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	47030761972368 [label="
 (512, 256, 1, 1)" fillcolor=lightblue]
	47030761972112 -> 47030761971856
	47030761972112 [label="
 (512)" fillcolor=lightblue]
	47030761972176 -> 47030761971856
	47030761972176 [label="
 (512)" fillcolor=lightblue]
	47030761971920 -> 47030761959312
	47030761959184 -> 47030761958928
	47030761959184 [label="
 (256, 512, 1, 1)" fillcolor=lightblue]
	47030761958992 -> 47030761958736
	47030761958992 [label="
 (256)" fillcolor=lightblue]
	47030761959056 -> 47030761958736
	47030761959056 [label="
 (256)" fillcolor=lightblue]
	47030761958608 -> 47030761958288
	47030761958608 [label="
 (256, 256, 3, 3)" fillcolor=lightblue]
	47030761958352 -> 47030761958096
	47030761958352 [label="
 (256)" fillcolor=lightblue]
	47030761958416 -> 47030761958096
	47030761958416 [label="
 (256)" fillcolor=lightblue]
	47030761957968 -> 47030761957648
	47030761957968 [label="
 (512, 256, 1, 1)" fillcolor=lightblue]
	47030761957712 -> 47030761957456
	47030761957712 [label="
 (512)" fillcolor=lightblue]
	47030761957776 -> 47030761957456
	47030761957776 [label="
 (512)" fillcolor=lightblue]
	47030761957520 -> 47030761957264
	47030761957136 -> 47030761956880
	47030761957136 [label="
 (256, 512, 1, 1)" fillcolor=lightblue]
	47030761956944 -> 47030761956688
	47030761956944 [label="
 (256)" fillcolor=lightblue]
	47030761957008 -> 47030761956688
	47030761957008 [label="
 (256)" fillcolor=lightblue]
	47030761956560 -> 47030761956240
	47030761956560 [label="
 (256, 256, 3, 3)" fillcolor=lightblue]
	47030761956304 -> 47030761956048
	47030761956304 [label="
 (256)" fillcolor=lightblue]
	47030761956368 -> 47030761956048
	47030761956368 [label="
 (256)" fillcolor=lightblue]
	47030761955920 -> 47030761955600
	47030761955920 [label="
 (512, 256, 1, 1)" fillcolor=lightblue]
	47030761955664 -> 47030761955408
	47030761955664 [label="
 (512)" fillcolor=lightblue]
	47030761955728 -> 47030761955408
	47030761955728 [label="
 (512)" fillcolor=lightblue]
	47030761955472 -> 47030761951056
	47030761950928 -> 47030761950608
	47030761950928 [label="
 (512, 512, 1, 1)" fillcolor=lightblue]
	47030761950672 -> 47030761950416
	47030761950672 [label="
 (512)" fillcolor=lightblue]
	47030761950736 -> 47030761950416
	47030761950736 [label="
 (512)" fillcolor=lightblue]
	47030761950288 -> 47030761949968
	47030761950288 [label="
 (512, 512, 3, 3)" fillcolor=lightblue]
	47030761950032 -> 47030761949776
	47030761950032 [label="
 (512)" fillcolor=lightblue]
	47030761950096 -> 47030761949776
	47030761950096 [label="
 (512)" fillcolor=lightblue]
	47030761949648 -> 47030761949328
	47030761949648 [label="
 (1024, 512, 1, 1)" fillcolor=lightblue]
	47030761949392 -> 47030761949136
	47030761949392 [label="
 (1024)" fillcolor=lightblue]
	47030761949456 -> 47030761949136
	47030761949456 [label="
 (1024)" fillcolor=lightblue]
	47030761949200 -> 47030761948944
	47030761949200 [label=CudnnBatchNormBackward]
	47030761949520 -> 47030761949200
	47030761949520 [label=CudnnConvolutionBackward]
	47030761950864 -> 47030761949520
	47030761950352 -> 47030761949520
	47030761950352 [label="
 (1024, 512, 1, 1)" fillcolor=lightblue]
	47030761949712 -> 47030761949200
	47030761949712 [label="
 (1024)" fillcolor=lightblue]
	47030761949840 -> 47030761949200
	47030761949840 [label="
 (1024)" fillcolor=lightblue]
	47030761948816 -> 47030761948560
	47030761948816 [label="
 (512, 1024, 1, 1)" fillcolor=lightblue]
	47030761948624 -> 47030761948368
	47030761948624 [label="
 (512)" fillcolor=lightblue]
	47030761948688 -> 47030761948368
	47030761948688 [label="
 (512)" fillcolor=lightblue]
	47030761948240 -> 47030761947920
	47030761948240 [label="
 (512, 512, 3, 3)" fillcolor=lightblue]
	47030761947984 -> 47030761947728
	47030761947984 [label="
 (512)" fillcolor=lightblue]
	47030761948048 -> 47030761947728
	47030761948048 [label="
 (512)" fillcolor=lightblue]
	47030761947600 -> 47030761947280
	47030761947600 [label="
 (1024, 512, 1, 1)" fillcolor=lightblue]
	47030761947344 -> 47030761938832
	47030761947344 [label="
 (1024)" fillcolor=lightblue]
	47030761947408 -> 47030761938832
	47030761947408 [label="
 (1024)" fillcolor=lightblue]
	47030761938896 -> 47030761938640
	47030761938512 -> 47030761938256
	47030761938512 [label="
 (512, 1024, 1, 1)" fillcolor=lightblue]
	47030761938320 -> 47030761938064
	47030761938320 [label="
 (512)" fillcolor=lightblue]
	47030761938384 -> 47030761938064
	47030761938384 [label="
 (512)" fillcolor=lightblue]
	47030761937936 -> 47030761937616
	47030761937936 [label="
 (512, 512, 3, 3)" fillcolor=lightblue]
	47030761937680 -> 47030761937424
	47030761937680 [label="
 (512)" fillcolor=lightblue]
	47030761937744 -> 47030761937424
	47030761937744 [label="
 (512)" fillcolor=lightblue]
	47030761937296 -> 47030761936976
	47030761937296 [label="
 (1024, 512, 1, 1)" fillcolor=lightblue]
	47030761937040 -> 47030761936784
	47030761937040 [label="
 (1024)" fillcolor=lightblue]
	47030761937104 -> 47030761936784
	47030761937104 [label="
 (1024)" fillcolor=lightblue]
	47030761936848 -> 47030761936592
	47030761936464 -> 47030761936208
	47030761936464 [label="
 (512, 1024, 1, 1)" fillcolor=lightblue]
	47030761936272 -> 47030761936016
	47030761936272 [label="
 (512)" fillcolor=lightblue]
	47030761936336 -> 47030761936016
	47030761936336 [label="
 (512)" fillcolor=lightblue]
	47030761935888 -> 47030761935568
	47030761935888 [label="
 (512, 512, 3, 3)" fillcolor=lightblue]
	47030761935632 -> 47030761935376
	47030761935632 [label="
 (512)" fillcolor=lightblue]
	47030761935696 -> 47030761935376
	47030761935696 [label="
 (512)" fillcolor=lightblue]
	47030761935248 -> 47030761934928
	47030761935248 [label="
 (1024, 512, 1, 1)" fillcolor=lightblue]
	47030761934992 -> 47030761926480
	47030761934992 [label="
 (1024)" fillcolor=lightblue]
	47030761935056 -> 47030761926480
	47030761935056 [label="
 (1024)" fillcolor=lightblue]
	47030761926544 -> 47030761926288
	47030761926160 -> 47030761925904
	47030761926160 [label="
 (512, 1024, 1, 1)" fillcolor=lightblue]
	47030761925968 -> 47030761925712
	47030761925968 [label="
 (512)" fillcolor=lightblue]
	47030761926032 -> 47030761925712
	47030761926032 [label="
 (512)" fillcolor=lightblue]
	47030761925584 -> 47030761925264
	47030761925584 [label="
 (512, 512, 3, 3)" fillcolor=lightblue]
	47030761925328 -> 47030761925072
	47030761925328 [label="
 (512)" fillcolor=lightblue]
	47030761925392 -> 47030761925072
	47030761925392 [label="
 (512)" fillcolor=lightblue]
	47030761924944 -> 47030761924624
	47030761924944 [label="
 (1024, 512, 1, 1)" fillcolor=lightblue]
	47030761924688 -> 47030761924432
	47030761924688 [label="
 (1024)" fillcolor=lightblue]
	47030761924752 -> 47030761924432
	47030761924752 [label="
 (1024)" fillcolor=lightblue]
	47030761924496 -> 47030761924240
	47030761924112 -> 47030761923856
	47030761924112 [label="
 (512, 1024, 1, 1)" fillcolor=lightblue]
	47030761923920 -> 47030761923664
	47030761923920 [label="
 (512)" fillcolor=lightblue]
	47030761923984 -> 47030761923664
	47030761923984 [label="
 (512)" fillcolor=lightblue]
	47030761923536 -> 47030761923216
	47030761923536 [label="
 (512, 512, 3, 3)" fillcolor=lightblue]
	47030761923280 -> 47030761923024
	47030761923280 [label="
 (512)" fillcolor=lightblue]
	47030761923344 -> 47030761923024
	47030761923344 [label="
 (512)" fillcolor=lightblue]
	47030761922896 -> 47030761914320
	47030761922896 [label="
 (1024, 512, 1, 1)" fillcolor=lightblue]
	47030761922640 -> 47030761914128
	47030761922640 [label="
 (1024)" fillcolor=lightblue]
	47030761922704 -> 47030761914128
	47030761922704 [label="
 (1024)" fillcolor=lightblue]
	47030761914192 -> 47030761913936
	47030761913808 -> 47030761913488
	47030761913808 [label="
 (1024, 1024, 1, 1)" fillcolor=lightblue]
	47030761913552 -> 47030761913296
	47030761913552 [label="
 (1024)" fillcolor=lightblue]
	47030761913616 -> 47030761913296
	47030761913616 [label="
 (1024)" fillcolor=lightblue]
	47030761913168 -> 47030761912848
	47030761913168 [label="
 (1024, 1024, 3, 3)" fillcolor=lightblue]
	47030761912912 -> 47030761912656
	47030761912912 [label="
 (1024)" fillcolor=lightblue]
	47030761912976 -> 47030761912656
	47030761912976 [label="
 (1024)" fillcolor=lightblue]
	47030761912528 -> 47030761912208
	47030761912528 [label="
 (2048, 1024, 1, 1)" fillcolor=lightblue]
	47030761912272 -> 47030761912016
	47030761912272 [label="
 (2048)" fillcolor=lightblue]
	47030761912336 -> 47030761912016
	47030761912336 [label="
 (2048)" fillcolor=lightblue]
	47030761912080 -> 47030761911824
	47030761912080 [label=CudnnBatchNormBackward]
	47030761912400 -> 47030761912080
	47030761912400 [label=CudnnConvolutionBackward]
	47030761913744 -> 47030761912400
	47030761912720 -> 47030761912400
	47030761912720 [label="
 (2048, 1024, 1, 1)" fillcolor=lightblue]
	47030761912592 -> 47030761912080
	47030761912592 [label="
 (2048)" fillcolor=lightblue]
	47030761913040 -> 47030761912080
	47030761913040 [label="
 (2048)" fillcolor=lightblue]
	47030761911696 -> 47030761911440
	47030761911696 [label="
 (1024, 2048, 1, 1)" fillcolor=lightblue]
	47030761911504 -> 47030761911248
	47030761911504 [label="
 (1024)" fillcolor=lightblue]
	47030761911568 -> 47030761911248
	47030761911568 [label="
 (1024)" fillcolor=lightblue]
	47030761911120 -> 47030761910800
	47030761911120 [label="
 (1024, 1024, 3, 3)" fillcolor=lightblue]
	47030761910864 -> 47030761910608
	47030761910864 [label="
 (1024)" fillcolor=lightblue]
	47030761910928 -> 47030761910608
	47030761910928 [label="
 (1024)" fillcolor=lightblue]
	47030761910480 -> 47030761885520
	47030761910480 [label="
 (2048, 1024, 1, 1)" fillcolor=lightblue]
	47030761885584 -> 47030761885328
	47030761885584 [label="
 (2048)" fillcolor=lightblue]
	47030761885648 -> 47030761885328
	47030761885648 [label="
 (2048)" fillcolor=lightblue]
	47030761885392 -> 47030761885136
	47030761885008 -> 47030761884752
	47030761885008 [label="
 (1024, 2048, 1, 1)" fillcolor=lightblue]
	47030761884816 -> 47030761884560
	47030761884816 [label="
 (1024)" fillcolor=lightblue]
	47030761884880 -> 47030761884560
	47030761884880 [label="
 (1024)" fillcolor=lightblue]
	47030761884432 -> 47030761884112
	47030761884432 [label="
 (1024, 1024, 3, 3)" fillcolor=lightblue]
	47030761884176 -> 47030761883920
	47030761884176 [label="
 (1024)" fillcolor=lightblue]
	47030761884240 -> 47030761883920
	47030761884240 [label="
 (1024)" fillcolor=lightblue]
	47030761883792 -> 47030761883472
	47030761883792 [label="
 (2048, 1024, 1, 1)" fillcolor=lightblue]
	47030761883536 -> 47030761883280
	47030761883536 [label="
 (2048)" fillcolor=lightblue]
	47030761883600 -> 47030761883280
	47030761883600 [label="
 (2048)" fillcolor=lightblue]
	47030761883344 -> 47030741157264
	47030761882384 -> 47030761882064
	47030761882384 [label=TBackward]
	47030761882512 -> 47030761882384
	47030761882512 [label="
 (10, 2048)" fillcolor=lightblue]
}