335033" + }, + { + "epoch": 2989, + "batch_idx": 160, + "loss": 0.21471837162971497, + "learning_rate": 0.0004913610500853191, + "timestep_mean": 545.4375, + "epsilon_norm": 8.012619972229004, + "prediction_norm": 6.572227954864502, + "timestamp": "2025-07-14T12:35:21.339910" + }, + { + "epoch": 2989, + "batch_idx": 192, + "loss": 0.5190840363502502, + "learning_rate": 0.0004913610500853191, + "timestep_mean": 428.0, + "epsilon_norm": 4.022797584533691, + "prediction_norm": 3.2652435302734375, + "timestamp": "2025-07-14T12:35:21.344728" + }, + { + "epoch": 2990, + "batch_idx": 0, + "loss": 0.19173116981983185, + "learning_rate": 0.000492146341344091, + "timestep_mean": 504.1875, + "epsilon_norm": 7.302428245544434, + "prediction_norm": 6.620484828948975, + "timestamp": "2025-07-14T12:35:21.349587" + }, + { + "epoch": 2990, + "batch_idx": 32, + "loss": 0.4465166926383972, + "learning_rate": 0.000492146341344091, + "timestep_mean": 474.59375, + "epsilon_norm": 8.6412992477417, + "prediction_norm": 6.327339172363281, + "timestamp": "2025-07-14T12:35:21.354810" + }, + { + "epoch": 2990, + "batch_idx": 64, + "loss": 0.23050257563591003, + "learning_rate": 0.000492146341344091, + "timestep_mean": 393.6875, + "epsilon_norm": 6.370464324951172, + "prediction_norm": 5.1935577392578125, + "timestamp": "2025-07-14T12:35:21.359976" + }, + { + "epoch": 2990, + "batch_idx": 96, + "loss": 0.18247413635253906, + "learning_rate": 0.000492146341344091, + "timestep_mean": 579.1875, + "epsilon_norm": 6.779207706451416, + "prediction_norm": 5.957292079925537, + "timestamp": "2025-07-14T12:35:21.365171" + }, + { + "epoch": 2990, + "batch_idx": 128, + "loss": 0.33962082862854004, + "learning_rate": 0.000492146341344091, + "timestep_mean": 472.3125, + "epsilon_norm": 6.8654069900512695, + "prediction_norm": 5.748068332672119, + "timestamp": "2025-07-14T12:35:21.370165" + }, + { + "epoch": 2990, + "batch_idx": 160, + "loss": 0.24286898970603943, + "learning_rate": 0.000492146341344091, + "timestep_mean": 576.5, + "epsilon_norm": 7.930336952209473, + "prediction_norm": 7.06204891204834, + "timestamp": "2025-07-14T12:35:21.375387" + }, + { + "epoch": 2990, + "batch_idx": 192, + "loss": 0.18972048163414001, + "learning_rate": 0.000492146341344091, + "timestep_mean": 543.0, + "epsilon_norm": 4.07710599899292, + "prediction_norm": 3.1408557891845703, + "timestamp": "2025-07-14T12:35:21.380588" + }, + { + "epoch": 2991, + "batch_idx": 0, + "loss": 0.3822033107280731, + "learning_rate": 0.0004929316519809849, + "timestep_mean": 460.15625, + "epsilon_norm": 6.671036243438721, + "prediction_norm": 5.7353835105896, + "timestamp": "2025-07-14T12:35:21.385697" + }, + { + "epoch": 2991, + "batch_idx": 32, + "loss": 0.18613770604133606, + "learning_rate": 0.0004929316519809849, + "timestep_mean": 509.03125, + "epsilon_norm": 8.25390911102295, + "prediction_norm": 7.324751377105713, + "timestamp": "2025-07-14T12:35:21.390859" + }, + { + "epoch": 2991, + "batch_idx": 64, + "loss": 0.13679954409599304, + "learning_rate": 0.0004929316519809849, + "timestep_mean": 616.125, + "epsilon_norm": 8.76680850982666, + "prediction_norm": 8.09914493560791, + "timestamp": "2025-07-14T12:35:21.396102" + }, + { + "epoch": 2991, + "batch_idx": 96, + "loss": 0.11775451898574829, + "learning_rate": 0.0004929316519809849, + "timestep_mean": 521.34375, + "epsilon_norm": 7.4722900390625, + "prediction_norm": 7.0114030838012695, + "timestamp": "2025-07-14T12:35:21.401334" + }, + { + "epoch": 2991, + "batch_idx": 128, + "loss": 0.16686922311782837, + "learning_rate": 0.0004929316519809849, + "timestep_mean": 559.09375, + "epsilon_norm": 8.257262229919434, + "prediction_norm": 8.085390090942383, + "timestamp": "2025-07-14T12:35:21.406400" + }, + { + "epoch": 2991, + "batch_idx": 160, + "loss": 0.1828424632549286, + "learning_rate": 0.0004929316519809849, + "timestep_mean": 600.34375, + "epsilon_norm": 6.715932369232178, + "prediction_norm": 6.298455715179443, + "timestamp": "2025-07-14T12:35:21.411328" + }, + { + "epoch": 2991, + "batch_idx": 192, + "loss": 0.0737677812576294, + "learning_rate": 0.0004929316519809849, + "timestep_mean": 511.625, + "epsilon_norm": 4.585106372833252, + "prediction_norm": 4.510809421539307, + "timestamp": "2025-07-14T12:35:21.416553" + }, + { + "epoch": 2992, + "batch_idx": 0, + "loss": 0.3088546395301819, + "learning_rate": 0.0004937169800583253, + "timestep_mean": 459.5, + "epsilon_norm": 7.419503211975098, + "prediction_norm": 6.4760823249816895, + "timestamp": "2025-07-14T12:35:21.422055" + }, + { + "epoch": 2992, + "batch_idx": 32, + "loss": 0.3665986657142639, + "learning_rate": 0.0004937169800583253, + "timestep_mean": 435.21875, + "epsilon_norm": 7.077846527099609, + "prediction_norm": 5.803782939910889, + "timestamp": "2025-07-14T12:35:21.427192" + }, + { + "epoch": 2992, + "batch_idx": 64, + "loss": 0.20043644309043884, + "learning_rate": 0.0004937169800583253, + "timestep_mean": 516.53125, + "epsilon_norm": 8.196966171264648, + "prediction_norm": 7.135966777801514, + "timestamp": "2025-07-14T12:35:21.432402" + }, + { + "epoch": 2992, + "batch_idx": 96, + "loss": 0.30467355251312256, + "learning_rate": 0.0004937169800583253, + "timestep_mean": 397.84375, + "epsilon_norm": 8.298198699951172, + "prediction_norm": 6.216328144073486, + "timestamp": "2025-07-14T12:35:21.437513" + }, + { + "epoch": 2992, + "batch_idx": 128, + "loss": 0.2438041865825653, + "learning_rate": 0.0004937169800583253, + "timestep_mean": 536.5625, + "epsilon_norm": 7.43685245513916, + "prediction_norm": 6.54144287109375, + "timestamp": "2025-07-14T12:35:21.442819" + }, + { + "epoch": 2992, + "batch_idx": 160, + "loss": 0.2707754373550415, + "learning_rate": 0.0004937169800583253, + "timestep_mean": 560.59375, + "epsilon_norm": 7.673951148986816, + "prediction_norm": 6.70391321182251, + "timestamp": "2025-07-14T12:35:21.447950" + }, + { + "epoch": 2992, + "batch_idx": 192, + "loss": 0.4779520630836487, + "learning_rate": 0.0004937169800583253, + "timestep_mean": 420.125, + "epsilon_norm": 3.567262649536133, + "prediction_norm": 2.8616788387298584, + "timestamp": "2025-07-14T12:35:21.453094" + }, + { + "epoch": 2993, + "batch_idx": 0, + "loss": 0.31565988063812256, + "learning_rate": 0.0004945023236383921, + "timestep_mean": 592.46875, + "epsilon_norm": 8.607421875, + "prediction_norm": 7.150370121002197, + "timestamp": "2025-07-14T12:35:21.458441" + }, + { + "epoch": 2993, + "batch_idx": 32, + "loss": 0.22085261344909668, + "learning_rate": 0.0004945023236383921, + "timestep_mean": 523.15625, + "epsilon_norm": 7.495879650115967, + "prediction_norm": 6.510871887207031, + "timestamp": "2025-07-14T12:35:21.463725" + }, + { + "epoch": 2993, + "batch_idx": 64, + "loss": 0.46416109800338745, + "learning_rate": 0.0004945023236383921, + "timestep_mean": 477.8125, + "epsilon_norm": 8.51966667175293, + "prediction_norm": 6.535028457641602, + "timestamp": "2025-07-14T12:35:21.468861" + }, + { + "epoch": 2993, + "batch_idx": 96, + "loss": 0.48066622018814087, + "learning_rate": 0.0004945023236383921, + "timestep_mean": 486.9375, + "epsilon_norm": 8.298907279968262, + "prediction_norm": 6.164234638214111, + "timestamp": "2025-07-14T12:35:21.473947" + }, + { + "epoch": 2993, + "batch_idx": 128, + "loss": 0.29759353399276733, + "learning_rate": 0.0004945023236383921, + "timestep_mean": 540.15625, + "epsilon_norm": 8.065595626831055, + "prediction_norm": 6.457754611968994, + "timestamp": "2025-07-14T12:35:21.479048" + }, + { + "epoch": 2993, + "batch_idx": 160, + "loss": 0.11343146860599518, + "learning_rate": 0.0004945023236383921, + "timestep_mean": 558.4375, + "epsilon_norm": 8.808414459228516, + "prediction_norm": 8.530016899108887, + "timestamp": "2025-07-14T12:35:21.484228" + }, + { + "epoch": 2993, + "batch_idx": 192, + "loss": 0.5145835876464844, + "learning_rate": 0.0004945023236383921, + "timestep_mean": 465.125, + "epsilon_norm": 3.9653520584106445, + "prediction_norm": 3.3920271396636963, + "timestamp": "2025-07-14T12:35:21.489331" + }, + { + "epoch": 2994, + "batch_idx": 0, + "loss": 0.15446943044662476, + "learning_rate": 0.0004952876807834293, + "timestep_mean": 534.84375, + "epsilon_norm": 8.556221961975098, + "prediction_norm": 8.234134674072266, + "timestamp": "2025-07-14T12:35:21.494510" + }, + { + "epoch": 2994, + "batch_idx": 32, + "loss": 0.17445559799671173, + "learning_rate": 0.0004952876807834293, + "timestep_mean": 573.46875, + "epsilon_norm": 8.15009880065918, + "prediction_norm": 7.0107340812683105, + "timestamp": "2025-07-14T12:35:21.499637" + }, + { + "epoch": 2994, + "batch_idx": 64, + "loss": 0.15544749796390533, + "learning_rate": 0.0004952876807834293, + "timestep_mean": 570.3125, + "epsilon_norm": 6.824146747589111, + "prediction_norm": 6.751227855682373, + "timestamp": "2025-07-14T12:35:21.504527" + }, + { + "epoch": 2994, + "batch_idx": 96, + "loss": 0.16126325726509094, + "learning_rate": 0.0004952876807834293, + "timestep_mean": 551.96875, + "epsilon_norm": 8.925497055053711, + "prediction_norm": 8.646928787231445, + "timestamp": "2025-07-14T12:35:21.509502" + }, + { + "epoch": 2994, + "batch_idx": 128, + "loss": 0.19841566681861877, + "learning_rate": 0.0004952876807834293, + "timestep_mean": 554.46875, + "epsilon_norm": 8.246252059936523, + "prediction_norm": 7.642999172210693, + "timestamp": "2025-07-14T12:35:21.514372" + }, + { + "epoch": 2994, + "batch_idx": 160, + "loss": 0.25622618198394775, + "learning_rate": 0.0004952876807834293, + "timestep_mean": 534.09375, + "epsilon_norm": 7.664261817932129, + "prediction_norm": 6.475537300109863, + "timestamp": "2025-07-14T12:35:21.519247" + }, + { + "epoch": 2994, + "batch_idx": 192, + "loss": 0.31681060791015625, + "learning_rate": 0.0004952876807834293, + "timestep_mean": 362.0, + "epsilon_norm": 3.82137393951416, + "prediction_norm": 3.084146499633789, + "timestamp": "2025-07-14T12:35:21.524075" + }, + { + "epoch": 2995, + "batch_idx": 0, + "loss": 0.443589985370636, + "learning_rate": 0.0004960730495556456, + "timestep_mean": 431.9375, + "epsilon_norm": 7.812287330627441, + "prediction_norm": 5.882915019989014, + "timestamp": "2025-07-14T12:35:21.529000" + }, + { + "epoch": 2995, + "batch_idx": 32, + "loss": 0.23147320747375488, + "learning_rate": 0.0004960730495556456, + "timestep_mean": 478.78125, + "epsilon_norm": 7.757184982299805, + "prediction_norm": 6.390911102294922, + "timestamp": "2025-07-14T12:35:21.533943" + }, + { + "epoch": 2995, + "batch_idx": 64, + "loss": 0.24367687106132507, + "learning_rate": 0.0004960730495556456, + "timestep_mean": 593.03125, + "epsilon_norm": 8.089072227478027, + "prediction_norm": 6.627996444702148, + "timestamp": "2025-07-14T12:35:21.538826" + }, + { + "epoch": 2995, + "batch_idx": 96, + "loss": 0.343964546918869, + "learning_rate": 0.0004960730495556456, + "timestep_mean": 537.34375, + "epsilon_norm": 8.77531623840332, + "prediction_norm": 6.827768325805664, + "timestamp": "2025-07-14T12:35:21.543722" + }, + { + "epoch": 2995, + "batch_idx": 128, + "loss": 0.5310529470443726, + "learning_rate": 0.0004960730495556456, + "timestep_mean": 431.90625, + "epsilon_norm": 8.8252592086792, + "prediction_norm": 6.934788227081299, + "timestamp": "2025-07-14T12:35:21.548612" + }, + { + "epoch": 2995, + "batch_idx": 160, + "loss": 0.5148910284042358, + "learning_rate": 0.0004960730495556456, + "timestep_mean": 476.78125, + "epsilon_norm": 8.998339653015137, + "prediction_norm": 6.680262565612793, + "timestamp": "2025-07-14T12:35:21.553543" + }, + { + "epoch": 2995, + "batch_idx": 192, + "loss": 0.37893399596214294, + "learning_rate": 0.0004960730495556456, + "timestep_mean": 481.0, + "epsilon_norm": 4.207242012023926, + "prediction_norm": 2.877332925796509, + "timestamp": "2025-07-14T12:35:21.558584" + }, + { + "epoch": 2996, + "batch_idx": 0, + "loss": 0.23038354516029358, + "learning_rate": 0.0004968584280172221, + "timestep_mean": 502.28125, + "epsilon_norm": 7.4568586349487305, + "prediction_norm": 6.200111389160156, + "timestamp": "2025-07-14T12:35:21.563788" + }, + { + "epoch": 2996, + "batch_idx": 32, + "loss": 0.26398563385009766, + "learning_rate": 0.0004968584280172221, + "timestep_mean": 464.78125, + "epsilon_norm": 8.081226348876953, + "prediction_norm": 6.470036029815674, + "timestamp": "2025-07-14T12:35:21.568917" + }, + { + "epoch": 2996, + "batch_idx": 64, + "loss": 0.14285969734191895, + "learning_rate": 0.0004968584280172221, + "timestep_mean": 494.3125, + "epsilon_norm": 8.143577575683594, + "prediction_norm": 7.469470977783203, + "timestamp": "2025-07-14T12:35:21.574056" + }, + { + "epoch": 2996, + "batch_idx": 96, + "loss": 0.2879258096218109, + "learning_rate": 0.0004968584280172221, + "timestep_mean": 445.96875, + "epsilon_norm": 8.542734146118164, + "prediction_norm": 7.0719313621521, + "timestamp": "2025-07-14T12:35:21.579153" + }, + { + "epoch": 2996, + "batch_idx": 128, + "loss": 0.2485143542289734, + "learning_rate": 0.0004968584280172221, + "timestep_mean": 479.65625, + "epsilon_norm": 6.842309474945068, + "prediction_norm": 5.759347915649414, + "timestamp": "2025-07-14T12:35:21.584613" + }, + { + "epoch": 2996, + "batch_idx": 160, + "loss": 0.2730945348739624, + "learning_rate": 0.0004968584280172221, + "timestep_mean": 472.96875, + "epsilon_norm": 8.926069259643555, + "prediction_norm": 6.997396469116211, + "timestamp": "2025-07-14T12:35:21.589736" + }, + { + "epoch": 2996, + "batch_idx": 192, + "loss": 0.1613008677959442, + "learning_rate": 0.0004968584280172221, + "timestep_mean": 357.0, + "epsilon_norm": 3.5844085216522217, + "prediction_norm": 2.9742891788482666, + "timestamp": "2025-07-14T12:35:21.594901" + }, + { + "epoch": 2997, + "batch_idx": 0, + "loss": 0.30409467220306396, + "learning_rate": 0.0004976438142303148, + "timestep_mean": 427.6875, + "epsilon_norm": 7.683530807495117, + "prediction_norm": 7.418321132659912, + "timestamp": "2025-07-14T12:35:21.600042" + }, + { + "epoch": 2997, + "batch_idx": 32, + "loss": 0.30976301431655884, + "learning_rate": 0.0004976438142303148, + "timestep_mean": 411.375, + "epsilon_norm": 7.502396106719971, + "prediction_norm": 6.16914701461792, + "timestamp": "2025-07-14T12:35:21.605231" + }, + { + "epoch": 2997, + "batch_idx": 64, + "loss": 0.4413897693157196, + "learning_rate": 0.0004976438142303148, + "timestep_mean": 487.5, + "epsilon_norm": 8.447099685668945, + "prediction_norm": 6.215551853179932, + "timestamp": "2025-07-14T12:35:21.610385" + }, + { + "epoch": 2997, + "batch_idx": 96, + "loss": 0.16940221190452576, + "learning_rate": 0.0004976438142303148, + "timestep_mean": 571.53125, + "epsilon_norm": 6.746286392211914, + "prediction_norm": 5.542312145233154, + "timestamp": "2025-07-14T12:35:21.615525" + }, + { + "epoch": 2997, + "batch_idx": 128, + "loss": 0.24403218924999237, + "learning_rate": 0.0004976438142303148, + "timestep_mean": 423.5, + "epsilon_norm": 8.515432357788086, + "prediction_norm": 6.963890075683594, + "timestamp": "2025-07-14T12:35:21.620766" + }, + { + "epoch": 2997, + "batch_idx": 160, + "loss": 0.30331408977508545, + "learning_rate": 0.0004976438142303148, + "timestep_mean": 502.59375, + "epsilon_norm": 9.038805961608887, + "prediction_norm": 7.837133884429932, + "timestamp": "2025-07-14T12:35:21.625890" + }, + { + "epoch": 2997, + "batch_idx": 192, + "loss": 0.11838966608047485, + "learning_rate": 0.0004976438142303148, + "timestep_mean": 721.125, + "epsilon_norm": 4.003679275512695, + "prediction_norm": 3.191810131072998, + "timestamp": "2025-07-14T12:35:21.630984" + }, + { + "epoch": 2998, + "batch_idx": 0, + "loss": 0.362581729888916, + "learning_rate": 0.0004984292062570611, + "timestep_mean": 565.65625, + "epsilon_norm": 7.585656642913818, + "prediction_norm": 6.280930519104004, + "timestamp": "2025-07-14T12:35:21.635886" + }, + { + "epoch": 2998, + "batch_idx": 32, + "loss": 0.35926544666290283, + "learning_rate": 0.0004984292062570611, + "timestep_mean": 528.375, + "epsilon_norm": 7.666529655456543, + "prediction_norm": 6.441248893737793, + "timestamp": "2025-07-14T12:35:21.640715" + }, + { + "epoch": 2998, + "batch_idx": 64, + "loss": 0.4063626527786255, + "learning_rate": 0.0004984292062570611, + "timestep_mean": 358.90625, + "epsilon_norm": 7.919997692108154, + "prediction_norm": 5.939764022827148, + "timestamp": "2025-07-14T12:35:21.646027" + }, + { + "epoch": 2998, + "batch_idx": 96, + "loss": 0.2763356566429138, + "learning_rate": 0.0004984292062570611, + "timestep_mean": 520.53125, + "epsilon_norm": 7.229475498199463, + "prediction_norm": 5.994662761688232, + "timestamp": "2025-07-14T12:35:21.651282" + }, + { + "epoch": 2998, + "batch_idx": 128, + "loss": 0.27328625321388245, + "learning_rate": 0.0004984292062570611, + "timestep_mean": 436.40625, + "epsilon_norm": 8.23275089263916, + "prediction_norm": 6.750453948974609, + "timestamp": "2025-07-14T12:35:21.656289" + }, + { + "epoch": 2998, + "batch_idx": 160, + "loss": 0.16999423503875732, + "learning_rate": 0.0004984292062570611, + "timestep_mean": 542.09375, + "epsilon_norm": 6.773622035980225, + "prediction_norm": 5.997416019439697, + "timestamp": "2025-07-14T12:35:21.661401" + }, + { + "epoch": 2998, + "batch_idx": 192, + "loss": 0.21079978346824646, + "learning_rate": 0.0004984292062570611, + "timestep_mean": 495.375, + "epsilon_norm": 3.3540914058685303, + "prediction_norm": 2.8537991046905518, + "timestamp": "2025-07-14T12:35:21.666370" + }, + { + "epoch": 2999, + "batch_idx": 0, + "loss": 0.23268726468086243, + "learning_rate": 0.0004992146021595859, + "timestep_mean": 505.71875, + "epsilon_norm": 7.9642181396484375, + "prediction_norm": 6.948668003082275, + "timestamp": "2025-07-14T12:35:21.671355" + }, + { + "epoch": 2999, + "batch_idx": 32, + "loss": 0.24486437439918518, + "learning_rate": 0.0004992146021595859, + "timestep_mean": 588.15625, + "epsilon_norm": 7.800224304199219, + "prediction_norm": 6.801667213439941, + "timestamp": "2025-07-14T12:35:21.676298" + }, + { + "epoch": 2999, + "batch_idx": 64, + "loss": 0.39579343795776367, + "learning_rate": 0.0004992146021595859, + "timestep_mean": 497.5625, + "epsilon_norm": 8.530603408813477, + "prediction_norm": 7.044308662414551, + "timestamp": "2025-07-14T12:35:21.681463" + }, + { + "epoch": 2999, + "batch_idx": 96, + "loss": 0.27419373393058777, + "learning_rate": 0.0004992146021595859, + "timestep_mean": 535.40625, + "epsilon_norm": 9.405749320983887, + "prediction_norm": 7.827719688415527, + "timestamp": "2025-07-14T12:35:21.686390" + }, + { + "epoch": 2999, + "batch_idx": 128, + "loss": 0.16506758332252502, + "learning_rate": 0.0004992146021595859, + "timestep_mean": 568.25, + "epsilon_norm": 6.952788352966309, + "prediction_norm": 6.3306565284729, + "timestamp": "2025-07-14T12:35:21.691285" + }, + { + "epoch": 2999, + "batch_idx": 160, + "loss": 0.3935713768005371, + "learning_rate": 0.0004992146021595859, + "timestep_mean": 498.25, + "epsilon_norm": 7.050017833709717, + "prediction_norm": 5.844621181488037, + "timestamp": "2025-07-14T12:35:21.696175" + }, + { + "epoch": 2999, + "batch_idx": 192, + "loss": 0.29544326663017273, + "learning_rate": 0.0004992146021595859, + "timestep_mean": 616.625, + "epsilon_norm": 4.658020496368408, + "prediction_norm": 4.237834453582764, + "timestamp": "2025-07-14T12:35:21.701171" + } +] \ No newline at end of file