{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"name":"python","version":"3.10.12","mimetype":"text/x-python","codemirror_mode":{"name":"ipython","version":3},"pygments_lexer":"ipython3","nbconvert_exporter":"python","file_extension":".py"}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"code","source":"from collections import *\nfrom kaggle_secrets import UserSecretsClient\nfrom sklearn.metrics import confusion_matrix\nfrom sklearn.model_selection import train_test_split\nfrom torch.optim import Adam\nfrom torch.utils.data import DataLoader\nfrom torch.utils.data import Dataset\nfrom tqdm import tqdm\nimport copy\nimport functools\nimport glob\nimport matplotlib.pyplot as plt\nimport matplotlib.pyplot as plt\nimport numpy as np\nimport os\nimport pandas as pd\nimport pydicom\nimport seaborn as sns\nimport torch\nimport torch.nn as nn\nimport torchvision.transforms as transforms\nimport wandb","metadata":{"execution":{"iopub.status.busy":"2023-10-05T09:59:06.495353Z","iopub.execute_input":"2023-10-05T09:59:06.495709Z","iopub.status.idle":"2023-10-05T09:59:12.639965Z","shell.execute_reply.started":"2023-10-05T09:59:06.495684Z","shell.execute_reply":"2023-10-05T09:59:12.639086Z"},"trusted":true},"execution_count":1,"outputs":[{"name":"stderr","text":"/opt/conda/lib/python3.10/site-packages/scipy/__init__.py:146: UserWarning: A NumPy version >=1.16.5 and <1.23.0 is required for this version of SciPy (detected version 1.23.5\n  warnings.warn(f\"A NumPy version >={np_minversion} and <{np_maxversion}\"\n","output_type":"stream"}]},{"cell_type":"code","source":"!pip install wandb --upgrade","metadata":{},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"user_secrets = UserSecretsClient()\n\nmy_secret = user_secrets.get_secret(\"wandb_api_key\") \n\nwandb.login(key=my_secret)","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:45.718986Z","iopub.execute_input":"2023-10-04T05:47:45.719293Z","iopub.status.idle":"2023-10-04T05:47:49.357102Z","shell.execute_reply.started":"2023-10-04T05:47:45.719266Z","shell.execute_reply":"2023-10-04T05:47:49.356032Z"},"trusted":true},"execution_count":2,"outputs":[{"name":"stderr","text":"\u001b[34m\u001b[1mwandb\u001b[0m: W&B API key is configured. Use \u001b[1m`wandb login --relogin`\u001b[0m to force relogin\n\u001b[34m\u001b[1mwandb\u001b[0m: \u001b[33mWARNING\u001b[0m If you're specifying your api key in code, ensure this code is not shared publicly.\n\u001b[34m\u001b[1mwandb\u001b[0m: \u001b[33mWARNING\u001b[0m Consider setting the WANDB_API_KEY environment variable, or running `wandb login` from the command line.\n\u001b[34m\u001b[1mwandb\u001b[0m: Appending key for api.wandb.ai to your netrc file: /root/.netrc\n","output_type":"stream"},{"execution_count":2,"output_type":"execute_result","data":{"text/plain":"True"},"metadata":{}}]},{"cell_type":"code","source":"BASE_DIR = '/kaggle/input/rsna-2023-abdominal-trauma-detection/'\nDATA_DIR = '/kaggle/input/rsna-atd-512x512-png-v2-data/'\n\nBASE_FILES = os.listdir(BASE_DIR)","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.358692Z","iopub.execute_input":"2023-10-04T05:47:49.359879Z","iopub.status.idle":"2023-10-04T05:47:49.36583Z","shell.execute_reply.started":"2023-10-04T05:47:49.359846Z","shell.execute_reply":"2023-10-04T05:47:49.364918Z"},"trusted":true},"execution_count":3,"outputs":[]},{"cell_type":"code","source":"DATA_FILE = glob.glob(DATA_DIR + \"*.zip\")[0]\nDATA_FILE","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.368236Z","iopub.execute_input":"2023-10-04T05:47:49.368778Z","iopub.status.idle":"2023-10-04T05:47:49.385575Z","shell.execute_reply.started":"2023-10-04T05:47:49.368749Z","shell.execute_reply":"2023-10-04T05:47:49.384491Z"},"trusted":true},"execution_count":4,"outputs":[{"execution_count":4,"output_type":"execute_result","data":{"text/plain":"'/kaggle/input/rsna-atd-512x512-png-v2-data/rsna-acd.zip'"},"metadata":{}}]},{"cell_type":"code","source":"if 'train.csv' not in os.listdir():\n    !unzip /kaggle/input/rsna-atd-512x512-png-v2-data/rsna-acd.zip","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.386969Z","iopub.execute_input":"2023-10-04T05:47:49.387473Z","iopub.status.idle":"2023-10-04T05:47:49.392285Z","shell.execute_reply.started":"2023-10-04T05:47:49.387444Z","shell.execute_reply":"2023-10-04T05:47:49.391308Z"},"trusted":true},"execution_count":5,"outputs":[]},{"cell_type":"code","source":"csv_dir = '/kaggle/working/'\ntrain_df = pd.read_csv(csv_dir + 'train.csv')\ntest_df = pd.read_csv(csv_dir + 'test.csv')","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.393755Z","iopub.execute_input":"2023-10-04T05:47:49.394312Z","iopub.status.idle":"2023-10-04T05:47:49.452685Z","shell.execute_reply.started":"2023-10-04T05:47:49.394282Z","shell.execute_reply":"2023-10-04T05:47:49.451722Z"},"trusted":true},"execution_count":6,"outputs":[]},{"cell_type":"code","source":"print('train_files:',train_df.shape[0])\nprint('test_files:',test_df.shape[0])","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.453928Z","iopub.execute_input":"2023-10-04T05:47:49.454282Z","iopub.status.idle":"2023-10-04T05:47:49.459643Z","shell.execute_reply.started":"2023-10-04T05:47:49.454252Z","shell.execute_reply":"2023-10-04T05:47:49.45876Z"},"trusted":true},"execution_count":7,"outputs":[{"name":"stdout","text":"train_files: 13015\ntest_files: 3\n","output_type":"stream"}]},{"cell_type":"code","source":"test_df","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.460933Z","iopub.execute_input":"2023-10-04T05:47:49.462042Z","iopub.status.idle":"2023-10-04T05:47:49.48363Z","shell.execute_reply.started":"2023-10-04T05:47:49.462008Z","shell.execute_reply":"2023-10-04T05:47:49.482525Z"},"trusted":true},"execution_count":8,"outputs":[{"execution_count":8,"output_type":"execute_result","data":{"text/plain":"                                          image_path  patient_id  series_id  \\\n0  /kaggle/input/rsna-2023-abdominal-trauma-detec...       63706      39279   \n1  /kaggle/input/rsna-2023-abdominal-trauma-detec...       50046      24574   \n2  /kaggle/input/rsna-2023-abdominal-trauma-detec...       48843      62825   \n\n   instance_number  width  height  \n0               30    512     512  \n1               30    512     512  \n2               30    512     512  ","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>image_path</th>\n      <th>patient_id</th>\n      <th>series_id</th>\n      <th>instance_number</th>\n      <th>width</th>\n      <th>height</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>63706</td>\n      <td>39279</td>\n      <td>30</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>50046</td>\n      <td>24574</td>\n      <td>30</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>48843</td>\n      <td>62825</td>\n      <td>30</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"cell_type":"code","source":"train_df","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.485276Z","iopub.execute_input":"2023-10-04T05:47:49.486052Z","iopub.status.idle":"2023-10-04T05:47:49.512032Z","shell.execute_reply.started":"2023-10-04T05:47:49.486007Z","shell.execute_reply":"2023-10-04T05:47:49.511171Z"},"trusted":true},"execution_count":9,"outputs":[{"execution_count":9,"output_type":"execute_result","data":{"text/plain":"       patient_id  bowel_healthy  bowel_injury  extravasation_healthy  \\\n0           10004              1             0                      0   \n1           10004              1             0                      0   \n2           10004              1             0                      0   \n3           10004              1             0                      0   \n4           10004              1             0                      0   \n...           ...            ...           ...                    ...   \n13010        9632              1             0                      0   \n13011        9632              1             0                      0   \n13012        9632              1             0                      0   \n13013        9632              1             0                      0   \n13014        9632              1             0                      0   \n\n       extravasation_injury  kidney_healthy  kidney_low  kidney_high  \\\n0                         1               0           1            0   \n1                         1               0           1            0   \n2                         1               0           1            0   \n3                         1               0           1            0   \n4                         1               0           1            0   \n...                     ...             ...         ...          ...   \n13010                     1               1           0            0   \n13011                     1               1           0            0   \n13012                     1               1           0            0   \n13013                     1               1           0            0   \n13014                     1               1           0            0   \n\n       liver_healthy  liver_low  ...  spleen_healthy  spleen_low  spleen_high  \\\n0                  1          0  ...               0           0            1   \n1                  1          0  ...               0           0            1   \n2                  1          0  ...               0           0            1   \n3                  1          0  ...               0           0            1   \n4                  1          0  ...               0           0            1   \n...              ...        ...  ...             ...         ...          ...   \n13010              1          0  ...               1           0            0   \n13011              1          0  ...               1           0            0   \n13012              1          0  ...               1           0            0   \n13013              1          0  ...               1           0            0   \n13014              1          0  ...               1           0            0   \n\n       any_injury  series_id  instance_number           injury_name  \\\n0               1      21057              362  Active_Extravasation   \n1               1      21057              363  Active_Extravasation   \n2               1      21057              364  Active_Extravasation   \n3               1      21057              365  Active_Extravasation   \n4               1      21057              366  Active_Extravasation   \n...           ...        ...              ...                   ...   \n13010           1       3750              155  Active_Extravasation   \n13011           1       3750              156  Active_Extravasation   \n13012           1       3750              157  Active_Extravasation   \n13013           1       3750              158  Active_Extravasation   \n13014           1       3750              159  Active_Extravasation   \n\n                                              image_path width  height  \n0      /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n1      /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n2      /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n3      /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n4      /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n...                                                  ...   ...     ...  \n13010  /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n13011  /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n13012  /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n13013  /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n13014  /kaggle/input/rsna-2023-abdominal-trauma-detec...   512     512  \n\n[13015 rows x 21 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>patient_id</th>\n      <th>bowel_healthy</th>\n      <th>bowel_injury</th>\n      <th>extravasation_healthy</th>\n      <th>extravasation_injury</th>\n      <th>kidney_healthy</th>\n      <th>kidney_low</th>\n      <th>kidney_high</th>\n      <th>liver_healthy</th>\n      <th>liver_low</th>\n      <th>...</th>\n      <th>spleen_healthy</th>\n      <th>spleen_low</th>\n      <th>spleen_high</th>\n      <th>any_injury</th>\n      <th>series_id</th>\n      <th>instance_number</th>\n      <th>injury_name</th>\n      <th>image_path</th>\n      <th>width</th>\n      <th>height</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>10004</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>21057</td>\n      <td>362</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>10004</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>21057</td>\n      <td>363</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>10004</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>21057</td>\n      <td>364</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>10004</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>21057</td>\n      <td>365</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>10004</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>21057</td>\n      <td>366</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>13010</th>\n      <td>9632</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>3750</td>\n      <td>155</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>13011</th>\n      <td>9632</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>3750</td>\n      <td>156</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>13012</th>\n      <td>9632</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>3750</td>\n      <td>157</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>13013</th>\n      <td>9632</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>3750</td>\n      <td>158</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n    <tr>\n      <th>13014</th>\n      <td>9632</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>0</td>\n      <td>...</td>\n      <td>1</td>\n      <td>0</td>\n      <td>0</td>\n      <td>1</td>\n      <td>3750</td>\n      <td>159</td>\n      <td>Active_Extravasation</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n      <td>512</td>\n      <td>512</td>\n    </tr>\n  </tbody>\n</table>\n<p>13015 rows × 21 columns</p>\n</div>"},"metadata":{}}]},{"cell_type":"code","source":"bowel = train_df[['patient_id', 'series_id','instance_number', 'bowel_injury','image_path']]\nbowel.head()","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.515881Z","iopub.execute_input":"2023-10-04T05:47:49.516619Z","iopub.status.idle":"2023-10-04T05:47:49.528825Z","shell.execute_reply.started":"2023-10-04T05:47:49.516578Z","shell.execute_reply":"2023-10-04T05:47:49.52784Z"},"trusted":true},"execution_count":10,"outputs":[{"execution_count":10,"output_type":"execute_result","data":{"text/plain":"   patient_id  series_id  instance_number  bowel_injury  \\\n0       10004      21057              362             0   \n1       10004      21057              363             0   \n2       10004      21057              364             0   \n3       10004      21057              365             0   \n4       10004      21057              366             0   \n\n                                          image_path  \n0  /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n1  /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n2  /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n3  /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n4  /kaggle/input/rsna-2023-abdominal-trauma-detec...  ","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>patient_id</th>\n      <th>series_id</th>\n      <th>instance_number</th>\n      <th>bowel_injury</th>\n      <th>image_path</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>10004</td>\n      <td>21057</td>\n      <td>362</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>10004</td>\n      <td>21057</td>\n      <td>363</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>10004</td>\n      <td>21057</td>\n      <td>364</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>10004</td>\n      <td>21057</td>\n      <td>365</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>10004</td>\n      <td>21057</td>\n      <td>366</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n  </tbody>\n</table>\n</div>"},"metadata":{}}]},{"cell_type":"code","source":"bowel.query('series_id == 15834 | series_id == 44685')","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.530141Z","iopub.execute_input":"2023-10-04T05:47:49.530714Z","iopub.status.idle":"2023-10-04T05:47:49.550396Z","shell.execute_reply.started":"2023-10-04T05:47:49.530681Z","shell.execute_reply":"2023-10-04T05:47:49.549205Z"},"trusted":true},"execution_count":11,"outputs":[{"execution_count":11,"output_type":"execute_result","data":{"text/plain":"       patient_id  series_id  instance_number  bowel_injury  \\\n8485        53581      44685              367             1   \n8486        53581      44685              368             1   \n8487        53581      44685              369             1   \n8488        53581      44685              370             1   \n8489        53581      44685              371             1   \n...           ...        ...              ...           ...   \n10486       56901      15834              427             0   \n10487       56901      15834              428             0   \n10488       56901      15834              429             0   \n10489       56901      15834              430             0   \n10490       56901      15834              431             0   \n\n                                              image_path  \n8485   /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n8486   /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n8487   /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n8488   /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n8489   /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n...                                                  ...  \n10486  /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n10487  /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n10488  /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n10489  /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n10490  /kaggle/input/rsna-2023-abdominal-trauma-detec...  \n\n[246 rows x 5 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>patient_id</th>\n      <th>series_id</th>\n      <th>instance_number</th>\n      <th>bowel_injury</th>\n      <th>image_path</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>8485</th>\n      <td>53581</td>\n      <td>44685</td>\n      <td>367</td>\n      <td>1</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>8486</th>\n      <td>53581</td>\n      <td>44685</td>\n      <td>368</td>\n      <td>1</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>8487</th>\n      <td>53581</td>\n      <td>44685</td>\n      <td>369</td>\n      <td>1</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>8488</th>\n      <td>53581</td>\n      <td>44685</td>\n      <td>370</td>\n      <td>1</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>8489</th>\n      <td>53581</td>\n      <td>44685</td>\n      <td>371</td>\n      <td>1</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>10486</th>\n      <td>56901</td>\n      <td>15834</td>\n      <td>427</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>10487</th>\n      <td>56901</td>\n      <td>15834</td>\n      <td>428</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>10488</th>\n      <td>56901</td>\n      <td>15834</td>\n      <td>429</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>10489</th>\n      <td>56901</td>\n      <td>15834</td>\n      <td>430</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n    <tr>\n      <th>10490</th>\n      <td>56901</td>\n      <td>15834</td>\n      <td>431</td>\n      <td>0</td>\n      <td>/kaggle/input/rsna-2023-abdominal-trauma-detec...</td>\n    </tr>\n  </tbody>\n</table>\n<p>246 rows × 5 columns</p>\n</div>"},"metadata":{}}]},{"cell_type":"code","source":"bowel['bowel_injury'].unique()","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.551829Z","iopub.execute_input":"2023-10-04T05:47:49.552392Z","iopub.status.idle":"2023-10-04T05:47:49.561257Z","shell.execute_reply.started":"2023-10-04T05:47:49.552343Z","shell.execute_reply":"2023-10-04T05:47:49.560077Z"},"trusted":true},"execution_count":12,"outputs":[{"execution_count":12,"output_type":"execute_result","data":{"text/plain":"array([0, 1])"},"metadata":{}}]},{"cell_type":"code","source":"train_df['bowel_healthy'].sum(), train_df.shape[0]","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.562547Z","iopub.execute_input":"2023-10-04T05:47:49.563544Z","iopub.status.idle":"2023-10-04T05:47:49.57145Z","shell.execute_reply.started":"2023-10-04T05:47:49.563506Z","shell.execute_reply":"2023-10-04T05:47:49.570382Z"},"trusted":true},"execution_count":13,"outputs":[{"execution_count":13,"output_type":"execute_result","data":{"text/plain":"(5759, 13015)"},"metadata":{}}]},{"cell_type":"code","source":"ctTuple = namedtuple('CtInfoTuple', 'patient_id, series_id, instance, dcm_path, bowel_injury')","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.580771Z","iopub.execute_input":"2023-10-04T05:47:49.581618Z","iopub.status.idle":"2023-10-04T05:47:49.589133Z","shell.execute_reply.started":"2023-10-04T05:47:49.581531Z","shell.execute_reply":"2023-10-04T05:47:49.588257Z"},"trusted":true},"execution_count":15,"outputs":[]},{"cell_type":"code","source":"\ndef getCtInfoList():\n    ctinfo_list = []\n    \n    for _, row in bowel.iterrows():\n        dcm_path = row['image_path']\n        series_id = row['series_id']\n        patient_id = row['patient_id']\n        instance = row['instance_number']\n        labels = row['bowel_injury']\n\n        ctinfo_list.append(ctTuple(patient_id, series_id, instance, dcm_path, label))\n        \n    return ctinfo_list\n\n\n@functools.lru_cache(1)\ndef getRawCt(path):\n    dcm = pydicom.dcmread(path)\n    dcm_a = np.array(dcm.pixel_array, dtype=np.float32)\n    \n    return dcm_a","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.590324Z","iopub.execute_input":"2023-10-04T05:47:49.591331Z","iopub.status.idle":"2023-10-04T05:47:49.601017Z","shell.execute_reply.started":"2023-10-04T05:47:49.591301Z","shell.execute_reply":"2023-10-04T05:47:49.600094Z"},"trusted":true},"execution_count":16,"outputs":[]},{"cell_type":"code","source":"class BowelDataset(Dataset):\n    def __init__(self,\n                isValSet=None,\n                series_id=None,\n                val_size=0.3\n                ):\n        \n        self.CtInfo_list = copy.copy(getCtInfoList())\n\n        \n        if series_id:\n            self.CtInfo_list = [\n                x for x in self.CtInfo_list if x == series_id\n            ]\n            \n        labels = [info.bowel_injury for info in self.CtInfo_list]\n    \n        if isValSet:\n            _, self.CtInfo_list = train_test_split(\n                self.CtInfo_list,\n                test_size=val_size,\n                stratify=labels,\n                random_state=1\n            )\n        else:\n            self.CtInfo_list, _ = train_test_split(\n                self.CtInfo_list,\n                test_size=val_size,\n                stratify=labels,\n                random_state=1\n            )\n    \n    def __getitem__(self, ndx):\n        \n        ct_tup = self.CtInfo_list[ndx]\n        \n        ct_a = getRawCt(ct_tup.dcm_path)\n        ct_t = torch.from_numpy(ct_a).unsqueeze(0)\n        ct_t = transforms.RandomResizedCrop(512, scale=(0.85,1), ratio=(.95, 1.1), antialias=False)(ct_t)\n        \n        pos_t = torch.tensor([\n            not ct_tup.bowel_injury,\n            ct_tup.bowel_injury\n        ],\n        dtype=torch.float32\n    )\n        \n        return ct_t, pos_t, ct_tup.series_id\n        \n    def __len__(self):\n        return len(self.CtInfo_list)\n","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.602429Z","iopub.execute_input":"2023-10-04T05:47:49.602982Z","iopub.status.idle":"2023-10-04T05:47:49.618077Z","shell.execute_reply.started":"2023-10-04T05:47:49.602954Z","shell.execute_reply":"2023-10-04T05:47:49.617039Z"},"trusted":true},"execution_count":17,"outputs":[]},{"cell_type":"code","source":"len(BowelDataset())","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:49.619533Z","iopub.execute_input":"2023-10-04T05:47:49.620102Z","iopub.status.idle":"2023-10-04T05:47:50.351826Z","shell.execute_reply.started":"2023-10-04T05:47:49.620071Z","shell.execute_reply":"2023-10-04T05:47:50.35094Z"},"trusted":true},"execution_count":18,"outputs":[{"execution_count":18,"output_type":"execute_result","data":{"text/plain":"9110"},"metadata":{}}]},{"cell_type":"code","source":"samples = BowelDataset()\nsamples[1]","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:50.35341Z","iopub.execute_input":"2023-10-04T05:47:50.354047Z","iopub.status.idle":"2023-10-04T05:47:50.512061Z","shell.execute_reply.started":"2023-10-04T05:47:50.354015Z","shell.execute_reply":"2023-10-04T05:47:50.511148Z"},"trusted":true},"execution_count":19,"outputs":[{"execution_count":19,"output_type":"execute_result","data":{"text/plain":"(tensor([[[-2000., -2000., -2000.,  ..., -2000., -2000., -2000.],\n          [-2000., -2000., -2000.,  ..., -2000., -2000., -2000.],\n          [-2000., -2000., -2000.,  ..., -2000., -2000., -2000.],\n          ...,\n          [-2000., -2000., -2000.,  ..., -2000., -2000., -2000.],\n          [-2000., -2000., -2000.,  ..., -2000., -2000., -2000.],\n          [-2000., -2000., -2000.,  ..., -2000., -2000., -2000.]]]),\n tensor([0., 1.]),\n 53004)"},"metadata":{}}]},{"cell_type":"code","source":"fig, ax = plt.subplots()\nim = ax.imshow(samples[5000][0].squeeze(0), cmap=plt.cm.bone)","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:50.513409Z","iopub.execute_input":"2023-10-04T05:47:50.513955Z","iopub.status.idle":"2023-10-04T05:47:50.911413Z","shell.execute_reply.started":"2023-10-04T05:47:50.513921Z","shell.execute_reply":"2023-10-04T05:47:50.91041Z"},"trusted":true},"execution_count":20,"outputs":[{"output_type":"display_data","data":{"text/plain":"<Figure size 640x480 with 1 Axes>","image/png":"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"},"metadata":{}}]},{"cell_type":"code","source":"def find_num_workers(fraction=1):\n    cpu_spec = !lscpu | grep -vE \"Vulnerability\"\n    cores = int(cpu_spec[4].split()[-1])\n    \n    return cores * (fraction)","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:50.912443Z","iopub.execute_input":"2023-10-04T05:47:50.912782Z","iopub.status.idle":"2023-10-04T05:47:50.920561Z","shell.execute_reply.started":"2023-10-04T05:47:50.912753Z","shell.execute_reply":"2023-10-04T05:47:50.919545Z"},"trusted":true},"execution_count":21,"outputs":[]},{"cell_type":"code","source":"class BowelBlock(nn.Module):\n    def __init__(self, in_channels, conv_channels):\n        super().__init__()\n        self.conv1 = nn.Conv2d(in_channels, conv_channels, kernel_size=3, padding=1, bias=True,)\n        self.relu1 = nn.ReLU(inplace=True)\n        self.conv2 = nn.Conv2d(conv_channels, conv_channels, kernel_size=3, padding=1, bias=True,)\n        self.relu2 = nn.ReLU(inplace=True)\n        self.maxpool = nn.MaxPool2d(3,3)\n        \n    def forward(self, input_batch):\n        \n        block_out = self.conv1(input_batch)\n        block_out = self.relu1(block_out)\n        block_out = self.conv2(block_out)\n        block_out = self.relu2(block_out)\n        \n        return self.maxpool(block_out) \n    \n    \nclass BowelModel(nn.Module):\n    def __init__(self, in_channels=1, conv_channels=8):\n        super().__init__()\n        \n        self.tail_batchnorm = nn.BatchNorm2d(1)\n        \n        self.block1 = BowelBlock(in_channels, conv_channels)\n        self.block2 = BowelBlock(conv_channels, conv_channels * 2)\n        self.block3 = BowelBlock(conv_channels * 2, conv_channels * 4)\n        self.block4 = BowelBlock(conv_channels * 4, conv_channels * 8)\n        \n        # Calculate the flattened size after all convolutional blocks\n        final_size = int(512 / (3**4))\n        self.flat_size = final_size * final_size * conv_channels * 8\n        \n        self.head_linear = nn.Linear(2304, 2)\n        self.head_softmax = nn.Softmax(dim=1)\n        \n    def forward(self, input_batch):\n        \n        bn_output = self.tail_batchnorm(input_batch)\n        \n        block_out = self.block1(bn_output)\n        block_out = self.block2(block_out)\n        block_out = self.block3(block_out)\n        block_out = self.block4(block_out)\n        \n        conv_flat = block_out.view(block_out.size(0), -1)\n        \n        linear_output = self.head_linear(conv_flat)\n        return linear_output, self.head_softmax(linear_output)\n    \n    def _init_weights(self):\n        for m in self.modules():\n            if type(m) in {\n                nn.Linear,\n                nn.Conv2d,\n            }:\n                nn.init.kaiming_normal_(\n                m.weight.data, a=0, mode='fan_out', nonlinearity='relu'\n                )\n                if m.bias is not None:\n                    fan_in, fan_out = nn.init._calculate_fan_in_and_fan_out(m.weight.data)\n                    bound = 1 / math.sqrt(fan_out)\n                    nn.init.normal_(m.bias, -bound, bound)\n        ","metadata":{"execution":{"iopub.status.busy":"2023-10-04T05:47:50.922285Z","iopub.execute_input":"2023-10-04T05:47:50.922652Z","iopub.status.idle":"2023-10-04T05:47:50.93998Z","shell.execute_reply.started":"2023-10-04T05:47:50.922619Z","shell.execute_reply":"2023-10-04T05:47:50.939008Z"},"trusted":true},"execution_count":22,"outputs":[]},{"cell_type":"code","source":"class BowelTrainingApp:\n    def __init__(self, n_epochs, batch_size, learning_rate):\n        self.n_epochs = n_epochs\n        self.use_cuda = torch.cuda.is_available()\n        self.device = torch.device('cuda' if self.use_cuda else 'cpu')\n        self.batch_size = batch_size\n        self.cpu_cores = 2 #find_num_workers()\n        self.learning_rate = learning_rate\n        self.model = self.initModel()\n        self.optimizer = self.initOptimizer()\n        self.loss_func = nn.CrossEntropyLoss(reduction='none')\n        \n\n        wandb.init(project='RSNA',\n          config={'n_epochs':n_epochs,\n                  'batch_size':batch_size, \n                  'learning_rate':learning_rate})\n        \n        wandb.watch(self.model, log='all', criterion=self.loss_func)        \n        print(f'Epochs: {n_epochs}, Batch size: {batch_size}, Device: {(str(self.device)).upper()},')\n        \n        \n    def main(self):\n        train_dl = self.initTrainDl()\n        val_dl = self.initValDl()\n        \n        print(f'Batches(train/val): {self.train_size // self.batch_size}/{self.val_size // self.batch_size}')\n        \n        for epoch_ndx in range(1, self.n_epochs + 1):\n            print(f\"Epoch {epoch_ndx}...\")\n            \n            trnMetrics_t = self.doTraining(epoch_ndx, train_dl)\n            valMetrics_t = self.doValidation(epoch_ndx, val_dl)\n         \n        self.display_sample_images_predictions(val_dl)\n        wandb.finish()\n        \n        \n    def initTrainDl(self):\n        train_ds = (BowelDataset(isValSet=False))\n        self.train_size = len(train_ds)\n\n        self.display_class_proportions(train_ds, 'train')\n        \n        train_dl = DataLoader(\n            train_ds,\n            batch_size=self.batch_size,\n            num_workers=self.cpu_cores,\n            pin_memory=self.use_cuda,\n            shuffle=True)\n    \n        return train_dl\n    \n    \n    def initValDl(self):\n        val_ds = (BowelDataset(isValSet=True))\n        self.val_size = len(val_ds)\n        \n        self.display_class_proportions(val_ds, 'validation')\n    \n        val_dl = DataLoader(\n            val_ds,\n            batch_size=self.batch_size,\n            num_workers=self.cpu_cores,\n            pin_memory=self.use_cuda)\n        \n        return val_dl\n    \n    def display_class_proportions(self, dataset, data_type):\n        labels = [torch.argmax(label).item() for _, label, _ in dataset]\n        class_proportions = {label: count / len(dataset) for label, count in Counter(labels).items()}\n        wandb.log({f\"{data_type}/class_proportions\": class_proportions})\n\n    \n    def initModel(self):\n        model = BowelModel()\n        model = model.to(self.device)\n        return model\n            \n    \n    def initOptimizer(self):\n        return Adam(self.model.parameters(), lr=self.learning_rate)\n    \n    \n    def BatchLoss(self, batch_ndx, batch_tup):\n        input_t, label_t, _series = batch_tup\n        \n        input_g = input_t.to(self.device, non_blocking=True)\n        label_g = label_t.to(self.device, non_blocking=True)\n        \n        logits_g, probability_g = self.model(input_g)\n        \n        loss_func = self.loss_func\n        \n        loss_g = loss_func(\n                logits_g,\n                label_g,\n        )\n        \n        \n        \n        predicted_labels = probability_g.argmax(dim=1)\n        true_labels = label_g.argmax(dim=1)\n        correct_predictions = predicted_labels.eq(true_labels).sum().item()\n        accuracy = correct_predictions / label_t.size()[0]\n        \n        TP = torch.sum((predicted_labels == 1) & (true_labels == 1)).item()\n        FP = torch.sum((predicted_labels == 1) & (true_labels == 0)).item()\n        TN = torch.sum((predicted_labels == 0) & (true_labels == 0)).item()\n        FN = torch.sum((predicted_labels == 0) & (true_labels == 1)).item()\n\n            \n        return loss_g.mean(), correct_predictions, TP, FP, TN, FN, true_labels, predicted_labels\n        \n        \n    def doTraining(self, epoch_ndx, train_dl):\n        self.model.train()\n        \n        running_corrects = 0\n        total_samples = 0\n        \n        total_TP = 0\n        total_FP = 0\n        total_TN = 0\n        total_FN = 0\n            \n        for (current_ndx, item) in enumerate(train_dl):\n            self.optimizer.zero_grad()\n            \n            loss_var, batch_corrects, TP, FP, TN, FN, true_labels, predicted_labels = self.BatchLoss(current_ndx, item)\n            \n            running_corrects += batch_corrects\n            total_samples += item[0].size(0)\n            \n            total_TP += TP\n            total_FP += FP\n            total_TN += TN\n            total_FN += FN\n            \n            loss_var.backward()\n            self.optimizer.step()\n            \n        precision = total_TP / (total_TP + total_FP)\n        recall = total_TP / (total_TP + total_FN)\n        f1 = 2*(precision * recall) / (precision + recall)\n        \n        epoch_accuracy = running_corrects / total_samples\n        \n        log_results(val=False, loss_var, epoch_accuracy, precision, recall, f1, epoch_ndx)\n\n    def doValidation(self, epoch_ndx, val_dl):\n        with torch.no_grad():\n            self.model.eval()     \n                \n            running_corrects = 0\n            total_samples = 0\n            \n            all_true_labels = []\n            all_predicted_labels = []\n            \n            total_TP = 0\n            total_FP = 0\n            total_TN = 0\n            total_FN = 0\n            \n            for (current_ndx, item) in enumerate(val_dl): \n                loss_var, batch_corrects, TP, FP, TN, FN, true_labels, predicted_labels = self.BatchLoss(current_ndx, item)\n                total_TP += TP\n                total_FP += FP\n                total_TN += TN\n                total_FN += FN\n                \n                all_true_labels.extend(true_labels.cpu().numpy())\n                all_predicted_labels.extend(predicted_labels.cpu().numpy())\n                \n                running_corrects += batch_corrects\n                total_samples += item[0].size(0)\n                \n            precision = total_TP / (total_TP + total_FP)\n            recall = total_TP / (total_TP + total_FN)\n            f1 = 2*(precision * recall) / (precision + recall)\n            epoch_accuracy = running_corrects / total_samples\n     \n    \n            log_results(val=True, loss_var, epoch_accuracy, precision, recall, f1, epoch_ndx)\n            \n            \n            if epoch_ndx == self.n_epochs:\n                plot_confusion_matrix(all_true_labels, all_predicted_labels)\n\n     \n    \n    def log_results(self,val=False, loss_var, epoch_accuracy, precision, recall, f1, epoch_ndx):\n        mode = 'train'\n        if val: mode = 'validation'\n            \n        print(f'{mode} Loss: {loss_var:.4f}, Accuracy: {epoch_accuracy:.4f}, Precision: {precision:.4f}, Recall: {recall:.4f}, F1: {f1:.4f}')   \n        wandb.log({f'{mode}/loss':loss_var, f'{mode}/accuracy':epoch_accuracy, f'{mode}/precision':precision, f'{mode}/recall':recall, f'{mode}/f1':f1,'step':epoch_ndx})\n    \n    \n    def plot_confusion_matrix(self, true_labels, predicted_labels):\n        cm = confusion_matrix(true_labels, true_labels)\n        cm_normalized = cm.astype('float') / cm.sum()\n\n        plt.figure(figsize=(10,7))\n        sns.heatmap(cm_normalized, annot=True, cmap='Blues', fmt='.2%' )\n\n        plt.xlabel('Predicted labels')\n        plt.ylabel('True labels')\n        wandb.log({\"validation/confusion_matrix\": wandb.Image(plt)})\n        \n                \n    def display_sample_images_predictions(self, dataloader):\n        self.model.eval()\n        with torch.no_grad():\n            inputs, labels, _ = next(iter(dataloader))\n            inputs = inputs.to(self.device)\n            labels = labels.to(self.device)\n\n            outputs, _ = self.model(inputs)\n            _, preds = torch.max(outputs, 1)\n\n            fig, axes = plt.subplots(1, 5, figsize=(15, 5))\n            for i in range(5):\n                ax = axes[i]\n                ax.imshow(inputs[i].cpu().squeeze().numpy(), cmap='gray')\n                ax.set_title(f'True: {torch.argmax(labels[i]).item()}, Pred: {preds[i].item()}')\n                ax.axis('off')\n\n            plt.tight_layout()\n            wandb.log({\"sample_predictions\": wandb.Image(plt)})\n","metadata":{"execution":{"iopub.status.busy":"2023-10-04T06:03:02.535955Z","iopub.execute_input":"2023-10-04T06:03:02.536303Z","iopub.status.idle":"2023-10-04T06:03:02.562051Z","shell.execute_reply.started":"2023-10-04T06:03:02.536276Z","shell.execute_reply":"2023-10-04T06:03:02.560997Z"},"trusted":true},"execution_count":26,"outputs":[]},{"cell_type":"code","source":"%%time\nBowelTrainingApp(n_epochs=5,\n                 batch_size=64,\n                 learning_rate=1e-3).main()","metadata":{"execution":{"iopub.status.busy":"2023-10-04T06:17:53.840212Z","iopub.execute_input":"2023-10-04T06:17:53.840596Z","iopub.status.idle":"2023-10-04T07:06:44.787312Z","shell.execute_reply.started":"2023-10-04T06:17:53.840567Z","shell.execute_reply":"2023-10-04T07:06:44.786314Z"},"trusted":true},"execution_count":28,"outputs":[{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":"wandb version 0.15.11 is available!  To upgrade, please run:\n $ pip install wandb --upgrade"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":"Tracking run with wandb version 0.15.9"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":"Run data is saved locally in <code>/kaggle/working/wandb/run-20231004_061753-sz3hc04s</code>"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":"Syncing run <strong><a href='https://wandb.ai/theo-bervanakis/RSNA/runs/sz3hc04s' target=\"_blank\">firm-spaceship-31</a></strong> to <a href='https://wandb.ai/theo-bervanakis/RSNA' target=\"_blank\">Weights & Biases</a> (<a href='https://wandb.me/run' target=\"_blank\">docs</a>)<br/>"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":" View project at <a href='https://wandb.ai/theo-bervanakis/RSNA' target=\"_blank\">https://wandb.ai/theo-bervanakis/RSNA</a>"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":" View run at <a href='https://wandb.ai/theo-bervanakis/RSNA/runs/sz3hc04s' target=\"_blank\">https://wandb.ai/theo-bervanakis/RSNA/runs/sz3hc04s</a>"},"metadata":{}},{"name":"stdout","text":"Epochs: 20, Batch size: 64, Device: CUDA,\nBatches(train/val): 142/61\nEpoch 1...\nTraining Loss: 0.6768, Accuracy: 0.5719, Precision: 0.5691, Recall: 0.9553, F1: 0.7133\nValidation Loss: 0.6274, Accuracy: 0.5729, Precision: 0.5669, Recall: 0.9904, F1: 0.7211\nEpoch 2...\nTraining Loss: 0.3335, Accuracy: 0.7143, Precision: 0.7061, Recall: 0.8352, F1: 0.7652\nValidation Loss: 0.0955, Accuracy: 0.8474, Precision: 0.8550, Recall: 0.8746, F1: 0.8647\nEpoch 3...\nTraining Loss: 0.2923, Accuracy: 0.8737, Precision: 0.8777, Recall: 0.8986, F1: 0.8880\nValidation Loss: 0.0164, Accuracy: 0.9191, Precision: 0.9062, Recall: 0.9536, F1: 0.9293\nEpoch 4...\nTraining Loss: 0.2597, Accuracy: 0.9262, Precision: 0.9298, Recall: 0.9386, F1: 0.9342\nValidation Loss: 0.0024, Accuracy: 0.9480, Precision: 0.9422, Recall: 0.9660, F1: 0.9540\nEpoch 5...\nTraining Loss: 0.1575, Accuracy: 0.9479, Precision: 0.9482, Recall: 0.9589, F1: 0.9535\nValidation Loss: 0.0035, Accuracy: 0.9475, Precision: 0.9287, Recall: 0.9812, F1: 0.9542\nEpoch 6...\nTraining Loss: 0.0666, Accuracy: 0.9661, Precision: 0.9678, Recall: 0.9715, F1: 0.9696\nValidation Loss: 0.0000, Accuracy: 0.9460, Precision: 0.9169, Recall: 0.9931, F1: 0.9535\nEpoch 7...\nTraining Loss: 0.0149, Accuracy: 0.9651, Precision: 0.9654, Recall: 0.9722, F1: 0.9688\nValidation Loss: 0.0000, Accuracy: 0.9762, Precision: 0.9758, Recall: 0.9816, F1: 0.9787\nEpoch 8...\nTraining Loss: 0.1945, Accuracy: 0.9721, Precision: 0.9742, Recall: 0.9758, F1: 0.9750\nValidation Loss: 0.0000, Accuracy: 0.9752, Precision: 0.9851, Recall: 0.9701, F1: 0.9776\nEpoch 9...\nTraining Loss: 0.0256, Accuracy: 0.9744, Precision: 0.9760, Recall: 0.9781, F1: 0.9771\nValidation Loss: 0.0001, Accuracy: 0.9798, Precision: 0.9764, Recall: 0.9876, F1: 0.9820\nEpoch 10...\nTraining Loss: 0.0082, Accuracy: 0.9772, Precision: 0.9773, Recall: 0.9819, F1: 0.9796\nValidation Loss: 0.0000, Accuracy: 0.9836, Precision: 0.9871, Recall: 0.9835, F1: 0.9853\nEpoch 11...\nTraining Loss: 0.1996, Accuracy: 0.9836, Precision: 0.9835, Recall: 0.9872, F1: 0.9854\nValidation Loss: 0.0000, Accuracy: 0.9834, Precision: 0.9796, Recall: 0.9908, F1: 0.9852\nEpoch 12...\nTraining Loss: 0.0416, Accuracy: 0.9844, Precision: 0.9853, Recall: 0.9868, F1: 0.9860\nValidation Loss: 0.0001, Accuracy: 0.9867, Precision: 0.9908, Recall: 0.9853, F1: 0.9880\nEpoch 13...\nTraining Loss: 0.0016, Accuracy: 0.9859, Precision: 0.9857, Recall: 0.9892, F1: 0.9874\nValidation Loss: 0.0000, Accuracy: 0.9877, Precision: 0.9885, Recall: 0.9894, F1: 0.9890\nEpoch 14...\nTraining Loss: 0.0189, Accuracy: 0.9866, Precision: 0.9876, Recall: 0.9884, F1: 0.9880\nValidation Loss: 0.0000, Accuracy: 0.9908, Precision: 0.9873, Recall: 0.9963, F1: 0.9918\nEpoch 15...\nTraining Loss: 0.0028, Accuracy: 0.9877, Precision: 0.9872, Recall: 0.9907, F1: 0.9890\nValidation Loss: 0.0000, Accuracy: 0.9898, Precision: 0.9859, Recall: 0.9959, F1: 0.9909\nEpoch 16...\nTraining Loss: 0.0267, Accuracy: 0.9895, Precision: 0.9900, Recall: 0.9911, F1: 0.9906\nValidation Loss: 0.0001, Accuracy: 0.9810, Precision: 0.9830, Recall: 0.9830, F1: 0.9830\nEpoch 17...\nTraining Loss: 0.0031, Accuracy: 0.9911, Precision: 0.9906, Recall: 0.9935, F1: 0.9920\nValidation Loss: 0.0000, Accuracy: 0.9931, Precision: 0.9968, Recall: 0.9908, F1: 0.9938\nEpoch 18...\nTraining Loss: 0.0088, Accuracy: 0.9915, Precision: 0.9923, Recall: 0.9925, F1: 0.9924\nValidation Loss: 0.0000, Accuracy: 0.9933, Precision: 0.9945, Recall: 0.9936, F1: 0.9940\nEpoch 19...\nTraining Loss: 0.0213, Accuracy: 0.9907, Precision: 0.9910, Recall: 0.9923, F1: 0.9916\nValidation Loss: 0.0000, Accuracy: 0.9905, Precision: 0.9972, Recall: 0.9858, F1: 0.9915\nEpoch 20...\nTraining Loss: 0.0467, Accuracy: 0.9934, Precision: 0.9937, Recall: 0.9945, F1: 0.9941\nValidation Loss: 0.0000, Accuracy: 0.9703, Precision: 0.9971, Recall: 0.9495, F1: 0.9727\n","output_type":"stream"},{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":"Waiting for W&B process to finish... <strong style=\"color:green\">(success).</strong>"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"VBox(children=(Label(value='0.267 MB of 0.267 MB uploaded (0.000 MB deduped)\\r'), FloatProgress(value=1.0, max…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"882c8b6ed0a64ba28ef956815af3f065"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":"<style>\n    table.wandb td:nth-child(1) { padding: 0 10px; text-align: left ; width: auto;} td:nth-child(2) {text-align: left ; width: 100%}\n    .wandb-row { display: flex; flex-direction: row; flex-wrap: wrap; justify-content: flex-start; width: 100% }\n    .wandb-col { display: flex; flex-direction: column; flex-basis: 100%; flex: 1; padding: 10px; }\n    </style>\n<div class=\"wandb-row\"><div class=\"wandb-col\"><h3>Run history:</h3><br/><table class=\"wandb\"><tr><td>step</td><td>▁▁▁▁▂▂▂▂▂▂▃▃▃▃▄▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▇▇▇▇▇▇████</td></tr><tr><td>train/accuracy</td><td>▁▃▆▇▇███████████████</td></tr><tr><td>train/f1</td><td>▁▂▅▇▇▇▇█████████████</td></tr><tr><td>train/loss</td><td>█▄▄▄▃▂▁▃▁▁▃▁▁▁▁▁▁▁▁▁</td></tr><tr><td>train/precision</td><td>▁▃▆▇▇███████████████</td></tr><tr><td>train/recall</td><td>▆▁▄▆▆▇▇▇▇▇██████████</td></tr><tr><td>validation/accuracy</td><td>▁▆▇▇▇▇██████████████</td></tr><tr><td>validation/f1</td><td>▁▅▆▇▇▇█████████████▇</td></tr><tr><td>validation/loss</td><td>█▂▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁▁</td></tr><tr><td>validation/precision</td><td>▁▆▇▇▇▇██████████████</td></tr><tr><td>validation/recall</td><td>█▁▆▆▇█▇▆▇▇█▇███▇██▇▅</td></tr></table><br/></div><div class=\"wandb-col\"><h3>Run summary:</h3><br/><table class=\"wandb\"><tr><td>step</td><td>20</td></tr><tr><td>train/accuracy</td><td>0.99341</td></tr><tr><td>train/f1</td><td>0.9941</td></tr><tr><td>train/loss</td><td>0.04672</td></tr><tr><td>train/precision</td><td>0.9937</td></tr><tr><td>train/recall</td><td>0.99449</td></tr><tr><td>validation/accuracy</td><td>0.97029</td></tr><tr><td>validation/f1</td><td>0.97271</td></tr><tr><td>validation/loss</td><td>2e-05</td></tr><tr><td>validation/precision</td><td>0.99711</td></tr><tr><td>validation/recall</td><td>0.94947</td></tr></table><br/></div></div>"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":" View run <strong style=\"color:#cdcd00\">firm-spaceship-31</strong> at: <a href='https://wandb.ai/theo-bervanakis/RSNA/runs/sz3hc04s' target=\"_blank\">https://wandb.ai/theo-bervanakis/RSNA/runs/sz3hc04s</a><br/>Synced 6 W&B file(s), 2 media file(s), 0 artifact file(s) and 0 other file(s)"},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<IPython.core.display.HTML object>","text/html":"Find logs at: <code>./wandb/run-20231004_061753-sz3hc04s/logs</code>"},"metadata":{}},{"name":"stdout","text":"CPU times: user 8min 19s, sys: 2min 11s, total: 10min 30s\nWall time: 48min 50s\n","output_type":"stream"},{"output_type":"display_data","data":{"text/plain":"<Figure size 1000x700 with 2 Axes>","image/png":"iVBORw0KGgoAAAANSUhEUgAAAwwAAAJaCAYAAACC38AlAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8pXeV/AAAACXBIWXMAAA9hAAAPYQGoP6dpAABA50lEQVR4nO3deVRV5f7H8c8BZVQQREHMGcdUMEiiMrVIs8Gp0kqTqGxwyCRNueacYWpq5lSaYWZX62bdtLRrlGVFmWOm5s0RTUFxDFRQzvn94e+eu/eFXRxCDur7tdZeyT777Od7tmsZ3/N5nr1tDofDIQAAAAAogoe7CwAAAABQftEwAAAAALBEwwAAAADAEg0DAAAAAEs0DAAAAAAs0TAAAAAAsETDAAAAAMASDQMAAAAASzQMAAAAACxVcHcBl0JQ78XuLgEAStXh1F7uLgEASpVPOf4t1LfVgDIb6+ymmWU2VkmRMAAAAACwVI57OwAAAMANbHynbsTVAAAAAGCJhAEAAAAwstncXUG5QsIAAAAAwBIJAwAAAGDEGgYTrgYAAAAASyQMAAAAgBFrGExIGAAAAABYImEAAAAAjFjDYMLVAAAAAGCJhAEAAAAwYg2DCQkDAAAAAEskDAAAAIARaxhMuBoAAAAALNEwAAAAALDElCQAAADAiEXPJiQMAAAAACyRMAAAAABGLHo24WoAAAAAsETCAAAAABixhsGEhAEAAACAJRIGAAAAwIg1DCZcDQAAAACWaBgAAAAAI5ut7LYSmDVrlurWrSsfHx/FxsZq3bp1lsempqbKZrOZNh8fH5fGo2EAAAAALhNLly5VUlKSRo8erY0bNyoyMlIdO3bUkSNHLN8TEBCgw4cPO7f9+/e7NCYNAwAAAGBk8yi7zUVTp05V3759lZiYqGbNmmnu3Lny8/PTggULrD+OzaawsDDnFhoa6tKYNAwAAADAZSA/P18bNmxQfHy8c5+Hh4fi4+OVnp5u+b6cnBzVqVNHtWrVUpcuXbRt2zaXxuUuSQAAAIBRGd4lKS8vT3l5eaZ93t7e8vb2LnRsdna2CgoKCiUEoaGh+uWXX4o8f+PGjbVgwQK1bNlSp06d0pQpU3TjjTdq27Ztuuaaa4pVIwkDAAAA4CYpKSkKDAw0bSkpKaV2/ri4OPXp00dRUVFq27atli1bpmrVqun1118v9jlIGAAAAAAjj7J70nNycrKSkpJM+4pKFyQpJCREnp6eysrKMu3PyspSWFhYscarWLGiWrVqpV27dhW7RhIGAAAAwE28vb0VEBBg2qwaBi8vL0VHRystLc25z263Ky0tTXFxccUar6CgQFu3blWNGjWKXSMJAwAAAGBUjp/0nJSUpISEBMXExKh169aaPn26cnNzlZiYKEnq06ePatas6ZzWNG7cON1www2KiIjQyZMnNXnyZO3fv1+PP/54scekYQAAAAAuEz179tTRo0c1atQoZWZmKioqSqtWrXIuhM7IyJCHx38bnhMnTqhv377KzMxUUFCQoqOj9d1336lZs2bFHtPmcDgcpf5J3Cyo92J3lwAApepwai93lwAApcqnHH9t7XvrhDIb6+wXI8psrJIqx39VAAAAgBvYym7R8+Wg/E7QAgAAAOB2JAwAAACAUTle9OwOXA0AAAAAlkgYAAAAACPWMJiQMAAAAACwRMIAAAAAGLGGwYSrAQAAAMASCQMAAABgxBoGExIGAAAAAJZIGAAAAAAj1jCYcDUAAAAAWCJhAAAAAIxYw2BCwgAAAADAEgkDAAAAYMQaBhOuBgAAAABLJAwAAACAEWsYTEgYAAAAAFgiYQAAAACMWMNgwtUAAAAAYImGAQAAAIAlpiQBAAAARkxJMuFqAAAAALBEwgAAAAAYcVtVExIGAAAAAJZIGAAAAAAj1jCYcDUAAAAAWCJhAAAAAIxYw2BCwgAAAADAEgkDAAAAYMQaBhOuBgAAAABLJAwAAACAEWsYTEgYAAAAAFgiYQAAAAAMbCQMJiQMAAAAACyRMAAAAAAGJAxmJAwAAAAALJEwAAAAAEYEDCYkDAAAAAAs0TAAAAAAsMSUJAAAAMCARc9mJAwAAAAALJEwAAAAAAYkDGYkDAAAAAAskTAAAAAABiQMZiQMAAAAACyRMAAAAAAGJAxmJAwAAAAALJEwAAAAAEYEDCYkDAAAAAAskTAAAAAABqxhMCNhAAAAAGCJhAEAAAAwIGEwI2EAAAAAYImEAQAAADAgYTAjYQAAAABgiYQBAAAAMCBhMCNhAAAAAGCJhAEAAAAwImAwIWEAAAAAYImGAQAAAIAlpiQBAAAABix6NiNhAAAAAGCJhAEAAAAwIGEwI2EAAAAAYImEAQAAADAgYTAjYQAAAABgiYQBAAAAMCJgMCFhAAAAAGCJhAEAAAAwYA2DGQkDAAAAAEskDAAAAIABCYMZCQMAAAAASyQMAAAAgAEJgxkJAwAAAABLJAwAAACAAQmDGQkDAAAAAEskDAAAAIARAYMJCQMAAAAASzQMAAAAACwxJQkAAAAwYNGzGQkDAAAAAEskDAAAAIABCYMZCQMAAAAASyQMAAAAgAEJgxkJAwAAAABLJAwAAACAEQGDCQkDAAAAAEskDAAAAIABaxjMSBgAAAAAWCJhAAAAAAxIGMxIGAAAAABYomEAAAAADGw2W5ltJTFr1izVrVtXPj4+io2N1bp164r1viVLlshms6lr164ujUfDgKvGs/c004l3euml3tFFvv7+0PY68U4v3Rl9zR+e5+6YWvpg2K3aPec+nXinl5rXDip0jHdFD01OuF6759ynA/N7aOEzbVQtwMf5ehV/L/09qa0OzO+hr17spBZ1zOeYnHC9+ndqUoJPCeBqtOTdxep0+626vlUL9Xrgfm396SfLY3ft+lVJgwaq0+23KvLaxnrn7dRCx8yZ9Zoir21s2rrcfYfpmMkvp6hNXGt1uK2tPlnxsem1f322UgP7PVUqnw2A2dKlS5WUlKTRo0dr48aNioyMVMeOHXXkyJE/fN++ffs0ZMgQtWnTxuUxaRhwVWhVP1iPtG+on/efKPL1p+9oIofDUaxz+XtX0Pc7j2jM0k2Wx7zUK1p3tKqpR15bq7tf/FxhQb5a9Owtztef69JclXwrqt0LK/XNjiy9+lis87WYBlUV3aCq5qzaWcxPB+Bqtmrlp5oyKUVP9uuvJe9/qMaNm+jpJx/TsWPHijz+3NmzuqbWNXpm8HMKCalmed4GEQ2VtuYb55a66F3na2u+/EIrP1mhufPe1OCkoRo76gWdOHFckvT777/rtVen628vjCrdDwqUofKcMEydOlV9+/ZVYmKimjVrprlz58rPz08LFiywfE9BQYF69eqlsWPHqn79+i6PScOAK56/dwW98fRNGvTmDzp5Jr/Q681rB6n/nU01YN73xTrf0m/3avJHP2vNz5lFvh7gW1G92zXQiMUbtHZ7lrbsO64Bb3yv2EbVFNOgqiSpcXiAlqXv1+7M37Xwy11qFB4oSargadPUR1sr6a11shezgQFwdVu08C11v6+Huna7Vw0iIvTC6LHy8fHRR8s+KPL45i1aKmnIMHW68y55eXlZnreCp6dCqlVzbkFBwc7X9u7ZrZjWrXVt8xbqdNfd8q9USb8dPChJmvbKZPXo+aBqhIeX7gcFrlB5eXk6ffq0acvLyyvy2Pz8fG3YsEHx8fHOfR4eHoqPj1d6errlGOPGjVP16tX12GOPlahGtzYM2dnZmjRpkrp166a4uDjFxcWpW7dumjx5so4ePerO0nAFmfzI9frX5t/01bbCv+D7enlqXv+bNDT1Rx05da5UxousFyyvCp5aYxjv18OndSA7V9c3vPht3s8ZJ9Xm2lB5eth0a4sa2nbgYvIx6K5m+mbHEW3ee7xUagFwZTufn68d27fphrgbnfs8PDx0ww036qct1ilocezP2K/4djfrzo63Kfn553T40CHna40aN9H2n3/W6VOntH3bz8o7d061a9fRxg3r9cv2bXqo98N/aWzA7Wxlt6WkpCgwMNC0paSkFFlWdna2CgoKFBoaatofGhqqzMyiv8j85ptv9Oabb2revHklvBhuvK3qjz/+qI4dO8rPz0/x8fFq1KiRJCkrK0szZszQxIkT9dlnnykmJuYPz5OXl1eoC3MUnJfNs+Ilqx2Xj+431FFk3WDdOmplka+/1Dta6349qpUbD5bamKGBvso7X6DTZ86b9h85dVahgRfXMUxfvk2vJLbWpqldlHE0R8/M+171QyvrgTb11WHsZ5qa2FrtW4Rp097jenb+Dzp99nxRQwG4yp04eUIFBQWqWrWqaX/VqlW1d++eEp+3RcuWGj8hRXXr1tPRo0f1+pxZSuzTSx/8c7n8/Svpppvb6K57OuuhnvfJ28dH4196Wb6+vpowfqzGT0jRe0v+rr+/u0hBVYI0cux4RUQ0/KsfFbhiJScnKykpybTP29u7VM79+++/6+GHH9a8efMUEhJS4vO4rWEYOHCg7r//fs2dO7fQ/C2Hw6GnnnpKAwcO/MN4RbrYlY0dO9a0z7tFN/m2vLfUa8blpWawn1Iejlb3iV8o77y90OudrqupNs1C1XZE0c3EpXT67Hn1nf2tad8/k2/TqL9v0v031lOd6pV0/dDlevWxWA3t1kIj391Y5jUCuHrd3Kat88+NGjdRi5aR6nR7e322aqW633u/JOnp/gP1dP+BzuPmzp6pG26IU4UKFTTv9Tn6x0fL9fVXX+qF5GFa8v6yMv8MwF9Rls9h8Pb2LnaDEBISIk9PT2VlZZn2Z2VlKSwsrNDxu3fv1r59+3TPPfc499ntF38nqlChgnbu3KkGDRr86bhum5K0ZcsWDR48uMi/EJvNpsGDB2vz5s1/ep7k5GSdOnXKtPlc2/kSVIzLTWS9YFUP9NWaFzvp6MIHdXThg7q5aaie7NBYRxc+qHbNa6he9cra98b9ztcl6e1BbbR8RPyfnN1a1qmz8q7oqQA/c8pVPdBXWRbTnh66pb5OncnXyo0HdXPT6vp0wwFdKHDon+sydHPT6iWuBcCVLahKkDw9PQstcD527Nhf+jbxfwUEBKhOnbo6kJFR5Ot79+zWJ8s/Vv+Bg/Tjj+sUHROj4OBgdejYSTu2b1Nubk6p1QJczby8vBQdHa20tDTnPrvdrrS0NMXFxRU6vkmTJtq6das2b97s3Dp37qz27dtr8+bNqlWrVrHGdVvCEBYWpnXr1qlJk6JvHblu3bpC87OKUlRXxnQkSNLX2zJ14/AVpn0zn4jTr4dO69UV23Ts9zylfvGr6fXvJt6tv72zUas2lXyK0pa9x5V/oUBtrw3T8h8PSJIialRWrRB//fhr4bU5VSt76/muLdRp/L8kSZ4eNlXwvNjLV/D0kKcHT5sEULSKXl5q2uxa/fB9um697eIXHXa7XT/8kK4HHuxdauOcyc3VgQMHdFfnwndVcjgcGj92tJ57frj8/P1lL7Dr/IULkqQL///fgoLCKS+AkklKSlJCQoJiYmLUunVrTZ8+Xbm5uUpMTJQk9enTRzVr1lRKSop8fHzUvHlz0/urVKkiSYX2/xG3NQxDhgzRE088oQ0bNui2225zNgdZWVlKS0vTvHnzNGXKFHeVhytAzrkL2nHwlGnfmbwLOp6T59xf1ELng8dylXE01/nzD5Pu1rj3NuuT9RebiCr+Xrqmqr9qBPlKkhrWCPj/c53VkVPndPrseb2zZrcm9IrWiZx8/X72vCb1idG6fx/V+t2Fb3OY0jtas1bu0OETZy+O9+9s9bypnr7celiPtI/QD//OLoWrAeBK9XBCokb+bZiuvba5mrdoqXcWLdTZs2fVtVt3SdKI5OdVvXqoBg1+TtLFhdK7d++++Ofz+TpyJEu/7NghPz8/1a5TR5L0yuSX1bZde9UID9fRI0c0Z9Zr8vT0UKc77y40/rJ/vK+goGC1a3+rJCmq1XWaO/s1/bRls75Z+7XqN4hQQEBAWVwKoNSU5ZQkV/Xs2VNHjx7VqFGjlJmZqaioKK1atcr5u3RGRoY8PEp3EpHbGob+/fsrJCRE06ZN0+zZs1VQUCBJ8vT0VHR0tFJTU9WjRw93lQc4NQoPVIDvf2892Om6azT7yf/GfgsG3ixJmrjsJ728bKsk6W+LN8juuDi9yauCp77YekhDUn8sdO5bW9RQvdDKenLud85981bvVFT9YK0ee4c27s7Wyx9aP4AJAO7odKdOHD+u2TNnKDv7qBo3aarZr89X1f+fkpR5+LA8bP/95eHI0SPqeV9X588L31qghW8tUMz1rfVm6iJJUlZWpoYPTdLJkycVFBysVtdFa9G77yk4ONg09rHsbM1/Y64WLv67c1+Lli31cEKiBjz9pIKrBmv8hJcv4acHrk4DBgzQgAEDinxtzZo1f/je1NRUl8ezOYr7tKpL6Pz588rOvvgtakhIiCpW/GtTioJ6Ly6NsgCg3Dic2svdJQBAqfJx29fWfy5iSNndEGXXlE5lNlZJlYu/qooVK6pGjRruLgMAAADA/ygXDQMAAABQXpTnNQzu4NYnPQMAAAAo30gYAAAAAAMCBjMSBgAAAACWSBgAAAAAA9YwmJEwAAAAALBEwgAAAAAYEDCYkTAAAAAAsETCAAAAABh4eBAxGJEwAAAAALBEwgAAAAAYsIbBjIQBAAAAgCUSBgAAAMCA5zCYkTAAAAAAsETDAAAAAMASU5IAAAAAA2YkmZEwAAAAALBEwgAAAAAYsOjZjIQBAAAAgCUSBgAAAMCAhMGMhAEAAACAJRIGAAAAwICAwYyEAQAAAIAlEgYAAADAgDUMZiQMAAAAACyRMAAAAAAGBAxmJAwAAAAALJEwAAAAAAasYTAjYQAAAABgiYQBAAAAMCBgMCNhAAAAAGCJhAEAAAAwYA2DGQkDAAAAAEskDAAAAIABAYMZCQMAAAAASzQMAAAAACwxJQkAAAAwYNGzGQkDAAAAAEskDAAAAIABAYMZCQMAAAAASyQMAAAAgAFrGMxIGAAAAABYImEAAAAADAgYzEgYAAAAAFgiYQAAAAAMWMNgRsIAAAAAwBIJAwAAAGBAwGBGwgAAAADAEgkDAAAAYMAaBjMSBgAAAACWSBgAAAAAAxIGMxIGAAAAAJZIGAAAAAADAgYzEgYAAAAAlmgYAAAAAFhiShIAAABgwKJnMxIGAAAAAJZIGAAAAAADAgYzEgYAAAAAlkgYAAAAAAPWMJiRMAAAAACwRMIAAAAAGBAwmJEwAAAAALBEwgAAAAAYeBAxmJAwAAAAALBEwgAAAAAYEDCYkTAAAAAAsETCAAAAABjwHAYzEgYAAAAAlkgYAAAAAAMPAgYTEgYAAAAAlkgYAAAAAAPWMJiRMAAAAACwRMIAAAAAGBAwmJEwAAAAALBEwwAAAADAElOSAAAAAAObmJNkRMIAAAAAwBIJAwAAAGDAg9vMSBgAAAAAWCJhAAAAAAx4cJsZCQMAAAAASyQMAAAAgAEBgxkJAwAAAABLJAwAAACAgQcRgwkJAwAAAABLJAwAAACAAQGDGQkDAAAAAEskDAAAAIABz2EwI2EAAAAALiOzZs1S3bp15ePjo9jYWK1bt87y2GXLlikmJkZVqlSRv7+/oqKitGjRIpfGo2EAAAAADGy2sttctXTpUiUlJWn06NHauHGjIiMj1bFjRx05cqTI44ODgzVixAilp6frp59+UmJiohITE/XZZ58Ve0waBgAAAOAyMXXqVPXt21eJiYlq1qyZ5s6dKz8/Py1YsKDI49u1a6du3bqpadOmatCggQYNGqSWLVvqm2++KfaYpdIwnDx5sjROAwAAALidh81WZlteXp5Onz5t2vLy8oqsKz8/Xxs2bFB8fPx/a/XwUHx8vNLT0//0czkcDqWlpWnnzp265ZZbin89in3k/3v55Ze1dOlS5889evRQ1apVVbNmTW3ZssXV0wEAAABXrZSUFAUGBpq2lJSUIo/Nzs5WQUGBQkNDTftDQ0OVmZlpOcapU6dUqVIleXl56a677tJrr72m22+/vdg1utwwzJ07V7Vq1ZIkrV69WqtXr9bKlSvVqVMnDR061NXTAQAAAFet5ORknTp1yrQlJyeX6hiVK1fW5s2b9eOPP2rChAlKSkrSmjVriv1+l2+rmpmZ6WwYVqxYoR49eqhDhw6qW7euYmNjXT0dAAAAUK6U5U1Vvb295e3tXaxjQ0JC5OnpqaysLNP+rKwshYWFWb7Pw8NDERERkqSoqCjt2LFDKSkpateuXbHGdTlhCAoK0oEDByRJq1atcs6hcjgcKigocPV0AAAAAIrBy8tL0dHRSktLc+6z2+1KS0tTXFxcsc9jt9st10kUxeWEoXv37nrooYfUsGFDHTt2TJ06dZIkbdq0ydm5AAAAAJer8vzgtqSkJCUkJCgmJkatW7fW9OnTlZubq8TERElSnz59VLNmTec6iJSUFMXExKhBgwbKy8vTp59+qkWLFmnOnDnFHtPlhmHatGmqW7euDhw4oEmTJqlSpUqSpMOHD6tfv36ung4AAABAMfXs2VNHjx7VqFGjlJmZqaioKK1atcq5EDojI0MeHv+dRJSbm6t+/frp4MGD8vX1VZMmTfTOO++oZ8+exR7T5nA4HKX+SdwsqPdid5cAAKXqcGovd5cAAKXKx+WvrctOr0Wby2ysxQ9HldlYJVWsv6qPP/642Cfs3LlziYsBAAAAUL4Uq2Ho2rVrsU5ms9lY+AwAAIDLWnlew+AOxWoY7Hb7pa4DAAAAQDn0l2aPnTt3Tj4+PqVVCwAAAOB2BAxmLj+HoaCgQOPHj1fNmjVVqVIl7dmzR5I0cuRIvfnmm6VeIAAAAAD3cblhmDBhglJTUzVp0iR5eXk59zdv3lzz588v1eIAAACAsmaz2cpsuxy43DC8/fbbeuONN9SrVy95eno690dGRuqXX34p1eIAAAAAuJfLaxh+++23Ip/obLfbdf78+VIpCgAAAHAXj8vji/8y43LC0KxZM61du7bQ/n/84x9q1apVqRQFAAAAoHxwOWEYNWqUEhIS9Ntvv8lut2vZsmXauXOn3n77ba1YseJS1AgAAACUmctlbUFZcTlh6NKli5YvX67PP/9c/v7+GjVqlHbs2KHly5fr9ttvvxQ1AgAAAHCTEj2HoU2bNlq9enVp1wIAAAC4HfmCWYkf3LZ+/Xrt2LFD0sV1DdHR0aVWFAAAAIDyweWG4eDBg3rwwQf17bffqkqVKpKkkydP6sYbb9SSJUt0zTXXlHaNAAAAQJnxYA2DictrGB5//HGdP39eO3bs0PHjx3X8+HHt2LFDdrtdjz/++KWoEQAAAICbuJwwfPXVV/ruu+/UuHFj577GjRvrtddeU5s2bUq1OAAAAADu5XLDUKtWrSIf0FZQUKDw8PBSKQoAAABwF2Ykmbk8JWny5MkaOHCg1q9f79y3fv16DRo0SFOmTCnV4gAAAAC4V7EShqCgINMDLHJzcxUbG6sKFS6+/cKFC6pQoYIeffRRde3a9ZIUCgAAAJQFHtxmVqyGYfr06Ze4DAAAAADlUbEahoSEhEtdBwAAAFAuEDCYlfjBbZJ07tw55efnm/YFBAT8pYIAAAAAlB8uNwy5ubkaNmyY3nvvPR07dqzQ6wUFBaVSGAAAAOAOPLjNzOW7JD3//PP64osvNGfOHHl7e2v+/PkaO3aswsPD9fbbb1+KGgEAAAC4icsJw/Lly/X222+rXbt2SkxMVJs2bRQREaE6depo8eLF6tWr16WoEwAAACgTBAxmLicMx48fV/369SVdXK9w/PhxSdLNN9+sr7/+unSrAwAAAOBWLjcM9evX1969eyVJTZo00XvvvSfpYvJQpUqVUi0OAAAAKGs2m63MtsuByw1DYmKitmzZIkkaPny4Zs2aJR8fHw0ePFhDhw4t9QIBAAAAuI/N4XA4/soJ9u/frw0bNigiIkItW7Ysrbr+khNnuFMTgCtL+E2D3F0CAJSqs5tmursESwM/3FFmY73WrWmZjVVSf+k5DJJUp04d1alTpzRqAQAAAFDOFKthmDFjRrFP+Mwzz5S4GAAAAMDdLpe1BWWlWA3DtGnTinUym81GwwAAAABcQYrVMPznrkgAAADAlc6DgMHE5bskAQAAALh60DAAAAAAsPSX75IEAAAAXEmYkmRGwgAAAADAEgkDAAAAYMBtVc1KlDCsXbtWvXv3VlxcnH777TdJ0qJFi/TNN9+UanEAAAAA3MvlhuGDDz5Qx44d5evrq02bNikvL0+SdOrUKb300kulXiAAAABQljxsZbddDlxuGF588UXNnTtX8+bNU8WKFZ37b7rpJm3cuLFUiwMAAADgXi6vYdi5c6duueWWQvsDAwN18uTJ0qgJAAAAcBuWMJi5nDCEhYVp165dhfZ/8803ql+/fqkUBQAAAKB8cDlh6Nu3rwYNGqQFCxbIZrPp0KFDSk9P15AhQzRy5MhLUSMAAABQZjyIGExcbhiGDx8uu92u2267TWfOnNEtt9wib29vDRkyRAMHDrwUNQIAAABwE5cbBpvNphEjRmjo0KHatWuXcnJy1KxZM1WqVOlS1AcAAACUKZ5sbFbiB7d5eXmpWbNmpVkLAAAAgHLG5Yahffv2f/j0uy+++OIvFQQAAAC4E0sYzFxuGKKiokw/nz9/Xps3b9bPP/+shISE0qoLAAAAQDngcsMwbdq0IvePGTNGOTk5f7kgAAAAwJ24S5JZqa3p6N27txYsWFBapwMAAABQDpR40fP/Sk9Pl4+PT2mdDgAAAHALAgYzlxuG7t27m352OBw6fPiw1q9fz4PbAAAAgCuMyw1DYGCg6WcPDw81btxY48aNU4cOHUqtMAAAAMAdPEgYTFxqGAoKCpSYmKgWLVooKCjoUtUEAAAAoJxwadGzp6enOnTooJMnT16icgAAAACUJy5PSWrevLn27NmjevXqXYp6AAAAALfitqpmLt9W9cUXX9SQIUO0YsUKHT58WKdPnzZtAAAAAK4cxU4Yxo0bp+eee0533nmnJKlz586yGbovh8Mhm82mgoKC0q8SAAAAKCMEDGbFbhjGjh2rp556Sl9++eWlrAcAAABAOVLshsHhcEiS2rZte8mKAQAAANyN26qaubSGwUY+AwAAAFxVXLpLUqNGjf60aTh+/PhfKggAAABwJ5v4ktzIpYZh7NixhZ70DAAAAODK5VLD8MADD6h69eqXqhYAAADA7VjDYFbsNQysXwAAAACuPi7fJQkAAAC4kpEwmBW7YbDb7ZeyDgAAAADlkEtrGAAAAIArHVPxzVx6DgMAAACAqwsJAwAAAGDAGgYzEgYAAAAAlkgYAAAAAAOWMJiRMAAAAACwRMMAAAAAwBJTkgAAAAADD+YkmZAwAAAAALBEwgAAAAAYcFtVMxIGAAAAAJZIGAAAAAADljCYkTAAAAAAsETCAAAAABh4iIjBiIQBAAAAgCUSBgAAAMCANQxmJAwAAAAALJEwAAAAAAY8h8GMhAEAAACAJRIGAAAAwMCDRQwmJAwAAAAALJEwAAAAAAYEDGYkDAAAAAAs0TAAAAAABh42W5ltJTFr1izVrVtXPj4+io2N1bp16yyPnTdvntq0aaOgoCAFBQUpPj7+D48v8nqUqEoAAAAAZW7p0qVKSkrS6NGjtXHjRkVGRqpjx446cuRIkcevWbNGDz74oL788kulp6erVq1a6tChg3777bdij2lzOByO0voA5cWJMwXuLgEASlX4TYPcXQIAlKqzm2a6uwRLC37MKLOxHr2+tkvHx8bG6vrrr9fMmRevn91uV61atTRw4EANHz78T99fUFCgoKAgzZw5U3369CnWmCQMAAAAgJvk5eXp9OnTpi0vL6/IY/Pz87VhwwbFx8c793l4eCg+Pl7p6enFGu/MmTM6f/68goODi10jDQMAAADgJikpKQoMDDRtKSkpRR6bnZ2tgoIChYaGmvaHhoYqMzOzWOMNGzZM4eHhpqbjz3BbVQAAAMCgLL9RT05OVlJSkmmft7f3JRlr4sSJWrJkidasWSMfH59iv4+GAQAAAHATb2/vYjcIISEh8vT0VFZWlml/VlaWwsLC/vC9U6ZM0cSJE/X555+rZcuWLtXIlCQAAADAwGazldnmCi8vL0VHRystLc25z263Ky0tTXFxcZbvmzRpksaPH69Vq1YpJibG5etBwgAAAABcJpKSkpSQkKCYmBi1bt1a06dPV25urhITEyVJffr0Uc2aNZ3rIF5++WWNGjVK7777rurWretc61CpUiVVqlSpWGPSMAAAAAAGJXucWtno2bOnjh49qlGjRikzM1NRUVFatWqVcyF0RkaGPDz+O4lozpw5ys/P13333Wc6z+jRozVmzJhijclzGADgMsBzGABcacrzcxjeXn+gzMbqE1OrzMYqKRIGAAAAwMDDxbUFVzoWPQMAAACwRMIAAAAAGJAvmJEwAAAAALBEwgAAAAAYsITBjIQBAAAAgCUSBgAAAMDA1ScwX+lIGAAAAABYImEAAAAADPhG3YzrAQAAAMASCQMAAABgwBoGMxIGAAAAAJZoGAAAAABYYkoSAAAAYMCEJDMSBgAAAACWSBgAAAAAAxY9m5EwAAAAALBEwgAAAAAY8I26GdcDAAAAgCUSBgAAAMCANQxmJAwAAAAALJEwAAAAAAbkC2YkDAAAAAAskTAAAAAABixhMCNhAAAAAGCJhAEAAAAw8GAVgwkJAwAAAABLJAwAAACAAWsYzEgYAAAAAFgiYQAAAAAMbKxhMCFhAAAAAGCJhAEAAAAwYA2DGQkDAAAAAEs0DAAAAAAsMSUJAAAAMODBbWYkDAAAAAAskTAAAAAABix6NiNhAAAAAGCJhAEAAAAwIGEwI2EAAAAAYImEAQAAADCwcZckExIGAAAAAJZIGAAAAAADDwIGExIGAAAAAJZIGAAAAAAD1jCYkTAAAAAAsETCAAAAABjwHAYzEgYAAAAAlkgYAAAAAAPWMJiRMAAAAACwRMIAAAAAGPAcBjMSBgAAAACWaBgAAAAAWGJKEgAAAGDAomczEgYAAAAAlkgYcNVY+OYbWvPF59q/b4+8vX3UIjJK/Qc9pzp16/3h+5YsflvL3l+irMzDCqwSpFvjO+jpgYPl7e1d7PNOn/KyPl3+oXx8/dTvmcG64857nK+lrV6lT1d8rFdenX1pPjiAK8aIJ+/UC0/dadq3c2+morq/qKAAP418+i7ddkMT1QoLUvaJHC1f85PGzl6h0znnLM9ZPbiyXhzURfFxTRVYyVffbNylpEnva3fGUecxr414QLfGNlaNaoHKOZun77fs1Quv/lP/3pclSQoK8NO8cQ+r7fWNtCvjiJ4as1hbdh50vn/a8B7a91u2Xl30RSlfEeDS4MFtZjQMuGps2rhe9/Z8UM2uba6CCwWaM3O6Bj39uP6+bLl8ff2KfM9nK1do9oypGjHmRbWIbKUD+/dp/Ki/SbLp2SHDinXetV99qX+tWqFXZ8/XgYz9mjD2Bd0Qd7OqBAUp5/ffNXfmq3pt7ptleCUAXM627Tqku556zfnzhQK7JKlGtUDVqBao5GkfaseeTNWuEazXRjygGtUC9dBQ639j3pv2hM5fKND9z76u07nn9EzvW/Xp3IFq1f1FnTmXL0natOOAlqz8UQcOn1BwoJ9GPHWXVszuryZ3j5bd7tCwxzuqsr+P4h58WU/cf7NmjXpIN/eaJElq3aKurm9RV89Nev8SXhUAlxINA64a02e9Yfp55NiX1Om2m/XL9u1qFR1T5Hu2btmsllGt1LHT3ZKk8PCauv2OO7Xt563FPu++vXt0XXRrNb22uZpe21zTpkzUoUMHVSUoSDNfnaLu9z+gsBrhpfxpAVypLhTYlXXs90L7t+8+rAeHzHf+vPdgtsbMXK4FE/rI09NDBf/fWBhF1K6u2Jb1dN29L2rHnkxJ0jMvLdW+z19Sj07RSv0wXZK0YNm3zvdkHD6usbOW68f3/qY64VW192C2GtcL0/ufbdCujCN6c9m3evTemyRJFSp4aMaIB9Rv3Luy2x2leh2AS4mAwYw1DLhq5eRc/B9uQGCg5TEtIqP0y/bt2vbzT5Kk3w4e0HffrtWNN7cp9nkbNmqsX3b8rNOnT+mX7duUl3dO19Sqrc2bNmjnjh3q8WDv0vpIAK4CEbWrac+/Jmj78jF6a0KCaoUFWR4bUNlHp3PPFdksSJK318XvDc/lX3Duczgcys+/oBujGhT5Hj8fL/XpfIP2HszWwcwTkqSt//5N7a5vJE9PD90e11Q//3pIkpSUcLvWrv9VG7dnlOizAigfSBhwVbLb7Zo+ZaJaRl2nBhENLY/r2OlunTxxQk8m9pZDUsGFC+p2X0898tiTxT7vDTferI533qNHe/eQt7ePRo1Lka+vrya/NE4jx76kZe8v0ftLFiuwSpCSR45R/QbW9QC4uv348z49Meod/Xt/lsJCAjXiyU76fMFgRd83QTln8kzHVq3ir+S+nbTgg+8sz7dzX6YyDh/X+IGdNeDFvyv3bL6e6d1e14QFKSzE/GXKE/e30YRnu6qSn7d27s3UXU/P1PkLBZKkKW/9SzP+9oC2Lx+j/YeO6amxi9WgdjX1vidW7RJe0YwRDyj+hibauD1D/ca/+4drKoDywINFDCY2h8NRbjPCAwcOaPTo0VqwYIHlMXl5ecrLM/8jeaaggnNBKlCUlyeMVfq3a/XGW++oemiY5XEb1q/TyOHP6cl+g3Rti5Y6eCBD0ya/pC7d7tejTzxd4vPOf32Wcn7/XXd17qZB/R7X4vf+qW/XrtH7S9/Vwnf/URofEVeY8JsGubsElEOBlXy189NxGjZ1mRZ+lO7cX9nfR5/MGaDjp3N137Ov68KFohMGSWrVtJbmjO6lyMbX6MKFAn3xw07ZHQ7ZbFLXAXOcxwVU8lG14MoKCwnQs33iFV4tULcmTlWeIZ0wWvn6QM36+xrVrhGsTm2aq9szczR75EM6fipXw6d+WHoXAZets5tmursES+m7TpbZWHERVcpsrJIq11OSjh8/roULF/7hMSkpKQoMDDRt06ZMLKMKcTmaMvFFfbv2K82el/qHv9RL0huzZ6jTXZ3Vpft9imjYSO1ujddTA57VwrfmyW43/w+4uOfdt3ePVn2yXE/0G6iN69ep1XUxCgoO1m0d7tDOHduVm5tbKp8TwJXvVM5Z7co4oga1qjn3VfLz1sez+un3M+fUM2neHzYL0sUFzTc8MFGhbYaoXocR6jJgtqoG+mvvwWOm407nnNPujKP6duNuPTRkvhrXC1WXWyOLPOfDnW/Qqd/PasWarboluqGWf/mTLlywa9nqTWoTTYqK8s9WhtvlwK1Tkj7++OM/fH3Pnj1/eo7k5GQlJSWZ9p0pYKYVCnM4HHrl5Qn66ovPNWteqsJrXvOn7zl37pxsHua+2tPD03k+V8/rcDj08otjNOi5YfLz85fdbteFCxe/nfvPf+32ghJ9PgBXH39fL9W7JkSZn6yTdDFZWD67v/LyL+i+Z1+3/Pa/KP+ZJtSgdjVd16y2xs5eYXmszWaTTTZ5VSz8/9uQoEr62xN36LbEaZIkD08PVaxw8d/NihU85elZrr+rBFAEt/5m3bVrV9lsNv3RrCjbn8wh8/b2LjT9qOAMv3ChsMkp4/WvlZ9o0rSZ8vf317Hsi/cY969UWT4+PpKksS8MV7Xq1dXvmYtN6M23tNPf31moxo2b6toWLXXgQIbemDNDN9/STp6ensU+73/888N/qEpQsNq0bS9JahnVSvNfn6Wff9qi9G+/Vr36DVS5ckCZXA8Al5+Uwd30yddblXHouMKrB+qFp+5Sgd2u91ZtUGV/H62Y3V++Pl5KHLFQAf4+CvC/+G/Q0RM5zrsUbV72gka99rE+/vLizRy6x7fS0RM5OpB5XM0bhmvK0Pu0fM1PSvv+F0lS3ZpVdV/HaKWl71D2iRzVDK2i5xI76GzeeX32zbZCNU4ecq9eXfSFDh09JUn6fvMePXh3a33+/Q49eu9NSt/8518GAm53uXz1X0bc2jDUqFFDs2fPVpcuXYp8ffPmzYqOji7jqnClWvb+EklSv74Jpv0vjJ2guzt3kyRlZh42JQqJjz8lm82m12e/qqNHjqhKUJBuvqW9nhowyKXzStKxY9lKnf+65qW+69x3bfOWeqj3I0p65ikFBVfVqHEvldKnBXAlqhlaRW+nJCo40E/ZJ3L03eY9atvnFWWfyFGb6IZq3fLiAyO3Lx9jel/jO0cp4/Dxi3+uF6aASr7O18KqBejl57qretXKysw+rcUrflDKG6ucr+flX9BNrRpowEPtFBTgpyPHftc3G3ep/SOv6OiJHNM48XFN1aBWNT36wtvOfXOWfqXrmtXW128P0fpt+/XS65+W9mUBcIm5ddFz586dFRUVpXHjxhX5+pYtW9SqVatCc8X/zAkSBgBXGBY9A7jSlOdFzz/sPlVmY8U2sL69e3nh1oRh6NChf7jAMyIiQl9++WUZVgQAAADAyK0NQ5s21g+/kiR/f3+1bdu2jKoBAAAAJB7DYMatCgAAAABY4v6jAAAAgAEBgxkJAwAAAABLJAwAAACAERGDCQkDAAAAAEs0DAAAAAAsMSUJAAAAMLAxJ8mEhAEAAACAJRIGAAAAwIAHt5mRMAAAAACwRMIAAAAAGBAwmJEwAAAAALBEwgAAAAAYETGYkDAAAAAAsETCAAAAABjwHAYzEgYAAAAAlkgYAAAAAAOew2BGwgAAAADAEgkDAAAAYEDAYEbCAAAAAMASCQMAAABgRMRgQsIAAAAAwBIJAwAAAGDAcxjMSBgAAACAy8isWbNUt25d+fj4KDY2VuvWrbM8dtu2bbr33ntVt25d2Ww2TZ8+3eXxaBgAAACAy8TSpUuVlJSk0aNHa+PGjYqMjFTHjh115MiRIo8/c+aM6tevr4kTJyosLKxEY9IwAAAAAAY2W9ltrpo6dar69u2rxMRENWvWTHPnzpWfn58WLFhQ5PHXX3+9Jk+erAceeEDe3t4luh40DAAAAICb5OXl6fTp06YtLy+vyGPz8/O1YcMGxcfHO/d5eHgoPj5e6enpl6xGGgYAAADAwFaGW0pKigIDA01bSkpKkXVlZ2eroKBAoaGhpv2hoaHKzMwstc//v7hLEgAAAOAmycnJSkpKMu0r6dShS4WGAQAAADAqw7uqent7F7tBCAkJkaenp7Kyskz7s7KySryguTiYkgQAAABcBry8vBQdHa20tDTnPrvdrrS0NMXFxV2ycUkYAAAAAIPy/OC2pKQkJSQkKCYmRq1bt9b06dOVm5urxMRESVKfPn1Us2ZN5zqI/Px8bd++3fnn3377TZs3b1alSpUUERFRrDFpGAAAAIDLRM+ePXX06FGNGjVKmZmZioqK0qpVq5wLoTMyMuTh8d9JRIcOHVKrVq2cP0+ZMkVTpkxR27ZttWbNmmKNaXM4HI5S/RTlwIkzBe4uAQBKVfhNg9xdAgCUqrObZrq7BEvbD+WW2VjNwv3LbKySYg0DAAAAAEtMSQIAAAAMyu8KBvcgYQAAAABgiYQBAAAAMCJiMCFhAAAAAGCJhAEAAAAwKM/PYXAHEgYAAAAAlkgYAAAAAAMbAYMJCQMAAAAASzQMAAAAACwxJQkAAAAwYEaSGQkDAAAAAEskDAAAAIAREYMJCQMAAAAASyQMAAAAgAEPbjMjYQAAAABgiYQBAAAAMODBbWYkDAAAAAAskTAAAAAABgQMZiQMAAAAACyRMAAAAABGRAwmJAwAAAAALJEwAAAAAAY8h8GMhAEAAACAJRIGAAAAwIDnMJiRMAAAAACwRMIAAAAAGBAwmJEwAAAAALBEwgAAAAAYETGYkDAAAAAAsETDAAAAAMASU5IAAAAAAx7cZkbCAAAAAMASCQMAAABgwIPbzEgYAAAAAFgiYQAAAAAMCBjMSBgAAAAAWCJhAAAAAAxYw2BGwgAAAADAEgkDAAAAYELEYETCAAAAAMASCQMAAABgwBoGMxIGAAAAAJZIGAAAAAADAgYzEgYAAAAAlkgYAAAAAAPWMJiRMAAAAACwRMIAAAAAGNhYxWBCwgAAAADAEg0DAAAAAEtMSQIAAACMmJFkQsIAAAAAwBIJAwAAAGBAwGBGwgAAAADAEgkDAAAAYMCD28xIGAAAAABYImEAAAAADHhwmxkJAwAAAABLJAwAAACAEQGDCQkDAAAAAEskDAAAAIABAYMZCQMAAAAASyQMAAAAgAHPYTAjYQAAAABgiYQBAAAAMOA5DGYkDAAAAAAskTAAAAAABqxhMCNhAAAAAGCJhgEAAACAJRoGAAAAAJZoGAAAAABYYtEzAAAAYMCiZzMSBgAAAACWSBgAAAAAAx7cZkbCAAAAAMASCQMAAABgwBoGMxIGAAAAAJZIGAAAAAADAgYzEgYAAAAAlkgYAAAAACMiBhMSBgAAAACWSBgAAAAAA57DYEbCAAAAAMASCQMAAABgwHMYzEgYAAAAAFgiYQAAAAAMCBjMSBgAAAAAWCJhAAAAAIyIGExIGAAAAABYomEAAAAAYIkpSQAAAIABD24zI2EAAAAAYImEAQAAADDgwW1mJAwAAAAALNkcDofD3UUAl6O8vDylpKQoOTlZ3t7e7i4HAP4y/l0DUBQaBqCETp8+rcDAQJ06dUoBAQHuLgcA/jL+XQNQFKYkAQAAALBEwwAAAADAEg0DAAAAAEs0DEAJeXt7a/To0SwMBHDF4N81AEVh0TMAAAAASyQMAAAAACzRMAAAAACwRMMAAAAAwBINAwAAAABLNAxACc2aNUt169aVj4+PYmNjtW7dOneXBAAl8vXXX+uee+5ReHi4bDabPvroI3eXBKAcoWEASmDp0qVKSkrS6NGjtXHjRkVGRqpjx446cuSIu0sDAJfl5uYqMjJSs2bNcncpAMohbqsKlEBsbKyuv/56zZw5U5Jkt9tVq1YtDRw4UMOHD3dzdQBQcjabTR9++KG6du3q7lIAlBMkDICL8vPztWHDBsXHxzv3eXh4KD4+Xunp6W6sDAAAoPTRMAAuys7OVkFBgUJDQ037Q0NDlZmZ6aaqAAAALg0aBgAAAACWaBgAF4WEhMjT01NZWVmm/VlZWQoLC3NTVQAAAJcGDQPgIi8vL0VHRystLc25z263Ky0tTXFxcW6sDAAAoPRVcHcBwOUoKSlJCQkJiomJUevWrTV9+nTl5uYqMTHR3aUBgMtycnK0a9cu58979+7V5s2bFRwcrNq1a7uxMgDlAbdVBUpo5syZmjx5sjIzMxUVFaUZM2YoNjbW3WUBgMvWrFmj9u3bF9qfkJCg1NTUsi8IQLlCwwAAAADAEmsYAAAAAFiiYQAAAABgiYYBAAAAgCUaBgAAAACWaBgAAAAAWKJhAAAAAGCJhgEAAACAJRoGACihRx55RF27dnX+3K5dOz377LNlXseaNWtks9l08uRJy2NsNps++uijYp9zzJgxioqK+kt17du3TzabTZs3b/5L5wEAuBcNA4AryiOPPCKbzSabzSYvLy9FRERo3LhxunDhwiUfe9myZRo/fnyxji3OL/kAAJQHFdxdAACUtjvuuENvvfWW8vLy9Omnn6p///6qWLGikpOTCx2bn58vLy+vUhk3ODi4VM4DAEB5QsIA4Irj7e2tsLAw1alTR08//bTi4+P18ccfS/rvNKIJEyYoPDxcjRs3liQdOHBAPXr0UJUqVRQcHKwuXbpo3759znMWFBQoKSlJVapUUdWqVfX888/L4XCYxv3fKUl5eXkaNmyYatWqJW9vb0VEROjNN9/Uvn371L59e0lSUFCQbDabHnnkEUmS3W5XSkqK6tWrJ19fX0VGRuof//iHaZxPP/1UjRo1kq+vr9q3b2+qs7iGDRumRo0ayc/PT/Xr19fIkSN1/vz5Qse9/vrrqlWrlvz8/NSjRw+dOnXK9Pr8+fPVtGlT+fj4qEmTJpo9e7blmCdOnFCvXr1UrVo1+fr6qmHDhnrrrbdcrh0AULZIGABc8Xx9fXXs2DHnz2lpaQoICNDq1aslSefPn1fHjh0VFxentWvXqkKFCnrxxRd1xx136KeffpKXl5deeeUVpaamasGCBWratKleeeUVffjhh7r11lstx+3Tp4/S09M1Y8YMRUZGau/evcrOzlatWrX0wQcf6N5779XOnTsVEBAgX19fSVJKSoreeecdzZ07Vw0bNtTXX3+t3r17q1q1amrbtq0OHDig7t27q3///nriiSe0fv16Pffccy5fk8qVKys1NVXh4eHaunWr+vbtq8qVK+v55593HrNr1y699957Wr58uU6fPq3HHntM/fr10+LFiyVJixcv1qhRozRz5ky1atVKmzZtUt++feXv76+EhIRCY44cOVLbt2/XypUrFRISol27duns2bMu1w4AKGMOALiCJCQkOLp06eJwOBwOu93uWL16tcPb29sxZMgQ5+uhoaGOvLw853sWLVrkaNy4scNutzv35eXlOXx9fR2fffaZw+FwOGrUqOGYNGmS8/Xz5887rrnmGudYDofD0bZtW8egQYMcDofDsXPnTockx+rVq4us88svv3RIcpw4ccK579y5cw4/Pz/Hd999Zzr2scceczz44IMOh8PhSE5OdjRr1sz0+rBhwwqd639Jcnz44YeWr0+ePNkRHR3t/Hn06NEOT09Px8GDB537Vq5c6fDw8HAcPnzY4XA4HA0aNHC8++67pvOMHz/eERcX53A4HI69e/c6JDk2bdrkcDgcjnvuuceRmJhoWQMAoHwiYQBwxVmxYoUqVaqk8+fPy26366GHHtKYMWOcr7do0cK0bmHLli3atWuXKleubDrPuXPntHv3bp06dUqHDx9WbGys87UKFSooJiam0LSk/9i8ebM8PT3Vtm3bYte9a9cunTlzRrfffrtpf35+vlq1aiVJ2rFjh6kOSYqLiyv2GP+xdOlSzZgxQ7t371ZOTo4uXLiggIAA0zG1a9dWzZo1TePY7Xbt3LlTlStX1u7du/XYY4+pb9++zmMuXLigwMDAIsd8+umnde+992rjxo3q0KGDunbtqhtvvNHl2gEAZYuGAcAVp3379pozZ468vLwUHh6uChXM/9T5+/ubfs7JyVF0dLRzqo1RtWrVSlTDf6YYuSInJ0eS9Mknn5h+UZcurssoLenp6erVq5fGjh2rjh07KjAwUEuWLNErr7zicq3z5s0r1MB4enoW+Z5OnTpp//79+vTTT7V69Wrddttt6t+/v6ZMmVLyDwMAuORoGABccfz9/RUREVHs46+77jotXbpU1atXL/Qt+3/UqFFDP/zwg2655RZJF79J37Bhg6677roij2/RooXsdru++uorxcfHF3r9PwlHQUGBc1+zZs3k7e2tjIwMy2SiadOmzgXc//H999//+Yc0+O6771SnTh2NGDHCuW///v2FjsvIyNChQ4cUHh7uHMfDw0ONGzdWaGiowsPDtWfPHvXq1avYY1erVk0JCQlKSEhQmzZtNHToUBoGACjnuEsSgKter169FBISoi5dumjt2rXau3ev1qxZo2eeeUYHDx6UJA0aNEgTJ07URx99pF9++UX9+vX7w2co1K1bVwkJCXr00Uf10UcfOc/53nvvSZLq1Kkjm82mFStW6OjRo8rJyVHlypU1ZMgQDR48WAsXLtTu3bu1ceNGvfbaa1q4cKEk6amnntKvv/6qoUOHaufOnXr33XeVmprq0udt2LChMjIytGTJEu3evVszZszQhx9+WOg4Hx8fJSQkaMuWLVq7dq2eeeYZ9ejRQ2FhYZKksWPHKiUlRTNmzNC///1vbd26VW+99ZamTp1a5LijRo3SP//5T+3atUvbtm3TihUr1LRpU5dqBwCUPRoGAFc9Pz8/ff3116pdu7a6d++upk2b6rHHHtO5c+ecicNzzz2nhx9+WAkJCYqLi1PlypXVrVu3PzzvnDlzdN9996lfv35q0qSJ+vbtq9zcXElSzZo1NXbsWA0fPlyhoaEaMGCAJGn8+PEaOXKkUlJS1LRpU91xxx365JNPVK9ePUkX1xV88MEH+uijjxQZGam5c+fqpZdecunzdu7cWYMHD9aAAQMUFRWl7777TiNHjix0XEREhLp3764777xTHTp0UMuWLU23TX388cc1f/58vfXWW2rRooXatm2r1NRUZ63/y8vLS8nJyWrZsqVuueUWeXp6asmSJS7VDgAoezaH1Yo9AAAAAFc9EgYAAAAAlmgYAAAAAFiiYQAAAABgiYYBAAAAgCUaBgAAAACWaBgAAAAAWKJhAAAAAGCJhgEAAACAJRoGAAAAAJZoGAAAAABYomEAAAAAYImGAQAAAICl/wPbTVGX+aXd5AAAAABJRU5ErkJggg=="},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"<Figure size 1500x500 with 5 Axes>","image/png":"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"},"metadata":{}}]},{"cell_type":"code","source":"","metadata":{},"execution_count":null,"outputs":[]}]}