spit-recognition-system-using-pose-estimation .ipynb

{"cells":[{"metadata":{"trusted":true},"cell_type":"code","source":"!pip install -qq git+https://www.github.com/ildoonet/tf-pose-estimation","execution_count":1,"outputs":[{"output_type":"stream","text":"\u001b[31mpathos 0.2.3 has requirement dill>=0.2.9, but you'll have dill 0.2.7.1 which is incompatible.\u001b[0m\r\n\u001b[31mmultiprocess 0.70.7 has requirement dill>=0.2.9, but you'll have dill 0.2.7.1 which is incompatible.\u001b[0m\r\n","name":"stdout"}]},{"metadata":{"trusted":true},"cell_type":"code","source":"!pip install -qq pycocotools","execution_count":2,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"%load_ext autoreload\n%autoreload 2\nimport seaborn as sns\nimport matplotlib.pyplot as plt\nplt.rcParams[\"figure.figsize\"] = (8, 8)\nplt.rcParams[\"figure.dpi\"] = 125\nplt.rcParams[\"font.size\"] = 14\nplt.rcParams['font.family'] = ['sans-serif']\nplt.rcParams['font.sans-serif'] = ['DejaVu Sans']\nplt.style.use('ggplot')\nsns.set_style(\"whitegrid\", {'axes.grid': False})","execution_count":3,"outputs":[]},{"metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","trusted":true},"cell_type":"code","source":"%matplotlib inline\nimport tf_pose\nimport cv2\nfrom glob import glob\nfrom tqdm import tqdm_notebook\nfrom PIL import Image\nimport numpy as np\nimport os\ndef video_gen(in_path):\n    c_cap = cv2.VideoCapture(in_path)\n    rate=c_cap.get(5)\n    print(rate)\n    while c_cap.isOpened():\n        ret, frame = c_cap.read()\n        if not ret:\n            break\n        frame=cv2.rotate(frame, cv2.cv2.ROTATE_90_CLOCKWISE)\n        yield c_cap.get(cv2.CAP_PROP_POS_MSEC), frame[:, :, ::-1]\n    c_cap.release()","execution_count":4,"outputs":[]},{"metadata":{"_cell_guid":"79c7e3d0-c299-4dcb-8224-4455121ee9b0","_uuid":"d629ff2d2480ee46fbb7e2d37f6b5fab8052498a","trusted":true},"cell_type":"code","source":"video_paths = glob('../input/multi-person-test-video/WhatsApp Video 2020-11-28 at 12.21.57 (1).mp4')\nc_video = video_gen(video_paths[0])\nprint(c_video)\nfor _ in range(300):\n    \n    c_ts, c_frame = next(c_video)\n    #c_frame=cv2.rotate(c_frame, cv2.cv2.ROTATE_90_CLOCKWISE)\nplt.imshow(c_frame)","execution_count":6,"outputs":[{"output_type":"stream","text":"<generator object video_gen at 0x7f38dd61bdb0>\n29.59663375660506\n","name":"stdout"},{"output_type":"error","ename":"StopIteration","evalue":"","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mStopIteration\u001b[0m                             Traceback (most recent call last)","\u001b[0;32m<ipython-input-6-eff1af7826a2>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0m_\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mrange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m300\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 6\u001b[0;31m     \u001b[0mc_ts\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mc_frame\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnext\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mc_video\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      7\u001b[0m     \u001b[0;31m#c_frame=cv2.rotate(c_frame, cv2.cv2.ROTATE_90_CLOCKWISE)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      8\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mimshow\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mc_frame\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mStopIteration\u001b[0m: "]}]},{"metadata":{"trusted":true},"cell_type":"code","source":"plt.imshow(c_frame)","execution_count":7,"outputs":[{"output_type":"execute_result","execution_count":7,"data":{"text/plain":"<matplotlib.image.AxesImage at 0x7f38dd5ccdd8>"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 432x288 with 1 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tf_pose.estimator import TfPoseEstimator\nfrom tf_pose.networks import get_graph_path, model_wh\ntfpe = tf_pose.get_estimator()","execution_count":8,"outputs":[{"output_type":"stream","text":"[2020-11-28 07:44:17,040] [TfPoseEstimator] [INFO] loading graph from /opt/conda/lib/python3.6/site-packages/tf_pose_data/graph/cmu/graph_opt.pb(default size=432x368)\n2020-11-28 07:44:17,040 INFO loading graph from /opt/conda/lib/python3.6/site-packages/tf_pose_data/graph/cmu/graph_opt.pb(default size=432x368)\n","name":"stderr"},{"output_type":"stream","text":"TfPoseEstimator/Openpose/concat_stage7/axis\nTfPoseEstimator/Mconv7_stage6_L2/biases\nTfPoseEstimator/Mconv7_stage6_L2/weights\nTfPoseEstimator/Mconv6_stage6_L2/biases\nTfPoseEstimator/Mconv6_stage6_L2/weights\nTfPoseEstimator/Mconv5_stage6_L2/biases\nTfPoseEstimator/Mconv5_stage6_L2/weights\nTfPoseEstimator/Mconv4_stage6_L2/biases\nTfPoseEstimator/Mconv4_stage6_L2/weights\nTfPoseEstimator/Mconv3_stage6_L2/biases\nTfPoseEstimator/Mconv3_stage6_L2/weights\nTfPoseEstimator/Mconv2_stage6_L2/biases\nTfPoseEstimator/Mconv2_stage6_L2/weights\nTfPoseEstimator/Mconv1_stage6_L2/biases\nTfPoseEstimator/Mconv1_stage6_L2/weights\nTfPoseEstimator/Mconv7_stage6_L1/biases\nTfPoseEstimator/Mconv7_stage6_L1/weights\nTfPoseEstimator/Mconv6_stage6_L1/biases\nTfPoseEstimator/Mconv6_stage6_L1/weights\nTfPoseEstimator/Mconv5_stage6_L1/biases\nTfPoseEstimator/Mconv5_stage6_L1/weights\nTfPoseEstimator/Mconv4_stage6_L1/biases\nTfPoseEstimator/Mconv4_stage6_L1/weights\nTfPoseEstimator/Mconv3_stage6_L1/biases\nTfPoseEstimator/Mconv3_stage6_L1/weights\nTfPoseEstimator/Mconv2_stage6_L1/biases\nTfPoseEstimator/Mconv2_stage6_L1/weights\nTfPoseEstimator/Mconv1_stage6_L1/biases\nTfPoseEstimator/Mconv1_stage6_L1/weights\nTfPoseEstimator/concat_stage6/axis\nTfPoseEstimator/Mconv7_stage5_L2/biases\nTfPoseEstimator/Mconv7_stage5_L2/weights\nTfPoseEstimator/Mconv6_stage5_L2/biases\nTfPoseEstimator/Mconv6_stage5_L2/weights\nTfPoseEstimator/Mconv5_stage5_L2/biases\nTfPoseEstimator/Mconv5_stage5_L2/weights\nTfPoseEstimator/Mconv4_stage5_L2/biases\nTfPoseEstimator/Mconv4_stage5_L2/weights\nTfPoseEstimator/Mconv3_stage5_L2/biases\nTfPoseEstimator/Mconv3_stage5_L2/weights\nTfPoseEstimator/Mconv2_stage5_L2/biases\nTfPoseEstimator/Mconv2_stage5_L2/weights\nTfPoseEstimator/Mconv1_stage5_L2/biases\nTfPoseEstimator/Mconv1_stage5_L2/weights\nTfPoseEstimator/Mconv7_stage5_L1/biases\nTfPoseEstimator/Mconv7_stage5_L1/weights\nTfPoseEstimator/Mconv6_stage5_L1/biases\nTfPoseEstimator/Mconv6_stage5_L1/weights\nTfPoseEstimator/Mconv5_stage5_L1/biases\nTfPoseEstimator/Mconv5_stage5_L1/weights\nTfPoseEstimator/Mconv4_stage5_L1/biases\nTfPoseEstimator/Mconv4_stage5_L1/weights\nTfPoseEstimator/Mconv3_stage5_L1/biases\nTfPoseEstimator/Mconv3_stage5_L1/weights\nTfPoseEstimator/Mconv2_stage5_L1/biases\nTfPoseEstimator/Mconv2_stage5_L1/weights\nTfPoseEstimator/Mconv1_stage5_L1/biases\nTfPoseEstimator/Mconv1_stage5_L1/weights\nTfPoseEstimator/concat_stage5/axis\nTfPoseEstimator/Mconv7_stage4_L2/biases\nTfPoseEstimator/Mconv7_stage4_L2/weights\nTfPoseEstimator/Mconv6_stage4_L2/biases\nTfPoseEstimator/Mconv6_stage4_L2/weights\nTfPoseEstimator/Mconv5_stage4_L2/biases\nTfPoseEstimator/Mconv5_stage4_L2/weights\nTfPoseEstimator/Mconv4_stage4_L2/biases\nTfPoseEstimator/Mconv4_stage4_L2/weights\nTfPoseEstimator/Mconv3_stage4_L2/biases\nTfPoseEstimator/Mconv3_stage4_L2/weights\nTfPoseEstimator/Mconv2_stage4_L2/biases\nTfPoseEstimator/Mconv2_stage4_L2/weights\nTfPoseEstimator/Mconv1_stage4_L2/biases\nTfPoseEstimator/Mconv1_stage4_L2/weights\nTfPoseEstimator/Mconv7_stage4_L1/biases\nTfPoseEstimator/Mconv7_stage4_L1/weights\nTfPoseEstimator/Mconv6_stage4_L1/biases\nTfPoseEstimator/Mconv6_stage4_L1/weights\nTfPoseEstimator/Mconv5_stage4_L1/biases\nTfPoseEstimator/Mconv5_stage4_L1/weights\nTfPoseEstimator/Mconv4_stage4_L1/biases\nTfPoseEstimator/Mconv4_stage4_L1/weights\nTfPoseEstimator/Mconv3_stage4_L1/biases\nTfPoseEstimator/Mconv3_stage4_L1/weights\nTfPoseEstimator/Mconv2_stage4_L1/biases\nTfPoseEstimator/Mconv2_stage4_L1/weights\nTfPoseEstimator/Mconv1_stage4_L1/biases\nTfPoseEstimator/Mconv1_stage4_L1/weights\nTfPoseEstimator/concat_stage4/axis\nTfPoseEstimator/Mconv7_stage3_L2/biases\nTfPoseEstimator/Mconv7_stage3_L2/weights\nTfPoseEstimator/Mconv6_stage3_L2/biases\nTfPoseEstimator/Mconv6_stage3_L2/weights\nTfPoseEstimator/Mconv5_stage3_L2/biases\nTfPoseEstimator/Mconv5_stage3_L2/weights\nTfPoseEstimator/Mconv4_stage3_L2/biases\nTfPoseEstimator/Mconv4_stage3_L2/weights\nTfPoseEstimator/Mconv3_stage3_L2/biases\nTfPoseEstimator/Mconv3_stage3_L2/weights\nTfPoseEstimator/Mconv2_stage3_L2/biases\nTfPoseEstimator/Mconv2_stage3_L2/weights\nTfPoseEstimator/Mconv1_stage3_L2/biases\nTfPoseEstimator/Mconv1_stage3_L2/weights\nTfPoseEstimator/Mconv7_stage3_L1/biases\nTfPoseEstimator/Mconv7_stage3_L1/weights\nTfPoseEstimator/Mconv6_stage3_L1/biases\nTfPoseEstimator/Mconv6_stage3_L1/weights\nTfPoseEstimator/Mconv5_stage3_L1/biases\nTfPoseEstimator/Mconv5_stage3_L1/weights\nTfPoseEstimator/Mconv4_stage3_L1/biases\nTfPoseEstimator/Mconv4_stage3_L1/weights\nTfPoseEstimator/Mconv3_stage3_L1/biases\nTfPoseEstimator/Mconv3_stage3_L1/weights\nTfPoseEstimator/Mconv2_stage3_L1/biases\nTfPoseEstimator/Mconv2_stage3_L1/weights\nTfPoseEstimator/Mconv1_stage3_L1/biases\nTfPoseEstimator/Mconv1_stage3_L1/weights\nTfPoseEstimator/concat_stage3/axis\nTfPoseEstimator/Mconv7_stage2_L2/biases\nTfPoseEstimator/Mconv7_stage2_L2/weights\nTfPoseEstimato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/opt/conda/lib/python3.6/site-packages/tensorflow/python/framework/op_def_library.py:263: colocate_with (from tensorflow.python.framework.ops) is deprecated and will be removed in a future version.\nInstructions for updating:\nColocations handled automatically by placer.\n","name":"stdout"},{"output_type":"stream","text":"2020-11-28 07:44:19,047 WARNING From /opt/conda/lib/python3.6/site-packages/tensorflow/python/framework/op_def_library.py:263: colocate_with (from tensorflow.python.framework.ops) is deprecated and will be removed in a future version.\nInstructions for updating:\nColocations handled automatically by placer.\n","name":"stderr"}]},{"metadata":{"trusted":true},"cell_type":"code","source":"humans = tfpe.inference(npimg=c_frame, upsample_size=4.0)\nfor h in humans:\n    print(h)","execution_count":19,"outputs":[{"output_type":"stream","text":"BodyPart:0-(0.66, 0.34) score=0.13 BodyPart:1-(0.66, 0.40) score=0.70 BodyPart:2-(0.56, 0.40) score=0.65 BodyPart:3-(0.49, 0.48) score=0.73 BodyPart:4-(0.47, 0.57) score=0.85 BodyPart:5-(0.77, 0.41) score=0.62 BodyPart:6-(0.81, 0.51) score=0.74 BodyPart:7-(0.83, 0.62) score=0.83 BodyPart:8-(0.55, 0.57) score=0.55 BodyPart:9-(0.53, 0.71) score=0.75 BodyPart:10-(0.51, 0.83) score=0.66 BodyPart:11-(0.67, 0.59) score=0.58 BodyPart:12-(0.64, 0.79) score=0.65 BodyPart:14-(0.65, 0.32) score=0.18 BodyPart:15-(0.68, 0.32) score=0.15 BodyPart:16-(0.63, 0.33) score=0.20 BodyPart:17-(0.71, 0.33) score=0.21\nBodyPart:1-(0.25, 0.45) score=0.39 BodyPart:2-(0.18, 0.45) score=0.36 BodyPart:3-(0.13, 0.51) score=0.13 BodyPart:4-(0.12, 0.55) score=0.20 BodyPart:5-(0.31, 0.45) score=0.55 BodyPart:6-(0.35, 0.50) score=0.62 BodyPart:7-(0.37, 0.57) score=0.72 BodyPart:8-(0.21, 0.60) score=0.23 BodyPart:9-(0.21, 0.61) score=0.13 BodyPart:10-(0.24, 0.67) score=0.20 BodyPart:11-(0.30, 0.59) score=0.36 BodyPart:12-(0.27, 0.67) score=0.17 BodyPart:13-(0.26, 0.72) score=0.22\n","name":"stdout"}]},{"metadata":{"trusted":true},"cell_type":"code","source":"new_image = TfPoseEstimator.draw_humans(c_frame[:, :, ::-1], humans, imgcopy=False)\nfig, ax1 = plt.subplots(1, 1, figsize=(10, 10))\nax1.imshow(new_image[:, :, ::-1])","execution_count":20,"outputs":[{"output_type":"execute_result","execution_count":20,"data":{"text/plain":"<matplotlib.image.AxesImage at 0x7f38c8147ef0>"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 720x720 with 1 Axes>","image/png":"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\n"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"body_to_dict = lambda c_fig: {'bp_{}_{}'.format(k, vec_name): vec_val \n                              for k, part_vec in c_fig.body_parts.items() \n                              for vec_name, vec_val in zip(['x', 'y'],\n                                                           (part_vec.x, 1-part_vec.y, part_vec.score))}\nc_fig = humans[0]\nc_fig1=humans[1]\nprint(c_fig)\nprint(c_fig1)","execution_count":24,"outputs":[{"output_type":"stream","text":"BodyPart:0-(0.66, 0.34) score=0.13 BodyPart:1-(0.66, 0.40) score=0.70 BodyPart:2-(0.56, 0.40) score=0.65 BodyPart:3-(0.49, 0.48) score=0.73 BodyPart:4-(0.47, 0.57) score=0.85 BodyPart:5-(0.77, 0.41) score=0.62 BodyPart:6-(0.81, 0.51) score=0.74 BodyPart:7-(0.83, 0.62) score=0.83 BodyPart:8-(0.55, 0.57) score=0.55 BodyPart:9-(0.53, 0.71) score=0.75 BodyPart:10-(0.51, 0.83) score=0.66 BodyPart:11-(0.67, 0.59) score=0.58 BodyPart:12-(0.64, 0.79) score=0.65 BodyPart:14-(0.65, 0.32) score=0.18 BodyPart:15-(0.68, 0.32) score=0.15 BodyPart:16-(0.63, 0.33) score=0.20 BodyPart:17-(0.71, 0.33) score=0.21\nBodyPart:1-(0.25, 0.45) score=0.39 BodyPart:2-(0.18, 0.45) score=0.36 BodyPart:3-(0.13, 0.51) score=0.13 BodyPart:4-(0.12, 0.55) score=0.20 BodyPart:5-(0.31, 0.45) score=0.55 BodyPart:6-(0.35, 0.50) score=0.62 BodyPart:7-(0.37, 0.57) score=0.72 BodyPart:8-(0.21, 0.60) score=0.23 BodyPart:9-(0.21, 0.61) score=0.13 BodyPart:10-(0.24, 0.67) score=0.20 BodyPart:11-(0.30, 0.59) score=0.36 BodyPart:12-(0.27, 0.67) score=0.17 BodyPart:13-(0.26, 0.72) score=0.22\n","name":"stdout"}]},{"metadata":{"trusted":true},"cell_type":"code","source":"path='./'","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"MAX_FRAMES = 200\nbody_pose_list = []\nfor vid_path in tqdm_notebook(video_paths, desc='Files'):\n    c_video = video_gen(vid_path)\n    c_ts, c_frame = next(c_video)\n    out_path = 'test_video_1.avi'\n    out = cv2.VideoWriter(out_path,\n                          cv2.VideoWriter_fourcc('M','J','P','G'),\n                          10, \n                          (c_frame.shape[1], c_frame.shape[0]))\n    for (c_ts, c_frame), _ in zip(c_video, \n                                  tqdm_notebook(range(MAX_FRAMES), desc='Frames')):\n        bgr_frame = c_frame[:,:,::-1]\n        humans = tfpe.inference(npimg=bgr_frame, upsample_size=4.0)\n        for c_body in humans:\n            body_pose_list += [dict(video=out_path, time=c_ts, **body_to_dict(c_body))]\n        new_image = TfPoseEstimator.draw_humans(bgr_frame, humans, imgcopy=False)\n        out.write(new_image)\n    out.release()\n","execution_count":12,"outputs":[{"output_type":"display_data","data":{"text/plain":"HBox(children=(IntProgress(value=0, description='Files', max=1, style=ProgressStyle(description_width='initial…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"f5e77ac7cfa7466c877e2c2ddc3dabbe"}},"metadata":{}},{"output_type":"stream","text":"29.59663375660506\n","name":"stdout"},{"output_type":"display_data","data":{"text/plain":"HBox(children=(IntProgress(value=0, description='Frames', max=200, style=ProgressStyle(description_width='init…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"8883104f2d284fe48c3ecf806abda1c3"}},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"import pandas as pd\n# body_pose_df = pd.DataFrame(body_pose_list)\nbody_pose_df.tail()","execution_count":13,"outputs":[{"output_type":"execute_result","execution_count":13,"data":{"text/plain":"     bp_0_x    bp_0_y        ...               time             video\n0  0.564815  0.646739        ...          67.575253  test_video_1.avi\n1  0.421296  0.619565        ...          67.575253  test_video_1.avi\n2  0.560185  0.652174        ...         101.362879  test_video_1.avi\n3  0.421296  0.619565        ...         101.362879  test_video_1.avi\n4  0.555556  0.652174        ...         135.150505  test_video_1.avi\n\n[5 rows x 38 columns]","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>bp_0_x</th>\n      <th>bp_0_y</th>\n      <th>bp_10_x</th>\n      <th>bp_10_y</th>\n      <th>bp_11_x</th>\n      <th>bp_11_y</th>\n      <th>bp_12_x</th>\n      <th>bp_12_y</th>\n      <th>bp_13_x</th>\n      <th>bp_13_y</th>\n      <th>bp_14_x</th>\n      <th>bp_14_y</th>\n      <th>bp_15_x</th>\n      <th>bp_15_y</th>\n      <th>bp_16_x</th>\n      <th>bp_16_y</th>\n      <th>bp_17_x</th>\n      <th>bp_17_y</th>\n      <th>bp_1_x</th>\n      <th>bp_1_y</th>\n      <th>bp_2_x</th>\n      <th>bp_2_y</th>\n      <th>bp_3_x</th>\n      <th>bp_3_y</th>\n      <th>bp_4_x</th>\n      <th>bp_4_y</th>\n      <th>bp_5_x</th>\n      <th>bp_5_y</th>\n      <th>bp_6_x</th>\n      <th>bp_6_y</th>\n      <th>bp_7_x</th>\n      <th>bp_7_y</th>\n      <th>bp_8_x</th>\n      <th>bp_8_y</th>\n      <th>bp_9_x</th>\n      <th>bp_9_y</th>\n      <th>time</th>\n      <th>video</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>0.564815</td>\n      <td>0.646739</td>\n      <td>0.532407</td>\n      <td>0.445652</td>\n      <td>0.578704</td>\n      <td>0.543478</td>\n      <td>0.574074</td>\n      <td>0.505435</td>\n      <td>0.564815</td>\n      <td>0.461957</td>\n      <td>0.555556</td>\n      <td>0.657609</td>\n      <td>0.569444</td>\n      <td>0.652174</td>\n      <td>0.546296</td>\n      <td>0.646739</td>\n      <td>0.578704</td>\n      <td>0.646739</td>\n      <td>0.560185</td>\n      <td>0.619565</td>\n      <td>0.523148</td>\n      <td>0.619565</td>\n      <td>0.50000</td>\n      <td>0.581522</td>\n      <td>0.495370</td>\n      <td>0.543478</td>\n      <td>0.597222</td>\n      <td>0.619565</td>\n      <td>0.620370</td>\n      <td>0.586957</td>\n      <td>0.625000</td>\n      <td>0.543478</td>\n      <td>0.537037</td>\n      <td>0.548913</td>\n      <td>0.532407</td>\n      <td>0.505435</td>\n      <td>67.575253</td>\n      <td>test_video_1.avi</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>0.421296</td>\n      <td>0.619565</td>\n      <td>0.393519</td>\n      <td>0.451087</td>\n      <td>0.435185</td>\n      <td>0.527174</td>\n      <td>0.435185</td>\n      <td>0.505435</td>\n      <td>0.435185</td>\n      <td>0.456522</td>\n      <td>0.416667</td>\n      <td>0.625000</td>\n      <td>0.425926</td>\n      <td>0.625000</td>\n      <td>0.407407</td>\n      <td>0.614130</td>\n      <td>0.435185</td>\n      <td>0.619565</td>\n      <td>0.421296</td>\n      <td>0.586957</td>\n      <td>0.393519</td>\n      <td>0.592391</td>\n      <td>0.37037</td>\n      <td>0.565217</td>\n      <td>0.365741</td>\n      <td>0.543478</td>\n      <td>0.449074</td>\n      <td>0.592391</td>\n      <td>0.472222</td>\n      <td>0.559783</td>\n      <td>0.472222</td>\n      <td>0.538043</td>\n      <td>0.398148</td>\n      <td>0.527174</td>\n      <td>0.393519</td>\n      <td>0.494565</td>\n      <td>67.575253</td>\n      <td>test_video_1.avi</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>0.560185</td>\n      <td>0.652174</td>\n      <td>0.532407</td>\n      <td>0.445652</td>\n      <td>0.578704</td>\n      <td>0.543478</td>\n      <td>0.574074</td>\n      <td>0.505435</td>\n      <td>0.564815</td>\n      <td>0.461957</td>\n      <td>0.555556</td>\n      <td>0.657609</td>\n      <td>0.564815</td>\n      <td>0.657609</td>\n      <td>0.541667</td>\n      <td>0.646739</td>\n      <td>0.574074</td>\n      <td>0.646739</td>\n      <td>0.560185</td>\n      <td>0.619565</td>\n      <td>0.523148</td>\n      <td>0.614130</td>\n      <td>0.50000</td>\n      <td>0.581522</td>\n      <td>0.490741</td>\n      <td>0.543478</td>\n      <td>0.597222</td>\n      <td>0.619565</td>\n      <td>0.620370</td>\n      <td>0.586957</td>\n      <td>0.620370</td>\n      <td>0.543478</td>\n      <td>0.537037</td>\n      <td>0.548913</td>\n      <td>0.527778</td>\n      <td>0.505435</td>\n      <td>101.362879</td>\n      <td>test_video_1.avi</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>0.421296</td>\n      <td>0.619565</td>\n      <td>0.393519</td>\n      <td>0.445652</td>\n      <td>0.435185</td>\n      <td>0.527174</td>\n      <td>0.435185</td>\n      <td>0.505435</td>\n      <td>0.430556</td>\n      <td>0.456522</td>\n      <td>0.416667</td>\n      <td>0.625000</td>\n      <td>0.425926</td>\n      <td>0.625000</td>\n      <td>0.407407</td>\n      <td>0.614130</td>\n      <td>0.435185</td>\n      <td>0.619565</td>\n      <td>0.421296</td>\n      <td>0.586957</td>\n      <td>0.393519</td>\n      <td>0.592391</td>\n      <td>0.37037</td>\n      <td>0.565217</td>\n      <td>0.365741</td>\n      <td>0.543478</td>\n      <td>0.449074</td>\n      <td>0.592391</td>\n      <td>0.472222</td>\n      <td>0.565217</td>\n      <td>0.472222</td>\n      <td>0.538043</td>\n      <td>0.398148</td>\n      <td>0.527174</td>\n      <td>0.393519</td>\n      <td>0.494565</td>\n      <td>101.362879</td>\n      <td>test_video_1.avi</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>0.555556</td>\n      <td>0.652174</td>\n      <td>0.532407</td>\n      <td>0.445652</td>\n      <td>0.578704</td>\n      <td>0.543478</td>\n      <td>0.574074</td>\n      <td>0.505435</td>\n      <td>0.564815</td>\n      <td>0.461957</td>\n      <td>0.550926</td>\n      <td>0.657609</td>\n      <td>0.564815</td>\n      <td>0.657609</td>\n      <td>0.541667</td>\n      <td>0.646739</td>\n      <td>0.574074</td>\n      <td>0.646739</td>\n      <td>0.555556</td>\n      <td>0.614130</td>\n      <td>0.523148</td>\n      <td>0.614130</td>\n      <td>0.49537</td>\n      <td>0.581522</td>\n      <td>0.490741</td>\n      <td>0.543478</td>\n      <td>0.592593</td>\n      <td>0.614130</td>\n      <td>0.620370</td>\n      <td>0.586957</td>\n      <td>0.620370</td>\n      <td>0.543478</td>\n      <td>0.532407</td>\n      <td>0.548913</td>\n      <td>0.527778</td>\n      <td>0.505435</td>\n      <td>135.150505</td>\n      <td>test_video_1.avi</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"fig, m_axs = plt.subplots(1, 2, figsize=(15, 5))\nfor c_ax, (c_name, c_rows) in zip(m_axs, body_pose_df.groupby('video')):\n    for i in range(17):\n        c_ax.plot(c_rows['time'], c_rows['bp_{}_y'.format(i)], label='x {}'.format(i))\n    c_ax.legend()\n    c_ax.set_title(c_name)","execution_count":14,"outputs":[{"output_type":"display_data","data":{"text/plain":"<Figure size 1080x360 with 2 Axes>","image/png":"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\n"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"fig, m_axs = plt.subplots(1, 2, figsize=(15, 5))\nfor c_ax, (c_name, n_rows) in zip(m_axs, body_pose_df.groupby('video')):\n    for i in range(17):\n        c_rows = n_rows.query('bp_{}_score>0.6'.format(i)) # only keep confident results\n        c_ax.plot(c_rows['bp_{}_x'.format(i)], c_rows['bp_{}_y'.format(i)], label='BP {}'.format(i))\n    c_ax.legend()\n    c_ax.set_title(c_name)","execution_count":17,"outputs":[{"output_type":"error","ename":"UndefinedVariableError","evalue":"name 'bp_0_score' is not defined","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mKeyError\u001b[0m                                  Traceback (most recent call last)","\u001b[0;32m/opt/conda/lib/python3.6/site-packages/pandas/core/computation/scope.py\u001b[0m in \u001b[0;36mresolve\u001b[0;34m(self, key, is_local)\u001b[0m\n\u001b[1;32m    180\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mhas_resolvers\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 181\u001b[0;31m                 \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mresolvers\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mkey\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    182\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/opt/conda/lib/python3.6/collections/__init__.py\u001b[0m in \u001b[0;36m__getitem__\u001b[0;34m(self, key)\u001b[0m\n\u001b[1;32m    882\u001b[0m                 \u001b[0;32mpass\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 883\u001b[0;31m         \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__missing__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[0;34m)\u001b[0m            \u001b[0;31m# support subclasses that define __missing__\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    884\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/opt/conda/lib/python3.6/collections/__init__.py\u001b[0m in \u001b[0;36m__missing__\u001b[0;34m(self, key)\u001b[0m\n\u001b[1;32m    874\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0m__missing__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkey\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 875\u001b[0;31m         \u001b[0;32mraise\u001b[0m \u001b[0mKeyError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    876\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mKeyError\u001b[0m: 'bp_0_score'","\nDuring handling of the above exception, another exception occurred:\n","\u001b[0;31mKeyError\u001b[0m                                  Traceback (most recent call last)","\u001b[0;32m/opt/conda/lib/python3.6/site-packages/pandas/core/computation/scope.py\u001b[0m in \u001b[0;36mresolve\u001b[0;34m(self, key, is_local)\u001b[0m\n\u001b[1;32m    191\u001b[0m                 \u001b[0;31m# e.g., df[df > 0]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 192\u001b[0;31m                 \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtemps\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mkey\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    193\u001b[0m             \u001b[0;32mexcept\u001b[0m \u001b[0mKeyError\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mKeyError\u001b[0m: 'bp_0_score'","\nDuring handling of the above exception, another exception occurred:\n","\u001b[0;31mUndefinedVariableError\u001b[0m                    Traceback (most recent call last)","\u001b[0;32m<ipython-input-17-769c25b01d0d>\u001b[0m in 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\u001b[0mKeyError\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 194\u001b[0;31m                 \u001b[0;32mraise\u001b[0m \u001b[0mcompu\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mops\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mUndefinedVariableError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mis_local\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    195\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    196\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mswapkey\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mold_key\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnew_key\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnew_value\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mUndefinedVariableError\u001b[0m: name 'bp_0_score' is not defined"]},{"output_type":"display_data","data":{"text/plain":"<Figure size 1080x360 with 2 Axes>","image/png":"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\n"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"body_pose_df.to_csv('test_pose_1.csv', index=False)","execution_count":16,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"df3=pd.read_csv('body_pose_spit_front_1.csv')\ndf3.head()","execution_count":114,"outputs":[{"output_type":"execute_result","execution_count":114,"data":{"text/plain":"     bp_0_x                        ...                                                                      video\n0  0.537037                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n1  0.537037                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n2  0.537037                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n3  0.532407                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n4  0.532407                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n\n[5 rows x 38 columns]","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>bp_0_x</th>\n      <th>bp_0_y</th>\n      <th>bp_10_x</th>\n      <th>bp_10_y</th>\n      <th>bp_11_x</th>\n      <th>bp_11_y</th>\n      <th>bp_12_x</th>\n      <th>bp_12_y</th>\n      <th>bp_13_x</th>\n      <th>bp_13_y</th>\n      <th>bp_14_x</th>\n      <th>bp_14_y</th>\n      <th>bp_15_x</th>\n      <th>bp_15_y</th>\n      <th>bp_16_x</th>\n      <th>bp_16_y</th>\n      <th>bp_17_x</th>\n      <th>bp_17_y</th>\n      <th>bp_1_x</th>\n      <th>bp_1_y</th>\n      <th>bp_2_x</th>\n      <th>bp_2_y</th>\n      <th>bp_3_x</th>\n      <th>bp_3_y</th>\n      <th>bp_4_x</th>\n      <th>bp_4_y</th>\n      <th>bp_5_x</th>\n      <th>bp_5_y</th>\n      <th>bp_6_x</th>\n      <th>bp_6_y</th>\n      <th>bp_7_x</th>\n      <th>bp_7_y</th>\n      <th>bp_8_x</th>\n      <th>bp_8_y</th>\n      <th>bp_9_x</th>\n      <th>bp_9_y</th>\n      <th>time</th>\n      <th>video</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>0.537037</td>\n      <td>0.635870</td>\n      <td>0.490741</td>\n      <td>0.467391</td>\n      <td>0.541667</td>\n      <td>0.548913</td>\n      <td>0.541667</td>\n      <td>0.510870</td>\n      <td>0.527778</td>\n      <td>0.467391</td>\n      <td>0.532407</td>\n      <td>0.641304</td>\n      <td>0.541667</td>\n      <td>0.641304</td>\n      <td>0.523148</td>\n      <td>0.641304</td>\n      <td>0.550926</td>\n      <td>0.63587</td>\n      <td>0.532407</td>\n      <td>0.614130</td>\n      <td>0.50463</td>\n      <td>0.619565</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.476852</td>\n      <td>0.554348</td>\n      <td>0.560185</td>\n      <td>0.614130</td>\n      <td>0.578704</td>\n      <td>0.592391</td>\n      <td>0.578704</td>\n      <td>0.554348</td>\n      <td>0.50463</td>\n      <td>0.548913</td>\n      <td>0.495370</td>\n      <td>0.510870</td>\n      <td>66.870007</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>0.537037</td>\n      <td>0.641304</td>\n      <td>0.490741</td>\n      <td>0.461957</td>\n      <td>0.541667</td>\n      <td>0.548913</td>\n      <td>0.541667</td>\n      <td>0.510870</td>\n      <td>0.527778</td>\n      <td>0.467391</td>\n      <td>0.532407</td>\n      <td>0.646739</td>\n      <td>0.541667</td>\n      <td>0.646739</td>\n      <td>0.523148</td>\n      <td>0.641304</td>\n      <td>0.550926</td>\n      <td>0.63587</td>\n      <td>0.532407</td>\n      <td>0.614130</td>\n      <td>0.50463</td>\n      <td>0.619565</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.476852</td>\n      <td>0.554348</td>\n      <td>0.560185</td>\n      <td>0.614130</td>\n      <td>0.578704</td>\n      <td>0.592391</td>\n      <td>0.578704</td>\n      <td>0.554348</td>\n      <td>0.50463</td>\n      <td>0.548913</td>\n      <td>0.495370</td>\n      <td>0.510870</td>\n      <td>100.305011</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>0.537037</td>\n      <td>0.635870</td>\n      <td>0.490741</td>\n      <td>0.461957</td>\n      <td>0.541667</td>\n      <td>0.543478</td>\n      <td>0.537037</td>\n      <td>0.510870</td>\n      <td>0.527778</td>\n      <td>0.467391</td>\n      <td>0.532407</td>\n      <td>0.646739</td>\n      <td>0.541667</td>\n      <td>0.641304</td>\n      <td>0.523148</td>\n      <td>0.641304</td>\n      <td>0.546296</td>\n      <td>0.63587</td>\n      <td>0.527778</td>\n      <td>0.614130</td>\n      <td>0.50000</td>\n      <td>0.614130</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.476852</td>\n      <td>0.548913</td>\n      <td>0.555556</td>\n      <td>0.608696</td>\n      <td>0.578704</td>\n      <td>0.592391</td>\n      <td>0.578704</td>\n      <td>0.554348</td>\n      <td>0.50463</td>\n      <td>0.548913</td>\n      <td>0.495370</td>\n      <td>0.510870</td>\n      <td>133.740015</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>0.532407</td>\n      <td>0.635870</td>\n      <td>0.490741</td>\n      <td>0.461957</td>\n      <td>0.537037</td>\n      <td>0.543478</td>\n      <td>0.537037</td>\n      <td>0.505435</td>\n      <td>0.527778</td>\n      <td>0.467391</td>\n      <td>0.527778</td>\n      <td>0.641304</td>\n      <td>0.541667</td>\n      <td>0.641304</td>\n      <td>0.518519</td>\n      <td>0.635870</td>\n      <td>0.546296</td>\n      <td>0.63587</td>\n      <td>0.532407</td>\n      <td>0.608696</td>\n      <td>0.50463</td>\n      <td>0.614130</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.476852</td>\n      <td>0.548913</td>\n      <td>0.560185</td>\n      <td>0.608696</td>\n      <td>0.578704</td>\n      <td>0.592391</td>\n      <td>0.578704</td>\n      <td>0.548913</td>\n      <td>0.50463</td>\n      <td>0.548913</td>\n      <td>0.495370</td>\n      <td>0.510870</td>\n      <td>167.175018</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>0.532407</td>\n      <td>0.635870</td>\n      <td>0.486111</td>\n      <td>0.456522</td>\n      <td>0.537037</td>\n      <td>0.543478</td>\n      <td>0.532407</td>\n      <td>0.505435</td>\n      <td>0.527778</td>\n      <td>0.461957</td>\n      <td>0.527778</td>\n      <td>0.646739</td>\n      <td>0.537037</td>\n      <td>0.641304</td>\n      <td>0.518519</td>\n      <td>0.635870</td>\n      <td>0.546296</td>\n      <td>0.63587</td>\n      <td>0.527778</td>\n      <td>0.608696</td>\n      <td>0.50000</td>\n      <td>0.614130</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.472222</td>\n      <td>0.548913</td>\n      <td>0.555556</td>\n      <td>0.608696</td>\n      <td>0.578704</td>\n      <td>0.586957</td>\n      <td>0.574074</td>\n      <td>0.548913</td>\n      <td>0.50000</td>\n      <td>0.543478</td>\n      <td>0.490741</td>\n      <td>0.505435</td>\n      <td>200.610022</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"df=pd.read_csv('body_pose_normal_front_1.csv')\ndf.head()","execution_count":115,"outputs":[{"output_type":"execute_result","execution_count":115,"data":{"text/plain":"     bp_0_x                        ...                                                                      video\n0  0.458333                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n1  0.462963                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n2  0.462963                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n3  0.462963                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n4  0.467593                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n\n[5 rows x 38 columns]","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>bp_0_x</th>\n      <th>bp_0_y</th>\n      <th>bp_10_x</th>\n      <th>bp_10_y</th>\n      <th>bp_11_x</th>\n      <th>bp_11_y</th>\n      <th>bp_12_x</th>\n      <th>bp_12_y</th>\n      <th>bp_13_x</th>\n      <th>bp_13_y</th>\n      <th>bp_14_x</th>\n      <th>bp_14_y</th>\n      <th>bp_15_x</th>\n      <th>bp_15_y</th>\n      <th>bp_16_x</th>\n      <th>bp_16_y</th>\n      <th>bp_17_x</th>\n      <th>bp_17_y</th>\n      <th>bp_1_x</th>\n      <th>bp_1_y</th>\n      <th>bp_2_x</th>\n      <th>bp_2_y</th>\n      <th>bp_3_x</th>\n      <th>bp_3_y</th>\n      <th>bp_4_x</th>\n      <th>bp_4_y</th>\n      <th>bp_5_x</th>\n      <th>bp_5_y</th>\n      <th>bp_6_x</th>\n      <th>bp_6_y</th>\n      <th>bp_7_x</th>\n      <th>bp_7_y</th>\n      <th>bp_8_x</th>\n      <th>bp_8_y</th>\n      <th>bp_9_x</th>\n      <th>bp_9_y</th>\n      <th>time</th>\n      <th>video</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>0.458333</td>\n      <td>0.668478</td>\n      <td>0.425926</td>\n      <td>0.451087</td>\n      <td>0.472222</td>\n      <td>0.538043</td>\n      <td>0.476852</td>\n      <td>0.489130</td>\n      <td>0.472222</td>\n      <td>0.429348</td>\n      <td>0.453704</td>\n      <td>0.673913</td>\n      <td>0.467593</td>\n      <td>0.673913</td>\n      <td>0.439815</td>\n      <td>0.668478</td>\n      <td>0.476852</td>\n      <td>0.663043</td>\n      <td>0.453704</td>\n      <td>0.630435</td>\n      <td>0.407407</td>\n      <td>0.630435</td>\n      <td>0.37037</td>\n      <td>0.592391</td>\n      <td>0.37037</td>\n      <td>0.554348</td>\n      <td>0.49537</td>\n      <td>0.625</td>\n      <td>0.513889</td>\n      <td>0.592391</td>\n      <td>0.513889</td>\n      <td>0.548913</td>\n      <td>0.421296</td>\n      <td>0.538043</td>\n      <td>0.416667</td>\n      <td>0.500000</td>\n      <td>67.261538</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>0.462963</td>\n      <td>0.668478</td>\n      <td>0.425926</td>\n      <td>0.451087</td>\n      <td>0.472222</td>\n      <td>0.538043</td>\n      <td>0.481481</td>\n      <td>0.494565</td>\n      <td>0.472222</td>\n      <td>0.429348</td>\n      <td>0.458333</td>\n      <td>0.673913</td>\n      <td>0.472222</td>\n      <td>0.673913</td>\n      <td>0.444444</td>\n      <td>0.668478</td>\n      <td>0.481481</td>\n      <td>0.663043</td>\n      <td>0.453704</td>\n      <td>0.630435</td>\n      <td>0.412037</td>\n      <td>0.630435</td>\n      <td>0.37500</td>\n      <td>0.597826</td>\n      <td>0.37037</td>\n      <td>0.554348</td>\n      <td>0.49537</td>\n      <td>0.625</td>\n      <td>0.513889</td>\n      <td>0.592391</td>\n      <td>0.518519</td>\n      <td>0.548913</td>\n      <td>0.421296</td>\n      <td>0.538043</td>\n      <td>0.416667</td>\n      <td>0.505435</td>\n      <td>100.892308</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>0.462963</td>\n      <td>0.668478</td>\n      <td>0.425926</td>\n      <td>0.451087</td>\n      <td>0.476852</td>\n      <td>0.538043</td>\n      <td>0.481481</td>\n      <td>0.489130</td>\n      <td>0.472222</td>\n      <td>0.429348</td>\n      <td>0.458333</td>\n      <td>0.679348</td>\n      <td>0.472222</td>\n      <td>0.673913</td>\n      <td>0.444444</td>\n      <td>0.668478</td>\n      <td>0.481481</td>\n      <td>0.663043</td>\n      <td>0.458333</td>\n      <td>0.630435</td>\n      <td>0.412037</td>\n      <td>0.630435</td>\n      <td>0.37500</td>\n      <td>0.597826</td>\n      <td>0.37500</td>\n      <td>0.554348</td>\n      <td>0.50000</td>\n      <td>0.625</td>\n      <td>0.518519</td>\n      <td>0.592391</td>\n      <td>0.518519</td>\n      <td>0.548913</td>\n      <td>0.425926</td>\n      <td>0.538043</td>\n      <td>0.421296</td>\n      <td>0.500000</td>\n      <td>134.523077</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>0.462963</td>\n      <td>0.668478</td>\n      <td>0.425926</td>\n      <td>0.451087</td>\n      <td>0.476852</td>\n      <td>0.532609</td>\n      <td>0.481481</td>\n      <td>0.489130</td>\n      <td>0.472222</td>\n      <td>0.429348</td>\n      <td>0.458333</td>\n      <td>0.673913</td>\n      <td>0.472222</td>\n      <td>0.673913</td>\n      <td>0.444444</td>\n      <td>0.668478</td>\n      <td>0.481481</td>\n      <td>0.663043</td>\n      <td>0.458333</td>\n      <td>0.630435</td>\n      <td>0.412037</td>\n      <td>0.630435</td>\n      <td>0.37963</td>\n      <td>0.597826</td>\n      <td>0.37500</td>\n      <td>0.554348</td>\n      <td>0.50000</td>\n      <td>0.625</td>\n      <td>0.518519</td>\n      <td>0.586957</td>\n      <td>0.523148</td>\n      <td>0.543478</td>\n      <td>0.425926</td>\n      <td>0.538043</td>\n      <td>0.421296</td>\n      <td>0.505435</td>\n      <td>168.153846</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>0.467593</td>\n      <td>0.668478</td>\n      <td>0.425926</td>\n      <td>0.451087</td>\n      <td>0.476852</td>\n      <td>0.532609</td>\n      <td>0.481481</td>\n      <td>0.483696</td>\n      <td>0.472222</td>\n      <td>0.429348</td>\n      <td>0.458333</td>\n      <td>0.673913</td>\n      <td>0.472222</td>\n      <td>0.673913</td>\n      <td>0.444444</td>\n      <td>0.668478</td>\n      <td>0.486111</td>\n      <td>0.663043</td>\n      <td>0.458333</td>\n      <td>0.630435</td>\n      <td>0.412037</td>\n      <td>0.635870</td>\n      <td>0.37963</td>\n      <td>0.597826</td>\n      <td>0.37500</td>\n      <td>0.554348</td>\n      <td>0.50000</td>\n      <td>0.625</td>\n      <td>0.518519</td>\n      <td>0.586957</td>\n      <td>0.523148</td>\n      <td>0.543478</td>\n      <td>0.425926</td>\n      <td>0.538043</td>\n      <td>0.425926</td>\n      <td>0.500000</td>\n      <td>201.784615</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"df2=pd.read_csv('./body_pose_spit_front_2.csv')\ndf2.head()","execution_count":127,"outputs":[{"output_type":"execute_result","execution_count":127,"data":{"text/plain":"     bp_0_x                        ...                                                                      video\n0  0.472222                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n1  0.467593                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n2  0.462963                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n3  0.462963                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n4  0.462963                        ...                          WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...\n\n[5 rows x 38 columns]","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>bp_0_x</th>\n      <th>bp_0_y</th>\n      <th>bp_10_x</th>\n      <th>bp_10_y</th>\n      <th>bp_11_x</th>\n      <th>bp_11_y</th>\n      <th>bp_12_x</th>\n      <th>bp_12_y</th>\n      <th>bp_13_x</th>\n      <th>bp_13_y</th>\n      <th>bp_14_x</th>\n      <th>bp_14_y</th>\n      <th>bp_15_x</th>\n      <th>bp_15_y</th>\n      <th>bp_16_x</th>\n      <th>bp_16_y</th>\n      <th>bp_17_x</th>\n      <th>bp_17_y</th>\n      <th>bp_1_x</th>\n      <th>bp_1_y</th>\n      <th>bp_2_x</th>\n      <th>bp_2_y</th>\n      <th>bp_3_x</th>\n      <th>bp_3_y</th>\n      <th>bp_4_x</th>\n      <th>bp_4_y</th>\n      <th>bp_5_x</th>\n      <th>bp_5_y</th>\n      <th>bp_6_x</th>\n      <th>bp_6_y</th>\n      <th>bp_7_x</th>\n      <th>bp_7_y</th>\n      <th>bp_8_x</th>\n      <th>bp_8_y</th>\n      <th>bp_9_x</th>\n      <th>bp_9_y</th>\n      <th>time</th>\n      <th>video</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>0.472222</td>\n      <td>0.690217</td>\n      <td>0.435185</td>\n      <td>0.461957</td>\n      <td>0.490741</td>\n      <td>0.565217</td>\n      <td>0.495370</td>\n      <td>0.521739</td>\n      <td>0.486111</td>\n      <td>0.478261</td>\n      <td>0.467593</td>\n      <td>0.695652</td>\n      <td>0.481481</td>\n      <td>0.695652</td>\n      <td>0.453704</td>\n      <td>0.690217</td>\n      <td>0.490741</td>\n      <td>0.684783</td>\n      <td>0.472222</td>\n      <td>0.652174</td>\n      <td>0.430556</td>\n      <td>0.657609</td>\n      <td>0.402778</td>\n      <td>0.619565</td>\n      <td>0.398148</td>\n      <td>0.576087</td>\n      <td>0.513889</td>\n      <td>0.652174</td>\n      <td>0.541667</td>\n      <td>0.61413</td>\n      <td>0.541667</td>\n      <td>0.570652</td>\n      <td>0.439815</td>\n      <td>0.570652</td>\n      <td>0.435185</td>\n      <td>0.521739</td>\n      <td>66.981414</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>0.467593</td>\n      <td>0.690217</td>\n      <td>0.435185</td>\n      <td>0.461957</td>\n      <td>0.486111</td>\n      <td>0.565217</td>\n      <td>0.490741</td>\n      <td>0.516304</td>\n      <td>0.486111</td>\n      <td>0.472826</td>\n      <td>0.462963</td>\n      <td>0.695652</td>\n      <td>0.476852</td>\n      <td>0.695652</td>\n      <td>0.449074</td>\n      <td>0.690217</td>\n      <td>0.486111</td>\n      <td>0.684783</td>\n      <td>0.467593</td>\n      <td>0.652174</td>\n      <td>0.425926</td>\n      <td>0.652174</td>\n      <td>0.398148</td>\n      <td>0.614130</td>\n      <td>0.393519</td>\n      <td>0.570652</td>\n      <td>0.509259</td>\n      <td>0.652174</td>\n      <td>0.537037</td>\n      <td>0.61413</td>\n      <td>0.537037</td>\n      <td>0.570652</td>\n      <td>0.435185</td>\n      <td>0.565217</td>\n      <td>0.430556</td>\n      <td>0.516304</td>\n      <td>100.472121</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>0.462963</td>\n      <td>0.690217</td>\n      <td>0.435185</td>\n      <td>0.461957</td>\n      <td>0.486111</td>\n      <td>0.565217</td>\n      <td>0.486111</td>\n      <td>0.521739</td>\n      <td>0.481481</td>\n      <td>0.478261</td>\n      <td>0.458333</td>\n      <td>0.695652</td>\n      <td>0.472222</td>\n      <td>0.695652</td>\n      <td>0.444444</td>\n      <td>0.690217</td>\n      <td>0.486111</td>\n      <td>0.684783</td>\n      <td>0.462963</td>\n      <td>0.652174</td>\n      <td>0.421296</td>\n      <td>0.652174</td>\n      <td>0.398148</td>\n      <td>0.614130</td>\n      <td>0.393519</td>\n      <td>0.570652</td>\n      <td>0.504630</td>\n      <td>0.652174</td>\n      <td>0.532407</td>\n      <td>0.61413</td>\n      <td>0.532407</td>\n      <td>0.570652</td>\n      <td>0.435185</td>\n      <td>0.565217</td>\n      <td>0.430556</td>\n      <td>0.516304</td>\n      <td>133.962828</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>0.462963</td>\n      <td>0.690217</td>\n      <td>0.435185</td>\n      <td>0.461957</td>\n      <td>0.486111</td>\n      <td>0.559783</td>\n      <td>0.486111</td>\n      <td>0.527174</td>\n      <td>0.486111</td>\n      <td>0.478261</td>\n      <td>0.458333</td>\n      <td>0.695652</td>\n      <td>0.472222</td>\n      <td>0.695652</td>\n      <td>0.444444</td>\n      <td>0.690217</td>\n      <td>0.481481</td>\n      <td>0.684783</td>\n      <td>0.462963</td>\n      <td>0.652174</td>\n      <td>0.421296</td>\n      <td>0.652174</td>\n      <td>0.398148</td>\n      <td>0.614130</td>\n      <td>0.393519</td>\n      <td>0.570652</td>\n      <td>0.504630</td>\n      <td>0.652174</td>\n      <td>0.532407</td>\n      <td>0.61413</td>\n      <td>0.532407</td>\n      <td>0.570652</td>\n      <td>0.435185</td>\n      <td>0.559783</td>\n      <td>0.435185</td>\n      <td>0.510870</td>\n      <td>167.453535</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>0.462963</td>\n      <td>0.690217</td>\n      <td>0.439815</td>\n      <td>0.461957</td>\n      <td>0.486111</td>\n      <td>0.554348</td>\n      <td>0.490741</td>\n      <td>0.527174</td>\n      <td>0.481481</td>\n      <td>0.478261</td>\n      <td>0.453704</td>\n      <td>0.695652</td>\n      <td>0.467593</td>\n      <td>0.695652</td>\n      <td>0.444444</td>\n      <td>0.690217</td>\n      <td>0.481481</td>\n      <td>0.684783</td>\n      <td>0.462963</td>\n      <td>0.652174</td>\n      <td>0.416667</td>\n      <td>0.652174</td>\n      <td>0.393519</td>\n      <td>0.614130</td>\n      <td>0.388889</td>\n      <td>0.565217</td>\n      <td>0.504630</td>\n      <td>0.652174</td>\n      <td>0.527778</td>\n      <td>0.61413</td>\n      <td>0.532407</td>\n      <td>0.570652</td>\n      <td>0.435185</td>\n      <td>0.554348</td>\n      <td>0.435185</td>\n      <td>0.483696</td>\n      <td>200.944242</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.27.mp4_out_...</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"df1=pd.read_csv('./body_pose_spit_front_1.csv')\ndf1.head()","execution_count":128,"outputs":[{"output_type":"execute_result","execution_count":128,"data":{"text/plain":"     bp_0_x                        ...                                                                      video\n0  0.537037                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n1  0.537037                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n2  0.537037                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n3  0.532407                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n4  0.532407                        ...                          WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...\n\n[5 rows x 38 columns]","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>bp_0_x</th>\n      <th>bp_0_y</th>\n      <th>bp_10_x</th>\n      <th>bp_10_y</th>\n      <th>bp_11_x</th>\n      <th>bp_11_y</th>\n      <th>bp_12_x</th>\n      <th>bp_12_y</th>\n      <th>bp_13_x</th>\n      <th>bp_13_y</th>\n      <th>bp_14_x</th>\n      <th>bp_14_y</th>\n      <th>bp_15_x</th>\n      <th>bp_15_y</th>\n      <th>bp_16_x</th>\n      <th>bp_16_y</th>\n      <th>bp_17_x</th>\n      <th>bp_17_y</th>\n      <th>bp_1_x</th>\n      <th>bp_1_y</th>\n      <th>bp_2_x</th>\n      <th>bp_2_y</th>\n      <th>bp_3_x</th>\n      <th>bp_3_y</th>\n      <th>bp_4_x</th>\n      <th>bp_4_y</th>\n      <th>bp_5_x</th>\n      <th>bp_5_y</th>\n      <th>bp_6_x</th>\n      <th>bp_6_y</th>\n      <th>bp_7_x</th>\n      <th>bp_7_y</th>\n      <th>bp_8_x</th>\n      <th>bp_8_y</th>\n      <th>bp_9_x</th>\n      <th>bp_9_y</th>\n      <th>time</th>\n      <th>video</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>0.537037</td>\n      <td>0.635870</td>\n      <td>0.490741</td>\n      <td>0.467391</td>\n      <td>0.541667</td>\n      <td>0.548913</td>\n      <td>0.541667</td>\n      <td>0.510870</td>\n      <td>0.527778</td>\n      <td>0.467391</td>\n      <td>0.532407</td>\n      <td>0.641304</td>\n      <td>0.541667</td>\n      <td>0.641304</td>\n      <td>0.523148</td>\n      <td>0.641304</td>\n      <td>0.550926</td>\n      <td>0.63587</td>\n      <td>0.532407</td>\n      <td>0.614130</td>\n      <td>0.50463</td>\n      <td>0.619565</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.476852</td>\n      <td>0.554348</td>\n      <td>0.560185</td>\n      <td>0.614130</td>\n      <td>0.578704</td>\n      <td>0.592391</td>\n      <td>0.578704</td>\n      <td>0.554348</td>\n      <td>0.50463</td>\n      <td>0.548913</td>\n      <td>0.495370</td>\n      <td>0.510870</td>\n      <td>66.870007</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>0.537037</td>\n      <td>0.641304</td>\n      <td>0.490741</td>\n      <td>0.461957</td>\n      <td>0.541667</td>\n      <td>0.548913</td>\n      <td>0.541667</td>\n      <td>0.510870</td>\n      <td>0.527778</td>\n      <td>0.467391</td>\n      <td>0.532407</td>\n      <td>0.646739</td>\n      <td>0.541667</td>\n      <td>0.646739</td>\n      <td>0.523148</td>\n      <td>0.641304</td>\n      <td>0.550926</td>\n      <td>0.63587</td>\n      <td>0.532407</td>\n      <td>0.614130</td>\n      <td>0.50463</td>\n      <td>0.619565</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.476852</td>\n      <td>0.554348</td>\n      <td>0.560185</td>\n      <td>0.614130</td>\n      <td>0.578704</td>\n      <td>0.592391</td>\n      <td>0.578704</td>\n      <td>0.554348</td>\n      <td>0.50463</td>\n      <td>0.548913</td>\n      <td>0.495370</td>\n      <td>0.510870</td>\n      <td>100.305011</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>0.537037</td>\n      <td>0.635870</td>\n      <td>0.490741</td>\n      <td>0.461957</td>\n      <td>0.541667</td>\n      <td>0.543478</td>\n      <td>0.537037</td>\n      <td>0.510870</td>\n      <td>0.527778</td>\n      <td>0.467391</td>\n      <td>0.532407</td>\n      <td>0.646739</td>\n      <td>0.541667</td>\n      <td>0.641304</td>\n      <td>0.523148</td>\n      <td>0.641304</td>\n      <td>0.546296</td>\n      <td>0.63587</td>\n      <td>0.527778</td>\n      <td>0.614130</td>\n      <td>0.50000</td>\n      <td>0.614130</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.476852</td>\n      <td>0.548913</td>\n      <td>0.555556</td>\n      <td>0.608696</td>\n      <td>0.578704</td>\n      <td>0.592391</td>\n      <td>0.578704</td>\n      <td>0.554348</td>\n      <td>0.50463</td>\n      <td>0.548913</td>\n      <td>0.495370</td>\n      <td>0.510870</td>\n      <td>133.740015</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>0.532407</td>\n      <td>0.635870</td>\n      <td>0.490741</td>\n      <td>0.461957</td>\n      <td>0.537037</td>\n      <td>0.543478</td>\n      <td>0.537037</td>\n      <td>0.505435</td>\n      <td>0.527778</td>\n      <td>0.467391</td>\n      <td>0.527778</td>\n      <td>0.641304</td>\n      <td>0.541667</td>\n      <td>0.641304</td>\n      <td>0.518519</td>\n      <td>0.635870</td>\n      <td>0.546296</td>\n      <td>0.63587</td>\n      <td>0.532407</td>\n      <td>0.608696</td>\n      <td>0.50463</td>\n      <td>0.614130</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.476852</td>\n      <td>0.548913</td>\n      <td>0.560185</td>\n      <td>0.608696</td>\n      <td>0.578704</td>\n      <td>0.592391</td>\n      <td>0.578704</td>\n      <td>0.548913</td>\n      <td>0.50463</td>\n      <td>0.548913</td>\n      <td>0.495370</td>\n      <td>0.510870</td>\n      <td>167.175018</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>0.532407</td>\n      <td>0.635870</td>\n      <td>0.486111</td>\n      <td>0.456522</td>\n      <td>0.537037</td>\n      <td>0.543478</td>\n      <td>0.532407</td>\n      <td>0.505435</td>\n      <td>0.527778</td>\n      <td>0.461957</td>\n      <td>0.527778</td>\n      <td>0.646739</td>\n      <td>0.537037</td>\n      <td>0.641304</td>\n      <td>0.518519</td>\n      <td>0.635870</td>\n      <td>0.546296</td>\n      <td>0.63587</td>\n      <td>0.527778</td>\n      <td>0.608696</td>\n      <td>0.50000</td>\n      <td>0.614130</td>\n      <td>0.476852</td>\n      <td>0.586957</td>\n      <td>0.472222</td>\n      <td>0.548913</td>\n      <td>0.555556</td>\n      <td>0.608696</td>\n      <td>0.578704</td>\n      <td>0.586957</td>\n      <td>0.574074</td>\n      <td>0.548913</td>\n      <td>0.50000</td>\n      <td>0.543478</td>\n      <td>0.490741</td>\n      <td>0.505435</td>\n      <td>200.610022</td>\n      <td>WhatsApp Video 2020-11-25 at 18.47.26 (3).mp4_...</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"#df1 = df[['bp_0_x': 'bp_9_y']]\nnew1 = df1.iloc[: , 0:36]","execution_count":129,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"new2=df2.iloc[:,0:36]","execution_count":130,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"new=df.iloc[:,0:36]","execution_count":116,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"new3=df3.iloc[:,0:36]","execution_count":117,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"# new2.tail()","execution_count":51,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"new3.tail()","execution_count":118,"outputs":[{"output_type":"execute_result","execution_count":118,"data":{"text/plain":"       bp_0_x    bp_0_y   bp_10_x    ...       bp_8_y    bp_9_x    bp_9_y\n147  0.444444  0.586957  0.444444    ...     0.418478  0.444444  0.326087\n148  0.444444  0.592391  0.435185    ...     0.418478  0.444444  0.315217\n149  0.444444  0.592391  0.435185    ...     0.407609  0.444444  0.298913\n150  0.449074  0.592391  0.430556    ...     0.413043  0.439815  0.293478\n151  0.449074  0.592391  0.430556    ...     0.407609  0.435185  0.288043\n\n[5 rows x 36 columns]","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>bp_0_x</th>\n      <th>bp_0_y</th>\n      <th>bp_10_x</th>\n      <th>bp_10_y</th>\n      <th>bp_11_x</th>\n      <th>bp_11_y</th>\n      <th>bp_12_x</th>\n      <th>bp_12_y</th>\n      <th>bp_13_x</th>\n      <th>bp_13_y</th>\n      <th>bp_14_x</th>\n      <th>bp_14_y</th>\n      <th>bp_15_x</th>\n      <th>bp_15_y</th>\n      <th>bp_16_x</th>\n      <th>bp_16_y</th>\n      <th>bp_17_x</th>\n      <th>bp_17_y</th>\n      <th>bp_1_x</th>\n      <th>bp_1_y</th>\n      <th>bp_2_x</th>\n      <th>bp_2_y</th>\n      <th>bp_3_x</th>\n      <th>bp_3_y</th>\n      <th>bp_4_x</th>\n      <th>bp_4_y</th>\n      <th>bp_5_x</th>\n      <th>bp_5_y</th>\n      <th>bp_6_x</th>\n      <th>bp_6_y</th>\n      <th>bp_7_x</th>\n      <th>bp_7_y</th>\n      <th>bp_8_x</th>\n      <th>bp_8_y</th>\n      <th>bp_9_x</th>\n      <th>bp_9_y</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>147</th>\n      <td>0.444444</td>\n      <td>0.586957</td>\n      <td>0.444444</td>\n      <td>0.233696</td>\n      <td>0.546296</td>\n      <td>0.418478</td>\n      <td>0.550926</td>\n      <td>0.320652</td>\n      <td>0.532407</td>\n      <td>0.255435</td>\n      <td>0.430556</td>\n      <td>0.608696</td>\n      <td>0.462963</td>\n      <td>0.608696</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.504630</td>\n      <td>0.625</td>\n      <td>0.486111</td>\n      <td>0.559783</td>\n      <td>0.412037</td>\n      <td>0.559783</td>\n      <td>0.393519</td>\n      <td>0.494565</td>\n      <td>0.384259</td>\n      <td>0.429348</td>\n      <td>0.560185</td>\n      <td>0.559783</td>\n      <td>0.638889</td>\n      <td>0.478261</td>\n      <td>0.611111</td>\n      <td>0.391304</td>\n      <td>0.458333</td>\n      <td>0.418478</td>\n      <td>0.444444</td>\n      <td>0.326087</td>\n    </tr>\n    <tr>\n      <th>148</th>\n      <td>0.444444</td>\n      <td>0.592391</td>\n      <td>0.435185</td>\n      <td>0.211957</td>\n      <td>0.546296</td>\n      <td>0.418478</td>\n      <td>0.550926</td>\n      <td>0.320652</td>\n      <td>0.532407</td>\n      <td>0.250000</td>\n      <td>0.430556</td>\n      <td>0.608696</td>\n      <td>0.462963</td>\n      <td>0.614130</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.509259</td>\n      <td>0.625</td>\n      <td>0.490741</td>\n      <td>0.559783</td>\n      <td>0.412037</td>\n      <td>0.559783</td>\n      <td>0.393519</td>\n      <td>0.494565</td>\n      <td>0.379630</td>\n      <td>0.423913</td>\n      <td>0.569444</td>\n      <td>0.559783</td>\n      <td>0.638889</td>\n      <td>0.478261</td>\n      <td>0.611111</td>\n      <td>0.391304</td>\n      <td>0.458333</td>\n      <td>0.418478</td>\n      <td>0.444444</td>\n      <td>0.315217</td>\n    </tr>\n    <tr>\n      <th>149</th>\n      <td>0.444444</td>\n      <td>0.592391</td>\n      <td>0.435185</td>\n      <td>0.190217</td>\n      <td>0.546296</td>\n      <td>0.407609</td>\n      <td>0.550926</td>\n      <td>0.320652</td>\n      <td>0.537037</td>\n      <td>0.255435</td>\n      <td>0.430556</td>\n      <td>0.614130</td>\n      <td>0.462963</td>\n      <td>0.614130</td>\n      <td>0.412037</td>\n      <td>0.625</td>\n      <td>0.509259</td>\n      <td>0.625</td>\n      <td>0.490741</td>\n      <td>0.559783</td>\n      <td>0.407407</td>\n      <td>0.559783</td>\n      <td>0.388889</td>\n      <td>0.494565</td>\n      <td>0.379630</td>\n      <td>0.418478</td>\n      <td>0.569444</td>\n      <td>0.559783</td>\n      <td>0.638889</td>\n      <td>0.478261</td>\n      <td>0.615741</td>\n      <td>0.391304</td>\n      <td>0.453704</td>\n      <td>0.407609</td>\n      <td>0.444444</td>\n      <td>0.298913</td>\n    </tr>\n    <tr>\n      <th>150</th>\n      <td>0.449074</td>\n      <td>0.592391</td>\n      <td>0.430556</td>\n      <td>0.173913</td>\n      <td>0.546296</td>\n      <td>0.407609</td>\n      <td>0.550926</td>\n      <td>0.315217</td>\n      <td>0.532407</td>\n      <td>0.250000</td>\n      <td>0.430556</td>\n      <td>0.614130</td>\n      <td>0.467593</td>\n      <td>0.614130</td>\n      <td>NaN</td>\n      <td>NaN</td>\n      <td>0.509259</td>\n      <td>0.625</td>\n      <td>0.490741</td>\n      <td>0.559783</td>\n      <td>0.407407</td>\n      <td>0.559783</td>\n      <td>0.384259</td>\n      <td>0.483696</td>\n      <td>0.370370</td>\n      <td>0.413043</td>\n      <td>0.574074</td>\n      <td>0.554348</td>\n      <td>0.638889</td>\n      <td>0.478261</td>\n      <td>0.615741</td>\n      <td>0.385870</td>\n      <td>0.453704</td>\n      <td>0.413043</td>\n      <td>0.439815</td>\n      <td>0.293478</td>\n    </tr>\n    <tr>\n      <th>151</th>\n      <td>0.449074</td>\n      <td>0.592391</td>\n      <td>0.430556</td>\n      <td>0.168478</td>\n      <td>0.546296</td>\n      <td>0.413043</td>\n      <td>0.546296</td>\n      <td>0.309783</td>\n      <td>0.532407</td>\n      <td>0.250000</td>\n      <td>0.430556</td>\n      <td>0.614130</td>\n      <td>0.467593</td>\n      <td>0.614130</td>\n      <td>0.407407</td>\n      <td>0.625</td>\n      <td>0.504630</td>\n      <td>0.625</td>\n      <td>0.486111</td>\n      <td>0.559783</td>\n      <td>0.398148</td>\n      <td>0.559783</td>\n      <td>0.375000</td>\n      <td>0.483696</td>\n      <td>0.365741</td>\n      <td>0.413043</td>\n      <td>0.569444</td>\n      <td>0.554348</td>\n      <td>0.634259</td>\n      <td>0.472826</td>\n      <td>0.615741</td>\n      <td>0.385870</td>\n      <td>0.449074</td>\n      <td>0.407609</td>\n      <td>0.435185</td>\n      <td>0.288043</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"new.tail()","execution_count":119,"outputs":[{"output_type":"execute_result","execution_count":119,"data":{"text/plain":"       bp_0_x    bp_0_y   bp_10_x    ...       bp_8_y    bp_9_x    bp_9_y\n124  0.472222  0.711957  0.365741    ...     0.423913  0.370370  0.277174\n125  0.467593  0.711957  0.365741    ...     0.418478  0.365741  0.260870\n126  0.458333  0.711957  0.361111    ...     0.407609  0.361111  0.173913\n127  0.458333  0.717391  0.361111    ...     0.402174  0.365741  0.157609\n128  0.458333  0.717391  0.370370    ...     0.413043  0.365741  0.206522\n\n[5 rows x 36 columns]","text/html":"<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>bp_0_x</th>\n      <th>bp_0_y</th>\n      <th>bp_10_x</th>\n      <th>bp_10_y</th>\n      <th>bp_11_x</th>\n      <th>bp_11_y</th>\n      <th>bp_12_x</th>\n      <th>bp_12_y</th>\n      <th>bp_13_x</th>\n      <th>bp_13_y</th>\n      <th>bp_14_x</th>\n      <th>bp_14_y</th>\n      <th>bp_15_x</th>\n      <th>bp_15_y</th>\n      <th>bp_16_x</th>\n      <th>bp_16_y</th>\n      <th>bp_17_x</th>\n      <th>bp_17_y</th>\n      <th>bp_1_x</th>\n      <th>bp_1_y</th>\n      <th>bp_2_x</th>\n      <th>bp_2_y</th>\n      <th>bp_3_x</th>\n      <th>bp_3_y</th>\n      <th>bp_4_x</th>\n      <th>bp_4_y</th>\n      <th>bp_5_x</th>\n      <th>bp_5_y</th>\n      <th>bp_6_x</th>\n      <th>bp_6_y</th>\n      <th>bp_7_x</th>\n      <th>bp_7_y</th>\n      <th>bp_8_x</th>\n      <th>bp_8_y</th>\n      <th>bp_9_x</th>\n      <th>bp_9_y</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>124</th>\n      <td>0.472222</td>\n      <td>0.711957</td>\n      <td>0.365741</td>\n      <td>0.135870</td>\n      <td>0.513889</td>\n      <td>0.418478</td>\n      <td>0.490741</td>\n      <td>0.293478</td>\n      <td>0.467593</td>\n      <td>0.228261</td>\n      <td>0.453704</td>\n      <td>0.728261</td>\n      <td>0.495370</td>\n      <td>0.728261</td>\n      <td>0.416667</td>\n      <td>0.706522</td>\n      <td>0.527778</td>\n      <td>0.706522</td>\n      <td>0.462963</td>\n      <td>0.619565</td>\n      <td>0.347222</td>\n      <td>0.625000</td>\n      <td>0.291667</td>\n      <td>0.521739</td>\n      <td>0.277778</td>\n      <td>0.418478</td>\n      <td>0.574074</td>\n      <td>0.61413</td>\n      <td>0.620370</td>\n      <td>0.510870</td>\n      <td>0.62963</td>\n      <td>0.402174</td>\n      <td>0.379630</td>\n      <td>0.423913</td>\n      <td>0.370370</td>\n      <td>0.277174</td>\n    </tr>\n    <tr>\n      <th>125</th>\n      <td>0.467593</td>\n      <td>0.711957</td>\n      <td>0.365741</td>\n      <td>0.141304</td>\n      <td>0.504630</td>\n      <td>0.418478</td>\n      <td>0.481481</td>\n      <td>0.282609</td>\n      <td>0.462963</td>\n      <td>0.228261</td>\n      <td>0.444444</td>\n      <td>0.728261</td>\n      <td>0.486111</td>\n      <td>0.728261</td>\n      <td>0.407407</td>\n      <td>0.706522</td>\n      <td>0.518519</td>\n      <td>0.701087</td>\n      <td>0.453704</td>\n      <td>0.619565</td>\n      <td>0.333333</td>\n      <td>0.619565</td>\n      <td>0.282407</td>\n      <td>0.521739</td>\n      <td>0.268519</td>\n      <td>0.413043</td>\n      <td>0.569444</td>\n      <td>0.61413</td>\n      <td>0.611111</td>\n      <td>0.505435</td>\n      <td>0.62500</td>\n      <td>0.396739</td>\n      <td>0.365741</td>\n      <td>0.418478</td>\n      <td>0.365741</td>\n      <td>0.260870</td>\n    </tr>\n    <tr>\n      <th>126</th>\n      <td>0.458333</td>\n      <td>0.711957</td>\n      <td>0.361111</td>\n      <td>0.130435</td>\n      <td>0.500000</td>\n      <td>0.407609</td>\n      <td>0.467593</td>\n      <td>0.255435</td>\n      <td>0.462963</td>\n      <td>0.222826</td>\n      <td>0.435185</td>\n      <td>0.733696</td>\n      <td>0.481481</td>\n      <td>0.728261</td>\n      <td>0.398148</td>\n      <td>0.711957</td>\n      <td>0.513889</td>\n      <td>0.706522</td>\n      <td>0.444444</td>\n      <td>0.619565</td>\n      <td>0.328704</td>\n      <td>0.625000</td>\n      <td>0.273148</td>\n      <td>0.516304</td>\n      <td>0.259259</td>\n      <td>0.407609</td>\n      <td>0.564815</td>\n      <td>0.61413</td>\n      <td>0.606481</td>\n      <td>0.505435</td>\n      <td>0.62037</td>\n      <td>0.396739</td>\n      <td>0.361111</td>\n      <td>0.407609</td>\n      <td>0.361111</td>\n      <td>0.173913</td>\n    </tr>\n    <tr>\n      <th>127</th>\n      <td>0.458333</td>\n      <td>0.717391</td>\n      <td>0.361111</td>\n      <td>0.130435</td>\n      <td>0.504630</td>\n      <td>0.407609</td>\n      <td>0.472222</td>\n      <td>0.260870</td>\n      <td>0.467593</td>\n      <td>0.228261</td>\n      <td>0.435185</td>\n      <td>0.733696</td>\n      <td>0.481481</td>\n      <td>0.728261</td>\n      <td>0.398148</td>\n      <td>0.717391</td>\n      <td>0.513889</td>\n      <td>0.706522</td>\n      <td>0.444444</td>\n      <td>0.619565</td>\n      <td>0.324074</td>\n      <td>0.625000</td>\n      <td>0.273148</td>\n      <td>0.516304</td>\n      <td>0.254630</td>\n      <td>0.407609</td>\n      <td>0.569444</td>\n      <td>0.61413</td>\n      <td>0.611111</td>\n      <td>0.505435</td>\n      <td>0.62037</td>\n      <td>0.391304</td>\n      <td>0.356481</td>\n      <td>0.402174</td>\n      <td>0.365741</td>\n      <td>0.157609</td>\n    </tr>\n    <tr>\n      <th>128</th>\n      <td>0.458333</td>\n      <td>0.717391</td>\n      <td>0.370370</td>\n      <td>0.141304</td>\n      <td>0.509259</td>\n      <td>0.413043</td>\n      <td>0.481481</td>\n      <td>0.266304</td>\n      <td>0.472222</td>\n      <td>0.228261</td>\n      <td>0.435185</td>\n      <td>0.733696</td>\n      <td>0.481481</td>\n      <td>0.733696</td>\n      <td>0.398148</td>\n      <td>0.717391</td>\n      <td>0.513889</td>\n      <td>0.706522</td>\n      <td>0.444444</td>\n      <td>0.619565</td>\n      <td>0.324074</td>\n      <td>0.625000</td>\n      <td>0.268519</td>\n      <td>0.516304</td>\n      <td>0.254630</td>\n      <td>0.402174</td>\n      <td>0.569444</td>\n      <td>0.61413</td>\n      <td>0.611111</td>\n      <td>0.505435</td>\n      <td>0.62500</td>\n      <td>0.396739</td>\n      <td>0.365741</td>\n      <td>0.413043</td>\n      <td>0.365741</td>\n      <td>0.206522</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"metadata":{"trusted":true},"cell_type":"code","source":"new1.fillna(0,inplace=True)\n","execution_count":131,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"new2.fillna(0,inplace=True)\n","execution_count":132,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"new.fillna(0,inplace=True)","execution_count":120,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"new3.fillna(0,inplace=True)","execution_count":121,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"# new1.tail()","execution_count":41,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"\n# new1=new1.iloc[0:32]","execution_count":144,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"# new1.tail()","execution_count":123,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"names=list(new3.columns.values)","execution_count":122,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"print(names)","execution_count":71,"outputs":[{"output_type":"stream","text":"['bp_0_x', 'bp_0_y', 'bp_10_x', 'bp_10_y', 'bp_11_x', 'bp_11_y', 'bp_12_x', 'bp_12_y', 'bp_13_x', 'bp_13_y', 'bp_14_x', 'bp_14_y', 'bp_16_x', 'bp_16_y', 'bp_17_x', 'bp_17_y', 'bp_1_x', 'bp_1_y', 'bp_2_x', 'bp_2_y', 'bp_3_x', 'bp_3_y', 'bp_4_x', 'bp_4_y', 'bp_5_x', 'bp_5_y', 'bp_6_x', 'bp_6_y', 'bp_7_x', 'bp_7_y', 'bp_8_x', 'bp_8_y', 'bp_9_x', 'bp_9_y']\n","name":"stdout"}]},{"metadata":{"trusted":true},"cell_type":"code","source":"from scipy.spatial.distance import cosine\nfrom pandas import DataFrame","execution_count":124,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"# for name in names:\n#     print(1 - cosine(new[name], new1[name]))","execution_count":125,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"from dtaidistance import dtw\nfor name in names:\n    if name in new.columns and name in new3.columns:\n        distance = dtw.distance(new2[name], new1[name])\n        print(distance)","execution_count":133,"outputs":[{"output_type":"stream","text":"1.3225353659689723\n0.7204521330334434\n1.030703626512708\n0.5021515617084897\n1.0272249931523896\n0.09012567365096186\n0.8670024476148239\n0.1287252095905108\n0.7405671092798077\n0.1854208924916519\n0.8888286052088928\n0.9418181899047926\n0.8352857786180671\n1.028538890624662\n1.0588905243986177\n1.2651492212323716\n1.0450562136612236\n0.8465360866116258\n1.2409048398944726\n0.6195652173913047\n1.3838101587846348\n0.42083610179578157\n1.2175397819838605\n0.5697715772865071\n1.2113096592263188\n0.6686549784090662\n1.0400089690443686\n0.8140027182576309\n0.8807132701382049\n0.6597163493697189\n0.799399101314507\n0.5607579093443531\n1.095521419722116\n0.06291215708038168\n0.9309124983375411\n0.1800874078889227\n","name":"stdout"}]},{"metadata":{"trusted":true},"cell_type":"code","source":"!pip install dtaidistance\nfrom dtaidistance import dtw\nfor name in names:\n    if name in new.columns and name in new3.columns:\n        distance = dtw.distance(new3[name], new[name])\n        print(distance)","execution_count":126,"outputs":[{"output_type":"stream","text":"Requirement already satisfied: dtaidistance in /opt/conda/lib/python3.6/site-packages (2.1.2)\nRequirement already satisfied: cython in /opt/conda/lib/python3.6/site-packages (from dtaidistance) (0.29.6)\n\u001b[33mYou are using pip version 19.0.3, however version 20.3b1 is available.\nYou should consider upgrading via the 'pip install --upgrade pip' command.\u001b[0m\n0.6081402252833482\n1.011030258382428\n1.1657385344020545\n0.6649118366163971\n0.5320248222805338\n0.048610173423908366\n0.6337352525861015\n0.24359711772842377\n0.7369550252156994\n0.19390829103164456\n1.8213753772208052\n3.1129920523442403\n0.7596120454110821\n1.216262578448975\n2.5063491051253597\n4.398905120264456\n0.5606441340040411\n0.779981247653988\n0.5760494687071631\n0.4986394532603953\n0.7315107823479834\n0.5060771980980595\n0.9322009591594976\n0.538455046804384\n1.0997295153167035\n0.6587306275690713\n0.38692737237781233\n0.3941247991155635\n0.2694348986472492\n0.09737213514765719\n0.2284993088750564\n0.023689668171416527\n0.9346922976884032\n0.04769002384452205\n0.9147356203537896\n0.2694468533965334\n","name":"stdout"}]},{"metadata":{"trusted":true},"cell_type":"code","source":"","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"","execution_count":null,"outputs":[]}],"metadata":{"kernelspec":{"name":"python3","display_name":"Python 3","language":"python"},"language_info":{"name":"python","version":"3.6.6","mimetype":"text/x-python","codemirror_mode":{"name":"ipython","version":3},"pygments_lexer":"ipython3","nbconvert_exporter":"python","file_extension":".py"}},"nbformat":4,"nbformat_minor":4}