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| }, | |
| "cells": [ | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "view-in-github", | |
| "colab_type": "text" | |
| }, | |
| "source": [ | |
| "<a href=\"https://colab.research.google.com/gist/jspaezp/f8057b5dfbb9dd5bfdb2439966e9679b/fork-of-hpa-train-gpu-classifier-hdf5.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "id": "BNnIC3r4wy7T", | |
| "outputId": "d6df345c-f898-4e99-dab8-2684da6c5797" | |
| }, | |
| "source": [ | |
| "! nvidia-smi" | |
| ], | |
| "execution_count": null, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "text": [ | |
| "Tue Mar 16 08:14:37 2021 \n", | |
| "+-----------------------------------------------------------------------------+\n", | |
| "| NVIDIA-SMI 460.56 Driver Version: 460.32.03 CUDA Version: 11.2 |\n", | |
| "|-------------------------------+----------------------+----------------------+\n", | |
| "| GPU Name Persistence-M| Bus-Id Disp.A | Volatile Uncorr. ECC |\n", | |
| "| Fan Temp Perf Pwr:Usage/Cap| Memory-Usage | GPU-Util Compute M. |\n", | |
| "| | | MIG M. |\n", | |
| "|===============================+======================+======================|\n", | |
| "| 0 Tesla V100-SXM2... Off | 00000000:00:04.0 Off | 0 |\n", | |
| "| N/A 41C P0 24W / 300W | 0MiB / 16160MiB | 0% Default |\n", | |
| "| | | N/A |\n", | |
| "+-------------------------------+----------------------+----------------------+\n", | |
| " \n", | |
| "+-----------------------------------------------------------------------------+\n", | |
| "| Processes: |\n", | |
| "| GPU GI CI PID Type Process name GPU Memory |\n", | |
| "| ID ID Usage |\n", | |
| "|=============================================================================|\n", | |
| "| No running processes found |\n", | |
| "+-----------------------------------------------------------------------------+\n" | |
| ], | |
| "name": "stdout" | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "iUiPO-XWwUWG", | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "outputId": "c5235853-02d6-4e72-cf17-aff13cc92212" | |
| }, | |
| "source": [ | |
| "! pip install pycocotools\r\n", | |
| "! pip install wandb\r\n", | |
| "! pip install git+https://github.com/PyTorchLightning/pytorch-lightning.git\r\n", | |
| "! pip install albumentations --upgrade" | |
| ], | |
| "execution_count": null, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "text": [ | |
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| " Downloading https://files.pythonhosted.org/packages/d5/1e/6130925131f639b2acde0f7f18b73e33ce082ff2d90783c436b52040af5a/smmap-3.0.5-py2.py3-none-any.whl\n", | |
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| " Created wheel for pathtools: filename=pathtools-0.1.2-cp37-none-any.whl size=8786 sha256=2c12ec6e8ca56475c0256e749927fa8a58b9086003307d8b4618ac6dfbff8a67\n", | |
| " Stored in directory: /root/.cache/pip/wheels/0b/04/79/c3b0c3a0266a3cb4376da31e5bfe8bba0c489246968a68e843\n", | |
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| " Created wheel for subprocess32: filename=subprocess32-3.5.4-cp37-none-any.whl size=6489 sha256=640b521916a6fc53e5ff20cde9437ea283a52803b5bb97f7c3aef8640d0bc63c\n", | |
| " Stored in directory: /root/.cache/pip/wheels/68/39/1a/5e402bdfdf004af1786c8b853fd92f8c4a04f22aad179654d1\n", | |
| "Successfully built pathtools subprocess32\n", | |
| "Installing collected packages: pathtools, configparser, subprocess32, docker-pycreds, smmap, gitdb, GitPython, shortuuid, sentry-sdk, wandb\n", | |
| "Successfully installed GitPython-3.1.14 configparser-5.0.2 docker-pycreds-0.4.0 gitdb-4.0.5 pathtools-0.1.2 sentry-sdk-1.0.0 shortuuid-1.0.1 smmap-3.0.5 subprocess32-3.5.4 wandb-0.10.22\n", | |
| "Collecting git+https://github.com/PyTorchLightning/pytorch-lightning.git\n", | |
| " Cloning https://github.com/PyTorchLightning/pytorch-lightning.git to /tmp/pip-req-build-8uwyaki4\n", | |
| " Running command git clone -q https://github.com/PyTorchLightning/pytorch-lightning.git /tmp/pip-req-build-8uwyaki4\n", | |
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| " Getting requirements to build wheel ... \u001b[?25l\u001b[?25hdone\n", | |
| " Preparing wheel metadata ... \u001b[?25l\u001b[?25hdone\n", | |
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| "Collecting future>=0.17.1\n", | |
| "\u001b[?25l Downloading https://files.pythonhosted.org/packages/45/0b/38b06fd9b92dc2b68d58b75f900e97884c45bedd2ff83203d933cf5851c9/future-0.18.2.tar.gz (829kB)\n", | |
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| "Collecting aiohttp; extra == \"http\"\n", | |
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| "Collecting yarl<2.0,>=1.0\n", | |
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| "Collecting async-timeout<4.0,>=3.0\n", | |
| " Downloading https://files.pythonhosted.org/packages/e1/1e/5a4441be21b0726c4464f3f23c8b19628372f606755a9d2e46c187e65ec4/async_timeout-3.0.1-py3-none-any.whl\n", | |
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| "Building wheels for collected packages: pytorch-lightning\n", | |
| " Building wheel for pytorch-lightning (PEP 517) ... \u001b[?25l\u001b[?25hdone\n", | |
| " Created wheel for pytorch-lightning: filename=pytorch_lightning-1.3.0.dev0-cp37-none-any.whl size=832784 sha256=e3ed3d4f040d264ecbb7042d94b5945d22fb999f064f5867d552bec7450a378b\n", | |
| " Stored in directory: /tmp/pip-ephem-wheel-cache-p6b0y4i6/wheels/92/c4/6f/603a511ee83079769910925025658b2d0e861aa1f1d22a0d6e\n", | |
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| " Created wheel for PyYAML: filename=PyYAML-5.3.1-cp37-cp37m-linux_x86_64.whl size=44620 sha256=ee453d63b9d72427dcd2a7302d00e1f276394917e72e0db240109a019cce07d3\n", | |
| " Stored in directory: /root/.cache/pip/wheels/a7/c1/ea/cf5bd31012e735dc1dfea3131a2d5eae7978b251083d6247bd\n", | |
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| " Created wheel for future: filename=future-0.18.2-cp37-none-any.whl size=491058 sha256=27a2ab512c3ad55f1fb460326e3a57253cbd3db1870cfbe94b67a1368e8d8b25\n", | |
| " Stored in directory: /root/.cache/pip/wheels/8b/99/a0/81daf51dcd359a9377b110a8a886b3895921802d2fc1b2397e\n", | |
| "Successfully built PyYAML future\n", | |
| "Installing collected packages: multidict, yarl, async-timeout, aiohttp, fsspec, PyYAML, torchmetrics, future, pytorch-lightning\n", | |
| " Found existing installation: PyYAML 3.13\n", | |
| " Uninstalling PyYAML-3.13:\n", | |
| " Successfully uninstalled PyYAML-3.13\n", | |
| " Found existing installation: future 0.16.0\n", | |
| " Uninstalling future-0.16.0:\n", | |
| " Successfully uninstalled future-0.16.0\n", | |
| "Successfully installed PyYAML-5.3.1 aiohttp-3.7.4.post0 async-timeout-3.0.1 fsspec-0.8.7 future-0.18.2 multidict-5.1.0 pytorch-lightning-1.3.0.dev0 torchmetrics-0.2.0 yarl-1.6.3\n", | |
| "Collecting albumentations\n", | |
| "\u001b[?25l Downloading https://files.pythonhosted.org/packages/03/58/63fb1d742dc42d9ba2800ea741de1f2bc6bb05548d8724aa84794042eaf2/albumentations-0.5.2-py3-none-any.whl (72kB)\n", | |
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| "Requirement already satisfied, skipping upgrade: numpy>=1.11.1 in /usr/local/lib/python3.7/dist-packages (from albumentations) (1.19.5)\n", | |
| "Collecting opencv-python-headless>=4.1.1\n", | |
| "\u001b[?25l Downloading https://files.pythonhosted.org/packages/6d/6d/92f377bece9b0ec9c893081dbe073a65b38d7ac12ef572b8f70554d08760/opencv_python_headless-4.5.1.48-cp37-cp37m-manylinux2014_x86_64.whl (37.6MB)\n", | |
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| "\u001b[?25l Downloading https://files.pythonhosted.org/packages/66/b1/af3142c4a85cba6da9f4ebb5ff4e21e2616309552caca5e8acefe9840622/imgaug-0.4.0-py2.py3-none-any.whl (948kB)\n", | |
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| "Requirement already satisfied, skipping upgrade: matplotlib!=3.0.0,>=2.0.0 in /usr/local/lib/python3.7/dist-packages (from scikit-image>=0.16.1->albumentations) (3.2.2)\n", | |
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| "Requirement already satisfied, skipping upgrade: decorator>=4.3.0 in /usr/local/lib/python3.7/dist-packages (from networkx>=2.0->scikit-image>=0.16.1->albumentations) (4.4.2)\n", | |
| "Installing collected packages: opencv-python-headless, imgaug, albumentations\n", | |
| " Found existing installation: imgaug 0.2.9\n", | |
| " Uninstalling imgaug-0.2.9:\n", | |
| " Successfully uninstalled imgaug-0.2.9\n", | |
| " Found existing installation: albumentations 0.1.12\n", | |
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| " Successfully uninstalled albumentations-0.1.12\n", | |
| "Successfully installed albumentations-0.5.2 imgaug-0.4.0 opencv-python-headless-4.5.1.48\n" | |
| ], | |
| "name": "stdout" | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "aJ_mr8Yjwbwy" | |
| }, | |
| "source": [ | |
| "from google.colab import auth\r\n", | |
| "auth.authenticate_user()" | |
| ], | |
| "execution_count": null, | |
| "outputs": [] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "KfgDJFEsw7Jl", | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "outputId": "f3f9c617-2627-4152-e644-b4c4f1c3e924" | |
| }, | |
| "source": [ | |
| "! gcloud config set project hpa-singlecell\r\n", | |
| "! gsutil -m cp -r gs://20210308_traindata ." | |
| ], | |
| "execution_count": null, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "text": [ | |
| "Updated property [core/project].\n", | |
| "Copying gs://20210308_traindata/HPA_train_fold_0.hdf5...\n", | |
| "Copying gs://20210308_traindata/encoded_masks.json...\n", | |
| "Copying gs://20210308_traindata/HPA_train_fold_1.hdf5...\n", | |
| "Copying gs://20210308_traindata/HPA_train_fold_2.hdf5...\n", | |
| "Copying gs://20210308_traindata/HPA_train_fold_4.hdf5...\n", | |
| "Copying gs://20210308_traindata/HPA_train_fold_3.hdf5...\n", | |
| "| [6/6 files][ 6.2 GiB/ 6.2 GiB] 100% Done 35.3 MiB/s ETA 00:00:00 \n", | |
| "Operation completed over 6 objects/6.2 GiB. \n" | |
| ], | |
| "name": "stdout" | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "P__brJ8OwUWI" | |
| }, | |
| "source": [ | |
| "from pycocotools import _mask as coco_mask" | |
| ], | |
| "execution_count": null, | |
| "outputs": [] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/", | |
| "height": 69 | |
| }, | |
| "id": "_rjhlFBPwUWJ", | |
| "outputId": "2f747b43-5a34-407c-d853-81d5908dfe90" | |
| }, | |
| "source": [ | |
| "import torch\n", | |
| "import os\n", | |
| "\n", | |
| "from wandb import login as wdblogin\n", | |
| "\n", | |
| "try:\n", | |
| " from kaggle_secrets import UserSecretsClient\n", | |
| " user_secrets = UserSecretsClient()\n", | |
| " wdb_in = {'key': user_secrets.get_secret(\"wandb_login\")}\n", | |
| "except ModuleNotFoundError:\n", | |
| " wdb_in = {}\n", | |
| "\n", | |
| "wdblogin(**wdb_in)" | |
| ], | |
| "execution_count": null, | |
| "outputs": [ | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "application/javascript": [ | |
| "\n", | |
| " window._wandbApiKey = new Promise((resolve, reject) => {\n", | |
| " function loadScript(url) {\n", | |
| " return new Promise(function(resolve, reject) {\n", | |
| " let newScript = document.createElement(\"script\");\n", | |
| " newScript.onerror = reject;\n", | |
| " newScript.onload = resolve;\n", | |
| " document.body.appendChild(newScript);\n", | |
| " newScript.src = url;\n", | |
| " });\n", | |
| " }\n", | |
| " loadScript(\"https://cdn.jsdelivr.net/npm/postmate/build/postmate.min.js\").then(() => {\n", | |
| " const iframe = document.createElement('iframe')\n", | |
| " iframe.style.cssText = \"width:0;height:0;border:none\"\n", | |
| " document.body.appendChild(iframe)\n", | |
| " const handshake = new Postmate({\n", | |
| " container: iframe,\n", | |
| " url: 'https://wandb.ai/authorize'\n", | |
| " });\n", | |
| " const timeout = setTimeout(() => reject(\"Couldn't auto authenticate\"), 5000)\n", | |
| " handshake.then(function(child) {\n", | |
| " child.on('authorize', data => {\n", | |
| " clearTimeout(timeout)\n", | |
| " resolve(data)\n", | |
| " });\n", | |
| " });\n", | |
| " })\n", | |
| " });\n", | |
| " " | |
| ], | |
| "text/plain": [ | |
| "<IPython.core.display.Javascript object>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [] | |
| } | |
| }, | |
| { | |
| "output_type": "stream", | |
| "text": [ | |
| "\u001b[34m\u001b[1mwandb\u001b[0m: Appending key for api.wandb.ai to your netrc file: /root/.netrc\n" | |
| ], | |
| "name": "stderr" | |
| }, | |
| { | |
| "output_type": "execute_result", | |
| "data": { | |
| "text/plain": [ | |
| "True" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "execution_count": 6 | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "_JfoqKdFwUWJ" | |
| }, | |
| "source": [ | |
| "# Define constants" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "R_wuO8WewUWK" | |
| }, | |
| "source": [ | |
| "import matplotlib.pyplot as plt\n", | |
| "plt.rcParams[\"figure.figsize\"] = (10,4)\n", | |
| "\n", | |
| "# Constants\n", | |
| "\n", | |
| "LABELS = {\n", | |
| " \"0\": \"Nucleoplasm\",\n", | |
| " \"1\": \"Nuclear membrane\",\n", | |
| " \"2\": \"Nucleoli\",\n", | |
| " \"3\": \"Nucleoli fibrillar center\",\n", | |
| " \"4\": \"Nuclear speckles\",\n", | |
| " \"5\": \"Nuclear bodies\",\n", | |
| " \"6\": \"Endoplasmic reticulum\",\n", | |
| " \"7\": \"Golgi apparatus\",\n", | |
| " \"8\": \"Intermediate filaments\",\n", | |
| " \"9\": \"Actin filaments\",\n", | |
| " \"10\": \"Microtubules\",\n", | |
| " \"11\": \"Mitotic spindle\",\n", | |
| " \"12\": \"Centrosome\",\n", | |
| " \"13\": \"Plasma membrane\",\n", | |
| " \"14\": \"Mitochondria\",\n", | |
| " \"15\": \"Aggresome\",\n", | |
| " \"16\": \"Cytosol\",\n", | |
| " \"17\": \"Vesicles and punctate cytosolic patterns\",\n", | |
| " \"18\": \"Negative \",\n", | |
| "}\n", | |
| "\n", | |
| "MEANS = {\n", | |
| " 'red': {\n", | |
| " 'mean': 26.56320704752465,\n", | |
| " 'sd': 9.241639179519673},\n", | |
| " 'green': {\n", | |
| " 'mean': 10.568654473097936,\n", | |
| " 'sd': 7.613398449681955},\n", | |
| " 'blue': {\n", | |
| " 'mean': 27.44410334352146,\n", | |
| " 'sd': 11.457461154579004},\n", | |
| " 'yellow': {\n", | |
| " 'mean': 29.5743856216096,\n", | |
| " 'sd': 6.8364500053228845}}\n", | |
| "\n", | |
| "\n", | |
| "FOUR_COLOR_ORDER = ['red', 'green', 'blue', 'yellow']\n", | |
| "THREE_COLOR_ORDER = ['blue', 'yellow', 'red']" | |
| ], | |
| "execution_count": null, | |
| "outputs": [] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "lh8uFYvCwUWK" | |
| }, | |
| "source": [ | |
| "# Define Losses" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "4ssFW1hqwUWK" | |
| }, | |
| "source": [ | |
| "import torch\n", | |
| "import torch.nn as nn\n", | |
| "\n", | |
| "class FocalLossLogits(nn.Module):\n", | |
| " \"\"\"\n", | |
| " From https://github.com/CellProfiling/HPA-competition-solutions/blob/547d53aaca148fdb5f4585526ad7364dfa47967d/bestfitting/src/layers/loss.py#L8\n", | |
| " \"\"\"\n", | |
| " def __init__(self, gamma=2):\n", | |
| " super().__init__()\n", | |
| " self.gamma = gamma\n", | |
| " self.scaling_factor = 1\n", | |
| " self.scaling_factor = self.forward(torch.zeros(1), torch.ones(1))\n", | |
| "\n", | |
| " def forward(self, logit, target, epoch=0):\n", | |
| " target = target.float()\n", | |
| " max_val = (-logit).clamp(min=0)\n", | |
| " loss = logit - logit * target + max_val + \\\n", | |
| " ((-max_val).exp() + (-logit - max_val).exp()).log()\n", | |
| "\n", | |
| " invprobs = nn.functional.logsigmoid(-logit * (target * 2.0 - 1.0))\n", | |
| " loss = (invprobs * self.gamma).exp() * loss\n", | |
| " if len(loss.size())==2:\n", | |
| " loss = loss.sum(dim=1)\n", | |
| " return loss.mean() / self.scaling_factor\n", | |
| "\n", | |
| "\n", | |
| "class FBetaBCELoss(nn.Module):\n", | |
| " def __init__(self, beta = 2, epsilon = 1e-6):\n", | |
| " super().__init__()\n", | |
| " assert beta > 1\n", | |
| " \n", | |
| " self.beta = beta\n", | |
| " self.epsilon = epsilon\n", | |
| " self.scaling_factor = 1\n", | |
| " self.scaling_factor = self.forward(torch.ones(1) * 0.5, torch.ones(1))\n", | |
| "\n", | |
| " \n", | |
| " def forward(self, probs, target): \n", | |
| " beta_sq = self.beta ** 2\n", | |
| " bce = nn.functional.binary_cross_entropy(probs, target)\n", | |
| " \n", | |
| " tp_loss = (target * (1 - bce)).sum(axis=-1)\n", | |
| " fp_loss = ((1 - target) * bce).sum(axis=-1)\n", | |
| " \n", | |
| " enumerator = (1 + beta_sq) * tp_loss\n", | |
| " denominator = (beta_sq * target.sum(axis = -1)) + tp_loss + fp_loss\n", | |
| "\n", | |
| " enumerator += self.epsilon\n", | |
| " denominator += self.epsilon\n", | |
| " \n", | |
| " return (1 - (enumerator / denominator).mean()) / self.scaling_factor\n", | |
| "\n", | |
| "class ScaledBCELoss(nn.BCELoss):\n", | |
| " def __init__(self):\n", | |
| " super().__init__()\n", | |
| " self.scaling_factor = 1\n", | |
| " self.scaling_factor = self.forward(torch.ones(1) * 0.5, torch.ones(1))\n", | |
| " \n", | |
| " def forward(self, *args, **kwargs):\n", | |
| " return super().forward(*args, **kwargs) / self.scaling_factor\n", | |
| "\n", | |
| "\n", | |
| "\"\"\"\n", | |
| "Lovasz-Softmax and Jaccard hinge loss in PyTorch\n", | |
| "Maxim Berman 2018 ESAT-PSI KU Leuven (MIT License)\n", | |
| "\"\"\"\n", | |
| "\n", | |
| "import torch\n", | |
| "from torch.autograd import Variable\n", | |
| "import torch.nn.functional as F\n", | |
| "import numpy as np\n", | |
| "\n", | |
| "from itertools import filterfalse as ifilterfalse\n", | |
| "\n", | |
| "\n", | |
| "def lovasz_grad(gt_sorted):\n", | |
| " \"\"\"\n", | |
| " Computes gradient of the Lovasz extension w.r.t sorted errors\n", | |
| " See Alg. 1 in paper\n", | |
| " \"\"\"\n", | |
| " p = len(gt_sorted)\n", | |
| " gts = gt_sorted.sum()\n", | |
| " intersection = gts - gt_sorted.float().cumsum(0)\n", | |
| " union = gts + (1 - gt_sorted).float().cumsum(0)\n", | |
| " jaccard = 1. - intersection / union\n", | |
| " if p > 1: # cover 1-pixel case\n", | |
| " jaccard[1:p] = jaccard[1:p] - jaccard[0:-1]\n", | |
| " return jaccard\n", | |
| "\n", | |
| "\n", | |
| "# --------------------------- BINARY LOSSES ---------------------------\n", | |
| "\n", | |
| "\n", | |
| "def lovasz_hinge(logits, labels, per_image=True, ignore=None):\n", | |
| " \"\"\"\n", | |
| " Binary Lovasz hinge loss\n", | |
| " logits: [B, H, W] Variable, logits at each pixel (between -\\infty and +\\infty)\n", | |
| " labels: [B, H, W] Tensor, binary ground truth masks (0 or 1)\n", | |
| " per_image: compute the loss per image instead of per batch\n", | |
| " ignore: void class id\n", | |
| " \"\"\"\n", | |
| " if per_image:\n", | |
| " loss = torch.mean(lovasz_hinge_flat(*flatten_binary_scores(log.unsqueeze(0), lab.unsqueeze(0), ignore))\n", | |
| " for log, lab in zip(logits, labels))\n", | |
| " else:\n", | |
| " loss = lovasz_hinge_flat(*flatten_binary_scores(logits, labels, ignore))\n", | |
| " return loss\n", | |
| "\n", | |
| "\n", | |
| "def lovasz_hinge_flat(logits, labels):\n", | |
| " \"\"\"\n", | |
| " Binary Lovasz hinge loss\n", | |
| " logits: [P] Variable, logits at each prediction (between -\\infty and +\\infty)\n", | |
| " labels: [P] Tensor, binary ground truth labels (0 or 1)\n", | |
| " ignore: label to ignore\n", | |
| " \"\"\"\n", | |
| " if len(labels) == 0:\n", | |
| " # only void pixels, the gradients should be 0\n", | |
| " return logits.sum() * 0.\n", | |
| " signs = 2. * labels.float() - 1.\n", | |
| " errors = (1. - logits * Variable(signs))\n", | |
| " errors_sorted, perm = torch.sort(errors, dim=0, descending=True)\n", | |
| " perm = perm.data\n", | |
| " gt_sorted = labels[perm]\n", | |
| " grad = lovasz_grad(gt_sorted)\n", | |
| " loss = torch.dot(F.relu(errors_sorted), Variable(grad))\n", | |
| " return loss\n", | |
| "\n", | |
| "def flatten_binary_scores(scores, labels, ignore=None):\n", | |
| " \"\"\"\n", | |
| " Flattens predictions in the batch (binary case)\n", | |
| " Remove labels equal to 'ignore'\n", | |
| " \"\"\"\n", | |
| " scores = scores.view(-1)\n", | |
| " labels = labels.view(-1)\n", | |
| " if ignore is None:\n", | |
| " return scores, labels\n", | |
| " valid = (labels != ignore)\n", | |
| " vscores = scores[valid]\n", | |
| " vlabels = labels[valid]\n", | |
| " return vscores, vlabels\n" | |
| ], | |
| "execution_count": null, | |
| "outputs": [] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/", | |
| "height": 265 | |
| }, | |
| "id": "9LZPJA86nLxC", | |
| "outputId": "f2ef0476-8d2a-46b2-aeaa-4f2c26a54349" | |
| }, | |
| "source": [ | |
| "import matplotlib.pyplot as plt\n", | |
| "\n", | |
| "preds = torch.tensor([0.1*x for x in range(-10, 10)])\n", | |
| "truth = torch.ones(preds.shape)\n", | |
| "\n", | |
| "preds_prob = [float(x) for x in torch.sigmoid(preds)]\n", | |
| "\n", | |
| "focal_loss = FocalLossLogits()\n", | |
| "\n", | |
| "lov_loss = [float(lovasz_hinge_flat(x.unsqueeze(0), y.unsqueeze(0))) for x, y in zip(preds, truth)]\n", | |
| "f_loss = [float(focal_loss(x.unsqueeze(0), y.unsqueeze(0))) for x, y in zip(preds, truth)]\n", | |
| "lov_loss\n", | |
| "f_loss\n", | |
| "\n", | |
| "plt.plot(np.array(preds_prob), np.array(f_loss))\n", | |
| "plt.plot(np.array(preds_prob), np.array(lov_loss))\n", | |
| "plt.show()" | |
| ], | |
| "execution_count": null, | |
| "outputs": [ | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "Cs-UAt3RwUWL" | |
| }, | |
| "source": [ | |
| "# Define Model" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "a0VxH-Y6wUWL" | |
| }, | |
| "source": [ | |
| "## Backbones" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "_D9VvR1swUWL", | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "outputId": "d1f4e75f-cfbd-463f-ea18-5d1a2e66a955" | |
| }, | |
| "source": [ | |
| "import pytorch_lightning as pl\n", | |
| "pl.seed_everything(2020)\n", | |
| "\n", | |
| "# ! pip install timm\n", | |
| "# import timm\n", | |
| "import torch\n", | |
| "import torch.nn as nn\n", | |
| "import torchvision\n", | |
| "from torch import Tensor\n", | |
| "\n", | |
| "\n", | |
| "def add_prefix(dct, prefix):\n", | |
| " return {prefix + \"_\" + k:v for k, v in dct.items()}\n", | |
| "\n", | |
| "\n", | |
| "class EffnetB4Backbone(nn.Module):\n", | |
| " def __init__(self, pretrained):\n", | |
| " super().__init__()\n", | |
| " self.backbone = timm.create_model('efficientnet_b3', pretrained=pretrained)\n", | |
| "\n", | |
| " self.backbone.classifier = nn.Linear(in_features=1536, out_features=18, bias=True)\n", | |
| "\n", | |
| " weight = self.backbone.conv_stem.weight.clone()\n", | |
| "\n", | |
| " self.backbone.conv_stem = nn.Conv2d(4, 40, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1), bias=False)\n", | |
| "\n", | |
| " with torch.no_grad():\n", | |
| " self.backbone.conv_stem.weight[:, :3] = weight\n", | |
| " self.backbone.conv_stem.weight[:, 3] = weight[...,2]\n", | |
| " \n", | |
| "class ResnetBackbone(nn.Module):\n", | |
| " def __init__(self, pretrained, state_dict = None):\n", | |
| " super().__init__()\n", | |
| " # self.backbone = torchvision.models.resnet34(pretrained = True)\n", | |
| " self.backbone = torchvision.models.resnet50(pretrained = pretrained)\n", | |
| " if state_dict is not None:\n", | |
| " print(\"Loading weight from state dict\")\n", | |
| " self.backbone.load_state_dict(state_dict, strict = False)\n", | |
| " self.change_channel_number()\n", | |
| " \n", | |
| " def change_channel_number(self):\n", | |
| " feats = self.backbone.fc.in_features\n", | |
| " self.backbone.fc = nn.Linear(in_features=feats, out_features=18, bias=True)\n", | |
| " \n", | |
| " weight = self.backbone.conv1.weight.clone()\n", | |
| " self.backbone.conv1 = nn.Conv2d(4, 64, kernel_size=7, stride=2, padding=3, bias=False)\n", | |
| "\n", | |
| " with torch.no_grad():\n", | |
| " self.backbone.conv1.weight[:, :3] = weight\n", | |
| " self.backbone.conv1.weight[:, 3] = weight[:, 2].clone()\n", | |
| "\n", | |
| " \n", | |
| "class ResNeSTBackbone(nn.Module):\n", | |
| " def __init__(self, pretrained):\n", | |
| " super().__init__()\n", | |
| " self.backbone = resnest50(pretrained=False)\n", | |
| " self.change_channel_number()\n", | |
| " \n", | |
| " def change_channel_number(self):\n", | |
| " feats = self.backbone.fc.in_features\n", | |
| " self.backbone.fc = nn.Linear(in_features=feats, out_features=18, bias=True)\n", | |
| " \n", | |
| " weight = self.backbone.conv1[0].weight.clone()\n", | |
| " self.backbone.conv1[0] = nn.Conv2d(4, 32, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1), bias=False)\n", | |
| " # Resnest121 has 64 channels (0): Conv2d(3, 64, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1), bias=False)\n", | |
| "\n", | |
| " with torch.no_grad():\n", | |
| " self.backbone.conv1[0].weight[:, :3] = weight\n", | |
| " self.backbone.conv1[0].weight[:, 3] = weight[:, 2].clone()\n", | |
| "\n", | |
| " \n", | |
| "class DensenetBackbone(nn.Module):\n", | |
| " def __init__(self, pretrained):\n", | |
| " super().__init__()\n", | |
| " self.backbone = torchvision.models.densenet121(pretrained=pretrained)\n", | |
| " self.change_channel_number()\n", | |
| " \n", | |
| " def change_channel_number(self):\n", | |
| " feats = self.backbone.classifier.in_features\n", | |
| " self.backbone.classifier = nn.Linear(in_features=feats, out_features=18, bias=True)\n", | |
| " \n", | |
| " weight = self.backbone.features.conv0.weight.clone()\n", | |
| " self.backbone.features.conv0 = nn.Conv2d(4, 64, kernel_size=(7, 7), stride=(2, 2), padding=(3, 3), bias=False)\n", | |
| " # Resnest121 has 64 channels (0): Conv2d(3, 64, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1), bias=False)\n", | |
| "\n", | |
| " with torch.no_grad():\n", | |
| " self.backbone.features.conv0.weight[:, :3] = weight\n", | |
| " self.backbone.features.conv0.weight[:, 3] = weight[:, 2].clone()\n" | |
| ], | |
| "execution_count": null, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "text": [ | |
| "Global seed set to 2020\n" | |
| ], | |
| "name": "stderr" | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "mLWYMsYpwUWM" | |
| }, | |
| "source": [ | |
| "## Training Logic" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "ZnNKNBctwUWN" | |
| }, | |
| "source": [ | |
| "\n", | |
| "class RobustMetricClass(pl.metrics.MetricCollection):\n", | |
| " def compute(self, *args, **kwargs):\n", | |
| " try:\n", | |
| " metrics = super().compute(*args, **kwargs)\n", | |
| " except ValueError as e:\n", | |
| " print(e)\n", | |
| " metrics = {k: torch.tensor(0) for k, v in self.items()}\n", | |
| " \n", | |
| " return metrics\n", | |
| "\n", | |
| "class LitMulticlassNet(pl.LightningModule):\n", | |
| " def __init__(self, lr = 3e-4, lr_ratio = 10):\n", | |
| " super().__init__()\n", | |
| " OUTPUT_DIMS = 18\n", | |
| " self.lr = lr\n", | |
| " self.lr_ratio = lr_ratio\n", | |
| "\n", | |
| " # Losses\n", | |
| " self.bce_loss = ScaledBCELoss()\n", | |
| " self.focal_loss = FocalLossLogits(gamma = 4)\n", | |
| " # Focal loss penalizes REALLY HARD being confident AND wrong\n", | |
| " # and so it favors having several semi-acurate predictions instead\n", | |
| " # of one really right and one really wrong.\n", | |
| " \n", | |
| " self.fbeta_loss = FBetaBCELoss(beta = 1.5)\n", | |
| " ## positive real factor beta, where beta is chosen such that\n", | |
| " ## recall is considered beta times as important as precision.\n", | |
| " \n", | |
| " # Metrics\n", | |
| " self.train_step_metrics = RobustMetricClass({\n", | |
| " 'micF1': pl.metrics.classification.F1(OUTPUT_DIMS, threshold=0.5, average='micro', multilabel=True, compute_on_step=False),\n", | |
| " 'macF1': pl.metrics.classification.F1(OUTPUT_DIMS, threshold=0.5, average='macro', multilabel=True, compute_on_step=False),\n", | |
| " 'micPrec': pl.metrics.classification.Precision(OUTPUT_DIMS, threshold=0.5, average='micro', multilabel=True, compute_on_step=False),\n", | |
| " 'macPrec': pl.metrics.classification.Precision(OUTPUT_DIMS, threshold=0.5, average='macro', multilabel=True, compute_on_step=False),\n", | |
| " 'macRec': pl.metrics.classification.Recall(OUTPUT_DIMS, threshold=0.5, average='macro', multilabel=True, compute_on_step=False),\n", | |
| " })\n", | |
| "\n", | |
| " self.train_epoch_metrics = self.train_step_metrics.clone()\n", | |
| " self.train_epoch_metrics['macAUROC'] = pl.metrics.AUROC(num_classes=OUTPUT_DIMS, average='macro', compute_on_step=False)\n", | |
| " self.val_metrics = self.train_step_metrics.clone()\n", | |
| " self.val_metrics['macAUROC'] = pl.metrics.AUROC(num_classes=OUTPUT_DIMS, average='macro', compute_on_step=False)\n", | |
| " self.test_metrics = self.train_step_metrics.clone()\n", | |
| " self.test_metrics['macAUROC'] = pl.metrics.AUROC(num_classes=OUTPUT_DIMS, average='macro', compute_on_step=False)\n", | |
| " self.save_name = \"checkpoint\"\n", | |
| " \n", | |
| "\n", | |
| " def configure_optimizers(self):\n", | |
| " optim = torch.optim.AdamW(self.backbone.parameters(), self.lr)\n", | |
| " max_lr = self.lr * self.lr_ratio \n", | |
| " spe = self.steps_per_epoch // self.trainer.accumulate_grad_batches\n", | |
| " \n", | |
| " scheduler_dict = {\n", | |
| " \"scheduler\": torch.optim.lr_scheduler.OneCycleLR(\n", | |
| " optim,\n", | |
| " max_lr,\n", | |
| " epochs=self.trainer.max_epochs,\n", | |
| " div_factor = self.lr_ratio,\n", | |
| " final_div_factor = 1e7,\n", | |
| " steps_per_epoch=spe,\n", | |
| " ),\n", | |
| " \"interval\": \"step\",\n", | |
| " }\n", | |
| " \n", | |
| " return [optim], [scheduler_dict]\n", | |
| " \n", | |
| " def forward(self, x, labels = None):\n", | |
| " if labels is not None:\n", | |
| " x = self.backbone.forward(x, labels)\n", | |
| " else:\n", | |
| " x = self.backbone.forward(x) \n", | |
| " return x\n", | |
| " \n", | |
| " def _step_image(self, batch, batch_idx = None):\n", | |
| " patches, classes = batch[0], batch[1]\n", | |
| " \n", | |
| " classes = classes.squeeze(1)\n", | |
| " logits = self.forward(patches, classes)\n", | |
| " yhat = torch.sigmoid(logits)\n", | |
| " \n", | |
| " if yhat.shape != classes.shape:\n", | |
| " print(batch)\n", | |
| " print([x.shape for x in batch])\n", | |
| " raise ValueError(f\"Shape of the prediction {yhat.shape} does not match the classes {classes.shape}\")\n", | |
| "\n", | |
| " losses = {}\n", | |
| " \n", | |
| " # losses.update({'bce_loss': self.bce_loss(yhat, classes.float())})\n", | |
| " losses.update({'focal_loss': self.focal_loss(logits, classes.float())})\n", | |
| " losses.update({'lv_loss': lovasz_hinge(logits, classes.float(), per_image = False)})\n", | |
| " \n", | |
| " total_loss = losses['focal_loss'] + losses['lv_loss'] # + losses['bce_loss']\n", | |
| " losses.update({'loss': total_loss})\n", | |
| " \n", | |
| " return losses, {'logits': logits, 'probs': yhat}\n", | |
| " \n", | |
| " \n", | |
| " def _step(self, batch, batch_idx = None):\n", | |
| " out = self._step_image(batch, batch_idx = None)\n", | |
| " \n", | |
| " return out\n", | |
| " \n", | |
| " \n", | |
| " def training_step(self, batch, batch_idx = None):\n", | |
| " patches, classes = batch[0], batch[1]\n", | |
| " classes = classes.squeeze(1)\n", | |
| " \n", | |
| " out, preds = self._step(batch)\n", | |
| " out.update(preds)\n", | |
| "\n", | |
| " self.train_step_metrics.reset()\n", | |
| " self.train_step_metrics(preds = preds['probs'], target = classes.long())\n", | |
| " self.train_epoch_metrics(preds = preds['probs'], target = classes.long())\n", | |
| "\n", | |
| " try:\n", | |
| " metrics = add_prefix(self.train_step_metrics.compute(), prefix='TS')\n", | |
| " except ValueError as e:\n", | |
| " print(e)\n", | |
| " metrics = add_prefix({k: 0 for k, v in self.train_step_metrics.items()}, prefix='TS')\n", | |
| "\n", | |
| " self.log_dict(metrics, prog_bar = True)\n", | |
| " self.log_dict({'t_loss': out['loss']})\n", | |
| " \n", | |
| " return out\n", | |
| " \n", | |
| " def validation_step(self, batch, batch_idx = None):\n", | |
| " _, classes = batch[0], batch[1]\n", | |
| " classes = classes.squeeze(1)\n", | |
| "\n", | |
| " losses, preds = self._step(batch)\n", | |
| "\n", | |
| " self.val_metrics(preds = preds['probs'], target = classes.long())\n", | |
| " \n", | |
| " return losses, preds\n", | |
| " \n", | |
| " def test_step(self, batch, batch_idx):\n", | |
| " _, classes = batch[0], batch[1]\n", | |
| " classes = classes.squeeze(1)\n", | |
| "\n", | |
| " _, preds = self._step(batch)\n", | |
| " self.test_metrics(preds = preds['probs'], target = classes.long())\n", | |
| " \n", | |
| " return preds, classes\n", | |
| " \n", | |
| " def on_validation_epoch_end(self, outputs = None):\n", | |
| " \n", | |
| " metrics = add_prefix(self.val_metrics.compute(), prefix='V')\n", | |
| " \n", | |
| " print(\"Saving checkpoint as last\")\n", | |
| " curr_state_dict = {k: v.cpu() for k, v in self.state_dict().items()}\n", | |
| " torch.save(curr_state_dict, \"last_checkpoint_tpu.pt\")\n", | |
| " print(f\"Saving checkpoint with metric VmacF1 {float(metrics['V_macF1'].cpu())}\")\n", | |
| " torch.save(curr_state_dict, f\"{self.save_name}_VmacF1_{float(metrics['V_macF1'].cpu())}_.pt\")\n", | |
| "\n", | |
| " self.log_dict(metrics, prog_bar = True)\n", | |
| " self.val_metrics.reset()\n", | |
| " print(metrics)\n", | |
| " \n", | |
| " def on_train_epoch_end(self, outputs = None):\n", | |
| " metrics = add_prefix(self.train_epoch_metrics.compute(), prefix='ET')\n", | |
| " self.log_dict(metrics, prog_bar = True)\n", | |
| " self.train_epoch_metrics.reset()\n", | |
| " print(metrics)\n", | |
| "\n", | |
| " def on_test_end(self, outputs = None):\n", | |
| " metrics = self.test_metrics.compute()\n", | |
| " self.test_metrics.reset()\n", | |
| " print(metrics)\n", | |
| " return metrics\n", | |
| " \n", | |
| " @staticmethod\n", | |
| " def postproc(logits, cutoff = 0.5):\n", | |
| " FILL_VAL = 18\n", | |
| " probs = torch.nn.functional.sigmoid(logits)\n", | |
| " above_cutoff = torch.where(probs > cutoff)\n", | |
| " \n", | |
| " out = [[] for _ in range(len(probs))]\n", | |
| " for ind, cls in zip(*above_cutoff):\n", | |
| " out[int(ind)].append(int(cls))\n", | |
| "\n", | |
| " out = [x if len(x) > 0 else [FILL_VAL] for x in out]\n", | |
| " return out\n", | |
| " \n", | |
| "class LitMulticlassResnet(LitMulticlassNet):\n", | |
| " def __init__(self, lr = 3e-4, lr_ratio = 10,pretrained = False, *args, **kwargs):\n", | |
| " super().__init__(lr = lr, lr_ratio = lr_ratio)\n", | |
| " self.backbone = ResnetBackbone(pretrained, *args, **kwargs).backbone\n", | |
| " \n", | |
| " def _forward_feats(self, x: Tensor) -> Tensor:\n", | |
| " # See note [TorchScript super()]\n", | |
| " x = self.backbone.conv1(x)\n", | |
| " x = self.backbone.bn1(x)\n", | |
| " x = self.backbone.relu(x)\n", | |
| " x = self.backbone.maxpool(x)\n", | |
| "\n", | |
| " x = self.backbone.layer1(x)\n", | |
| " x = self.backbone.layer2(x)\n", | |
| " x = self.backbone.layer3(x)\n", | |
| " x = self.backbone.layer4(x)\n", | |
| "\n", | |
| " x = self.backbone.avgpool(x)\n", | |
| " x = torch.flatten(x, 1)\n", | |
| "\n", | |
| " return x\n", | |
| "\n", | |
| " def forward(self, x: Tensor, labels = None) -> Tensor:\n", | |
| " x = self._forward_feats(x)\n", | |
| " if labels is not None:\n", | |
| " x = self.backbone.fc(x, labels)\n", | |
| " else: \n", | |
| " x = self.backbone.fc(x)\n", | |
| "\n", | |
| " return x\n", | |
| " \n", | |
| "class LitMulticlassEffnet(LitMulticlassNet):\n", | |
| " def __init__(self, lr = 3e-4, lr_ratio = 10, pretrained = False, *args, **kwargs):\n", | |
| " super().__init__(lr = lr, lr_ratio = lr_ratio)\n", | |
| " self.backbone = EffnetB4Backbone(pretrained, *args, **kwargs).backbone\n", | |
| "\n", | |
| "class LitMulticlassResNeST(LitMulticlassNet):\n", | |
| " def __init__(self, lr = 3e-4, lr_ratio = 10,pretrained = False, *args, **kwargs):\n", | |
| " super().__init__(lr = lr, lr_ratio = lr_ratio)\n", | |
| " self.backbone = ResNeSTBackbone(pretrained, *args, **kwargs).backbone\n", | |
| "\n", | |
| "class LitMulticlassDensenet(LitMulticlassNet):\n", | |
| " def __init__(self, lr = 3e-4, lr_ratio = 10,pretrained = False, *args, **kwargs):\n", | |
| " super().__init__(lr = lr, lr_ratio = lr_ratio)\n", | |
| " self.backbone = DensenetBackbone(pretrained, *args, **kwargs).backbone \n", | |
| "\n", | |
| "from torch import Tensor\n", | |
| "\n", | |
| "class MLP(nn.Module):\n", | |
| " \"\"\"MLP implements a very simple multi-layer perceptron (also called FFN).\n", | |
| " Concatenates hidden linear layers with activations for n layers.\n", | |
| " This implementation uses gelu instead of relu\n", | |
| " (linear > gelu) * (n-1) > linear\n", | |
| " Based on: https://github.com/facebookresearch/detr/blob/models/detr.py#L289\n", | |
| " \"\"\"\n", | |
| "\n", | |
| " def __init__(\n", | |
| " self, input_dim: int,\n", | |
| " hidden_dim: int,\n", | |
| " output_dim: int,\n", | |
| " num_layers: int,\n", | |
| " dropout: float = 0,\n", | |
| " ) -> None:\n", | |
| " \"\"\"__init__ create a new instance of the MLP.\n", | |
| " Parameters\n", | |
| " ----------\n", | |
| " input_dim : int\n", | |
| " Expected dimensions for the input\n", | |
| " hidden_dim : int\n", | |
| " Number of dimensions of the hidden layers\n", | |
| " output_dim : int\n", | |
| " Output dimensions\n", | |
| " num_layers : int\n", | |
| " Number of layers (total)\n", | |
| " \"\"\"\n", | |
| " super().__init__()\n", | |
| " self.num_layers = num_layers\n", | |
| " h = [hidden_dim] * (num_layers - 1)\n", | |
| " self.layers = nn.ModuleList(\n", | |
| " nn.Linear(n, k) for n, k in zip([input_dim] + h, h + [output_dim])\n", | |
| " )\n", | |
| " self.dropout = nn.Dropout(p = dropout)\n", | |
| "\n", | |
| " def forward(self, x: Tensor) -> Tensor:\n", | |
| " \"\"\"Forward pass over the network.\n", | |
| " Parameters\n", | |
| " ----------\n", | |
| " x : Tensor\n", | |
| " Dimensions should match the ones specified instantiating the class\n", | |
| " Returns\n", | |
| " -------\n", | |
| " Tensor\n", | |
| " The dims of this tensor are defined when instantiating the class\n", | |
| " Examples\n", | |
| " --------\n", | |
| " >>> pl.seed_everything(42)\n", | |
| " 42\n", | |
| " >>> net = MLP(1000, 512, 2, 10)\n", | |
| " >>> out = net.forward(torch.rand([5, 1000]))\n", | |
| " >>> out\n", | |
| " tensor([[-0.0061, -0.0219],\n", | |
| " [-0.0061, -0.0219],\n", | |
| " [-0.0061, -0.0220],\n", | |
| " [-0.0061, -0.0220],\n", | |
| " [-0.0061, -0.0219]], grad_fn=<AddmmBackward>)\n", | |
| " >>> out.shape\n", | |
| " torch.Size([5, 2])\n", | |
| " \"\"\"\n", | |
| " for i, layer in enumerate(self.layers):\n", | |
| " x = (\n", | |
| " self.dropout(torch.nn.functional.gelu(layer(x)))\n", | |
| " if i < self.num_layers - 1\n", | |
| " else layer(x)\n", | |
| " )\n", | |
| " return x\n", | |
| "\n", | |
| "import torch\n", | |
| "import torch.nn as nn\n", | |
| "import torch.nn.functional as F\n", | |
| "from torch.nn import Parameter\n", | |
| "import math\n", | |
| "\n", | |
| "class MultiLabelCosFace(nn.Module):\n", | |
| " def __init__(self, num_features, num_classes, s=30.0, m=0.35):\n", | |
| " super().__init__()\n", | |
| " self.num_features = num_features\n", | |
| " self.n_classes = num_classes\n", | |
| " self.s = s\n", | |
| " self.m = m\n", | |
| " self.W = Parameter(torch.HalfTensor(num_classes, num_features))\n", | |
| " nn.init.xavier_uniform_(self.W)\n", | |
| "\n", | |
| " def forward(self, input, label=None):\n", | |
| " \"\"\"\n", | |
| " Labels should be onehot encoded floats\n", | |
| " \"\"\"\n", | |
| " # normalize features\n", | |
| " x = F.normalize(input)\n", | |
| " # normalize weights\n", | |
| " W = F.normalize(self.W)\n", | |
| " # dot product\n", | |
| " logits = F.linear(x, W)\n", | |
| " if label is None:\n", | |
| " return logits\n", | |
| " \n", | |
| " # add margin\n", | |
| " target_logits = logits - self.m\n", | |
| " output = logits * (1 - label) + target_logits * label\n", | |
| " # feature re-scale\n", | |
| " output *= self.s\n", | |
| "\n", | |
| " return output\n", | |
| "\n", | |
| "class MultiLabelAdaCos(nn.Module):\n", | |
| " def __init__(self, num_features, num_classes):\n", | |
| " super().__init__()\n", | |
| " self.num_features = num_features\n", | |
| " self.n_classes = num_classes \n", | |
| " self.register_buffer('s', torch.Tensor([math.sqrt(2) * math.log(num_classes - 1)]))\n", | |
| " self.register_parameter(\"W\", Parameter(torch.FloatTensor(num_classes, num_features)))\n", | |
| " nn.init.xavier_uniform_(self.W)\n", | |
| "\n", | |
| " def forward(self, input, label=None):\n", | |
| " # normalize features\n", | |
| " x = F.normalize(input)\n", | |
| " # normalize weights\n", | |
| " W = F.normalize(self.W)\n", | |
| " # dot product\n", | |
| " logits = F.linear(x, W)\n", | |
| " if label is None:\n", | |
| " return logits\n", | |
| " # feature re-scale\n", | |
| " theta = torch.acos(torch.clamp(logits, -1.0 + 1e-7, 1.0 - 1e-7))\n", | |
| " one_hot = label\n", | |
| " with torch.no_grad():\n", | |
| " exp_logits = torch.tensor(torch.exp(self.s * logits), dtype = logits.dtype)\n", | |
| " zeros_fill = logits * 0\n", | |
| " # onehot: torch.uint8 exp_logits: torch.float32 zeros: torch.float16\n", | |
| " # print(f\" onehot: {one_hot.dtype} exp_logits: {exp_logits.dtype} zeros: {zeros_fill.dtype}\")\n", | |
| "\n", | |
| " B_avg = torch.where(one_hot < 1, exp_logits, zeros_fill)\n", | |
| " B_avg = torch.sum(B_avg) / input.size(0)\n", | |
| " # print(B_avg)\n", | |
| " theta_ = theta[one_hot == 1]\n", | |
| " # Hack to make it numerically computable when no classes are present (one hot is all zeros)\n", | |
| " if len(theta_) == 0:\n", | |
| " theta_ = theta[0]\n", | |
| " theta_med = torch.median(theta_)\n", | |
| " self.s = torch.log(B_avg) / torch.cos(torch.min(math.pi/4 * torch.ones_like(theta_med), theta_med))\n", | |
| " output = self.s * logits\n", | |
| "\n", | |
| " return output\n", | |
| "\n", | |
| "def replace_fc(model, hidden_dim = 512, dropout = 0.2):\n", | |
| " feats = model.backbone.fc.in_features\n", | |
| " model.backbone.fc = MLP(input_dim = feats, hidden_dim = hidden_dim, output_dim=18, num_layers=3, dropout=dropout)\n", | |
| "\n", | |
| "def replace_fc_cosface(model):\n", | |
| " feats = model.backbone.fc.in_features\n", | |
| " model.backbone.fc = MultiLabelCosFace(num_features = feats, num_classes = 18)\n", | |
| "\n", | |
| "def replace_fc_adacos(model):\n", | |
| " feats = model.backbone.fc.in_features\n", | |
| " model.backbone.fc = MultiLabelAdaCos(num_features = feats, num_classes = 18)\n", | |
| "\n", | |
| " " | |
| ], | |
| "execution_count": null, | |
| "outputs": [] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "id": "Z7daFYUemy4P", | |
| "outputId": "bfee6343-d20e-4e79-b168-78bb64244d86" | |
| }, | |
| "source": [ | |
| "model = LitMulticlassResnet(pretrained=False)\n", | |
| "replace_fc_adacos(model)\n", | |
| "\n", | |
| "\n", | |
| "model(torch.rand([1,4,224,224]), torch.zeros([1,18]))" | |
| ], | |
| "execution_count": null, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "text": [ | |
| "/usr/local/lib/python3.7/dist-packages/pytorch_lightning/utilities/distributed.py:52: UserWarning: The `multilabel=True` parameter is unused and will not have any effect.\n", | |
| " warnings.warn(*args, **kwargs)\n", | |
| "/usr/local/lib/python3.7/dist-packages/pytorch_lightning/utilities/distributed.py:52: UserWarning: Metric `AUROC` will save all targets and predictions in buffer. For large datasets this may lead to large memory footprint.\n", | |
| " warnings.warn(*args, **kwargs)\n", | |
| "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:359: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n" | |
| ], | |
| "name": "stderr" | |
| }, | |
| { | |
| "output_type": "execute_result", | |
| "data": { | |
| "text/plain": [ | |
| "tensor([[ 0.0945, -0.0444, 0.1414, -0.0886, 0.0011, 0.0574, -0.0887, -0.2994,\n", | |
| " 0.0304, -0.0726, 0.2409, 0.0157, 0.0815, -0.1043, -0.0589, -0.0646,\n", | |
| " -0.2224, -0.0255]], grad_fn=<MulBackward0>)" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [] | |
| }, | |
| "execution_count": 12 | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "pA107FjqwUWP" | |
| }, | |
| "source": [ | |
| "# Define Dataset" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "RlF771hJwUWQ" | |
| }, | |
| "source": [ | |
| "import h5py\n", | |
| "import numpy as np\n", | |
| "\n", | |
| "class ImageNormalizer:\n", | |
| " def __init__(self, color_order, transforms = None):\n", | |
| " self.color_order = color_order\n", | |
| " self.mean_array = torch.tensor([MEANS[x]['mean'] for x in self.color_order]).unsqueeze(1).unsqueeze(1).numpy()\n", | |
| " self.sd_array = torch.tensor([MEANS[x]['sd'] for x in self.color_order]).unsqueeze(1).unsqueeze(1).numpy()\n", | |
| " self.transforms = transforms\n", | |
| "\n", | |
| " def __call__(self, x):\n", | |
| " out = self.norm_tensor(x)\n", | |
| " if self.transforms is not None:\n", | |
| " out = self.transforms(out)\n", | |
| " return out\n", | |
| "\n", | |
| " def norm_tensor(self, img):\n", | |
| " out_img = img - self.mean_array\n", | |
| " out_img = out_img / self.sd_array\n", | |
| " return out_img\n", | |
| "\n", | |
| "\n", | |
| "def imagewise_norm(img):\n", | |
| " img = torch.from_numpy(img).float()\n", | |
| "\n", | |
| " means = img.mean(axis = [1, 2]).unsqueeze(1).unsqueeze(1)\n", | |
| " sds = img.std(axis = [1,2]).unsqueeze(1).unsqueeze(1)\n", | |
| " out_img = (img - means) / sds\n", | |
| " return out_img\n", | |
| "\n", | |
| "\n", | |
| "\"\"\"\n", | |
| "The dataset has 3 main datasets, all of them lzf compressed \n", | |
| " \n", | |
| "1. images \n", | |
| " \n", | |
| "2. targets \n", | |
| " uint8, shape (None, 18), with the onehot encoding of the classigications for the \n", | |
| " competition \n", | |
| "3. filename \n", | |
| " String of the filename that was donwloaded, (None, 24) \n", | |
| "\"\"\" \n", | |
| "\n", | |
| "class HDF5Dataset(torch.utils.data.Dataset):\n", | |
| " def __init__(self, file, transforms = None, norm_imagewise = False):\n", | |
| " print(f\"Opening connection to {file}\")\n", | |
| " \n", | |
| " # this is 10mb cache... which should be enough\n", | |
| " self.db = h5py.File(file, 'r', rdcc_nbytes = 1024**2*10, libver='latest', swmr=True)\n", | |
| " self.file = file\n", | |
| " self.images = self.db['images']\n", | |
| " self.targets = self.db['targets']\n", | |
| " self.filenames = self.db['filename']\n", | |
| " self.db_color_order = [str(x) for x in self.images.attrs['color_order']]\n", | |
| " self.ordering_tensor = torch.tensor([self.db_color_order.index(x) for x in FOUR_COLOR_ORDER])\n", | |
| " if norm_imagewise:\n", | |
| " self.normalizer = imagewise_norm\n", | |
| " else:\n", | |
| " self.normalizer = ImageNormalizer(FOUR_COLOR_ORDER, transforms)\n", | |
| " \n", | |
| " def __getitem__(self, index):\n", | |
| " img = self.images[index]\n", | |
| " img = img[self.ordering_tensor, ...]\n", | |
| " img = self.normalizer(img)\n", | |
| "\n", | |
| " targets = self.targets[index]\n", | |
| " return img, targets\n", | |
| " \n", | |
| " def __len__(self):\n", | |
| " return len(self.images)\n", | |
| " \n", | |
| " def __del__(self):\n", | |
| " print(f\"Closing connection to {self.file}\")\n", | |
| "\n", | |
| " # close file\n", | |
| " self.db.close()\n", | |
| " \n", | |
| " def get_true_length(self):\n", | |
| " for i in range(len(self.filenames)):\n", | |
| " print(self.filenames[-i])\n", | |
| "\n", | |
| " \n", | |
| "def half_size(x):\n", | |
| " # Returns a half sized image without interpolation\n", | |
| " return x[..., ::2, ::2]\n" | |
| ], | |
| "execution_count": null, | |
| "outputs": [] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "id": "YGpWI_2gwUWQ" | |
| }, | |
| "source": [ | |
| "import json\n", | |
| "\n", | |
| "with open(\"20210308_traindata/encoded_masks.json\", \"r\") as f:\n", | |
| " json_out = json.load(f)" | |
| ], | |
| "execution_count": null, | |
| "outputs": [] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "id": "zOOkvQPMwUWR", | |
| "outputId": "983c275e-9fc2-40c4-9f37-bd5403394b2b" | |
| }, | |
| "source": [ | |
| "import copy\n", | |
| "import cv2\n", | |
| "import warnings\n", | |
| "\n", | |
| "import albumentations as A\n", | |
| "from albumentations.pytorch import ToTensorV2\n", | |
| "\n", | |
| "def mask_bb(mask):\n", | |
| " ax_0_ind = np.where(mask.max(axis = 0))\n", | |
| " ax_1_ind = np.where(mask.max(axis = 1))\n", | |
| " \n", | |
| " x1, x2 = ax_1_ind[0].min(), ax_1_ind[0].max()\n", | |
| " y1, y2 = ax_0_ind[0].min(), ax_0_ind[0].max()\n", | |
| " return [int(x1), int(y1), int(x2), int(y2)]\n", | |
| "\n", | |
| "\n", | |
| "class NormImagewise(A.BasicTransform):\n", | |
| " def __init__(self, *args, **kwargs):\n", | |
| " super().__init__(*args, **kwargs)\n", | |
| "\n", | |
| " @property\n", | |
| " def targets(self):\n", | |
| " return {\"image\": self.apply}\n", | |
| "\n", | |
| " def apply(self, img, **params): # skipcq: PYL-W0613 \n", | |
| " float_image = img.astype('float')\n", | |
| " float_image[float_image == 0] = 'nan'\n", | |
| "\n", | |
| " warnings.filterwarnings(\"ignore\")\n", | |
| " \n", | |
| " means = np.nan_to_num(np.nanmean(np.nanmean(float_image, axis = 0), axis = 0))\n", | |
| " sds = np.nan_to_num(np.nanstd(np.nanstd(float_image, axis = 0), axis = 0))\n", | |
| " out_img = (img.astype(\"float32\") - means) / (sds + 1)\n", | |
| " \n", | |
| " return out_img\n", | |
| "\n", | |
| "\n", | |
| "cachable_transforms = A.Compose([\n", | |
| " A.LongestMaxSize(224),\n", | |
| " A.PadIfNeeded(224, 224, border_mode = cv2.BORDER_CONSTANT, value = 0.),\n", | |
| " NormImagewise(always_apply=False, p=1),\n", | |
| "])\n", | |
| "\n", | |
| "transform = A.Compose([\n", | |
| " ToTensorV2(),\n", | |
| "])\n", | |
| "\n", | |
| "train_transform = A.Compose([\n", | |
| " A.HorizontalFlip(p=0.5),\n", | |
| " A.VerticalFlip(p=0.5),\n", | |
| " ToTensorV2(),\n", | |
| "])\n", | |
| "\n", | |
| "\n", | |
| "from pathlib import Path\n", | |
| "import gzip\n", | |
| "\n", | |
| "\n", | |
| "class PatchedHDF5Dataset(HDF5Dataset):\n", | |
| " def __init__(self, file, mask_db, cachable_transforms, non_cachable_transforms, cache_dir):\n", | |
| " super().__init__(file)\n", | |
| " self.mask_db = mask_db\n", | |
| " self.cachable_transforms = cachable_transforms\n", | |
| " self.non_cachable_transforms = non_cachable_transforms\n", | |
| " self.mask_indices = self.gen_indices()\n", | |
| " self.cache_dir = cache_dir\n", | |
| " \n", | |
| " def __getitem__(self, index):\n", | |
| " mask_info = self.mask_indices[index]\n", | |
| " img_index, mask_index = mask_info['db_index'], mask_info['mask_index']\n", | |
| " file = self.filenames[img_index][0]\n", | |
| " cache_file = f\"{self.cache_dir}/{file}_{mask_index}.npy.gz\"\n", | |
| " mask_string = [self.mask_db[file][mask_index]]\n", | |
| "\n", | |
| " if Path(cache_file).is_file():\n", | |
| " f = gzip.GzipFile(cache_file, \"r\")\n", | |
| " masked_img = np.load(f)\n", | |
| " f.close()\n", | |
| " else:\n", | |
| " # Get image\n", | |
| " img = self.images[img_index][self.ordering_tensor, ...]\n", | |
| "\n", | |
| " # Mask section\n", | |
| " d_mask_block = coco_mask.decode(mask_string)\n", | |
| " mask = d_mask_block[..., 0]\n", | |
| " kernel = np.ones((25,25),np.uint8)\n", | |
| " mask = cv2.dilate(mask, kernel, iterations = 1)\n", | |
| " bbox = mask_bb(mask)\n", | |
| "\n", | |
| " if (bbox[0] - bbox[2]) == 0 or (bbox[1] - bbox[3]) == 0:\n", | |
| " print(f\"Skipping index {index} because the bbox is of size 0\")\n", | |
| " return self.__getitem__(index - 1)\n", | |
| "\n", | |
| " # Masking image\n", | |
| " masked_img = img * mask\n", | |
| " masked_img = masked_img.transpose((1,2,0))[bbox[0]:bbox[2], bbox[1]:bbox[3], ...]\n", | |
| " masked_img = self.cachable_transforms(image = masked_img)['image'] \n", | |
| "\n", | |
| " f = gzip.GzipFile(cache_file, \"w\", compresslevel = 1)\n", | |
| " np.save(file=f, arr=masked_img)\n", | |
| " f.close()\n", | |
| "\n", | |
| " masked_img = self.non_cachable_transforms(image = masked_img)['image'] \n", | |
| "\n", | |
| " if torch.any(torch.isnan(masked_img)) or torch.any(torch.isinf(masked_img)):\n", | |
| " print(f\"Skipping index {index} because the masked_img is only nan\")\n", | |
| " import pdb ; pdb.set_trace()\n", | |
| " return self.__getitem__(index - 1)\n", | |
| " \n", | |
| " return masked_img.float(), self.targets[img_index], file, mask_string\n", | |
| " \n", | |
| " def __len__(self):\n", | |
| " return len(self.mask_indices)\n", | |
| " \n", | |
| " def gen_indices(self):\n", | |
| " db_index = []\n", | |
| " skipped = 0\n", | |
| " parsed = 0\n", | |
| "\n", | |
| " for i, fname in enumerate(self.filenames):\n", | |
| " try:\n", | |
| " json_out[fname[0]]\n", | |
| " parsed += 1\n", | |
| " for mi, mask in enumerate(self.mask_db[fname[0]]):\n", | |
| " db_index.append({'db_index': i, 'mask_index': mi})\n", | |
| " except KeyError as e:\n", | |
| " # print(e)\n", | |
| " # print(\"Skipping\")\n", | |
| " skipped += 1\n", | |
| " \n", | |
| " print(f\"Was able to parse {parsed} and skipped {skipped}\")\n", | |
| " return db_index\n", | |
| " \n", | |
| "\n", | |
| "train_ds = torch.utils.data.ConcatDataset(\n", | |
| " [PatchedHDF5Dataset(\n", | |
| " f\"20210308_traindata/HPA_train_fold_{x}.hdf5\",\n", | |
| " json_out,\n", | |
| " cachable_transforms = cachable_transforms,\n", | |
| " non_cachable_transforms = train_transform,\n", | |
| " cache_dir = \"/tmp\") for x in [1,2,3,4]] # + \n", | |
| " # [HDF5Dataset(f\"../input/hpapublicextradata/image_bundle_{x}.hdf5\", half_size) for x in [0,1,2,3,4,5,6,7,8,9]]\n", | |
| ")\n", | |
| "\n", | |
| "val_ds = torch.utils.data.ConcatDataset(\n", | |
| " [PatchedHDF5Dataset(\n", | |
| " f\"20210308_traindata/HPA_train_fold_{x}.hdf5\",\n", | |
| " json_out,\n", | |
| " cachable_transforms = cachable_transforms,\n", | |
| " non_cachable_transforms = transform,\n", | |
| " cache_dir = \"/tmp\") for x in [0]]\n", | |
| ")" | |
| ], | |
| "execution_count": null, | |
| "outputs": [ | |
| { | |
| "output_type": "stream", | |
| "text": [ | |
| "Opening connection to 20210308_traindata/HPA_train_fold_1.hdf5\n", | |
| "Was able to parse 2293 and skipped 1\n", | |
| "Opening connection to 20210308_traindata/HPA_train_fold_2.hdf5\n", | |
| "Was able to parse 2293 and skipped 0\n", | |
| "Opening connection to 20210308_traindata/HPA_train_fold_3.hdf5\n", | |
| "Was able to parse 2293 and skipped 0\n", | |
| "Opening connection to 20210308_traindata/HPA_train_fold_4.hdf5\n", | |
| "Was able to parse 2293 and skipped 0\n", | |
| "Opening connection to 20210308_traindata/HPA_train_fold_0.hdf5\n", | |
| "Was able to parse 2293 and skipped 1\n" | |
| ], | |
| "name": "stdout" | |
| } | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/", | |
| "height": 1000 | |
| }, | |
| "id": "DuehxYAAwUWR", | |
| "outputId": "3a94a704-80d5-4afc-f5c2-0237a6674fa5" | |
| }, | |
| "source": [ | |
| "for samp in range(5):\n", | |
| " for i, col in enumerate(FOUR_COLOR_ORDER):\n", | |
| " plt.title(col)\n", | |
| " plt.imshow(train_ds[samp][0][i, ...])\n", | |
| " plt.colorbar()\n", | |
| " plt.show()" | |
| ], | |
| "execution_count": null, | |
| "outputs": [ | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", 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| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 720x288 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "tags": [], | |
| "needs_background": "light" | |
| } | |
| }, | |
| { | |
| "output_type": "display_data", | |
| "data": { | |
| "image/png": 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RxEPVUvCQXTDEfU9nv5CO/9arEYpDBeSW9IJFIxjNCVEfihlPtBFaU2kzYbi/gR05ylZEPjNJtpQjqtjO6PJrq7YFQnb6fmpeltCkYMfCt6KqD9/wa6mqiOx4AXdvJtnU7GlMlmEOLu5c9LaILD6L2LgnJXn3Gu+ff5rJaEgUO0yzopj19A97bC4hqlvCcN5QNRVTKo0Vz+nvtPzUw5/l4LEVijmPKSHZVHwitE+MS9/m22w80CKfNhRTEaZSsgs5dlgG0dvepeXKbi2+Dn7sFopQqt3RdoMsbS2tjf+/sNMn1sJXc91ct+iNa3M1tlSTKetvVL7j8NOcyWf46vphijzGRh6NQn1uPut54KHTDN86ZHBASdeFuK+4RPjoBx5hpWxzdGId2iWTL3gmTpcMFpW5b+a4RszmPQ3yGYMtIFstSVaH2EEZ1v62W3fOX980tprrQhWcmh1tN8i/AX5sfPvHgH+90yfWTQpqrpvrFr3Ijis0YjpHU+zigNRUrJYtTi3PMDkxYKox4oXN/RgnvOOdT/Hu6eP8f1XMiXyeapRQTArdY7BWthi6mOMbc8h6QrpeUbYtNhdGcxH5pAEDM0/mRIMKU4Y29DrOLRTxl8/kgFr4bhm7l5wsIv8c+ABhLfA08AvALwG/KSJ/ETgB/OBOz1cLX811ES3uv7FJqVbI5zNW36R87PWP8v1Tj/K5wf18ffogzbjk7PoUAPmM5ztmn+RLnbs5cXqeqT9JKNvQuQc+8sEv813T3+DvPPO9rD0+z9Rz4BND95ClaiijsZU39dQQU3nMoECcjkUPxPtL+Xw7Sb2puSkUdq1kTVU/do2HPnQj56uFr2bHSJxA/DIt5a9kLCw+jegeiZi+f5X3tJ/hyfwA/+78t3Dv1CqtKGd90GBkM6KFIV6F9aJBci4m7im9Y4qPlcWkwzP5IufPziCpR42laBv6R5RkXUi6nvapETZ3oTIktpfN2NXIIE7BVZddW82t45VoMroTauGr2TGmkV0qS9sJY/fSZwmjhQbrb1D+0tGvkUnJo/1jVN6wMmrx6NphRmfa2BLe+dAJ/uPa6/iTL9/H7LMwmhfcbMHRQ6t8duU+EutITyek69BY83TvMlSzBVNPx0w920cFfBTK1sJ83rGr5cY5hFtrerXo3XIUqRuR1tzZSJyE9JUdHTxuPZVG4zGRMZ1jEc0jmxxM1vna8Cgn+zM4b3j67H7oxogHv6/gPdPP8Vj/EFNPC7ZUqnf2kEHMdDqkW6Y89eQh5k4p6aZnNGvoH3ZIbpk4VULlqWYzXGJIOiXEZtwMQRG3bRBRPTj8thDGS+5NidmbV1Wz57BHDu48qJHEIYFYBJdFDPfFdO713DXR4/Ode+mWGWujFr08oTmR068Mag3fcuwsFs8nv/BmFrrK8sNgK8OB/RtMJkPun7jA8WSBtTcLE8+GORxRz9A+CemF3sU2VPGgwseGqJuHCo7Shce2T1mruQ3s3YHie9MBr7lzuUod7HCfwewfcc/EKkvDSZZHbRZbHdK4YtBNiZdjMMoH5p7mi517aL9gGew3+ImKQ/MbHGh18Gr44vIxTDcCL/Tv8tgCZh/X8TBxwrqeQNmMQlBjXKPrG0GIX3LKWs2uo4TKjZ1st5ta+GpelujA4nUdr+N1NfGefDamc4/nwYNLHMg2aUYFx9prvHHiLN1hhrmQIg7e9cbnmI86fPaZ+7A5dO+riJslxybWeGplgcJbNoYZh96wFFrMe2HxCyFI0VjxoSKknSIebOHxicE149CtxWlojgAXGxbU3B5ejR2Ya17tiGAX9kEjuy43t5rMsKOKaiKhe8gi+4eUzvJkdz9/fvFzLNguv7X+DvprDaJDQ9R47mst8y/OvZP4eINiAqRV8cCBC7xv6hlyF3GsucpMMuD3n3sAFnKm/ihDPKw/KBz84+DaooopHFhBJczjcFlEvDFCirIWvduMqrwi1txO2JtXVbMnsHOzSKu5c9GzFtdKMIWjaids3JfSecAxM9Xn5NoM5/uTjDSm4zO+snoXOGFuusfffuu/5X3tpzmzOYVrKPm85/D+dX5w8Uv8n8e/jYenTjAVDbmnsUKrmZM91mDiVMVw3qI25PLZQWhOYEcV3hoGiwlVw4a1vS1rz/lQuVG7ureFENy4pSVrN0wtfDVXx1hkon1dVRqaxeTzGWrNxYlp8cKQJKqIIseD0xf4QOMsx4sFTp6fJZ4seP+BZ/nm8DC/tfIOupsN1CgT923wlrnTTNsBzbjkO1pPcHw4jxFP/4kZ9n29RI3Qvcsw+Rz4SMgXmqHdvBHKSYupNGzDbTl7dReW24zc6pK1G6Z2dWtejLFEdx0KwYHrRJziM8tgn2W0v+LIdJdhGbMw0ePDM4+x7AznymmMVSbaQx5ZOTp2iQSxit9X8P3HvkHTFGy4Jj905BEcQuEjfn/5QSafhWgQxkyWE0rSEUYzhqohpEtB1Eyp2FHo9owRiAyMXt7KE+cJ/XNrdoMQ3NibSwu1xVdzGZKmRAf2X1+fPbh4fNwtyWdihvuEmcObXNhs47zwwYWneW/jFKUaNqsGSVpy78wqqkI7yVlsdbDWMz3T52sbh3FqmIt6vCU7wQvlPF85f5invnYXCJTtiM27I1pnhLirIQcwElwzwadRWN8TiIYOM6qQYbGjt6C9AW6zc70/spqXYLcake42uzFz4wUR+cZ4hu6Xx/tuuBd+zSuICHZ2BtLkxrqvRAafWvoLhsF9BZNZjgg8MLfMB9uPs+wSTlYznB1O8cC+ZRbSHrmzJKYiEs8DBy4w1xpwYmOGqWjAou3whtjxGxfeweC5KeJO6LY8nLPYodJY9mEiWwZpx6GJwQwr0vUCm3ukdKFOdwdreuIVamtvV9mq3NjJdrvZLan9oKq+ZVsjwRvuhV/zymEajesXPbgoLK6ZMJqL6dynHDq4xtqgwdsPneJP7/sKG77JSCP+qPsgZ3pTPDxzglINsfFcGEywkHU51Nyg8oaj0+uUapk1BQbDC5uzTD+xlSIThK654on7nunjOZOnKuKuw/YKTFFhCocpPdVEQr7QQLMdlNkVJToY1oGPXWa3hg3tNrdqje+jhBYyEHrh/wHws7fotWp2AZNlmH1zYXDQDeIalo37LJMPrDLf6POWuTP84NwXeXx0iDXafNMdYaVoM5HkDFzCE+uL9IuYbz3wPAeSTT55/g18aP9TPD+YZ+BSTrk2Ax2yfG6KeQdlWynbBnHQPDPCdnPEe6I0vlidoeMJb7ZXoNMpPrGotcjVLL9xaos4D86hzl3lXdXcKKpQ+r25mrYbV6XA74nIV0TkJ8f7XrYXfj1Xdw9hLGZuFuwNip6EvLnRTMTsB8/xF+/7HG+dPsWb2qc4W86wUk0Qi2N/vMmxxirvmXsegAubbY5MbvLRmUeZsgNm0gF3JSusFw2OpiuUavlU7yHaTyfks4Kfrqga0D4bBoZLUUJRYkaX1vDkCvESrxerOq7KONqrZYmW1Y29/5qrElzdV2/lxvtU9W3A9wD/tYh8+/YHVVXhxbXt9VzdPYIIdmoyrNHd6LwJEcp9Tc6/F/7x6z6BV0PPpXxm9fVsuCZn82laJieTktmoT6mW/3juAYpBwv0TFzhVzrHpmrx56gwew92tVWKpmDAjfu3p92AK6N4bRGnqOU9jqUDKbaVnzuPbCT6LwPlxNBekUuJeFe5DEPY0gTgK2/ahQ0V5WQurmt3hVVu5oapnxv9fEJHfIczRXRKRA6p67np74dfcXkyaIu3W9bu4Ivh2A1HFZxFn35fxM9/57+j6mH9/4SFeP3mehbRH12dMRwNmbY+RxpRq+eLqMS4cn0NKYaNs8tjgEPc3ljgUr/FCsY83t06yXE1SakT1zUmSXCFSGs8lTD21gZTu8pbxqrhGROTCfTUmdFt2HiV0aNFWRu/eSTbvtiSbyvxXu5jueP5G5dBiZ5Hfmp2zm+ksIvIzwF8an/YbwI+r6uiln3Vtbkr4RKQFGFXtjm//KeBvc6kX/i9xnb3wa24fEifIxMSLZ+Ne8wnbPsSRpZpOqRqW1TfEvOd7v867ms/yd09/hNxFvGviOUY+5lC8zjfkCHO2z35b8JnNh3juiYPEG4bySM6+pMvp0TRtmzNphuQ+5kI5yXP9fWwUDdI1YbgAUhrmnnAhNeXKtThV4rUhGplQlhYZXGpxmUWtYAcRvWNtzv/pgvff+wyfP30M/7jFjMVTRzl+dMPfoZprsjslayJyCPhvgTeo6lBEfhP4c4Qh4zfEzVp8+4HfCbPFiYB/pqqfFJEvcYO98GtuDxInmNlppNnYWaLydrcQ8FkoCVt5U8x7fuBr/OWFP+Cfrb2Hx84f4Kcf+gPOljOcK6Z5e3aKJ8VRquWsS/njs/cQdQwopM0SI8rJ7iztqODu9AKlWp7q7afyhsdPHiBaUOz9PXS5Qdy5RrmZCBoZXCPGDMtgATYjyrbFFIprxKw/aPnRN36RnksZrjYwxTA8taxq0buF7NbMDYK+NESkBJrA2Zs92Q2jqseBN19l/yo32Au/5tZz3aK3hTWotRAZhodaLL8l4r4PH+fDM9/k75/+Hh59/i7edvdJLJ7fOP0wb5s/xTfygwx8wpTJebxYpD9MKWccZmRoxRXnRlOs9FqcTaco2xHniikeX97PRJajgygcq2Byg+g2S29bIKZcmGC4kDDYZ9j/uRE+jcinLC4RIgPFTEIxpfyH8w9y+vwM+//IIqNxIKMo8b3eLv1ka7YToro3X4erqmdE5JeBk8AQ+D1V/b2bOWddsvYaQ+IEMz11/aIngsaWcq6JSwwb90fMvu88H5h7ml968rtZvzABwI8sfoHPbDxEv4iZiQZ8rnsfb2ydYTDuxJumJW7S4iRmMEh55NxdTDeHFN7ySPdunt5coN/NGA5SxAmSC9WJNkk/VGMAYC3Du0NOfHa+z2hfwnDOUE4Krp3iUoupAIEqC09qnxI2lg6wsOSZfrwbBg9B3Zj0FnKdrefntwogxnxcVT8OMC6A+ChwN7AB/JaI/IiqfuJGr60WvtcQkqY3JnoA1lDONekcTXEJdB6seLC9yR+v3cvmZpPJ+T4P7TvPPfEKAK2kpFNlPNg8z+vSszyWH+Rr/bvI8xg3tEgpuG5MbxQRW0crLnh6c4ET5+bQfgRDQzQSRCFdFZJOaDqgSYxmERv3xBinpKuWuOfILDRWwTUiXGaIu6FVlTQNplKaFzymVOJuFVJeKodUDs3roMat5Dpc3ZVtBRBX8p3A86q6DCAi/wp4L1ALX81Lc8OWHgRrL4noHUzYeAA0gmRmxDOr+5hqjGi2c7qbDY4dXeXvnP5ePjL/DS7kbd4/+SSHog0+03uIr3UOc7I7QzmMoTJEfYNzgsfRH6aIKN1eA9YTxCjpuqF1RolGStJ1RH2HHVVoaimnUlwD7Ab4xGJzR7ammMKHvnwe7MhhS4/LEooJc7GeN+kQ0lu2ornD4a35gdfsZlT3JPBuEWkSXN0PAV9+6ae8NHszrbpm9xAJVRk3Knrjc1STGZv3GarDOT4OruGoiDn55H6Gw4SsVWBEefTkEQqN6BQZ/6n3AKuuxWbV4Gx/ivOrU9CPkEJwqYZvhkoQvX5GuZlicyFZN/g4tJFvni9J1gts7lAjuEboqpytKtmGZ7QvYbA/pb8Y41KDRkI0cpjCjZOqDflkqPZAIe4UyGCEdPv41TV8XifP30p2I4FZVb8I/DbwKCGVxQAfv5nrqi2+VysiF3P0pNGAyN6Y6AHEEZ1jGcW0x1jFGzgw0+H08gyN85ahpPzZb3+Ex7oHOLqwxnOjBTZGDZ7oLDJhR2xUTTaHGbqcEo0EOwpWQNlSpBTytQYA0YYlGgnJBpgSfKL0D8Q0lwUfh+oQJLS+MlUQ37JhUAviwMdB+Ew5bkcFpB0fztlzNF/owNIKvtdHqwqt6kqNW4mqUO3eQPFfAH5hV05GLXyvSiROsHMzEIUKhRsWvDHlfJPVN4HOlNyzuMJz5QL3Ty2z/PsHUQONgz3e03qGpWKSt0+d5N+fe4jNfoPuMCUxFU+tLJCPYqQU4s2wbiceylY4v+0ZxAnRQEg2wwwN8aAG8mlDPLSoARSM04vWW/9ASFdprHmioScaOhOE6HsAACAASURBVDbvSWmXihk5xCnpehX+f3YJt7SMVmUdzLiN7NV+fLXwvYqQNMVMTiJZGkqy4MbL0MZoM+Xcuxvo4pBmq6BXJPz0w7/Pf1x5EJvD6B19fvi+P+HfrL+N4905elXCvZMrtJOcjVEDr8Jca8DsXJ/HnruPxoqiBlwiuKkquJ8rMa6haKTYHIwLwiil0m/Axj2W5gUlW3OIV9QKUa5UwyB6tvBIpVQtS9UUXCagMcVURLpRkT1+hur8Ui14t5m93Ii0Fr5XA+N6W5maBGt3JnbbqzCukRQMMDrQpn93xZGFDSbTEQcaHX7l69/OgweXGC4q33LoLKVa/mT1EOeWpjnwYIel0QTtOCezJd84e5ByGLM5k5EtC8UkuASGhx2mWTH5hQZSKd27wSfgUqGYgLIVXt9l0Dyv2ELxcbAWwzUHN9ZHYCpBBEYzFhXwVogrJe46shMbVEvLtei9QtTCV7PrXExEFgmT0Hbq0m5VYVgDXi+vex3j2w1cK6ZzNCad7fHG2XN8/8yf8Lee+CjJN5osTU7gWp4Pzj3NH67dz2qnBQJ/fPxe9s92QnNR4ymHMZobuv2MaBZsDi5TNPK0vt5g8kTFYN7SPBe+INl6ELmyLbgE4i5kG56o79FIGM4GtzfpK9lKSdW0+ETIpwyjWYNUIXdv6vgK/sJKCF7UzQdeEa4zj++2UgvfHUp05HCosRW5/m7JxoTFfxGu0jgHRBDnWHrnFL23jPihB77KT81+nl9a+hCjz81jHEw3howORnypc5TT3WnyzQyA5MmM+IPr9MuU5X4LrYRoIyJ9PsbHYd1OvJCdiZl8weMjIe16jDP48adRPDTPe8qWsP4GpbEiNM+VlBMx8VCJe47eoYi4Z0g2S1zDIs4w3GfI1jzTT/WoTpyuBW8PsIsla7tKnc5yhyFRRLS4H01j1JogelebFXut+bFXVipcTTSTmOGRCbpvLPi5d3ySvzH/CL/ZeROPbSziGsrUd5zn+fPzOGf4xoWD/PDRL2E7lvRchDhoRCWdIiUvI2RgsSMh2VBcolRNJe5C0oX+fkPZEkylNFYrsnWPLZThnOASIdvwzH1dcKkwWExBlXSjIl0ZMXW8wKWG0b4El4SfQ3PJk6067Lm1WvT2AGGyp9nRdruphe9OQgS7bx6ajYv3LxO4rfvGvPixK4+BSwK4/bgkpvO6aQb/1Qb/3bs/xVuyE5Tq+fjj38rJ87MceM9Zfuaez+Byy8Jkj6PT63xq+Q3EmwZTCMNFz+nNKWLjGfZSTCHEvRBkqVqhKajNYeKUo7UUxkEOZy0uMaTrJUnHhY4qhRL3PNmGw8fgY8EnhrhTgBGibkHSqYgGHo1Cw9Gk42k9sUR19tyL33fNK8JenblRu7p3EmLCWt52Ky2OLlYhhGPkUpsp1TBEe7uVZ8w4p09ga7ZOEiGjEo0jzn3HLO/90Uc5nK7zfe0nyET4uxe+jYWpHqdOzrPcbfP14REakyMm0xGJrXj6/AF8rERDgfkcVWGt30RLgy7mFMMMmwvNc+HvbLKpRH2PTwVvx1UVccjRizslUT8iykMlRtypKBsNXCwkThkuZiQbYa6GeMXmjngziGX8zeepNjt1IGOPUK/x1dw0EkXYuw5fLnoiQdhsEDO8htuEZpyyJQBeQw+7sSj6JApF+pHgWgk+NriszakPW/7e932C48U+DsYb/Bdf/wk+fOhJZuIBXgW7ETGIMz574T72T3V5+/RJPvHYO1EVtKVEA0E7CTIxone+jVSCLw2NZUE8RH2whZL0/EVfIx748fWG96WRIe0GwROvF48ZzVjifkUpEaO5mHRDcImhbBvSTUP2yDO4jc3b88uo2TFaC1/NjSJpil1ceHEQw18ah6hxhJgwbGdL8DS2oCZ0LN4SFitgBTUG104YzSb0Dll67x3wkQe+yp8MjjJhR/yPX/p+jFG+2jrMDx/8Iue/uYCbL2Bg2Rg0+LH7vsC/Pvtm5qZ7LK9NoImSzyrxumH6vhG9cpJ01VJMeexIqRpCVChxP+Tx4QmWW+kpJ2LKtgQBTg1VJkSxIRqWiFeap/v4qE3naEY88DTO54hT7EhofXOF6vQZXG3l7UledcENEXlwPEt3a+uIyF8TkV8UkTPb9n9kNy/4tYZEEXZhHxq/xN8o1UsTxiITBM+GEi+Nbbg/bsd+EWPoHUpZfotl850j7l1cZqNssFy0+fjX3sfi/CZvvesUk8mIXz3xbTQuGBYXN6DhODS1yTsaxzm7NsX7DzyLemHhnlWyezskG8KpF+YRJ6hVGksGBHwaIrpJL4i1KT0md+AV8aEaQyolXSswVajQMKMSKR2umYBA75DQWC6wwxKA6KlTVKdO167tHkX1VbjGp6pPAW8BEBELnAF+B/hx4B+p6i/vyhW+1rEWTa8xF3ZrZOL4iy+qkJcXAxiaGHwahb9u42N8No4GW+HCO+F73/clulXGl87exan1abw3/NmHvsKbmqf4xLl389jzB2k9leIyOH9ylnQpYvKBEU/mBzk4u0nuI7KnMpbXEr793Y/xn+beiO2GSG4x65l4Poht1IfmsscOHagFE65PyiCENveIKi6ziAsNCnwWU0zG9A5FJD1l39dK+gdSJp+rKGYT7KDurLK3EdweHS+5W67uh4DnVPWEXCuNoua6MVmGHD7wMgeZSy2W4ggxJri73mOKcRG+Gbu9IvjEUrVjzr8z5s1ve4bTg2lOd6eZag45+8I8zX19Prt0H+emp3jsqcPYriWfUe55+BTPLc2Tq/DVc4dYyLpc6LT5sruLckpJVwx/+MWHmH/TCuuPzZN0BDCoAVuAqZSyaTAuVJZEA0UqDZ1fmgYfhXXArZK0qmkppiJs7pl8ocCWHtsvsXnKaD6j9ZWTVIPBLf8d1Nwcr/Y1vj8H/PNt939aRP48oWfWX1fV9V16ndcMZmICMz97tfTiS2x38bbc3ehScCOcCFxjbDGK0DucsvJmIX1gk3P9Se6fXiaLKqzxkHicM9w/vcwfPnU/yUqEHQhHvuMkJ1Zn8KUhOxsh+5S2zakqS2wdk89C70hwV63x+EhRI5giJCcXLSHuKeIBBRUopiJEQ/S5aBlcGjosi0LZEKpMSHqeZDOIt48MEltcZmg+u061VA/u2+vs5Vrdm7ZDRSQBvh/4rfGuXwHuJbjB54B/eI3n1QPFr4FptYLo7aQEbduIxe1u79a6XljjM5RTMeuvyzj/AUdyf4fRc5Ocf2GOySjn3qkVTn7jAOmphAMzHdbzJvZ8ysTzUE4q750/jnu+jXoh3YDJ5ojHO4tEkePk+VmKqXENrYEDrQ7sy/FRqMAo2oJGoa62eaEMwRUg6VTYkWJHSnO5whZBGG0e+uxNnshpP9cjXhuEAEjbMjiUEW+WuGeer9f17gT08o/lS223m91wwL8HeFRVlwBUdUlVnap64FcJc3ZfRD1Q/OqYLMPs33d9raRUQ5pKGl9KXiZ0J/apZTgfs/ymmNV3BuvJfm6K9smQN3dPY5nPnzxG+4ShnPK8fnqJs71JxIWGAc0HN/j0udcR3dODoWXzW0qWlqb5/oWvcXR2HTmf4dJQhial8MLGLHctrjG8N8dlyuYD0D8kFBOGwUKMj4RstQxfCgM2D+2jbL7NIjRQtiLKmQzXTsfVKdA4n2O/8M26KuMOwiM72m43u+Hqfoxtbu7WIPHx3R8AvrkLr/GawRzYf+OtpCKDFzCFwycRrhnRX4xZe0go50uitYjmWSEahW4oP/iuR+i6jOJ8E9uEuftXadmchVaPTTfPxptLvnXhHCujFsu+TXN/H2OU3lqT//3ZD7D6/Axzj0MxCdFQGRwQ1s9OsR5PICNLsimMvdmL3VZa51xo/R6HWRg+NqhAul7hGhaXCtHIoyIUUxFMR0R9R7JZEa8NcL629O4U9NUa3BgPEf8w8Fe27f77IvIWgov/whWP1dxiREOunk8tm8cSVt9XMD3bZ+PMJK3TQtJVNu+D+P4OAD2X0r6rQ2+ySeaFL60c5ezaJFiI1yK+fPoIxSjGRp78ZIt0TTj8pOPC2+ZoDIWk78freIZoALZvUDHYQvARxH1IN5Rs3WFKJepXIchihbJtKRtCPFDivgvBXqeY3F/ssKxGMM4zmk1Inx2A+pd6+zV7jN1yY0VkGvjHwBsJ2vITqvr5Gz3fzc7V7QNzV+z70Zs5Z801uLK+9iqP+ShUa/gsoXMsZfUdjnfc/wK9MoXfm2XiTGgBhcJgvcFvPvIODh5dDefoRKzpBIN2gb7Qopp2iBd0PaN5ImZ4wJH2hPZpxZSKy6B1RrG5xxTKaNpQNSFZC63gTRlEzxQ6Li3z2EGFqTx4xQ6VaFARNyN8avBW8JHgYkEqiFdGYTg44BsxcbdCR3m9tneHsYtR3f8F+KSq/plxXKF5MyerKzfuFFQvNRi4ypdfY4vPgl/ZO5iw/N6KB+87yxPL+xk9PcWEV/IJy3BB0EhBgEhZ7zVxzhB3DM2jfTbOTxArpCuWaCCIs6QbSrJpsYViSyWfMiDBTTVlOJdaSNcACS3lk3H1mI+FaOixucPmLkSfK49aQa1BFEypVA2DzYOodu6K8EkjJD8DLrU0nluhWlm5TT/smt0gBC5uXvhEZAr4duAvhPNqAdzUXNBa+PYS5ipT53fSKTmO0CTCW2G4ELP0bZ63v/55Hv3qvUw+Y7HzyuaDId2kdUpI16HYTCgnlIUjKzTjgqfONPnWg8/zu+tvRI8OKZcyGkuhS0o0CC3ho5Fii9BDL+5Ykm6w5Ib7Yvy4o0oxKbiGIuuhC4stNczJKMbNEpxC5ceBDMWlobJDTUhh2WpHVbQNkCJOaT+xGvrr1dbeHcduDBQnDBJfBv5vEXkz8BXgr449zhtib648vhYxlmj/vhe3mYLL20dd8bg2U8q5FsVsRj4bs/Jm4fUPnuarpw4zcdySrXl8AszlmFwu1s26BKKeXOyF1ry7E4Z/Hz1H1iiYfkJoLTmyNU881IsNA6KeC+VlDrINhyk8btxZxY4gGoY8PSS0kjcVpKvlxVphcS586oxBvBINw8zcdL0k6TriQRBWlwAKE185g3vmeB3JvUO5jnSWla0sj/G2fXxkBLwN+BVVfSvQB37uZq6rtvj2ABJFmLnZy1tObXdrt7u3WzW34wakakJh/2BfxPLb4a5vOcuTpxax51K8hc7dhnKyIssqzIMdunaSaAhVU0nWhZVOi7wZ8Wfu+Sr7og65iygem2LuTEWVGYxTqtRgKvA25Oa5VIgHl0Y6GhcsQh8F0Yt7IZobDZTmUvBILnZfiS1S+ZBqk1iqzAbRzD12dCmo4W1Yr9T+oLb07lAUwe9OVPc0cHo8XxfCjN1a+O5kJIowMzNIq3ntbspwqcFAZHHtFJ9Y7KjCZREus3TuNhx541lOLc9gz6XEHWE0r2RrQvv5iH7VRBMlHQmNpZDO4hpKvpERx44JO2LaDji1Ms3MUxD1HVUWgg6mCu5qPmERH2baRv2wHlc1LVUm2GLchKAbhgIlm0radVRNi8nD6Ec1oUmqz2KK6ZiyOV7jq0L2s6kUlxhsoUyeKMieOEO1sXHbfhc1u89u/MlS1fMickpEHhz3CPgQ8PjNnLMWvlcQiSLs/Bw0G5eL3vZhQG6cvmEEtTbk6jUiXBwSlV1q6B2yFK8fkkUleiHDTTjiXkTrbGjHXkwIPrK4DIpjI9Sk4CHqC/EzMYPBJGt3t8ikRJ5r0VwOic5bVRa28MRdR9E2+MSM9wEa6mp1PLpDxt5oNAgDg0wZRDDuhUiub0ShY4wVTKnEfQ8azu/G5xVV4m5Fcmodt7JWW3t3MrsU3Bjz3wC/Po7oHic0Q7lhauF7hbiq6G239qwJzUTlUoNOn0ZoZJBKMUYR5/FpRO8ucLmlV6TobEH6fIYpQSrwMSS9EHSIe5DviygOlqSnE1waUk7UKBN2xG+vvYPWKbAjR9WwFyO2WykppgQfheFGaSe0jXdJcGu3mgu48bqe+HG9bq4hzeZiNUmY7GZzR9QPCzwaG8SFWmOpwvvTlTW0vKnAXc1eYJf+bqnqV4GHd+dstfC9ImyNhaTZQMeT0rAmNBjwIGWwuMR7NDJoGuOyKAQFxgbgVjsnlxrKtrJ4YJ1BEWOsUhwbUa4nJJvCaMbQOu9INsPIRjMypAsD8k6EyYWqDdPHNtisGvz7P3ori2tK1bAUUzZYZBCsudKH4EO/opgMuYDiQxqK+HGicamAUEwEkSubIYAhHQ2jQFxIYN7eGFUqD8PqYj/ByHvMyiau7rzyqmCvdmepo7q3EYkiTLOJnZ+FyfYl0TOCJiElBTt2cUXQyODaKcVUEtI+fBA6n4THTRGqITT2TCZh1oWcyvjw658gPdwLrqdA1TA0Vx2NFU+6bhiuhmFF4sEt5rx9/2l+//z9TLwQhKpsG8pmSCgWt9UoNERgpQq31TAOrkDVDOuAMq6zjQZ6MY3FVBB3S+JeSdQrMaMyzMtwwSLUyAT3PQluvEYG7fbQqnpFf1c1N48C3suOtttNbfHdLkQwU5PIRBtN4ouzMagcqAQrqBrPn4jtJdc2NqGyIZbx/NiwBrZ97UvaFc8/coR73nWSjalJPnfmbhppwWheiIYwmhXSTlizi7sgL8T4NER2xSgnezOcf2GO+Z5SZZfm9NoiBCW23FipLqXV+DhYfI0Vx3A+omoEl9fFQnPZoRLEMO6Ma3PhYvIyqkgJxvsQ7LjYSktADWb/PJLnaF537bmjUca5TXuP2uK7TUgUI+0WmiaXhgRBGBJkQ/NQrKCNmGo6I59vUEwleGso2nY8glGIOyV2UGBHFWqCVaaFAYXIeH7w3Y9QlpbeICN/aMhgMZSXlU2DtxB3laQLeKgmHWKU9VGDZMWGeRgSmhg0l4M1GdrDg8YGjcKIxy2Lz5QeO3Jka0EwXSykm/7iGl9oO1Vdan8PF9NzdGs90/tQxjZGY0N+ZAbTvKmKpJo9wl5tS1VbfLcJ08gut/RE8Fn48Uvu0NTi04jRQko+aSnaQmPNEw2D5ZR2lGy1JOoVwRocl6j5WEiWYor9JSuDFnctrPKGxfM8s7qPuJGzPhEjzrJ5j6G5pCRdpT8hQZxyg8staxttmhtCPHCAIe46kk45bibqcJmgYnDZVuR1/BYqxbVCW3gUolxpXCgvWqY2d5jCUU0k40BHtS0tJ1h64vzYwg1i6BND1TBkM1Ow2akTl+909mhQvha+W0x06CBuYQbVcamWC19kjYPQmbwCK7hmQj4X0z0YUUyDyxSMIe4Kkydy7KjCR+O28pWHxOJSi7dghwKloRGX/B9PfDsLkz3ee+h5nu3sozOYoZyvKL2QrkfYIlhkUR+STSGfCCMgQxQ4rMvZwmMKN3ZvQ8v3qhXhE0EcY3cYMFBMGKKRYioh3XC4hh0nL4+HCYlcTFXxscVWHp9FFFMJ0cAF4ZPw2qI+lK+1LeXiFPb8BXwd5LiDkTq48VrETk5SHZpjdKBJ1U7C4r0dd0ZOIlwWUU2mlLMNiqmYohWSd7NVpXU6BAmiXLGDEtvNMZXHtWKqiRS1YU4FQNVSTG44szLN6OQEJ55axKthf6MLB0fgBRJPMRmqL5JNJRoqyWYYKq5eQs7VOFlZ/Nj/8Ao+DAHScfcUH4/Ta0RwqcU4KJsS6nGdjmtsCVHfyuOaUQiMjNxFl1bG4ooB34hAwhqnKcZJzspLJ3PX3DnoDrfbTG3x3SqMhYU5XDMOAQIdz74QUGsoJyKqZuhuslWqlW560s0QVDClx8dBRExxqauJa8ch8mlDR5Qtt7NxziBnWwwOeKKO4TOPPsTisVUm20OKrGQ0ihntj8hXDElXGe4LaSiSW6QMAuPS0EllS3TUhlQafLDEXBLW/7LVitFcuH5bePIpS7bu0UgoJoV0UzHOgxEG+1OylRI7qJA8tJmSQok6HteI8WmoBiEHVCnb40qQ3IUh6DV3Ljr+o7oHqYXvFiFGIImpGuNF/cxiXLCifGzGk8Y8Nh8LnIYcOFOF6WNm5JDShxSRyKBRCIqIDzl1eStCPAwWQsLvxCk/zh8w9I86TG5YWprm/a97mtxFfP6pe4lGQtUQ7IhLycuixH2DT0IqimwFYMeNBtQKwv/P3pvHSJZl532/c+99S+wZmVlZe3dVb7NzhqPhkENqpyGRFC1BMGFItmXZIkAIkADbsCGL8B82LAjwAq+AbYCyCVq2IIGQDJkQSFs0YZKQhjPmqmHPdE8v1WstWblnbG+79/qP8yIrq2fpYldVd1V3fECgsqIiol7Ge3HiLN/5vjvZZTS6Yiaedr1MS1VbRM0I3ZKfF2m6CcSIqcNd5ueaTWrmZxpVW46tH3A5tPgMqnFGZ2OdcHN71ed7rPFoBr57KnVF5GdF5LaIPH/qvnUR+WURebn9c9zeLyLy34vIKyLyNRH5/MM6+EcaYghZQtNrhwKiwSRaAdNSRea6y1qMLYtNRzm6E2AkKi9Oak/IHM0gpeklRKPCAAgUY9Nq3wnJXANLZzeSb1viuEJswEfhfK7ieM24oWmHpekEmg6Q6fPKtUi5tgzAWoIu+XvLMtctdE93Gcyj0JKWdcJbdw3BodzBnqMeWJJp0IwucOcm+h6YJoBvM9ncUa0lmCZiK2i6htjJ9AtkhccXj2ipe689vp8DfuQd9/1N4FdijM8Cv8IdtYQfBZ5tbz+Fuq59NGF0f9VWmo1Fd6dvFazQ9CxNx+iwwKqdYr5bkBwVqmCSqApLSAw+NTS9NmuMkWJkmJ8TOrcjbr5cJVOXstG1QOfFHOsC8yZlv+7RW1sgtaEaRop1PYbFuYAkAfGQToS6r362wQnFeqpTVmcImf6/OoxQqorPpA3C2vfT3iCkx5oNBqdSVRLUHBx7dwCTJiBljZ3V2gbIDXVvqdSitJrY7yBuVZQ81nhEA989XVUxxl8XkSvvuPvPAX+8/fl/BX4V+A/b+/9ujDECXxGRtXcYEH10YNQvtu5ZTA2uCIhASIW602ZRRSQ7DiSzQLpfYCfFiTWkqXxL+bhzZTS5JWSiDmg3I+k00HRU2cQBdUdlono3IwfjLi91zlAsUnrdktjxxKmh7nOiptIbFMyHKclEaHIo1gydNrCFzJ4MHOKpQcNyAOLKiE+ktYbUbY30tsfNGpqeXlp135LtLvR3aInK2jNUpRZpM0yfLcUPWvWXeaAZZSR5BkXx/pyvFR4sHmEC8/18nZ49FcxuAWfbny8Cb5163NvtfXcFPhH5KTQjJL8/+fxHE0aoxhnzM4b0OOIWqip8stTv1Wu2s1shVcDOK1UnFiHkagAejVCPknYvFkwZKMeOw2csnZ1INgk0bea1/NZ0pZKJTRPpbBvKeo1mFFjYgOs0mDohtvOK4SuGY4a4swuKqoubaSD2maHqC8nAke23papoiW0XXt3RnGoEliODLbXfF9sMl6hZnk+E7q1Ky2URZNnnM7qiFp32OiVE0qMG39HM1lTa5/SJIZEV8eBxxqMqrvNArqo2u/sD/Y 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