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training_log.txt
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training_log.txt
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Epoch [1/100], Step [100/26898], Loss: 4.9475
Epoch [1/100], Step [200/26898], Loss: 3.8545
Epoch [1/100], Step [300/26898], Loss: 4.0930
Epoch [1/100], Step [400/26898], Loss: 3.6488
Epoch [1/100], Step [500/26898], Loss: 3.4971
Epoch [1/100], Step [600/26898], Loss: 3.4674
Epoch [1/100], Step [700/26898], Loss: 3.5148
Epoch [1/100], Step [800/26898], Loss: 3.7037
Epoch [1/100], Step [900/26898], Loss: 3.4442
Epoch [1/100], Step [1000/26898], Loss: 3.3080
Epoch [1/100], Step [1100/26898], Loss: 3.3026
Epoch [1/100], Step [1200/26898], Loss: 3.1554
Epoch [1/100], Step [1300/26898], Loss: 3.6570
Epoch [1/100], Step [1400/26898], Loss: 3.6099
Epoch [1/100], Step [1500/26898], Loss: 2.9491
Epoch [1/100], Step [1600/26898], Loss: 3.0607
Epoch [1/100], Step [1700/26898], Loss: 3.2767
Epoch [1/100], Step [1800/26898], Loss: 3.1534
Epoch [1/100], Step [1900/26898], Loss: 3.4551
Epoch [1/100], Step [2000/26898], Loss: 3.7720
Epoch [1/100], Step [2100/26898], Loss: 3.2755
Epoch [1/100], Step [2200/26898], Loss: 2.8576
Epoch [1/100], Step [2300/26898], Loss: 3.0318
Epoch [1/100], Step [2400/26898], Loss: 2.8237
Epoch [1/100], Step [2500/26898], Loss: 2.8122
Epoch [1/100], Step [2600/26898], Loss: 2.9909
Epoch [1/100], Step [2700/26898], Loss: 3.5779
Epoch [1/100], Step [2800/26898], Loss: 3.4079
Epoch [1/100], Step [2900/26898], Loss: 3.1523
Epoch [1/100], Step [3000/26898], Loss: 3.2119
Epoch [1/100], Step [3100/26898], Loss: 2.5073
Epoch [1/100], Step [3200/26898], Loss: 2.9968
Epoch [1/100], Step [3300/26898], Loss: 2.8641
Epoch [1/100], Step [3400/26898], Loss: 3.0099
Epoch [1/100], Step [3500/26898], Loss: 2.5159
Epoch [1/100], Step [3600/26898], Loss: 3.0374
Epoch [1/100], Step [3700/26898], Loss: 2.7909
Epoch [1/100], Step [3800/26898], Loss: 2.9335
Epoch [1/100], Step [3900/26898], Loss: 2.7019
Epoch [1/100], Step [4000/26898], Loss: 3.0296
Epoch [1/100], Step [4100/26898], Loss: 2.3881
Epoch [1/100], Step [4200/26898], Loss: 3.0865
Epoch [1/100], Step [4300/26898], Loss: 3.0727
Epoch [1/100], Step [4400/26898], Loss: 2.9227
Epoch [1/100], Step [4500/26898], Loss: 2.2777
Epoch [1/100], Step [4600/26898], Loss: 3.0617
Epoch [1/100], Step [4700/26898], Loss: 2.5606
Epoch [1/100], Step [4800/26898], Loss: 2.9031
Epoch [1/100], Step [4900/26898], Loss: 2.6507
Epoch [1/100], Step [5000/26898], Loss: 2.6761
Epoch [1/100], Step [5100/26898], Loss: 3.4562
Epoch [1/100], Step [5200/26898], Loss: 3.0439
Epoch [1/100], Step [5300/26898], Loss: 3.6290
Epoch [1/100], Step [5400/26898], Loss: 2.7494
Epoch [1/100], Step [5500/26898], Loss: 2.7919
Epoch [1/100], Step [5600/26898], Loss: 2.9346
Epoch [1/100], Step [5700/26898], Loss: 3.0234
Epoch [1/100], Step [5800/26898], Loss: 3.8562
Epoch [1/100], Step [5900/26898], Loss: 2.7383
Epoch [1/100], Step [6000/26898], Loss: 3.2971
Epoch [1/100], Step [6100/26898], Loss: 2.4616
Epoch [1/100], Step [6200/26898], Loss: 2.8290
Epoch [1/100], Step [6300/26898], Loss: 2.8654
Epoch [1/100], Step [6400/26898], Loss: 2.9889
Epoch [1/100], Step [6500/26898], Loss: 2.6838
Epoch [1/100], Step [6600/26898], Loss: 2.9014
Epoch [1/100], Step [6700/26898], Loss: 3.0427
Epoch [1/100], Step [6800/26898], Loss: 2.9627
Epoch [1/100], Step [6900/26898], Loss: 3.1228
Epoch [1/100], Step [7000/26898], Loss: 2.9594
Epoch [1/100], Step [7100/26898], Loss: 3.3636
Epoch [1/100], Step [7200/26898], Loss: 2.6650
Epoch [1/100], Step [7300/26898], Loss: 2.8778
Epoch [1/100], Step [7400/26898], Loss: 2.6803
Epoch [1/100], Step [7500/26898], Loss: 2.7591
Epoch [1/100], Step [7600/26898], Loss: 2.9239
Epoch [1/100], Step [7700/26898], Loss: 2.8164
Epoch [1/100], Step [7800/26898], Loss: 2.5793
Epoch [1/100], Step [7900/26898], Loss: 2.6886
Epoch [1/100], Step [8000/26898], Loss: 2.9537
Epoch [1/100], Step [8100/26898], Loss: 3.1250
Epoch [1/100], Step [8200/26898], Loss: 2.8099
Epoch [1/100], Step [8300/26898], Loss: 3.6584
Epoch [1/100], Step [8400/26898], Loss: 2.6633
Epoch [1/100], Step [8500/26898], Loss: 2.6369
Epoch [1/100], Step [8600/26898], Loss: 3.3388
Epoch [1/100], Step [8700/26898], Loss: 2.9053
Epoch [1/100], Step [8800/26898], Loss: 2.7120
Epoch [1/100], Step [8900/26898], Loss: 2.8812
Epoch [1/100], Step [9000/26898], Loss: 2.7591
Epoch [1/100], Step [9100/26898], Loss: 3.0269
Epoch [1/100], Step [9200/26898], Loss: 3.1774
Epoch [1/100], Step [9300/26898], Loss: 2.3902
Epoch [1/100], Step [9400/26898], Loss: 2.3239
Epoch [1/100], Step [9500/26898], Loss: 2.9934
Epoch [1/100], Step [9600/26898], Loss: 2.3358
Epoch [1/100], Step [9700/26898], Loss: 2.5764
Epoch [1/100], Step [9800/26898], Loss: 3.0537
Epoch [1/100], Step [9900/26898], Loss: 2.9761
Epoch [1/100], Step [10000/26898], Loss: 2.6103
Epoch [1/100], Step [10100/26898], Loss: 2.7656
Epoch [1/100], Step [10200/26898], Loss: 2.3138
Epoch [1/100], Step [10300/26898], Loss: 2.3904
Epoch [1/100], Step [10400/26898], Loss: 2.1382
Epoch [1/100], Step [10500/26898], Loss: 2.3173
Epoch [1/100], Step [10600/26898], Loss: 2.7604
Epoch [1/100], Step [10700/26898], Loss: 2.5418
Epoch [1/100], Step [10800/26898], Loss: 2.8910
Epoch [1/100], Step [10900/26898], Loss: 2.3828
Epoch [1/100], Step [11000/26898], Loss: 3.3813
Epoch [1/100], Step [11100/26898], Loss: 2.4825
Epoch [1/100], Step [11200/26898], Loss: 2.6807
Epoch [1/100], Step [11300/26898], Loss: 2.3206
Epoch [1/100], Step [11400/26898], Loss: 2.8038
Epoch [1/100], Step [11500/26898], Loss: 2.4391
Epoch [1/100], Step [11600/26898], Loss: 3.3308
Epoch [1/100], Step [11700/26898], Loss: 3.0823
Epoch [1/100], Step [11800/26898], Loss: 2.6077
Epoch [1/100], Step [11900/26898], Loss: 3.8691
Epoch [1/100], Step [12000/26898], Loss: 2.7663
Epoch [1/100], Step [12100/26898], Loss: 2.5715
Epoch [1/100], Step [12200/26898], Loss: 2.7137
Epoch [1/100], Step [12300/26898], Loss: 2.3561
Epoch [1/100], Step [12400/26898], Loss: 2.5935
Epoch [1/100], Step [12500/26898], Loss: 2.5287
Epoch [1/100], Step [12600/26898], Loss: 2.7239
Epoch [1/100], Step [12700/26898], Loss: 2.4774
Epoch [1/100], Step [12800/26898], Loss: 2.5574
Epoch [1/100], Step [12900/26898], Loss: 2.8749
Epoch [1/100], Step [13000/26898], Loss: 2.5979
Epoch [1/100], Step [13100/26898], Loss: 3.5617
Epoch [1/100], Step [13200/26898], Loss: 2.6277
Epoch [1/100], Step [13300/26898], Loss: 2.5859
Epoch [1/100], Step [13400/26898], Loss: 2.9725
Epoch [1/100], Step [13500/26898], Loss: 2.8292
Epoch [1/100], Step [13600/26898], Loss: 2.6945
Epoch [1/100], Step [13700/26898], Loss: 2.7286
Epoch [1/100], Step [13800/26898], Loss: 2.2833
Epoch [1/100], Step [13900/26898], Loss: 2.5470
Epoch [1/100], Step [14000/26898], Loss: 2.5445
Epoch [1/100], Step [14100/26898], Loss: 2.7749
Epoch [1/100], Step [14200/26898], Loss: 2.8175
Epoch [1/100], Step [14300/26898], Loss: 2.3553
Epoch [1/100], Step [14400/26898], Loss: 2.3788
Epoch [1/100], Step [14500/26898], Loss: 3.2305
Epoch [1/100], Step [14600/26898], Loss: 2.7906
Epoch [1/100], Step [14700/26898], Loss: 2.6017
Epoch [1/100], Step [14800/26898], Loss: 2.5436
Epoch [1/100], Step [14900/26898], Loss: 2.5545
Epoch [1/100], Step [15000/26898], Loss: 3.2463
Epoch [1/100], Step [15100/26898], Loss: 2.5357
Epoch [1/100], Step [15200/26898], Loss: 2.7320
Epoch [1/100], Step [15300/26898], Loss: 2.6962
Epoch [1/100], Step [15400/26898], Loss: 3.1493
Epoch [1/100], Step [15500/26898], Loss: 2.8422
Epoch [1/100], Step [15600/26898], Loss: 2.5370
Epoch [1/100], Step [15700/26898], Loss: 2.7666
Epoch [1/100], Step [15800/26898], Loss: 2.9259
Epoch [1/100], Step [15900/26898], Loss: 3.1549
Epoch [1/100], Step [16000/26898], Loss: 2.4587
Epoch [1/100], Step [16100/26898], Loss: 2.9656
Epoch [1/100], Step [16200/26898], Loss: 2.7438
Epoch [1/100], Step [16300/26898], Loss: 2.2870
Epoch [1/100], Step [16400/26898], Loss: 3.2776
Epoch [1/100], Step [16500/26898], Loss: 2.9045
Epoch [1/100], Step [16600/26898], Loss: 2.7260
Epoch [1/100], Step [16700/26898], Loss: 2.5584
Epoch [1/100], Step [16800/26898], Loss: 3.2453
Epoch [1/100], Step [16900/26898], Loss: 2.7407
Epoch [1/100], Step [17000/26898], Loss: 2.6959
Epoch [1/100], Step [17100/26898], Loss: 2.5265
Epoch [1/100], Step [17200/26898], Loss: 2.8892
Epoch [1/100], Step [17300/26898], Loss: 2.5817
Epoch [1/100], Step [17400/26898], Loss: 2.8905
Epoch [1/100], Step [17500/26898], Loss: 2.5595
Epoch [1/100], Step [17600/26898], Loss: 2.6614
Epoch [1/100], Step [17700/26898], Loss: 2.6560
Epoch [1/100], Step [17800/26898], Loss: 2.7262
Epoch [1/100], Step [17900/26898], Loss: 2.4251
Epoch [1/100], Step [18000/26898], Loss: 2.2501
Epoch [1/100], Step [18100/26898], Loss: 2.8990
Epoch [1/100], Step [18200/26898], Loss: 2.7818
Epoch [1/100], Step [18300/26898], Loss: 2.3108
Epoch [1/100], Step [18400/26898], Loss: 2.5684
Epoch [1/100], Step [18500/26898], Loss: 2.2915
Epoch [1/100], Step [18600/26898], Loss: 2.5432
Epoch [1/100], Step [18700/26898], Loss: 2.9391
Epoch [1/100], Step [18800/26898], Loss: 2.9582
Epoch [1/100], Step [18900/26898], Loss: 3.1523
Epoch [1/100], Step [19000/26898], Loss: 2.1562
Epoch [1/100], Step [19100/26898], Loss: 2.3378
Epoch [1/100], Step [19200/26898], Loss: 2.4179
Epoch [1/100], Step [19300/26898], Loss: 2.8764
Epoch [1/100], Step [19400/26898], Loss: 2.8042
Epoch [1/100], Step [19500/26898], Loss: 2.5026
Epoch [1/100], Step [19600/26898], Loss: 2.1669
Epoch [1/100], Step [19700/26898], Loss: 2.7442
Epoch [1/100], Step [19800/26898], Loss: 2.4617
Epoch [1/100], Step [19900/26898], Loss: 2.3690
Epoch [1/100], Step [20000/26898], Loss: 2.4959
Epoch [1/100], Step [20100/26898], Loss: 2.8653
Epoch [1/100], Step [20200/26898], Loss: 2.4919
Epoch [1/100], Step [20300/26898], Loss: 2.2618
Epoch [1/100], Step [20400/26898], Loss: 2.0559
Epoch [1/100], Step [20500/26898], Loss: 2.8819
Epoch [1/100], Step [20600/26898], Loss: 3.0953
Epoch [1/100], Step [20700/26898], Loss: 2.8393
Epoch [1/100], Step [20800/26898], Loss: 2.6448
Epoch [1/100], Step [20900/26898], Loss: 2.8082
Epoch [1/100], Step [21000/26898], Loss: 2.5766
Epoch [1/100], Step [21100/26898], Loss: 2.6508
Epoch [1/100], Step [21200/26898], Loss: 2.1942
Epoch [1/100], Step [21300/26898], Loss: 2.8310
Epoch [1/100], Step [21400/26898], Loss: 2.5906
Epoch [1/100], Step [21500/26898], Loss: 2.8264
Epoch [1/100], Step [21600/26898], Loss: 2.6462
Epoch [1/100], Step [21700/26898], Loss: 2.2898
Epoch [1/100], Step [21800/26898], Loss: 2.6222
Epoch [1/100], Step [21900/26898], Loss: 3.0686
Epoch [1/100], Step [22000/26898], Loss: 2.6841
Epoch [1/100], Step [22100/26898], Loss: 2.7723
Epoch [1/100], Step [22200/26898], Loss: 3.1332
Epoch [1/100], Step [22300/26898], Loss: 2.2470
Epoch [1/100], Step [22400/26898], Loss: 2.4611
Epoch [1/100], Step [22500/26898], Loss: 2.3536
Epoch [1/100], Step [22600/26898], Loss: 2.5213
Epoch [1/100], Step [22700/26898], Loss: 2.4454
Epoch [1/100], Step [22800/26898], Loss: 2.8762
Epoch [1/100], Step [22900/26898], Loss: 2.7848
Epoch [1/100], Step [23000/26898], Loss: 2.3114
Epoch [1/100], Step [23100/26898], Loss: 2.2419
Epoch [1/100], Step [23200/26898], Loss: 3.2191
Epoch [1/100], Step [23300/26898], Loss: 2.4520
Epoch [1/100], Step [23400/26898], Loss: 2.8634
Epoch [1/100], Step [23500/26898], Loss: 2.3055
Epoch [1/100], Step [23600/26898], Loss: 2.1241
Epoch [1/100], Step [23700/26898], Loss: 2.4557
Epoch [1/100], Step [23800/26898], Loss: 2.4413
Epoch [1/100], Step [23900/26898], Loss: 2.6174
Epoch [1/100], Step [24000/26898], Loss: 2.9100
Epoch [1/100], Step [24100/26898], Loss: 2.4070
Epoch [1/100], Step [24200/26898], Loss: 2.2511
Epoch [1/100], Step [24300/26898], Loss: 2.2882
Epoch [1/100], Step [24400/26898], Loss: 2.8509
Epoch [1/100], Step [24500/26898], Loss: 2.4335
Epoch [1/100], Step [24600/26898], Loss: 2.5040
Epoch [1/100], Step [24700/26898], Loss: 3.1695
Epoch [1/100], Step [24800/26898], Loss: 2.6176
Epoch [1/100], Step [24900/26898], Loss: 3.2756
Epoch [1/100], Step [25000/26898], Loss: 2.6327
Epoch [1/100], Step [25100/26898], Loss: 2.9586
Epoch [1/100], Step [25200/26898], Loss: 2.4454
Epoch [1/100], Step [25300/26898], Loss: 2.6391
Epoch [1/100], Step [25400/26898], Loss: 3.1445
Epoch [1/100], Step [25500/26898], Loss: 2.6567
Epoch [1/100], Step [25600/26898], Loss: 2.5610
Epoch [1/100], Step [25700/26898], Loss: 2.9894
Epoch [1/100], Step [25800/26898], Loss: 2.7423
Epoch [1/100], Step [25900/26898], Loss: 2.6605
Epoch [1/100], Step [26000/26898], Loss: 2.4000
Epoch [1/100], Step [26100/26898], Loss: 2.3713
Epoch [1/100], Step [26200/26898], Loss: 2.5591
Epoch [1/100], Step [26300/26898], Loss: 2.4279
Epoch [1/100], Step [26400/26898], Loss: 2.6924
Epoch [1/100], Step [26500/26898], Loss: 2.3810
Epoch [1/100], Step [26600/26898], Loss: 2.8230
Epoch [1/100], Step [26700/26898], Loss: 2.3105
Epoch [1/100], Step [26800/26898], Loss: 2.9796
Epoch [2/100], Step [100/26898], Loss: 3.0640
Epoch [2/100], Step [200/26898], Loss: 3.1777
Epoch [2/100], Step [300/26898], Loss: 3.4696
Epoch [2/100], Step [400/26898], Loss: 2.8330
Epoch [2/100], Step [500/26898], Loss: 2.2357
Epoch [2/100], Step [600/26898], Loss: 2.8368
Epoch [2/100], Step [700/26898], Loss: 2.3878
Epoch [2/100], Step [800/26898], Loss: 2.4592
Epoch [2/100], Step [900/26898], Loss: 2.9725
Epoch [2/100], Step [1000/26898], Loss: 3.1268
Epoch [2/100], Step [1100/26898], Loss: 3.0185
Epoch [2/100], Step [1200/26898], Loss: 2.3096
Epoch [2/100], Step [1300/26898], Loss: 2.9463
Epoch [2/100], Step [1400/26898], Loss: 2.4129
Epoch [2/100], Step [1500/26898], Loss: 2.1112
Epoch [2/100], Step [1600/26898], Loss: 2.6204
Epoch [2/100], Step [1700/26898], Loss: 2.5117
Epoch [2/100], Step [1800/26898], Loss: 2.5670
Epoch [2/100], Step [1900/26898], Loss: 2.5502
Epoch [2/100], Step [2000/26898], Loss: 2.2881
Epoch [2/100], Step [2100/26898], Loss: 2.7462
Epoch [2/100], Step [2200/26898], Loss: 2.8985
Epoch [2/100], Step [2300/26898], Loss: 2.5056
Epoch [2/100], Step [2400/26898], Loss: 2.4555
Epoch [2/100], Step [2500/26898], Loss: 2.4459
Epoch [2/100], Step [2600/26898], Loss: 2.3537
Epoch [2/100], Step [2700/26898], Loss: 2.5003
Epoch [2/100], Step [2800/26898], Loss: 2.7182
Epoch [2/100], Step [2900/26898], Loss: 2.9600
Epoch [2/100], Step [3000/26898], Loss: 2.6176
Epoch [2/100], Step [3100/26898], Loss: 2.6200
Epoch [2/100], Step [3200/26898], Loss: 2.3266
Epoch [2/100], Step [3300/26898], Loss: 2.6908
Epoch [2/100], Step [3400/26898], Loss: 2.8846
Epoch [2/100], Step [3500/26898], Loss: 2.7097
Epoch [2/100], Step [3600/26898], Loss: 2.2456
Epoch [2/100], Step [3700/26898], Loss: 2.3630
Epoch [2/100], Step [3800/26898], Loss: 2.7173
Epoch [2/100], Step [3900/26898], Loss: 2.5556
Epoch [2/100], Step [4000/26898], Loss: 2.2691
Epoch [2/100], Step [4100/26898], Loss: 2.4508
Epoch [2/100], Step [4200/26898], Loss: 3.2752
Epoch [2/100], Step [4300/26898], Loss: 2.5994
Epoch [2/100], Step [4400/26898], Loss: 2.6436
Epoch [2/100], Step [4500/26898], Loss: 2.0076
Epoch [2/100], Step [4600/26898], Loss: 2.4720
Epoch [2/100], Step [4700/26898], Loss: 2.6515
Epoch [2/100], Step [4800/26898], Loss: 2.4748
Epoch [2/100], Step [4900/26898], Loss: 2.4504
Epoch [2/100], Step [5000/26898], Loss: 2.2010
Epoch [2/100], Step [5100/26898], Loss: 2.1374
Epoch [2/100], Step [5200/26898], Loss: 2.8292
Epoch [2/100], Step [5300/26898], Loss: 2.3256
Epoch [2/100], Step [5400/26898], Loss: 2.7052
Epoch [2/100], Step [5500/26898], Loss: 2.7160
Epoch [2/100], Step [5600/26898], Loss: 2.4934
Epoch [2/100], Step [5700/26898], Loss: 2.6389
Epoch [2/100], Step [5800/26898], Loss: 2.4941
Epoch [2/100], Step [5900/26898], Loss: 2.1265
Epoch [2/100], Step [6000/26898], Loss: 2.8431
Epoch [2/100], Step [6100/26898], Loss: 2.3313
Epoch [2/100], Step [6200/26898], Loss: 3.1453
Epoch [2/100], Step [6300/26898], Loss: 2.4951
Epoch [2/100], Step [6400/26898], Loss: 2.5669
Epoch [2/100], Step [6500/26898], Loss: 2.9768
Epoch [2/100], Step [6600/26898], Loss: 3.0146
Epoch [2/100], Step [6700/26898], Loss: 2.7570
Epoch [2/100], Step [6800/26898], Loss: 2.7442
Epoch [2/100], Step [6900/26898], Loss: 2.7997
Epoch [2/100], Step [7000/26898], Loss: 2.3541
Epoch [2/100], Step [7100/26898], Loss: 2.9211
Epoch [2/100], Step [7200/26898], Loss: 3.0006
Epoch [2/100], Step [7300/26898], Loss: 2.1926
Epoch [2/100], Step [7400/26898], Loss: 2.9082
Epoch [2/100], Step [7500/26898], Loss: 2.3871
Epoch [2/100], Step [7600/26898], Loss: 2.7133
Epoch [2/100], Step [7700/26898], Loss: 2.3218
Epoch [2/100], Step [7800/26898], Loss: 2.6310
Epoch [2/100], Step [7900/26898], Loss: 2.4815
Epoch [2/100], Step [8000/26898], Loss: 2.7725
Epoch [2/100], Step [8100/26898], Loss: 2.5332
Epoch [2/100], Step [8200/26898], Loss: 3.0203
Epoch [2/100], Step [8300/26898], Loss: 2.5106
Epoch [2/100], Step [8400/26898], Loss: 2.5716
Epoch [2/100], Step [8500/26898], Loss: 2.7651
Epoch [2/100], Step [8600/26898], Loss: 2.6699
Epoch [2/100], Step [8700/26898], Loss: 2.6606
Epoch [2/100], Step [8800/26898], Loss: 2.6105
Epoch [2/100], Step [8900/26898], Loss: 2.6397
Epoch [2/100], Step [9000/26898], Loss: 2.3110
Epoch [2/100], Step [9100/26898], Loss: 2.3457
Epoch [2/100], Step [9200/26898], Loss: 2.5677
Epoch [2/100], Step [9300/26898], Loss: 2.6322
Epoch [2/100], Step [9400/26898], Loss: 2.1286
Epoch [2/100], Step [9500/26898], Loss: 2.4431
Epoch [2/100], Step [9600/26898], Loss: 2.6448
Epoch [2/100], Step [9700/26898], Loss: 2.3317
Epoch [2/100], Step [9800/26898], Loss: 2.4491
Epoch [2/100], Step [9900/26898], Loss: 2.7152
Epoch [2/100], Step [10000/26898], Loss: 2.3930
Epoch [2/100], Step [10100/26898], Loss: 2.3811
Epoch [2/100], Step [10200/26898], Loss: 2.2421
Epoch [2/100], Step [10300/26898], Loss: 2.5757
Epoch [2/100], Step [10400/26898], Loss: 2.4701
Epoch [2/100], Step [10500/26898], Loss: 2.6147
Epoch [2/100], Step [10600/26898], Loss: 2.8567
Epoch [2/100], Step [10700/26898], Loss: 2.4154
Epoch [2/100], Step [10800/26898], Loss: 2.3234
Epoch [2/100], Step [10900/26898], Loss: 2.9767
Epoch [2/100], Step [11000/26898], Loss: 2.1436
Epoch [2/100], Step [11100/26898], Loss: 2.2954
Epoch [2/100], Step [11200/26898], Loss: 2.6296
Epoch [2/100], Step [11300/26898], Loss: 2.2613
Epoch [2/100], Step [11400/26898], Loss: 2.4844
Epoch [2/100], Step [11500/26898], Loss: 2.7648
Epoch [2/100], Step [11600/26898], Loss: 2.9210
Epoch [2/100], Step [11700/26898], Loss: 2.4513
Epoch [2/100], Step [11800/26898], Loss: 2.9648
Epoch [2/100], Step [11900/26898], Loss: 2.6222
Epoch [2/100], Step [12000/26898], Loss: 2.6860
Epoch [2/100], Step [12100/26898], Loss: 3.1554
Epoch [2/100], Step [12200/26898], Loss: 2.1542
Epoch [2/100], Step [12300/26898], Loss: 2.7016
Epoch [2/100], Step [12400/26898], Loss: 2.9197
Epoch [2/100], Step [12500/26898], Loss: 2.1715
Epoch [2/100], Step [12600/26898], Loss: 2.2105
Epoch [2/100], Step [12700/26898], Loss: 2.0154
Epoch [2/100], Step [12800/26898], Loss: 2.4539
Epoch [2/100], Step [12900/26898], Loss: 2.4784
Epoch [2/100], Step [13000/26898], Loss: 2.4114
Epoch [2/100], Step [13100/26898], Loss: 2.6331
Epoch [2/100], Step [13200/26898], Loss: 2.3244
Epoch [2/100], Step [13300/26898], Loss: 2.6538
Epoch [2/100], Step [13400/26898], Loss: 2.1956
Epoch [2/100], Step [13500/26898], Loss: 2.7200
Epoch [2/100], Step [13600/26898], Loss: 2.4435
Epoch [2/100], Step [13700/26898], Loss: 2.4599
Epoch [2/100], Step [13800/26898], Loss: 2.1551
Epoch [2/100], Step [13900/26898], Loss: 3.3913
Epoch [2/100], Step [14000/26898], Loss: 2.7330
Epoch [2/100], Step [14100/26898], Loss: 2.5092
Epoch [2/100], Step [14200/26898], Loss: 2.7164
Epoch [2/100], Step [14300/26898], Loss: 2.3286
Epoch [2/100], Step [14400/26898], Loss: 2.0942
Epoch [2/100], Step [14500/26898], Loss: 2.4698
Epoch [2/100], Step [14600/26898], Loss: 2.5553
Epoch [2/100], Step [14700/26898], Loss: 2.6077
Epoch [2/100], Step [14800/26898], Loss: 2.4626
Epoch [2/100], Step [14900/26898], Loss: 2.1124
Epoch [2/100], Step [15000/26898], Loss: 2.4215
Epoch [2/100], Step [15100/26898], Loss: 2.6382
Epoch [2/100], Step [15200/26898], Loss: 3.3656
Epoch [2/100], Step [15300/26898], Loss: 2.9558
Epoch [2/100], Step [15400/26898], Loss: 2.8718
Epoch [2/100], Step [15500/26898], Loss: 2.3157
Epoch [2/100], Step [15600/26898], Loss: 2.7096
Epoch [2/100], Step [15700/26898], Loss: 2.8262
Epoch [2/100], Step [15800/26898], Loss: 2.3297
Epoch [2/100], Step [15900/26898], Loss: 2.1036
Epoch [2/100], Step [16000/26898], Loss: 2.5216
Epoch [2/100], Step [16100/26898], Loss: 2.2978
Epoch [2/100], Step [16200/26898], Loss: 2.6288
Epoch [2/100], Step [16300/26898], Loss: 2.3874
Epoch [2/100], Step [16400/26898], Loss: 2.4629
Epoch [2/100], Step [16500/26898], Loss: 2.7892
Epoch [2/100], Step [16600/26898], Loss: 2.5833
Epoch [2/100], Step [16700/26898], Loss: 2.6019
Epoch [2/100], Step [16800/26898], Loss: 2.8557
Epoch [2/100], Step [16900/26898], Loss: 2.5748
Epoch [2/100], Step [17000/26898], Loss: 2.2997
Epoch [2/100], Step [17100/26898], Loss: 2.6278
Epoch [2/100], Step [17200/26898], Loss: 2.8472
Epoch [2/100], Step [17300/26898], Loss: 2.3533
Epoch [2/100], Step [17400/26898], Loss: 2.5199
Epoch [2/100], Step [17500/26898], Loss: 2.6705
Epoch [2/100], Step [17600/26898], Loss: 2.4715
Epoch [2/100], Step [17700/26898], Loss: 2.9320
Epoch [2/100], Step [17800/26898], Loss: 2.4087
Epoch [2/100], Step [17900/26898], Loss: 2.7001
Epoch [2/100], Step [18000/26898], Loss: 2.5584
Epoch [2/100], Step [18100/26898], Loss: 2.1603
Epoch [2/100], Step [18200/26898], Loss: 3.1688
Epoch [2/100], Step [18300/26898], Loss: 2.2020
Epoch [2/100], Step [18400/26898], Loss: 2.3857
Epoch [2/100], Step [18500/26898], Loss: 2.4568
Epoch [2/100], Step [18600/26898], Loss: 2.7136
Epoch [2/100], Step [18700/26898], Loss: 3.0130
Epoch [2/100], Step [18800/26898], Loss: 2.5629
Epoch [2/100], Step [18900/26898], Loss: 2.3134
Epoch [2/100], Step [19000/26898], Loss: 2.6248
Epoch [2/100], Step [19100/26898], Loss: 2.5519
Epoch [2/100], Step [19200/26898], Loss: 2.5285
Epoch [2/100], Step [19300/26898], Loss: 2.0403
Epoch [2/100], Step [19400/26898], Loss: 2.3432
Epoch [2/100], Step [19500/26898], Loss: 2.7369
Epoch [2/100], Step [19600/26898], Loss: 3.0204
Epoch [2/100], Step [19700/26898], Loss: 2.1719
Epoch [2/100], Step [19800/26898], Loss: 2.2365
Epoch [2/100], Step [19900/26898], Loss: 2.3978
Epoch [2/100], Step [20000/26898], Loss: 2.6160
Epoch [2/100], Step [20100/26898], Loss: 2.7506
Epoch [2/100], Step [20200/26898], Loss: 2.3841
Epoch [2/100], Step [20300/26898], Loss: 2.5362
Epoch [2/100], Step [20400/26898], Loss: 3.0329
Epoch [2/100], Step [20500/26898], Loss: 2.4678
Epoch [2/100], Step [20600/26898], Loss: 2.3774
Epoch [2/100], Step [20700/26898], Loss: 2.4074
Epoch [2/100], Step [20800/26898], Loss: 2.6656
Epoch [2/100], Step [20900/26898], Loss: 2.9564
Epoch [2/100], Step [21000/26898], Loss: 2.7886
Epoch [2/100], Step [21100/26898], Loss: 2.5598
Epoch [2/100], Step [21200/26898], Loss: 2.8151
Epoch [2/100], Step [21300/26898], Loss: 2.8128
Epoch [2/100], Step [21400/26898], Loss: 2.5601
Epoch [2/100], Step [21500/26898], Loss: 2.2279
Epoch [2/100], Step [21600/26898], Loss: 2.5939
Epoch [2/100], Step [21700/26898], Loss: 2.8099
Epoch [2/100], Step [21800/26898], Loss: 2.4122
Epoch [2/100], Step [21900/26898], Loss: 2.4054
Epoch [2/100], Step [22000/26898], Loss: 2.3998
Epoch [2/100], Step [22100/26898], Loss: 2.6213
Epoch [2/100], Step [22200/26898], Loss: 2.6993
Epoch [2/100], Step [22300/26898], Loss: 2.3562
Epoch [2/100], Step [22400/26898], Loss: 2.3527
Epoch [2/100], Step [22500/26898], Loss: 2.3630
Epoch [2/100], Step [22600/26898], Loss: 2.8640
Epoch [2/100], Step [22700/26898], Loss: 2.6859
Epoch [2/100], Step [22800/26898], Loss: 2.4963
Epoch [2/100], Step [22900/26898], Loss: 2.4352
Epoch [2/100], Step [23000/26898], Loss: 2.6509
Epoch [2/100], Step [23100/26898], Loss: 2.5054
Epoch [2/100], Step [23200/26898], Loss: 2.2695
Epoch [2/100], Step [23300/26898], Loss: 2.4332
Epoch [2/100], Step [23400/26898], Loss: 2.6908
Epoch [2/100], Step [23500/26898], Loss: 2.8532
Epoch [2/100], Step [23600/26898], Loss: 2.4256
Epoch [2/100], Step [23700/26898], Loss: 2.6972
Epoch [2/100], Step [23800/26898], Loss: 2.4359
Epoch [2/100], Step [23900/26898], Loss: 2.5422
Epoch [2/100], Step [24000/26898], Loss: 2.2691
Epoch [2/100], Step [24100/26898], Loss: 2.1546
Epoch [2/100], Step [24200/26898], Loss: 2.6542
Epoch [2/100], Step [24300/26898], Loss: 2.5855
Epoch [2/100], Step [24400/26898], Loss: 2.5588
Epoch [2/100], Step [24500/26898], Loss: 2.5788
Epoch [2/100], Step [24600/26898], Loss: 2.6042
Epoch [2/100], Step [24700/26898], Loss: 2.4648
Epoch [2/100], Step [24800/26898], Loss: 2.3118
Epoch [2/100], Step [24900/26898], Loss: 2.5967
Epoch [2/100], Step [25000/26898], Loss: 2.1783
Epoch [2/100], Step [25100/26898], Loss: 2.1806
Epoch [2/100], Step [25200/26898], Loss: 2.4189
Epoch [2/100], Step [25300/26898], Loss: 3.1425
Epoch [2/100], Step [25400/26898], Loss: 2.6731
Epoch [2/100], Step [25500/26898], Loss: 2.3736
Epoch [2/100], Step [25600/26898], Loss: 2.2950
Epoch [2/100], Step [25700/26898], Loss: 2.3893
Epoch [2/100], Step [25800/26898], Loss: 2.5305
Epoch [2/100], Step [25900/26898], Loss: 2.6754
Epoch [2/100], Step [26000/26898], Loss: 2.5874
Epoch [2/100], Step [26100/26898], Loss: 3.0499
Epoch [2/100], Step [26200/26898], Loss: 2.6872
Epoch [2/100], Step [26300/26898], Loss: 2.3372
Epoch [2/100], Step [26400/26898], Loss: 2.6050
Epoch [2/100], Step [26500/26898], Loss: 2.1188
Epoch [2/100], Step [26600/26898], Loss: 2.4796
Epoch [2/100], Step [26700/26898], Loss: 2.4304
Epoch [2/100], Step [26800/26898], Loss: 2.2698
Epoch [3/100], Step [100/26898], Loss: 2.7289
Epoch [3/100], Step [200/26898], Loss: 2.5120
Epoch [3/100], Step [300/26898], Loss: 2.6568
Epoch [3/100], Step [400/26898], Loss: 2.5047
Epoch [3/100], Step [500/26898], Loss: 2.6478
Epoch [3/100], Step [600/26898], Loss: 2.1802
Epoch [3/100], Step [700/26898], Loss: 2.9067
Epoch [3/100], Step [800/26898], Loss: 2.1541
Epoch [3/100], Step [900/26898], Loss: 2.2656
Epoch [3/100], Step [1000/26898], Loss: 2.4230
Epoch [3/100], Step [1100/26898], Loss: 2.1349
Epoch [3/100], Step [1200/26898], Loss: 2.3749
Epoch [3/100], Step [1300/26898], Loss: 2.2843
Epoch [3/100], Step [1400/26898], Loss: 2.4388
Epoch [3/100], Step [1500/26898], Loss: 2.3302
Epoch [3/100], Step [1600/26898], Loss: 3.4597
Epoch [3/100], Step [1700/26898], Loss: 2.6501
Epoch [3/100], Step [1800/26898], Loss: 2.4008
Epoch [3/100], Step [1900/26898], Loss: 2.4217
Epoch [3/100], Step [2000/26898], Loss: 1.9624
Epoch [3/100], Step [2100/26898], Loss: 2.9143
Epoch [3/100], Step [2200/26898], Loss: 2.0366
Epoch [3/100], Step [2300/26898], Loss: 2.4983
Epoch [3/100], Step [2400/26898], Loss: 2.3064
Epoch [3/100], Step [2500/26898], Loss: 2.1858
Epoch [3/100], Step [2600/26898], Loss: 3.1132
Epoch [3/100], Step [2700/26898], Loss: 2.5458
Epoch [3/100], Step [2800/26898], Loss: 2.5426
Epoch [3/100], Step [2900/26898], Loss: 2.5365
Epoch [3/100], Step [3000/26898], Loss: 2.5638
Epoch [3/100], Step [3100/26898], Loss: 2.2191
Epoch [3/100], Step [3200/26898], Loss: 2.3307
Epoch [3/100], Step [3300/26898], Loss: 2.8430
Epoch [3/100], Step [3400/26898], Loss: 2.1796
Epoch [3/100], Step [3500/26898], Loss: 2.1639
Epoch [3/100], Step [3600/26898], Loss: 2.3728
Epoch [3/100], Step [3700/26898], Loss: 2.5134
Epoch [3/100], Step [3800/26898], Loss: 2.5477
Epoch [3/100], Step [3900/26898], Loss: 2.3525
Epoch [3/100], Step [4000/26898], Loss: 2.6880
Epoch [3/100], Step [4100/26898], Loss: 2.8049
Epoch [3/100], Step [4200/26898], Loss: 2.5463
Epoch [3/100], Step [4300/26898], Loss: 2.4070
Epoch [3/100], Step [4400/26898], Loss: 2.4457
Epoch [3/100], Step [4500/26898], Loss: 2.3362
Epoch [3/100], Step [4600/26898], Loss: 2.1820
Epoch [3/100], Step [4700/26898], Loss: 2.0687
Epoch [3/100], Step [4800/26898], Loss: 2.6479
Epoch [3/100], Step [4900/26898], Loss: 2.2209
Epoch [3/100], Step [5000/26898], Loss: 2.1192
Epoch [3/100], Step [5100/26898], Loss: 2.3720
Epoch [3/100], Step [5200/26898], Loss: 2.7859
Epoch [3/100], Step [5300/26898], Loss: 2.7405
Epoch [3/100], Step [5400/26898], Loss: 2.2990
Epoch [3/100], Step [5500/26898], Loss: 2.4050
Epoch [3/100], Step [5600/26898], Loss: 2.3597
Epoch [3/100], Step [5700/26898], Loss: 2.9079
Epoch [3/100], Step [5800/26898], Loss: 2.1841
Epoch [3/100], Step [5900/26898], Loss: 2.4076
Epoch [3/100], Step [6000/26898], Loss: 2.4022
Epoch [3/100], Step [6100/26898], Loss: 2.7860
Epoch [3/100], Step [6200/26898], Loss: 2.3378
Epoch [3/100], Step [6300/26898], Loss: 2.8624
Epoch [3/100], Step [6400/26898], Loss: 2.9434
Epoch [3/100], Step [6500/26898], Loss: 2.5432
Epoch [3/100], Step [6600/26898], Loss: 2.6735
Epoch [3/100], Step [6700/26898], Loss: 2.6690
Epoch [3/100], Step [6800/26898], Loss: 2.3084
Epoch [3/100], Step [6900/26898], Loss: 2.5443
Epoch [3/100], Step [7000/26898], Loss: 2.1658
Epoch [3/100], Step [7100/26898], Loss: 2.4312
Epoch [3/100], Step [7200/26898], Loss: 2.0358
Epoch [3/100], Step [7300/26898], Loss: 2.4559
Epoch [3/100], Step [7400/26898], Loss: 2.4785
Epoch [3/100], Step [7500/26898], Loss: 2.1484
Epoch [3/100], Step [7600/26898], Loss: 2.3606
Epoch [3/100], Step [7700/26898], Loss: 2.3311
Epoch [3/100], Step [7800/26898], Loss: 2.2483
Epoch [3/100], Step [7900/26898], Loss: 2.2694
Epoch [3/100], Step [8000/26898], Loss: 1.8131
Epoch [3/100], Step [8100/26898], Loss: 2.5388
Epoch [3/100], Step [8200/26898], Loss: 2.3992
Epoch [3/100], Step [8300/26898], Loss: 2.7818
Epoch [3/100], Step [8400/26898], Loss: 2.3493
Epoch [3/100], Step [8500/26898], Loss: 2.5651
Epoch [3/100], Step [8600/26898], Loss: 2.3076
Epoch [3/100], Step [8700/26898], Loss: 2.3982
Epoch [3/100], Step [8800/26898], Loss: 2.2423
Epoch [3/100], Step [8900/26898], Loss: 3.1558
Epoch [3/100], Step [9000/26898], Loss: 2.2746
Epoch [3/100], Step [9100/26898], Loss: 2.1980
Epoch [3/100], Step [9200/26898], Loss: 2.6401
Epoch [3/100], Step [9300/26898], Loss: 2.7265
Epoch [3/100], Step [9400/26898], Loss: 2.3685
Epoch [3/100], Step [9500/26898], Loss: 2.2096
Epoch [3/100], Step [9600/26898], Loss: 2.5161
Epoch [3/100], Step [9700/26898], Loss: 2.7062
Epoch [3/100], Step [9800/26898], Loss: 2.3859
Epoch [3/100], Step [9900/26898], Loss: 2.8777
Epoch [3/100], Step [10000/26898], Loss: 2.6413
Epoch [3/100], Step [10100/26898], Loss: 2.3993
Epoch [3/100], Step [10200/26898], Loss: 2.5429
Epoch [3/100], Step [10300/26898], Loss: 2.5543
Epoch [3/100], Step [10400/26898], Loss: 2.7026
Epoch [3/100], Step [10500/26898], Loss: 2.8728
Epoch [3/100], Step [10600/26898], Loss: 2.5310
Epoch [3/100], Step [10700/26898], Loss: 2.6311
Epoch [3/100], Step [10800/26898], Loss: 2.2785
Epoch [3/100], Step [10900/26898], Loss: 3.0059
Epoch [3/100], Step [11000/26898], Loss: 2.8216
Epoch [3/100], Step [11100/26898], Loss: 2.1989
Epoch [3/100], Step [11200/26898], Loss: 2.3996
Epoch [3/100], Step [11300/26898], Loss: 2.1251
Epoch [3/100], Step [11400/26898], Loss: 2.3351
Epoch [3/100], Step [11500/26898], Loss: 2.1052
Epoch [3/100], Step [11600/26898], Loss: 2.9665
Epoch [3/100], Step [11700/26898], Loss: 2.3549
Epoch [3/100], Step [11800/26898], Loss: 2.3806
Epoch [3/100], Step [11900/26898], Loss: 2.4237
Epoch [3/100], Step [12000/26898], Loss: 2.6827
Epoch [3/100], Step [12100/26898], Loss: 2.5029
Epoch [3/100], Step [12200/26898], Loss: 2.4811
Epoch [3/100], Step [12300/26898], Loss: 2.5074
Epoch [3/100], Step [12400/26898], Loss: 2.5806
Epoch [3/100], Step [12500/26898], Loss: 2.5617
Epoch [3/100], Step [12600/26898], Loss: 2.4452
Epoch [3/100], Step [12700/26898], Loss: 2.0302
Epoch [3/100], Step [12800/26898], Loss: 3.0616
Epoch [3/100], Step [12900/26898], Loss: 3.0389
Epoch [3/100], Step [13000/26898], Loss: 2.6423
Epoch [3/100], Step [13100/26898], Loss: 2.5679
Epoch [3/100], Step [13200/26898], Loss: 2.0851
Epoch [3/100], Step [13300/26898], Loss: 2.5864
Epoch [3/100], Step [13400/26898], Loss: 2.3882
Epoch [3/100], Step [13500/26898], Loss: 3.1744
Epoch [3/100], Step [13600/26898], Loss: 2.4949
Epoch [3/100], Step [13700/26898], Loss: 2.6113
Epoch [3/100], Step [13800/26898], Loss: 2.2153
Epoch [3/100], Step [13900/26898], Loss: 2.2086
Epoch [3/100], Step [14000/26898], Loss: 2.6783
Epoch [3/100], Step [14100/26898], Loss: 2.5384
Epoch [3/100], Step [14200/26898], Loss: 2.3134
Epoch [3/100], Step [14300/26898], Loss: 2.1118
Epoch [3/100], Step [14400/26898], Loss: 2.0919
Epoch [3/100], Step [14500/26898], Loss: 2.4651
Epoch [3/100], Step [14600/26898], Loss: 2.8084
Epoch [3/100], Step [14700/26898], Loss: 1.9865
Epoch [3/100], Step [14800/26898], Loss: 2.8861
Epoch [3/100], Step [14900/26898], Loss: 2.2306
Epoch [3/100], Step [15000/26898], Loss: 2.4333
Epoch [3/100], Step [15100/26898], Loss: 2.8666
Epoch [3/100], Step [15200/26898], Loss: 2.5435
Epoch [3/100], Step [15300/26898], Loss: 2.7379
Epoch [3/100], Step [15400/26898], Loss: 2.0978
Epoch [3/100], Step [15500/26898], Loss: 1.9863
Epoch [3/100], Step [15600/26898], Loss: 2.2943
Epoch [3/100], Step [15700/26898], Loss: 2.6404
Epoch [3/100], Step [15800/26898], Loss: 2.9491
Epoch [3/100], Step [15900/26898], Loss: 2.3766
Epoch [3/100], Step [16000/26898], Loss: 2.5314
Epoch [3/100], Step [16100/26898], Loss: 2.3967
Epoch [3/100], Step [16200/26898], Loss: 2.7401
Epoch [3/100], Step [16300/26898], Loss: 2.0420
Epoch [3/100], Step [16400/26898], Loss: 2.4764
Epoch [3/100], Step [16500/26898], Loss: 2.5624
Epoch [3/100], Step [16600/26898], Loss: 2.2691
Epoch [3/100], Step [16700/26898], Loss: 2.3035
Epoch [3/100], Step [16800/26898], Loss: 2.2683
Epoch [3/100], Step [16900/26898], Loss: 2.5405
Epoch [3/100], Step [17000/26898], Loss: 2.2242
Epoch [3/100], Step [17100/26898], Loss: 2.0439
Epoch [3/100], Step [17200/26898], Loss: 2.4614
Epoch [3/100], Step [17300/26898], Loss: 2.7050
Epoch [3/100], Step [17400/26898], Loss: 2.1324
Epoch [3/100], Step [17500/26898], Loss: 2.9791
Epoch [3/100], Step [17600/26898], Loss: 2.3792
Epoch [3/100], Step [17700/26898], Loss: 2.9875
Epoch [3/100], Step [17800/26898], Loss: 2.4804
Epoch [3/100], Step [17900/26898], Loss: 2.4055
Epoch [3/100], Step [18000/26898], Loss: 2.3554
Epoch [3/100], Step [18100/26898], Loss: 2.5492
Epoch [3/100], Step [18200/26898], Loss: 2.4918
Epoch [3/100], Step [18300/26898], Loss: 2.4710
Epoch [3/100], Step [18400/26898], Loss: 2.6951
Epoch [3/100], Step [18500/26898], Loss: 3.2945
Epoch [3/100], Step [18600/26898], Loss: 2.3628
Epoch [3/100], Step [18700/26898], Loss: 2.9295
Epoch [3/100], Step [18800/26898], Loss: 2.6355
Epoch [3/100], Step [18900/26898], Loss: 2.7657
Epoch [3/100], Step [19000/26898], Loss: 2.5812
Epoch [3/100], Step [19100/26898], Loss: 2.5405
Epoch [3/100], Step [19200/26898], Loss: 2.6601
Epoch [3/100], Step [19300/26898], Loss: 2.2741
Epoch [3/100], Step [19400/26898], Loss: 2.6594
Epoch [3/100], Step [19500/26898], Loss: 3.1713
Epoch [3/100], Step [19600/26898], Loss: 2.8334
Epoch [3/100], Step [19700/26898], Loss: 2.4356
Epoch [3/100], Step [19800/26898], Loss: 2.4945
Epoch [3/100], Step [19900/26898], Loss: 2.5154
Epoch [3/100], Step [20000/26898], Loss: 2.0800
Epoch [3/100], Step [20100/26898], Loss: 2.8075
Epoch [3/100], Step [20200/26898], Loss: 2.2739
Epoch [3/100], Step [20300/26898], Loss: 2.3915
Epoch [3/100], Step [20400/26898], Loss: 2.6298
Epoch [3/100], Step [20500/26898], Loss: 2.5532
Epoch [3/100], Step [20600/26898], Loss: 2.7541
Epoch [3/100], Step [20700/26898], Loss: 2.6884
Epoch [3/100], Step [20800/26898], Loss: 2.4150
Epoch [3/100], Step [20900/26898], Loss: 2.5475
Epoch [3/100], Step [21000/26898], Loss: 2.7745
Epoch [3/100], Step [21100/26898], Loss: 3.1078
Epoch [3/100], Step [21200/26898], Loss: 2.4320
Epoch [3/100], Step [21300/26898], Loss: 2.1988
Epoch [3/100], Step [21400/26898], Loss: 2.4596
Epoch [3/100], Step [21500/26898], Loss: 2.9389
Epoch [3/100], Step [21600/26898], Loss: 2.6697
Epoch [3/100], Step [21700/26898], Loss: 2.3594
Epoch [3/100], Step [21800/26898], Loss: 2.2574
Epoch [3/100], Step [21900/26898], Loss: 2.3029
Epoch [3/100], Step [22000/26898], Loss: 2.4698
Epoch [3/100], Step [22100/26898], Loss: 2.4535
Epoch [3/100], Step [22200/26898], Loss: 2.7520
Epoch [3/100], Step [22300/26898], Loss: 2.3669
Epoch [3/100], Step [22400/26898], Loss: 2.6079
Epoch [3/100], Step [22500/26898], Loss: 2.2594
Epoch [3/100], Step [22600/26898], Loss: 2.6095
Epoch [3/100], Step [22700/26898], Loss: 2.4713
Epoch [3/100], Step [22800/26898], Loss: 2.3033
Epoch [3/100], Step [22900/26898], Loss: 2.3956
Epoch [3/100], Step [23000/26898], Loss: 2.5647
Epoch [3/100], Step [23100/26898], Loss: 2.5663
Epoch [3/100], Step [23200/26898], Loss: 2.3595
Epoch [3/100], Step [23300/26898], Loss: 2.9128
Epoch [3/100], Step [23400/26898], Loss: 2.4748
Epoch [3/100], Step [23500/26898], Loss: 2.7100
Epoch [3/100], Step [23600/26898], Loss: 2.6171
Epoch [3/100], Step [23700/26898], Loss: 2.8480
Epoch [3/100], Step [23800/26898], Loss: 2.5313
Epoch [3/100], Step [23900/26898], Loss: 2.3171
Epoch [3/100], Step [24000/26898], Loss: 3.0830
Epoch [3/100], Step [24100/26898], Loss: 2.3444
Epoch [3/100], Step [24200/26898], Loss: 2.2978
Epoch [3/100], Step [24300/26898], Loss: 2.4504
Epoch [3/100], Step [24400/26898], Loss: 2.2623
Epoch [3/100], Step [24500/26898], Loss: 2.5585
Epoch [3/100], Step [24600/26898], Loss: 2.4959
Epoch [3/100], Step [24700/26898], Loss: 2.2787
Epoch [3/100], Step [24800/26898], Loss: 2.2859
Epoch [3/100], Step [24900/26898], Loss: 2.7006
Epoch [3/100], Step [25000/26898], Loss: 2.7664
Epoch [3/100], Step [25100/26898], Loss: 2.2477
Epoch [3/100], Step [25200/26898], Loss: 2.5662
Epoch [3/100], Step [25300/26898], Loss: 2.6412
Epoch [3/100], Step [25400/26898], Loss: 2.5419
Epoch [3/100], Step [25500/26898], Loss: 2.6485
Epoch [3/100], Step [25600/26898], Loss: 2.4393
Epoch [3/100], Step [25700/26898], Loss: 2.5595
Epoch [3/100], Step [25800/26898], Loss: 3.0251
Epoch [3/100], Step [25900/26898], Loss: 2.2748
Epoch [3/100], Step [26000/26898], Loss: 2.3656
Epoch [3/100], Step [26100/26898], Loss: 2.3813
Epoch [3/100], Step [26200/26898], Loss: 2.9004
Epoch [3/100], Step [26300/26898], Loss: 2.6309
Epoch [3/100], Step [26400/26898], Loss: 2.3983
Epoch [3/100], Step [26500/26898], Loss: 2.8917
Epoch [3/100], Step [26600/26898], Loss: 2.4403
Epoch [3/100], Step [26700/26898], Loss: 2.0810
Epoch [3/100], Step [26800/26898], Loss: 2.6000
Epoch [4/100], Step [100/26898], Loss: 2.4336
Epoch [4/100], Step [200/26898], Loss: 2.3198
Epoch [4/100], Step [300/26898], Loss: 2.5529
Epoch [4/100], Step [400/26898], Loss: 2.7873
Epoch [4/100], Step [500/26898], Loss: 2.6016
Epoch [4/100], Step [600/26898], Loss: 1.9567
Epoch [4/100], Step [700/26898], Loss: 2.5480
Epoch [4/100], Step [800/26898], Loss: 2.1477
Epoch [4/100], Step [900/26898], Loss: 2.4628
Epoch [4/100], Step [1000/26898], Loss: 2.7840
Epoch [4/100], Step [1100/26898], Loss: 2.4794
Epoch [4/100], Step [1200/26898], Loss: 2.4138
Epoch [4/100], Step [1300/26898], Loss: 2.1991
Epoch [4/100], Step [1400/26898], Loss: 2.4358
Epoch [4/100], Step [1500/26898], Loss: 2.6383
Epoch [4/100], Step [1600/26898], Loss: 2.0839
Epoch [4/100], Step [1700/26898], Loss: 2.4170
Epoch [4/100], Step [1800/26898], Loss: 2.3558
Epoch [4/100], Step [1900/26898], Loss: 2.7097
Epoch [4/100], Step [2000/26898], Loss: 2.0793
Epoch [4/100], Step [2100/26898], Loss: 2.9340
Epoch [4/100], Step [2200/26898], Loss: 2.5169
Epoch [4/100], Step [2300/26898], Loss: 2.4493
Epoch [4/100], Step [2400/26898], Loss: 2.3065
Epoch [4/100], Step [2500/26898], Loss: 2.8745
Epoch [4/100], Step [2600/26898], Loss: 2.3371
Epoch [4/100], Step [2700/26898], Loss: 2.5661
Epoch [4/100], Step [2800/26898], Loss: 2.1234
Epoch [4/100], Step [2900/26898], Loss: 2.2480
Epoch [4/100], Step [3000/26898], Loss: 2.2339
Epoch [4/100], Step [3100/26898], Loss: 3.0623
Epoch [4/100], Step [3200/26898], Loss: 2.6186
Epoch [4/100], Step [3300/26898], Loss: 2.3244
Epoch [4/100], Step [3400/26898], Loss: 2.4921
Epoch [4/100], Step [3500/26898], Loss: 2.7866
Epoch [4/100], Step [3600/26898], Loss: 2.2859
Epoch [4/100], Step [3700/26898], Loss: 2.5632
Epoch [4/100], Step [3800/26898], Loss: 2.6790
Epoch [4/100], Step [3900/26898], Loss: 2.2977
Epoch [4/100], Step [4000/26898], Loss: 3.6565
Epoch [4/100], Step [4100/26898], Loss: 2.8829
Epoch [4/100], Step [4200/26898], Loss: 2.6820
Epoch [4/100], Step [4300/26898], Loss: 2.5107
Epoch [4/100], Step [4400/26898], Loss: 2.6958
Epoch [4/100], Step [4500/26898], Loss: 2.5304
Epoch [4/100], Step [4600/26898], Loss: 2.6958
Epoch [4/100], Step [4700/26898], Loss: 2.4457
Epoch [4/100], Step [4800/26898], Loss: 2.3288
Epoch [4/100], Step [4900/26898], Loss: 2.7726
Epoch [4/100], Step [5000/26898], Loss: 2.4582
Epoch [4/100], Step [5100/26898], Loss: 2.3331
Epoch [4/100], Step [5200/26898], Loss: 2.6070
Epoch [4/100], Step [5300/26898], Loss: 2.3063
Epoch [4/100], Step [5400/26898], Loss: 2.6017
Epoch [4/100], Step [5500/26898], Loss: 2.9462
Epoch [4/100], Step [5600/26898], Loss: 2.1754
Epoch [4/100], Step [5700/26898], Loss: 2.4422
Epoch [4/100], Step [5800/26898], Loss: 2.2227
Epoch [4/100], Step [5900/26898], Loss: 2.4857
Epoch [4/100], Step [6000/26898], Loss: 2.2751
Epoch [4/100], Step [6100/26898], Loss: 2.7791
Epoch [4/100], Step [6200/26898], Loss: 2.8365
Epoch [4/100], Step [6300/26898], Loss: 2.4896
Epoch [4/100], Step [6400/26898], Loss: 2.3269
Epoch [4/100], Step [6500/26898], Loss: 1.9049
Epoch [4/100], Step [6600/26898], Loss: 2.2226
Epoch [4/100], Step [6700/26898], Loss: 2.8018
Epoch [4/100], Step [6800/26898], Loss: 2.3615
Epoch [4/100], Step [6900/26898], Loss: 2.5011
Epoch [4/100], Step [7000/26898], Loss: 2.0193
Epoch [4/100], Step [7100/26898], Loss: 2.0719
Epoch [4/100], Step [7200/26898], Loss: 2.4168
Epoch [4/100], Step [7300/26898], Loss: 2.3758
Epoch [4/100], Step [7400/26898], Loss: 2.3395
Epoch [4/100], Step [7500/26898], Loss: 2.0663
Epoch [4/100], Step [7600/26898], Loss: 2.3417
Epoch [4/100], Step [7700/26898], Loss: 2.1006
Epoch [4/100], Step [7800/26898], Loss: 2.7827
Epoch [4/100], Step [7900/26898], Loss: 2.2665
Epoch [4/100], Step [8000/26898], Loss: 2.5733
Epoch [4/100], Step [8100/26898], Loss: 2.2154
Epoch [4/100], Step [8200/26898], Loss: 2.2867
Epoch [4/100], Step [8300/26898], Loss: 2.2894
Epoch [4/100], Step [8400/26898], Loss: 2.5520
Epoch [4/100], Step [8500/26898], Loss: 2.3898
Epoch [4/100], Step [8600/26898], Loss: 3.0264
Epoch [4/100], Step [8700/26898], Loss: 2.4336
Epoch [4/100], Step [8800/26898], Loss: 2.8928
Epoch [4/100], Step [8900/26898], Loss: 2.5942
Epoch [4/100], Step [9000/26898], Loss: 2.5978
Epoch [4/100], Step [9100/26898], Loss: 2.6633
Epoch [4/100], Step [9200/26898], Loss: 2.1479
Epoch [4/100], Step [9300/26898], Loss: 2.2676
Epoch [4/100], Step [9400/26898], Loss: 2.4515
Epoch [4/100], Step [9500/26898], Loss: 1.9280
Epoch [4/100], Step [9600/26898], Loss: 1.9447
Epoch [4/100], Step [9700/26898], Loss: 3.1009
Epoch [4/100], Step [9800/26898], Loss: 2.3652
Epoch [4/100], Step [9900/26898], Loss: 3.0122
Epoch [4/100], Step [10000/26898], Loss: 2.0044
Epoch [4/100], Step [10100/26898], Loss: 2.4013
Epoch [4/100], Step [10200/26898], Loss: 2.2976
Epoch [4/100], Step [10300/26898], Loss: 2.0527
Epoch [4/100], Step [10400/26898], Loss: 3.1048
Epoch [4/100], Step [10500/26898], Loss: 2.6144
Epoch [4/100], Step [10600/26898], Loss: 2.6638
Epoch [4/100], Step [10700/26898], Loss: 2.3922
Epoch [4/100], Step [10800/26898], Loss: 2.3613
Epoch [4/100], Step [10900/26898], Loss: 2.6694
Epoch [4/100], Step [11000/26898], Loss: 2.2145
Epoch [4/100], Step [11100/26898], Loss: 2.1525
Epoch [4/100], Step [11200/26898], Loss: 2.9091
Epoch [4/100], Step [11300/26898], Loss: 2.0378
Epoch [4/100], Step [11400/26898], Loss: 2.8671
Epoch [4/100], Step [11500/26898], Loss: 2.6410
Epoch [4/100], Step [11600/26898], Loss: 2.3366
Epoch [4/100], Step [11700/26898], Loss: 2.2059
Epoch [4/100], Step [11800/26898], Loss: 2.3687
Epoch [4/100], Step [11900/26898], Loss: 2.6111
Epoch [4/100], Step [12000/26898], Loss: 2.5232
Epoch [4/100], Step [12100/26898], Loss: 2.7061
Epoch [4/100], Step [12200/26898], Loss: 2.7234
Epoch [4/100], Step [12300/26898], Loss: 2.7861
Epoch [4/100], Step [12400/26898], Loss: 2.5725
Epoch [4/100], Step [12500/26898], Loss: 2.4694
Epoch [4/100], Step [12600/26898], Loss: 2.1630
Epoch [4/100], Step [12700/26898], Loss: 2.3774
Epoch [4/100], Step [12800/26898], Loss: 1.8847
Epoch [4/100], Step [12900/26898], Loss: 2.7922
Epoch [4/100], Step [13000/26898], Loss: 2.6134
Epoch [4/100], Step [13100/26898], Loss: 2.3699
Epoch [4/100], Step [13200/26898], Loss: 2.3415
Epoch [4/100], Step [13300/26898], Loss: 2.4136
Epoch [4/100], Step [13400/26898], Loss: 2.6131
Epoch [4/100], Step [13500/26898], Loss: 2.4733
Epoch [4/100], Step [13600/26898], Loss: 2.2970
Epoch [4/100], Step [13700/26898], Loss: 2.5045
Epoch [4/100], Step [13800/26898], Loss: 2.1717
Epoch [4/100], Step [13900/26898], Loss: 2.7961
Epoch [4/100], Step [14000/26898], Loss: 2.6068
Epoch [4/100], Step [14100/26898], Loss: 2.2089
Epoch [4/100], Step [14200/26898], Loss: 2.2211
Epoch [4/100], Step [14300/26898], Loss: 3.0568
Epoch [4/100], Step [14400/26898], Loss: 2.3967
Epoch [4/100], Step [14500/26898], Loss: 2.3027
Epoch [4/100], Step [14600/26898], Loss: 2.3281
Epoch [4/100], Step [14700/26898], Loss: 2.5448
Epoch [4/100], Step [14800/26898], Loss: 2.2919
Epoch [4/100], Step [14900/26898], Loss: 2.6081
Epoch [4/100], Step [15000/26898], Loss: 2.8255
Epoch [4/100], Step [15100/26898], Loss: 2.3903
Epoch [4/100], Step [15200/26898], Loss: 2.2745
Epoch [4/100], Step [15300/26898], Loss: 2.3180
Epoch [4/100], Step [15400/26898], Loss: 1.8879
Epoch [4/100], Step [15500/26898], Loss: 2.4245
Epoch [4/100], Step [15600/26898], Loss: 2.5962
Epoch [4/100], Step [15700/26898], Loss: 2.3600
Epoch [4/100], Step [15800/26898], Loss: 2.4516
Epoch [4/100], Step [15900/26898], Loss: 2.0048
Epoch [4/100], Step [16000/26898], Loss: 2.4116
Epoch [4/100], Step [16100/26898], Loss: 2.4223
Epoch [4/100], Step [16200/26898], Loss: 2.6725
Epoch [4/100], Step [16300/26898], Loss: 2.8255
Epoch [4/100], Step [16400/26898], Loss: 2.6744
Epoch [4/100], Step [16500/26898], Loss: 2.4401
Epoch [4/100], Step [16600/26898], Loss: 2.8189
Epoch [4/100], Step [16700/26898], Loss: 2.6086
Epoch [4/100], Step [16800/26898], Loss: 2.5058
Epoch [4/100], Step [16900/26898], Loss: 2.3203
Epoch [4/100], Step [17000/26898], Loss: 2.3498
Epoch [4/100], Step [17100/26898], Loss: 2.3579
Epoch [4/100], Step [17200/26898], Loss: 2.8506
Epoch [4/100], Step [17300/26898], Loss: 2.6979
Epoch [4/100], Step [17400/26898], Loss: 2.5600
Epoch [4/100], Step [17500/26898], Loss: 2.2773
Epoch [4/100], Step [17600/26898], Loss: 2.4319
Epoch [4/100], Step [17700/26898], Loss: 2.4393
Epoch [4/100], Step [17800/26898], Loss: 2.2022
Epoch [4/100], Step [17900/26898], Loss: 2.5054
Epoch [4/100], Step [18000/26898], Loss: 2.5322
Epoch [4/100], Step [18100/26898], Loss: 2.6416
Epoch [4/100], Step [18200/26898], Loss: 2.3392
Epoch [4/100], Step [18300/26898], Loss: 2.6226
Epoch [4/100], Step [18400/26898], Loss: 2.5084
Epoch [4/100], Step [18500/26898], Loss: 2.3936
Epoch [4/100], Step [18600/26898], Loss: 2.6284
Epoch [4/100], Step [18700/26898], Loss: 2.4120
Epoch [4/100], Step [18800/26898], Loss: 2.4837
Epoch [4/100], Step [18900/26898], Loss: 2.7338
Epoch [4/100], Step [19000/26898], Loss: 2.5924
Epoch [4/100], Step [19100/26898], Loss: 2.3961
Epoch [4/100], Step [19200/26898], Loss: 2.3649
Epoch [4/100], Step [19300/26898], Loss: 2.5643
Epoch [4/100], Step [19400/26898], Loss: 2.0682
Epoch [4/100], Step [19500/26898], Loss: 2.1829
Epoch [4/100], Step [19600/26898], Loss: 2.2039