diff --git a/workspaces/julieanna/Copy_of_jbacon_unet_modeling.ipynb b/workspaces/julieanna/Copy_of_jbacon_unet_modeling.ipynb new file mode 100644 index 0000000..f57c8c1 --- /dev/null +++ b/workspaces/julieanna/Copy_of_jbacon_unet_modeling.ipynb @@ -0,0 +1,11303 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "JYjXEHVOctJT" + }, + "source": [ + "# Check to see if we're running in Colab (versus local server)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "1EWdW30icnzz", + "outputId": "fe275c1f-5d87-4d7d-947a-9369a874925c" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "We're running Colab\n" + ] + } + ], + "source": [ + "try:\n", + " from google.colab import drive\n", + "\n", + " IN_COLAB = True\n", + "except ModuleNotFoundError:\n", + " IN_COLAB = False\n", + "\n", + "if IN_COLAB:\n", + " print(\"We're running Colab\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vQ6hZkV_cpBr" + }, + "source": [ + "# Mount the Google Drive (if we're in Colab), switch current directory to a directory on the Google Drive\n", + "- we will (optionally) create the specified directory on the Google Drive if it doesn't exist\n", + "\n", + "- navigate to our Harvard Capstone shared folder -> right-click -> organize -> add shortcut -> all locations -> add \"My Drive\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Wyo0Xe4vbX6n", + "outputId": "dd5f382b-20ca-4087-cf5b-ccfccc5e6a57" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Colab: mounting Google drive on /content/gdrive\n", + "Mounted at /content/gdrive\n", + "\n", + "Colab: Changing directory to /content/gdrive/My Drive/Harvard Capstone/Modeling/UNet\n", + "/content/gdrive/.shortcut-targets-by-id/1eW3hLH0IEClxPvf9Y2NP-NAtoaEftFcx/UNet\n" + ] + } + ], + "source": [ + "if IN_COLAB:\n", + " # Mount the Google Drive at mount\n", + " mount = \"/content/gdrive\"\n", + " print(\"Colab: mounting Google drive on \", mount)\n", + "\n", + " drive.mount(mount)\n", + "\n", + " # Switch to the directory on the Google Drive that you want to use\n", + " import os\n", + "\n", + " drive_root = mount + \"/My Drive/Harvard Capstone/Modeling/UNet\"\n", + "\n", + " # Create drive_root if it doesn't exist\n", + " # create_drive_root = True\n", + " # if create_drive_root:\n", + " # print(\"\\nColab: making sure \", drive_root, \" exists.\")\n", + " # os.makedirs(drive_root, exist_ok=True)\n", + "\n", + " # Change to the directory\n", + " print(\"\\nColab: Changing directory to \", drive_root)\n", + " %cd $drive_root" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 35 + }, + "id": "9gpzZZtUh30m", + "outputId": "ed36b026-1160-4470-a881-5a9cd9a06f14" + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "'/content/gdrive/.shortcut-targets-by-id/1eW3hLH0IEClxPvf9Y2NP-NAtoaEftFcx/UNet'" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "string" + } + }, + "metadata": {}, + "execution_count": 3 + } + ], + "source": [ + "# Verify we're in the correct working directory\n", + "%pwd" + ] + }, + { + "cell_type": "code", + "source": [ + "def delete_all_empty_checkpoint_folders(\n", + " checkpoint_path: str = \"./model_checkpoints/jbacon/\",\n", + "):\n", + " \"\"\"Checkpoint folders get created quite often but don't always end up with anything being written to them\"\"\"\n", + " # Delete all empty checkpoint folders\n", + " folders = list(os.walk(checkpoint_path))[1:]\n", + "\n", + " for folder in folders:\n", + " if not folder[1] and not folder[2]:\n", + " print(folder)\n", + " os.rmdir(folder[0])\n", + " elif not folder[1] and folder[2] == [\"model_params.json\"]:\n", + " print(folder)\n", + " os.remove(os.path.join(folder[0], folder[2][0]))\n", + " os.rmdir(folder[0])\n", + "\n", + "\n", + "if IN_COLAB:\n", + " delete_all_empty_checkpoint_folders(\"./model_checkpoints/jbacon/\")" + ], + "metadata": { + "id": "4W1BlHn2ymhx", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 322 + }, + "outputId": "aa76e0a1-808b-4805-b810-0619e2c56d9b" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "error", + "ename": "KeyboardInterrupt", + "evalue": "", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 14\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 15\u001b[0m \u001b[0;32mif\u001b[0m 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\u001b[0mislink\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnew_path\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 419\u001b[0;31m \u001b[0;32myield\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0m_walk\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnew_path\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtopdown\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0monerror\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfollowlinks\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 420\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 421\u001b[0m \u001b[0;31m# Recurse into sub-directories\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m/usr/lib/python3.10/os.py\u001b[0m in \u001b[0;36m_walk\u001b[0;34m(top, topdown, onerror, followlinks)\u001b[0m\n\u001b[1;32m 417\u001b[0m \u001b[0;31m# above.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 418\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mfollowlinks\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mislink\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnew_path\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 419\u001b[0;31m \u001b[0;32myield\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0m_walk\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnew_path\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtopdown\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0monerror\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfollowlinks\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 420\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 421\u001b[0m \u001b[0;31m# Recurse into sub-directories\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m/usr/lib/python3.10/os.py\u001b[0m in \u001b[0;36m_walk\u001b[0;34m(top, topdown, onerror, followlinks)\u001b[0m\n\u001b[1;32m 417\u001b[0m \u001b[0;31m# above.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 418\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mfollowlinks\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mislink\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnew_path\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 419\u001b[0;31m \u001b[0;32myield\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0m_walk\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnew_path\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtopdown\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0monerror\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfollowlinks\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 420\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 421\u001b[0m \u001b[0;31m# Recurse into sub-directories\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m/usr/lib/python3.10/os.py\u001b[0m in \u001b[0;36m_walk\u001b[0;34m(top, topdown, onerror, followlinks)\u001b[0m\n\u001b[1;32m 356\u001b[0m \u001b[0;31m# Note that scandir is global in this module due\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 357\u001b[0m \u001b[0;31m# to earlier import-*.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 358\u001b[0;31m \u001b[0mscandir_it\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mscandir\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtop\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 359\u001b[0m \u001b[0;32mexcept\u001b[0m \u001b[0mOSError\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0merror\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 360\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0monerror\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mKeyboardInterrupt\u001b[0m: " + ] + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "OKqlpKMnlCnh" + }, + "source": [ + "# Work with files on the Google Drive\n", + "- existing files\n", + "- upload files to Google Drive (as per normal)\n", + "- load files from external source" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Rz8POlq3lHSq" + }, + "source": [ + "## Verify that imports (of modules on the Google Drive) work" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "f2Hsz8qQlGvo" + }, + "outputs": [], + "source": [ + "import glob, json, os\n", + "import datetime as dt\n", + "import datetime\n", + "from IPython.display import HTML\n", + "import tqdm\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib.colors import ListedColormap\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.metrics import accuracy_score\n", + "from scipy import ndimage\n", + "from scipy.ndimage import sobel, binary_erosion, label\n", + "import skimage\n", + "from numba import jit\n", + "\n", + "import tensorflow as tf\n", + "from tensorflow.keras.models import Model\n", + "from tensorflow.keras.layers import (\n", + " Input,\n", + " Conv2D,\n", + " MaxPooling2D,\n", + " Dropout,\n", + " Conv2DTranspose,\n", + " concatenate,\n", + " Input,\n", + " Lambda,\n", + " Activation,\n", + " Layer,\n", + " Add,\n", + " Reshape,\n", + ")\n", + "from tensorflow.keras.callbacks import ModelCheckpoint, EarlyStopping\n", + "from tensorflow.keras.optimizers import Adam\n", + "from tensorflow.keras.models import Model\n", + "from tensorflow.keras.layers import (\n", + " Input,\n", + " Conv2D,\n", + " MaxPooling2D,\n", + " UpSampling2D,\n", + " concatenate,\n", + " Conv2DTranspose,\n", + " Dense,\n", + " Flatten,\n", + " Reshape,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "3AgGBD1OkNDt" + }, + "source": [ + "# Set configuration constants" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "dzcSg_26piy6" + }, + "outputs": [], + "source": [ + "data_root = \"masked_ims_netcdf_1km_cropped_2_000km_window_74lat_-170lon\"\n", + "if not IN_COLAB:\n", + " data_root = os.path.join(\"..\", \"data\", data_root)\n", + " tf.config.set_visible_devices([], \"GPU\")\n", + "WINDOW_SIZE = 2000 # km" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "UxHWAk-CkNDv" + }, + "outputs": [], + "source": [ + "batch_size = 1\n", + "test_batch_size = 1\n", + "dim = (WINDOW_SIZE, WINDOW_SIZE, 3)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "HCLz7nyLun6k" + }, + "source": [ + "## Data Processing: XArray and Numpy\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "J_uYc9VMujWV" + }, + "outputs": [], + "source": [ + "# Define a function to load a single .nc file for a given year and day\n", + "def load_nc_file(year, day) -> xr.Dataset:\n", + " \"\"\"Loads the cropped, grid-corrected netcdf files on the Beaufort Sea with 74,0lat_-170,0lon\"\"\"\n", + " # Generate the file path based on the year and day\n", + " file_path = os.path.join(\n", + " data_root,\n", + " str(year),\n", + " f\"ims{year}{day:03d}_1km_v1.3_grid{WINDOW_SIZE}_74,0lat_-170,0lon.nc\",\n", + " )\n", + "\n", + " # Load the .nc file using xarray\n", + " with xr.open_dataset(file_path) as dataset:\n", + " return dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "TbKOBHXaytLN" + }, + "outputs": [], + "source": [ + "def load_sie_data(year, day) -> np.array:\n", + " \"\"\"Returns a 2D numpy array copy of the IMS surface values\"\"\"\n", + " data = load_nc_file(year, day).IMS_Surface_Values[0].values.copy()\n", + " data[np.isnan(data)] = 0\n", + " return data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "l0SnpTY11oiw" + }, + "outputs": [], + "source": [ + "def load_binary_sie_data(year, day) -> np.array:\n", + " \"\"\"Returns a 2D numpy array copy of the IMS surface values\"\"\"\n", + " sie = load_sie_data(year, day)\n", + " binary_sie = sie.copy()\n", + " # Send land to the open water class so we have 0 (not sea ice) and 1 (sea ice).\n", + " binary_sie[sie == 2] = 0\n", + "\n", + " return binary_sie" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "SR_qBhtuzRYP" + }, + "outputs": [], + "source": [ + "# def trinarize_data(sie: np.array) -> np.array:\n", + "# \"\"\"\n", + "# New SIE:\n", + "# 0: Open water/out of bounds\n", + "# 1: Sea ice or lake ice (lake mask not applied)\n", + "# 2: Land\n", + "# \"\"\"\n", + "# trinary_sie = sie.copy()\n", + "# trinary_sie[sie != 3] = 0\n", + "\n", + "# # Sea and Lake Ice is treated as 1\n", + "# trinary_sie[sie == 3] = 1\n", + "\n", + "# # Land and Snow-Covered Land is sent to 2.\n", + "# trinary_sie[sie == 2] = 2\n", + "# trinary_sie[sie == 4] = 2\n", + "# return trinary_sie" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "XK74-F6I6uv5" + }, + "outputs": [], + "source": [ + "def load_n_day_chunk(year: int, day: int, n=4) -> np.array:\n", + " \"\"\"\n", + " Return np.array with shape (height, width, channels).\n", + "\n", + " Does NOT wrap years or account for missing days.\n", + " Starts n_day chunk at specified day, year.\n", + "\n", + " Returns:\n", + " np.array: shape (sie_y_shape, sie_x_shape, n_day)\n", + " \"\"\"\n", + " sie_chunk = []\n", + " for new_day in range(day, day + n):\n", + " sie = load_sie_data(year, new_day)\n", + " sie_chunk.append(sie)\n", + "\n", + " assert len(sie_chunk) == n\n", + " # Use np.stack to stack the individual 2D arrays along a new third axis, resulting in (height, width, channels)\n", + " return np.stack(sie_chunk, axis=-1)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "0jzLlnYC3NXT" + }, + "source": [ + "## Loading and Visualizing Data: Example usage\n", + "\n", + "Demonstrates how to load SIE from file, how the load_n_day_chunk function works, and how the arrays are ordered." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "gbF6ZpdDukLT" + }, + "outputs": [], + "source": [ + "example = True\n", + "if example:\n", + " year = 2022\n", + " day = 200\n", + " n = 4\n", + "\n", + " data = load_nc_file(year, day)\n", + " multiclass_sie = load_sie_data(year, day)\n", + " sie = multiclass_sie\n", + " last_sie = load_sie_data(year, day + n - 1)\n", + " sie_chunk = load_n_day_chunk(\n", + " year, day, n\n", + " ) # Chunk will not include day+n, only up to day+n-1.\n", + "\n", + " # Earliest day is first, latest SIE extent is last in the chunk\n", + " plt.title(f\"Earliest SIE in loaded SIE chunk {year} {day}\")\n", + " plt.imshow(sie_chunk[:, :, 0])\n", + " plt.show()\n", + "\n", + " # The first SIE in the chunk array is the earliest date.\n", + " assert np.allclose(sie_chunk[:, :, 0], sie)\n", + "\n", + " # Earliest day is first, latest SIE extent is last in the chunk\n", + " plt.title(f\"Latest SIE in loaded SIE chunk {year} {day+n-1}\")\n", + " plt.imshow(sie_chunk[:, :, -1])\n", + " plt.show()\n", + "\n", + " # The last SIE in the chunk array is the last date.\n", + " assert np.allclose(sie_chunk[:, :, -1], last_sie)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "KtZScGB68EEj" + }, + "source": [ + "# Data Processing: Loading data for Tensorflow" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LlkL2oECSHhf" + }, + "source": [ + "## Data generator for all data available\n", + "To be used as either train or test data generator, depending on slice of filenames passed in." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "RVeGt-1c_zww" + }, + "outputs": [], + "source": [ + "class BinaryTargetGenerator(tf.keras.utils.Sequence):\n", + " \"\"\"\n", + " Generator for Keras training to allow multiprocessing and training on batches with only the\n", + " batch itself being loaded into memory.\n", + "\n", + " \"\"\"\n", + "\n", + " def __init__(\n", + " self,\n", + " filenames: list[str],\n", + " batch_size: int = 2,\n", + " dim: tuple = (8000, 8000, 5),\n", + " ):\n", + " self.batch_size = batch_size\n", + " self.dim = dim # (height, width, channel)\n", + "\n", + " self.filenames = sorted(filenames)\n", + " self.years = self.years_from_filenames()\n", + " self.days = self.days_from_filenames()\n", + "\n", + " # Dictionary to look up where the year day (2022, 151) is in self.years and self.days\n", + " self.index_of_year_day = {\n", + " year_day: index for index, year_day in enumerate(zip(self.years, self.days))\n", + " }\n", + "\n", + " self.data_IDs = self._get_data_ids(\n", + " self.years[: -self.dim[2]], self.days[: -self.dim[2]]\n", + " )\n", + "\n", + " def years_from_filenames(self) -> list[int]:\n", + " years = [\n", + " int(file.split(\"/\")[-1].split(\"ims\")[1][:4]) for file in self.filenames\n", + " ]\n", + " return years\n", + "\n", + " def days_from_filenames(self) -> list[int]:\n", + " days = [int(file.split(\"/\")[-1].split(\"_\")[0][-3:]) for file in self.filenames]\n", + " return days\n", + "\n", + " def _get_data_ids(self, years: list[int], days: list[int]) -> list[tuple]:\n", + " return list(zip(years, days))\n", + "\n", + " def get_years_days_of_batch(self, index: int) -> list[tuple]:\n", + " \"\"\"Given a batch index, return a list of the year and days for that batch\"\"\"\n", + " years = self.years[index * self.batch_size : (index + 1) * self.batch_size]\n", + " days = self.days[index * self.batch_size : (index + 1) * self.batch_size]\n", + " return list(zip(years, days))\n", + "\n", + " def __len__(self):\n", + " \"\"\"Number of batches per epoch\"\"\"\n", + " return len(self.data_IDs) // self.batch_size\n", + "\n", + " def __getitem__(self, index: int) -> tuple[np.array, np.array]:\n", + " \"\"\"Generate one batch of data\"\"\"\n", + " # Collect data IDs for this batch number\n", + " batch_data_ids = self.data_IDs[\n", + " index * self.batch_size : (index + 1) * self.batch_size\n", + " ]\n", + "\n", + " # Generate data\n", + " X, y = self._data_generation(batch_data_ids)\n", + "\n", + " return X.astype(\"float16\"), y.astype(\"float16\")\n", + "\n", + " def load_n_day_chunk(self, year: int, day: int, n: int) -> np.array:\n", + " \"\"\"Starts at year, day and returns the next n days of processed SIE.\"\"\"\n", + " i = self.index_of_year_day[(year, day)]\n", + " days = self.days[i : i + n]\n", + " years = self.years[i : i + n]\n", + "\n", + " sie_chunk = []\n", + " for year, day in zip(years, days):\n", + " sie = load_sie_data(year, day)\n", + " sie_chunk.append(sie)\n", + "\n", + " assert len(sie_chunk) == n\n", + " # Use np.stack to stack the individual 2D arrays along a new third axis, resulting in (height, width, channels)\n", + " return np.stack(sie_chunk, axis=-1)\n", + "\n", + " def load_binary_y_for_day(self, year: int, day: int, n: int) -> np.array:\n", + " \"\"\"If the initial X data day is 10 with offset 3, load day 13, binarize it, and return the shape expected of y data\"\"\"\n", + " i = self.index_of_year_day[(year, day)]\n", + " y_data = np.expand_dims(\n", + " load_binary_sie_data(\n", + " self.years[i + self.dim[2]], self.days[i + self.dim[2]]\n", + " ),\n", + " axis=-1,\n", + " )\n", + " return y_data\n", + "\n", + " def _data_generation(self, batch_data_ids):\n", + " \"\"\"Generates data containing batch_size samples\"\"\"\n", + " X = np.empty((self.batch_size, *self.dim), dtype=\"float16\")\n", + " y = np.empty((self.batch_size, self.dim[0], self.dim[1], 1), dtype=\"float16\")\n", + "\n", + " for i, (year, day) in enumerate(batch_data_ids):\n", + " # Load a n-day chunk as the input\n", + " X[i] = self.load_n_day_chunk(year, day, self.dim[2])\n", + "\n", + " # Load the next day as the target\n", + " y[i] = self.load_binary_y_for_day(year, day, self.dim[2])\n", + "\n", + " return X, y" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1qnZICkoWQCG" + }, + "source": [ + "# Test/Train split" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "kJL6GG2AWPmr" + }, + "outputs": [], + "source": [ + "test_frac = 0.2\n", + "validation_frac = 0.1\n", + "\n", + "train_frac = 1 - validation_frac - test_frac\n", + "all_netcdf_files = sorted(\n", + " glob.glob(os.path.join(data_root, \"**\", \"*.nc\"), recursive=True)\n", + ")\n", + "\n", + "train_idx = int(len(all_netcdf_files) * train_frac)\n", + "test_idx = train_idx + int(len(all_netcdf_files) * test_frac)\n", + "\n", + "train_files = all_netcdf_files[:train_idx]\n", + "test_files = all_netcdf_files[train_idx:test_idx]\n", + "validation_files = all_netcdf_files[test_idx:]\n", + "\n", + "print(\"Number of Train files is: \", len(train_files))\n", + "print(\"Number of Test files is: \", len(test_files))\n", + "print(\"Number of Validation files is: \", len(validation_files))" + ] + }, + { + "cell_type": "code", + "source": [ + "len(all_netcdf_files)" + ], + "metadata": { + "id": "r32OU6IgB1HF" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "4-YSJYkJ3qUm" + }, + "source": [ + "### Model prototype\n", + "Very simple UNet model that takes the entire region of interest in and outputs an image of the same size." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "xWORYNWN_xyC" + }, + "outputs": [], + "source": [ + "def simple_unet_with_sigmoid(input_shape=(4000 * 2, 4000 * 2, 5)):\n", + " inputs = Input(input_shape)\n", + "\n", + " # Downsample\n", + " c1 = Conv2D(16, (3, 3), activation=\"relu\", padding=\"same\")(inputs)\n", + " p1 = MaxPooling2D((2, 2))(c1)\n", + " c2 = Conv2D(32, (3, 3), activation=\"relu\", padding=\"same\")(p1)\n", + " p2 = MaxPooling2D((2, 2))(c2)\n", + "\n", + " # Bottleneck\n", + " b = Conv2D(64, (3, 3), activation=\"relu\", padding=\"same\")(p2)\n", + "\n", + " # Upsample\n", + " u1 = Conv2DTranspose(32, (2, 2), strides=(2, 2), padding=\"same\")(b)\n", + " u1 = concatenate([u1, c2])\n", + " u2 = Conv2DTranspose(16, (2, 2), strides=(2, 2), padding=\"same\")(u1)\n", + " u2 = concatenate([u2, c1])\n", + " outputs = Conv2D(1, (1, 1), activation=\"sigmoid\")(u2) # between 0 and 1\n", + " model = Model(inputs=[inputs], outputs=[outputs])\n", + "\n", + " return model\n", + "\n", + "\n", + "def simple_unet_with_skip(input_shape: tuple[int, int, int]):\n", + " \"\"\"\n", + " Unet to predict the change in sea ice concentration by adding last day's forecast\n", + " to model output, then sigmoid activation for pixel-wise classification.\n", + " \"\"\"\n", + " inputs = Input(input_shape)\n", + " # Slice the last channel of the input\n", + " last_channel = Lambda(lambda x: x[:, :, :, -1:])(\n", + " inputs\n", + " ) # Assuming the last channel is what we want to add to the output\n", + "\n", + " # Downsample\n", + " c1 = Conv2D(16, (3, 3), activation=\"relu\", padding=\"same\")(inputs)\n", + " p1 = MaxPooling2D((2, 2))(c1)\n", + " c2 = Conv2D(32, (3, 3), activation=\"relu\", padding=\"same\")(p1)\n", + " p2 = MaxPooling2D((2, 2))(c2)\n", + "\n", + " # Bottleneck\n", + " b = Conv2D(64, (3, 3), activation=\"relu\", padding=\"same\")(p2)\n", + "\n", + " # Upsample\n", + " u1 = Conv2DTranspose(32, (2, 2), strides=(2, 2), padding=\"same\")(b)\n", + " u1 = concatenate([u1, c2])\n", + " u2 = Conv2DTranspose(16, (2, 2), strides=(2, 2), padding=\"same\")(u1)\n", + " u2 = concatenate([u2, c1])\n", + "\n", + " # Concatenate the last channel of the input with the last upsampled features before the final convolution\n", + " pre_output = concatenate([u2, last_channel], axis=-1)\n", + "\n", + " # Final convolution without activation\n", + " outputs = Conv2D(1, (1, 1), padding=\"same\", activation=\"sigmoid\")(pre_output)\n", + "\n", + " model = Model(inputs=[inputs], outputs=[outputs])\n", + " return model\n", + "\n", + "\n", + "def extended_unet_with_sie(input_shape=(2000, 2000, 4)):\n", + " inputs = Input(input_shape)\n", + "\n", + " # Downsample\n", + " c1 = Conv2D(16, (3, 3), activation=\"relu\", padding=\"same\")(inputs)\n", + " p1 = MaxPooling2D((2, 2))(c1)\n", + " c2 = Conv2D(32, (3, 3), activation=\"relu\", padding=\"same\")(p1)\n", + " p2 = MaxPooling2D((2, 2))(c2)\n", + " c3 = Conv2D(64, (3, 3), activation=\"relu\", padding=\"same\")(p2)\n", + " p3 = MaxPooling2D((2, 2))(c3)\n", + "\n", + " # Bottleneck\n", + " b = Conv2D(128, (3, 3), activation=\"relu\", padding=\"same\")(p3)\n", + "\n", + " # Upsample\n", + " u1 = Conv2DTranspose(64, (2, 2), strides=(2, 2), padding=\"same\")(b)\n", + " u1 = concatenate([u1, c3])\n", + " u2 = Conv2DTranspose(32, (2, 2), strides=(2, 2), padding=\"same\")(u1)\n", + " u2 = concatenate([u2, c2])\n", + " u3 = Conv2DTranspose(16, (2, 2), strides=(2, 2), padding=\"same\")(u2)\n", + " u3 = concatenate([u3, c1])\n", + "\n", + " # Final layer - make sure to match the original input shape\n", + " outputs = Conv2D(1, (1, 1), activation=\"sigmoid\")(u3)\n", + "\n", + " # Create and compile the model\n", + " model = Model(inputs=[inputs], outputs=[outputs])\n", + "\n", + " return model\n", + "\n", + "\n", + "from tensorflow.keras.layers import (\n", + " Input,\n", + " Conv2D,\n", + " MaxPooling2D,\n", + " Conv2DTranspose,\n", + " concatenate,\n", + " Dense,\n", + " Flatten,\n", + " Reshape,\n", + ")\n", + "from tensorflow.keras.models import Model\n", + "\n", + "\n", + "def extended_unet_with_sie(input_shape=(2000, 2000, 4)):\n", + " # Main image input\n", + " inputs = Input(input_shape)\n", + " # Categorical input scaled 0 to 1\n", + " categorical_input = Input(shape=(1,), name=\"categorical_input\")\n", + "\n", + " # Downsample\n", + " c1 = Conv2D(16, (3, 3), activation=\"relu\", padding=\"same\")(inputs)\n", + " p1 = MaxPooling2D((2, 2))(c1)\n", + " c2 = Conv2D(32, (3, 3), activation=\"relu\", padding=\"same\")(p1)\n", + " p2 = MaxPooling2D((2, 2))(c2)\n", + " c3 = Conv2D(64, (3, 3), activation=\"relu\", padding=\"same\")(p2)\n", + " p3 = MaxPooling2D((2, 2))(c3)\n", + "\n", + " # Bottleneck\n", + " b = Conv2D(128, (3, 3), activation=\"relu\", padding=\"same\")(p3)\n", + "\n", + " # Integrating the categorical feature at the bottleneck\n", + " # Flatten bottleneck features and prepare for concatenation\n", + " flattened_bottleneck = Flatten()(b)\n", + " # Concatenate flattened bottleneck features with categorical input\n", + " concatenated_features = concatenate([flattened_bottleneck, categorical_input])\n", + "\n", + " # MLP for combined features\n", + " mlp_output = Dense(256, activation=\"relu\")(concatenated_features)\n", + " mlp_output = Dense(b.shape[1] * b.shape[2] * 128, activation=\"relu\")(\n", + " mlp_output\n", + " ) # Matching the number of features in the bottleneck\n", + " # Reshape MLP output to match the shape of the bottleneck for feature map compatibility\n", + " reshaped_mlp_output = Reshape((b.shape[1], b.shape[2], 128))(mlp_output)\n", + "\n", + " # Upsample\n", + " u1 = Conv2DTranspose(64, (2, 2), strides=(2, 2), padding=\"same\")(\n", + " reshaped_mlp_output\n", + " )\n", + " u1 = concatenate([u1, c3])\n", + " u2 = Conv2DTranspose(32, (2, 2), strides=(2, 2), padding=\"same\")(u1)\n", + " u2 = concatenate([u2, c2])\n", + " u3 = Conv2DTranspose(16, (2, 2), strides=(2, 2), padding=\"same\")(u2)\n", + " u3 = concatenate([u3, c1])\n", + "\n", + " # Final layer - make sure to match the original input shape\n", + " outputs = Conv2D(1, (1, 1), activation=\"sigmoid\")(u3)\n", + "\n", + " # Create and compile the model\n", + " model = Model(inputs=[inputs, categorical_input], outputs=[outputs])\n", + "\n", + " return model" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Ap-87s6j324g" + }, + "source": [ + "# Model Training" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "TscI1oFMQo3y" + }, + "outputs": [], + "source": [ + "train_generator = BinaryTargetGenerator(train_files, batch_size=batch_size, dim=dim)\n", + "test_generator = BinaryTargetGenerator(test_files, batch_size=test_batch_size, dim=dim)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "HsQeOTpEbQPT" + }, + "outputs": [], + "source": [ + "# Setup model checkpointing\n", + "load = True\n", + "if load:\n", + " from pathlib import Path\n", + "\n", + " model_path = (\n", + " \"./model_checkpoints/jbacon/unet_12:35PM_March_23_2024_2000km/cp-0003.ckpt\"\n", + " )\n", + " model_path = (\n", + " \"./model_checkpoints/jbacon/unet_11:36PM_April_19_2024_2000km/cp-0009.ckpt\"\n", + " )\n", + "\n", + " # 3 day lookback, masked data, big model\n", + " model_path = (\n", + " \"./model_checkpoints/jbacon/unet_04:00AM_April_22_2024_2000km/cp-0009.ckpt\"\n", + " )\n", + " model = tf.keras.models.load_model(model_path)\n", + " unet_checkpoint_dir = Path(model_path).parent\n", + "else:\n", + " datetime_string = datetime.datetime.now().strftime(\"%I:%M%p_%B_%d_%Y\")\n", + "\n", + " # Model checkpoint foldernames now generated by datetime (won't overwrite previous runs)\n", + " if IN_COLAB:\n", + " unet_checkpoint_dir = (\n", + " f\"./model_checkpoints/jbacon/unet_{datetime_string}_{WINDOW_SIZE}km/\"\n", + " )\n", + " else:\n", + " # Windows compatible file pathing\n", + " unet_checkpoint_dir = os.path.join(\n", + " \"model_checkpoints\", f\"unet_{datetime_string}_{WINDOW_SIZE}km\", \"\"\n", + " )\n", + "\n", + " if not os.path.exists(unet_checkpoint_dir):\n", + " os.makedirs(unet_checkpoint_dir)\n", + " checkpoint_path = os.path.join(unet_checkpoint_dir, \"cp-{epoch:04d}.ckpt\")\n", + "\n", + " checkpoint_callback = ModelCheckpoint(\n", + " filepath=checkpoint_path,\n", + " save_weights_only=False,\n", + " monitor=\"loss\",\n", + " mode=\"min\",\n", + " save_best_only=True,\n", + " verbose=1,\n", + " )\n", + "\n", + " early_stopping_callback = EarlyStopping(\n", + " monitor=\"loss\", patience=10, verbose=1, mode=\"min\"\n", + " )\n", + "\n", + " model = extended_unet_with_sie(input_shape=dim)\n", + " model.compile(optimizer=\"adam\", loss=\"binary_crossentropy\", metrics=[\"accuracy\"])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "MsLENCJXfvkZ" + }, + "outputs": [], + "source": [ + "if not load:\n", + " # Log model parameters\n", + " with open(os.path.join(unet_checkpoint_dir, \"model_params.json\"), \"w\") as f:\n", + " f.write(model.to_json())" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "X9LCjLY83Jkk", + "outputId": "7f42ff9f-3700-4d08-da6c-59e2ef90a67a" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Model: \"model_2\"\n", + "__________________________________________________________________________________________________\n", + " Layer (type) Output Shape Param # Connected to \n", + "==================================================================================================\n", + " input_5 (InputLayer) [(None, 2000, 2000, 3)] 0 [] \n", + " \n", + " conv2d_17 (Conv2D) (None, 2000, 2000, 16) 448 ['input_5[0][0]'] \n", + " \n", + " max_pooling2d_11 (MaxPooli (None, 1000, 1000, 16) 0 ['conv2d_17[0][0]'] \n", + " ng2D) \n", + " \n", + " conv2d_18 (Conv2D) (None, 1000, 1000, 32) 4640 ['max_pooling2d_11[0][0]'] \n", + " \n", + " max_pooling2d_12 (MaxPooli (None, 500, 500, 32) 0 ['conv2d_18[0][0]'] \n", + " ng2D) \n", + " \n", + " conv2d_19 (Conv2D) (None, 500, 500, 64) 18496 ['max_pooling2d_12[0][0]'] \n", + " \n", + " max_pooling2d_13 (MaxPooli (None, 250, 250, 64) 0 ['conv2d_19[0][0]'] \n", + " ng2D) \n", + " \n", + " conv2d_20 (Conv2D) (None, 250, 250, 128) 73856 ['max_pooling2d_13[0][0]'] \n", + " \n", + " conv2d_transpose_5 (Conv2D (None, 500, 500, 64) 32832 ['conv2d_20[0][0]'] \n", + " Transpose) \n", + " \n", + " concatenate_5 (Concatenate (None, 500, 500, 128) 0 ['conv2d_transpose_5[0][0]', \n", + " ) 'conv2d_19[0][0]'] \n", + " \n", + " conv2d_transpose_6 (Conv2D (None, 1000, 1000, 32) 16416 ['concatenate_5[0][0]'] \n", + " Transpose) \n", + " \n", + " concatenate_6 (Concatenate (None, 1000, 1000, 64) 0 ['conv2d_transpose_6[0][0]', \n", + " ) 'conv2d_18[0][0]'] \n", + " \n", + " conv2d_transpose_7 (Conv2D (None, 2000, 2000, 16) 4112 ['concatenate_6[0][0]'] \n", + " Transpose) \n", + " \n", + " concatenate_7 (Concatenate (None, 2000, 2000, 32) 0 ['conv2d_transpose_7[0][0]', \n", + " ) 'conv2d_17[0][0]'] \n", + " \n", + " conv2d_21 (Conv2D) (None, 2000, 2000, 1) 33 ['concatenate_7[0][0]'] \n", + " \n", + "==================================================================================================\n", + "Total params: 150833 (589.19 KB)\n", + "Trainable params: 150833 (589.19 KB)\n", + "Non-trainable params: 0 (0.00 Byte)\n", + "__________________________________________________________________________________________________\n" + ] + } + ], + "source": [ + "model.summary()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "BIK7kxOlZTxw", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "514cfa77-9635-421e-9524-2a4254bb7da2" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Epoch 1/10\n", + "2341/2341 [==============================] - ETA: 0s - loss: 0.0529 - accuracy: 0.9820\n", + "Epoch 1: loss improved from inf to 0.05294, saving model to ./model_checkpoints/jbacon/unet_04:00AM_April_22_2024_2000km/cp-0001.ckpt\n", + "2341/2341 [==============================] - 2291s 973ms/step - loss: 0.0529 - accuracy: 0.9820\n", + "Epoch 2/10\n", + "2341/2341 [==============================] - ETA: 0s - loss: 0.0369 - accuracy: 0.9886\n", + "Epoch 2: loss improved from 0.05294 to 0.03689, saving model to ./model_checkpoints/jbacon/unet_04:00AM_April_22_2024_2000km/cp-0002.ckpt\n", + "2341/2341 [==============================] - 1402s 599ms/step - loss: 0.0369 - accuracy: 0.9886\n", + "Epoch 3/10\n", + "2341/2341 [==============================] - ETA: 0s - loss: 0.0327 - accuracy: 0.9903\n", + "Epoch 3: loss improved from 0.03689 to 0.03274, saving model to ./model_checkpoints/jbacon/unet_04:00AM_April_22_2024_2000km/cp-0003.ckpt\n", + "2341/2341 [==============================] - 1487s 635ms/step - loss: 0.0327 - accuracy: 0.9903\n", + "Epoch 4/10\n", + "2341/2341 [==============================] - ETA: 0s - loss: 0.0317 - accuracy: 0.9906\n", + "Epoch 4: loss improved from 0.03274 to 0.03168, saving model to ./model_checkpoints/jbacon/unet_04:00AM_April_22_2024_2000km/cp-0004.ckpt\n", + "2341/2341 [==============================] - 1481s 633ms/step - loss: 0.0317 - accuracy: 0.9906\n", + "Epoch 5/10\n", + "2341/2341 [==============================] - ETA: 0s - loss: 0.0313 - accuracy: 0.9907\n", + "Epoch 5: loss improved from 0.03168 to 0.03128, saving model to ./model_checkpoints/jbacon/unet_04:00AM_April_22_2024_2000km/cp-0005.ckpt\n", + "2341/2341 [==============================] - 1405s 600ms/step - loss: 0.0313 - accuracy: 0.9907\n", + "Epoch 6/10\n", + "2341/2341 [==============================] - ETA: 0s - loss: 0.0381 - accuracy: 0.9880\n", + "Epoch 6: loss did not improve from 0.03128\n", + "2341/2341 [==============================] - 1471s 628ms/step - loss: 0.0381 - accuracy: 0.9880\n", + "Epoch 7/10\n", + "2341/2341 [==============================] - ETA: 0s - loss: 0.0318 - accuracy: 0.9907\n", + "Epoch 7: loss did not improve from 0.03128\n", + "2341/2341 [==============================] - 1499s 640ms/step - loss: 0.0318 - accuracy: 0.9907\n", + "Epoch 8/10\n", + "2341/2341 [==============================] - ETA: 0s - loss: 0.0315 - accuracy: 0.9908\n", + "Epoch 8: loss did not improve from 0.03128\n", + "2341/2341 [==============================] - 1482s 633ms/step - loss: 0.0315 - accuracy: 0.9908\n", + "Epoch 9/10\n", + "2341/2341 [==============================] - ETA: 0s - loss: 0.0311 - accuracy: 0.9909\n", + "Epoch 9: loss improved from 0.03128 to 0.03107, saving model to ./model_checkpoints/jbacon/unet_04:00AM_April_22_2024_2000km/cp-0009.ckpt\n", + "2341/2341 [==============================] - 1484s 634ms/step - loss: 0.0311 - accuracy: 0.9909\n", + "Epoch 10/10\n", + " 880/2341 [==========>...................] - ETA: 16:20 - loss: 0.0375 - accuracy: 0.9899" + ] + } + ], + "source": [ + "train = True\n", + "if train:\n", + " # Train the model\n", + " history = model.fit(\n", + " train_generator,\n", + " epochs=10,\n", + " # Only for training on CPU\n", + " # use_multiprocessing=True,\n", + " # workers=4,\n", + " callbacks=[checkpoint_callback, early_stopping_callback],\n", + " )\n", + "\n", + " # Save the final model\n", + " model.save(os.path.join(checkpoint_path, \"unet_with_2d_output_model.h5\"))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "85HoU8we3HsR" + }, + "outputs": [], + "source": [ + "if train:\n", + " # Plot training history\n", + " plt.plot(history.history[\"loss\"], label=\"Loss\")\n", + " plt.plot(history.history[\"accuracy\"], label=\"Accuracy\")\n", + " plt.xlabel(\"Epochs\")\n", + " plt.ylabel(\"Metric\")\n", + " plt.legend()\n", + " plt.savefig(os.path.join(unet_checkpoint_dir, \"training_history.png\"))\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Xwvbbr-CF3wr" + }, + "source": [ + "# Model Predictions\n", + "\n", + "Visualizaton for model results" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "4tnz-m-4PZ9d" + }, + "outputs": [], + "source": [ + "def plot_binary_model_predictions_with_errors(\n", + " X: np.array, y_true: np.array, y_pred: np.array, year: int, day: int\n", + ") -> None:\n", + " \"\"\"\n", + " Parameters:\n", + " - X: np.array of shape (window_size, window_size, n_forecasts)\n", + " - y_true: np.array of 0,1 (window_size, window_size, 1)\n", + " - y_pred: model output (window_size, window_size, 1)\n", + " - year: Integer year like 2023, for titling plot\n", + " - day: Integer day like 18, for titling plot\n", + " \"\"\"\n", + " X_cmap = ListedColormap([\"#0000FF\", \"#00FFFF\", \"#008B8B\"])\n", + " binary_cmap = ListedColormap([\"#008B8B\", \"#00FFFF\"])\n", + "\n", + " # Calculate the incorrect predictions (difference between the predicted and true labels)\n", + " incorrect_predictions = np.not_equal(np.round(y_pred), y_true).astype(int)\n", + " num_incorrect = np.sum(incorrect_predictions)\n", + " percent_incorrect = num_incorrect / (X.shape[1] ** 2)\n", + "\n", + " current_SIE = X[:, :, -1].copy()\n", + " current_SIE[current_SIE == 2] = 0\n", + " change_from_curr_to_next = np.not_equal(current_SIE, y_true[:, :, 0]).astype(int)\n", + "\n", + " # Plotting the first example of the batch\n", + " fig, axes = plt.subplots(1, 5, figsize=(25, 10))\n", + "\n", + " # Plot the last channel of input which is the most recent SIE\n", + " im1 = axes[0].imshow(X[:, :, -1], cmap=X_cmap)\n", + " axes[0].set_title(\"Most Recent SIE Input\")\n", + " axes[0].axis(\"off\")\n", + "\n", + " # Plot the true label for next day's SIE\n", + " im2 = axes[1].imshow(y_true[:, :, 0], cmap=binary_cmap)\n", + " axes[1].set_title(\"True Next Day's SIE\")\n", + " axes[1].axis(\"off\")\n", + "\n", + " # Plot the predicted next day's SIE\n", + " im3 = axes[2].imshow(y_pred[:, :, 0], cmap=binary_cmap)\n", + " axes[2].set_title(\"Predicted Next Day's SIE\")\n", + " axes[2].axis(\"off\")\n", + "\n", + " # Plot the incorrect predictions\n", + " axes[3].imshow(incorrect_predictions[:, :, 0], cmap=\"hot\")\n", + " axes[3].set_title(\"Incorrect Predictions\")\n", + " axes[3].axis(\"off\")\n", + "\n", + " # Plot the SIE change\n", + " axes[4].imshow(change_from_curr_to_next, cmap=\"hot\")\n", + " axes[4].set_title(\"Change from Current SIE to Next Day\")\n", + " axes[4].axis(\"off\")\n", + "\n", + " # Add a color bar for the SIE plots\n", + " cbar = fig.colorbar(im1, ax=axes[0], fraction=0.046, pad=0.04)\n", + " cbar.set_ticks([0, 1, 2])\n", + " cbar.set_ticklabels([\"Open Water\", \"Sea Ice\", \"Land\"])\n", + "\n", + " # Add a color bar for the binary SIE plots\n", + " cbar = fig.colorbar(im2, ax=axes[1], fraction=0.046, pad=0.04)\n", + " cbar.set_ticks([0, 1])\n", + " cbar.set_ticklabels([\"Not Sea Ice\", \"Sea Ice\"])\n", + "\n", + " # Add a color bar for the binary SIE plots\n", + " cbar = fig.colorbar(im3, ax=axes[2], fraction=0.046, pad=0.04)\n", + " cbar.set_ticks([0, 1])\n", + " cbar.set_ticklabels([\"Not Sea Ice\", \"Sea Ice\"])\n", + "\n", + " fig.suptitle(\n", + " f\"Model Predictions for {year} {day}'s Next Day Forecast\\nIncorrectly Classified Pixels: {num_incorrect} pixels, {percent_incorrect}%\",\n", + " fontsize=14,\n", + " )\n", + "\n", + " plt.tight_layout()\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "MXq734JLZAha", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 734 + }, + "outputId": "41e147e0-179d-495a-b9da-b54a7d0095ef" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "1/1 [==============================] - 2s 2s/step\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ], + "source": [ + "# Get the batch data for test set\n", + "batch_index = 180\n", + "X_batch, y_true_batch = test_generator[batch_index]\n", + "\n", + "# Generate predictions from the test data\n", + "y_pred_batch = model.predict(X_batch)\n", + "dates = test_generator.get_years_days_of_batch(batch_index)\n", + "\n", + "# iterate over the batched predictions\n", + "for i in range(X_batch.shape[0]):\n", + " plot_binary_model_predictions_with_errors(\n", + " X_batch[i], y_true_batch[i], y_pred_batch[i], dates[i][0], dates[i][1]\n", + " )" + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Save model predictions for the test set" + ], + "metadata": { + "id": "lLsd23o_wfIW" + } + }, + { + "cell_type": "code", + "source": [ + "# Create a path inside the checkpoint folder so it's clear what predictions are coming from what model\n", + "unet_model_pred_path = os.path.join(\n", + " unet_checkpoint_dir, f\"model_test_predictions_{len(test_files)}\"\n", + ")\n", + "os.makedirs(unet_model_pred_path, exist_ok=True)\n", + "\n", + "for batch_index in range(len(test_generator)):\n", + " # Get the batch data for test set\n", + " X_batch, y_true_batch = test_generator[batch_index]\n", + "\n", + " # Generate predictions from the test data\n", + " y_pred_batch = model.predict(X_batch)\n", + " dates = test_generator.get_years_days_of_batch(batch_index)\n", + "\n", + " # iterate over the batched predictions\n", + " for i in range(X_batch.shape[0]):\n", + " np.save(\n", + " os.path.join(unet_model_pred_path, f\"pred_{dates[i][0]}_{dates[i][1]}.npy\"),\n", + " y_pred_batch[i],\n", + " )" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "5f341376-5266-49a1-9475-72a0edf5eeac", + "id": "MDsLCz4wwfIZ" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "1/1 [==============================] - 0s 67ms/step\n", + "1/1 [==============================] - 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0s 63ms/step\n", + "1/1 [==============================] - 0s 63ms/step\n", + "1/1 [==============================] - 0s 69ms/step\n", + "1/1 [==============================] - 0s 81ms/step\n", + "1/1 [==============================] - 0s 74ms/step\n", + "1/1 [==============================] - 0s 67ms/step\n", + "1/1 [==============================] - 0s 66ms/step\n", + "1/1 [==============================] - 0s 63ms/step\n", + "1/1 [==============================] - 0s 66ms/step\n", + "1/1 [==============================] - 0s 62ms/step\n", + "1/1 [==============================] - 0s 122ms/step\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Create a path inside the checkpoint folder so it's clear what predictions are coming from what model\n", + "unet_model_pred_path = os.path.join(\n", + " unet_checkpoint_dir, f\"model_validation_predictions_{len(test_files)}\"\n", + ")\n", + "os.makedirs(unet_model_pred_path, exist_ok=True)\n", + "validation_generator = BinaryTargetGenerator(validation_files, batch_size=1, dim=dim)\n", + "\n", + "for batch_index in tqdm.tqdm(range(len(validation_generator))):\n", + " # Get the batch data for validation set\n", + " X_batch, y_true_batch = validation_generator[batch_index]\n", + "\n", + " # Generate predictions from the validation data\n", + " y_pred_batch = model.predict(X_batch)\n", + " dates = validation_generator.get_years_days_of_batch(batch_index)\n", + "\n", + " # iterate over the batched predictions\n", + " for i in range(X_batch.shape[0]):\n", + " np.save(\n", + " os.path.join(unet_model_pred_path, f\"pred_{dates[i][0]}_{dates[i][1]}.npy\"),\n", + " y_pred_batch[i],\n", + " )" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "sXzIhWgYqpSn", + "outputId": "239ab024-3f09-45f8-d478-7dd2888674b0" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "\r 0%| | 0/333 [00:00\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0msobel_train_generator\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[0mepochs\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m20\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 5\u001b[0;31m \u001b[0mcallbacks\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mcheckpoint_callback\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mearly_stopping_callback\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 6\u001b[0m )\n", + "\u001b[0;31mNameError\u001b[0m: name 'checkpoint_callback' is not defined" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Take a look at the sobel model's results" + ], + "metadata": { + "id": "HLaX5R_7wPAE" + } + }, + { + "cell_type": "code", + "source": [ + "# Get the batch data for test set\n", + "batch_index = 180\n", + "X_batch, y_true_batch = sobel_test_generator[batch_index]\n", + "\n", + "# Generate predictions from the test data\n", + "y_pred_batch = sobel_model.predict(X_batch)\n", + "dates = sobel_test_generator.get_years_days_of_batch(batch_index)\n", + "\n", + "# iterate over the batched predictions\n", + "for i in range(X_batch.shape[0]):\n", + " plot_binary_model_predictions_with_errors(\n", + " X_batch[i], y_true_batch[i], y_pred_batch[i], dates[i][0], dates[i][1]\n", + " )" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 734 + }, + "id": "zm4pfQoUXRaX", + "outputId": "da7de08f-27ce-42e0-df8f-497fed5e75cc" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "1/1 [==============================] - 6s 6s/step\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Get the batch data for test set\n", + "batch_index = 180\n", + "X_batch, y_true_batch = sobel_test_generator[batch_index]\n", + "\n", + "# Generate predictions from the test data\n", + "y_pred_batch = sobel_model.predict(X_batch)\n", + "dates = sobel_test_generator.get_years_days_of_batch(batch_index)\n", + "\n", + "# iterate over the batched predictions\n", + "for i in range(X_batch.shape[0]):\n", + " plot_binary_model_predictions_with_errors(\n", + " X_batch[i], y_true_batch[i], y_pred_batch[i], dates[i][0], dates[i][1]\n", + " )" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 734 + }, + "id": "k2qENv1Lz7At", + "outputId": "2ceebe1d-e72a-4d4e-8723-5861be9030db" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "1/1 [==============================] - 0s 205ms/step\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Save model predictions for the test set" + ], + "metadata": { + "id": "MCIC8C34wPAJ" + } + }, + { + "cell_type": "code", + "source": [ + "model_pred_path = os.path.join(\n", + " sobel_checkpoint_dir, f\"model_test_predictions_{len(test_files)}\"\n", + ")\n", + "os.makedirs(model_pred_path, exist_ok=True)\n", + "\n", + "for batch_index in range(len(sobel_test_generator)):\n", + " # Get the batch data for test set\n", + " X_batch, y_true_batch = sobel_test_generator[batch_index]\n", + "\n", + " # Generate predictions from the test data\n", + " y_pred_batch = sobel_model.predict(X_batch)\n", + " dates = sobel_test_generator.get_years_days_of_batch(batch_index)\n", + "\n", + " # iterate over the batched predictions\n", + " for i in range(X_batch.shape[0]):\n", + " np.save(\n", + " os.path.join(model_pred_path, f\"pred_{dates[i][0]}_{dates[i][1]}.npy\"),\n", + " y_pred_batch[i],\n", + " )" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "2b8db00f-44c3-4143-c15a-4fe1c617e680", + "id": "6BOY6l-iwPAJ" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "1/1 [==============================] - 0s 72ms/step\n", + "1/1 [==============================] - 0s 71ms/step\n", + "1/1 [==============================] - 0s 98ms/step\n", + "1/1 [==============================] - 0s 93ms/step\n", + "1/1 [==============================] - 0s 96ms/step\n", + "1/1 [==============================] - 0s 69ms/step\n", + "1/1 [==============================] - 0s 69ms/step\n", + "1/1 [==============================] - 0s 73ms/step\n", + "1/1 [==============================] - 0s 66ms/step\n", + "1/1 [==============================] - 0s 90ms/step\n", + "1/1 [==============================] - 0s 112ms/step\n", + "1/1 [==============================] - 0s 68ms/step\n", + "1/1 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78ms/step\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "model_pred_path = os.path.join(\n", + " sobel_checkpoint_dir, f\"model_validation_predictions_{len(validation_files)}\"\n", + ")\n", + "os.makedirs(model_pred_path, exist_ok=True)\n", + "\n", + "for batch_index in range(len(sobel_validation_generator)):\n", + " # Get the batch data for validation set\n", + " X_batch, y_true_batch = sobel_validation_generator[batch_index]\n", + "\n", + " # Generate predictions from the validation data\n", + " y_pred_batch = sobel_model.predict(X_batch)\n", + " dates = sobel_validation_generator.get_years_days_of_batch(batch_index)\n", + " print(dates)\n", + " # iterate over the batched predictions\n", + " for i in range(X_batch.shape[0]):\n", + " np.save(\n", + " os.path.join(model_pred_path, f\"pred_{dates[i][0]}_{dates[i][1]}.npy\"),\n", + " y_pred_batch[i],\n", + " )" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "lg6Jup0OsIUa", + "outputId": "45e53f14-2d23-4ad9-f6d5-1b2bcd81632c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "1/1 [==============================] - 6s 6s/step\n", + "[(2023, 100)]\n", + "1/1 [==============================] - 4s 4s/step\n", + "[(2023, 101)]\n", + "1/1 [==============================] - 6s 6s/step\n", + "[(2023, 102)]\n", + "1/1 [==============================] - 4s 4s/step\n", + "[(2023, 103)]\n", + "1/1 [==============================] - 7s 7s/step\n", + "[(2023, 104)]\n", + "1/1 [==============================] - 4s 4s/step\n", + "[(2023, 105)]\n", + "1/1 [==============================] - 4s 4s/step\n", + "[(2023, 106)]\n", + "1/1 [==============================] - 4s 4s/step\n", + "[(2023, 107)]\n", + "1/1 [==============================] - 4s 4s/step\n", + "[(2023, 108)]\n", + "1/1 [==============================] - 6s 6s/step\n", + "[(2023, 109)]\n", + "1/1 [==============================] - 4s 4s/step\n", + 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+ "
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\n" + }, + "metadata": {} + } + ], + "source": [ + "day = 157\n", + "search = 5\n", + "target_ice = X_batch[0, :, :, -1].copy()\n", + "for i in range(day - search, day + search):\n", + " potential_ice = trinarize_data(load_sie_data(year=2022, day=i))\n", + "\n", + " if np.allclose(potential_ice, target_ice):\n", + " print(day)\n", + " plt.imshow(potential_ice)\n", + " plt.show()\n", + " break" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WB3g46XikND-" + }, + "source": [ + "# Edge Detection" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "-czr-A7KkNEA" + }, + "source": [ + "## Contour-based edge detection\n", + "This is maybe ok. It's closer to what IceNet does, but they also utilize masking out all boundaries/edges that aren't sea-ice to open ocean.\n", + "\n", + "It'll be very hard to line up which boundary should get compared to which. We get a collection of contiguous lines from this contour based approach, but when we get a different collection of lines/edges from the true target, how do we compare them? How do you know that you're comparing the contour around one island to that same island in the second image?\n", + "\n", + "Additionally, I don't think this is differentiable, which is fine for evaluation, but it would be great to embed this into our model if possible to force it to learn how to forecast edges better." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "uEhpfXM4kNEB", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "outputId": "ab173030-3d53-434c-d650-8b9ab3695ec3" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" 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\n" 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\n" 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\n" 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\n" + }, + "metadata": {} + } + ], + "source": [ + "for i in [0.1, 0.5, 0.6, 0.7, 0.8]:\n", + " contours = skimage.measure.find_contours(y_pred_batch[0, :, :, 0], i)\n", + "\n", + " # Display the image and plot all contours found\n", + " fig, ax = plt.subplots()\n", + " ax.imshow(y_pred_batch[0, :, :, 0], cmap=plt.cm.gray)\n", + "\n", + " for contour in contours:\n", + " ax.plot(contour[:, 1], contour[:, 0], linewidth=2)\n", + "\n", + " ax.axis(\"image\")\n", + " ax.set_xticks([])\n", + " ax.set_yticks([])\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_vgWauNkJRyH" + }, + "source": [ + "### Quick look at IceNet's work\n", + "```\n", + "def arr_to_ice_edge_arr(arr, thresh, land_mask, region_mask):\n", + "\n", + " '''\n", + " Credit IceNet https://github.com/tom-andersson/icenet-paper/blob/79ab77c452088d805514d0ba2f3ad86581945954/icenet/utils.py#L1808\n", + " Compute a boolean mask with True over ice edge contour grid cells using\n", + " matplotlib.pyplot.contour and an input threshold to define the ice edge\n", + " (e.g. 0.15 for the 15% SIC ice edge or 0.5 for SIP forecasts). The contour\n", + " along the coastline is removed using the region mask.\n", + " '''\n", + "\n", + " X, Y = np.meshgrid(np.arange(arr.shape[0]), np.arange(arr.shape[1]))\n", + " X = X.T\n", + " Y = Y.T\n", + "\n", + " cs = plt.contour(X, Y, arr, [thresh], alpha=0) # Do not plot on any axes\n", + " x = []\n", + " y = []\n", + " for p in cs.collections[0].get_paths():\n", + " x_i, y_i = p.vertices.T\n", + " x.extend(np.round(x_i))\n", + " y.extend(np.round(y_i))\n", + " x = np.array(x, int)\n", + " y = np.array(y, int)\n", + " ice_edge_arr = np.zeros(arr.shape, dtype=bool)\n", + " ice_edge_arr[x, y] = True\n", + " # Mask out ice edge contour that hugs the coastline\n", + " ice_edge_arr[land_mask] = False\n", + " ice_edge_arr[region_mask == 13] = False\n", + "\n", + " return ice_edge_arr\n", + "\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "43rkP56dJiH4" + }, + "source": [ + "## Filter based Edge Detection: Sobel prototype\n", + "This still really needs a lake and land mask, but calculating the absolute value of the tensorflow sobel edge detection, thresholding, and combining the x, y sobel filter directions yields a very nice looking edge.\n", + "\n", + "Because we don't have a land & lake mask, this is mostly picking up the edges of the landmasses. We likely want to just evaluate the sea-ice to open ocean boundary and evaluate our ice-edge metrics against that.\n", + "\n", + "Really nice that this is a differentiable system, so we can embed this into our model with a little work and compute the model outputs the current SIE predictions plus the result of the sobel edge detection.\n", + "\n", + "By finding a good threshold for this, we can likely just use the same loss function (binary cross entropy). This would mean computing the sobel edge detection for the y_target as well. It's still not utilizing any of the ice-edge metrics that we really care about in the loss function, but is a step towards informing the model how important ice edges are and penalizing it for incorrect edge forecasts." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "kITYFkLOboED" + }, + "outputs": [], + "source": [ + "truth = tf.convert_to_tensor(X_batch.T)\n", + "sobel = tf.image.sobel_edges(truth)\n", + "sobel_y = np.asarray(sobel[:, :, :, 0, 0]) # sobel in y-direction\n", + "sobel_x = np.asarray(sobel[:, :, :, 0, 1]) # sobel in x-direction\n", + "ideal_sobel = (np.abs(sobel_y[0]) > 1) + (np.abs(sobel_x[0]) > 1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "aYkLMD-CPZ9j" + }, + "outputs": [], + "source": [ + "# Perform Sobel edge detection\n", + "sobel_edges = tf.image.sobel_edges(truth)\n", + "activated = Activation(\"sigmoid\")(\n", + " tf.square(sobel_edges[:, :, :, :, 0]) + tf.square(sobel_edges[:, :, :, :, 1])\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "CbW7drbXPZ9k", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 452 + }, + "outputId": "0cff607f-195e-47d1-d046-dea423c7208c" + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 28 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ], + "source": [ + "plt.imshow((activated[0, :, :, 0]))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "H_N6faw1rEeY", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "5fccd314-aa25-4397-85ea-c87eaca8aea6" + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array([-8., -7., -6., -5., -4., -3., -2., -1., 0., 1., 2., 3., 4.,\n", + " 5., 6., 7., 8.], dtype=float16)" + ] + }, + "metadata": {}, + "execution_count": 29 + } + ], + "source": [ + "np.unique(sobel_x)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Kg1kQS51q7km", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 452 + }, + "outputId": "cbbcb0ed-1795-439f-edc1-71da18d0cb7c" + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 30 + }, + { + "output_type": 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geb203jCXQCHoIUFCiyRrYzdaa9dRrULhcNL8b4vJ3tx/eN3YGP8zCcNAGAad1y6gt0iQt+bQbLVhLpY2SoroOK+AlN8ffwbouBOCxv+3nEiKpPyvfUg1SWFUdH1qOe5ui4RnNlDzzbPJe9vE9dyGuN1PuFxU3bOQ3HWxe77z/6XhyytIqbRJemKC/x4qRzFllNd5hp6eHpKTk49b9rQPZBdwZdySmAqHk8iFc7Edgv50g1CmIP/BzcdtvRjlpRz8dB62EzK3SrorNNJ3WSQ/v/vwxIGlc2hdmkTa3jCOl8d/gamek03f8lLa5hmU/6oGs7HphOcEr16GrUPin+KX7PgoQiB0HeFyxb5QDPNXW/N6Y4vV1eSEUWMU5NN0VSnJNSauzjCO6paT6sY/Ec3rpW/lWSS9eYDKL1YQTbOZcU/VwBcusWg2ekcvZk3dqN/7TGVdsBAtaiPe3hrX+4wkkJ32kz3iSUYjOF7ciOsfG8h8uZpAvkSkHP6BC4fzqMFus6qGKT/cR+GrUXpLNNytYIQkDZ+bg56Rjn3ufOrfm0T+c00435gYrQOrpZWEp9dT+nQXVZ8pxSgqPO4gfviyJfiLdJL/PvpLBIYiHE7kOfPREhPRc3OILq0Y0WJ1OxBQQSwOQpnQfK6OtmnvqAYxze0eWJytpaXSfK4Aw2DqT6uY+a36Qb0GctOugSAmXK64JhQ4U7QtcNP2/0IwgRa/nxFjZGNBpqeQt9rGamkdeK/pPxajRSHvF4NbaVZHJ84XOil8xaDjE0sIZupk7ojSck0FQkLpz/ZgdnUddQ+jtBgzOwUtGMXetW/MuxvtbXsoZSZNVxZjG8Xkv9qJvWNwPTS3m47ZDop+vQdrhONqJ0uaURxVPszeXuzeXvSGxjN3jGsCSTlok/LYOka100fTOfj1BRS+auJ8fgPS42b6N/YcPy8kgBBU372QrK023r+MYS/BaSjvZ5toDS1E6+uaMP/PVCAbDULQtjSdxKbB2b+1KLi6JdGzZ6G/vvno8+ZV4G01qX+vTvYbbTifrwE4anBdz0in87Lp9EzRyFsTofWiJIp96XFNInws9rY9ZG8XsGwOTRenkzx1KZ6/rgcpY2N7ty4kpcbC6u4eu0pJGZduK+UUSUb/y5ZtUfZMPx2zE0h+3xI6P9dHxk+nnrgLXkrK/3xoTHp0a3TGkeEwWQ+umTBBDFQgGxW91y4DAa5Xtg6axWX0S0JpAn+5m/LqIqymlkHLAFqXJtOfIyh6KTrklHo9LY22D82gP1uQuy5E+rOVWN09JBQsR3g9MA6BDIh9OK3dTt4WF603LaT7S8speNWP3tBGzyyTgr/5ME/PoVdlAjBaeuj8lIP+HAcJ/0zF+fqGYaU6s7ftmVAfvpNJ143L8U+BwlfDDPmlfJypQDYKgjka+f/0Yb1rJmTmI5to+exipIADny3E01xE3i9j3Yya10skWVD2g51D5jWMrlxMwyIn6Xst0h+NLcx9p6WWsd1P9SeLKP1FeFBX5lh755uZkZdLy+Vl9F6VROJBgdWoWkdKfBiFBdhuF1lvGWQ+swuru2dc83WeKby+KJbbgaMzOCG/DKhANgryn2um6hN5THnUxqyqGXhfRiPk/moz5uIZNJ3nweuzaLh9IQntkmCOIGOXifWuFEf69Cm0viebcJqg5IGhg5zcvJtC9zw6Lp1C6m/HL5C9w2z2kfFrH9kzp0FnD9ZJrs9TlBNpfn8x0SRB/vdWYwF6cjLtV89GapC2N4hYPTYTjM40zhc2kkl89wk8FSqQjZCenIzdHxrURWgdrKb02UQ6VuSS0R+Kjdm0toNtIbwe+nNcuLoliX/ZSEp6Kggt1sLq7BoYQ9CSkmj6zBxsBxQ904pdU491xEJi4XCiZ6RhlubQ+J5E9Ahk7JpYAWPSZbFQJp3shzcjhBj4QBVeD12zQA8B0kP62uFtgqqcXlQgGwGjpIj9txWS2CDI/dXgmYjavlqomEX7JWWE0wRGfzmJjSYtix2k7bPJ/s1mpG0dc4JGyw1nkbU1hP7aZphaRvScs3BtqYLsDMKFKbTPcWEEJUYISh6tjHuGD0WZiGQ4PKgr0Wz2Me2XHnrmZ9F0sST14Fy0f51cDlRl8lILoofJKCqk8pYiyp/opGd2GsEsjZyfH52hHmKtJ+ZNRxoaerVvWONYHZ9ZjtRBWBDIF2TusOicoSMNKHwlgB6MxjKxq2+bykQnBD03LMMRlHieit9Ud/PiRUSSDfozNJy9ktSdXciahhHtwq5MXCNZEK1aZMMkPW6kAFldT+Lu/fDhpbTcupScX286KpegjEYGNsQcKuzoGemIRG+sbFcPlt9P5qOb0LyxLOkyEsUOBklKTkZGItih0ITtm1aUdwtcvZTeIo3in+6I6+9t+1wXfcU2wpZ4mjSSntw/5msrlYlBZfYYJmvfQZJqwZo3DaQk8U/r8LRZtNyyKJZpYJiMshKq/30GnSsK6DyngMabzgJiwc/q7sHq7hnIMmH5/SNO1qso4y15bzcJ7ZKey2eP+rX1aeXos2Pb50gB7laNvLclBQ9uVUHsDHbat8iEw4kQDqR1qG10Cl1z2c8cpPaWabjnLkeLAhJ6y2zyc7Kw37XliTCM2KQOaQ90PxolRVR+qoDy3/uwDlTF9rT63Al2mdZig9diyRw6ZyViO0DqkNBuk/hMbBGo2lZemUisXfvQFi/HCI9+e6z1PTlEEwW5u6DwsYOx+7W0YqvUU2e00z6Q+T6zAIfuJpwKVoKk4M0ojhdPvI/UUKy2Noq+14NwOghcMhszQWPaV7ZivqvVJJbMof6SJJx+iCZB5rYono01hMuyKHw9hHWg6oT3Mgry6TqvmJ4yjcJvr6G7wks4XZC+J4r77b3U3DGHjjlLsXVJ+X3bkFETraQAunqwOjpP6vkUZVQIQThVkPa70U94nfGb9QhNIGFg7Nm8eBGN73FScs8wN8ZVTjunfSDL+flGDKmhz66gb2oKrQudpHsGt4ISD/Rg7Rp6S3ujvBQzMwnWxxL4ymgEGY2Q8ExsK/h3f+fUPB5qL02i9JcHsVpa0VNT8F88g+pV03B2Qe6aXk5Ec7up/lQpHp/EdnKoZQeFT8Yyz9tAwRshms5zk1IN2DbNqxbTO80i6WAeufevHuFPSVFGl2YRn6BiW8h3/adz72+hQOaoIHYGO+0DGbYFQsPatY+E3YLiXaXgPDyL0XY5aL4gg+xdQ5/ecmEefSVQsn54t+u9fA5JtXLg26LV3YP3L+tIeTsHmZKEXVWHJNblGXrvPIQV69cXDicdn1iE5QKpC5LqJXpEkv5SEM3pwDbEoPv4S1wk1knSH9+E77OL0S7sxLUlHT2kxgmU8WVdsAA5hqPvZn0DRn3D2N3wBIy8XKpvKqf0FweGvX+fcmpO/0B2JCmxDlYPekvzeBDL5h3zlLR9/TiCJ57MYZQUYbd1EMjVyfnlpqPS5pi+Fji09kvPSKfmczPwtEpyHt6CDXR8fBHubhvvP7bGTrAlbTctouu9XtzzFyKkxH4nw7cQBHMFxb/YgxWN4OiTpH7bhVinsnor40s4nLTNc1Pw2IEhZ+yeKYSaZjymzqxAdhK0t7Zy/BUMsX2O9t1eiLehKDYP1Dr+f+HA8qmkVtok/XHtQNek5YLE53dgh8MgBP7rlhHMjbXCsh9aB7Y1UFafPoVoosT30Rkk15mk/VaNDSjjS59WTs+CbGwDHL3yjB6nNZt9FN7nO6MD+Vg746ffy6hJOF2gnTXjpK8hhCCpRpBcZ2EmgLSH7t7T3G7Cly+hq8Ig5e87CL1/Kc13rEAun4c8outQGA46ZwkQUPJsz6AgZZSVUHV9NuV/6sLbYtN0rkHTHcuQK47dqlSUeGs/JwctKumcJQjmCzRnfHZlV5ShnP6BTIjjHpbRCEX/7CFYeqJ21wluY0s8f11H4bfXDdk60mdOo/ZLCwnkGhQ8sBl7zhS6pxkU/rONymsTQIIdCg/UacpPKknwScT+wVu0RwrSyNpqYaYk0D5PZ9oDtRQ/1URvacKgckZuDkZuzik9k6IMV9ruPvrydZIrIZqoxmkBEAJ9dgX6CbJSKKfutA9k2qEMGscjbBsxWospj9HFV3tVFu52ibvbpv/COXSc5SXvrV7sg7WUPxUm99ebB51rtbSS9dAa7Hdnxw+ZNF4CoSwn5b+qxWxsgv4Q/lINPTVloFz99VNouG7K6DyTopzI+h1kP7CarL/swtUlEAkJJz7nNKclJLDvvz2Ezp4+3lU57Z32Y2R2bx/acXItCsOgYWUa+W+ceFo8HJoc4nIdfsOyQBNI7fgtP6f/0G7RCYLOCgdmoiTn1V7MaATtX1uGncpHbt7DjNp0rLa2gZ1uzWYfeWvyqb1tNo5AbKA5sLCfjJeGn3FEUUaD5feT0CLhBP8fJrvAh5cRzNTIemjNMcvYwSAzvtSE1dWt9kyLs9M+kJ2IVlYc2wLi0Dqx4xKChtvn4+o4/GvZnyOIJkkKXwkf50TIfmDNQAqdlEPdnSe1i7JtDTmlV39tM/n2AqKJBq62EJGkJDKe2KxyNCpKHARydEJZJy6ndqkYG2d0INOnllH18VzKf9c8vBlGQsMIQsavD38L09PSsEvzkVuOsRDtHUcGrTjlhNP6TXrOSoASB0XP96g8jcq40EwIrJiK++/DXHw5CeW90Iz0utUXxQnitA9kmtcDweiQx/zzsin9W89Ra8uOx3bE1sq8s7Gm1dUFXV2jUtdT1bYokfx/NiF7A2ohpjJu0v+yjYZV8yl43jloA9rTyUg+M04HmtcLmnbUmP1EcdpP9qhbNQf73PmDMtQbpcXoFVMJ5OpEU91YFywc+GMUFR77YraFx2cT+MCCgbf0tDS0+bPQ5s8aNNkiHvSKqVgXLISlc4acjSmFoHNZLgd+VIBRWhzXuijKsdjBIMk1Fi23Lh7RzhDKxNWwah51/z5nvKtxTKd9i6zkqVZ6VhTRv2whrq5Yl15viSCaZJOxTdI230X2phBa1MZM0Gm+ooish46d7iZ9dSOdKwoA0JKSqP3cTELZNrbLpuiFioEcjKdEiMHdj5qONreC6itTKXwlSNMFSRTVZmG1dYC00TweOj48FzMRfGfZpL2ZgNXoO/V6KMpJSvzLRqKfXIo8a+rA3nyT2rv/T55hip5qBk2bsIu8Rz2Q3XfffTz11FPs3buXhIQEVqxYwXe+8x0qKioGylxwwQW88cYbg8777Gc/y0MPPTTwuq6ujttuu43XXnuNxMREbrzxRu677z4MY2RVtg5Wk1rVSEZq6sBMqsxQGKTEDoVpuX0Zzm3VWF1duJOT0cqGv4eScDqIJkmSD2holqBtgaBsV9lJdzvoGekEz55C63wHpT/bg3C7aL6yDNshsJ1Q9lAsEXGWZzGN101FM6cSSQIEZG+KkPlsFdgSq8ePVJk+lPFkW2Ru6KTmQxkU73AdtfnsZKJ5PFTePY+pv+/A2r1/vKszLiZ6V+qoB7I33niDVatWsWTJEkzT5Mtf/jIrV65k9+7deL2H13TdcsstfP3rXx947fF4Bv5uWRZXXHEFubm5rF69mubmZj75yU/icDj41re+NfJKSRkbyxpC1rZ+fB+dcdxptINYNn1FGknL52GbNu52Qd4rrVj7DmKUl1J9XT7F36kf0R5hekY6waVTaFnqIG2fTc6mKPu/UkFCq0bGjiiu5zfGnuFQeceLG8l9MfZ3bf4soqlu9Nc3T9hvS8qZydq1D8+K5WguF9YkDmQyEiF7kw1tE2MsXDnaqAey559/ftDrRx55hOzsbDZt2sT5558/8L7H4yE3N3fIa7z44ovs3r2bl19+mZycHObPn883vvEN7rzzTu655x6cTueo1TeS5EAbwb6UZpOPwueSaFyZjuWC4ue6sCtrYseqanB15RO5YB6Ol4fei0kc0aI0z51LV4WLUIYga2uU8l9UYTbHugSnV5Yjm1qwA4Hj1sfeuhu1paAyoU3yNWXSNPH+ZZ36ojiBxX2MrKcnlrE9PT190PuPPfYYv//978nNzeUDH/gAX/3qVwdaZWvWrGHOnDnk5BxOsXTppZdy2223sWvXLhYsWMC7hcNhwkd86/P7/cOqXzRRQzNjeRBlaT72iaKCbWHv3Ev+3tgO0Pa7ZmXlPrKVhtvnk+FcgmdDzcDsQT0jndCCMloXu3C8M/FHQN4f9iJDYexAgCPj6XA231SUiS6x0aTl2llk/mKYPR6KchLiGshs2+YLX/gC55xzDmedddbA+9dffz0lJSXk5+ezfft27rzzTvbt28dTTz0FgM/nGxTEgIHXPt/Qkxjuu+8+7r333hHXMeXprdT+50JCqxbi7JbkvNU1rLUhx+o6tINBih7aiX/lTKpXTSNrSxnChtaFBul7bIp/uXdQZnD1LU85nbme30zbncswCvJj6dQUJQ7iGshWrVrFzp07eeuttwa9f+uttw78fc6cOeTl5XHxxRdTWVnJlCknlx/wrrvu4o477hh47ff7KSoqov3mpeguN8KCrN9sOCoA2aEQZY83Ip0OrP2V2KMwM8ny+/H+eR0pb+diZ6UCUL6lF7OhUQUu5cxiWxS+1kfXucUkPaECmRIfcQtkt99+O88++yxvvvkmhYXHWZsFLFu2DICDBw8yZcoUcnNzWb9+8DT2lpZYqpdjjau5XC5cR+ZAPCT7jzsJr1xAZ0WsK3AoZnXtCZ/nZJjNPjg05qUyAChnKmFJmNzDZHFjlBQh/X3HnIymDM+oL4iWUnL77bfz17/+lVdffZWysrITnrN161YA8vLyAFi+fDk7duygtbV1oMxLL71EcnIys2bNGlF9uj5wFl3TDYp+tuO0zTKgKBOWplP/3iTS3j722swzlhDs+a982j948nshKjGj3iJbtWoVjz/+OM888wxJSUkDY1opKSkkJCRQWVnJ448/zuWXX05GRgbbt2/ni1/8Iueffz5z584FYOXKlcyaNYtPfOITfPe738Xn83H33XezatWqIVtdx5O+sQ392a4Tzv5TFGX0CU3g9INZrwLZUaRk5ncakH19asjhFI16IHvwwQeB2KLnIz388MN86lOfwul08vLLL/PDH/6QQCBAUVER11xzDXffffdAWV3XefbZZ7nttttYvnw5Xq+XG2+8cdC6s+GyDlYjjrONi6IoyngxGxrHuwqnhVEPZPIEkyWKioqOyuoxlJKSEp577rnRqpaiKIpymjrtkwYriqJMSELg++IKwpctGe+aTHoqkCmKoowHKXF1Spz+obeZUobvtM9+ryiKMlGlPXrsjCf6rOl0z0kn6cl1Z3Tm/eFQLTJFUeIm+P6F6P3qQ/hk+Gel4TtXoqemjndVJjwVyBRFiZtglk72X3aPdzUmpaT9PTiy+6n/zMzxrsqEp7oWFUWJC6OwgECeQEbUGNDJsLfvZco908AKjN86s0myoagKZIqixEX/rDwK3+jHDgbHuyqTlrXnwLjdu/sTy+maBflvmrj+uWHc6jEcKpApihI3etBk4n+fV4aSXBPCdrhJaOqb8LliVSBTFEWZoPo/tBQtInE9N/YtIu1fW0j/1+RIeK4CmaIocRNNdqoPmVPQn66jRyQJXi9aZjqyx4/V3TPe1Zpw1KxFRVHiImF7Pc3LXWhe73hXZdJK/80aUn6/lp4PzGH3V3NovHH2eFdpQlKBTFGUuDB9LSTVSnovO+vEhZXjSn1pPxUP9FP455rxrsqEpAKZoihxk/aHDQRydKIrF493VSY1q6MTuWUXZqPaZXsoKpApihI30jTJ/1sdbfOciCVzCF61DCNv6F3eFeVkqUCmKEpcmQ2NpO03afyyRePFEJ6RP95Vmtw0HeFwjnctJhQ1oUhRlPiSkoRn1gNLMQp09NfWjXeNJrXea5fQPl9QdtfaSZF1YyyoFpmiKGPC89xWwmkQvGoZmscz3tWZtFI3t1H8fFgFsSOoQKYoypiQ0Qhlv64EAU23zke4XONdpUnJ2l+J/vrmgdd6cjJ196xAn1Y+fpUaZyqQKYoyZkxfC56n1pFaadJxw8Lxrs5pQUqJswdE1BzvqowbFcgURRlznld2Yqn5CqPC7u0l9/7VmDV1412VcaMCmaIoY05GTcJpAm3+rPGuinIaUIFMUZQxJ6MRMnea9Oer9FUKaB4PYsmck15WoAKZoihjTnO7aT/LwLN6/3hXRZkIyoup/i+Bnp15UqerdWSKoow9TcPVJU+7TO7CMGj8wlKiSTDl4YYzetxqJOzdB5iyKhWzo/OkzlctMkVRlFEiLYuUagvTa7PnjjzQ9PGu0uRgW1jtHSe9Nk61yBRFGXOh82YhJsOOjSMlJd6/rGP6q2mQm4llW+NdozOCCmSKooy5/iwDIzTetYgfq6sLurrGuxqTkpGbg9XRBZHosM9RXYuKooy5tKe2E1VZqiYVzePBvHhRXNOL2efOZ/f/FtH26UUjmsGoApmiKEo8nSbjZKIon6obBKIofrsXNF7owdHqoHumRE9PHfZ5KpApijIurARx2m9HYpSXUv2tpegZ6eNdlVMm/H24a50If1/c7lHyvc1M+WM3zi4N2d8/7PPUGJmiKGPO7u/H3SGJXDgXx4sbx7s6cWMnuommmQi3e7yrcsrMZh/F9/qIZ0ZHOxSCbXso3gamVGNkiqJMZFKS+VYzvqVO9OTk8a5N3MjdB5n1nTbMpubxrsppTQUyRVHGhVlVQ3K1jV1RMt5ViRtpmphVNWrvsDhTgUxRlHGT8WYD9e9NOm0mRCjjQwUyRVHGjVnfgKtTElmp9iaLB83tBiHGuxpxN+qB7J577kEIMejPjBkzBo6HQiFWrVpFRkYGiYmJXHPNNbS0tAy6Rl1dHVdccQUej4fs7Gy+9KUvYZpn7qZxinI6y31iL/5iNe9stBlFhez7xSz0KaXjXZW4i8tvz+zZs3n55ZcP38Q4fJsvfvGL/OMf/+BPf/oTKSkp3H777Vx99dW8/fbbAFiWxRVXXEFubi6rV6+mubmZT37ykzgcDr71rW/Fo7qKoowny0KoIaRRZ3d0UvyHPGRL+3hXJe7iEsgMwyA3N/eo93t6evj1r3/N448/zkUXXQTAww8/zMyZM1m7di1nn302L774Irt37+bll18mJyeH+fPn841vfIM777yTe+65B6fz9F53oiiKMhrsYBDXPzdwOqa0fLe4jJEdOHCA/Px8ysvLueGGG6iri21lsGnTJqLRKJdccslA2RkzZlBcXMyaNWsAWLNmDXPmzCEnJ2egzKWXXorf72fXrl3HvGc4HMbv9w/6oyiKcibTM9LR5s447cfJRj2QLVu2jEceeYTnn3+eBx98kOrqas477zx6e3vx+Xw4nU5SU1MHnZOTk4PP5wPA5/MNCmLvHH/n2LHcd999pKSkDPwpKioa3QdTFCUuQmdP54xoNoyDwIqp7P18IuI078ka9a7Fyy67bODvc+fOZdmyZZSUlPDkk0+SkJAw2rcbcNddd3HHHXcMvPb7/SqYKcok0DHLSf6vdyANA+F0YgeD412lSU0YBlqiF6u7h4QXtzFzbTJWODze1YqruE+/T01NZfr06Rw8eJDc3FwikQjd3d2DyrS0tAyMqeXm5h41i/Gd10ONu73D5XKRnJw86I+iKBOfZoLs76fvQ4uovHvead8NFm+RC+ax5/6paB4PMhzGamsb7yrFXdwDWV9fH5WVleTl5bFo0SIcDgevvPLKwPF9+/ZRV1fH8uXLAVi+fDk7duygtbV1oMxLL71EcnIys2bNind1FUUZY7YO9pLZJL9RxdTftR8/C4YQBK5Zhj59ythVcLI49AXAvbWG6T+PYo8g6e5kN+qB7L/+67944403qKmpYfXq1Vx11VXous51111HSkoKN998M3fccQevvfYamzZt4tOf/jTLly/n7LPPBmDlypXMmjWLT3ziE2zbto0XXniBu+++m1WrVuFyuUa7uoqijLOCPx6kY64Hq60Na8+BE5bvKdcxs5LGoGaTh1h8FpXfPRvN68Vq74C128+otFijPkbW0NDAddddR0dHB1lZWZx77rmsXbuWrKwsAO6//340TeOaa64hHA5z6aWX8rOf/WzgfF3XefbZZ7nttttYvnw5Xq+XG2+8ka9//eujXVVFUSYAmZc5gsKS/O+tjl9lJim93U/6ziTkCHZVPp0IKU/PsO33+0lJSeECrsQQjvGujqIox9B8xwqKnqzFbGgc76ooE4gpo7zOM/T09JxwzoPKtagoyrjSI2D5Wk5cUFGOQQUyRVEUZVJTgUxRlHEl1Wx75RSpQKYoyriJXLoY0wsIDaOwQK0hU06KCmSKoowbz94WpAZiZjl7/jcHPSN9vKukTEIqkCmKMm7M2nqcfmB/DTP/px2ro3O8q6RMQmo3O0VRxpXlBJGUhFlTN95VUSYp1SJTFGVc5a4J0HLV1PGuhjKJqUCmKMq40rfsI5wm8H1+hRojU06KCmSKoowrOxSi4HvryF3TS81tM9AzM8a7SsokowKZoijjz7bQe/qxHdB+xfRhn6YlJRH48DI0jyeOlVMmOhXIFEWZEALT0hESMv60bdjniNwsfMsFwuuNY81OTPN40NPS0Ma5HmcqNWtRUZQJwXILpCbRkpOGtUu0MAz2rcqm5Nno+G4eqelUfWUellsiooIpd29Amub41ecMpAKZoigTQspbNejhElquKCfj1ydOIixNk2mP9qLVNGGNQf2OybYof7KbSIYHR1dIBbFxoLoWFUWZEExfC55XdhLME4hFs9G8XrT5s6j7nxVobveQ58gtu7C6usa4pkezt+3BeHUTcsuu8a7KGUkFMkVRJgw7GKTsV5XUvj+FvT+dge+cVFL326qVcxzCMJDnzEc/wZ5dpzMVyBRFmVBMXwvlP6/EaHGS9+eDJP9hrQpk7xDiqMTKWmoKVavAnlY0TpUaf2qMTFGUCcdsacXbOAWrpXW8qzJh6JkZVP17BVKTTPm/3VjdPQBY7R1M/zcTy983zjUcP6pFpiiKMgnU3VxBONskc4fE7g8NOmZ194A9rlNexpUKZIqiTDjCcGAlAEvnjHdVJgRt3kwi8wNkrdNJfHItMhweu3vPnUHrv61AGBO3A08FMkVRJhR91nTq/2sxkWRJ5+zE8a7OhGB5nHhWe0l/bNOY39t2O4ikAmLihouJG2IVRTkjWcluEtolKesiuBq6x3eN2AQh1mwjZw3I8bj5+h0Urh+new/TxA2xiqKckcSmvUQ9AteOOqz9lbE3NR2EIHLpYoJXLRtcfgJ3eSljQwUyRVEmFBmN4Oo54vu/ENR9dRnhyxcjdYHUDx8yigrZ/8NFGLk5Y1/RM4xRVjJh16qpQKYoyrgSi88iePWy2PYtmk7kfUvonA39C0tiBaSk8JUg3p0+XM9twPvndQPn2h2dlDxrY3V1j0/lzxDC4WT33Vn0XjxzvKsyJNUmVxRl3Iglc6hbmUTuujC1t1SgR8DZI0k5AG3znRS8ECunvbWVoZZE28Egrte2j+ksvjORjEaY9fUW7M5u7PGuzBBUi0xRlLiR58yn92NnH5WN4h3+ci+lTzTjeHkTRd/fiJkA0URB9m+3UPh/69GnliEczmNe3ygpYt+P5mHk5cbrESYNPSMdoyA/btc3a+uxe3vjdv1ToQKZoihx0z01gZ4yDT1l6LEVPSppuTgXbe4MZDRC4asBouf68X9wPh2fWMKeO7Jg3rE32rRb2pjyhInV3jnkcWEY9F+5FD0jfVSeZyJr/VAF1TeVjnc1xoXqWlQUJW4c/ZLgtCgiKQkOpVQ6kvcfW/HOmkrLOWlkbYfuaR6iVdA5U1Dytx68LR7MRCf6ENcGsEMh9Nc2H3NquEhIoPkcnWn7M6Bj6GB3usj643aE03lGLldQLTJFUeJGMyXummN3DcpwGN+5KaQeiCAWzcZMAE+TwHZKtHof3l0+Gi50o0+fclL3t3t7Kb9zLdaeAxjlpehpaSf7KBOeHQhMiC1txoMKZIqixI3pEuhhkP39xywjJLhaA+z7rIdgPuS90YPlBNkXwKytZ8rDDVTdkINeMXXI8/WpZYTev/TYlZAShODArXn0vLfiVB9JmYBU16KiKHETzNbQomB1dh+zjK2DsCRaUMfhj00K0UxAj3UomjV1lD/hpmtRJsn7Dg5kgZ/yy1rqry2hd04YV71OyXM62BYdNy/H026R8Mz6wzeRkqnf2oUdDk/oDBUKoOnoaSnY4QAMc26JCmSKosSHEPTnSbSwOG5m9rQDUao+mg5I0GD/p5KY8dMWrEDg8KUC/QM5kmR/iORqiQwESWqw0aIuctb1DtwjscnE1XX0dHzL7x/Vx1PiQyyYwZ7PedAbTLhneOeorkVFUeJDShKaBe724xdz/XMjBW9EEFGBmQDZGyCamwKAUZBPzw1n035+IUY4FsnsQIC0R9ZgdXWR8vxu+kpsDnzcE0tjBbj+uQHWbo/roynxowUjiLBG8XPB4Z8Tx/ooinKGM0IS28lx14IhJQ5/BM0Cdzukr2+j4aIEjPJSrLx02pZAX5HA+/ctR50qvB70kGDm/zWd0ftxTRT69CnUfHM5mtd7atcJajhaj57leiwqkCmKEjdaFIL5NsLtOn65qkaMPkFSo0mkIIWilwI0r8yj+soktJBA2KClpx51ntnso/TuNZi19XF6AmVEuvxk7JDISHT452g69rnz0bOyALD2HKD8zrUc+Eze8C8x0nqeSGlpKUKIo/6sWrUKgAsuuOCoY5/73OcGXaOuro4rrrgCj8dDdnY2X/rSlzDNoRLUKIoykTn7JFZ6FC015bjlrI5OSh/cS4IvRDDbSfMKL3nPVBNNluhhQaDEpG956eETjpEpRBlfVlsbSU+sRUYjwz5Hc7s4+GmD8Nziw29KydTfdQz7GqM+2WPDhg1Y1uEm/s6dO3nve9/LRz7ykYH3brnlFr7+9a8PvPZ4PAN/tyyLK664gtzcXFavXk1zczOf/OQncTgcfOtb3xrt6iqKEke2Ae4aF0RP/A3d6uhEC4XxXzAPYYHd46firu10f2guvf0GCX+LJQvWc7LZ/6VyKu6vw2xsivcjKHFmB4PM+MI+ZH//oBml1r7KYV9j1ANZ1qHm4Tu+/e1vM2XKFN7znvcMvOfxeMjNHTo32osvvsju3bt5+eWXycnJYf78+XzjG9/gzjvv5J577sHpHLqvPRwOEz4icahfzVBSlHEXStVw9oDVPrxv18LpRAoo/vlOrGBssD91ZzeJde6BMTDZ20feaok9RKYQZXI61RyOcR0ji0Qi/P73v+emm25CHNEV8Nhjj5GZmclZZ53FXXfdRTB4eHbKmjVrmDNnDjk5h/cXuvTSS/H7/ezateuY97rvvvtISUkZ+FNUVBSfh1IUZViEYWC5QQ9J5ImGBjQd4XAiIxGiKRJZXjhwyN6+F+2trYdfB4N4nlqHfcT0/DORUVhA223LEa5jjD9qx0rsdfqJ6zqyp59+mu7ubj71qU8NvHf99ddTUlJCfn4+27dv584772Tfvn089dRTAPh8vkFBDBh47fP5jnmvu+66izvuuGPgtd/vV8FMUcaRnpeL7YSEhuMvQTYK8tn/HyXoodiX3cQaib1191hUcXIzdKLe2DyDo37Cmk7tPUspeCOC8cqm8ajdmIprIPv1r3/NZZddRn7+4a0Fbr311oG/z5kzh7y8PC6++GIqKyuZMuXk8qkBuFwuXMf6ZqIoypgz89IIlEUpfLn/uNk0qj9VipkWxU4w8WxLIPe1tpNOfGuUFBEtzEC8vfUkrzB5mDV15H+/buj9wWyLgtcjuA+0DLmP2+kmbl2LtbW1vPzyy3zmM585brlly5YBcPDgQQByc3NpaWkZVOad18caV1MUZeKJpLvx1DjQAsfe9FIsPgtpgMtnYNS4sRLArqkfWHc21PozYRjHnLUYOCuX+vd61KxGwHh1E2Z9w3hXY0zELZA9/PDDZGdnc8UVVxy33NatWwHIy4utGVi+fDk7duygtbV1oMxLL71EcnIys2bNild1FUUZZf2ZOloUaDv+9inCgvInOpny+zZKf7qHyq8vpPJ/F2EUFbL//gXoM6cdLqzpVH19CdH3LhryWq7nNlLyzfWxRMHKGSMuXYu2bfPwww9z4403YhiHb1FZWcnjjz/O5ZdfTkZGBtu3b+eLX/wi559/PnPnzgVg5cqVzJo1i0984hN897vfxefzcffdd7Nq1SrVdagok4jUROyr8nEWx8qNO9EvWkHN1RkIE0p/G6T4xQhSgN3WTtlfc5ANR4yN2xal/+jHUeUbustMDmNiiXLaiUsge/nll6mrq+Omm24a9L7T6eTll1/mhz/8IYFAgKKiIq655hruvvvugTK6rvPss89y2223sXz5crxeLzfeeOOgdWeKokx8UoDlAJGUCMdZDlP0yz1I06T/vBnUf7QU/VBPpCtnPimPrcUWgvbPLidjZz/i7a2It7eecNxHuFzISES1zM4QcQlkK1euRA7xC1RUVMQbb7xxwvNLSkp47rnn4lE1RVHGSOqBIL0lXoJn5eM8zsJl4fVg56TiqfXjfqUGLAt0nYYvLCI9Ix2roxNnr0QLRo87aUQ4nGjlxcimFvbdN4vpjwSQG3eO+nMpE4/axkVRlLhw1HegR7yYXp1jpQzWp5ax56tpJG12Iw1IPZgS20fMNMl7O0jN52ZQ+tBekh9fe8wgZpSV0Dc7h74CneAlfZT/u4epfwij7a876dmPyuSiApmiKHFhtbZhBIrpy9dJSk3BGiITR/fiHPQWgXl+DwU/cNCy2IP+viUI06Zjjov+QpN9X51OxhZB2qNrhrxPuCSD8L91gqWRf38Spq8F4WtRQWyYhGEgDAM7FBrvqpw0lf1eUZS4kOEwCR02SKhZNRt9qMTBEopfiCA2pHDwFp3MnWHaz3LQM8VJ4R8qmfUdHyl7BZ62Y4+K6a9vJuHHaaR/34vx6um/+He0+a9ZTPWXF4x3NU6JapEpihI3qbv99Od7kbpAFubBEa0yPTWF/iyN9gVO3G1Ar0HDBRqZO2zaruonob0U71/WkfVQ3eELnj0Xy22gv74Z+9z5AGhvbcX5/IbYNWdOIzA1Dfff14/dQ05yaW/WkLozBQsQC2YTyUrA8eJGxJI5RJOck+LLgWqRKYoSN6LeRyDXIHFnC60r0gYdkyX5JLTbTP2/g0SSofBlyZRHfXScJXBv9BLI00HT0ZOTB87pLfHQUx5bhuMvS6BtoYeaby5Hz8wAIJyfTNf0Yy+Yngg0r/f4G42OMbPZh7VrHwDBYi9dU2N16yvx0DNl4tTzeFSLTFGUuLG6egilC6wmH3okn5pvLiflILi7LVztEZy9FlZ7O1lby6n/oI1jWS5aVFD4TDPWwWrk8nnsvd5NxS97sLfvJemJtQPXTv3dGvTUFDrfPxOZn4Xh9cArm8h7ZRwfeBj2/mAWaVsNsh4cesxvXAiBWDgL70s7STiUxN3753Wc2j7PY0e1yBRFiR/bIrnOpu1TC8n403b0sKDnsgD1H7RpuCS2D6HmctFwqSTzLQflT/USzotiJ8WOCSkxAhr1l6XHrveulpbV3UPK79fSsDId3/sKmQxmPNBL3nMTIHXUOz9LIdCTktj3WQ9MLx3XKp0sIYda8HUa8Pv9pKSkcAFXYgjHeFdHUc5YwjAIXbqAvlyD7L/spvI/ZxEpiKK7TabebyE37EDzerH7Q7R9dilOvyTjjXpkXx9Wjx89NTW26eLsKdRcmUzp/25GS0rE6ugcWPAsXC6w5Yh2Jj6TRVcupnWBk+K/tnDgpmymfWsXdkUJVdckMuXr27CP2FprvJgyyus8Q09PD8lHdC8PRbXIFEWJK2mauJ7biMtv47tuFmX3biDrTQdOp0njhUn0f2gpoqQAbIv+LEHnWYLdX8tnz7cqMArysbq6sEMhdF8XWVts9Ows9v5fCUZpMWLJHPSMdGQ4rILYCLhrusjcHoXObpJqIXheBb1lXtJ3ylhGlElGBTJFUeJPShL/tA6vz6bz40tI//0GUv6SSHBOP9zWRvN9GnX/s4JwjkXWFsn0X4XQwhrdyw93F5qNTXj+ug6zsZkZ3+7FbmnjwHVeInNLj77fGbSp5Mmwq2pxPb8Rq70DPQRaVBJNECRX9U/KXJVqsoeiKGPG8/R6Ap89GzFjKsl/WEvKUy709DQSUw2gDdvtpGFlCh2zk5j2eC9aVePRC5ttC2vPAQCm3bXlqBaE5nZz8N4FTH28G3vbnjF5rsnEKCth/235uNsFRX9vo7sCMv+8D33hVKQmmLjzPY9NtcgURRk7UpL391oaLktHOJwErphPuCIfa88BrD0HkFt2UfCd1ZT9tZuOOYlU3z4DPSN90CWEy4V58SI0txsZDh+VGNiORCl400Q0tY/lk00asqOLnPU2ORtC4GvH2SPouXw2fQUTZ3cRvWIqocuG3qpnKCqQKYoypszGJpJrbXo+vJCkf1Vheo/uBrS37ib9kfWk7bM5cGcFmvfwRHA9LZWqD+toWZlD38C2cP1jA1ZbW7weYVKz/H4Sa4P4i11YXV3kbIrQMUfQslyih8xx75bVp09h32czkSOohgpkiqKMuaSnNtKfpdG5cgoJr+0aupBtkbamESs3TMOqeegZ6RiFBZi+FmbetU9t0XIKpC4IZQj0rCw6K5x4mgXJB3RaliXTetuycauXPq2cA5/JJm2PoPnc4YcnFcgURRlz0jTJ+ek6vM1RWj4575jlzPom3AfcuNsklXdUsPur+QiXi9DSaey5qxBhqGH+k7J2O9FE2Hd/IUa/JOfn68n58Wqyf7aG8Rgk0zPSCVyzjOrrcyl5Lkx/psDToAKZoigTnW0N5PHTZ1cMWURP9BLKtTATYp+uyXsdNHxxEXrQZOb3miflDLuJovz3Tbh3JZD95K5BP0fLBfKc+WNaF7s0j8ZLJFIDLWLh7pRYIxiyU4FMUZRxlfv4Lmo/mIF50SL02RUDrSzN68WuKEFqkow9IfJWm0SSQQ9D56wEDn6mQLXIToFV34SrS7L/q0fsTCAlRX+ux1/mHtO66K096H06+f8Ko/eFMT1iYKfw4VCBTFGUcWX5/ZT8Yi+aZdNyTjpd1y9B83jov2AWvd8IIEyBs6UPz9pKtCjk/3wrSfUmVoIEoT7CTpaMRsje2EvKAbD7AgPv26mJRD1j279o1jdQ8WAzkVSDyuvS8M+JYHqGf776OqMoyrizOjrR3ugk8186gasW03TLfAoe3UXDjNnoORIR6Mfs7MLdLkEI3C9vY/rGFKxjZPMwSoupub4Qj0+S/psJlJx3AhEuF/XvTab4uS7sQ12LwjBouDSNxHob4XLR/LlFaBbYDsj76ca4Zk8xq2rwVtcybW0+DR8uIejtH/a56uuMoigTh23hfWo93hab6JxysraGsZ2Svjl5CMOBbQhEQS4yGjn+9PpQGFeXxN1tj13dJxktwY1mAgdqY6/dblo+u5TkaovUv+2g/o5F+GdFydgVIuoB4RiDdo+U2F3d2AaU/7Zx2KepQKYoysQiJZ6WCNEkg65pTpL3awSzdKLnzcHdbVN5Yzb61LLjXsL0tZD14Bo8T60bo0pPPlaPH2+TTXTpDADMxTNw+iWJf15PZNkMkmtsZn2zmba5blKqbOz+4beQToU9ZwqOgMRqHv46QBXIFEWZcLqnuPCsryL3T/vIe3wXWW+1oPebBHM08t4yOfiZXIzcnIHyPR8/m+DV47f+aVKSkvT1rfjOduP74gqazvPgbY6AlEhDkHIwgOwLEEmF9H/Vj9m6Pb03TChd4LtlwbDPUYFMUZQJx3IL7O4erI5OrO4erANViDXbsHWoX6lj9ApkKDRQvrdIo2WJhpaUNOg6+rRy9Jzssa7+pGEdqKLgO2so/EMlegSaz3WhzZ9Fb4EDbBuRmkzaPhuzYfjdfKdcp137KLpvHYlNR2XZPCYVyBRFmXCEKYecWm8EIfmARunP92F19wy8X/z3Tsy8CKFzZiAcTno/djadNy2n6n+9dF5SPpZVn1T0rCx6blgGDgfuDkn5r2qp/GgK4TSB2FUJkSjdUzW6PrWczpuWo08rP2pz07iwLbxPbxx2cTVrUVGUCccIgUhKgiNaXQB5v9/J3m/MInJLBcX/6ITKeoTHQ8uKNFLXQetCAQsWY/RDX4lN0ltJpP55E2d6Mis9LQ3hdiH7+wd9ASA1ifYFEMwpJmNXFLuzC2EV4+yV2OEwdmMTpQ/0g2FAegr1V+WihXNJbLZJfHLt+D3Qu6hApijKhJPQbhGeW4zxyuABf8vvp/zpCL5lbmqvTCeSnIa7Q+DwQ/q+ML2FTjrPgtT1Nv7pkvzf7cMKj2Bl7WlIOJzU/NtMXD3QPSfKrO+0IQNBZE460ga9MEikLxHnCxvp/PjZZG+28Rfr9F+5hIRnNmB1dcUu1NZG/ncPonm9tHxiLonj+1iDqK5FRVEmHO+ag7QudCEczqOO6a9tpvgvPrCh5J8Rih7YgeWGULpB+0LJ1Cd6SazvZ8bPe7G6u8e+8hOMcBi4OyUplVHmzKhn771pNH94KgevT0OEwkS63JT9tRukRLMkfbk6WhSaztHRXEfnieo/f1Zs2v4EolpkiqJMOFZHJynVFp03LCLtkaMXNFsHqih92kHzezKILJuDHoZwssaMn/iwKmti65HGvtoTUueH55HQbuN6YTO+nKWkJEAkGRJaBQ1X5jHjwa6BDUhTntxIWmJsy5zcqIn9rq5dgK4KB4V/rGQixTLVIlMUZULyPrWRYI5AnzltyOPWrn3k/GI9SfU20oBwuqD6hjzMCxeOcU0ntnCKIHlfT2xbnEfWkPXgGgq+s5qClztJ3xMlmp4wsAeZNM3YLNHuHuxAYMjr5WwIUn3zFPTMjLF8jONSgUxRlInJtih5vI7qa7Owzxt6TZE0TVKf2Ez2xjDOHkn6bovWxS5ab1+BUV46tvUdLULQ+enlx9wRYKQK/lZP04VH7LKt6bB0DrVXpoOEqg850ZOHP+KlrduJ7YTojKJRqd9oUIFMUZQJy6xvoOxHu2h8TwJiwewhdy+W0QjGq5vI+eMuuip0ih49SN6LLVTemD85g5nQMD0C2zk6Iz8yEKQ/V2KfOx8jN4eGO5fRcnYSpT/bi7M7Qsk/rcEzGU9UPacTRx8YG/eOSv1GgwpkiqJMaFZ3D2W/b6D5ghR6r10yZDCD2IzGohd7abx+KnZVLeW/91F5Y/4J01lNOLZF9gOrkVuOsXP2MAmXi/DlS9j7P1Mxk2z85QnU3DSF9H0WOT9ejdXRCYAWGdlooh0KE02E6PJZwz5Hz8rCvGhR3NagqUCmKMqEZ9bUkfezTdg6dNy89JjBjPU7SGiz6btyEdaBKqY82kTVJ/IwSobuBhOGcdruaaanpdJwsY4WFhh+jfb5kqKXeukt0JHnzKfl31fQ9B4vjp6jJ3QcT/BDi3G3g2PN7uGfs7iU6qsNNM8I9mYZARXIFEWZFGQ4TMrj6xAmdN+w9JjlUv+0hc5ZOkZJEWZVDQVvhPEvzMcoLDgqhVXzqqU0fuHY15rMTF8LU/97M1O/soWEVkHJc1HYsgcjKGmb5yH/D/sovH8TctPIW36OgBxyRuORhMuFUVoMgKeyk9SdGjJOa/pUIFMUZfKQksw/bCHqPU6RcJiSZzrxva8QANfmg3TO1Nnz34X4L5s9qGzeWz0UvNEbzxqPOn1qGdYFw5uZKaMRZCRCQpuN7dCQpknGr9eQ/bPVWO0dJxVYEp/bRiBfYOTlHrOMMAzaPrWQvV/IR09OxtpfSdZDa5BmfCbtjziQvfnmm3zgAx8gPz8fIQRPP/30oONSSr72ta+Rl5dHQkICl1xyCQcOHBhUprOzkxtuuIHk5GRSU1O5+eab6evrG1Rm+/btnHfeebjdboqKivjud7878qdTFOX0o+uYHnHs7kVA7qnC1mPjMVZ3DylVNo4uDVdndHC5TbuQG3bEtbqjLTAji44vBmm4awX61DI0r5fGO1ccu/tU1+maIXB1jKwL8VjsUIj8t0IEFh571qKemYHpFiQf0ECLf27GEQeyQCDAvHnzeOCBB4Y8/t3vfpcf//jHPPTQQ6xbtw6v18ull15K6Ihm6A033MCuXbt46aWXePbZZ3nzzTe59dZbB477/X5WrlxJSUkJmzZt4nvf+x733HMPv/jFL07iERVFOa2UFRHKlAj92IHsSGLBbFrOhqytNm3zh84WMpm4/7GBxEdTcPSBCEfBsnD2SIhEhywvTZPyP3XRn5cwanVwdB1/bzK7uwdHQGIEJXYg/vuYjXiU87LLLuOyyy4b8piUkh/+8IfcfffdXHnllQD89re/JScnh6effpqPfexj7Nmzh+eff54NGzawePFiAH7yk59w+eWX8/3vf5/8/Hwee+wxIpEIv/nNb3A6ncyePZutW7fygx/8YFDAUxTlzGMluUjdH+s2Gw7p0nF2a0Q9kv4F/XDWNHjXjECjtJjA7Bxcz22M7bul6fR/cBG2IUj8+9a4je2cFCnxPLUODwxk18h6aM1xM20Ia2zTJtuhEBm/imVkGYs7j+oYWXV1NT6fj0suuWTgvZSUFJYtW8aaNbGHWrNmDampqQNBDOCSSy5B0zTWrVs3UOb888/H6Tz8zenSSy9l3759dL2TwPJdwuEwfr9/0B9FUU4/lscgbe/QWSfeIaMRpAGa2w3rd5G6z6a3ROB0RRHW0ftcRYoyaFnkABH7SBQOg7a5Bm3zNbQEd1yeQxk9ozrv1OfzAZCTkzPo/ZycnIFjPp+P7OzBG90ZhkF6evqgMmVlZUdd451jaWlpR937vvvu49577x2dB1EUZcKKJBu4Gno40baLiU0WgUvnkvDMepL/sJZUr5f2a+dS8yFBQfpCnNuqBzK7a//aQvFbYmAXZBkOU/yN2Jdva4x2RlZO3mkza/Guu+6ip6dn4E99ff14V0lRlDiIegXC33fCckkv7KZzpoGenAyAHQiQ/vAayh+tJ5zmoObfZtJ14/LD6a/eHbCkPPq9SUieM5/G92Zg9J++aZRHtUWWmxubjtnS0kJeXt7A+y0tLcyfP3+gTGtr66DzTNOks7Nz4Pzc3FxaWloGlXnn9Ttl3s3lcuEaYssBRVFOI5pOb5FGxjACjN3bS9o+i9pVZ1H62xrMxiYAzNp6PLX1JP0rA+Fy0XBtKdaKFehhSGwavGFk9JJFdMx2kfuj1XF7pHgShkHzMg9Ff6nHamw+4XhV6ANL6ZhtYLmg5G89aE1H7AdnS+yuLjSPh9rL0yh6yT9hNiwd1UBWVlZGbm4ur7zyykDg8vv9rFu3jttuuw2A5cuX093dzaZNm1i0aBEAr776KrZts2zZsoEyX/nKV4hGozgcDgBeeuklKioqhuxWVBTlzGBkZ6KHwWxtH1Z5z1/XkTS7At8VJejhEvTo4I9ed6dFwcO7ICuDriXZdE/VSDi0RstV2YrmC5Di1RGLz0LsqT5mRviJSBgGHZ9YgqtLYtY1DKt1KSxJZF6AwocddMxPRsxNHjgWThWk74vSPcVB/up+5Mad8az+iIw4kPX19XHw4MGB19XV1WzdupX09HSKi4v5whe+wDe/+U2mTZtGWVkZX/3qV8nPz+dDH/oQADNnzuR973sft9xyCw899BDRaJTbb7+dj33sY+Tn5wNw/fXXc++993LzzTdz5513snPnTn70ox9x//33j85TK4oyKVl5maTviYJ9ohGyI87ZtY/M3QI9OwvhHDz1Pjgrl9ZrZpHoM0nd2U1StQupC2ynTtWni0lskFhOaF6ehLtzHu72WDDQw5LUJzcPe+bkmBCC4IeWEkqLjRhFvQJHQJLxu03IYXaR9uUblH8/iNy0jXRAOzSu6OiXZP29mZqP5aNFQV+9a8K0xuAkAtnGjRu58MILB17fcccdANx444088sgj/L//9/8IBALceuutdHd3c+655/L888/jdh+e+fPYY49x++23c/HFF6NpGtdccw0//vGPB46npKTw4osvsmrVKhYtWkRmZiZf+9rX1NR7RTnDSYeGFj2JsR4psVpaj3rbWd9AhhBocypoW5pGxxITo9ug6JUo5b+sQkYiYEuyg8HY7MVDa9f8F0zD97nFFPy5CtPXMv5jaZpOz3VLMD2C7Kf2xd6zJVaPHzmCoJ/YaNK6JJmsTbHXwumMZfHoFyTXN5H/rzRaFyUgh5j5OVzC4URLThxIWjwahBxuqJ5k/H4/KSkpXMCVGMIx3tVRFGUUaPNm0l+YiOsfG0b92sIw0NLSiFYUEChwE8zR0EOSxGaLxM0NmM0th1uCQhBZuYjWhU4SGyUZ69qw9h08/g3iZekcWs5OQlzcSc611ae25k3TaVm1jJyfxG9MMHrJImo+ZDD9C5uOm7LKlFFe5xl6enpITk4+ZjkY5TEyRVGUeNLaewjOTyUe07qkaWK1taG1tZEEJBFLtRQ5q4Sqz5QSTS5GiwqyN9r05enkrOul+LkAZqqbmo9kk9CWRc5f9mO1d8Shdseo84p5HLjFwLMfSv7bwhphEDPycjGbfUdc0AZBbLuVd9o4mj6irtwTca3Zy4zaHKxRzLuoApmiKJOG7O0jUCBId7lOquWhud2Iwjysg9UnLCtcLqz2DvTXOyh+Q8SS9WYkIqIWKWu76ZtfQOsig8R6SdZWE1dHmJrPVVD64N5R7TYbunIC+9z5NJ6fwMz/dwCrvf2k1rvJ6LvSWkmJHpYEr1qK56l16JkZ7PvKNGb8sBGzdnSWNNmBAByoGpVrveO0WUemKMrpz/L7KX62k+Bl807qfDsUOnEQEwI9LQ1z+WyM3EPJHaTEOlAFa7cjN+3CbGjE/ex6Sp/ppn25SefNfRidAYpe7KXq8xXHTOA7WvTUVA5+3KD05/uw2tpOeozu3a1HPSuL7Le76KzQ0bxe7N4+Cl63sTu7R6HWIyMWzhx2WRXIFEWZVERLJ50VRnx2G9Z0ej+6jD3fmUrVp6F9Zflxi9vb9zHlMYv0XydSe3U2lsdBzgaL3XfnomdmjH79AISg8/IKst8yTq0bc4jdA6z2duzdB0jbb9H4uXkIIUh4Zj12by96Whr1X1mBUZB/CpUfvoYLjz8udiQVyBRFmVT6zi6l4LXe+MwUtC2S/7qFmfd3M+M/a0n7w6ZYvsbjlHes30tCY4CSB3fRtsCNd201CbUOSEsZ9eoJw6DnhmWYCYLUx9af1DU0txv7PQvY/8sFRFcupv9DS9FnTT88LmZbeP+yjvQ9URr/beHhXZ01QagixO6vFI7JrtqFP9o07LIqkCmKMqmEk3WMxvhNqJDhMDTHpupHLpzLvu/MJ3DNskFlhMuFUVQIQqClp6HVNGF191DwjxbaPjCV9L0WHWfnjHqrUZw1nXCKRuYjG05uAoam03fZPKpvBVejA6Mviqc2wP5PZ9Bzw7JBO2i7nttAaqVJ7+VzALA6Opn5Px2U/F2e0vT74RrJJpxqsoeiKJOKZkm6VxSR+KemuFxfGAb7vzoTK8FGSMH0X/XSdGEKyZkZ9C8ux3e2A2FBaGqI6T9NY/9HErFywxQ+NY2Ep9eTmp1ENNlB43tt0v6gj9quyJrHQ8PKVApe9Z/cNQ9tTdM5U6fiv9sw6xuA2DYrU3cY+G5bSuMtc8j7weGp90nbW+haejjdoFldi6u69lQfZZDAh5fhL9EpeKkTe/vek7qGapEpijKppL9WQ9d0HXGKuVU1txs9Iz12HSEGWk9aeQnZ6yF1l4EW1Kj8WDJ980I0f7QCYUvKH22k5P+2UvCMgwPXeTGTLUryOogmaOg52ejrdtM2z4HRPbrtBN+n55O1NTKs1FDCMBAOJ0ZhAVpSEtr8Wfj+YxnBDJ2SB/cMBLF3SNMk7zfbEHZsSv7hA5JQmohrV6KwIZoElR9Lwz5vAXpG+oivoVpkiqJMKmazj5TqUlpuXkTek/tOasKDPms6NVdl4vFJwhkCIxD7MC15opHmi7PpzxYUvBmit9yJmWGidTrJfXgrdjA4sIGl56l1FFhLqf+gTYG3hy0fTsQ2ppD5cjUJrRK5qBdr+Ry0f2055Wc2ykuJpIDj5eNfK3zFEhLqe6m/LJ3+XBt3q4Y0IGOnRf4vt2EHAkNvf3MoiLu6JTItGQ6tLbMafUijEG16Odbu/YPrVFZC/7QsHC9uPKVn8/5tE60Ll5C92SaY6yRcUTGwKedwqUCmKMqkk/zHDaQsnEnzRyvIfmBkWSj0aeVUfySTkmd7kA4dvbIZYejUfaKc6o8XEJkZJCutl46FDlKec5H9u900fXY+WnoadjA46Frel3fB+2exZv0Mksu6aT3PpPv92UQ6LKZ/X6Pp3ATy/3Vqz2qUFlN5Yz7lv/dhDWNcrHV5Ggmtkry3Q2irdwyMpR0vsZeekkx0XjmZb7fQdl4OGQecsc1JoxGyN/ZR//5MCmsasINBhGHQcutSuueaGN065S+JU5p4I1wunN2xnbi7ProQd/fIU5CprkVFUSYf20Ju3InRL9FnV4zo1MbLcyl/tIGGS1Ko+0/JwR/nU3lbGYFCi1C2RfK/EujoTsS0NULpAhmJkLMuQO+igqOrEQggQhrOLo38L/Qz865KrDovOas1bIdOOFOip5787EWjtJjKTxdS/lhLbB3bMehTy2j9txW0LHaQ/egW0h9eg/bW1mFPCLG6e9De2IJVWYseltT/12K0uTNiLbW128naGqFh1fxYN2VpEVKHGQ/14fSLgV21T5bdH8Loh+4PLyCQL0h8evizFd+hApmiKJNW1jP7qL88Y1jjKprXi1wRW0ht1jWSdsAi52E3ospDUjXMmFPPB1dswuuzodZDMODCtbyD9huXYOypo2OWcXgq+iHCMNBCGqV/7cSsrgUhSJreRdr2bloXJpDQIgiumH7Sz9fwoULKH2/F2l85dAEh0ObOoP2cXLK2BCj53/XYodBJ3w/bIuXxdZT8pYW9n0+k99rYbE3HixvJ3B6h7vY5VH88j/wXWhCBU7jPu+6Z++vNJDZFKHq++6QmsqhApijKpGV1dpH3VoDGT8xALD7ruGVFfg517/NQ8GIbgasW4/CbOLsiOLsFmX/eSc2rpTyzaQFN7xFkbJfYYZ3glgyyNvVgl+cjJGjJSYOuKS2LqU/0Yu84lHE+EqUv4Kb2g+lEz/PTV2RjO05yCr6mgwS7qu6YRfRZ06l7fzpZL9ditPeOzgxJKbH2VzLzy3VEvQKjvBQAz7Z6+nNtyh5vwdpfSfeibIqf7TylPIzmRYvwfX4FdjiM/tpm7K27T+o6KpApijJ5SYlYs42C3+2l+dzjZ4IQfUEcfkHzRVmEkzUst47lMSh8aAd2by/puy1K/yKZ8kQ/bVeEMToc6CGo+YrO/psSKXq+G/PdW8FIGZtFeGiMSEYieNd4yNxh4nZGmb2oBqmfXCCLrFyIs1cizeiQx43cHNqWppO53aRvYSF7/z3r+Iu3R8hqaSX7lQaqPpmPPnMaMthP5hYBvkO7RkvQevtP+vpGeSm+ZS5sBwj96CwjI7rWKZ2tKIoy3oTAd21FrEvwOOweP0n1Nt6mMPraXQObYtowkK6pP9Og4SIHUobImtOKQ7Pp6XdT8OfosFoLdihE3i83E10+i9SfJnFwSQZZ0ZNrJUW9Gllvtw2ZDFjPzKDhY1NI2xfF9c8NIATTn3dgj/JGn2ZtPeW/1am9Np+iHzeS9sgaLEBPS6N7mkbaW0MH2RHTdbCsk540olpkiqJMau+M4yT9ce1Rx4TDGctif8FC2q6bR9q6JrR/bUFGI7EWzW3L6fjMcvSUZPSwJP0fe5j69e0kbkygL+Si9295+FsTcVW1Dbs+diiE/tpmHC9upPi5HoQ5sg9nzeNBO2sGHXN06PYPWab7kml4fTauFzbH3pAybrtVm1U1FL7sp2HV/FgqK0B4EjAT5SntfSYdBtEUiSMg8X12EY13Lo9lSzmkZdWy45w9mGqRKYoyqYgjtnDRp5bRn6mR84uNvBMu9ORk7IoSOmcn0jMFHAFBKEOSVC1oP68AcU4+/dkaSMhd3Uvr4iREohfbKai9bTbZmyMUPtNIX2UO3eWgBXSkyzkmz2bk5lBz0xQ8Pkn5b5uO7soEIu9bQvt8QfndG0a0+/NICZcLPT8Xq74RuXEnBXI2tR/KpKSlHbOxiazNxYQWluF4ceTr+ITDSc1Hspn288bYJBlAnzmNys8UM+U3AkyLwPzhd1uqQKYoyqQgDIPQygV497Zht7Rhz5nCgau9TPvuPqxoBIRALp9L80IvqQciZGzsIuuFbmx/LzIcRstIRzgc9M0vIH1dC9bBasKXLSGSAjIYxFsfRIsmYCVoyI4uLFcu8sIunFFjxF1e+tQyRCiCpQFaLA1TMFNDs8DRJ0n500akPfiaenIie+8sI2W/JP03axiqQ1KbN5Pay3Rm/LzjqI0p35lR+e61bifLXD6b5i/043xmCekPr0Fu2kVe8kJqb51B0ffWk/LSPmo/N5P88AK0N0a26FvoGu4OORDEAKw9B/A0Z7L77lwcbQaab/izIlUgUxRlUpCmieetfeBJYP835jB1XgMpj3sPZ/ZYNoe2hV7yfrsTy+/HZvAiYOtQ68bd0DiQ3cK7t5W6y3Npun4GwQJJ4atRms92EsycTebWXrrWpRHOs8A5sm47u7aRro8twkyAzsUmYGN0azh6BOH3hGh7/xyy0v10r8khVBDF5XNQ/mQH2TPaSPhH6pDXFC4Xte9PY8ZPmofcU61h1Xy0KOghSe7ju7D8Q3dLDpf+5jbS3QuJJB8OuPprm3HOXoGWkY7V0krxT3dQd/scchyLSDjQit3WcUqBNJQlSN7lwNErSVvXQ80wz1OBTFGUiU8IjMICulYU0lOukbpP0rOpkIzHY+NimsdD7XsTKftVFeYIPsBlRxd6RhoJl/eS6wrRu6mQc6/Yxrb2fA7OyKBoXiO9f8zH3n/iHaUHXTcaIePZvdhTCsh+rDo2kQGQUiKEgBnlHPhSMlZxhKTMAO5Ck659GXT3BUhbf+CoNFJ6Tja1N02l6JW+Y24MmrMxRMsiN8FSyM3LhlMMZNgWzuc38O5O1fTdYaLTC9BaWrF7eyl5cBfdl86kt6gQYReS9ujI0ksdqeDNfrqnuDHdAnvn/hOfcIia7KEoyoRnXrQQ61GJv0wjd30Yox9Sn9g40OXX/tF5ZOyyMA/lCBwuy+9nyveidK3Pob4rlen/uZs3a6bgNkzs7AjB3+WT+dtNJzWRwurqQm7ciR0IYIdC2KEQMhzGDoXoz/OSm9EDpoZcnYau2bg+5SPUnnB0S0oIOi8pJ3d9GNZuP+b99Nc2U/DD9Uz7zt5jL6AeIeFwoudkYxTkY+TlIgwDV10nwdzD4c3q7iHpibVk/nknvaUCo6zkpO9nJhhoJuQ+snVE3bmqRaYoysQlBPrMafRmOajdXMT0hw9itbaRKiVSCDS3G1FSiOUGzyMnt9EkGpR9dxtVX57L620z0fo1OrYlMvO3tVgtbXGZDeh6YTPe7Tk45kgSDjZT48wjeUUryfsHfyQLhxPf5xbjabUxXt18wutK08Tq6jr1Cmo60UsW0DbPSUKrRLMkUa8gklSO0Q9JDUeP4Nm9vZQ97qPqkwWU/qATu7f32JdPTcE2Dq+v05OT6V9RQX+mTtofNo14GYEKZIqiTFhGYQHN52fQtTRK8V81rJZWhMuFmFZGsDSZhks0kg9o5P+jAfMk1yDpXQGscJicDRaJuzuwq2qRpjnkZItRY1uYjU04G5sQhQX0F5pYvR6yaw93KupZWbRcNZX0PWEcr2yOz47Yx+D/6BKC2RpFv9pzODAKgZ6ZidA1rI4uhqqNdaCKpNochNsNxwlkTR+eQu7aXqQQ2OfOp7vUTWJjhJTHN5/UTEwVyBRFmZCEy0XTB4tJv6qB4OoCPK9uxz57LlUf8pKyD7w+k2m/70Nu3Hn8oKPp6FNLj9ndZlbVAJDw9PqhtziJM+nvxVNnUPyQidy1BVwutAQ37ZdPRdjgfH0bcgRBTBjGcVNVCcMg9N4FJLy5GzsQOOq4npVFb4lG4f2bsI5cJyYlVtvw1tMJ96E93o5Rb2FJ9PpWOq+LrRVL/8u2U5okogKZoigTktB1XN02/pCbSEmYyq/ORZgw7UfVmC1tsQz4w7mOJhD+vsOvHc64LR4+GZbfT9H/bUJLS6Xqy4uxEiSWWzLlT/2I1SMLYmg61f+zhJyNFgnPHKOrVdfpnOXAWjCP4h9uPSqAdK6cQub26Ekvdk452E/9R4pxdReR/XrzwBeFgSp6PAQKoPrmKRS+GkDbsAv7XYFXT0ujf14+vPbMsO6pApmiKBOSHQyS+uRmgoH5pObqJPosEt+uxhxmq+Ad0jQxfS1ALIj1XbmAlDX1mI1N8aj2cek52QjvofVeyR7kroPo2Zk0fKQU2wn5/wrjXL0L4XSe3PR522LKHzshah6zdSnDYQp/e4CqB3KhvBh27j18+rnzMRMErj+ceDzuWLS3tpK/1iBy0Xyqr8un9CedA8+iud003TqfaJpF6bP9NJ+TiP2epZQ82TQ44OVlUXe5Aa8N754qkCmKMmHJaISEp9eTcOj1SLr+9KwsZE4G9hEf1Fp5MUn/3IltjXEnoqZj5OVQ+4lSkOBpiU2ekOctxnJD8ZP1mLX1wKG1b6ewFYu1a9+JC4XDaJpEhA+3TDWPh/r3eCj9yc5hbeB5PNI0cby4kbSUZXR+cBYpv18by4n5mYV4m220qI4WMkmpsvA099O1JJdUh0HPvEyCWbHJ9IlVakG0oihnONnbi5CDEwlb+yvRZ0zF2nNgTOvSc90SbEOQetAi8ZktR3VtxnViyRB8N8ymv8PErjv8c/BfMYfMXeZJtQSPNS6X9NdNNPzXUtJTUxBeL+EUcHVB9oZewpkJeBqDaNsPYOTMpXd2BqkbfSTVNQBgyih7hnl/FcgURTkt2aHQ4ZaNEBgF+ZgNjVj7jr3TcjwIh5Nwqkb2z9bEkvuO6d2HFk4ToMtYAAqH0WdOw1+qU/iTzRx/D4GhaWXF2DUNRwVoMXsaWhRqb5tNJE1iGzaedVHYuBvzg4tw9sT+nd4ZzzsyFEo5/PCuApmiKKc/KZF9hyZ8xDHR7pDmTUfqjOn0+RMp/UMj4dIMhNuFmFFK7aUplPxsF9ZJdmlaB4b+cuCfnoxtQGh2PxlpfUSfy6K32In12aVIXZD4et2ozBRVgUxRlDOC1d0zLvdtXZJEYtN4TOw/tsb3F5DYbNH2yRlIDUp/U4k50p+PpmPkZIEWG9Oy/b3YfX2DAnbin9aR7PXS9rG5ZL3aifTHxivtvgAyEhlyr7WToQKZoihKvAiB1ARJz+04qS67eNGikuTdXST9sxE7GBy8mFwItMREAOT0YiIZsak24RQdMyEWtKJeMBMEjj6JIyhBgukRmAmC7A0B9C37Yl27gB0IkPHrobP5jxYVyBRFUeJFSiLJIBLcMErbq4yGvBea6FqaR99lmTj9sc0t09+sx2prp+XmRdiu2HYzSfUmro5YQHJX9SH6gkgpkb2xbtq6z88n95/1mPWxCRqa10vwwtn03bgAp1+S/Md1Y9KlqgKZoihKvAiB0w/2EQuyJwKzupak6lpSPB6EYWBXlFDziRKKf9SF7YKCvx/eKuadMHRk56jvCytAQtFLfuyOzoH37UAA97PrcWs6TXcsI3XuDOxtw517ePJU9ntFUZQ4EYYDJBMqk8iR7GAQy+9HbtiBxyeJLpuBq0siQsevb8Gzzbi7JM3nJCMK84a4sEXxnxuovywtlqrqeIRAT01Bz8xAn12BUZCP5naDpg/7OUYcyN58800+8IEPkJ+fjxCCp59+euBYNBrlzjvvZM6cOXi9XvLz8/nkJz9JU9PgFfSlpaUIIQb9+fa3vz2ozPbt2znvvPNwu90UFRXx3e9+d6RVVRRFGVd6fg6unok0OnZs2S/W0j3FhRGSmE3H3w7HOlhNYsOhYKdr6KkpR5Wx2zqIpEq0uTMGvS8cTsSC2chz5tP1qeX4vrCc5utn0/7+6fRNTaHjwmJaPrWAtlsWD7vuI+5aDAQCzJs3j5tuuomrr7560LFgMMjmzZv56le/yrx58+jq6uLzn/88H/zgB9m4ceOgsl//+te55ZZbBl4nJSUN/N3v97Ny5UouueQSHnroIXbs2MFNN91Eamoqt95660irrCiKMuaMgnw6zivA1T05ApnZ2ETGr4aftst4dRO5rwLTytnz7QoqPr8tlp9RCLSEBMLLZ3D5ezfwt6RFTP+CE2lZWO+ZR9MKNylVNl5fhMwNncjK2oGJIcBAFhdTRodfl2GXPOSyyy7jsssuG/JYSkoKL7300qD3fvrTn7J06VLq6uooLi4eeD8pKYnc3Nwhr/PYY48RiUT4zW9+g9PpZPbs2WzdupUf/OAHKpApijIpNF5TSuLlPhJvs8Y8c8do09xu5MwpiIN1R+0zZlfXoQey0UqLsPYdRK6Yx/5r3CRXajy3fzbSsGn+t8UIOzZbsvRXB7FaWoGRpRw7bv1G6TrH1NPTgxCC1NTUQe9/+9vfJiMjgwULFvC9730P84j0JmvWrOH888/H6Ty8C+mll17Kvn376DrGpnHhcBi/3z/oj6IoyniwLlyI5YbkL+qY1bXjXZ1TYhQWUPufC6n6SDLBC2YedVyaJlP/ezPWvoOx8i09CAlJH2zGbkpg1n0t5P1sI3mP7CDrF+sHgtjxCIcTze0afh2H/zgjFwqFuPPOO7nuuutITk4eeP8//uM/WLhwIenp6axevZq77rqL5uZmfvCDHwDg8/koKysbdK2cnJyBY2lpaUfd67777uPee++N49MoiqIMg6bTeJ6b8l9UDmTdn6yEYVDziRL0KHgPgPdf+4ZsRR05mcWqrGHaoy60XpvpXXsGFlrLaATN7cYO28edkq9nZlB7SwV2fwjuf3JY9YxbIItGo1x77bVIKXnwwQcHHbvjjjsG/j537lycTief/exnue+++3C5hh+Fj3TXXXcNuq7f76eoqOjkKq8oinKShCbwNkmqb56Cq3sKmduCaG9tHe9qnTRnLxhBSfqj64/Oiq/pR6f8khJ7+96jFoAbBfns+VYuM/6355ibnOoVU6n5cDY5GyNY0Qj7h1nHuASyd4JYbW0tr7766qDW2FCWLVuGaZrU1NRQUVFBbm4uLS2Dv8m88/pY42oul+ukg6CiKMpokOfMp/5CD2W/roqlbjJ0Wi8qJP2t8a7ZyZGmSfZPVx/zePstSxE2ZK3rwkx2Hzdgy2A/RX8ysKuO3dXafHE2pX9qITg1nc4pTnhlePUc9TGyd4LYgQMHePnll8nIyDjhOVu3bkXTNLKzswFYvnw5b775JtHo4VkrL730EhUVFUN2KyqKokwEgQI33kZJ9U3l+K4oofGDRTgDEydZ8GjLebWFjB0BpMuB5Tl+u8jq6sL97Poht3sBEC4XtgPs6nra5jvI3hAYdj1G3CLr6+vj4MGDA6+rq6vZunUr6enp5OXl8eEPf5jNmzfz7LPPYlkWPl9sPUJ6ejpOp5M1a9awbt06LrzwQpKSklizZg1f/OIX+fjHPz4QpK6//nruvfdebr75Zu6880527tzJj370I+6///6RVldRFGXMpLxRReP1Uyn+/ibEoclqdmDipKYaTcIwEKaF3t6LsCWuHQdOKZ+kEAI9IpFmlIQ2SfsCL6wf3rkjDmQbN27kwgsvHHj9zrjUjTfeyD333MPf/vY3AObPnz/ovNdee40LLrgAl8vFH//4R+655x7C4TBlZWV88YtfHDS+lZKSwosvvsiqVatYtGgRmZmZfO1rX1NT7xVFmdBiM/KmopUUHnMc6LSg6fg/vBhbBz0iCWbrpNRk4frHhpO+pDRNoomxNWgZv1ob33VkF1xwAfI4M06Odwxg4cKFrF279oT3mTt3Lv/6179GWj1FUZRxVfBCO23nZJN+GgeywFWLsQ0QFlhOQc/SEBm7T+2a0jTxtEi03GxEjz8WnY6fYGSAyrWoKIoyiuz9VUSST5BfcBxoSUn4vriCvmvPHlEew3fTp08hkqhhGwJPS5SM1c1kvO6iZZH7xHkVj8PIzaGvQCDbO2P7ldnD76hUgUxRFGUUSctCm1j7aAKxMSjTDYEcjd5rl5x0MKv/UA6RFEHbCpO6z1iYtQ2kP7IWacQWT5+spg9PoeRPzVCQQ/PnFtF6RdmJTzpEBTJFUZRRZrlAnzr8D+KxYPn9lDy0B9sB/Zka4csWjvgaelYWoUxJ1rZ+Zv2vj9KfEVtHJiV5b/ezf1URRsnI1+/6rzubqBd652ZT/4EsCp+sIuPhYc70QO1HpiiKMrqkpOgvDVR9qpCyPzmxdu0b7xoNsLq6KPzdAfZ9eQqRJAeF/xj+uWLBbPb9p5OKgloqwyWUfrUerbZ+4Lj21lZKmU/NDUU4/bFgFkmC0t/XIfv7keHIUXka3xHI0yh5spH6qwsofGAbZmD4U+9BBTJFUZRRZ9bUUf5Lk5obSymu8WIf8cGsTysHh4G1t/LorBhjwOroxNkzDSGJjWmdYIKenplBZE4JNe93UvG/HYSK8slzDLEWTEq0f22h8K3D42TWBQtoWVlEX7Egkmkx87tNmEcEv3ek743SemE+ORv7B/2shksFMkVRlDgwG5vI2ZhP+JyZOF48vI1VzbW5aBYkLkwn5fENYx/MbAtvgySYJ9DT07CO2OH5SN2fXE5/lqCvzCL3LcH0X7Rj7TuI40QbPh8RGPXXNpPxGiRetoSm8wwOfqaQKY8aA7tPv8P13AZOJS+TGiNTFEWJE/e2OvryHIPeK32iGWFCKF2j78NLBt7XvF6CVy+j/0NL416vpPooehjIzTpmmf4sgeWEkmdtkp7cMJDdfsSEIJKsY3kkU39eR+uFQ6cZPBUqkCmKosSLLeFdM9Ktg9UUPXqAUAZ0ztTQMzMw8nKp+495mG5Bb8G7OsqEgLPnYl2wEM3tHpVqGSELW4dougf73PmIJXMGzWLUPB56p5mEcmycz59aqzGychHOm30kVmuEKnLpWGRh5I1uMFNdi4qiKHEiC7LQokePQVltbeStKaXxAoOa2yowguBpkQTyNIoeqxy0Eaeemkr9+Yk4uyVZPVNgy65RqZvlhsprnWSt13D02wQXLyV7rZ9IhpuaDzjIKuog84v2KW1+KQyDmis1yjWb5HoLIxAlsdJFaFYBRvMwVzsPg2qRKYqixEn7whTSN7QNecz54mby/2ViBMAISJJrIxQ8sPmoPcyis0tIqbQQFmiB0KjUy7m/mUiGRe7bgtYLo6SsqSf3JR+hXA/9WQ70sIgFsVPITiJcLjo+uQQtotHzhwI8T61D7wzQvyCIwx858QVGQLXIFEVR4kCfNZ1QusA6WDN0AdvC9Y8N5B0xBf6dXBbRSxbhL3NiuQSRJCh5qpXQuVnUX5lD0T90rN3D3alraGazj/zXSrBcMPU3Ju0Xl5BUH8ZfYtA9UzLjgdZTyxWp6bR+eiGuK1tJfzKbrH/5sA2DAzdnU/ZgCLlhxynV/91UIFMURYmDzoXpFP+hBnOk40uaTucsF/m/2wOWhdUXQJQWkfHweqIXzSdUmIzjFPMaAnj/sg6AyPuW0PqeKNENLrI3+Ml7MYBZVXNK19aTE+mab1F2fxqOF9dgEetm1EMCLTz0Ni6nQnUtKoqixIGtC/oWFCJGuOGv0HVsA2R/P/0rKsC2MKtqiF40H98yFwm7mkangkJglJXQNt9B6iYnWb9Yj9y065SDGIDV3UPF57cNWnYgTZPyJzvoK/Gc8vXfTbXIFEVR4iDz2X20f6CC8EcWkLqrF70ngFlde8IFyAChbImWmRGbMXhIx2wXJT/egXmM7BgjFb14ITUXOMneZOF9bitylNezyXD46DfDkdhC7FGmApmiKEocWB2dpD26Fn3mNIIlKfiXJeMI5pGxoR1rz4FYIU2HxbOwEwywwfCH8J2TRvoOG7OhcdD1NAu0jLRjpnkaCWEY+M52MfXBGszGJsZsD2unAxmHjQFUIFMURYkXKbF278e1G3LcbqyFFTRcloV+cRZ6v8RKEBgBSeqBfhCC/sJEsjf2IjbvOSq45D/bQN21hRT9ogeru+fk66TpdN6whFCWTccFxaQ8NkpdlSeg52Sz599TcXRrBLNWkP3QuqPXpwmB5nJhh8OMJLqqQKYoijIG7FAIsXobeWsECA09OREZiWIHgwNl3hlNG+oz3Kypo/AFLy3XziL7se0jykmoJSUhhMDy+xELZiAkeBs10je2ntI6sZHwXTWF6Y8GYP0uWj+3DOEwkOHDd9dnTafxvZkIG1JqTFyvbwf/8K6tJnsoiqKMJSnBtrC6ewYFseGwt+0hfXc/df8xj+jKxQjjxG0RLSmJ6v+aQ+2qs0AIms9LIeOFSowgWAeqT3j+aHEEwF/mQZtbQc8si5ZbFqFPK0fPSCd8xRIO3O0hkgqmB+o+KGm+btawr60CmaIoyiSivb2Nkof24C92EHz/ifcUC1w0k2iyTcZuE33G1NiMyLxMgrkSPSsj/hUWAn12BaFMgSNoEyhJpPi52Iq5mo/mcvCnRTRcqKNVJ1D2o10UP+VD90bRzOH3LapApiiKMonoM6fR8pEZZD2xk45ZBnrF1OOW76owcPQKEne10fTeLLI3h2l6TyqRDIuWK6fEvb7Bq5ZSeV06/VmSSKJGX55Ow4UGOQ+tp+ibq0l50YPUIe8tE6u7B+tAFdP/x0/wvOF3naoxMkVRlEnE2ltJTks7Vm8vxX/rpPqj2ZT83YUcIgejkZtD35QoKbscNF+aR8FfarCy0zA9LhIaDcQwlgKcCs3tpnuqTuZ2G2ePiWd3LL9ibn8/lhlbGB1JFhS/YA6azWgdqKLsm4VUDfc+o1xvRVEUJZ5sa2APMXvnXsoePEDbkuRYlnwAIRAOJ8Llov6GKQhTQ1iQtTWI2dRMsNhLKNum5O9dh3NixUnHxxYQSZF0ztBI2FSNWd+AWd+A1d5x+HFc0HSugXdv66BzZdPwkwqrFpmiKMokZrW1oUWnos+chrV7P4Grl9K2QKP02QCOPknO24JwskSs3oaWkEDHLIO03WOzcizrlXqS6nJw7aofFLyOVPRXHyJqYtbUDXrfDvYP+z4qkCmKokxyGTv7aL4gk7yObjxNITy5XgxfN5lrt+O/7mxyVndhS4mMmiCgY6lJMDeNzO2jn/fwSGZ9A0Z9w3Gn+FsHhtuBeGyqa1FRFGWSkxt3kr25j+rPTcXh6yb7gdWxFo4QhFMFck8sWAhdI5we609M22vh7DFh6eBNNScj1SJTFEWZ7KSEtdspDc7APz8XT3UtAMLpxHIKZDS2/1f/RXNIPiiwnQ6aL7DQQk5sh4MZB5KxurrG8wlOiQpkiqIopwmttx/LmTrwOnrOWSQ1xjr27PcsoHOmg4IHNiNNk/ykJNAERE0s/zBTaExQKpApiqKcJlovyCd9TwDhchG+YA6+ZU7KfrwLCwhmOyn8mw8rFNtlejK3wN5NjZEpiqKcBvTkZEKZAr0rSNOqRbja+2NB7FCCYWevTet7cg5P0z+NqECmKIpyGrBmleL0S2o+kk3R45XITbsGZcl3vrAR0yMQ+vAnduhZWRjlpRjlpeipKfGo9qhQgUxRFOU0oB9sJOoVlD3ehOlrOeq4kZtDNPHo84zSYkIfWIpRVjL4ehVTqV41je7FuXQtzaXm32dj5ObEq/qnRI2RKYqinAas9g7yfrCaY60M6z63hII3Ytn25fJ5tC30IixJKEuQ93aY6o8X4G7Lx9Nm4/3LOpovycYIQn96rCsykmKz56ulZGwsJ/2RtcPa6XqsqECmKIpyBhASjO5+6v5rKY4+yHviALK3FyklMhym+G0XwjBovnkeiUvmEE0CW4eiP+9H9gXIy0in/qOlSH3iBLB3qECmKIpyhpCGhqtTkvmLNUdl25DhMDISwfRA0/lJFD3fTX+Bl4YbKyh4aBtmYxN5Pxib3aRHSgUyRVGUM4Q0NOTxZkZISckjlciMVKhvxr0nTIpzPnX/MY/0vRaev64bq6qOyIgne7z55pt84AMfID8/HyEETz/99KDjn/rUpxBCDPrzvve9b1CZzs5ObrjhBpKTk0lNTeXmm2+mr69vUJnt27dz3nnn4Xa7KSoq4rvf/e7In05RFOUMpGdmHDUxQwqovDaZ1Krocc+V0Sg1V2Xgu2E2NV9eRNN7BNEkibAnXpfiO0bcIgsEAsybN4+bbrqJq6++esgy73vf+3j44YcHXrtcrkHHb7jhBpqbm3nppZeIRqN8+tOf5tZbb+Xxxx8HwO/3s3LlSi655BIeeughduzYwU033URqaiq33nrrSKusKIpyRhAuF4Er5tM+V8d2SKb+0jWQVT71XzV4G3IRa7YBIM+ZT1+RGyR4WiLor2+OXSMhgeRqm5TH1sLZc9H6IlgpbsTqbeP1WCc04kB22WWXcdlllx23jMvlIjc3d8hje/bs4fnnn2fDhg0sXrwYgJ/85CdcfvnlfP/73yc/P5/HHnuMSCTCb37zG5xOJ7Nnz2br1q384Ac/UIFMURTlGPTsLHoLdMp/XoVMTqTm+kIcvYV4W2xSnt+Nsasapk+h4QOx1lrRX5tASuo+UkDB206QNk0fLCGl+lCrbe12bGCiL6GOyxjZ66+/TnZ2NmlpaVx00UV885vfJCMjA4A1a9aQmpo6EMQALrnkEjRNY926dVx11VWsWbOG888/H6fTOVDm0ksv5Tvf+Q5dXV2kpaUddc9wOEw4HB547Z/kucMURVEGaDo91y0h6hU4ApKUP2wA+9B0DSHQ5lRgux3I3hCmF0KzCjBe2UTht6sRuk73tQtpvXY2AFInlqrqYDXmoSn0yTV5tNy6GKmB12fh+ueG8XrSkzLqgex973sfV199NWVlZVRWVvLlL3+Zyy67jDVr1qDrOj6fj+zs7MGVMAzS09Px+WI7gvp8PsrKygaVycnJGTg2VCC77777uPfee0f7cRRFUcZd9KL5OPts0v62h54rZtNy+zLyn2/Brq4nePl8uqcaZOyM0HxFEiX/6KXh4iSK13iwg0GkbcW6CY/w7hmLiX/egHf5HJASsWb72D3YKBn1QPaxj31s4O9z5sxh7ty5TJkyhddff52LL754tG834K677uKOO+4YeO33+ykqKorb/RRFUcaKZknc7RHs3l6S/riWhIsW4fu+QWT1Yhy9kP/TTchwmCl7i6i9rgg9TGwTzeGyLcTbW+NW/3iL+/T78vJyMjMzOXjwIBdffDG5ubm0trYOKmOaJp2dnQPjarm5ubS0DE6x8s7rY429uVyuoyaVKIqinA6c9V20XphLxtux175lLvJ+INHfWANS8s58QrO2noLvNAAgJ1DmjXiLe67FhoYGOjo6yMvLA2D58uV0d3ezadOmgTKvvvoqtm2zbNmygTJvvvkm0ejhaaIvvfQSFRUVQ3YrKoqinM6sg9Vgx/YU6/jMcqQG+htbhk4TJeWESh81FkYcyPr6+ti6dStbt24FoLq6mq1bt1JXV0dfXx9f+tKXWLt2LTU1NbzyyitceeWVTJ06lUsvvRSAmTNn8r73vY9bbrmF9evX8/bbb3P77bfzsY99jPz8fACuv/56nM7/3969R0dR338Df39n9pbL7uZ+2dzDLVxTCJDGVrxRIPUCaluLtGJFLRa11bY/Du1TtfY5lVNOsdYqP/0dUX+P/kB9HoVjpVpBESzhnoAEieQeQm4k2d2EZDe7M5/njzQrC4FsAsnsLp/XOXtOmPnO7Hu/WfNxZr7zHQNWrFiB8vJyvPXWW3juuef8Th0yxtjVJGlvB6ruE7BW9yH7+WNXXbG6FEHDPP7cuXMnbrjhhguWL1++HBs2bMCSJUtQWloKu90Om82GBQsW4A9/+INvsAbQf0P0ww8/jPfffx+SJOHOO+/EX//6V0RHfz0189GjR7Fq1SocOHAACQkJeOSRR7B69eqAczqdTlitVlyPxdAJ/XA+ImOMBRU5MRG1Kycg46MuYP8XWscZE17yYCe2wuFwwGKxXLLtsAtZqOBCxhgLB3JCPGofmnRVFTEA8MKLnbQloELGzyNjjAUdKTISuqwM6LIyICcnDb1BmJLj41C78uorYlJkJOp/Myfg9jxpMGMs6HTeMQOKQUDfQ7CPl5D1XC/Uri6tY42503fnIeOfV1cRAwD7khmIO96L6gDbcyFjjAUFodNBRESg7a5p6EkWyH7+GBSnE3T3N+FcNAXR7wTnzOujQY6NRfNdefBGAuLwlwiL6z9CQOj6L/O45ufDmaWDOO+DJb99AsISDfsECRnPVQa8ay5kjDHNyRNyUfe9FOi7gdiTHiS+8QUUlwsAYH3nMBofmw1LZP9MFeFMTogH4mLgyo6FqZOQ9OphkHcYNzYHMefSQvQmSBAKIHkIKf9TDlK+nmPEO3siGu+ZDEhAzjtn4O60B7xvLmSMMW0JgTPXJCN1rwvyp/0zsKvnrCZPH2IrvHDeMgPRb+8dfB8hTo6x4sySKehOE+jN6UPKDh3idjfAe878saFMTkyEI0dC1rNlvv8ZOX+aLOmzUqR8hkHXDYULGWNMM2L2NDRda4Guh6DbU37RU2jmsiZ0XJM2ptnGihxjRev3p4AE0JvhBUjA+n8Pw+vp0zraFXO2MAfJB/tG7YiaCxljTBuSjNbZZqR90ALlZPWlp1RSCe4YAaHThc2ptgGdxZNBEqAYBGKPyEgucUANoyImJyaitUCH3JeqMFq/OR5+zxjThJw3DqpBQK1pGHKWCqW5FSQLiCnjxyjd2IkrOQ2hAq5EgqXOC3xVq3WkK6r7WzmIO67A29wydOMR4iMyxtiYEzodThUnIGXPWVAARx/k6YO1ygOS5TFIN3aE3gC1rR2KPh3jXjsNb3Wt3/XBUNe3cDYcOTrYXiob1c/FR2SMsTEndDqoOkA+GvgQ67AjBOpXz0b1b2ZANQANt9u0TnTFdWXokfbfJ0Z9tCkXMsbYmFPdblirFfTOm6J1FO0QIXWPG6oMdI1XYPvEoXWiK0pOTkJPqgD1eYZufJm4kDHGxh4Rout6QLIY1mZqROhfDZFMJsixsZBjY2Fs7kLsCSDvqUpQabnW0a4o99QMJO/vG9GMLHJsLM7cPzfg9qH/rWCMhRxhNKJ+oRk5b54OeCRb1IlW1PwoDVmHTVD/fbN0qJETE/HV6nGIbJJgsBMgAYkHHFDOtGsdbVToncM/GtNlZaDhexmwljkD32bY78IYY5dJyDJMbQRvdW3A23hr6hDRYgNCeMBH5/xxmDG3CqdfHgfrG/03d4fT4I7LJUVF4auH0kE6FWqPAdge2HZcyBhjmlANApBkQA1wHgdJhmIc3qnIYDAwh6Ta3Q3ZQzj5/gSkvXMoPOZPvARjSzdq74hH9ldxUNo7AtpG7elBzvu90HX2wF1eji8DfC8uZIyxMae63HDFA8q8fMg7Dw+9gSTDcfccyG6C2hs6pxVFwVQ03miFK4EwbrMTzkwZaX89BAqTqacuRSmvQEbUdDTek4eUZ/cEthERxL/Khj1FFQ/2YIyNOSHL8Eap0NsDK0rOH86BJ1Ig8fXDgR/Baaxv0Rw03miF5AWEAjR+x4rUPd1XRRHzOXgc0ugPWuQjMsbY2CNPHya92Izqe2zIORV/6cEOkoyuDAkZfzsCNUSKgNAbcGa6HukvHgG53ZDMZgCAYrdrGyxM8REZY0wT3upaxH6pQpijL91QVWCtVtBVPG1sgl0mYTSi9f4CmBtUqGfPgrxeKJ2dUDo7h5yKi40MFzLGmGYM3QpabrT1D/q4BOvOarRPkSEnJo5RspETE3IgeQDz2we0jqI5IQnQCMfnCL0h4LZcyFjQEkaj1hHYKDP+4zBkD9Bx79xL/uFS2tqQeMQLNT1pDNMNgxDQZaRDnjgOdbfHIfGgI2Su5Y2mrtsLYLSP7ChUGp8VeNsRvQNjY0DKTANE6A23ZsOgKoh5Yz9IAMo1Uy/aTOgN6ErXQSjBWRx0tlQcX2NDe2ESMrc5oJYd1zrSiAmdDp75BXDdMheuW+bCXTwHUmTkiPbltkiI//uJkQVp6wy4KRcyFrSUk9V8TeFqoCpI+rwNp78VAdliGbSJnJIECICOB+ckw+RyQXJJSNjZADoU2lNNSWYz6ov1aC6SEdHSC49ZxqmHvwH3zXMuvpEQEEZj/0t33hhCGtkt3+owBsbwqEXGmOaUikrYdptRt2oasjaUQ7H7T6Cr2h1wxwBSdgaUyhptQl6Cd2IGkvcD3oZTWke5bEpnJ8b/phSum2bg9LVmpL10BFa9Dg0PTkVGRQ6U6voLTpu6bp4D+wQdJDfgjgMy/+GAVNcMj3nkZ1SE0YBA5y/jIzLGWFCQdpfC9nkv6n42FXJsrN86tasLqSVutF+TEnSnm6UZeWhYGIXY3fVaR7liyO2GcdsBxFV40LgyH6SoSN7vwqnFqehZMtuvrWyx4Mx0HdL+pxJJL+5B9uYm2PPMOPHEeJjaCYqze0QZhC0l4LZ8RMYYCxrS7lLYpJmoWzkZWS+fAPW60HvdVHTm6ZFw1I2eZIG4yEioZ89qm3PgmtHEbNQujkHuS9XwNjVrmulKEXoDhF4HUhQYtx2E1TgXp346Hbb1+5C2V49Tj86COTYW5HbDcesMOHMkJB3ug9LaBgBQKmtgraxB/K50KE3NoBEOemkrSgBOBtaWCxljLKhIn5XCpnwDTXflQVIIQgHSN1WhaUkuTGdI05kxdBnpcM5JQ+cEGUY7QdUJ5L4cPkUMQqD+P2bDayZIbgHbv/rQPlVG1Kn+a9Wqy4X4Yx4035UHQYC+m5D+7OBTbl3OaVbJZIIrPvAjb0EUnlfTnU4nrFYrrsdi6IRe6ziMsRAmx8fB/p2J6JwkIXm/BxGfnxjRc7ZCAV2Tj8plJmR+oAICiCprhLfx9Jhm6LivCIbGs9j74RNwOBywXGQQ0AA+ImOMsSG483MgeQk5fzsBpb0jrB+9oq9rg+VENrwRQHeajI68bGT8Px28tWNzDVCOscIVJ2B5tSzgbXiwB2OMDULoDRAFUyHlT8bpa42w7j0V8ONIQpnaaYf+LMETJSH15cNI/3sran6cPqyZNoZDl5UBMXsadOlpkCIjoeRlIf5Lz7BuKOcjMsYYO58k48y9BejOADwWQuwXBO+pRq1TjQm1pwdxG0v6fwaAikqY2hL7B4B4+i66ndDp0L2kAF6TQFSTB7odh4Z8r94lc+HI0SHueB968zJwNjULJAMZH9px8Xe6EBcyxhg7T+eP50LXS7BUC8RU9KIzb2QzW4Q6OTYWtasmQ6gA9V2ktAgBOSYGzXflweggxO9swKnvZyFeFEC//eLFTDKb0WXTIfX5/SCvFwYAVkmGkGWolyiYg+5rWK0ZYyzMyfFxOGsTiNl8EJKX0JUTAbpK/1JSXx+iTxFUQ//N6BcQAu7i2ah/cDKimxRYNu+D91Qj0jdV4Uy+EZLJNOh+7fcUof7h6Yg/7gJ5z7nrWVUuedR3MXxExhhj53DcNBEp+9wgrxdxH1XBMyUdhq+aAp1kIqyoZ88i9rUSJOZmo/rHNpjr/G9SVvVAn0Ug48Uv/EZxelvPwNyQg8ZVs2Bq7x8Yr+8hmN89CPJ6Ya53Q5WNkD8rvSI5uZAxxtg5SACmmjPwon/WfemztquyiJ3LW12L7PXtEIMcYalO54UPPFUVRL+zD9b4OED0H852fmcc2u6bg8SNB6DfexzeKbMgT5kINUIP8WXNZd3kPuwD5l27duHWW2+FzWaDEAJbtmzxWy+EGPS1bt06X5vs7OwL1q9du9ZvP0ePHsW1114Lk8mEjIwM/OlPfxrZJ2SMsQAJoxFnUyVADecB9iOjdnVBaWu74HXRG9SJoJxp97WzbNoHfQ+hd9EsAIBiAr66LxbN11hQ/2g+dGm2EWcbdiE7e/Ys8vPz8cILLwy6vqmpye+1ceNGCCFw5513+rV7+umn/do98sgjvnVOpxMLFixAVlYWDh06hHXr1uGpp57Cyy+/PNy4jDEWEKHTofW+WYhsUeFtGNsbgK8K1D8QpO0bOgirBfqzhPGbumFwEFQjUPmzLMgx1hHtetinFouLi1FcXHzR9Skp/udQt27dihtuuAG5ubl+y81m8wVtB7z55pvo6+vDxo0bYTAYMHXqVJSVlWH9+vV48MEHhxuZMcYuSegNaF1RAFMHwfz2Pn580CjxnmpE+icJqP/JeKTsdUGJ0iP2/+yH4fbZaLzFC8/0XEi7h3/dbFTH4rS0tOCDDz7AihUrLli3du1axMfHY+bMmVi3bh2854xcKSkpwbx582AwfH0D3sKFC1FRUYHOzsEftuZ2u+F0Ov1ejDE2FGE0ouWB2TDZuYiNBbHnCAwOgn7/CZxNNaL5kUK0FkiQHHoIZWSndEd1sMfrr78Os9mMO+64w2/5o48+ilmzZiEuLg579uzBmjVr0NTUhPXr1wMAmpubkZOT47dNcnKyb13seY94AIBnnnkGv//970fpkzDGwpIQaP3JLER0qDC/fYCL2BiRvEDPjdNgfmsfLDo93DfOQO1iCbpjNRjJXPmjekS2ceNGLFu2DKbzRro8/vjjuP766zFjxgysXLkSf/7zn/H888/DfRmzWq9ZswYOh8P3amhouNz4jLEwJwwGqHoB81v7hjUlErs8Cf99GPYJOrhumQPyemD67BgsFTogKX5E+xu1QrZ7925UVFTg/vvvH7JtYWEhvF4vamtrAfRfZ2tpafFrM/Dvi11XMxqNsFgsfi/GGBuKUMBHYmOM3G7YXipD5wQdXDfPgepyIfVzB+q+nwo5OWnY+xu1QvbKK6+goKAA+fn5Q7YtKyuDJElISur/AEVFRdi1axc8Ho+vzccff4xJkyYNelqRMcZGovc7+ZD7uIhpQe3pQdp/lsE+QQd38RzQ4eNI39GF2vvHo2/h7KF3cI5hF7Lu7m6UlZWhrKwMAFBTU4OysjLU1389xb/T6cQ777wz6NFYSUkJ/vKXv+DIkSOorq7Gm2++icceeww/+tGPfEXq7rvvhsFgwIoVK1BeXo633noLzz33HB5//PHhxmWMsUFJJhM6JuuQuOmo1lGuWmpPD9JeOYb2qXpIRiOw/wtk/fkw7BMMkCeNC3g/wx7scfDgQdxwww2+fw8Ul+XLl+O1114DAGzevBlEhKVLl16wvdFoxObNm/HUU0/B7XYjJycHjz32mF+Rslqt+Oc//4lVq1ahoKAACQkJeOKJJ3joPWPsilBumIWmWSZYqxWoPT1ax7mqKV1diGpS4f72VOh3HIaIjkLyvi70pFuAisD2wU+IZoxdPYRA721z4MjRIX3LKXjrG3mQRxAQM6fClRIJ08el8H57BgynHejIi8aBrb/jJ0QzxpgwGiEmjwPJAs7xZpxNlZC64RC8lzFKmo0O8noh7zwMyp88rO2u0ocTMMauFursyWgpssKdGAlTuwe2l8suPj8g04TU50XHZD2E0QgAcE6ywlzTHfj2oxWMMcaCgSdah/gvemH48AD02w/xNbEgpBz/CtYaBS33FwBCIKbkFByTzAFvz4WMMRa25BgrmgsNMFQ1ax2FXQoRzLtO4mwGQWdLhfdUI/TdgU9XxYWMMRa+9AaY6wneJi5kwa5zwUQoaS60LMoCiBBZ1zX0Rv/GhYwxFraopwf2iYA8IXfoxkxTkS0eGCsi0J0p0P2Db6IzPybgbbmQMcbCljAYILsE4Ax84ADThrG8AYqR4E7vQ2uBQMw7hwPeloffM8bCl04Hcz1BaWnVOgkbQueNucjc7oKqk+DMAkgN/BZnPiJjjIUtYY4CCa1TsCEJAU+kgKG6DYZ/lYNkoO3+wOdb5CMyxljYqv+eDenbOjCyxzWysSJPnoC+GAGltQ3kdiP+v0rgJc/QG/4bH5ExxsKTEJBdgFoe4IR9TDNqpAFxxz0jvlGdCxljLCy5bp4DXQ/xs8aCnDAaUb/Qgsh654j3wYWMMRZ2JLMZ7dN0SNpaqXUUNgSh0yGijaBcxpEzXyNjjIUddWoOLDUqlDNntI7CziP0BkD69wicKePReIMVEW2Xd9TMhYwxFnZICES0efi0YpDRZaSj+r5MmNoAjxnQ9QDuWELaPztBRiNfI2OMMRacdBnpOPu9QjR/NwOqnhDVoiCilWBp8CLnXSfaimLRsqKg/2jt32jutMD3PxqhGWNMK1JUFBqui0L6Rw7w8Zj2dCnJ+GpVBiABqp4Qf0TAfNKBpv+IQPL7RlBpOeKPyOj6wRycfmQ2ZBcAAbglF7A/wPcY1U/AGGNjrOm+fCTvd4NKy7WOwiQZVQ+NAwTBYBfIfP4Y1O5uwGhExBez0DkJiE2zwdt4Gua39sGi0/s29XhdCHT4BxcyxljYkMfnwBMN6HaWaR2F/ZsgwOAQyHqxHEpXF3TpaThzYyZ6MhQYOiRQpKm/IRHI0/f1hqQE/B58jYwxFjY6CpOh6oGmxwohzcjTOg4DQAKw1KpQ7A7I8XGoXpEFU6cC63EZ1kqg6t5k35OhR4oLGWMsbMSWOxH7lYr0rU346r4YyDFWrSNd1XQZNigRX1+p7JuejbjjCqI+Pwmdi5DwST364hQ0PVQAKSpqxO/DhYwxFjbUsuOIbO5D4y2pSDwAKPz4Fk2dvjmjf9JmAiDJqCs2IrquB+R2Q9UDIIKuS0Z3pgrvrIkjfh++RsYYCw9CoG9BAc5MNyBzUy28TS2AGvh1FnblmTpVeKMkxGw9AlVVkLO1B3W3RCNqZj6Sd7bB8c0MKEbC5HUNUJpbRjzKlAsZY8xHtliACFPIPb9Ll5MFR0EKHLky0v9WBm9Pj9aRGADLpr2wCAERFwtv0WTU3qxH8j5CZGsfHDPicXqBisn/qw7ey/y+cSFjjPUTAkhPAU41a51k2E4tSUNimQuWf34JhYtYUJGMRtT9NA+mojNQ2yzozDNAkAGqDoAgiKjIy34PLmSMsX5EUI5/pXWKYRO6/j9jut1HoXi9Gqdh55OSE9GbqoD2JWDKq7UgtxtKhx265ER05uVcmfe4InthjDENCKMRbSvmILJFBXERC04qITrDidgKBWq8BcqZdkBV4G1qRvJ+BSceSQEk+bLeggsZYyxkSeOzIVTAsvmA1lHYRSjNrbD9bxmOXBm1S+L81kV9XoFJG9oue1AOFzLGWEgSOh3qbotHwkEnj04MYuTpAx08hoy/HYESQehbONu3TrE7oHxVddnvwYWMsVEiTxznu37DrjwxZTz03eA5FUMEud0QKuAxX95pxMFwIWNslCiVtXzdZpRI0/JQe0cc0t6t1ToKCwJcyBgbLXy6a1ToUpJRe2cccv+rFt7G01rHYUGACxljLKQ4i7KRcFThIhZqZk6GN8vVP2XVFcaFjDEWMtzFc+DMlhH90RdaR2HD1HSNGXK9CdaPT1zxfXMhY4yFBMlkQvtUPdJeOQaVZ+8IOZIHMHYIKHbHld/3Fd8jY4yNAve3pyKqSYXS1aV1FBZkuJAxxoKebLGg8ToDYr+wQ8hXfvg2G32ymwCBUbklhQsZYyzokaIg+hTQck0sGh+bC1EwFfKEXK1jsWFIeOMwzmYr6Lll1hXfd9jerUnU/2QbLzwY8UNuGGPBoduOmP/cBQAQBVNwNtaE5mIrbLunAgAMe7+E6nJrmZANxe1F1htOGOrPwEueIZt70d9m4G/5pQgKpFUIqq6uxrhx47SOwRhj7DI0NDQgPT39km3C9ogsLq5/csr6+npYrVaN0wTO6XQiIyMDDQ0NsFgsWscJWKjmBkI3O+ceW5x7bBERurq6YLPZhmwbtoVMkvov/1mt1pD65Q2wWCyce4yFanbOPbY499gJ9CCEB3swxhgLaVzIGGOMhbSwLWRGoxFPPvkkjEaj1lGGhXOPvVDNzrnHFucOXmE7apExxtjVIWyPyBhjjF0duJAxxhgLaVzIGGOMhTQuZIwxxkIaFzLGGGMhLSwL2QsvvIDs7GyYTCYUFhZi//79muZ55plnMGfOHJjNZiQlJWHJkiWoqKjwa3P99ddDCOH3WrlypV+b+vp63HzzzYiMjERSUhJ+/etfw+v1jlrup5566oJMeXl5vvUulwurVq1CfHw8oqOjceedd6KlpUXTzAOys7MvyC6EwKpVqwAET3/v2rULt956K2w2G4QQ2LJli996IsITTzyB1NRUREREYP78+Th58qRfm46ODixbtgwWiwUxMTFYsWIFuru7/docPXoU1157LUwmEzIyMvCnP/1p1HJ7PB6sXr0a06dPR1RUFGw2G+655x6cPn3abx+D/Y7Wrl2rWW4AuPfeey/ItGjRIr82wdbfAAb9rgshsG7dOl8bLfp7zFCY2bx5MxkMBtq4cSOVl5fTAw88QDExMdTS0qJZpoULF9Krr75Kx44do7KyMvrud79LmZmZ1N3d7Wtz3XXX0QMPPEBNTU2+l8Ph8K33er00bdo0mj9/PpWWltK2bdsoISGB1qxZM2q5n3zySZo6dapfpra2Nt/6lStXUkZGBu3YsYMOHjxI3/zmN+maa67RNPOA1tZWv9wff/wxAaBPP/2UiIKnv7dt20a//e1v6d133yUA9N577/mtX7t2LVmtVtqyZQsdOXKEbrvtNsrJyaHe3l5fm0WLFlF+fj7t3buXdu/eTePHj6elS5f61jscDkpOTqZly5bRsWPHaNOmTRQREUEvvfTSqOS22+00f/58euutt+jEiRNUUlJCc+fOpYKCAr99ZGVl0dNPP+33Ozj3v4mxzk1EtHz5clq0aJFfpo6ODr82wdbfROSXt6mpiTZu3EhCCKqqqvK10aK/x0rYFbK5c+fSqlWrfP9WFIVsNhs988wzGqby19raSgDos88+8y277rrr6Oc///lFt9m2bRtJkkTNzc2+ZRs2bCCLxUJut3tUcj755JOUn58/6Dq73U56vZ7eeecd37Ivv/ySAFBJSYlmmS/m5z//OY0bN45UVSWi4Ozv8/9AqapKKSkptG7dOt8yu91ORqORNm3aREREx48fJwB04MABX5t//OMfJISgxsZGIiJ68cUXKTY21i/36tWradKkSaOSezD79+8nAFRXV+dblpWVRc8+++xFt9Ei9/Lly2nx4sUX3SZU+nvx4sV04403+i3Tur9HU1idWuzr68OhQ4cwf/583zJJkjB//nyUlJRomMyfw+EA8PUM/QPefPNNJCQkYNq0aVizZg16enp860pKSjB9+nQkJyf7li1cuBBOpxPl5eWjlvXkyZOw2WzIzc3FsmXLUF9fDwA4dOgQPB6PX1/n5eUhMzPT19daZT5fX18f3njjDdx3330QQviWB2N/n6umpgbNzc1+fWy1WlFYWOjXxzExMZg9e7avzfz58yFJEvbt2+drM2/ePBgMBr/PUlFRgc7OzjH5LA6HA0IIxMTE+C1fu3Yt4uPjMXPmTKxbt87v1K1WuXfu3ImkpCRMmjQJDz30ENrb2/0yBXt/t7S04IMPPsCKFSsuWBeM/X0lhNXs92fOnIGiKH5/fAAgOTkZJ06c0CiVP1VV8Ytf/ALf+ta3MG3aNN/yu+++G1lZWbDZbDh69ChWr16NiooKvPvuuwCA5ubmQT/XwLrRUFhYiNdeew2TJk1CU1MTfv/73+Paa6/FsWPH0NzcDIPBcMEfpuTkZF8eLTIPZsuWLbDb7bj33nt9y4Kxv8838D6D5Ti3j5OSkvzW63Q6xMXF+bXJycm5YB8D62JjY0cl/wCXy4XVq1dj6dKlfrOvP/roo5g1axbi4uKwZ88erFmzBk1NTVi/fr1muRctWoQ77rgDOTk5qKqqwm9+8xsUFxejpKQEsiyHRH+//vrrMJvNuOOOO/yWB2N/XylhVchCwapVq3Ds2DF8/vnnfssffPBB38/Tp09HamoqbrrpJlRVVWn2gNDi4mLfzzNmzEBhYSGysrLw9ttvIyIiQpNMI/HKK6+guLjY77lGwdjf4cjj8eAHP/gBiAgbNmzwW/f444/7fp4xYwYMBgN++tOf4plnntFsXsAf/vCHvp+nT5+OGTNmYNy4cdi5cyduuukmTTIN18aNG7Fs2TKYTCa/5cHY31dKWJ1aTEhIgCzLF4yca2lpQUpKikapvvbwww/j73//Oz799NMhn3haWFgIAKisrAQApKSkDPq5BtaNhZiYGEycOBGVlZVISUlBX18f7Hb7BZkG8gRD5rq6Omzfvh3333//JdsFY38PvM+lvs8pKSlobW31W+/1etHR0aH572GgiNXV1eHjjz8e8llYhYWF8Hq9qK2t9WXT+neQm5uLhIQEv+9FsPY3AOzevRsVFRVDft+B4OzvkQqrQmYwGFBQUIAdO3b4lqmqih07dqCoqEizXESEhx9+GO+99x4++eSTCw7fB1NWVgYASE1NBQAUFRXhiy++8PuPaOCPw5QpU0Yl9/m6u7tRVVWF1NRUFBQUQK/X+/V1RUUF6uvrfX0dDJlfffVVJCUl4eabb75ku2Ds75ycHKSkpPj1sdPpxL59+/z62G6349ChQ742n3zyCVRV9RXnoqIi7Nq1Cx6Px++zTJo0adROFw0UsZMnT2L79u2Ij48fcpuysjJIkuQ7dadF7vOdOnUK7e3tft+LYOzvAa+88goKCgqQn58/ZNtg7O8R03q0yZW2efNmMhqN9Nprr9Hx48fpwQcfpJiYGL/RZ2PtoYceIqvVSjt37vQb+trT00NERJWVlfT000/TwYMHqaamhrZu3Uq5ubk0b9483z4GhoMvWLCAysrK6MMPP6TExMRRHcr+y1/+knbu3Ek1NTX0r3/9i+bPn08JCQnU2tpKRP3D7zMzM+mTTz6hgwcPUlFRERUVFWma+VyKolBmZiatXr3ab3kw9XdXVxeVlpZSaWkpAaD169dTaWmpb3Tf2rVrKSYmhrZu3UpHjx6lxYsXDzr8fubMmbRv3z76/PPPacKECX7Dwe12OyUnJ9OPf/xjOnbsGG3evJkiIyMva1j1pXL39fXRbbfdRunp6VRWVub3nR8YEbdnzx569tlnqaysjKqqquiNN96gxMREuueeezTL3dXVRb/61a+opKSEampqaPv27TRr1iyaMGECuVwu3z6Crb8HOBwOioyMpA0bNlywvVb9PVbCrpARET3//POUmZlJBoOB5s6dS3v37tU0D4BBX6+++ioREdXX19O8efMoLi6OjEYjjR8/nn7961/73ddERFRbW0vFxcUUERFBCQkJ9Mtf/pI8Hs+o5b7rrrsoNTWVDAYDpaWl0V133UWVlZW+9b29vfSzn/2MYmNjKTIykm6//XZqamrSNPO5PvroIwJAFRUVfsuDqb8//fTTQb8by5cvJ6L+Ifi/+93vKDk5mYxGI910000XfJ729nZaunQpRUdHk8VioZ/85CfU1dXl1+bIkSP07W9/m4xGI6WlpdHatWtHLXdNTc1Fv/MD9/EdOnSICgsLyWq1kslkosmTJ9Mf//hHv4Ix1rl7enpowYIFlJiYSHq9nrKysuiBBx644H+Cg62/B7z00ksUERFBdrv9gu216u+xws8jY4wxFtLC6hoZY4yxqw8XMsYYYyGNCxljjLGQxoWMMcZYSONCxhhjLKRxIWOMMRbSuJAxxhgLaVzIGGOMhTQuZIwxxkIaFzLGGGMhjQsZY4yxkPb/Aec8Kz20s3GMAAAAAElFTkSuQmCC\n" + }, + "metadata": {} + } + ], + "source": [ + "plt.imshow((np.abs(sobel_y[0]) > 1) + (np.abs(sobel_x[0]) > 1))" + ] + }, + { + "cell_type": "code", + "source": [], + "metadata": { + "id": "mEe8cHOd38Hl" + }, + "execution_count": null, + "outputs": [] + } + ], + "metadata": { + "colab": { + "provenance": [], + "gpuType": "A100", + "machine_shape": "hm" + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.15" + }, + "accelerator": "GPU" + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file diff --git a/workspaces/julieanna/edge_metrics_plots.ipynb b/workspaces/julieanna/edge_metrics_plots.ipynb new file mode 100644 index 0000000..af15c6b --- /dev/null +++ b/workspaces/julieanna/edge_metrics_plots.ipynb @@ -0,0 +1,2112 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "source": [ + "# Results + Plots of Model Metrics" + ], + "metadata": { + "id": "JLdU6u3snv-X" + } + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "3ruHX4K3DWYc", + "outputId": "bffabe9a-a3f3-403f-924a-5981924034d1" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "We're running Colab\n" + ] + } + ], + "source": [ + "try:\n", + " from google.colab import drive\n", + "\n", + " IN_COLAB = True\n", + "except ModuleNotFoundError:\n", + " IN_COLAB = False\n", + "\n", + "if IN_COLAB:\n", + " print(\"We're running Colab\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vQ6hZkV_cpBr" + }, + "source": [ + "# Mount the Google Drive (if we're in Colab), switch current directory to a directory on the Google Drive\n", + "- we will (optionally) create the specified directory on the Google Drive if it doesn't exist\n", + "\n", + "- navigate to our Harvard Capstone shared folder -> right-click -> organize -> add shortcut -> all locations -> add \"My Drive\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Wyo0Xe4vbX6n", + "outputId": "0d996a4a-1578-43e4-8714-e8bafa4acb88" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Colab: mounting Google drive on /content/gdrive\n", + "Mounted at /content/gdrive\n", + "\n", + "Colab: Changing directory to /content/gdrive/My Drive/Harvard Capstone/Modeling/UNet\n", + "/content/gdrive/.shortcut-targets-by-id/1eW3hLH0IEClxPvf9Y2NP-NAtoaEftFcx/UNet\n" + ] + } + ], + "source": [ + "if IN_COLAB:\n", + " # Mount the Google Drive at mount\n", + " mount = \"/content/gdrive\"\n", + " print(\"Colab: mounting Google drive on \", mount)\n", + "\n", + " drive.mount(mount)\n", + "\n", + " # Switch to the directory on the Google Drive that you want to use\n", + " import os\n", + "\n", + " drive_root = mount + \"/My Drive/Harvard Capstone/Modeling/UNet\"\n", + "\n", + " # Create drive_root if it doesn't exist\n", + " # create_drive_root = True\n", + " # if create_drive_root:\n", + " # print(\"\\nColab: making sure \", drive_root, \" exists.\")\n", + " # os.makedirs(drive_root, exist_ok=True)\n", + "\n", + " # Change to the directory\n", + " print(\"\\nColab: Changing directory to \", drive_root)\n", + " %cd $drive_root" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 35 + }, + "id": "9gpzZZtUh30m", + "outputId": "44952aee-9d97-4b37-bf0a-f89ced11c151" + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "'/content/gdrive/.shortcut-targets-by-id/1eW3hLH0IEClxPvf9Y2NP-NAtoaEftFcx/UNet'" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "string" + } + }, + "metadata": {}, + "execution_count": 3 + } + ], + "source": [ + "# Verify we're in the correct working directory\n", + "%pwd" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Rz8POlq3lHSq" + }, + "source": [ + "## Verify that imports (of modules on the Google Drive) work" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "f2Hsz8qQlGvo" + }, + "outputs": [], + "source": [ + "import glob, json, os\n", + "import datetime as dt\n", + "import datetime\n", + "from IPython.display import HTML\n", + "from pathlib import Path\n", + "import json\n", + "from functools import partial\n", + "import gc\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib.colors import ListedColormap\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.metrics import accuracy_score\n", + "from scipy import ndimage\n", + "from scipy.ndimage import sobel, binary_erosion, label\n", + "import skimage\n", + "import numba\n", + "import scipy\n", + "import scipy.spatial\n", + "import sklearn" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "3AgGBD1OkNDt" + }, + "source": [ + "# Set configuration constants" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "dzcSg_26piy6" + }, + "outputs": [], + "source": [ + "data_root = \"masked_ims_netcdf_1km_cropped_2_000km_window_74lat_-170lon/\"\n", + "lstm_data_root = \"lstm_data\"\n", + "if not IN_COLAB:\n", + " data_root = os.path.join(\"..\", \"data\", data_root)\n", + " # tf.config.set_visible_devices([], \"GPU\")\n", + "WINDOW_SIZE = 2000 # km" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "UxHWAk-CkNDv" + }, + "outputs": [], + "source": [ + "batch_size = 1\n", + "test_batch_size = 1" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "mF_OAkaguyYw" + }, + "source": [ + "# Load Data Functions" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "ateDQBlOvLkk" + }, + "outputs": [], + "source": [ + "# Define a function to load a single .nc file for a given year and day\n", + "def load_nc_file(year, day) -> xr.Dataset:\n", + " \"\"\"Loads the cropped, grid-corrected netcdf files on the Beaufort Sea with 74,0lat_-170,0lon\"\"\"\n", + " # Generate the file path based on the year and day\n", + " file_path = os.path.join(\n", + " data_root,\n", + " str(year),\n", + " f\"ims{year}{day:03d}_1km_v1.3_grid{WINDOW_SIZE}_74,0lat_-170,0lon.nc\",\n", + " )\n", + "\n", + " # Load the .nc file using xarray\n", + " with xr.open_dataset(file_path) as dataset:\n", + " return dataset" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "l3eX9zUTvIFi" + }, + "outputs": [], + "source": [ + "def load_sie_data(year, day) -> np.array:\n", + " \"\"\"Returns a 2D numpy array copy of the IMS surface values\"\"\"\n", + " return load_nc_file(year, day).IMS_Surface_Values[0].values.copy()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "qvYdu-Ls2REx" + }, + "outputs": [], + "source": [ + "def load_pred_lstm(year, day, month):\n", + " file_path = os.path.join(\n", + " lstm_data_root,\n", + " f\"2023_npy_{month}_predicted\",\n", + " f\"ims{year}{day:03d}_1km_v1_grid1000.npy\",\n", + " )\n", + " return np.load(file_path)\n", + "\n", + "\n", + "def load_actual_lstm(year, day, month):\n", + " file_path = os.path.join(\n", + " lstm_data_root,\n", + " f\"2023_npy_{month}_actual\",\n", + " f\"ims{year}{day:03d}_1km_v1_grid1000.npy\",\n", + " )\n", + " return np.load(file_path)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "lvgvr_tRvFRh" + }, + "outputs": [], + "source": [ + "def load_binary_actual_sie_data(year, day, month) -> np.array:\n", + " \"\"\"Returns a 2D numpy array copy of the IMS surface values\"\"\"\n", + " sie = load_actual_lstm(year, day, month)\n", + " binary_sie = sie.copy()\n", + "\n", + " # Sea and Lake Ice is treated as 1\n", + " binary_sie[sie == 3] = 1\n", + "\n", + " binary_sie[sie != 3] = 0\n", + " binary_sie[sie == 2] = 0\n", + " binary_sie[sie == 4] = 0\n", + " return binary_sie" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "gdghvrzSDmLs" + }, + "outputs": [], + "source": [ + "def load_masked_binary_sie_data(year, day) -> np.array:\n", + " sie = load_sie_data(year, day)\n", + " binary_sie = sie.copy()\n", + " # Send land to the open water class so we have 0 (not sea ice) and 1 (sea ice).\n", + " binary_sie[sie == 2] = 0\n", + "\n", + " return binary_sie" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Ai5SZh5AOg7K" + }, + "source": [ + "### Provide a path to a folder with the .npy predictions\n", + "\n", + " # no lake mask, 3 day lookback, small model\n", + " final_model = \"./Saved Models/sobel_unet_with_2d_output_model.h5py\"\n", + "\n", + " # lake mask, seven epochs, 3 day lookback, big model\n", + " model_path = \"./model_checkpoints/jbacon/unet_sobel_with_sie_02:49PM_April_22_2024_2000km_3dayhistory/cp-0007.ckpt\"\n", + "\n", + " # lake mask, 9 epochs, 4 day lookback, small model\n", + " small_model_path = \"./model_checkpoints/jbacon/unet_sobel_with_sie_10:04PM_April_21_2024_2000km_4dayhistory/cp-0009.ckpt\"\n", + "\n", + " sobel_checkpoint_dir = pathlib.Path(model_path).parent\n", + "\n", + " # big unet 3 day lookback masked\n", + "\n", + " model_path = \"./model_checkpoints/jbacon/unet_04:00AM_April_22_2024_2000km/cp-0009.ckpt\"\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "cpb2YrLpSvi9" + }, + "outputs": [], + "source": [ + "# 4 day lookback\n", + "small_unet_prediction_directory = (\n", + " \"./model_checkpoints/jbacon/unet_11:36PM_April_19_2024_2000km\"\n", + ")\n", + "\n", + "# small_big_epochs_unmasked_sobel_prediction_directory = \"./Saved Models\"\n", + "# small_unmasked_3_day_sobel = \"./model_checkpoints/jbacon/unet_sobel_with_sie_10:10PM_March_30_2024_2000km\"\n", + "small_sobel_masked_4_day = \"./model_checkpoints/jbacon/unet_sobel_with_sie_10:04PM_April_21_2024_2000km_4dayhistory\"\n", + "\n", + "big_unet_path = \"./model_checkpoints/jbacon/unet_04:00AM_April_22_2024_2000km\"\n", + "\n", + "big_sobel_path = \"./model_checkpoints/jbacon/unet_sobel_with_sie_02:49PM_April_22_2024_2000km_3dayhistory\"\n", + "\n", + "lstm_prediction_directory = \"./lstm_data\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Di98pu-YCAbO" + }, + "source": [ + "# Compare Model Performances" + ] + }, + { + "cell_type": "code", + "source": [ + "dataset = \"validation\"\n", + "unet_model_results = os.path.join(\n", + " \".\", Path(big_unet_path), f\"model_{dataset}_all_metrics_fixed_accuracy_results.json\"\n", + ")\n", + "small_unet_model_results = os.path.join(\n", + " \".\",\n", + " Path(small_unet_prediction_directory),\n", + " f\"model_{dataset}_all_metrics_fixed_accuracy_results.json\",\n", + ")\n", + "\n", + "sobel_model_results = os.path.join(\n", + " \".\",\n", + " Path(big_sobel_path),\n", + " f\"model_{dataset}_all_metrics_fixed_accuracy_results.json\",\n", + ")\n", + "small_sobel_model_results = os.path.join(\n", + " \".\",\n", + " Path(small_sobel_masked_4_day),\n", + " f\"model_{dataset}_all_metrics_fixed_accuracy_results.json\",\n", + ")\n", + "\n", + "lstm_model_results = os.path.join(\n", + " \".\",\n", + " Path(lstm_prediction_directory),\n", + " f\"model_validation_threshold0_5_fixed_lookback_results_results.json\",\n", + ")\n", + "lstm_smaller_thresh_model_results = os.path.join(\n", + " \".\",\n", + " Path(lstm_prediction_directory),\n", + " \"model_validation_threshold0_2_fixed_lookback_results_results.json\",\n", + ")\n", + "\n", + "# Add another model results dir to this list\n", + "results_filepaths = {\n", + " \"unet\": unet_model_results,\n", + " \"small_unet\": small_unet_model_results,\n", + " \"sobel\": sobel_model_results,\n", + " \"small_sobel\": small_sobel_model_results,\n", + " \"lstm_0.5thres\": lstm_model_results,\n", + " \"lstm_0.2thres\": lstm_smaller_thresh_model_results,\n", + "}" + ], + "metadata": { + "id": "swV-nP3ZYFgv" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [], + "metadata": { + "id": "mgYJuEgsYa6r" + } + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "XROC05TCJ9j3" + }, + "outputs": [], + "source": [ + "# dataset = \"validation\"\n", + "# unet_model_results = os.path.join(\".\", Path(big_unet_path), \"model_validation_fixed_lookback_2023accuracy_ratio_results.json\")\n", + "# small_unet_model_results = os.path.join(\".\", Path(small_unet_prediction_directory), \"model_validation_fixed_lookback_2023accuracy_ratio_results.json\")\n", + "\n", + "# sobel_model_results = os.path.join(\".\", Path(big_sobel_path), \"model_test_fixed_lookback_2023accuracy_ratio_results.json\")\n", + "# small_sobel_model_results = os.path.join(\".\", Path(small_sobel_masked_4_day), \"model_test_fixed_lookback_2023accuracy_ratio_results.json\")\n", + "\n", + "# lstm_model_results = os.path.join(\".\", Path(lstm_prediction_directory), \"model_validation_threshold0_5_accuracy_ratio_results.json\")\n", + "# lstm_smaller_thresh_model_results = os.path.join(\".\", Path(lstm_prediction_directory), \"model_validation_threshold0_2_accuracy_ratio_results.json\")\n", + "\n", + "# # Add another model results dir to this list\n", + "# results_filepaths = {\"unet\": unet_model_results, \"small_unet\": small_unet_model_results,\n", + "# \"sobel\": sobel_model_results, #\"small_sobel\": small_sobel_model_results,\n", + "# \"lstm_0.5thres\": lstm_model_results, \"lstm_0.2thres\": lstm_smaller_thresh_model_results}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Pla3UqxY7Bj4" + }, + "outputs": [], + "source": [ + "def read_json_results(file_path):\n", + " \"\"\"Read JSON data from a file.\"\"\"\n", + " with open(file_path, \"r\") as file:\n", + " data = json.load(file)\n", + " return data\n", + "\n", + "\n", + "def create_dataframe_from_json(file_dict):\n", + " \"\"\"Create a DataFrame from multiple JSON files.\"\"\"\n", + " data_frames = []\n", + " suffixes = []\n", + " for model, file in file_dict.items():\n", + " data = read_json_results(file)\n", + " df = pd.DataFrame.from_dict(data, orient=\"index\")\n", + " df[\"date\"] = df.index\n", + " data_frames.append(df)\n", + " suffixes.append(\"_\" + model)\n", + "\n", + " # Start with the first dataframe as the initial merged dataframe\n", + " merged_df = data_frames[0].copy()\n", + "\n", + " # Iterate over the remaining dataframes and suffixes\n", + " for df, suffix in zip(\n", + " data_frames[1:], suffixes[1:]\n", + " ): # start from second item as first is used as base\n", + " merged_df = pd.merge(\n", + " merged_df,\n", + " df,\n", + " how=\"outer\",\n", + " on=\"date\",\n", + " suffixes=(suffixes[suffixes.index(suffix) - 1], suffix),\n", + " )\n", + "\n", + " merged_df.set_index(\"date\", inplace=True)\n", + "\n", + " return merged_df" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "AzX-7FL_CF3A" + }, + "outputs": [], + "source": [ + "def plot_line_results(df):\n", + " \"\"\"Plot the results for comparison.\"\"\"\n", + " fig, axes = plt.subplots(nrows=1, ncols=2, figsize=(14, 6))\n", + "\n", + " # Average plot\n", + " for label, group_df in df.groupby(\"model\"):\n", + " group_df.plot(\n", + " x=\"date\",\n", + " y=f\"avg_{label}\",\n", + " ax=axes[0],\n", + " label=label,\n", + " kind=\"scatter\",\n", + " alpha=0.6,\n", + " marker=\"o\",\n", + " )\n", + " axes[0].set_title(\"Average (avg) Comparison\")\n", + " axes[0].set_ylabel(\"Average Value\")\n", + " axes[0].set_xlabel(\"Date (Year_Day)\")\n", + " axes[0].grid(True)\n", + "\n", + " # RMS plot\n", + " for label, group_df in df.groupby(\"model\"):\n", + " group_df.plot(\n", + " x=\"date\",\n", + " y=f\"rms_{label}\",\n", + " ax=axes[1],\n", + " label=label,\n", + " kind=\"scatter\",\n", + " alpha=0.6,\n", + " marker=\"o\",\n", + " )\n", + " axes[1].set_title(\"Root Mean Square (rms) Comparison\")\n", + " axes[1].set_ylabel(\"RMS Value\")\n", + " axes[1].set_xlabel(\"Date (Year_Day)\")\n", + " axes[1].grid(True)\n", + "\n", + " plt.legend()\n", + " plt.tight_layout()\n", + " plt.show()\n", + "\n", + "\n", + "def plot_bar_results(df, labels: list = None):\n", + " \"\"\"Plot the results for comparison including a 30-day moving average bar chart with improved x-axis labels and distinct colors.\"\"\"\n", + " fig, axes = plt.subplots(nrows=1, ncols=2, figsize=(14, 6))\n", + " colors = [\n", + " \"blue\",\n", + " \"orange\",\n", + " \"green\",\n", + " \"red\",\n", + " ] # Extend this list with more colors if you have more models\n", + "\n", + " # Bar plots for 30-day moving average of 'avg' and 'rms'\n", + " for index, (label, group_df) in enumerate(df.groupby(\"model\")):\n", + " # group_df.set_index('date', inplace=True)\n", + " group_df.sort_index(inplace=True)\n", + " rolling_avg = group_df[f\"avg_{label}\"].rolling(window=30).mean()\n", + " rolling_rms = group_df[f\"rms_{label}\"].rolling(window=30).mean()\n", + " rolling_avg.plot(\n", + " kind=\"bar\", ax=axes[0], color=colors[index], label=label, alpha=0.6\n", + " )\n", + " rolling_rms.plot(\n", + " kind=\"bar\", ax=axes[1], color=colors[index], label=label, alpha=0.6\n", + " )\n", + "\n", + " axes[0].set_title(\"30-Day Moving Average of Average\")\n", + " axes[0].set_ylabel(\"Average Value (30-Day Avg)\")\n", + " axes[0].set_xlabel(\"Date (Year_Day)\")\n", + " axes[1].set_title(\"30-Day Moving Average of RMS\")\n", + " axes[1].set_ylabel(\"RMS Value (30-Day Avg)\")\n", + " axes[1].set_xlabel(\"Date (Year_Day)\")\n", + "\n", + " plt.legend()\n", + " plt.tight_layout()\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "source": [ + "def plot_metrics(dataframe, models, metrics, title_extras):\n", + " # Iterate over each unique metric\n", + " for metric in metrics:\n", + " plt.figure(figsize=(10, 6))\n", + " # Iterate over each model for the current metric\n", + " for model in models:\n", + " series = dataframe[f\"{metric}_{model}\"]\n", + " series.plot(\n", + " label=f\"{model} ({metric})\", alpha=0.5\n", + " ) # linestyle='-', marker='o', markersize=3\n", + " plt.title(f\"{title_extras[metric]} Comparison Across Models\")\n", + " plt.xlabel(\"Date\", fontsize=12)\n", + " plt.ylabel(metric.capitalize(), fontsize=12)\n", + " plt.legend(title=\"Model\")\n", + " plt.grid(True)\n", + " plt.gca().spines[[\"top\", \"right\"]].set_visible(False)\n", + " plt.show()" + ], + "metadata": { + "id": "NhbTSwMO29K3" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "from datetime import datetime\n", + "\n", + "\n", + "def convert_year_day_to_datetime(year_day):\n", + " year = int(str(year_day).split(\"_\")[0]) # Extract the year part\n", + " day_of_year = int(str(year_day).split(\"_\")[1]) # Extract the day of the year part\n", + " date = datetime(year, 1, 1) + pd.Timedelta(days=day_of_year - 1) # Create the date\n", + " return date\n", + "\n", + "\n", + "def datetime_to_yearday(date):\n", + " return f\"{date.year}_{date.timetuple().tm_yday:03d}\"" + ], + "metadata": { + "id": "3g5T7Eq6SyjB" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "def plot_average_metrics_grouped_bar(dataframe, models, metrics, title_extras):\n", + " # Define the number of groups and the width of each bar\n", + " n_groups = len(models)\n", + " bar_width = 0.35\n", + " index = np.arange(n_groups)\n", + " dataframe = dataframe.copy()\n", + " dataframe.index = pd.to_datetime(dataframe.index.map(convert_year_day_to_datetime))\n", + " dataframe.sort_index(inplace=True)\n", + " dataframe.index = dataframe.index.map(datetime_to_yearday)\n", + "\n", + " # Iterate over each unique metric\n", + " for metric in metrics:\n", + " plt.figure(figsize=(12, 12))\n", + "\n", + " averages = []\n", + " for model in models:\n", + " column_name = f\"{metric}_{model}\"\n", + " if column_name in dataframe.columns:\n", + " model_avg = (\n", + " dataframe[column_name]\n", + " .rolling(window=30, min_periods=25, step=30)\n", + " .mean()\n", + " )\n", + " averages.append(model_avg)\n", + " else:\n", + " averages.append(\n", + " 0\n", + " ) # Append zero if the metric-model combination doesn't exist\n", + "\n", + " ax = pd.concat(\n", + " [model_avg.rename(model) for model_avg, model in zip(averages, models)],\n", + " axis=1,\n", + " ).plot.bar()\n", + "\n", + " # # Create a bar plot for each model under the current metric\n", + " # bars = plt.bar(index, averages, bar_width, alpha=0.75, label=metric)\n", + "\n", + " plt.xlabel(\"Model\", fontsize=12)\n", + " plt.ylabel(f\"30 Day Average Value of {metric}\", fontsize=12)\n", + " plt.title(title_extras[metric])\n", + " # plt.xticks(index[::30], [f\"{model}\" for model in models], rotation=45)\n", + " plt.legend(title=\"Model\")\n", + "\n", + " # # Add value labels on top of each bar\n", + " # print(ax.patches)\n", + " # for p in ax.patches:\n", + " # ax.annotate(str(np.round(p.get_height())), (p.get_x() * 1.005, p.get_height() * 1.005))\n", + "\n", + " plt.grid(True, axis=\"y\")\n", + " plt.gca().spines[\"top\"].set_visible(False)\n", + " plt.gca().spines[\"right\"].set_visible(False)\n", + " plt.tight_layout() # Adjust layout to make room for rotated x-axis labels\n", + " plt.show()" + ], + "metadata": { + "id": "Oo9Gu8-uLVXZ" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "cXSVfeUZCneR" + }, + "outputs": [], + "source": [ + "df = create_dataframe_from_json(results_filepaths)" + ] + }, + { + "cell_type": "code", + "source": [ + "df" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 475 + }, + "id": "2HkFOqfVaVlC", + "outputId": "1c0236b3-c298-4e0f-9692-3c8afb45bbe8" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " avg_unet rms_unet total_abs_unet jaccard_unet ssim_unet \\\n", + "date \n", + "2023_100 0.028932 2.300332 1510.83811 0.999995 0.999964 \n", + "2023_101 0.028932 2.300332 1510.83811 0.999995 0.999964 \n", + "2023_102 0.028932 2.300332 1510.83811 0.999995 0.999964 \n", + "2023_103 0.028932 2.300332 1510.83811 0.999995 0.999964 \n", + "2023_104 0.028932 2.300332 1510.83811 0.999995 0.999964 \n", + "... ... ... ... ... ... \n", + "2023_87 NaN NaN NaN NaN NaN \n", + "2023_88 NaN NaN NaN NaN NaN \n", + "2023_89 NaN NaN NaN NaN NaN \n", + "2023_90 NaN NaN NaN NaN NaN \n", + "2023_91 NaN NaN NaN NaN NaN \n", + "\n", + " accuracy_unet edge_ratio_unet avg_small_unet rms_small_unet \\\n", + "date \n", + "2023_100 0.999996 1.000728 0.030073 2.301988 \n", + "2023_101 0.999996 1.000728 0.030073 2.301988 \n", + "2023_102 0.999996 1.000728 0.030073 2.301988 \n", + "2023_103 0.999996 1.000728 0.030073 2.301988 \n", + "2023_104 0.999996 1.000728 0.030073 2.301988 \n", + "... ... ... ... ... \n", + "2023_87 NaN NaN NaN NaN \n", + "2023_88 NaN NaN NaN NaN \n", + "2023_89 NaN NaN NaN NaN \n", + "2023_90 NaN NaN NaN NaN \n", + "2023_91 NaN NaN NaN NaN \n", + "\n", + " total_abs_small_unet ... ssim_lstm_0.5thres \\\n", + "date ... \n", + "2023_100 1570.423896 ... 0.999928 \n", + "2023_101 1570.423896 ... 0.999928 \n", + "2023_102 1570.423896 ... 0.999928 \n", + "2023_103 1570.423896 ... 0.999928 \n", + "2023_104 1570.423896 ... 0.999928 \n", + "... ... ... ... \n", + "2023_87 NaN ... 0.999928 \n", + "2023_88 NaN ... 0.999928 \n", + "2023_89 NaN ... 0.999928 \n", + "2023_90 NaN ... 0.999928 \n", + "2023_91 NaN ... 0.999928 \n", + "\n", + " accuracy_lstm_0.5thres edge_ratio_lstm_0.5thres avg_lstm_0.2thres \\\n", + "date \n", + "2023_100 0.999999 0.999251 0.201543 \n", + "2023_101 0.999999 0.999251 0.201543 \n", + "2023_102 0.999999 0.999251 0.201543 \n", + "2023_103 0.999999 0.999251 0.201543 \n", + "2023_104 0.999999 0.999251 0.201543 \n", + "... ... ... ... \n", + "2023_87 0.999999 0.999251 0.201543 \n", + "2023_88 0.999999 0.999251 0.201543 \n", + "2023_89 0.999999 0.999251 0.201543 \n", + "2023_90 0.999999 0.999251 0.201543 \n", + "2023_91 0.999999 0.999251 0.201543 \n", + "\n", + " rms_lstm_0.2thres total_abs_lstm_0.2thres jaccard_lstm_0.2thres \\\n", + "date \n", + "2023_100 8.847688 12918.570556 0.999998 \n", + "2023_101 8.847688 12918.570556 0.999998 \n", + "2023_102 8.847688 12918.570556 0.999998 \n", + "2023_103 8.847688 12918.570556 0.999998 \n", + "2023_104 8.847688 12918.570556 0.999998 \n", + "... ... ... ... \n", + "2023_87 8.847688 12918.570556 0.999998 \n", + "2023_88 8.847688 12918.570556 0.999998 \n", + "2023_89 8.847688 12918.570556 0.999998 \n", + "2023_90 8.847688 12918.570556 0.999998 \n", + "2023_91 8.847688 12918.570556 0.999998 \n", + "\n", + " ssim_lstm_0.2thres accuracy_lstm_0.2thres edge_ratio_lstm_0.2thres \n", + "date \n", + "2023_100 0.999928 0.999999 0.999251 \n", + "2023_101 0.999928 0.999999 0.999251 \n", + "2023_102 0.999928 0.999999 0.999251 \n", + "2023_103 0.999928 0.999999 0.999251 \n", + "2023_104 0.999928 0.999999 0.999251 \n", + "... ... ... ... \n", + "2023_87 0.999928 0.999999 0.999251 \n", + "2023_88 0.999928 0.999999 0.999251 \n", + "2023_89 0.999928 0.999999 0.999251 \n", + "2023_90 0.999928 0.999999 0.999251 \n", + "2023_91 0.999928 0.999999 0.999251 \n", + "\n", + "[428 rows x 42 columns]" + ], + "text/html": [ + "\n", + "
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avg_unetrms_unettotal_abs_unetjaccard_unetssim_unetaccuracy_unetedge_ratio_unetavg_small_unetrms_small_unettotal_abs_small_unet...ssim_lstm_0.5thresaccuracy_lstm_0.5thresedge_ratio_lstm_0.5thresavg_lstm_0.2thresrms_lstm_0.2threstotal_abs_lstm_0.2thresjaccard_lstm_0.2thresssim_lstm_0.2thresaccuracy_lstm_0.2thresedge_ratio_lstm_0.2thres
date
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2023_1020.0289322.3003321510.838110.9999950.9999640.9999961.0007280.0300732.3019881570.423896...0.9999280.9999990.9992510.2015438.84768812918.5705560.9999980.9999280.9999990.999251
2023_1030.0289322.3003321510.838110.9999950.9999640.9999961.0007280.0300732.3019881570.423896...0.9999280.9999990.9992510.2015438.84768812918.5705560.9999980.9999280.9999990.999251
2023_1040.0289322.3003321510.838110.9999950.9999640.9999961.0007280.0300732.3019881570.423896...0.9999280.9999990.9992510.2015438.84768812918.5705560.9999980.9999280.9999990.999251
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\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "variable_name": "df" + } + }, + "metadata": {}, + "execution_count": 21 + } + ] + }, + { + "cell_type": "code", + "source": [ + "import pandas as pd\n", + "from matplotlib import pyplot as plt\n", + "\n", + "metrics = [\"avg\", \"rms\", \"total_abs\", \"jaccard\", \"ssim\", \"accuracy\", \"edge_ratio\"]\n", + "title_extras = dict(\n", + " zip(\n", + " metrics,\n", + " [\n", + " \"Average Ice Edge Displacement (km)\",\n", + " \"RMS Ice Edge Displacement (km)\",\n", + " \"Total Absolute Ice Edge Displacement (km)\",\n", + " \"Jaccard Score\",\n", + " \"Structural Similarity Index Measure (SSIM)\",\n", + " \"Accuracy Score\",\n", + " \"Ice Edge Ratio: # of Model to # of True Edge Pixels\",\n", + " ],\n", + " )\n", + ")\n", + "# models = [k for k in results_filepaths.keys() if k !='lstm_0.5thres' and k !=\"lstm_0.2thres\"]\n", + "models = results_filepaths.keys()\n", + "\n", + "plot_metrics(df, models, metrics, title_extras=title_extras)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "fDHYHL_f0oxn", + "outputId": "bd4ca57b-a342-4d56-f198-6f35d77f690c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" 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\n" 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Example usage\n", + "plot_average_metrics_grouped_bar(df, models, metrics, title_extras)" + ], + "metadata": { + "id": "4oosekbpNOkG" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "def plot_average_metrics_bar(dataframe, models, metrics, title_extras):\n", + " # Determine the subplot grid dimensions\n", + " n_metrics = len(metrics)\n", + " cols = 3 # Number of columns in subplot grid\n", + " rows = (n_metrics + cols - 1) // cols # Calculate rows needed\n", + "\n", + " # Create a figure with multiple subplots\n", + " fig, axs = plt.subplots(\n", + " nrows=rows, ncols=cols, figsize=(cols * 5, rows * 5), constrained_layout=True\n", + " )\n", + " axs = axs.ravel() # Flatten the array of axes if it's multidimensional\n", + "\n", + " for i, metric in enumerate(metrics):\n", + " # Prepare data for bar plot: calculate 30-day averages for each model\n", + " averages = []\n", + " model_labels = []\n", + " for model in models:\n", + " column_name = f\"{metric}_{model}\"\n", + " if column_name in dataframe.columns:\n", + " # Calculate the 30-day rolling average and then take the mean of this period\n", + " model_avg = dataframe[column_name].mean()\n", + " averages.append(model_avg)\n", + " model_labels.append(model)\n", + "\n", + " # Plotting the bar graph in its respective subplot\n", + " colors = [\n", + " \"#1f77b4\",\n", + " \"#ff7f0e\",\n", + " \"#2ca02c\",\n", + " \"#d62728\",\n", + " \"#9467bd\",\n", + " \"#8c564b\",\n", + " \"#e377c2\",\n", + " ]\n", + " bars = axs[i].bar(\n", + " model_labels, averages, color=colors\n", + " ) # Random color for each bar\n", + "\n", + " # Add value labels on top of each bar\n", + " for bar in bars:\n", + " yval = np.round(bar.get_height(), 2)\n", + " axs[i].text(\n", + " bar.get_x() + bar.get_width() / 2,\n", + " yval,\n", + " round(yval, 2),\n", + " ha=\"center\",\n", + " va=\"bottom\",\n", + " fontsize=10,\n", + " ) # Align text\n", + "\n", + " axs[i].set_title(f\"{title_extras[metric]}\", fontsize=16)\n", + " axs[i].set_ylabel(f\"Average {metric.capitalize()}\", fontsize=16)\n", + " axs[i].set_xticklabels(model_labels, rotation=45, fontsize=12)\n", + " axs[i].grid(True, axis=\"y\")\n", + " axs[i].spines[\"top\"].set_visible(False)\n", + " axs[i].spines[\"right\"].set_visible(False)\n", + "\n", + " # Hide unused subplots if there are any\n", + " for j in range(i + 1, rows * cols):\n", + " axs[j].axis(\"off\")\n", + "\n", + " plt.show()" + ], + "metadata": { + "id": "HuuoEJnBxjC4" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "plot_average_metrics_bar(df, models, metrics, title_extras=title_extras)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "wh8BaPvxKlY_", + "outputId": "dccbdfec-f1e3-42ad-fb90-24d371ac108d" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + ":34: UserWarning: FixedFormatter should only be used together with FixedLocator\n", + " axs[i].set_xticklabels(model_labels, rotation=45, fontsize=12)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "from matplotlib import pyplot as plt\n", + "\n", + "\n", + "def plot_average_metrics_bar(dataframe, models, metrics, title_extras):\n", + " # Iterate over each unique metric\n", + " for metric in metrics:\n", + " # Prepare data for bar plot: calculate 30-day averages for each model\n", + " averages = []\n", + " model_labels = []\n", + " for model in models:\n", + " column_name = f\"{metric}_{model}\"\n", + " if column_name in dataframe.columns:\n", + " # Calculate the 30-day rolling average and then take the mean of this period\n", + " model_avg = (\n", + " dataframe[column_name]\n", + " .rolling(window=30, min_periods=1)\n", + " .mean()\n", + " .mean()\n", + " )\n", + " averages.append(model_avg)\n", + " model_labels.append(f\"{model} ({metric})\")\n", + "\n", + " # Plotting the bar graph\n", + " plt.figure(figsize=(10, 6))\n", + " bars = plt.bar(\n", + " model_labels,\n", + " averages,\n", + " color=np.random.rand(\n", + " 3,\n", + " ),\n", + " ) # Random color for each bar\n", + " # Add value labels on top of each bar\n", + " for bar in bars:\n", + " yval = np.round(bar.get_height(), 2)\n", + " plt.text(\n", + " bar.get_x() + bar.get_width() / 2,\n", + " yval,\n", + " round(yval, 2),\n", + " va=\"bottom\",\n", + " fontsize=12,\n", + " ) # va: vertical alignment\n", + "\n", + " plt.title(f\"{title_extras[metric]} Comparison Across Models\", fontsize=14)\n", + " plt.ylabel(f\"Average {metric.capitalize()}\", fontsize=16)\n", + " plt.xticks(\n", + " rotation=45, fontsize=12\n", + " ) # Rotate model labels for better readability\n", + " plt.grid(True, axis=\"y\") # Only horizontal grid lines\n", + " plt.gca().spines[\"top\"].set_visible(False)\n", + " plt.gca().spines[\"right\"].set_visible(False)\n", + " plt.show()" + ], + "metadata": { + "id": "79gmy8RHZeRd" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "df.mean()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ru5tXueQJkvl", + "outputId": "83400659-36b6-424a-b530-631442345e97" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "avg_unet 4.108498e+00\n", + "rms_unet 1.435610e+01\n", + "total_abs_unet 8.111746e+05\n", + "jaccard_unet 9.621698e-01\n", + "ssim_unet 9.655612e-01\n", + "accuracy_unet 9.853478e-01\n", + "edge_ratio_unet 1.057578e+00\n", + "avg_small_unet 4.268919e+00\n", + "rms_small_unet 1.491135e+01\n", + "total_abs_small_unet 8.183666e+05\n", + "jaccard_small_unet 9.615792e-01\n", + "ssim_small_unet 9.640630e-01\n", + "accuracy_small_unet 9.848969e-01\n", + "edge_ratio_small_unet 1.083214e+00\n", + "avg_sobel 4.121984e+00\n", + "rms_sobel 1.443280e+01\n", + "total_abs_sobel 1.146661e+06\n", + "jaccard_sobel 9.424805e-01\n", + "ssim_sobel 9.488966e-01\n", + "accuracy_sobel 9.763746e-01\n", + "edge_ratio_sobel 7.049373e-01\n", + "avg_small_sobel 6.302228e+00\n", + "rms_small_sobel 1.882602e+01\n", + "total_abs_small_sobel 1.690457e+06\n", + "jaccard_small_sobel 9.370789e-01\n", + "ssim_small_sobel 9.450455e-01\n", + "accuracy_small_sobel 9.738643e-01\n", + "edge_ratio_small_sobel 7.092927e-01\n", + "avg_lstm_0.5thres 2.866799e+01\n", + "rms_lstm_0.5thres 5.558447e+01\n", + "total_abs_lstm_0.5thres 5.172784e+06\n", + "jaccard_lstm_0.5thres 8.942221e-01\n", + "ssim_lstm_0.5thres 9.244401e-01\n", + "accuracy_lstm_0.5thres 9.420335e-01\n", + "edge_ratio_lstm_0.5thres 1.512847e+00\n", + "avg_lstm_0.2thres 3.390888e+01\n", + "rms_lstm_0.2thres 6.357086e+01\n", + "total_abs_lstm_0.2thres 6.390583e+06\n", + "jaccard_lstm_0.2thres 8.856151e-01\n", + "ssim_lstm_0.2thres 9.158525e-01\n", + "accuracy_lstm_0.2thres 9.327194e-01\n", + "edge_ratio_lstm_0.2thres 1.526063e+00\n", + "dtype: float64" + ] + }, + "metadata": {}, + "execution_count": 24 + } + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Gf5q4ojKEGq2", + "outputId": "85c66ad1-d350-4215-d510-b37455e45050" + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Index(['avg_unet', 'rms_unet', 'total_abs_unet', 'jaccard_unet', 'ssim_unet',\n", + " 'accuracy_unet', 'edge_ratio_unet', 'avg_small_unet', 'rms_small_unet',\n", + " 'total_abs_small_unet', 'jaccard_small_unet', 'ssim_small_unet',\n", + " 'accuracy_small_unet', 'edge_ratio_small_unet', 'avg_sobel',\n", + " 'rms_sobel', 'total_abs_sobel', 'jaccard_sobel', 'ssim_sobel',\n", + " 'accuracy_sobel', 'edge_ratio_sobel', 'avg_small_sobel',\n", + " 'rms_small_sobel', 'total_abs_small_sobel', 'jaccard_small_sobel',\n", + " 'ssim_small_sobel', 'accuracy_small_sobel', 'edge_ratio_small_sobel',\n", + " 'avg_lstm_0.5thres', 'rms_lstm_0.5thres', 'total_abs_lstm_0.5thres',\n", + " 'jaccard_lstm_0.5thres', 'ssim_lstm_0.5thres', 'accuracy_lstm_0.5thres',\n", + " 'edge_ratio_lstm_0.5thres', 'avg_lstm_0.2thres', 'rms_lstm_0.2thres',\n", + " 'total_abs_lstm_0.2thres', 'jaccard_lstm_0.2thres',\n", + " 'ssim_lstm_0.2thres', 'accuracy_lstm_0.2thres',\n", + " 'edge_ratio_lstm_0.2thres'],\n", + " dtype='object')" + ] + }, + "metadata": {}, + "execution_count": 85 + } + ], + "source": [ + "df.columns" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 410 + }, + "id": "fjOrvBM1Vwpo", + "outputId": "a67332f6-5a0b-481b-b2a2-497170c11a35" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ], + "source": [ + "# @title rms_unet\n", + "\n", + "from matplotlib import pyplot as plt\n", + "\n", + "df[\"rms_sobel\"].plot(kind=\"line\", label=\"sobel\")\n", + "df[\"rms_unet\"].plot(\n", + " kind=\"line\", label=\"unet\", figsize=(8, 4), title=\"Ice Edge Displacement: RMS\"\n", + ")\n", + "df[\"rms_lstm\"].plot(kind=\"line\", label=\"lstm 0.5 thres\", figsize=(8, 4))\n", + "df[\"rms_lstm_thres\"].plot(kind=\"line\", label=\"lstm 0.2 thres\", figsize=(8, 4))\n", + "plt.legend()\n", + "plt.gca().spines[[\"top\", \"right\"]].set_visible(False)" + ] + }, + { + "cell_type": "code", + "source": [ + "from matplotlib import pyplot as plt\n", + "\n", + "df[\"rms_sobel\"].plot(kind=\"line\", label=\"sobel\")\n", + "df[\"rms_unet\"].plot(\n", + " kind=\"line\", label=\"unet\", figsize=(8, 4), title=\"Ice Edge Displacement: RMS\"\n", + ")\n", + "df[\"rms_lstm\"].plot(kind=\"line\", label=\"lstm\", figsize=(8, 4))\n", + "df[\"rms_lstm_thres\"].plot(kind=\"line\", label=\"lstm\", figsize=(8, 4))\n", + "plt.legend()\n", + "plt.gca().spines[[\"top\", \"right\"]].set_visible(False)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 410 + }, + "id": "WsrOkiJg6aUi", + "outputId": "60031187-1e42-4104-9536-bad3c856bf81" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 410 + }, + "id": "EFnIOQOiyGlY", + "outputId": "c59ee372-40df-4fb1-d77f-253a38f26c95" + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title rms_unet\n", + "\n", + "from matplotlib import pyplot as plt\n", + "\n", + "df[\"avg_sobel\"].plot(kind=\"line\")\n", + "df[\"avg_unet\"].plot(kind=\"line\", figsize=(8, 4), title=\"Ice Edge Displacement: Avg\")\n", + "df[\"avg_lstm\"].plot(kind=\"line\", figsize=(8, 4))\n", + "\n", + "plt.gca().spines[[\"top\", \"right\"]].set_visible(False)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Ev-b3lKQpci5", + "outputId": "dc3618c2-62d8-4c24-af8e-f41c81230699" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "median diff -0.0012221735995794347\n", + "mean diff 0.07669589378972863\n" + ] + } + ], + "source": [ + "print(\"median diff\", np.median((df[\"rms_sobel\"] - df[\"rms_unet\"]).values))\n", + "print(\"mean diff\", np.mean((df[\"rms_sobel\"] - df[\"rms_unet\"]).values))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 410 + }, + "id": "l5hsx-HMVp_a", + "outputId": "a55742b6-9206-4594-f155-b87e9bc01b69" + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title rms_sobel\n", + "\n", + "from matplotlib import pyplot as plt\n", + "\n", + "df[\"rms_sobel\"].plot(kind=\"line\", figsize=(8, 4), title=\"rms_sobel\")\n", + "plt.gca().spines[[\"top\", \"right\"]].set_visible(False)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 542 + }, + "id": "KYFeQ7BGDVEg", + "outputId": "132d66a6-3d2d-4b37-e4ac-23fd88483e61" + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_line_results(df)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "HgPwFQwR7bcx" + }, + "outputs": [], + "source": [ + "# def plot_grouped_bar_chart(ax, data, column, title, ylabel, x_label_skip=5):\n", + "# \"\"\"Plot a grouped bar chart for the given data.\"\"\"\n", + "# # Set positions for the groups\n", + "# positions = range(len(data.index))\n", + "\n", + "# # Plot bars for each model next to each other\n", + "# width = 0.35 # the width of the bars\n", + "# model_names = data['model'].unique()\n", + "# n_models = len(model_names)\n", + "# for i, model in enumerate(model_names):\n", + "# model_data = data[data['model'] == model]\n", + "# ax.bar([p + (i - n_models / 2) * width for p in positions], model_data[column],\n", + "# width, label=model)\n", + "\n", + "# # Set chart title and labels\n", + "# ax.set_title(title)\n", + "# ax.set_ylabel(ylabel)\n", + "# ax.set_xlabel('Date (Year_Day)')\n", + "\n", + "# # Display only every x_label_skip label to avoid clutter\n", + "# ax.set_xticks(positions[::x_label_skip])\n", + "# ax.set_xticklabels(data.index[::x_label_skip])\n", + "\n", + "# ax.legend()\n", + "\n", + "# def plot_results(df):\n", + "# \"\"\"Plot the results for comparison including a 30-day moving average grouped bar chart.\"\"\"\n", + "# fig, axes = plt.subplots(nrows=2, ncols=2, figsize=(14, 12))\n", + "\n", + "# # Sort the DataFrame by date to ensure that plots are in the correct order\n", + "# df['date'] = pd.to_datetime(df['date'], format='%Y_%j')\n", + "# df.sort_values('date', inplace=True)\n", + "\n", + "# # Line plots for average and RMS\n", + "# for label, group_df in df.groupby('model'):\n", + "# axes[0, 0].plot(group_df['date'], group_df['avg'], label=label, alpha=0.6, marker='o')\n", + "# axes[0, 1].plot(group_df['date'], group_df['rms'], label=label, alpha=0.6, marker='o')\n", + "# axes[0, 0].set_title('Average (avg) Comparison')\n", + "# axes[0, 0].set_ylabel('Average Value')\n", + "# axes[0, 0].set_xlabel('Date (Year_Day)')\n", + "# axes[0, 0].grid(True)\n", + "\n", + "# axes[0, 1].set_title('Root Mean Square (rms) Comparison')\n", + "# axes[0, 1].set_ylabel('RMS Value')\n", + "# axes[0, 1].set_xlabel('Date (Year_Day)')\n", + "# axes[0, 1].grid(True)\n", + "\n", + "# # Grouped bar plots for 30-day moving average of 'avg' and 'rms'\n", + "# df['rolling_avg'] = df.groupby('model')['avg'].transform(lambda x: x.rolling(window=30).mean())\n", + "# df['rolling_rms'] = df.groupby('model')['rms'].transform(lambda x: x.rolling(window=30).mean())\n", + "\n", + "# plot_grouped_bar_chart(axes[1, 0], df, 'rolling_avg', '30-Day Moving Average of Average', 'Average Value (30-Day Avg)')\n", + "# plot_grouped_bar_chart(axes[1, 1], df, 'rolling_rms', '30-Day Moving Average of RMS', 'RMS Value (30-Day Avg)')\n", + "\n", + "# plt.tight_layout()\n", + "# plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "QOxwL01479yj" + }, + "outputs": [], + "source": [ + "# def plot_results(df):\n", + "# \"\"\"Plot the results for comparison including a 30-day moving average bar chart.\"\"\"\n", + "# fig, axes = plt.subplots(nrows=2, ncols=2, figsize=(14, 12))\n", + "\n", + "# # Line plots for average and RMS\n", + "# for label, group_df in df.groupby('model'):\n", + "# group_df.plot(x='date', y='avg', ax=axes[0, 0], label=label, alpha=0.6, marker='o')\n", + "# group_df.plot(x='date', y='rms', ax=axes[0, 1], label=label, alpha=0.6, marker='o')\n", + "# axes[0, 0].set_title('Average (avg) Comparison')\n", + "# axes[0, 0].set_ylabel('Average Value')\n", + "# axes[0, 0].set_xlabel('Date (Year_Day)')\n", + "# axes[0, 0].grid(True)\n", + "\n", + "# axes[0, 1].set_title('Root Mean Square (rms) Comparison')\n", + "# axes[0, 1].set_ylabel('RMS Value')\n", + "# axes[0, 1].set_xlabel('Date (Year_Day)')\n", + "# axes[0, 1].grid(True)\n", + "\n", + "# # Bar plots for 30-day moving average of 'avg' and 'rms'\n", + "# for label, group_df in df.groupby('model'):\n", + "# group_df.set_index('date', inplace=True)\n", + "# group_df.sort_index(inplace=True)\n", + "# rolling_avg = group_df['avg'].rolling(window=30).mean()\n", + "# rolling_rms = group_df['rms'].rolling(window=30).mean()\n", + "# rolling_avg.plot(kind='bar', ax=axes[1, 0], label=label, alpha=0.6)\n", + "# rolling_rms.plot(kind='bar', ax=axes[1, 1], label=label, alpha=0.6)\n", + "\n", + "# axes[1, 0].set_title('30-Day Moving Average of Average')\n", + "# axes[1, 0].set_ylabel('Average Value (30-Day Avg)')\n", + "# axes[1, 0].set_xlabel('Date (Year_Day)')\n", + "# axes[1, 1].set_title('30-Day Moving Average of RMS')\n", + "# axes[1, 1].set_ylabel('RMS Value (30-Day Avg)')\n", + "# axes[1, 1].set_xlabel('Date (Year_Day)')\n", + "\n", + "# plt.legend()\n", + "# plt.tight_layout()\n", + "# plt.show()" + ] + } + ], + "metadata": { + "colab": { + "machine_shape": "hm", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file