run_this.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3\n"
     ]
    }
   ],
   "source": [
    "def file_len(fname):\n",
    "  with open(fname) as f:\n",
    "    for i, l in enumerate(f):\n",
    "      pass\n",
    "  return i + 1\n",
    "\n",
    "num_classes = file_len('data/_classes.txt')\n",
    "print(num_classes)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Thu Apr 15 17:46:04 2021       \n",
      "+-----------------------------------------------------------------------------+\n",
      "| NVIDIA-SMI 440.33.01    Driver Version: 440.33.01    CUDA Version: 10.2     |\n",
      "|-------------------------------+----------------------+----------------------+\n",
      "| GPU  Name        Persistence-M| Bus-Id        Disp.A | Volatile Uncorr. ECC |\n",
      "| Fan  Temp  Perf  Pwr:Usage/Cap|         Memory-Usage | GPU-Util  Compute M. |\n",
      "|===============================+======================+======================|\n",
      "|   0  GeForce RTX 208...  On   | 00000000:01:00.0  On |                  N/A |\n",
      "| 35%   30C    P8    35W / 260W |   2667MiB / 11016MiB |      6%      Default |\n",
      "+-------------------------------+----------------------+----------------------+\n",
      "                                                                               \n",
      "+-----------------------------------------------------------------------------+\n",
      "| Processes:                                                       GPU Memory |\n",
      "|  GPU       PID   Type   Process name                             Usage      |\n",
      "|=============================================================================|\n",
      "|    0      1026      G   /usr/lib/xorg/Xorg                            18MiB |\n",
      "|    0      1090      G   /usr/bin/gnome-shell                          56MiB |\n",
      "|    0      1453      G   /usr/lib/xorg/Xorg                           198MiB |\n",
      "|    0      1567      G   /usr/bin/gnome-shell                         260MiB |\n",
      "|    0     15560      G   ...AAgAAAAAAAAACAAAAAAAAAA= --shared-files   163MiB |\n",
      "|    0     30272      C   /home/stockchicken/miniconda3/bin/python    1963MiB |\n",
      "+-----------------------------------------------------------------------------+\n"
     ]
    }
   ],
   "source": [
    "!nvidia-smi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "log file path:log/log_2021-04-15_17-47-58.txt\n",
      "2021-04-15 17:47:58,077 train.py[line:458] INFO: Using device cuda\n",
      "Start Traing\n",
      "2021-04-15 17:48:00,495 train.py[line:298] INFO: Starting training:\n",
      "        Epochs:          600\n",
      "        Batch size:      64\n",
      "        Subdivisions:    4\n",
      "        Learning rate:   0.01\n",
      "        Training size:   816\n",
      "        Validation size: 0\n",
      "        Checkpoints:     True\n",
      "        Device:          cuda\n",
      "        Images size:     224\n",
      "        Optimizer:       adam\n",
      "        Dataset classes: 3\n",
      "        Train label path:train.txt\n",
      "        Pretrained:\n",
      "    \n",
      "Epoch 1/600: 100%|█| 816/816 [00:41<00:00, 19.46im\n",
      "Epoch 2/600:  55%|▌| 448/816 [00:26<00:19, 19.34im/home/stockchicken/miniconda3/lib/python3.8/site-packages/torch/optim/lr_scheduler.py:231: UserWarning: To get the last learning rate computed by the scheduler, please use `get_last_lr()`.\n",
      "  warnings.warn(\"To get the last learning rate computed by the scheduler, \"\n",
      "2021-04-15 17:49:09,945 train.py[line:370] INFO: Train step_80: loss : 35193.83203125,loss xy : 93.90219116210938,loss wh : 21.43294906616211,loss obj : 35006.78515625，loss cls : 71.71064758300781,loss l2 : 12744.990234375,lr : 1.3032099999999999e-09\n",
      "Epoch 2/600: 100%|█| 816/816 [00:41<00:00, 19.57im\n",
      "Epoch 3/600: 100%|█| 816/816 [00:41<00:00, 19.48im\n",
      "Epoch 4/600:  12%| | 96/816 [00:11<01:16,  9.43img2021-04-15 17:50:18,343 train.py[line:370] INFO: Train step_160: loss : 35218.34375,loss xy : 106.67584228515625,loss wh : 33.1678466796875,loss obj : 34996.99609375，loss cls : 81.50227355957031,loss l2 : 12773.337890625,lr : 1.8741609999999995e-08\n",
      "Epoch 4/600: 100%|█| 816/816 [00:42<00:00, 19.13im\n",
      "Epoch 5/600:  69%|▋| 560/816 [00:33<00:11, 21.87im2021-04-15 17:51:22,891 train.py[line:370] INFO: Train step_240: loss : 35119.03515625,loss xy : 87.98094940185547,loss wh : 16.106063842773438,loss obj : 34944.93359375，loss cls : 70.01709747314453,loss l2 : 12712.2294921875,lr : 1.0556001000000001e-07\n",
      "Epoch 5/600: 100%|█| 816/816 [00:43<00:00, 18.85im\n",
      "Epoch 6/600: 100%|█| 816/816 [00:40<00:00, 20.22im\n",
      "Epoch 7/600:  25%|▎| 208/816 [00:15<00:29, 20.90im2021-04-15 17:52:28,882 train.py[line:370] INFO: Train step_320: loss : 35211.62109375,loss xy : 76.10094451904297,loss wh : 19.28972816467285,loss obj : 35054.484375，loss cls : 61.746700286865234,loss l2 : 12764.140625,lr : 3.1640625e-07\n",
      "Epoch 7/600: 100%|█| 816/816 [00:40<00:00, 19.99im\n",
      "Epoch 8/600:  82%|▊| 672/816 [00:36<00:05, 26.21im2021-04-15 17:53:30,828 train.py[line:370] INFO: Train step_400: loss : 35045.1171875,loss xy : 72.78575134277344,loss wh : 16.140573501586914,loss obj : 34900.80859375，loss cls : 55.38125991821289,loss l2 : 12680.265625,lr : 7.807489599999999e-07\n",
      "Epoch 8/600: 100%|█| 816/816 [00:42<00:00, 19.32im\n",
      "Epoch 9/600: 100%|█| 816/816 [00:41<00:00, 19.59im\n",
      "Epoch 10/600:  39%|▍| 320/816 [00:22<00:28, 17.52i2021-04-15 17:54:40,118 train.py[line:370] INFO: Train step_480: loss : 35186.33984375,loss xy : 91.20378112792969,loss wh : 25.33429718017578,loss obj : 35000.921875，loss cls : 68.87828826904297,loss l2 : 12748.4443359375,lr : 1.63047361e-06\n",
      "Epoch 10/600: 100%|█| 816/816 [00:43<00:00, 27.51i2021-04-15 17:55:01,345 train.py[line:386] INFO: Checkpoint 10 saved !\n",
      "Epoch 10/600: 100%|█| 816/816 [00:44<00:00, 18.42i\n",
      "Epoch 11/600:  96%|▉| 784/816 [00:41<00:01, 27.92i2021-04-15 17:55:43,577 train.py[line:370] INFO: Train step_560: loss : 35228.84375,loss xy : 89.60641479492188,loss wh : 26.81635284423828,loss obj : 35043.73046875，loss cls : 68.69171905517578,loss l2 : 12778.7685546875,lr : 3.0359577600000008e-06\n",
      "Epoch 11/600: 100%|█| 816/816 [00:42<00:00, 19.13i\n",
      "Epoch 12/600: 100%|█| 816/816 [00:43<00:00, 18.92i\n",
      "Epoch 13/600:  53%|▌| 432/816 [00:24<00:16, 23.47i2021-04-15 17:56:52,702 train.py[line:370] INFO: Train step_640: loss : 35157.44140625,loss xy : 77.9343490600586,loss wh : 48.73177719116211,loss obj : 34967.359375，loss cls : 63.41234588623047,loss l2 : 12783.802734375,lr : 5.19885601e-06\n",
      "Epoch 13/600: 100%|█| 816/816 [00:40<00:00, 20.06i\n",
      "Epoch 14/600: 100%|█| 816/816 [00:42<00:00, 19.36i\n",
      "Epoch 15/600:  10%| | 80/816 [00:08<01:20,  9.19im2021-04-15 17:57:59,375 train.py[line:370] INFO: Train step_720: loss : 35122.51171875,loss xy : 67.68269348144531,loss wh : 54.39320373535156,loss obj : 34946.65625，loss cls : 53.78065490722656,loss l2 : 12780.44921875,lr : 8.157307210000003e-06\n",
      "Epoch 15/600: 100%|█| 816/816 [00:42<00:00, 19.25i\n",
      "Epoch 16/600:  67%|▋| 544/816 [00:30<00:10, 25.08i2021-04-15 17:59:03,860 train.py[line:370] INFO: Train step_800: loss : 35024.1796875,loss xy : 69.14729309082031,loss wh : 12.805720329284668,loss obj : 34890.453125，loss cls : 51.77452087402344,loss l2 : 12664.5908203125,lr : 1.2491983359999999e-05\n",
      "Epoch 16/600: 100%|█| 816/816 [00:41<00:00, 19.86i\n",
      "Epoch 17/600: 100%|█| 816/816 [00:41<00:00, 19.68i\n",
      "Epoch 18/600:  24%|▏| 192/816 [00:15<00:35, 17.54i2021-04-15 18:00:11,509 train.py[line:370] INFO: Train step_880: loss : 34918.4375,loss xy : 77.9407958984375,loss wh : 13.191473007202148,loss obj : 34768.09375，loss cls : 59.2093620300293,loss l2 : 12613.837890625,lr : 1.8360368009999997e-05\n",
      "Epoch 18/600: 100%|█| 816/816 [00:42<00:00, 19.22i\n",
      "Epoch 19/600:  80%|▊| 656/816 [00:35<00:06, 25.45i2021-04-15 18:01:14,003 train.py[line:370] INFO: Train step_960: loss : 34831.453125,loss xy : 62.48433303833008,loss wh : 39.06877899169922,loss obj : 34681.80078125，loss cls : 48.098724365234375,loss l2 : 12614.705078125,lr : 2.608757776e-05\n",
      "Epoch 19/600: 100%|█| 816/816 [00:41<00:00, 19.47i\n",
      "Epoch 20/600: 100%|█| 816/816 [00:41<00:00, 27.62i2021-04-15 18:02:01,699 train.py[line:386] INFO: Checkpoint 20 saved !\n",
      "Epoch 20/600: 100%|█| 816/816 [00:42<00:00, 19.23i\n",
      "Epoch 21/600:  37%|▎| 304/816 [00:20<00:23, 21.96i2021-04-15 18:02:22,936 train.py[line:370] INFO: Train step_1040: loss : 34787.328125,loss xy : 78.04769134521484,loss wh : 28.944942474365234,loss obj : 34621.17578125，loss cls : 59.161582946777344,loss l2 : 12567.57421875,lr : 3.6030006249999994e-05\n",
      "Epoch 21/600: 100%|█| 816/816 [00:42<00:00, 19.42i\n",
      "Epoch 22/600:  94%|▉| 768/816 [00:40<00:02, 23.58i2021-04-15 18:03:24,481 train.py[line:370] INFO: Train step_1120: loss : 34529.51171875,loss xy : 86.21952056884766,loss wh : 12.772357940673828,loss obj : 34361.4296875，loss cls : 69.09061431884766,loss l2 : 12418.6455078125,lr : 4.857532416000001e-05\n",
      "Epoch 22/600: 100%|█| 816/816 [00:41<00:00, 19.53i\n",
      "Epoch 23/600: 100%|█| 816/816 [00:42<00:00, 19.27i\n",
      "Epoch 24/600:  51%|▌| 416/816 [00:24<00:18, 21.58i2021-04-15 18:04:33,498 train.py[line:370] INFO: Train step_1200: loss : 34287.81640625,loss xy : 63.81156921386719,loss wh : 15.952216148376465,loss obj : 34158.5625，loss cls : 49.487796783447266,loss l2 : 12312.46484375,lr : 6.324066575999997e-05\n",
      "Epoch 24/600: 100%|█| 816/816 [00:41<00:00, 19.54i\n",
      "Epoch 25/600: 100%|█| 816/816 [00:42<00:00, 19.00i\n",
      "Epoch 26/600:   8%| | 64/816 [00:07<01:38,  7.61im2021-04-15 18:05:40,669 train.py[line:370] INFO: Train step_1280: loss : 33979.4765625,loss xy : 66.91691589355469,loss wh : 19.884525299072266,loss obj : 33841.5234375，loss cls : 51.151451110839844,loss l2 : 12163.138671875,lr : 8.208541201e-05\n",
      "Epoch 26/600: 100%|█| 816/816 [00:40<00:00, 20.32i\n",
      "Epoch 27/600:  65%|▋| 528/816 [00:30<00:12, 23.26i2021-04-15 18:06:44,593 train.py[line:370] INFO: Train step_1360: loss : 33508.4453125,loss xy : 85.27700805664062,loss wh : 28.521093368530273,loss obj : 33331.84375，loss cls : 62.804447174072266,loss l2 : 11935.0625,lr : 0.0001048576\n",
      "Epoch 27/600: 100%|█| 816/816 [00:42<00:00, 19.34i\n",
      "Epoch 28/600: 100%|█| 816/816 [00:42<00:00, 19.39i\n",
      "Epoch 29/600:  22%|▏| 176/816 [00:14<00:44, 14.44i2021-04-15 18:07:52,298 train.py[line:370] INFO: Train step_1440: loss : 32891.92578125,loss xy : 89.94080352783203,loss wh : 26.182167053222656,loss obj : 32705.41796875，loss cls : 70.3861312866211,loss l2 : 11632.3408203125,lr : 0.00013206836241000004\n",
      "Epoch 29/600: 100%|█| 816/816 [00:42<00:00, 19.39i\n",
      "Epoch 30/600:  78%|▊| 640/816 [00:35<00:08, 21.18i2021-04-15 18:08:55,089 train.py[line:370] INFO: Train step_1520: loss : 32108.982421875,loss xy : 70.95491790771484,loss wh : 19.419483184814453,loss obj : 31966.392578125，loss cls : 52.21508026123047,loss l2 : 11242.85546875,lr : 0.00016426010896\n",
      "Epoch 30/600: 100%|█| 816/816 [00:41<00:00, 27.57i2021-04-15 18:09:01,769 train.py[line:386] INFO: Checkpoint 30 saved !\n",
      "Epoch 30/600: 100%|█| 816/816 [00:42<00:00, 19.12i\n",
      "Epoch 31/600: 100%|█| 816/816 [00:42<00:00, 19.31i\n",
      "Epoch 32/600:  35%|▎| 288/816 [00:18<00:25, 21.06i2021-04-15 18:10:03,482 train.py[line:370] INFO: Train step_1600: loss : 31250.44921875,loss xy : 68.22076416015625,loss wh : 11.907020568847656,loss obj : 31116.28125，loss cls : 54.04072570800781,loss l2 : 10816.0869140625,lr : 0.00019987173375999998\n",
      "Epoch 32/600: 100%|█| 816/816 [00:41<00:00, 19.51i\n",
      "Epoch 33/600:  92%|▉| 752/816 [00:40<00:02, 27.34i2021-04-15 18:11:07,172 train.py[line:370] INFO: Train step_1680: loss : 30246.798828125,loss xy : 62.9525146484375,loss wh : 20.733238220214844,loss obj : 30113.9921875，loss cls : 49.12139129638672,loss l2 : 10342.0263671875,lr : 0.0002459125785600001\n",
      "Epoch 33/600: 100%|█| 816/816 [00:42<00:00, 19.01i\n",
      "Epoch 34/600: 100%|█| 816/816 [00:41<00:00, 19.63i\n",
      "Epoch 35/600:  49%|▍| 400/816 [00:24<00:18, 22.98i2021-04-15 18:12:16,116 train.py[line:370] INFO: Train step_1760: loss : 29371.591796875,loss xy : 62.9932861328125,loss wh : 7.918071269989014,loss obj : 29253.478515625，loss cls : 47.202056884765625,loss l2 : 9900.841796875,lr : 0.00029376588815999995\n",
      "Epoch 35/600: 100%|█| 816/816 [00:42<00:00, 19.38i\n",
      "Epoch 36/600: 100%|█| 816/816 [00:41<00:00, 19.44i\n",
      "Epoch 37/600:   6%| | 48/816 [00:06<02:22,  5.40im2021-04-15 18:13:22,369 train.py[line:370] INFO: Train step_1840: loss : 27965.5,loss xy : 60.66337585449219,loss wh : 6.952401638031006,loss obj : 27852.142578125，loss cls : 45.741676330566406,loss l2 : 9216.4736328125,lr : 0.00035152125121\n",
      "Epoch 37/600: 100%|█| 816/816 [00:41<00:00, 19.71i\n",
      "Epoch 38/600:  63%|▋| 512/816 [00:30<00:15, 19.83i2021-04-15 18:14:27,101 train.py[line:370] INFO: Train step_1920: loss : 26896.3515625,loss xy : 69.45895385742188,loss wh : 23.110157012939453,loss obj : 26751.869140625，loss cls : 51.914161682128906,loss l2 : 8723.5849609375,lr : 0.00041740124416\n",
      "Epoch 38/600: 100%|█| 816/816 [00:42<00:00, 19.30i\n",
      "Epoch 39/600: 100%|█| 816/816 [00:40<00:00, 19.94i\n",
      "Epoch 40/600:  20%|▏| 160/816 [00:12<00:38, 17.13i2021-04-15 18:15:32,515 train.py[line:370] INFO: Train step_2000: loss : 25461.22265625,loss xy : 70.16996002197266,loss wh : 34.56624221801758,loss obj : 25303.875，loss cls : 52.61155700683594,loss l2 : 8041.44384765625,lr : 0.0004879680999999999\n",
      "Epoch 40/600: 100%|█| 816/816 [00:42<00:00, 27.68i2021-04-15 18:16:02,450 train.py[line:386] INFO: Checkpoint 40 saved !\n",
      "Epoch 40/600: 100%|█| 816/816 [00:43<00:00, 18.79i\n",
      "Epoch 41/600:  76%|▊| 624/816 [00:32<00:08, 23.47i2021-04-15 18:16:36,317 train.py[line:370] INFO: Train step_2080: loss : 24358.91796875,loss xy : 70.7451171875,loss wh : 16.267133712768555,loss obj : 24221.1640625，loss cls : 50.74266815185547,loss l2 : 7494.31591796875,lr : 0.0005764800999999999\n",
      "Epoch 41/600: 100%|█| 816/816 [00:40<00:00, 20.25i\n",
      "Epoch 42/600: 100%|█| 816/816 [00:41<00:00, 19.62i\n",
      "Epoch 43/600:  33%|▎| 272/816 [00:18<00:23, 23.14i2021-04-15 18:17:44,027 train.py[line:370] INFO: Train step_2160: loss : 22812.39453125,loss xy : 74.11941528320312,loss wh : 8.43547534942627,loss obj : 22677.927734375，loss cls : 51.91136932373047,loss l2 : 6768.06005859375,lr : 0.00066597028096\n",
      "Epoch 43/600: 100%|█| 816/816 [00:41<00:00, 19.56i\n",
      "Epoch 44/600:  90%|▉| 736/816 [00:38<00:02, 27.70i2021-04-15 18:18:45,201 train.py[line:370] INFO: Train step_2240: loss : 21945.69921875,loss xy : 67.09752655029297,loss wh : 16.133010864257812,loss obj : 21813.95703125，loss cls : 48.51260757446289,loss l2 : 6397.7890625,lr : 0.0007713339744100002\n",
      "Epoch 44/600: 100%|█| 816/816 [00:41<00:00, 19.72i\n",
      "Epoch 45/600: 100%|█| 816/816 [00:42<00:00, 19.37i\n",
      "Epoch 46/600:  47%|▍| 384/816 [00:24<00:21, 20.09i2021-04-15 18:19:54,729 train.py[line:370] INFO: Train step_2320: loss : 20971.95703125,loss xy : 76.44139099121094,loss wh : 16.902456283569336,loss obj : 20823.859375，loss cls : 54.75421905517578,loss l2 : 5975.90185546875,lr : 0.0008887314945600003\n",
      "Epoch 46/600: 100%|█| 816/816 [00:42<00:00, 19.33i\n",
      "Epoch 47/600: 100%|█| 816/816 [00:43<00:00, 18.55i\n",
      "Epoch 48/600:   4%| | 32/816 [00:06<03:19,  3.94im2021-04-15 18:21:03,521 train.py[line:370] INFO: Train step_2400: loss : 20000.58984375,loss xy : 87.76950073242188,loss wh : 26.99135398864746,loss obj : 19823.5859375，loss cls : 62.24286651611328,loss l2 : 5568.19140625,lr : 0.0010118506521599995\n",
      "Epoch 48/600: 100%|█| 816/816 [00:41<00:00, 19.75i\n",
      "Epoch 49/600:  61%|▌| 496/816 [00:30<00:13, 23.38i2021-04-15 18:22:08,209 train.py[line:370] INFO: Train step_2480: loss : 19134.3671875,loss xy : 74.86219787597656,loss wh : 8.75783920288086,loss obj : 19002.103515625，loss cls : 48.6442756652832,loss l2 : 5180.90087890625,lr : 0.0011631919513599997\n",
      "Epoch 49/600: 100%|█| 816/816 [00:42<00:00, 19.05i\n",
      "Epoch 50/600: 100%|█| 816/816 [00:41<00:00, 27.37i2021-04-15 18:23:02,200 train.py[line:386] INFO: Checkpoint 50 saved !\n",
      "Epoch 50/600: 100%|█| 816/816 [00:42<00:00, 19.31i\n",
      "Epoch 51/600:  18%|▏| 144/816 [00:10<00:39, 16.80i2021-04-15 18:23:13,925 train.py[line:370] INFO: Train step_2560: loss : 18719.056640625,loss xy : 72.21517181396484,loss wh : 19.754671096801758,loss obj : 18578.3515625，loss cls : 48.73479080200195,loss l2 : 5021.45556640625,lr : 0.00131336659216\n",
      "Epoch 51/600: 100%|█| 816/816 [00:41<00:00, 19.80i\n",
      "Epoch 52/600:  75%|▋| 608/816 [00:33<00:08, 23.35i2021-04-15 18:24:18,024 train.py[line:370] INFO: Train step_2640: loss : 18128.966796875,loss xy : 68.1960678100586,loss wh : 8.261162757873535,loss obj : 18005.435546875，loss cls : 47.07362365722656,loss l2 : 4749.85302734375,lr : 0.00148718980881\n",
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      "Epoch 240/600: 100%|█| 816/816 [00:41<00:00, 24.102021-04-15 20:35:57,434 train.py[line:386] INFO: Checkpoint 240 saved !\n",
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      "Epoch 250/600: 100%|█| 816/816 [00:42<00:00, 27.552021-04-15 20:42:54,517 train.py[line:386] INFO: Checkpoint 250 saved !\n",
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      "Epoch 259/600: 100%|█| 816/816 [00:42<00:00, 19.13\n",
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      "Epoch 270/600: 100%|█| 816/816 [00:41<00:00, 27.652021-04-15 20:56:53,914 train.py[line:386] INFO: Checkpoint 270 saved !\n",
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      "Epoch 280/600: 100%|█| 816/816 [00:41<00:00, 27.742021-04-15 21:03:53,561 train.py[line:386] INFO: Checkpoint 280 saved !\n",
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      "Epoch 369/600: 100%|█| 816/816 [00:42<00:00, 19.14\n",
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      "Epoch 380/600: 100%|█| 816/816 [00:41<00:00, 27.642021-04-15 22:13:44,653 train.py[line:386] INFO: Checkpoint 380 saved !\n",
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      "Epoch 430/600: 100%|█| 816/816 [00:41<00:00, 27.432021-04-15 22:48:51,859 train.py[line:386] INFO: Checkpoint 430 saved !\n",
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      "Epoch 440/600: 100%|█| 816/816 [00:42<00:00, 27.592021-04-15 22:55:51,228 train.py[line:386] INFO: Checkpoint 440 saved !\n",
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      "Epoch 490/600: 100%|█| 816/816 [00:42<00:00, 27.732021-04-15 23:30:58,441 train.py[line:386] INFO: Checkpoint 490 saved !\n",
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      "Epoch 597/600:   6%| | 48/816 [00:06<02:18,  5.55i2021-04-16 00:45:34,544 train.py[line:370] INFO: Train step_30400: loss : 122.17120361328125,loss xy : 51.44947814941406,loss wh : 4.0071587562561035,loss obj : 61.02971267700195，loss cls : 5.684856414794922,loss l2 : 22.910884857177734,lr : 0.01\n",
      "Epoch 597/600: 100%|█| 816/816 [00:40<00:00, 19.97\n",
      "Epoch 598/600:  63%|▋| 512/816 [00:29<00:15, 19.842021-04-16 00:46:38,279 train.py[line:370] INFO: Train step_30480: loss : 133.677001953125,loss xy : 64.49699401855469,loss wh : 2.2200217247009277,loss obj : 55.77030563354492，loss cls : 11.189688682556152,loss l2 : 20.389801025390625,lr : 0.01\n",
      "Epoch 598/600: 100%|█| 816/816 [00:41<00:00, 19.58\n",
      "Epoch 599/600: 100%|█| 816/816 [00:42<00:00, 19.07\n",
      "Epoch 600/600:  20%|▏| 160/816 [00:13<00:43, 15.242021-04-16 00:47:46,327 train.py[line:370] INFO: Train step_30560: loss : 111.03453063964844,loss xy : 56.59669494628906,loss wh : 0.9241678714752197,loss obj : 52.41546630859375，loss cls : 1.0982036590576172,loss l2 : 12.993700981140137,lr : 0.01\n",
      "Epoch 600/600: 100%|█| 816/816 [00:41<00:00, 27.522021-04-16 00:48:14,857 train.py[line:386] INFO: Checkpoint 600 saved !\n",
      "Epoch 600/600: 100%|█| 816/816 [00:42<00:00, 19.14\n",
      "Stop Training\n",
      "7:00:17.874957\n"
     ]
    }
   ],
   "source": [
    "#start training\n",
    "#-b batch size (you should keep this low (2-4) for training to work properly)\n",
    "#-s number of subdivisions in the batch, this was more relevant for the darknet framework\n",
    "#-l learning rate\n",
    "#-g direct training to the GPU device\n",
    "#pretrained invoke the pretrained weights that we downloaded above\n",
    "#classes - number of classes\n",
    "#dir - where the training data is\n",
    "#epoch - how long to train for\n",
    "import datetime\n",
    "\n",
    "starttime = datetime.datetime.now()\n",
    "\n",
    "#!python train.py -b 4 -s 1 -l 0.001 -g 0 -pretrained ./yolov4.conv.137.pth -classes {num_classes} -dir ./train -epochs 300\n",
    "!python train.py -b 64 -s 4 -l 0.01 -g 0 -pretrained ./yolov4.conv.137.pth -classes {num_classes} -dir ./train -epochs 600\n",
    "\n",
    "endtime = datetime.datetime.now()\n",
    "print(endtime - starttime)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "#loss, loss xy, loss wh, loss obj, loss cls, loss l2\n",
    "loss_file = open('loss.txt', 'r')\n",
    "loss = []\n",
    "loss_xy = []\n",
    "loss_wh = []\n",
    "loss_obj = []\n",
    "loss_cls = []\n",
    "loss_l2 = []\n",
    "count = 0\n",
    "\n",
    "for line in loss_file.readlines():\n",
    "    loss.append(float(line.split(\" \")[0]))\n",
    "    loss_xy.append(float(line.split(\" \")[1]))\n",
    "    loss_wh.append(float(line.split(\" \")[2]))\n",
    "    loss_obj.append(float(line.split(\" \")[3]))\n",
    "    loss_cls.append(float(line.split(\" \")[4]))\n",
    "    loss_l2.append(float(line.split(\" \")[5]))\n",
    "    count+=1\n",
    "\n",
    "#print(count)\n",
    "train_step = np.arange(1, count+1)\n",
    "loss = np.array(loss)\n",
    "loss_xy = np.array(loss_xy)\n",
    "loss_wh = np.array(loss_wh)\n",
    "loss_obj = np.array(loss_obj)\n",
    "loss_cls = np.array(loss_cls)\n",
    "loss_l2 = np.array(loss_l2)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fbae80556a0>]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "plt.title(\"loss\")\n",
    "plt.plot(train_step, loss)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fbae5fbe220>]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.title(\"loss_xy\")\n",
    "plt.plot(train_step, loss_xy)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fbae5f1b250>]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.title(\"loss_wh\")\n",
    "plt.plot(train_step, loss_wh)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fbae5eecf70>]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.title(\"loss_obj\")\n",
    "plt.plot(train_step, loss_obj)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fbae5e4f8b0>]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.title(\"loss_cls\")\n",
    "plt.plot(train_step, loss_cls)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fbae5e34130>]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.title(\"loss_l2\")\n",
    "plt.plot(train_step, loss_l2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Yolov4_epoch100.pth  Yolov4_epoch370.pth  Yolov4_epoch640.pth\n",
      "Yolov4_epoch10.pth   Yolov4_epoch380.pth  Yolov4_epoch650.pth\n",
      "Yolov4_epoch110.pth  Yolov4_epoch390.pth  Yolov4_epoch660.pth\n",
      "Yolov4_epoch120.pth  Yolov4_epoch400.pth  Yolov4_epoch670.pth\n",
      "Yolov4_epoch130.pth  Yolov4_epoch40.pth   Yolov4_epoch680.pth\n",
      "Yolov4_epoch140.pth  Yolov4_epoch410.pth  Yolov4_epoch690.pth\n",
      "Yolov4_epoch150.pth  Yolov4_epoch420.pth  Yolov4_epoch700.pth\n",
      "Yolov4_epoch160.pth  Yolov4_epoch430.pth  Yolov4_epoch70.pth\n",
      "Yolov4_epoch170.pth  Yolov4_epoch440.pth  Yolov4_epoch710.pth\n",
      "Yolov4_epoch180.pth  Yolov4_epoch450.pth  Yolov4_epoch720.pth\n",
      "Yolov4_epoch190.pth  Yolov4_epoch460.pth  Yolov4_epoch730.pth\n",
      "Yolov4_epoch200.pth  Yolov4_epoch470.pth  Yolov4_epoch740.pth\n",
      "Yolov4_epoch20.pth   Yolov4_epoch480.pth  Yolov4_epoch750.pth\n",
      "Yolov4_epoch210.pth  Yolov4_epoch490.pth  Yolov4_epoch760.pth\n",
      "Yolov4_epoch220.pth  Yolov4_epoch500.pth  Yolov4_epoch770.pth\n",
      "Yolov4_epoch230.pth  Yolov4_epoch50.pth   Yolov4_epoch780.pth\n",
      "Yolov4_epoch240.pth  Yolov4_epoch510.pth  Yolov4_epoch790.pth\n",
      "Yolov4_epoch250.pth  Yolov4_epoch520.pth  Yolov4_epoch800.pth\n",
      "Yolov4_epoch260.pth  Yolov4_epoch530.pth  Yolov4_epoch80.pth\n",
      "Yolov4_epoch270.pth  Yolov4_epoch540.pth  Yolov4_epoch810.pth\n",
      "Yolov4_epoch280.pth  Yolov4_epoch550.pth  Yolov4_epoch820.pth\n",
      "Yolov4_epoch290.pth  Yolov4_epoch560.pth  Yolov4_epoch830.pth\n",
      "Yolov4_epoch300.pth  Yolov4_epoch570.pth  Yolov4_epoch840.pth\n",
      "Yolov4_epoch30.pth   Yolov4_epoch580.pth  Yolov4_epoch850.pth\n",
      "Yolov4_epoch310.pth  Yolov4_epoch590.pth  Yolov4_epoch860.pth\n",
      "Yolov4_epoch320.pth  Yolov4_epoch600.pth  Yolov4_epoch870.pth\n",
      "Yolov4_epoch330.pth  Yolov4_epoch60.pth   Yolov4_epoch880.pth\n",
      "Yolov4_epoch340.pth  Yolov4_epoch610.pth  Yolov4_epoch890.pth\n",
      "Yolov4_epoch350.pth  Yolov4_epoch620.pth  Yolov4_epoch900.pth\n",
      "Yolov4_epoch360.pth  Yolov4_epoch630.pth  Yolov4_epoch90.pth\n"
     ]
    }
   ],
   "source": [
    "#looking at the weights that our model has saved during trainingclass_names[cls_id],\n",
    "!ls checkpoints"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "#choose random test image\n",
    "import os\n",
    "test_images = [f for f in os.listdir('test') if f.endswith('.jpg')]\n",
    "import random\n",
    "img_path = \"test/\" + random.choice(test_images);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3\n"
     ]
    }
   ],
   "source": [
    "def file_len(fname):\n",
    "  with open(fname) as f:\n",
    "    for i, l in enumerate(f):\n",
    "      pass\n",
    "  return i + 1\n",
    "\n",
    "num_classes = file_len('data/_classes.txt')\n",
    "print(num_classes)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Model Start!!\n",
      "save plot results to predictions.jpg\n",
      "Model End!!\n",
      "0:00:03.314308\n"
     ]
    }
   ],
   "source": [
    "##change the epoch here to the one you would like to use for inference\n",
    "import datetime\n",
    "starttime = datetime.datetime.now()\n",
    "num_classes = 3\n",
    "#!python models.py {num_classes} checkpoints/Yolov4_epoch300.pth train/ad6f8bfc-f610-441f-ac7d-39e58a19a460.jpg  data/_classes.txt\n",
    "!python models.py {num_classes} checkpoints/Yolov4_epoch300.pth test/5b01e3a1-3302-4e01-8bdc-4424dace50d3.jpg data/_classes.txt\n",
    "endtime = datetime.datetime.now()\n",
    "print(endtime - starttime)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#visualize inference\n",
    "from IPython.display import Image\n",
    "Image('predictions.jpg')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}