TOP_Training.ipynb

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      "Using Cosine Schedule lr=0.1, T_0=10, T_mult=1\n",
      "Training on cuda:0. Model has 21348360 parameters.\n",
      "Experiment is called expresults/r34_REp03s3pixdrop_L26_aLS_ema_mixupp1a06_cos101_40eps_07_17.\n"
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      "MH : 0.2570 RP : 0.2582 AMD: 0.2904 RVO: 0.3487 RD : 0.3539 Gla: 0.5357 DR : 0.5562 any: 0.6295 \n",
      "MH : 0.5459 RP : 0.5958 AMD: 0.5248 RVO: 0.5275 RD : 0.7626 Gla: 0.6621 DR : 0.7219 any: 0.6523 "
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      "MH : 0.5088 RP : 0.4047 AMD: 0.4801 RVO: 0.4101 RD : 0.4243 Gla: 0.6225 DR : 0.5949 any: 0.6800 \n",
      "MH : 0.5132 RP : 0.6158 AMD: 0.5678 RVO: 0.4304 RD : 0.7650 Gla: 0.6191 DR : 0.6194 any: 0.5499 "
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      "MH : 0.2485 RP : 0.2491 AMD: 0.2813 RVO: 0.3388 RD : 0.3162 Gla: 0.4951 DR : 0.5222 any: 0.5898 \n",
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       "Train Ep    3:   0%|          | 0/286 [00:00<?, ?it/s]"
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      "MH : 0.2477 RP : 0.2462 AMD: 0.2780 RVO: 0.3227 RD : 0.3098 Gla: 0.4713 DR : 0.5051 any: 0.5646 \n",
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       "Train Ep    4:   0%|          | 0/286 [00:00<?, ?it/s]"
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      "MH : 0.1912 RP : 0.1690 AMD: 0.2279 RVO: 0.2588 RD : 0.2102 Gla: 0.4061 DR : 0.4031 any: 0.5129 \n",
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      "MH : 0.1646 RP : 0.1455 AMD: 0.2032 RVO: 0.2310 RD : 0.1786 Gla: 0.3638 DR : 0.3660 any: 0.4711 \n",
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\n",
      "text/plain": [
       "<Figure size 600x180 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 600x180 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "14cd59ffadcc4279afbef6749d740275",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   11:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2461 RP : 0.2388 AMD: 0.2765 RVO: 0.3075 RD : 0.2982 Gla: 0.4525 DR : 0.4796 any: 0.5352 \n",
      "MH : 0.5487 RP : 0.8632 AMD: 0.6811 RVO: 0.8036 RD : 0.9193 Gla: 0.8620 DR : 0.8608 any: 0.8354 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4f9c5338c27a4279ae4eae3b49bf87f0",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   11:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1146 RP : 0.0886 AMD: 0.1580 RVO: 0.1663 RD : 0.1194 Gla: 0.2826 DR : 0.2885 any: 0.3870 \n",
      "MH : 0.7880 RP : 0.9940 AMD: 0.8696 RVO: 0.8680 RD : 0.9676 Gla: 0.9263 DR : 0.9392 any: 0.9154 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "72a5abb81c91473da445b6fc34d02845",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   12:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2451 RP : 0.2314 AMD: 0.2754 RVO: 0.3078 RD : 0.2964 Gla: 0.4484 DR : 0.4779 any: 0.5337 \n",
      "MH : 0.5970 RP : 0.9180 AMD: 0.7150 RVO: 0.8063 RD : 0.9269 Gla: 0.8718 DR : 0.8664 any: 0.8430 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "cba93da0dfd84b7fbbb703b2f76c2327",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   12:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1123 RP : 0.0844 AMD: 0.1551 RVO: 0.1629 RD : 0.1161 Gla: 0.2797 DR : 0.2854 any: 0.3841 \n",
      "MH : 0.7943 RP : 0.9947 AMD: 0.8803 RVO: 0.8699 RD : 0.9702 Gla: 0.9275 DR : 0.9387 any: 0.9159 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e3e7af8376ef42eeb4ca5f28012828e2",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   13:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2450 RP : 0.2321 AMD: 0.2737 RVO: 0.3036 RD : 0.2896 Gla: 0.4393 DR : 0.4683 any: 0.5239 \n",
      "MH : 0.5931 RP : 0.9020 AMD: 0.7592 RVO: 0.8136 RD : 0.9375 Gla: 0.8817 DR : 0.8751 any: 0.8490 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5c09c7e89148455fa3e325e5cb8f88ad",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   13:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1106 RP : 0.0805 AMD: 0.1512 RVO: 0.1595 RD : 0.1127 Gla: 0.2778 DR : 0.2818 any: 0.3800 \n",
      "MH : 0.7926 RP : 0.9956 AMD: 0.8929 RVO: 0.8740 RD : 0.9719 Gla: 0.9291 DR : 0.9383 any: 0.9158 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "935a1ff527144be8ab244ee9f56ce9b2",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   14:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2448 RP : 0.2295 AMD: 0.2721 RVO: 0.2972 RD : 0.2896 Gla: 0.4360 DR : 0.4625 any: 0.5117 \n",
      "MH : 0.5912 RP : 0.9377 AMD: 0.7796 RVO: 0.8421 RD : 0.9407 Gla: 0.8848 DR : 0.8794 any: 0.8623 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "76dbcd7b52c74814904fc6cbfe2fbdf3",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   14:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1092 RP : 0.0767 AMD: 0.1471 RVO: 0.1556 RD : 0.1106 Gla: 0.2751 DR : 0.2797 any: 0.3742 \n",
      "MH : 0.8040 RP : 0.9965 AMD: 0.9016 RVO: 0.8775 RD : 0.9732 Gla: 0.9295 DR : 0.9390 any: 0.9175 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8036375cdcaa4ccb88831d225052d087",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   15:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2446 RP : 0.2267 AMD: 0.2699 RVO: 0.2953 RD : 0.2831 Gla: 0.4245 DR : 0.4594 any: 0.5024 \n",
      "MH : 0.6054 RP : 0.9451 AMD: 0.7990 RVO: 0.8523 RD : 0.9460 Gla: 0.9031 DR : 0.8867 any: 0.8707 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "0bd6247909c64057adc58e0818203d3d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   15:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1079 RP : 0.0723 AMD: 0.1430 RVO: 0.1523 RD : 0.1077 Gla: 0.2708 DR : 0.2772 any: 0.3690 \n",
      "MH : 0.8142 RP : 0.9975 AMD: 0.9120 RVO: 0.8809 RD : 0.9744 Gla: 0.9300 DR : 0.9413 any: 0.9190 "
     ]
    },
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       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   16:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
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    },
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     "output_type": "stream",
     "text": [
      "MH : 0.2439 RP : 0.2264 AMD: 0.2677 RVO: 0.2951 RD : 0.2840 Gla: 0.4242 DR : 0.4513 any: 0.5016 \n",
      "MH : 0.6493 RP : 0.9474 AMD: 0.8226 RVO: 0.8325 RD : 0.9483 Gla: 0.8894 DR : 0.8904 any: 0.8706 "
     ]
    },
    {
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       "model_id": "057f677801c24e9bbedc2dda37578c08",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   16:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1069 RP : 0.0698 AMD: 0.1389 RVO: 0.1505 RD : 0.1067 Gla: 0.2685 DR : 0.2755 any: 0.3656 \n",
      "MH : 0.8306 RP : 0.9977 AMD: 0.9189 RVO: 0.8842 RD : 0.9719 Gla: 0.9314 DR : 0.9418 any: 0.9203 "
     ]
    },
    {
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       "model_id": "b37e412388b6409ab929f5940d288e2f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   17:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2437 RP : 0.2270 AMD: 0.2664 RVO: 0.2930 RD : 0.2811 Gla: 0.4154 DR : 0.4459 any: 0.4915 \n",
      "MH : 0.6539 RP : 0.9330 AMD: 0.8274 RVO: 0.8532 RD : 0.9428 Gla: 0.9092 DR : 0.8990 any: 0.8848 "
     ]
    },
    {
     "data": {
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       "model_id": "59f71251e4eb42bfbb917d4236704e2d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   17:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1058 RP : 0.0681 AMD: 0.1344 RVO: 0.1491 RD : 0.1069 Gla: 0.2669 DR : 0.2725 any: 0.3627 \n",
      "MH : 0.8413 RP : 0.9982 AMD: 0.9229 RVO: 0.8858 RD : 0.9701 Gla: 0.9327 DR : 0.9425 any: 0.9213 "
     ]
    },
    {
     "data": {
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       "model_id": "d7a4ebf08edb4ef68cd93b983dd38102",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   18:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2439 RP : 0.2234 AMD: 0.2634 RVO: 0.2929 RD : 0.2780 Gla: 0.4076 DR : 0.4346 any: 0.4766 \n",
      "MH : 0.6418 RP : 0.9321 AMD: 0.8689 RVO: 0.8503 RD : 0.9546 Gla: 0.9214 DR : 0.9125 any: 0.8960 "
     ]
    },
    {
     "data": {
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       "model_id": "e45839be8c7e44d8943321df85e06cf6",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   18:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1050 RP : 0.0664 AMD: 0.1298 RVO: 0.1471 RD : 0.1062 Gla: 0.2638 DR : 0.2691 any: 0.3594 \n",
      "MH : 0.8440 RP : 0.9987 AMD: 0.9285 RVO: 0.8866 RD : 0.9692 Gla: 0.9330 DR : 0.9429 any: 0.9223 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "abe9fdf41327439f8a2cb71da8fb6de6",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   19:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2437 RP : 0.2251 AMD: 0.2611 RVO: 0.2899 RD : 0.2780 Gla: 0.4090 DR : 0.4380 any: 0.4816 \n",
      "MH : 0.6512 RP : 0.9605 AMD: 0.8617 RVO: 0.8727 RD : 0.9563 Gla: 0.9212 DR : 0.9116 any: 0.8967 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "1eb083430af048b49bc86bc4e48ad6cf",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   19:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1045 RP : 0.0651 AMD: 0.1256 RVO: 0.1455 RD : 0.1065 Gla: 0.2622 DR : 0.2687 any: 0.3570 \n",
      "MH : 0.8431 RP : 0.9990 AMD: 0.9325 RVO: 0.8872 RD : 0.9691 Gla: 0.9329 DR : 0.9429 any: 0.9232 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4ff474de6f584d20ad7da5d902171437",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   20:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2439 RP : 0.2257 AMD: 0.2642 RVO: 0.2903 RD : 0.2800 Gla: 0.4114 DR : 0.4392 any: 0.4791 \n",
      "MH : 0.6529 RP : 0.9381 AMD: 0.8340 RVO: 0.8656 RD : 0.9483 Gla: 0.9156 DR : 0.9072 any: 0.8952 "
     ]
    },
    {
     "data": {
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       "model_id": "16fbd08358be436f955b6b28b09d5335",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   20:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1041 RP : 0.0643 AMD: 0.1227 RVO: 0.1447 RD : 0.1071 Gla: 0.2614 DR : 0.2687 any: 0.3561 \n",
      "MH : 0.8394 RP : 0.9992 AMD: 0.9351 RVO: 0.8874 RD : 0.9692 Gla: 0.9326 DR : 0.9429 any: 0.9237 "
     ]
    },
    {
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\n",
      "text/plain": [
       "<Figure size 600x180 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 600x180 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "bf79be9c4ad94bbfaa2d88622a0a227f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   21:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2444 RP : 0.2305 AMD: 0.2652 RVO: 0.3014 RD : 0.2848 Gla: 0.4290 DR : 0.4636 any: 0.5044 \n",
      "MH : 0.6024 RP : 0.9183 AMD: 0.8153 RVO: 0.8354 RD : 0.9464 Gla: 0.8854 DR : 0.8783 any: 0.8646 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b19ca73e5270470b95582bc04692bb29",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   21:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1039 RP : 0.0635 AMD: 0.1211 RVO: 0.1437 RD : 0.1046 Gla: 0.2612 DR : 0.2687 any: 0.3545 \n",
      "MH : 0.8375 RP : 0.9989 AMD: 0.9348 RVO: 0.8879 RD : 0.9722 Gla: 0.9316 DR : 0.9431 any: 0.9243 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d2c335c780f24bc795e32cf6c6d0a854",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   22:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2441 RP : 0.2291 AMD: 0.2678 RVO: 0.3009 RD : 0.2913 Gla: 0.4321 DR : 0.4638 any: 0.5158 \n",
      "MH : 0.6103 RP : 0.9317 AMD: 0.7915 RVO: 0.8373 RD : 0.9348 Gla: 0.8937 DR : 0.8847 any: 0.8627 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5f643d2190af438b86d862881554e6f2",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   22:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1037 RP : 0.0632 AMD: 0.1202 RVO: 0.1440 RD : 0.1040 Gla: 0.2621 DR : 0.2674 any: 0.3547 \n",
      "MH : 0.8387 RP : 0.9989 AMD: 0.9348 RVO: 0.8872 RD : 0.9711 Gla: 0.9317 DR : 0.9438 any: 0.9243 "
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       "Train Ep   23:   0%|          | 0/286 [00:00<?, ?it/s]"
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     "text": [
      "MH : 0.2437 RP : 0.2285 AMD: 0.2637 RVO: 0.2984 RD : 0.2881 Gla: 0.4266 DR : 0.4610 any: 0.5121 \n",
      "MH : 0.6340 RP : 0.9305 AMD: 0.8505 RVO: 0.8354 RD : 0.9394 Gla: 0.8968 DR : 0.8876 any: 0.8655 "
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       "Val Ep   23:   0%|          | 0/60 [00:00<?, ?it/s]"
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     "text": [
      "MH : 0.1037 RP : 0.0630 AMD: 0.1177 RVO: 0.1439 RD : 0.1041 Gla: 0.2623 DR : 0.2693 any: 0.3553 \n",
      "MH : 0.8450 RP : 0.9986 AMD: 0.9334 RVO: 0.8883 RD : 0.9697 Gla: 0.9321 DR : 0.9434 any: 0.9247 "
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       "Train Ep   24:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
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     "text": [
      "MH : 0.2435 RP : 0.2270 AMD: 0.2624 RVO: 0.2978 RD : 0.2873 Gla: 0.4295 DR : 0.4513 any: 0.5082 \n",
      "MH : 0.6734 RP : 0.9506 AMD: 0.8422 RVO: 0.8329 RD : 0.9438 Gla: 0.8928 DR : 0.8888 any: 0.8649 "
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       "Val Ep   24:   0%|          | 0/60 [00:00<?, ?it/s]"
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     "text": [
      "MH : 0.1035 RP : 0.0626 AMD: 0.1150 RVO: 0.1434 RD : 0.1037 Gla: 0.2624 DR : 0.2676 any: 0.3539 \n",
      "MH : 0.8468 RP : 0.9985 AMD: 0.9304 RVO: 0.8895 RD : 0.9705 Gla: 0.9321 DR : 0.9437 any: 0.9254 "
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      "text/plain": [
       "Train Ep   25:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
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     "text": [
      "MH : 0.2435 RP : 0.2240 AMD: 0.2645 RVO: 0.2958 RD : 0.2830 Gla: 0.4186 DR : 0.4471 any: 0.4935 \n",
      "MH : 0.6594 RP : 0.9614 AMD: 0.8307 RVO: 0.8463 RD : 0.9482 Gla: 0.9069 DR : 0.8985 any: 0.8806 "
     ]
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       "version_minor": 0
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      "text/plain": [
       "Val Ep   25:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
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    },
    {
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     "output_type": "stream",
     "text": [
      "MH : 0.1037 RP : 0.0614 AMD: 0.1141 RVO: 0.1433 RD : 0.1037 Gla: 0.2621 DR : 0.2678 any: 0.3528 \n",
      "MH : 0.8517 RP : 0.9989 AMD: 0.9349 RVO: 0.8911 RD : 0.9692 Gla: 0.9315 DR : 0.9437 any: 0.9258 "
     ]
    },
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      "text/plain": [
       "Train Ep   26:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
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    },
    {
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     "output_type": "stream",
     "text": [
      "MH : 0.2433 RP : 0.2239 AMD: 0.2603 RVO: 0.2885 RD : 0.2753 Gla: 0.4083 DR : 0.4360 any: 0.4796 \n",
      "MH : 0.6688 RP : 0.9431 AMD: 0.8589 RVO: 0.8603 RD : 0.9485 Gla: 0.9115 DR : 0.9080 any: 0.8920 "
     ]
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      "text/plain": [
       "Val Ep   26:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
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    {
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     "text": [
      "MH : 0.1034 RP : 0.0601 AMD: 0.1127 RVO: 0.1423 RD : 0.1039 Gla: 0.2610 DR : 0.2661 any: 0.3504 \n",
      "MH : 0.8569 RP : 0.9989 AMD: 0.9350 RVO: 0.8927 RD : 0.9680 Gla: 0.9320 DR : 0.9444 any: 0.9266 "
     ]
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      "text/plain": [
       "Train Ep   27:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
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    {
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     "text": [
      "MH : 0.2434 RP : 0.2241 AMD: 0.2565 RVO: 0.2929 RD : 0.2804 Gla: 0.4130 DR : 0.4414 any: 0.4877 \n",
      "MH : 0.6885 RP : 0.9546 AMD: 0.8972 RVO: 0.8628 RD : 0.9512 Gla: 0.9225 DR : 0.9089 any: 0.8924 "
     ]
    },
    {
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      "text/plain": [
       "Val Ep   27:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
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    {
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     "text": [
      "MH : 0.1031 RP : 0.0591 AMD: 0.1113 RVO: 0.1418 RD : 0.1042 Gla: 0.2584 DR : 0.2648 any: 0.3489 \n",
      "MH : 0.8602 RP : 0.9991 AMD: 0.9339 RVO: 0.8937 RD : 0.9672 Gla: 0.9337 DR : 0.9452 any: 0.9272 "
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      "text/plain": [
       "Train Ep   28:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
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    {
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     "text": [
      "MH : 0.2432 RP : 0.2228 AMD: 0.2576 RVO: 0.2899 RD : 0.2765 Gla: 0.4101 DR : 0.4371 any: 0.4748 \n",
      "MH : 0.6902 RP : 0.9611 AMD: 0.8810 RVO: 0.8746 RD : 0.9532 Gla: 0.9210 DR : 0.9140 any: 0.9002 "
     ]
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      "text/plain": [
       "Val Ep   28:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
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    {
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     "text": [
      "MH : 0.1034 RP : 0.0589 AMD: 0.1103 RVO: 0.1415 RD : 0.1050 Gla: 0.2575 DR : 0.2654 any: 0.3482 \n",
      "MH : 0.8579 RP : 0.9990 AMD: 0.9346 RVO: 0.8946 RD : 0.9667 Gla: 0.9343 DR : 0.9454 any: 0.9276 "
     ]
    },
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      "text/plain": [
       "Train Ep   29:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
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    {
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     "text": [
      "MH : 0.2429 RP : 0.2212 AMD: 0.2564 RVO: 0.2861 RD : 0.2712 Gla: 0.4008 DR : 0.4194 any: 0.4594 \n",
      "MH : 0.7005 RP : 0.9644 AMD: 0.8806 RVO: 0.8825 RD : 0.9603 Gla: 0.9272 DR : 0.9245 any: 0.9097 "
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       "Val Ep   29:   0%|          | 0/60 [00:00<?, ?it/s]"
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      "MH : 0.1031 RP : 0.0585 AMD: 0.1095 RVO: 0.1407 RD : 0.1050 Gla: 0.2567 DR : 0.2633 any: 0.3466 \n",
      "MH : 0.8576 RP : 0.9990 AMD: 0.9354 RVO: 0.8946 RD : 0.9658 Gla: 0.9348 DR : 0.9459 any: 0.9281 "
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      "text/plain": [
       "Train Ep   30:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
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     "text": [
      "MH : 0.2430 RP : 0.2216 AMD: 0.2561 RVO: 0.2852 RD : 0.2732 Gla: 0.3914 DR : 0.4215 any: 0.4562 \n",
      "MH : 0.6896 RP : 0.9656 AMD: 0.8753 RVO: 0.8760 RD : 0.9562 Gla: 0.9378 DR : 0.9266 any: 0.9148 "
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       "Val Ep   30:   0%|          | 0/60 [00:00<?, ?it/s]"
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      "MH : 0.1031 RP : 0.0584 AMD: 0.1090 RVO: 0.1402 RD : 0.1052 Gla: 0.2561 DR : 0.2616 any: 0.3452 \n",
      "MH : 0.8556 RP : 0.9990 AMD: 0.9369 RVO: 0.8944 RD : 0.9647 Gla: 0.9351 DR : 0.9461 any: 0.9283 "
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\n",
      "text/plain": [
       "<Figure size 600x180 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 600x180 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "5de33a23103240fcb04de62d0c49fe6f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   31:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2442 RP : 0.2257 AMD: 0.2611 RVO: 0.2960 RD : 0.2868 Gla: 0.4277 DR : 0.4528 any: 0.5013 \n",
      "MH : 0.6034 RP : 0.9608 AMD: 0.8563 RVO: 0.8587 RD : 0.9402 Gla: 0.8945 DR : 0.8897 any: 0.8749 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7646ab4eddf94baab3cc8ac300640600",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   31:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1030 RP : 0.0580 AMD: 0.1089 RVO: 0.1396 RD : 0.1045 Gla: 0.2564 DR : 0.2631 any: 0.3445 \n",
      "MH : 0.8528 RP : 0.9992 AMD: 0.9383 RVO: 0.8963 RD : 0.9668 Gla: 0.9347 DR : 0.9458 any: 0.9296 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ed6792b953064916871c5de4f21b318d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   32:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2433 RP : 0.2256 AMD: 0.2606 RVO: 0.2946 RD : 0.2823 Gla: 0.4256 DR : 0.4512 any: 0.4990 \n",
      "MH : 0.6575 RP : 0.9404 AMD: 0.8546 RVO: 0.8384 RD : 0.9498 Gla: 0.8978 DR : 0.8957 any: 0.8733 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "3dbb3ca88fae46daada2be07369020aa",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   32:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1029 RP : 0.0580 AMD: 0.1085 RVO: 0.1400 RD : 0.1035 Gla: 0.2571 DR : 0.2626 any: 0.3450 \n",
      "MH : 0.8566 RP : 0.9996 AMD: 0.9403 RVO: 0.8991 RD : 0.9644 Gla: 0.9345 DR : 0.9458 any: 0.9295 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4ea1d79e591a4c20aee9d1973ff3a452",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   33:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2432 RP : 0.2255 AMD: 0.2623 RVO: 0.2948 RD : 0.2837 Gla: 0.4281 DR : 0.4518 any: 0.4942 \n",
      "MH : 0.6773 RP : 0.9565 AMD: 0.8576 RVO: 0.8430 RD : 0.9432 Gla: 0.8975 DR : 0.8967 any: 0.8832 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "9fcdfd3a104a43b7baacf53a68aacfad",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   33:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1027 RP : 0.0581 AMD: 0.1100 RVO: 0.1406 RD : 0.1029 Gla: 0.2602 DR : 0.2622 any: 0.3451 \n",
      "MH : 0.8577 RP : 0.9994 AMD: 0.9392 RVO: 0.9004 RD : 0.9644 Gla: 0.9351 DR : 0.9455 any: 0.9293 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "88e0ccc45da1477b84ebdcbb7ce14ee2",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   34:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2434 RP : 0.2237 AMD: 0.2617 RVO: 0.2929 RD : 0.2788 Gla: 0.4149 DR : 0.4455 any: 0.4929 \n",
      "MH : 0.6512 RP : 0.9479 AMD: 0.8800 RVO: 0.8488 RD : 0.9547 Gla: 0.9124 DR : 0.9043 any: 0.8818 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "fcf3a63df1c44b338f871b6a593e0932",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   34:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1027 RP : 0.0575 AMD: 0.1101 RVO: 0.1407 RD : 0.1026 Gla: 0.2601 DR : 0.2629 any: 0.3455 \n",
      "MH : 0.8643 RP : 0.9997 AMD: 0.9428 RVO: 0.9024 RD : 0.9650 Gla: 0.9345 DR : 0.9454 any: 0.9297 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e9805407ffa84a57a38d789d71dfd7f7",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   35:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2430 RP : 0.2214 AMD: 0.2582 RVO: 0.2903 RD : 0.2766 Gla: 0.4097 DR : 0.4280 any: 0.4792 \n",
      "MH : 0.6863 RP : 0.9518 AMD: 0.8870 RVO: 0.8649 RD : 0.9537 Gla: 0.9160 DR : 0.9170 any: 0.8962 "
     ]
    },
    {
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      },
      "text/plain": [
       "Val Ep   35:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
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    },
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     "text": [
      "MH : 0.1029 RP : 0.0572 AMD: 0.1094 RVO: 0.1403 RD : 0.1023 Gla: 0.2591 DR : 0.2628 any: 0.3441 \n",
      "MH : 0.8696 RP : 0.9994 AMD: 0.9428 RVO: 0.9024 RD : 0.9644 Gla: 0.9337 DR : 0.9452 any: 0.9301 "
     ]
    },
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      },
      "text/plain": [
       "Train Ep   36:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
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    },
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     "output_type": "stream",
     "text": [
      "MH : 0.2430 RP : 0.2224 AMD: 0.2565 RVO: 0.2887 RD : 0.2727 Gla: 0.4010 DR : 0.4253 any: 0.4691 \n",
      "MH : 0.6843 RP : 0.9590 AMD: 0.9100 RVO: 0.8768 RD : 0.9572 Gla: 0.9245 DR : 0.9188 any: 0.9022 "
     ]
    },
    {
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       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   36:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
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    },
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     "output_type": "stream",
     "text": [
      "MH : 0.1030 RP : 0.0570 AMD: 0.1082 RVO: 0.1394 RD : 0.1018 Gla: 0.2577 DR : 0.2623 any: 0.3419 \n",
      "MH : 0.8654 RP : 0.9990 AMD: 0.9472 RVO: 0.9023 RD : 0.9641 Gla: 0.9348 DR : 0.9451 any: 0.9311 "
     ]
    },
    {
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       "model_id": "6d32bdba730f429a96abcd727551882a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   37:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2426 RP : 0.2221 AMD: 0.2560 RVO: 0.2880 RD : 0.2725 Gla: 0.4014 DR : 0.4232 any: 0.4633 \n",
      "MH : 0.7236 RP : 0.9474 AMD: 0.8875 RVO: 0.8831 RD : 0.9626 Gla: 0.9270 DR : 0.9251 any: 0.9075 "
     ]
    },
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       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   37:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1030 RP : 0.0569 AMD: 0.1078 RVO: 0.1395 RD : 0.1016 Gla: 0.2577 DR : 0.2632 any: 0.3402 \n",
      "MH : 0.8729 RP : 0.9992 AMD: 0.9501 RVO: 0.9006 RD : 0.9635 Gla: 0.9350 DR : 0.9453 any: 0.9322 "
     ]
    },
    {
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       "model_id": "dc3b742c3e78426b92493df57b23e33a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   38:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2426 RP : 0.2226 AMD: 0.2534 RVO: 0.2841 RD : 0.2730 Gla: 0.3960 DR : 0.4244 any: 0.4591 \n",
      "MH : 0.7289 RP : 0.9558 AMD: 0.9210 RVO: 0.8759 RD : 0.9581 Gla: 0.9362 DR : 0.9297 any: 0.9158 "
     ]
    },
    {
     "data": {
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       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   38:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1034 RP : 0.0571 AMD: 0.1074 RVO: 0.1391 RD : 0.1026 Gla: 0.2570 DR : 0.2633 any: 0.3393 \n",
      "MH : 0.8836 RP : 0.9992 AMD: 0.9514 RVO: 0.8990 RD : 0.9620 Gla: 0.9348 DR : 0.9454 any: 0.9326 "
     ]
    },
    {
     "data": {
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       "model_id": "e732839e77ee42148ec2bc6c6d02ffff",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   39:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2428 RP : 0.2213 AMD: 0.2537 RVO: 0.2837 RD : 0.2743 Gla: 0.3991 DR : 0.4198 any: 0.4555 \n",
      "MH : 0.6996 RP : 0.9695 AMD: 0.9023 RVO: 0.8831 RD : 0.9564 Gla: 0.9288 DR : 0.9261 any: 0.9150 "
     ]
    },
    {
     "data": {
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       "model_id": "a63a988552894b99b01c88c482e657bb",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   39:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1035 RP : 0.0572 AMD: 0.1069 RVO: 0.1390 RD : 0.1038 Gla: 0.2562 DR : 0.2632 any: 0.3383 \n",
      "MH : 0.8867 RP : 0.9992 AMD: 0.9505 RVO: 0.8993 RD : 0.9617 Gla: 0.9349 DR : 0.9455 any: 0.9329 "
     ]
    },
    {
     "data": {
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       "model_id": "c5ad96ca24414d27a8ae7e7362249eb4",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Train Ep   40:   0%|          | 0/286 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.2424 RP : 0.2194 AMD: 0.2514 RVO: 0.2841 RD : 0.2725 Gla: 0.3918 DR : 0.4165 any: 0.4517 \n",
      "MH : 0.7225 RP : 0.9721 AMD: 0.9131 RVO: 0.8811 RD : 0.9583 Gla: 0.9335 DR : 0.9278 any: 0.9170 "
     ]
    },
    {
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       "model_id": "3b2ea54869164da0bb5e0489f10e9026",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Val Ep   40:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1035 RP : 0.0572 AMD: 0.1065 RVO: 0.1390 RD : 0.1047 Gla: 0.2559 DR : 0.2627 any: 0.3377 \n",
      "MH : 0.8862 RP : 0.9993 AMD: 0.9490 RVO: 0.8992 RD : 0.9611 Gla: 0.9349 DR : 0.9456 any: 0.9331 "
     ]
    },
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\n",
      "text/plain": [
       "<Figure size 600x180 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 600x180 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1800x450 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1800x450 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "expresults/r34_REp03s3pixdrop_L26_aLS_ema_mixupp1a06_cos101_40eps_07_17\n",
      "Done\n",
      "\n",
      "\n",
      "MH : 0.1035 RP : 0.0572 AMD: 0.1065 RVO: 0.1390 RD : 0.1047 Gla: 0.2559 DR : 0.2627 any: 0.3377 \n",
      "MH : 0.8862 RP : 0.9993 AMD: 0.9490 RVO: 0.8992 RD : 0.9611 Gla: 0.9349 DR : 0.9456 any: 0.9331 "
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "aa7029837d0548db8b9a391bf9629560",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "EMA Val:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MH : 0.1061 RP : 0.0620 AMD: 0.1098 RVO: 0.1476 RD : 0.1221 Gla: 0.2685 DR : 0.2831 any: 0.3600 \n",
      "MH : 0.8665 RP : 0.9994 AMD: 0.9367 RVO: 0.8938 RD : 0.9588 Gla: 0.9330 DR : 0.9428 any: 0.9279 "
     ]
    }
   ],
   "source": [
    "expname = 'r34_REp03s3pix' \n",
    "\n",
    "n_epochs = 40\n",
    "\n",
    "labelsmoothing_alpha = 0.05\n",
    "weight_decay = 5e-6\n",
    "dropouts = [0.1,0.5]\n",
    "aug_prob = 0.9\n",
    "use_cosine_scheduler=True\n",
    "use_timm_scheduler=False\n",
    "lr = 5e-5 if not use_cosine_scheduler else 0.1\n",
    "T_0 = 10\n",
    "T_mult = 1\n",
    "use_ema=True\n",
    "use_mixup=True\n",
    "\n",
    "expname += f\"{'aug_' if aug_prob>0. else ''}{'drop_' if any((d>0 for d in dropouts)) else ''}\"\n",
    "expname += f\"L2{str(weight_decay)[-1]}_{'aLS_' if labelsmoothing_alpha>0 else''}\"\n",
    "if use_ema: expname+='ema_'\n",
    "if use_mixup: expname+='mixupp1a06_'\n",
    "expname += f\"{'cos'+str(T_0)+str(T_mult) if labelsmoothing_alpha>0 else''}{'timm' if use_timm_scheduler else ''}_{str(n_epochs)+'eps'}\"\n",
    "\n",
    "include_third_channel = False\n",
    "batch_size = 32\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from matplotlib import pyplot as plt\n",
    "from PIL import Image\n",
    "import torch\n",
    "import torch.nn as nn\n",
    "import torch.optim as optim\n",
    "from torch.utils.data import Dataset, DataLoader\n",
    "from torchvision import transforms, models\n",
    "import timm \n",
    "from timm.scheduler.cosine_lr import CosineLRScheduler\n",
    "from timm.utils.model_ema import ModelEmaV2\n",
    "# from timm.data.mixup import Mixup\n",
    "# import patched Mixup which supports multi-label case\n",
    "from mixup_patched import Mixup\n",
    "from sklearn.metrics import roc_auc_score\n",
    "from sklearn.model_selection import StratifiedKFold\n",
    "from datetime import datetime\n",
    "from tqdm.notebook import tqdm\n",
    "from pathlib import Path\n",
    "\n",
    "seed=42\n",
    "np.random.seed(seed)\n",
    "torch.manual_seed(seed)\n",
    "expname+=datetime.today().strftime('_%m_%d')\n",
    "expname=Path(f'expresults/{expname}')\n",
    "expname.mkdir(exist_ok=True)\n",
    "\n",
    "class TOPDataset(Dataset):\n",
    "  def __init__(self, csv_file, img_dir, targets, transform=None,\n",
    "               covariates=None, return_covariates='auto', \n",
    "               labelsmoothing_alpha=0, include_third_channel=False):\n",
    "    self.csv_file = csv_file\n",
    "    self.img_dir = Path(img_dir)\n",
    "    self.transforms = transforms.ToTensor() if transform is None else transform\n",
    "    self.targets = targets if not isinstance(targets, str) else [targets]\n",
    "    self.covariates = covariates if not isinstance(covariates, str) else [covariates]\n",
    "    self.return_covariates = (covariates is not None) if return_covariates=='auto' else return_covariates\n",
    "    self.labelsmoothing_alpha = labelsmoothing_alpha\n",
    "    self.include_third_channel = include_third_channel\n",
    "    self.df = pd.read_csv(csv_file)\n",
    "    \n",
    "  def __len__(self):\n",
    "    return self.df.filename.size\n",
    "  \n",
    "  def __getitem__(self, idx):\n",
    "    row = self.df.iloc[idx,:]\n",
    "    \n",
    "    image = Image.open(self.img_dir/row['filename'])\n",
    "    # all images are loaded as left eyes by default, i.e. right eyes are flipped\n",
    "    if row['LR'] == 'R':\n",
    "      image=image.transpose(Image.FLIP_LEFT_RIGHT)\n",
    "    image = self.transforms(image)\n",
    "    if not self.include_third_channel:\n",
    "      image=image[:2,...]\n",
    "      \n",
    "    targets = torch.Tensor(row[self.targets])\n",
    "    \n",
    "    if self.labelsmoothing_alpha > 0:\n",
    "      # asymmetric smoothing\n",
    "      targets *= (1-(self.labelsmoothing_alpha+0.01))\n",
    "      targets += self.labelsmoothing_alpha\n",
    "    \n",
    "    if self.return_covariates:\n",
    "      if self.covariates is not None:\n",
    "        covariates = row[self.covariates].values\n",
    "      else:\n",
    "        covariates = None\n",
    "      return image, targets, covariates\n",
    "    \n",
    "    return image, targets\n",
    "\n",
    "# TOP Train set, exact\n",
    "## Adding a third value for compatability with plotting images\n",
    "norm_means = [0.22578795, 0.23797078, 1]\n",
    "norm_stds = [0.14651306, 0.11282759, 1]\n",
    "\n",
    "\n",
    "basic_transform = transforms.Compose([transforms.ToTensor(),\n",
    "                                      transforms.Normalize(norm_means, norm_stds)])\n",
    "\n",
    "# for visualisation purposes\n",
    "def add_dummy_channel_if_needed(X):\n",
    "  if X.shape[0]==3:\n",
    "    return X\n",
    "  dummy_channel = torch.zeros_like(X[0]).unsqueeze(0)\n",
    "  dummy_channel -= norm_means[2]/norm_stds[2]\n",
    "  return torch.cat((X,dummy_channel))\n",
    "denormalize = transforms.Compose([transforms.Lambda(add_dummy_channel_if_needed),\n",
    "  transforms.Normalize(-np.array(norm_means)/np.array(norm_stds),\n",
    "                                                       1/np.array(norm_stds))])\n",
    "\n",
    "def random_scale(X):\n",
    "  # uniform([0.75, 1.25])\n",
    "  # scale_range = 0.25\n",
    "  # scale_range = 1/(scale_range*2)\n",
    "  # > 2.0 is the factor we want to achieve +-0.25\n",
    "  # scale = (torch.rand(3,1,1)/scale_range)+1-(1/scale_range/2)\n",
    "  scale = (torch.rand(3,1,1)/2)+1-(1/2/2)\n",
    "  return X * scale\n",
    "\n",
    "def add_gaussian_noise(X):\n",
    "  # Normal(0, 0.1)\n",
    "  noise = torch.randn(X.size()) * 0.1\n",
    "  return X + noise\n",
    "\n",
    "augment_transforms = transforms.Compose([\n",
    "      transforms.RandomErasing(p=0.3, scale=(0.05, 0.3), value='random'),\n",
    "      transforms.RandomAffine(degrees=15, scale=[0.8, 1.2], shear=10),\n",
    "])\n",
    "domain_transforms = transforms.Compose([\n",
    "      transforms.GaussianBlur(kernel_size=(7), sigma=(0.1,1)),\n",
    "      transforms.Lambda(random_scale),\n",
    "      transforms.Lambda(add_gaussian_noise),\n",
    "])\n",
    "flip_transforms = transforms.Compose([transforms.RandomHorizontalFlip(p=0.3),\n",
    "                                      transforms.RandomVerticalFlip(p=0.1)])\n",
    "train_transforms=transforms.Compose([\n",
    "      transforms.ToTensor(),\n",
    "      transforms.RandomApply([augment_transforms], p=aug_prob),\n",
    "      transforms.Normalize(norm_means, norm_stds),\n",
    "      flip_transforms,\n",
    "      transforms.RandomApply([domain_transforms], p=aug_prob)\n",
    "])\n",
    "if use_mixup:\n",
    "  mixup = Mixup(mixup_alpha=0.6, prob=1, label_smoothing=0)\n",
    "\n",
    "targets = ['MH', 'RP', 'AMD', 'RVO', 'RD', 'Gla', 'DR', 'any_retina_disease']\n",
    "\n",
    "train_set = TOPDataset(csv_file='PATH/TO/PREPROCESSED/DATA/df_train.csv',\n",
    "                       img_dir = 'PATH/TO/PREPROCESSED/DATA/images',\n",
    "                       targets=targets, transform=train_transforms,\n",
    "                       labelsmoothing_alpha=labelsmoothing_alpha, include_third_channel=include_third_channel)\n",
    "val_set = TOPDataset(csv_file='PATH/TO/PREPROCESSED/DATA/df_val.csv',\n",
    "                       img_dir = 'PATH/TO/PREPROCESSED/DATA/images',\n",
    "                       targets=targets, transform=basic_transform, include_third_channel=include_third_channel)\n",
    "train_loader = DataLoader(train_set, batch_size=batch_size, shuffle=True, num_workers=7)\n",
    "val_loader = DataLoader(val_set, batch_size=batch_size, shuffle=False, num_workers=7)\n",
    "\n",
    "\n",
    "model = timm.create_model('resnet34', pretrained=True, in_chans=2)\n",
    "model.fc = nn.Sequential(nn.Dropout(p=dropouts[0]), nn.Linear(512, 128), nn.PReLU(128), \n",
    "                         nn.Dropout(p=dropouts[1]), nn.Linear(128, len(targets)))\n",
    "\n",
    "# model.fc = nn.Sequential(nn.Dropout(p=dropouts[0]), nn.Linear(512, len(targets)))\n",
    "\n",
    "param_count = sum(p.numel() for p in model.parameters() if p.requires_grad)\n",
    "\n",
    "criterion = nn.BCEWithLogitsLoss(reduction='none')\n",
    "optimizer = optim.Adam(model.parameters(), lr=lr, weight_decay=weight_decay)#\n",
    "scheduler = None\n",
    "if use_cosine_scheduler:\n",
    "  print(f'Using Cosine Schedule lr={lr}, T_0={T_0}, T_mult={T_mult}')\n",
    "  optimizer = optim.SGD(model.parameters(), lr=lr, momentum=0.9, weight_decay=weight_decay)\n",
    "  if not use_timm_scheduler:\n",
    "    scheduler = optim.lr_scheduler.CosineAnnealingWarmRestarts(optimizer, T_0, T_mult)\n",
    "  else:\n",
    "    scheduler = CosineLRScheduler() # TODO\n",
    "\n",
    "device = torch.device(\"cuda:0\" if torch.cuda.is_available() else \"cpu\")\n",
    "model.to(device)\n",
    "if use_ema:\n",
    "  ema = ModelEmaV2(model=model, decay=0.999)\n",
    "print(f'Training on {device}. Model has {param_count} parameters.\\n'\n",
    "      f'Experiment is called {expname}.')\n",
    "\n",
    "\n",
    "\n",
    "train_losses_iter = []\n",
    "val_losses_iter = []\n",
    "train_aucs = np.empty(shape=(0, len(targets)))\n",
    "val_aucs = np.empty(shape=(0, len(targets)))\n",
    "train_losses = np.empty(shape=(0, len(targets)))\n",
    "val_losses = np.empty(shape=(0, len(targets)))\n",
    "n_iters_per_epoch = len(train_loader)\n",
    "\n",
    "for epoch in range(n_epochs):\n",
    "  # training\n",
    "  model.train()\n",
    "  running_losses = torch.zeros(len(targets), device=device)\n",
    "  train_targets = torch.tensor([])\n",
    "  train_preds = torch.tensor([])\n",
    "  for batch_idx, (inputs, labels) in enumerate(tqdm(train_loader, desc=f'Train Ep {epoch+1:4}')):\n",
    "    inputs = inputs.to(device)\n",
    "    labels = labels.to(device)\n",
    "    # timm's mixup only works on even-sized batches,\n",
    "    # but final epoch batch might be uneven\n",
    "    if use_mixup and inputs.shape[0]%2==0:\n",
    "      inputs, labels = mixup(inputs, labels)\n",
    "    optimizer.zero_grad()\n",
    "    outputs = model(inputs)\n",
    "    loss = criterion(outputs, labels)\n",
    "    loss.mean().backward()\n",
    "    optimizer.step()\n",
    "    if use_ema:\n",
    "      ema.update(model)\n",
    "    if scheduler is not None:\n",
    "      scheduler.step(epoch + batch_idx / n_iters_per_epoch)\n",
    "    \n",
    "    running_losses += loss.sum(axis=0).detach()\n",
    "    train_losses_iter.append(loss.mean().detach().item())\n",
    "    train_targets = torch.cat((train_targets, labels.to('cpu').round()), dim=0)\n",
    "    train_preds = torch.cat((train_preds, outputs.detach().to('cpu')), dim=0)\n",
    "    \n",
    "  epoch_losses = running_losses.to('cpu') / len(train_set)\n",
    "  train_losses = np.vstack([train_losses, epoch_losses])\n",
    "  for t, l in zip(targets, epoch_losses):\n",
    "    print(f'{t[:3]:3}: {l:.4f}', end=' ')\n",
    "  print()\n",
    "  aucs = [roc_auc_score(train_targets[:,i], train_preds[:,i]) for i in range(len(targets))]\n",
    "  train_aucs = np.vstack([train_aucs, aucs])\n",
    "  for t, l in zip(targets, aucs):\n",
    "    print(f'{t[:3]:3}: {l:.4f}', end=' ')\n",
    "    \n",
    "  # validation\n",
    "  if use_ema:\n",
    "    eval_model = ema.module\n",
    "  else:\n",
    "    eval_model=model\n",
    "  eval_model.eval()\n",
    "  running_losses = torch.zeros(len(targets), device=device)\n",
    "  val_targets = torch.tensor([])\n",
    "  val_preds = torch.tensor([])\n",
    "  for inputs, labels in tqdm(val_loader, desc=f'Val Ep {epoch+1:4}'):\n",
    "    with torch.no_grad():\n",
    "      inputs = inputs.to(device)\n",
    "      labels = labels.to(device)\n",
    "      outputs = eval_model(inputs)\n",
    "      loss = criterion(outputs, labels)\n",
    "      running_losses += loss.sum(axis=0)\n",
    "      val_losses_iter.append(loss.mean().item())\n",
    "      val_targets = torch.cat((val_targets.round(), labels.to('cpu')), dim=0)\n",
    "      val_preds = torch.cat((val_preds, outputs.to('cpu')), dim=0)\n",
    "  epoch_losses = running_losses.to('cpu') / len(val_set)\n",
    "  val_losses = np.vstack([val_losses, epoch_losses])\n",
    "  for t, l in zip(targets, epoch_losses):\n",
    "    print(f'{t[:3]:3}: {l:.4f}', end=' ')\n",
    "  print()\n",
    "  aucs = [roc_auc_score(val_targets[:,i], val_preds[:,i]) for i in range(len(targets))]\n",
    "  val_aucs = np.vstack([val_aucs, aucs])\n",
    "  for t, l in zip(targets, aucs):\n",
    "    print(f'{t[:3]:3}: {l:.4f}', end=' ')\n",
    "  \n",
    "  # plotting\n",
    "  if all([(epoch+1)%10==0]) or epoch==(n_epochs-1):\n",
    "    plt.figure(figsize=(5,1.5), dpi=120)\n",
    "    l = plt.plot(np.arange(1, epoch+2), val_losses.mean(1))\n",
    "    plt.plot(np.arange(1, epoch+2), train_losses.mean(1), c=l[0].get_color(), linestyle=':')\n",
    "    plt.ylim(top=0.4, bottom=0)\n",
    "    plt.xlim(0.5, n_epochs+0.5)\n",
    "    plt.grid(True)\n",
    "    plt.show()\n",
    "    \n",
    "    plt.figure(figsize=(5,1.5), dpi=120)\n",
    "    l = plt.plot(np.arange(1, epoch+2), val_aucs[:,-1])\n",
    "    plt.plot(np.arange(1, epoch+2), train_aucs[:,-1], c=l[0].get_color(), linestyle=':')\n",
    "    plt.axhline(0.930590, c='gray', linestyle=':')\n",
    "    plt.ylim(top=1, bottom=0.85)\n",
    "    plt.xlim(0.5, n_epochs+0.5)\n",
    "    plt.grid(True)\n",
    "    plt.show()\n",
    "    \n",
    "#     plt.figure(figsize=(5,1), dpi=100)\n",
    "#     plt.ylim(top=0.25, bottom=0.)\n",
    "#     plt.xlim(left=0., right=len(train_losses_iter)+1)\n",
    "#     train_losses_iter_series = pd.Series(train_losses_iter)\n",
    "#     train_losses_iter_std = train_losses_iter_series.rolling(30).std()\n",
    "#     train_losses_iter_mean = train_losses_iter_series.rolling(30).mean()\n",
    "#     plt.plot(train_losses_iter_mean, c='red')\n",
    "#     plt.fill_between(np.arange(len(train_losses_iter_series)),\n",
    "#                      train_losses_iter_mean-train_losses_iter_std,\n",
    "#                      train_losses_iter_mean+train_losses_iter_std, \n",
    "#                      alpha=0.1, color='red')\n",
    "#     plt.grid(True)\n",
    "#     plt.show()\n",
    "    \n",
    "    \n",
    "plt.figure(figsize=(12,3), dpi=150)\n",
    "for i, t in enumerate(targets):\n",
    "  l = plt.plot(train_aucs[:, i], linestyle=':')\n",
    "  plt.plot(val_aucs[:, i], label=t[:3], c=l[0].get_color())\n",
    "plt.ylim(top=1, bottom=0.75)\n",
    "plt.xlim(-0.5, n_epochs-0.5)\n",
    "plt.legend(loc=(1,-0.025), fontsize='x-large')\n",
    "plt.grid(True)\n",
    "plt.show()\n",
    "\n",
    "plt.figure(figsize=(12,3), dpi=150)\n",
    "for i, t in enumerate(targets):\n",
    "  l = plt.plot(train_losses[:, i], linestyle=':')\n",
    "  plt.plot(val_losses[:, i], label=t[:3], c=l[0].get_color())\n",
    "plt.ylim(top=0.6, bottom=0.)\n",
    "plt.xlim(-0.5, n_epochs-0.5)\n",
    "plt.legend(loc=(1,-0.025), fontsize='x-large')\n",
    "plt.grid(True)\n",
    "plt.show()\n",
    "\n",
    "\n",
    "# save results\n",
    "import joblib\n",
    "results_dict = {\n",
    "  'train_aucs': train_aucs,\n",
    "  'val_aucs': val_aucs,\n",
    "  'train_losses': train_losses,\n",
    "  'val_losses': val_losses\n",
    "}\n",
    "joblib.dump(results_dict, expname/'resultsdict.pkl')\n",
    "torch.save(model, expname/'model.pt')\n",
    "np.save(expname/'train_aucs', train_aucs)\n",
    "np.save(expname/'val_aucs', val_aucs)\n",
    "np.save(expname/'train_losses', train_losses)\n",
    "np.save(expname/'val_losses', val_losses)\n",
    "\n",
    "\n",
    "print(expname)\n",
    "print('Done\\n\\n')\n",
    "\n",
    "# Save EMA model, reprint normal model val metrics, eval EMA model\n",
    "if use_ema:\n",
    "  torch.save(ema.module, expname/'ema_model.pt')\n",
    "\n",
    "  for t, l in zip(targets, epoch_losses):\n",
    "    print(f'{t[:3]:3}: {l:.4f}', end=' ')\n",
    "  print()\n",
    "  for t, l in zip(targets, aucs):\n",
    "    print(f'{t[:3]:3}: {l:.4f}', end=' ')\n",
    "\n",
    "\n",
    "  model.eval()\n",
    "  running_losses = torch.zeros(len(targets), device=device)\n",
    "  val_targets = torch.tensor([])\n",
    "  val_preds = torch.tensor([])\n",
    "  for inputs, labels in tqdm(val_loader, desc=f'EMA Val'):\n",
    "    with torch.no_grad():\n",
    "      inputs = inputs.to(device)\n",
    "      labels = labels.to(device)\n",
    "      outputs = model(inputs)\n",
    "      loss = criterion(outputs, labels)\n",
    "      running_losses += loss.sum(axis=0)\n",
    "      val_losses_iter.append(loss.mean().item())\n",
    "      val_targets = torch.cat((val_targets.round(), labels.to('cpu')), dim=0)\n",
    "      val_preds = torch.cat((val_preds, outputs.to('cpu')), dim=0)\n",
    "  epoch_losses = running_losses.to('cpu') / len(val_set)\n",
    "  val_losses = np.vstack([val_losses, epoch_losses])\n",
    "  for t, l in zip(targets, epoch_losses):\n",
    "    print(f'{t[:3]:3}: {l:.4f}', end=' ')\n",
    "  print()\n",
    "  aucs = [roc_auc_score(val_targets[:,i], val_preds[:,i]) for i in range(len(targets))]\n",
    "  val_aucs = np.vstack([val_aucs, aucs])\n",
    "  for t, l in zip(targets, aucs):\n",
    "    print(f'{t[:3]:3}: {l:.4f}', end=' ')\n"
   ]
  }
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