From 231e22cac80c7205032c91dd36636ba18abff650 Mon Sep 17 00:00:00 2001 From: Andras Schmelczer Date: Thu, 9 May 2024 21:22:28 +0100 Subject: [PATCH] move files --- colour_lut.ipynb | 58 - inference.ipynb | 25748 ------- src/colour_lut.ipynb | 66 + config.py => src/config.py | 0 create_edits.ipynb => src/create_edits.ipynb | 17 +- {editor => src/editor}/__init__.py | 0 .../editor}/histogram_transfer/__init__.py | 0 .../histogram_transfer/pdf_transfer_1d.py | 0 .../histogram_transfer/pdf_transfer_3d.py | 0 .../editor}/histogram_transfer/regrain.py | 0 {editor => src/editor}/image_editor.py | 0 {editor => src/editor}/operations/__init__.py | 0 .../editor}/operations/add_noise.py | 0 .../operations/add_random_colour_spill.py | 0 .../editor}/operations/change_temperature.py | 0 {editor => src/editor}/training/__init__.py | 0 .../editor}/training/histogram_dataset.py | 0 .../training/progressive_pooling_loss.py | 0 .../editor}/training/random_edit.py | 0 {editor => src/editor}/utils/__init__.py | 0 .../editor}/utils/apply_pixel_shader.py | 0 .../editor}/utils/compute_histogram.py | 0 .../utils/generate_rotation_matrices.py | 0 .../editor}/utils/get_colour_lut.py | 0 {editor => src/editor}/utils/interpolate.py | 0 {editor => src/editor}/utils/kldiv.py | 0 {editor => src/editor}/utils/random.py | 0 .../editor}/visualisation/__init__.py | 0 .../editor}/visualisation/display_images.py | 0 .../visualisation/plot_histograms_in_2d.py | 0 .../visualisation/plot_histograms_in_3d.py | 0 .../fetch_from_unsplash.ipynb | 0 laion.ipynb => src/laion.ipynb | 0 pdf_transfer.ipynb => src/pdf_transfer.ipynb | 6925 +- .../show_histograms.ipynb | 62361 +++------------- train.ipynb => src/train.ipynb | 58 +- 36 files changed, 15580 insertions(+), 79653 deletions(-) delete mode 100644 colour_lut.ipynb delete mode 100644 inference.ipynb create mode 100644 src/colour_lut.ipynb rename config.py => src/config.py (100%) rename create_edits.ipynb => src/create_edits.ipynb (99%) rename {editor => src/editor}/__init__.py (100%) rename {editor => src/editor}/histogram_transfer/__init__.py (100%) rename {editor => src/editor}/histogram_transfer/pdf_transfer_1d.py (100%) rename {editor => src/editor}/histogram_transfer/pdf_transfer_3d.py (100%) rename {editor => src/editor}/histogram_transfer/regrain.py (100%) rename {editor => src/editor}/image_editor.py (100%) rename {editor => src/editor}/operations/__init__.py (100%) rename {editor => src/editor}/operations/add_noise.py (100%) rename {editor => src/editor}/operations/add_random_colour_spill.py (100%) rename {editor => src/editor}/operations/change_temperature.py (100%) rename {editor => src/editor}/training/__init__.py (100%) rename {editor => src/editor}/training/histogram_dataset.py (100%) rename {editor => src/editor}/training/progressive_pooling_loss.py (100%) rename {editor => src/editor}/training/random_edit.py (100%) rename {editor => src/editor}/utils/__init__.py (100%) rename {editor => src/editor}/utils/apply_pixel_shader.py (100%) rename {editor => src/editor}/utils/compute_histogram.py (100%) rename {editor => src/editor}/utils/generate_rotation_matrices.py (100%) rename {editor => src/editor}/utils/get_colour_lut.py (100%) rename {editor => src/editor}/utils/interpolate.py (100%) rename {editor => src/editor}/utils/kldiv.py (100%) rename {editor => src/editor}/utils/random.py (100%) rename {editor => src/editor}/visualisation/__init__.py (100%) rename {editor => src/editor}/visualisation/display_images.py (100%) rename {editor => src/editor}/visualisation/plot_histograms_in_2d.py (100%) rename {editor => src/editor}/visualisation/plot_histograms_in_3d.py (100%) rename fetch_from_unsplash.ipynb => src/fetch_from_unsplash.ipynb (100%) rename laion.ipynb => src/laion.ipynb (100%) rename pdf_transfer.ipynb => src/pdf_transfer.ipynb (77%) rename show_histograms.ipynb => src/show_histograms.ipynb (63%) rename train.ipynb => src/train.ipynb (99%) diff --git a/colour_lut.ipynb b/colour_lut.ipynb deleted file mode 100644 index 3d818a8..0000000 --- a/colour_lut.ipynb +++ /dev/null @@ -1,58 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "from editor.utils import get_colour_lut\n", - "\n", - "t_values = np.linspace(0, 256, 256)\n", - "interpolated_values = get_colour_lut(variance=0.2, type='cubic')\n", - "\n", - "plt.figure(figsize=(10, 6))\n", - "plt.plot(t_values, interpolated_values, label='Interpolated Function', marker='o', markersize=3)\n", - "plt.xlabel('t parameter')\n", - "plt.ylabel('Interpolated value')\n", - "plt.grid(True)\n", - "plt.legend()\n", - "plt.show()" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "bipolaroid", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.2" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/inference.ipynb b/inference.ipynb deleted file mode 100644 index 5901bc2..0000000 --- a/inference.ipynb +++ /dev/null @@ -1,25748 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "from pathlib import Path\n", - "\n", - "DATA_PATH = Path('/mnt/wsl/PHYSICALDRIVE1/data/unsplash/edited')\n", - "DATA = sorted(DATA_PATH.glob('*'))\n", - "BINS = 32\n", - "NUM_EPOCHS = 10\n", - "BATCH_SIZE = 16\n", - "LEARNING_RATE = 0.001\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "import torch\n", - "import torch.nn as nn\n", - "import torch.nn.functional as F\n", - "\n", - "class HistogramRestorationNet(nn.Module):\n", - " def __init__(self):\n", - " super(HistogramRestorationNet, self).__init__()\n", - " \n", - " # Encoder\n", - " self.enc_conv1 = nn.Conv3d(in_channels=1, out_channels=16, kernel_size=3, stride=1, padding=1)\n", - " self.enc_conv2 = nn.Conv3d(in_channels=16, out_channels=32, kernel_size=3, stride=2, padding=1)\n", - " self.enc_conv3 = nn.Conv3d(in_channels=32, out_channels=64, kernel_size=3, stride=2, padding=1)\n", - " \n", - " # Bottleneck\n", - " self.bottleneck_conv = nn.Conv3d(in_channels=64, out_channels=128, kernel_size=3, stride=2, padding=1)\n", - " \n", - " # Decoder\n", - " self.dec_conv1 = nn.ConvTranspose3d(in_channels=128, out_channels=64, kernel_size=3, stride=2, padding=1, output_padding=1)\n", - " self.dec_conv2 = nn.ConvTranspose3d(in_channels=64, out_channels=32, kernel_size=3, stride=2, padding=1, output_padding=1)\n", - " self.dec_conv3 = nn.ConvTranspose3d(in_channels=32, out_channels=16, kernel_size=3, stride=2, padding=1, output_padding=1)\n", - " self.final_conv = nn.Conv3d(in_channels=16, out_channels=1, kernel_size=3, stride=1, padding=1)\n", - " \n", - " # Adjustments for skip connections\n", - " # Adaptation layer to match dimensions between encoder and decoder stages for skip connections\n", - " self.match_conv3_to_dec1 = nn.Conv3d(in_channels=64, out_channels=64, kernel_size=1) # Matching x3 to dec_conv1's output\n", - " self.match_conv2_to_dec2 = nn.Conv3d(in_channels=32, out_channels=32, kernel_size=1) # Matching x2 to dec_conv2's output\n", - "\n", - " def forward(self, x):\n", - " # Encoder\n", - " x1 = F.relu(self.enc_conv1(x))\n", - " x2 = F.relu(self.enc_conv2(x1))\n", - " x3 = F.relu(self.enc_conv3(x2))\n", - " \n", - " # Bottleneck\n", - " b = F.relu(self.bottleneck_conv(x3))\n", - " \n", - " # Decoder with skip connections\n", - " # First decoder layer + skip connection from x3\n", - " d1 = F.relu(self.dec_conv1(b))\n", - " x3_matched = self.match_conv3_to_dec1(x3)\n", - " d1 = d1 + x3_matched # Add matched x3 to the output of the first decoder layer\n", - " \n", - " # Second decoder layer + skip connection from x2\n", - " d2 = F.relu(self.dec_conv2(d1))\n", - " x2_matched = self.match_conv2_to_dec2(x2)\n", - " d2 = d2 + x2_matched # Add matched x2 to the output of the second decoder layer\n", - " \n", - " d3 = F.relu(self.dec_conv3(d2))\n", - " \n", - " # Final convolution to get back to original histogram dimensions\n", - " x = torch.sigmoid(self.final_conv(d3))\n", - " \n", - " return x\n" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Failed to open /mnt/wsl/PHYSICALDRIVE1/data/unsplash/edited/0LnXtS8DUZI/3.jpg\n", - "Failed to open /mnt/wsl/PHYSICALDRIVE1/data/unsplash/edited/0OqCRbwWu6g/1.jpg\n" - ] - } - ], - "source": [ - "from torch.utils.data import Dataset, DataLoader, random_split\n", - "from typing import Generator, Tuple, List\n", - "from editor.utils import compute_histogram\n", - "from PIL import Image\n", - "from tqdm import tqdm\n", - "\n", - "\n", - "class HistogramDataset(Dataset):\n", - " def __init__(self, paths: List[Path], expected_edit_count: int = 5):\n", - " self._paths = paths\n", - " self._expected_edit_count = expected_edit_count\n", - " self._pairs = list(self._get_pairs())\n", - "\n", - " def _get_pairs(self) -> Generator[Tuple[Path, Path], None, None]:\n", - " for path in tqdm(self._paths):\n", - " if len(list(path.glob('*.jpg'))) != self._expected_edit_count + 1:\n", - " continue\n", - "\n", - " original_path = path / 'original.jpg'\n", - " try:\n", - " Image.open(original_path)\n", - " except:\n", - " print(f'Failed to open {original_path}')\n", - " continue\n", - " for i in range(self._expected_edit_count):\n", - " try:\n", - " Image.open(path / f'{i}.jpg')\n", - " except:\n", - " print(f'Failed to open {path / f\"{i}.jpg\"}')\n", - " break\n", - " yield original_path, path / f'{i}.jpg'\n", - "\n", - " def __len__(self):\n", - " return len(self._pairs)\n", - "\n", - " def __getitem__(self, idx):\n", - " original, edited = self._pairs[idx]\n", - " original_histogram = compute_histogram(original, bins=BINS, normalize=True)\n", - " edited_histogram = compute_histogram(edited, bins=BINS, normalize=True)\n", - " return (\n", - " torch.tensor(edited_histogram, dtype=torch.float).unsqueeze(0), \n", - " torch.tensor(original_histogram, dtype=torch.float).unsqueeze(0)\n", - " )\n", - "\n", - "\n", - "dataset = HistogramDataset(DATA)\n", - "total_size = len(dataset)\n", - "train_size = int(0.8 * total_size)\n", - "test_size = total_size - train_size\n", - "generator = torch.Generator().manual_seed(42)\n", - "train_dataset, test_dataset = random_split(dataset, [train_size, test_size], generator=generator)\n", - "\n", - "train_dataloader = DataLoader(train_dataset, batch_size=BATCH_SIZE, shuffle=True, num_workers=32)\n", - "test_dataloader = DataLoader(test_dataset, batch_size=1, shuffle=False, num_workers=32)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - " 2%|▏ | 150/6243 [00:07<03:05, 32.93it/s]" - ] - } - ], - "source": [ - "import torch\n", - "from torch.optim import Adam\n", - "from tqdm import tqdm\n", - "import matplotlib.pyplot as plt\n", - "from IPython.display import clear_output\n", - "\n", - "device = torch.device(\"cuda:0\")\n", - "model = HistogramRestorationNet().to(device)\n", - "optimizer = Adam(model.parameters(), lr=LEARNING_RATE)\n", - "scheduler = torch.optim.lr_scheduler.StepLR(optimizer, step_size=1, gamma=0.5)\n", - "loss_function = torch.nn.SmoothL1Loss()\n", - "\n", - "losses = []\n", - "\n", - "for epoch in range(NUM_EPOCHS):\n", - " model.train()\n", - " total_loss = 0\n", - " for edited_histogram, original_histogram in tqdm(train_dataloader):\n", - " edited_histogram = edited_histogram.to(device)\n", - " original_histogram = original_histogram.to(device)\n", - " \n", - " optimizer.zero_grad()\n", - " \n", - " predicted_original = model(edited_histogram)\n", - " loss = loss_function(predicted_original, original_histogram)\n", - " \n", - " loss.backward()\n", - " optimizer.step()\n", - " \n", - " total_loss += loss.item()\n", - " losses.append(loss.item())\n", - " \n", - " scheduler.step()\n", - "\n", - " clear_output(wait=True)\n", - " print(f\"LR: {scheduler.get_last_lr()}\")\n", - " plt.figure(figsize=(10, 5))\n", - " plt.plot(losses, label='Training Loss')\n", - " plt.xlabel('Batch Number')\n", - " plt.ylabel('Loss')\n", - " plt.yscale('log')\n", - " plt.title(f'Loss per Batch - Epoch {epoch + 1}')\n", - " plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "torch.save(model.state_dict(), 'model_state_dict.pth')" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "HistogramRestorationNet(\n", - " (enc_conv1): Conv3d(1, 16, kernel_size=(3, 3, 3), stride=(1, 1, 1), padding=(1, 1, 1))\n", - " (enc_conv2): Conv3d(16, 32, kernel_size=(3, 3, 3), stride=(2, 2, 2), padding=(1, 1, 1))\n", - " (enc_conv3): Conv3d(32, 64, kernel_size=(3, 3, 3), stride=(2, 2, 2), padding=(1, 1, 1))\n", - " (bottleneck_conv): Conv3d(64, 128, kernel_size=(3, 3, 3), stride=(2, 2, 2), padding=(1, 1, 1))\n", - " (dec_conv1): ConvTranspose3d(128, 64, kernel_size=(3, 3, 3), stride=(2, 2, 2), padding=(1, 1, 1), output_padding=(1, 1, 1))\n", - " (dec_conv2): ConvTranspose3d(64, 32, kernel_size=(3, 3, 3), stride=(2, 2, 2), padding=(1, 1, 1), output_padding=(1, 1, 1))\n", - " (dec_conv3): ConvTranspose3d(32, 16, kernel_size=(3, 3, 3), stride=(2, 2, 2), padding=(1, 1, 1), output_padding=(1, 1, 1))\n", - " (final_conv): Conv3d(16, 1, kernel_size=(3, 3, 3), stride=(1, 1, 1), padding=(1, 1, 1))\n", - ")" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "device = torch.device(\"cuda:0\")\n", - "model = HistogramRestorationNet().to(device)\n", - "model.load_state_dict(torch.load('model_state_dict.pth'))\n", - "model.eval()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "loader = iter(test_dataloader)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - 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"gridwidth": 2, - "linecolor": "white", - "showbackground": true, - "ticks": "", - "zerolinecolor": "white" - } - }, - "shapedefaults": { - "line": { - "color": "#2a3f5f" - } - }, - "ternary": { - "aaxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "baxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - }, - "bgcolor": "#E5ECF6", - "caxis": { - "gridcolor": "white", - "linecolor": "white", - "ticks": "" - } - }, - "title": { - "x": 0.05 - }, - "xaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - }, - "yaxis": { - "automargin": true, - "gridcolor": "white", - "linecolor": "white", - "ticks": "", - "title": { - "standoff": 15 - }, - "zerolinecolor": "white", - "zerolinewidth": 2 - } - } - }, - "width": 1200 - } - }, - "text/html": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from editor.ploting import plot_histograms\n", - "\n", - "\n", - "edited_histogram, original_histogram = next(loader)\n", - "edited_histogram = edited_histogram.to(device)\n", - "original_histogram = original_histogram.to(device)\n", - "predicted_original = model(edited_histogram)\n", - "plot_histograms([\n", - " original_histogram.cpu().numpy().squeeze(),\n", - " edited_histogram.cpu().numpy().squeeze(),\n", - " predicted_original.cpu().detach().numpy().squeeze()\n", - "])\n" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "bipolaroid", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.2" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/src/colour_lut.ipynb b/src/colour_lut.ipynb new file mode 100644 index 0000000..9176f4a --- /dev/null +++ b/src/colour_lut.ipynb @@ -0,0 +1,66 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "metadata": {} + }, + "outputs": [ + { + "data": { + "image/png": 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9l0HQE1FRUapTp47j/dSpU0fR0dFO769OnTqKiopyHHvyySc1duxYvf766zr33HP1448/6sYbb9QHH3ygKVOm6Omnn1ZUVJTatGmjESNGOD1XvXr1nG7bA+ljjz2mf//739q1a5c6dOigDz74QImJiZKkK6+8UgsWLFBmZqYef/xxJScna/LkybrrrrsczxMREaG6desqPj5e3bp105NPPqknnnhCjzzyiK688kpNmzZNw4YNU/369RUfH6/evXvrzjvv1G233abDhw/r4Ycf1qRJk/TGG29o6tSpevjhh7V//341btxYl19+uW688UbFx8fr6quv1ksvvaTJkyfrscce09VXX62HHnpIU6ZMqTQmTnf6e7d76qmnNGLECF133XVKSUnRrFmz9Je//MXxfuzLCuPi4hyPt8/+xMbGKj4+XpdccomWL1+uhx56SNdcc43q1aunP/7xj44mEQ888IBGjBihyy+/XDabTT/88IPjs7d/Jt5+znaRkZGKiYmp8r2dPHlS9erVU/fu3c/63wvUjJKSEmVnZ6t3795hta8bvMM4gScYJ3DH2zGy8ccjMr/a5PL+CEO65dpefpuRcvc/0e0M82x7ap8F0zR1zz33aMmSJVq1apVatWrl9jGHDx/Wueeeq5deekl///vfZbVa1aRJE7355pu65ZZbJEkWi0XNmzfXRx995NE1UgUFBWrQoIGsVmuVQSovL0/p6em18gujvRtbfHx8pWukgsmqVavUq1cv5efnq2HDhv4uJ+T4e5zU9r8X8F5JSYk++ugjXXvttfziA5cYJ/AE4wTueDNGLFabnv50l97+cm+V90cahqYNbufXa6SqywYV+XVG6u6779b8+fP1/vvvq379+o5rmho0aKB69erp+PHjyszM1E033aTk5GTt3r1b//73v5WYmOjosNagQQPddtttuu+++9S4cWMlJCRo7NixysjIcOqkBgAAAKD22ZtK5O63avqyHTp9GifSMDSu34Vq37yhWibG0rXPE88//7wkqWfPnk7H586dq2HDhikyMlK5ubl6/fXXdfToUSUnJ6tXr15auHCh6tev7zh/1qxZqlOnjm655RbZbDZdffXVmjdvHhfBAwAAAH60MGePJizOrdRUQpIiJM0Z0lGXpDUKmvBUkV+DlLtVhfXq1dOKFe43v61bt67mzJmjOXPm+Ko0nKWePXueVUtxAAAABLete/M1fnFupRkou3JJCXExQRmipFNBEAAAAAB8ZmHOHg16dr3LECWdWtLXMrHydkDBIiC69gEAAAAIfharTWt3HdIDi3KrPc/eVCJYZ6MkgpTHWKYG/I5/HwAAgJ3FelK7rIb+83meHv94l1z9lhBhSA/0axN0TSVcIUi5YW/hWFhYqHr1gvuHDfiKfXNqGroAABDefm8mESlt3+XyvAhJS0Z2VYfURi7PCTYEKTciIyPVsGFDHTx4UNKpjVLPZqNcd8rLy1VcXKyTJ08G9T5SqFn+HCfl5eX69ddfFRsbqzp1+AoBACAcWaw2bdp9xGVHvorsy/hCKURJBCmPJCUlSZIjTNUk0zRls9lUr169Gg1sCG7+HicRERFq0aIFYxQAgDBUXUvzioK9vbk7BCkPGIah5ORkNW3aVCUlJTX6WiUlJVqzZo26d+/O7uFwyd/jJDo6mhlTAADC0Na9+Rq/KNfldVB29lmo69qn1Epd/kCQ8kJkZGSNXxMSGRmp0tJS1a1blyAFlxgnAACgtlisNuUdOqGc3Uc0K7ua66BCrJmEOwQpAAAAAFXyZBmfIWloqzKNGNhLLRLr11pt/sbaHAAAAACVWKw2tyEqwpCmDrpYHRNNJTeoW3vFBQCCFAAAAIBKvj94vPoQpVMtzW/u1LzWagokBCkAAAAATn4+WqgXVv3g8v5Iw1DWTRkh19LcG1wjBQAAAMDRVCJ331FNX7bT0ZnPkGTqVHga1+/CsGkm4Q5BCgAAAAhz1TWVMCQ9E8L7QZ0pghQAAAAQxrbuzdf4xbkyXVwPVS4pIS6GEHUarpECAAAAwtSCL/do4LPrXYYo6dSSvpaJsbVXVJBgRgoAAAAIMxarTR9u/VlTPtpR7XmRhqFpg9sxG1UFghQAAAAQBuzNJDbvztfM7P/J1SRUhCE90K8NTSXcIEgBAAAAIa66ZhIV2feGCue25p4iSAEAAAAhymK1adPuI9U2k7CzL+MjRHmGIAUAAACEEMd+UPutemzZDo9moebQ3txrBCkAAAAgRHi6hM/OPgt1XfuUmi0sBBGkAAAAgBDgbj8ou0jD0Lh+F9JM4iwRpAAAAIAgtzBnj8YvynXZiU9iCZ+vEaQAAACAIOVoJuEmRLGEz/cIUgAAAEAQqdhMYvqyHS6X8rEfVM0iSAEAAABBgv2gAgdBCgAAAAgCFqvNoxDFflC1gyAFAAAABIG8QyeqDVE0k6hdBCkAAAAgwFmsNu20FLi8n2YStY8gBQAAAAQoi9WmV9fm6ZW1eZVmo9gPyr8IUgAAAEAAcrU3lCHpGZbw+R1BCgAAAAggjr2hFle9N5QpKSEuhhDlZwQpAAAAIEB40t480jDUMjG29opClQhSAAAAgJ85ZqGqWMpXUYQhTRvcjtmoAECQAgAAAPzAYrUp79AJ5e636rFlO9y2Nr+9e7qGd0snRAUIghQAAABQyzxZwiexN1QgI0gBAAAAtWjr3vxTjSTchCj2hgpsBCkAAACglrhqaV4Rs1DBgSAFAAAA1DCL1aZ13x/SA4tyqz2PWajgQZACAAAAaoCjmcS+o5q+bKfLWagIQ3qgXxu1b95QLRNjmYUKEgQpAAAAwMe8aSaxZGRXdUhtVCt1wXcIUgAAAICP2PeD8iRE2ZfxEaKCE0EKAAAA8AFamocXghQAAABwlrbuzXfbjU+imUQoIUgBAAAAZ8DeTGLT7iOamb3L5XmRhqFx/S6kmUSIIUgBAAAAXvJkGR9L+EIbQQoAAADwkL2ZxPjFuTKrC1GGlDU4gyV8IYwgBQAAAHiAluaoiCAFAAAAVMMxC+VFMwlCVOgjSAEAAACnsTeSyN1v1fRlO6pdxkczifBEkAIAAAAqYD8oeIIgBQAAAPxm6958t40kJPaDAkEKAAAAkHRqJuqBRbnVnsMsFOwIUgAAAAhrFqtNa/53yG2IYhYKFRGkAAAAEHbszSS+2XtUjy3f6bIbX4QhPdCvDY0kUAlBCgAAAGGF/aDgCwQpAAAAhAX7flCehCj2g4I7BCkAAACEPFqaw9cIUgAAAAhpW/fma/yiXJfXQdnRTALeIEgBAAAg5NibSeTkHdGsT3a5PC/SMDSu34U0k4DXCFIAAAAIKZ4s42MJH84WQQoAAAAhwd5MYvziXJnVhShDyhqcwRI+nBWCFAAAAIKWfQlf7n6rHlu2g5bmqDUEKQAAAAQlTzvx2dHSHL5EkAIAAEDQ2bo33+0SPolmEqg5BCkAAAAElYU5e9y2M6eZBGoaQQoAAABBwWK16cu8I25DFPtBoTYQpAAAABCwKjaTmL5sh8ulfBGG9EC/NizhQ60hSAEAACAgedpMgk588AeCFAAAAAKKfT8oT0IUnfjgLwQpAAAABAxvZqFoJgF/ivDni2dlZenSSy9V/fr11bRpUw0aNEg7d+50Osc0TWVmZiolJUX16tVTz5499e233zqdU1RUpHvuuUeJiYmKi4vTDTfcoH379tXmWwEAAMBZ2ro3X+MXeTYLlXVThq5rn0KIgt/4NUitXr1ad999tzZu3Kjs7GyVlpaqT58+OnHihOOcGTNmaObMmXrmmWeUk5OjpKQk9e7dW8eOHXOcM3r0aC1ZskQLFizQ2rVrdfz4cQ0YMEBlZWX+eFsAAADwkMVq0/ofDun5Vd9r4LPrXXbjizQMTejfRm/fcbnWju+lWy9tUat1Aqfz69K+5cuXO92eO3eumjZtqs2bN6t79+4yTVOzZ8/Wgw8+qMGDB0uSXnvtNTVr1kzz58/XnXfeKavVqldeeUVvvPGGrrnmGknSm2++qdTUVH3yySfq27dvrb8vAAAAuOfJMj6W8CFQBdQ1UlarVZKUkJAgScrLy9OBAwfUp08fxzkxMTHq0aOH1q9frzvvvFObN29WSUmJ0zkpKSlq166d1q9fX2WQKioqUlFRkeN2QUGBJKmkpEQlJSU18t48ZX99f9eBwMY4gTuMEXiCcQJP1MQ4sVhPasueoxq/ONdlO3PpVEvzKQMvVp+Lmvi8BvhOqH2XePo+AiZImaapMWPG6IorrlC7du0kSQcOHJAkNWvWzOncZs2a6aeffnKcEx0drUaNGlU6x/7402VlZWny5MmVjn/88ceKjY096/fiC9nZ2f4uAUGAcQJ3GCPwBOMEnvDVONnwi6GFP0bIlOHmTFOj25Yp7pdv9NFH3/jktVGzQuW7pLCw0KPzAiZIjRo1St98843Wrl1b6T7DcP4XzTTNSsdOV905EyZM0JgxYxy3CwoKlJqaqj59+ig+Pv4MqvedkpISZWdnq3fv3oqKivJrLQhcjBO4wxiBJxgn8ISvxol9Fmrhhm9cXgdld2omqq1u7tT8jF8PtSfUvkvsq9XcCYggdc899+iDDz7QmjVr1Lz57//CJCUlSTo165ScnOw4fvDgQccsVVJSkoqLi5Wfn+80K3Xw4EF17dq1yteLiYlRTExMpeNRUVEB88MPpFoQuBgncIcxAk8wTuCJMx0nFqtNr67N08tr86pdxhdpGBrX70K1b95QLRNjuR4qCIXKd4mn78GvXftM09SoUaO0ePFirVy5Uunp6U73p6enKykpyWmasLi4WKtXr3aEpE6dOikqKsrpHIvFom3btrkMUgAAAKh5C3P2qGvWSv3nc9chKkLSs0M6au34Xrqzx/nqcn5jQhSCgl9npO6++27Nnz9f77//vurXr++4pqlBgwaqV6+eDMPQ6NGjNW3aNLVq1UqtWrXStGnTFBsbqyFDhjjOve2223TfffepcePGSkhI0NixY5WRkeHo4gcAAIDaY7HatGn3EY1flFvtMr5Iw9C0we10XfuUWqsN8BW/Bqnnn39ektSzZ0+n43PnztWwYcMkSePGjZPNZtPIkSOVn5+vyy67TB9//LHq16/vOH/WrFmqU6eObrnlFtlsNl199dWaN2+eIiMja+utAAAAQLQ0R/jwa5Ayq1so+xvDMJSZmanMzEyX59StW1dz5szRnDlzfFgdAAAAPGWx2vRlnvtZqAhDyhqcwSwUgl5ANJsAAABA8LFYbco7dEK5+62avmxH9XtCSbq9e7qGd0tnFgohgSAFAAAAr3myhE9iGR9CF0EKAAAAHrM3kvAkRNFMAqGMIAUAAACPMAsF/I4gBQAAALe27rO6bSQhMQuF8EGQAgAAQJUsVpu+P1Cg7H2G/rvhC5fnRRqGxvW7UO2bN1TLxFhmoRAWCFIAAACoxHkZX0SV57CED+GMIAUAAAAHezOJ8YtzK7QzNyqdx35QCHcEKQAAAEjyrpnEkpFd1SG1Ua3UBQQighQAAECYc8xCedFMghCFcEeQAgAACFMWq02vrs3Ty2vzKizjq8yQqXF9W+sPLRrTTAL4DUEKAAAgDC3M2eN2BipC0qxb2uvo919pyBXpioqKqq3ygIBXdQsWAAAAhCSL1aalW/e7DVGRhqGsmzJ0bUaSGsbUWnlA0GBGCgAAIEx40kzi9JbmJSUltVYfEEwIUgAAACHOYrVpww+H3S/lo6U54DGCFAAAQAiyWG3KO3RCufutmr5sR7XNJCIk3d49XcO7pdNIAvAQQQoAACDEeLMfVMVlfAA8R5ACAAAIIVv35mv84txqZ6Ck3/eDYhkfcGYIUgAAACFiYc4ePbAot9pzmIUCfIMgBQAAEOQsVptWbDugzKXbqz2PWSjAdwhSAAAAQcjeTGLLnqN6YsVOl934IgzpgX5t1L55Q7VMjGUWCvARghQAAECQ8aaZxJKRXdUhtVGt1AWEE4IUAABAkLBYbdq0+4hXzSQIUUDNIEgBAAAEIPvSvfTEOEnSq2vz9MraPFqaAwGCIAUAABBgKi7dMySX1z+djmYSQO0hSAEAAAQI+9K9itc/uQtRkYahcf0upJkEUMsIUgAAAAHA0wYSdizhA/yLIAUAAOBH3jSQsIswpKzBGSzhA/yIIAUAAOAHFqvNowYSxm//MM1Ts1C3d0/X8G7pzEIBfkaQAgAAqGULc/Zo/KLcaq9/qrh0T5J2HyrkGigggBCkAAAAaonTMr5qzquq+x4BCggsBCkAAIBa4EkzCRpIAMGDIAUAAFCDLFabcvKOuF/KRwMJIKgQpAAAAHzMYrUp79AJ5e63avqyHdV246OBBBCcCFIAAAA+5Ol+UCzjA4IbQQoAAMAH7I0kPAlRVTWTABBcCFIAAABniVkoIPwQpAAAAM7C1r35bhtJSMxCAaGGIAUAAOAlezOJb/Ye1fTlO12eF2kYGtfvQrVv3pDNdIEQQ5ACAADwAvtBAZAIUgAAAC7ZZ57SE+MkSZt2H9H4xbnVtzNnPyggLBCkAAAAqlBx5sn47Zi766AiJC0Z2VUdUhvVcHUA/I0gBQAAcJrTG0i4C1DS780kCFFAeCBIAQAA6PdlfF/vOaoZK1w3kKiIZhJA+CJIAQCAsOfpPlB2NJMAQJACAABhy2K1edRAwvjtH6bJflAATiFIAQCAsOTpLFSEpCV3d1XT+LrafaiQJXwAJBGkAABAmHHMQlVoJuHK6Q0kCFAA7AhSAAAgLFisNr26Nk8vr82rdhkfDSQAeIIgBQAAQt7CnD1uZ6BoIAHAGwQpAAAQsjxdxkcDCQDeIkgBAICQ5EkzCWahAJwpghQAAAgpFqtNG3447H4pnyFlDc5gFgrAGSFIAQCAoGWx2pR36ITioiN1orhMufutmr5sR7XNJCIk3d49XcO7pTMLBeCMEaQAAEBQ8nQfKDuW8QHwJYIUAAAIKt7sA2VHMwkAvkaQAgAAQWNhzh6NX5xb7dK9ipiFAlBTCFIAACDgWaw2rfnfIT2wKNfjxzALBaAmEaQAAEBAsjeS+GbvUT22fKdHy/giDUPj+l2o9s0bqmViLLNQAGrMGQWpN954Qy+88ILy8vK0YcMGpaWlafbs2UpPT9fAgQN9XSMAAAgznjaSsC/da96ongqLywlPAGpNhLcPeP755zVmzBhde+21Onr0qMrKyiRJDRs21OzZs31dHwAACCMWq01Lt+73KERFGoaybjq1D1SH1Ebqcn5jQhSAWuP1jNScOXP0n//8R4MGDdL06dMdxzt37qyxY8f6tDgAABA+vJ2FooEEAH/yOkjl5eWpY8eOlY7HxMToxIkTPikKAACEl6178z1qZ04DCQCBwusglZ6erq+//lppaWlOx5ctW6aLL77YZ4UBAIDQZm8mkZN3RLM+2eXyPBpIAAhEXgep+++/X3fffbdOnjwp0zT15Zdf6u2331ZWVpZefvnlmqgRAACEGE+W8bGED0Ag8zpIDR8+XKWlpRo3bpwKCws1ZMgQnXvuuXrqqaf0pz/9qSZqBAAAQcw+85SeGCdJ2rT7iNtNdSMMKWtwBkv4AASsM2p/fscdd+iOO+7QoUOHVF5erqZNm/q6LgAAEOQsVpteXZunV9bmOWaeDMntdVARkpaM7KoOqY1quEIAOHNntSFvYmKir+oAAAAhZGHOniqbR3jaTIIQBSDQnVGzCcMwXN7/448/nlVBAAAgeFmstt+X7nn4GJpJAAhGXgep0aNHO90uKSnRli1btHz5ct1///2+qgsAAAQZT/eBsqOZBIBg5nWQ+r//+78qjz/77LPatGnTWRcEAACCi2MWys0+UMZv/zBN9oMCEPzO6hqpivr3768JEyZo7ty5vnpKAAAQoOyd+HL3W/XYsh1u25jf3j1dw7ulS5J2HypkCR+AoBfhqyf6f//v/ykhIcGrx6xZs0bXX3+9UlJSZBiG3nvvPaf7hw0bJsMwnP5cfvnlTucUFRXpnnvuUWJiouLi4nTDDTdo3759Z/t2AACACwtz9qjb9JUa8p8vlPWR6xAVIenZIR21bsJV+ve1Fyu5QT0lN6inLuc3JkQBCHpez0h17NjRqdmEaZo6cOCAfv31Vz333HNePdeJEyfUoUMHDR8+XDfddFOV5/Tr189plis6Otrp/tGjR2vp0qVasGCBGjdurPvuu08DBgzQ5s2bFRkZ6VU9AACgelv35rvdA0pi6R6A0Od1kBo0aJDT7YiICDVp0kQ9e/ZUmzZtvHqu/v37q3///tWeExMTo6SkpCrvs1qteuWVV/TGG2/ommuukSS9+eabSk1N1SeffKK+fft6VQ8AAHDNVUvzimggASBceB2kJk2aVBN1uLRq1So1bdpUDRs2VI8ePTR16lTHBsCbN29WSUmJ+vTp4zg/JSVF7dq10/r1610GqaKiIhUVFTluFxQUSDrVgbCkpKQG34179tf3dx0IbIwTuMMYgSeqGycW60n9dLhQaY1jJUlf5h3R+EXbqg9RhjRl4MXqc1ETl8+L4MP3CdwJtTHi6fswTNPd5PzvQcMT8fHxHp/rVIhhaMmSJU4zXgsXLtQ555yjtLQ05eXlaeLEiSotLdXmzZsVExOj+fPna/jw4U6hSJL69Omj9PR0vfjii1W+VmZmpiZPnlzp+Pz58xUbG3tG9QMAEOyOFkm/njS057i0dE+ETBn6fQvdqveQNGTq+hblanGO1KSuqYYxtVYuANSIwsJCDRkyRFartdps49GMVMOGDavdhFc6da2UYRgqKyvzrtJq3HrrrY6/t2vXTp07d1ZaWpo+/PBDDR482G0trkyYMEFjxoxx3C4oKFBqaqr69OlzxkHQV0pKSpSdna3evXsrKirKr7UgcDFO4A5jBJ6oOE7e++YXTX5/exWNI1z/99SQ9O6dl6tD8wY1WSb8jO8TuBNqY8TTSSSPgtRnn312VsX4SnJystLS0rRr1y5JUlJSkoqLi5Wfn69GjRo5zjt48KC6du3q8nliYmIUE1P5f5lFRUUFzA8/kGpB4GKcwB3GCDyx/ZdCPfj+drcNJCqyN5PonJ5Yc4UhoPB9AndCZYx4+h48ClI9evQ4q2J85fDhw9q7d6+Sk5MlSZ06dVJUVJSys7N1yy23SJIsFou2bdumGTNm+LNUAACCwoZfDC148QuPz6eZBACccsYb8hYWFmrPnj0qLi52Ot6+fXuPn+P48eP6/vvvHbfz8vL09ddfKyEhQQkJCcrMzNRNN92k5ORk7d69W//+97+VmJioG2+8UZLUoEED3XbbbbrvvvvUuHFjJSQkaOzYscrIyHB08QMAAJVZrDat2fGLFvxY/ZaSxm//ME1amgNARV4HqV9//VXDhw/XsmXLqrzfm2ukNm3apF69ejlu269bGjp0qJ5//nnl5ubq9ddf19GjR5WcnKxevXpp4cKFql+/vuMxs2bNUp06dXTLLbfIZrPp6quv1rx589hDCgCA01isNuUdOqHcfUc1fdnO39pIVL4GKsKQHujXRu2bN1TLxFNNmHYfKlTLxFhmoQDgN14HqdGjRys/P18bN25Ur169tGTJEv3yyy+aMmWKnnzySa+eq2fPnqquaeCKFSvcPkfdunU1Z84czZkzx6vXBgAgnCzM2aMJi3OraCbhLELSkpFd1SG1kdNxAhQAOPM6SK1cuVLvv/++Lr30UkVERCgtLU29e/dWfHy8srKydN1119VEnQAAwAv22ae46EjtOVLoUYiyL907PUQBACrzOkidOHHCsSFuQkKCfv31V7Vu3VoZGRn66quvfF4gAADwjqezT3aGpGdoIAEAXqn+CtMqXHjhhdq5c6ck6Q9/+INefPFF7d+/Xy+88IKjmx4AAKh9FqtNb3/xkx5Y5E2IMjV10MW6rn0KIQoAvHBG10hZLBZJ0qRJk9S3b1+99dZbio6O1rx583xdHwAAqIZ9Cd83e4/qseX2BhLVizQMjet3odomn6Mfvt6omzs1r/E6ASDUeB2k/vKXvzj+3rFjR+3evVs7duxQixYtlJjIpnwAANQWb5fwnb4HVElJiQ5/V6MlAkDI8npp3+rVq51ux8bG6pJLLiFEAQBQSyxWm5Zu3a/xXoSoSMNQ1k0ZLOEDAB/xekaqd+/eSkpK0pAhQ/TXv/5V7dq1q4m6AABAFbxpYz5nSEc1b1RPhcXl7AEFAD7m9YzUzz//rHHjxunzzz9X+/bt1b59e82YMUP79u2rifoAAIAqzEJ50Eii4uxTh9RG6nJ+Y0IUAPiY1zNSiYmJGjVqlEaNGqW8vDzNnz9fr7/+uv7973+re/fuWrlyZU3UCQBA2LA3kEhPjJMkvbo2Ty+vzVM1e9g7Gki0b96Q2ScAqAVeB6mK0tPTNX78eHXo0EETJ06sdP0UAADwTsWle4bktgvf6Q0kAAC1w+ulfXbr1q3TyJEjlZycrCFDhqht27b673//68vaAAAIG1U1kHAXomggAQD+4/WM1L///W+9/fbb+vnnn3XNNddo9uzZGjRokGJjY2uiPgAAQt7ZtjEHANQ+r4PUqlWrNHbsWN166620PAcA4CxYrDZt2n1E4xflerSRriRFGFLW4FOzUAAA//E6SK1fv74m6gAAIGxYrDaPGkgYv/3DNE/NQt3ePV3Du6UzCwUAAeCsmk0AAADvLMzZ43YGquLSPUnafaiQTnwAEGAIUgAA1JDT25h7sowv0jA0bXA7p6V7BCgACDwEKQAAasDpbcyl6rvw0UACAIILQQoAAB+qqoGE272gaCABAEGHIAUAgA942kCiIhpIAEDw8ihINWrUSIZhuD9R0pEjR86qIAAAgo0nDSQqYhkfAAQ/j4LU7NmzHX8/fPiwpkyZor59+6pLly6SpA0bNmjFihWaOHFijRQJAEAgslhtyslz30CiYhvzqppJAACCj0dBaujQoY6/33TTTXrkkUc0atQox7F7771XzzzzjD755BP961//8n2VAAD40end9/IOnVDufqumL9tR7TI+2pgDQOjy+hqpFStW6LHHHqt0vG/fvho/frxPigIAIFB4233PrqoGEgQoAAgdEd4+oHHjxlqyZEml4++9954aN27sk6IAAAgEW/fma/xvIUo6FaDcduCT9I/u6Vo3/irdemmLGq4QAOAvXs9ITZ48WbfddptWrVrluEZq48aNWr58uV5++WWfFwgAgD/QQAIAUB2vg9SwYcN00UUX6emnn9bixYtlmqYuvvhirVu3TpdddllN1AgAQK2xWG360oMGEhXRQAIAws8Z7SN12WWX6a233vJ1LQAA+IW9mYS7BhKnd98b1+9CtW/ekAYSABCGzihI/fDDD5o7d65+/PFHzZ49W02bNtXy5cuVmpqqtm3b+rpGAABqTMVmEtWJkLTk7q5qGl+X7nsAAO+bTaxevVoZGRn64osvtGjRIh0/flyS9M0332jSpEk+LxAAAF+xWG1a/8MhWaw2Waw2Ld2636MQFWkYyropQx1ST13/1OX8xoQoAAhzXs9IjR8/XlOmTNGYMWNUv359x/FevXrpqaee8mlxAAD4ypm0MaeBBADAFa+DVG5urubPn1/peJMmTXT48GGfFAUAgC/Z25ibFdqYu0MDCQBAdbwOUg0bNpTFYlF6errT8S1btujcc8/1WWEAAJwNRwOJfUeVtWynR4+hgQQAwFNeB6khQ4bogQce0LvvvivDMFReXq5169Zp7Nix+vvf/14TNQIA4BVPG0jYsYQPAOAtr4PU1KlTNWzYMJ177rmOPaTKyso0ZMgQPfTQQzVRIwAAHrFYbdq0+4jbEHV6G3OW8AEAvOV1kIqKitJbb72lRx99VF999ZXKy8vVsWNHtWrVqibqAwDAI7QxBwDUJq+D1COPPKKxY8fqvPPO03nnnec4brPZ9Pjjj+vhhx/2aYEAAFTFfg1UXHSk9hwpdGom4Yp99qlDaiNJIkABAM6Y10Fq8uTJuuuuuxQbG+t0vLCwUJMnTyZIAQBqjD08fbP3qB5bsdNtcJJoIAEAqBleBynTNGUYRqXjW7duVUJCgk+KAgDgdDSQAAAEEo+DVKNGjWQYhgzDUOvWrZ3CVFlZmY4fP6677rqrRooEAIQvewMJT5bu2dFAAgBQ0zwOUrNnz5ZpmhoxYoQmT56sBg0aOO6Ljo5Wy5Yt1aVLlxopEgAQnpiFAgAEKo+D1NChQyVJ6enp6tq1q6KiomqsKABAeGMWCgAQ6Ly+RqpHjx6Ov9tsNpWUlDjdHx8ff/ZVAQDChr2BRHpinCTp1bV5enltXrUBqmIDidjoCBUWl9NIAgBQq7wOUoWFhRo3bpzeeecdHT58uNL9ZWVlPikMABD6Ki7dMyS5m3xi6R4AIFBEePuA+++/XytXrtRzzz2nmJgYvfzyy5o8ebJSUlL0+uuv10SNAIAQY7HatHTrfo2vcP2TuxAVaRjKuilD17VPIUQBAPzO6xmppUuX6vXXX1fPnj01YsQIXXnllbrggguUlpamt956S3/5y19qok4AQIiggQQAIBR4PSN15MgRpaenSzp1PdSRI0ckSVdccYXWrFnj2+oAACHDMQu1yIsQZYhZKABAQPJ6Ruq8887T7t27lZaWposvvljvvPOO/vjHP2rp0qVq2LBhDZQIAAhmFqvNowYSxm//MM1T/5fv9u7pGt4tnQAFAAhIXgep4cOHa+vWrerRo4cmTJig6667TnPmzFFpaalmzpxZEzUCAILUwpw9Gr8ot9rrnyou3ZOk3YcK6cAHAAh4Xgepf/3rX46/9+rVSzt27NCmTZt0/vnnq0OHDj4tDgAQPE5vY75p9xG3IaqqvZ8IUACAYOB1kDpdixYt1KJFC1/UAgAIUqe3MZeq78JHAwkAQLDzKEg9/fTTHj/hvffee8bFAACCi8VqqzTz5HYvKEPKGpzhNAsFAECw8ShIzZo1y6MnMwyDIAUAYcDTBhIV0UACABBKPApSeXl5NV0HACBIeNJAoiKW8QEAQtFZXSNl/va/IQ3DcHMmACDYVbWMryoV25hX1UwCAIBQcEZB6vXXX9fjjz+uXbt2SZJat26t+++/X3/72998WhwAIDBUbCbhCm3MAQDhxOsgNXPmTE2cOFGjRo1St27dZJqm1q1bp7vuukuHDh1yao8OAAg+p7cxX7vrkB5YlFvtY6pqIEGAAgCEMq+D1Jw5c/T888/r73//u+PYwIED1bZtW2VmZhKkACAI2cNT7n6rpi/bQQMJAADc8DpIWSwWde3atdLxrl27ymKx+KQoAEDt8WTZ3uloIAEACHcR3j7gggsu0DvvvFPp+MKFC9WqVSufFAUAqB1b9+ZrvJchKtIwlHXTqWV8hCgAQLjyekZq8uTJuvXWW7VmzRp169ZNhmFo7dq1+vTTT6sMWACAwLQwZ4/ba58qYhYKAIDfeR2kbrrpJn3xxReaNWuW3nvvPZmmqYsvvlhffvmlOnbsWBM1AgB8yGK1adWOg5qwZFu159HGHAAA186o/XmnTp305ptv+roWAIAPHS2SNv54RBckxUuS8g6d0Na9RzVj+U6X+0BFGNID/dqoffOGapkYK4k25gAAVOWMglRZWZmWLFmi7777ToZh6KKLLtLAgQNVp85Z7e8LAPCRdzfvU+ZXkTK/2iT7lunuLoOKkLRkZFd1SG3kdJwABQBAZV4nn23btmngwIE6cOCALrzwQknS//73PzVp0kQffPCBMjIyfF4kAMBzW/fm68H3tsv8LUJ50kfCvnTv9BAFAACq5nWQuv3229W2bVtt2rRJjRqd+g9ufn6+hg0bpn/84x/asGGDz4sEAFSv4j5QWR/t8PhxNJAAAODMeB2ktm7d6hSiJKlRo0aaOnWqLr30Up8WBwBw70z2gZJoIAEAwNnwOkhdeOGF+uWXX9S2bVun4wcPHtQFF1zgs8IAANWzWG3atPuI2xB1eve9cf0udDSTYBYKAIAz43WQmjZtmu69915lZmbq8ssvlyRt3LhRjzzyiB577DEVFBQ4zo2Pj/ddpQAAB09noQxJ793dVU3j69J9DwAAH/I6SA0YMECSdMstt8gwfruQ2Tz1X/Lrr7/ecdswDJWVlfmqTgAIa/ZroOKiI7XnSKHGL86V6TZEmZo6qK2jgQQBCgAA3/E6SH322Wc1UQcA4DSOBhL7jmr68p1ug5P0+9K9tsnn6IevN+rmTs1rvlAAAMKQV0GqtLRUq1at0ogRI5SamlpTNQFA2PO2gcTp3fdKSkp0+LsaLREAgLAW4c3JderU0RNPPMGSPQCoIRarTUu37vcqREUahrJuytB17VNYvgcAQC3xKkhJ0tVXX61Vq1b55MXXrFmj66+/XikpKTIMQ++9957T/aZpKjMzUykpKapXr5569uypb7/91umcoqIi3XPPPUpMTFRcXJxuuOEG7du3zyf1AUBtWpizR92mr9Q9b3/tUYiKkPTskI5aO76Xbr20RY3XBwAAfuf1NVL9+/fXhAkTtG3bNnXq1ElxcXFO999www0eP9eJEyfUoUMHDR8+XDfddFOl+2fMmKGZM2dq3rx5at26taZMmaLevXtr586dql+/viRp9OjRWrp0qRYsWKDGjRvrvvvu04ABA7R582ZFRkZ6+/YAoNbZ25h70kDCjj2gAADwL6+D1D//+U9J0syZMyvd522nvv79+6t///5V3meapmbPnq0HH3xQgwcPliS99tpratasmebPn68777xTVqtVr7zyit544w1dc801kqQ333xTqamp+uSTT9S3b19v3x4A1BqL1aZX1+bplbV51c5AVdz7KTY6QoXF5bQxBwDAz7wOUuXl5TVRRyV5eXk6cOCA+vTp4zgWExOjHj16aP369brzzju1efNmlZSUOJ2TkpKidu3aaf369S6DVFFRkYqKihy37XtflZSUqKSkpIbekWfsr+/vOhDYGCfB793N+/Tge9tV3QSUIWn2Le3VsUVDJTeoW+n+6n7+jBF4gnECTzBO4E6ojRFP34fXQaqikydPqm7dyv9x94UDBw5Ikpo1a+Z0vFmzZvrpp58c50RHR6tRo0aVzrE/vipZWVmaPHlypeMff/yxYmNjz7Z0n8jOzvZ3CQgCjJPgcLRI+vWkoSZ1T8WmvGOGXtsVIVOGy8cYMnXreeXS3q+0Za+05QxfmzECTzBO4AnGCdwJlTFSWFjo0XleB6mysjJNmzZNL7zwgn755Rf973//03nnnaeJEyeqZcuWuu2227wutjr2TX/t7Jv9VsfdORMmTNCYMWMctwsKCpSamqo+ffooPj7+7Ao+SyUlJcrOzlbv3r0VFRXl11oQuBgnwePdzfs0+f3tKjfliE1nMwvlKcYIPME4gScYJ3An1MaIfbWaO14HqalTp+q1117TjBkzdMcddziOZ2RkaNasWT4LUklJSZJOzTolJyc7jh88eNAxS5WUlKTi4mLl5+c7zUodPHhQXbt2dfncMTExiomJqXQ8KioqYH74gVQLAhfjJHDZG0hUXL7nro9EhCFlDc7QwEt8t08fYwSeYJzAE4wTuBMqY8TT9+B1+/PXX39dL730kv7yl784dcVr3769duzY4e3TuZSenq6kpCSnKcLi4mKtXr3aEZI6deqkqKgop3MsFou2bdtWbZACgJpisdo09cPt6vpbG3NPmvBFSPpH93StG38VbcwBAAgSXs9I7d+/XxdccEGl4+Xl5V5fYHb8+HF9//33jtt5eXn6+uuvlZCQoBYtWmj06NGaNm2aWrVqpVatWmnatGmKjY3VkCFDJEkNGjTQbbfdpvvuu0+NGzdWQkKCxo4dq4yMDEcXPwCoLQtz9mj8olyPwpN0KkDNGdJRl6Q1ogMfAABBxusg1bZtW33++edKS0tzOv7uu++qY8eOXj3Xpk2b1KtXL8dt+3VLQ4cO1bx58zRu3DjZbDaNHDlS+fn5uuyyy/Txxx879pCSpFmzZqlOnTq65ZZbZLPZdPXVV2vevHnsIQWg1jj2gXIToozf/mGa7AMFAECw8zpITZo0SX/729+0f/9+lZeXa/Hixdq5c6def/11/fe///XquXr27Cmzmt0nDcNQZmamMjMzXZ5Tt25dzZkzR3PmzPHqtQHAFxbm7NGExbnV7gNVceZJknYfKmQfKAAAgpzXQer666/XwoULNW3aNBmGoYcffliXXHKJli5dqt69e9dEjQAQcCxWm77Mcz8LZW8gUXHmiQAFAEDwO6N9pPr27etys1sACCUWq015h04oPTFOkpR36IRy91s1fdkOVTOhrghJt3dP1/Bu6QQnAABCkNdB6rzzzlNOTo4aN27sdPzo0aO65JJL9OOPP/qsOADwp4rL9jzZA0qigQQAAOHC6yC1e/dulZWVVTpeVFSk/fv3+6QoAPC3rXvzNX5xrmPWyZNOfDSQAAAgfHgcpD744APH31esWKEGDRo4bpeVlenTTz9Vy5YtfVocAPgDbcwBAIA7HgepQYMGSTrVSW/o0KFO90VFRally5Z68sknfVocANQmi9Wm9d8f8ipEMQsFAEB48jhIlZeXS5LS09OVk5OjxMTEGisKAGqLvZlE7r6jmr5sp8sAdfoeUOP6Xaj2zRvSxhwAgDDl9TVSeXl5NVEHANQ6T/aAkk4t3Vtyd1c1ja/LHlAAAEDSGbY///TTT/Xpp5/q4MGDjpkqu1dffdUnhQFATbFYbdq0+4hHIcq+dK9D6qnNdAlQAABAOoMgNXnyZD3yyCPq3LmzkpOTZRiG+wcBQIDwZhaKBhIAAMAVr4PUCy+8oHnz5ulvf/tbTdQDADVm6958jxpJ0EACAAC443WQKi4uVteuXWuiFgDwOXszic278/Vk9v9cnkcDCQAA4A2vg9Ttt9+u+fPna+LEiTVRDwD4jCfL+FjCBwAAzoTXQerkyZN66aWX9Mknn6h9+/aKiopyun/mzJk+Kw4APGWfeUpPjJMkbdp9ROMX58qsLkQZUtbgDJbwAQAAr3kdpL755hv94Q9/kCRt27bN6T4aTwDwh4ozT/ZvIXfXQUVIWjKyq6MbHwAAgDe8DlKfffZZTdQBAGfk9AYS7gKUVLmlOQAAgLfOaB8pAPAn+zK+L348rKc+/d6jx9BMAgAA+JLHQWrw4MEenbd48eIzLgYA3PF0Hyg7mkkAAICa4HGQatCgQU3WAQDVslhtpxpIuNkHyvjtH6bJflAAAKDmeByk5s6dW5N1AIBLns5CRUhacndXNY2vq92HClnCBwAAagzXSAEIWBarTV/muZ+Fkio3kCBAAQCAmkSQAhBwLFabXl2bp5c/z6s2QNFAAgAA+AtBCkBAWZizx+0MFA0kAACAvxGkAAQET5fx0UACAAAEAoIUAL+x7weVu9+q6ct2yKwmQTELBQAAAglBCoBfeLMfVIQhZQ3OYBYKAAAEDIIUgFpl3w/K03bmt3dP1/Bu6cxCAQCAgEKQAlBrvNkPimV8AAAgkBGkANQ4+yzU+MW51V4HJdFMAgAABAeCFIAaY98P6pW1edXOQrEfFAAACDYEKQA1gv2gAABAKCNIAfApp2V81ZzHEj4AABDMCFIAfMaTZhLMQgEAgFBAkAJw1hyzUO6W8rEfFAAACBEEKQBesVhtyjt0QnHRkTpRXKbc/VY9tmyH21ko9oMCAAChhCAFwGOe7gNlxzI+AAAQqghSANzyZh8oO5pJAACAUEaQAlAtZqEAAAAqI0gBqJKnDSQqYhYKAACEC4IUAAd7IwlPGkjYRRqGxvW7UO2bN1TLxFhmoQAAQFggSAGQ5PkSPvvSveaN6qmwuJzwBAAAwhJBCoC27s33qJEES/cAAABOIUgBYW5hzh73G+mKBhIAAAAVEaSAMGWx2rTu+0N6YFFutecxCwUAAFAZQQoII45mEvuOavqynS5noSIM6YF+bWggAQAA4AJBCggT3jSTWDKyqzqkNqqVugAAAIIRQQoIAxarzaMQZV/GR4gCAACoHkEKCAN5h05UG6JoJgEAAOAdghQQ4ixWm9buOuTyfppJAAAAeI8gBYQoi9WmV9fm6eW1eZX2h4o0DI3rdyHNJAAAAM4QQQoIQa72hjIkPcMSPgAAgLNGkAJCiMVq06bdR1xusGtKSoiLIUQBAACcJYIUECI8aW8eaRhqmRhbe0UBAACEKIIUEOQsVps2fH/Y5SyUXYQhTRvcjtkoAAAAHyBIAUHIYj2pXVZD//k8T49/vKv6ACXp9u7pGt4tnRAFAADgIwQpIMj8voQvUtq+y+V57A0FAABQcwhSQBDZujdf4xfnVmpnfjr2hgIAAKhZBCkgSCz4co/GL86t9hxmoQAAAGoHQQoIcBarTctyLXrkv99Vex6zUAAAALWHIAUEIIvVprxDJ/TVT/l68uP/uWwmEWFID/Rro/bNG6plYiyzUAAAALWEIAUEGE/2gzrF1Dv/uFyd0xNroywAAABUQJACAoTFatOm3Uc8aiYRYUi3pJerQ/MGtVMcAAAAnBCkgADg6SyUvZlERkp9bVm3slZqAwAAQGUEKcCPHLNQi3Kr3VRXcm4mUVJSoi21UiEAAACqQpAC/MBitenVtXl6eW1etcv4Ig1D4/pdSDMJAACAAEOQAmrZwpw9bmeg2A8KAAAgsBGkgFri6TI+9oMCAAAIfAQpoAbZ94PK3W/VY8t2VNtMglkoAACA4EGQAmqI5/tBnWpnnjU4g1koAACAIEGQAmqAxWrzuJ357d3TNbxbOrNQAAAAQYQgBdSAvEMnWMYHAAAQwiL8XUB1MjMzZRiG05+kpCTH/aZpKjMzUykpKapXr5569uypb7/91o8VA6dmo/534JjL+yMNQ1k3nVrGR4gCAAAITgE/I9W2bVt98sknjtuRkZGOv8+YMUMzZ87UvHnz1Lp1a02ZMkW9e/fWzp07Vb9+fX+UizBm3xvqlbV5lWaj2A8KAAAgtAR8kKpTp47TLJSdaZqaPXu2HnzwQQ0ePFiS9Nprr6lZs2aaP3++7rzzztouFWHM1d5QhqRnWMIHAAAQcgI+SO3atUspKSmKiYnRZZddpmnTpum8885TXl6eDhw4oD59+jjOjYmJUY8ePbR+/fpqg1RRUZGKiooctwsKCiRJJSUlKikpqbk34wH76/u7DnjGYj2pLXuOavziqveGMiU1qBupxNg6Pv2ZMk7gDmMEnmCcwBOME7gTamPE0/dhmKbpQXNm/1i2bJkKCwvVunVr/fLLL5oyZYp27Nihb7/9Vjt37lS3bt20f/9+paT83jL6H//4h3766SetWLHC5fNmZmZq8uTJlY7Pnz9fsbGxNfJeEHo2/GJo4Y8RMmW4PMeQqcxLytQwphYLAwAAwBkrLCzUkCFDZLVaFR8f7/K8gA5Spztx4oTOP/98jRs3Tpdffrm6deumn3/+WcnJyY5z7rjjDu3du1fLly93+TxVzUilpqbq0KFD1X5YtaGkpETZ2dnq3bu3oqKi/FoLqmaxntRXP+XrX+9WPQtlF2FIUwZerJs7Nfd5DYwTuMMYgScYJ/AE4wTuhNoYKSgoUGJiotsgFfBL+yqKi4tTRkaGdu3apUGDBkmSDhw44BSkDh48qGbNmlX7PDExMYqJqTxFEBUVFTA//ECqBacaSeQdOqHc/VY9tmyH29bmtbU3FOME7jBG4AnGCTzBOIE7oTJGPH0PQRWkioqK9N133+nKK69Uenq6kpKSlJ2drY4dO0qSiouLtXr1aj322GN+rhShZGHOHo8312VvKAAAgPAQ0EFq7Nixuv7669WiRQsdPHhQU6ZMUUFBgYYOHSrDMDR69GhNmzZNrVq1UqtWrTRt2jTFxsZqyJAh/i4dIWLr3vxTjSTchKhIw9C0we10XfuU6k8EAABASAjoILVv3z79+c9/1qFDh9SkSRNdfvnl2rhxo9LS0iRJ48aNk81m08iRI5Wfn6/LLrtMH3/8MXtIwSdctTSviFkoAACA8BTQQWrBggXV3m8YhjIzM5WZmVk7BSFsWKw2tyGKWSgAAIDwFdBBCvAHi9Wmlz//scoQFWFID/Rro/bNG6plYiyzUAAAAGGKIAVUUF1jiQhJS0Z2VYfURrVeFwAAAAILQQrQqVmoTbuPuGwsYV/GR4gCAACARJAC3LY3n3jdRbq2fTLL+AAAAOBAkELYcsxCVdNUItIwCFEAAACohCCFsGOx2vTq2jy9vDav2v2h7Mv5CFEAAAA4HUEKYYW9oQAAAOALBCmEBU+W8UnsDQUAAADPEKQQ8tw1k5CYhQIAAIB3CFIIaRarzWVLc7sIQ8oanMEsFAAAADxGkELIslhtemvjTy5DVISk27una3i3dGahAAAA4BWCFEJSdcv5WMYHAACAs0WQQkhxNJVwsZyPZhIAAADwBYIUQoa7phITr7uIzXUBAADgEwQpBD1PWptHGgYhCgAAAD5DkELQslhtenVtnl5em1dtVz77cj5CFAAAAHyFIIWgtDBnj9vNdWkqAQAAgJpCkELQsVhtmrC4+hBFUwkAAADUJIIUgs53lgKXDSWYhQIAAEBtIEghqOzPL9Ts7F1V3hdhSFmDM5iFAgAAQI0jSCHgWaw25R06oW/2HtVjy3c6lvQZkkydmoW6vXu6hndLZxYKAAAAtYIghYBW3d5QhqRnWMYHAAAAPyBIISA59oZanOuytXm5pIS4GEIUAAAAah1BCgGnulmoiiINQy0TY2unKAAAAKCCCH8XAFRkb23uSYhik10AAAD4CzNSCCibf8p3GaIiDUPj+l2o9s0bqmViLCEKAAAAfkOQQsBYmLNHDyzKrXScvaEAAAAQaAhS8DtHY4mqQhR7QwEAACAAEaTgF/a9oXL3WzV92Q6Xnfme/lNHDehAiAIAAEBgIUih1nnTla9Ty0a1UxQAAADgBbr2oVbRlQ8AAAChgBkp1Kq8QyeqDVE0lgAAAEAwIEih1lisNn33s9Xl/fZZKBpLAAAAINARpFDjLFabXl2bp1fW5lWajWJvKAAAAAQjghRq1MKcPRq/KFenr+YzJD3DEj4AAAAEKYIUaoRjb6jFlUOUJJmSEuJiCFEAAAAISgQp+Jwn7c0jDUMtE2NrrygAAADAh2h/Dp/ypL15hCFamwMAACCoMSMFn7FYbVry1T6XISpC0u3d0zW8WzohCgAAAEGNIAWfqG45H3tDAQAAINQQpHBW7E0lXIUo9oYCAABAKCJI4Yy5ayox8bqLdG37ZGahAAAAEHJoNoEz4q6pRKRhEKIAAAAQsghSOCObf8qvNkTRlQ8AAAChjKV98NrCnD16YFFupeM0lQAAAEC4IEjBY/bGEuOrClGGlDU4g6YSAAAACAsEKXjEXWOJp//UUQM6EKIAAAAQHghScMtitWn84lyZ1VwT1allo9otCgAAAPAjmk2gWharTQu+3FNtiKKxBAAAAMINM1JwqbrlfDSWAAAAQDgjSKESe1MJVyHKPgtFYwkAAACEK4IUnLhrKjHxuovYaBcAAABhjyAFh6178zV+Ua5cZChFGgYhCgAAABDNJvCb19bv1sBn11cbomgqAQAAAJzCjBS058gJTfrg2yrvo6kEAAAAUBlBKsxZrDaNWbi1yvsiDClrcAZNJQAAAIDTEKTC2MKcPS6viYqQtGRkV3VIZaNdAAAA4HQEqTBksdq07vtDemBRbpX326+HIkQBAAAAVSNIhZnqZqEk2psDAAAAnqBrXxixWG20NwcAAAB8gCAVJixWm17+/EfamwMAAAA+wNK+MLAwZ48mLM5VeRUpivbmAAAAgPcIUiHMYrVp0+4jLpfz2WehaG8OAAAAeIcgFaKqm4WSaCoBAAAAnA2ukQpBFqut2hBFUwkAAADg7BCkQlBO3pFqQxRNJQAAAICzw9K+ELMwZ0+VG+3SVAIAAADwHYJUCLHvE3W6CEPKGpxBUwkAAADARwhSIcJiten5VT9U2Z3v6T911IAOhCgAAADAVwhSIaC6Dn2RhqFOLRvVflEAAABACCNIBTHHPlGLc2W6CFE0lgAAAAB8jyAVpNgnCgAAAPCfkGl//txzzyk9PV1169ZVp06d9Pnnn/u7pBrDPlEAAACAf4VEkFq4cKFGjx6tBx98UFu2bNGVV16p/v37a8+ePf4uzecsVpve//pn9okCAAAA/CgklvbNnDlTt912m26//XZJ0uzZs7VixQo9//zzysrK8nN1vlPdcj72iQIAAABqT9AHqeLiYm3evFnjx493Ot6nTx+tX7++yscUFRWpqKjIcbugoECSVFJSopKSkpor1gP21z+9jq37rBq/KLfK9uYRhjRl4MXqc1GTKh+L0ONqnAB2jBF4gnECTzBO4E6ojRFP34dhmlX1ewseP//8s84991ytW7dOXbt2dRyfNm2aXnvtNe3cubPSYzIzMzV58uRKx+fPn6/Y2NgarfdMbPjF0IIfIyQZle4blFamjo1NNYyp/boAAACAUFNYWKghQ4bIarUqPj7e5XlBPyNlZxjOIcM0zUrH7CZMmKAxY8Y4bhcUFCg1NVV9+vSp9sOqDSUlJcrOzlbv3r0VFRUli/WkRj+xpspzIwxpzM29lNygbi1XCX87fZwAp2OMwBOME3iCcQJ3Qm2M2FeruRP0QSoxMVGRkZE6cOCA0/GDBw+qWbNmVT4mJiZGMTGVp3CioqIC5ocfFRWlQ4Wlmv3pDy6X82UNzlCLxPq1XhsCRyCNWQQmxgg8wTiBJxgncCdUxoin7yHou/ZFR0erU6dOys7OdjqenZ3ttNQv2Ly7eZ+6Tl+pxVv2V7ovQtKSkV1166Utar8wAAAAAME/IyVJY8aM0d/+9jd17txZXbp00UsvvaQ9e/borrvu8ndpXrNYT+qrXw29vmF7lTNR9vbmHVIb1XptAAAAAE4JiSB166236vDhw3rkkUdksVjUrl07ffTRR0pLS/N3aV75vb15ZJX3T7zuIjbaBQAAAAJASAQpSRo5cqRGjhzp7zLOmMVqc7lHlHRqJooQBQAAAASGoL9GKlTkHTpRbYiaNrgdIQoAAAAIECEzIxXs0hPjFGHIKUxFSJozpKMuSWtEiAIAAAACCDNSASK5QT1lDc5QxG9bX0UYUtZNGbqufQohCgAAAAgwzEgFkFsvbaEu6Y30zkef6ZZre7FHFAAAABCgmJEKMMkN6qpVA1PJDer6uxQAAAAALhCkAAAAAMBLBCkAAAAA8BJBCgAAAAC8RJACAAAAAC8RpAAAAADASwQpAAAAAPASQQoAAAAAvESQAgAAAAAvEaQAAAAAwEsEKQAAAADwEkEKAAAAALxEkAIAAAAALxGkAAAAAMBLBCkAAAAA8BJBCgAAAAC8VMffBQQC0zQlSQUFBX6uRCopKVFhYaEKCgoUFRXl73IQoBgncIcxAk8wTuAJxgncCbUxYs8E9ozgCkFK0rFjxyRJqampfq4EAAAAQCA4duyYGjRo4PJ+w3QXtcJAeXm5fv75Z9WvX1+GYfi1loKCAqWmpmrv3r2Kj4/3ay0IXIwTuMMYgScYJ/AE4wTuhNoYMU1Tx44dU0pKiiIiXF8JxYyUpIiICDVv3tzfZTiJj48PiYGImsU4gTuMEXiCcQJPME7gTiiNkepmouxoNgEAAAAAXiJIAQAAAICXCFIBJiYmRpMmTVJMTIy/S0EAY5zAHcYIPME4gScYJ3AnXMcIzSYAAAAAwEvMSAEAAACAlwhSAAAAAOAlghQAAAAAeIkgBQAAAABeIkgFmOeee07p6emqW7euOnXqpM8//9zfJcFPMjMzZRiG05+kpCTH/aZpKjMzUykpKapXr5569uypb7/91o8VozasWbNG119/vVJSUmQYht577z2n+z0ZF0VFRbrnnnuUmJiouLg43XDDDdq3b18tvgvUJHdjZNiwYZW+Wy6//HKncxgjoS0rK0uXXnqp6tevr6ZNm2rQoEHauXOn0zl8l8CTcRLu3ycEqQCycOFCjR49Wg8++KC2bNmiK6+8Uv3799eePXv8XRr8pG3btrJYLI4/ubm5jvtmzJihmTNn6plnnlFOTo6SkpLUu3dvHTt2zI8Vo6adOHFCHTp00DPPPFPl/Z6Mi9GjR2vJkiVasGCB1q5dq+PHj2vAgAEqKyurrbeBGuRujEhSv379nL5bPvroI6f7GSOhbfXq1br77ru1ceNGZWdnq7S0VH369NGJEycc5/BdAk/GiRTm3ycmAsYf//hH86677nI61qZNG3P8+PF+qgj+NGnSJLNDhw5V3ldeXm4mJSWZ06dPdxw7efKk2aBBA/OFF16opQrhb5LMJUuWOG57Mi6OHj1qRkVFmQsWLHCcs3//fjMiIsJcvnx5rdWO2nH6GDFN0xw6dKg5cOBAl49hjISfgwcPmpLM1atXm6bJdwmqdvo4MU2+T5iRChDFxcXavHmz+vTp43S8T58+Wr9+vZ+qgr/t2rVLKSkpSk9P15/+9Cf9+OOPkqS8vDwdOHDAabzExMSoR48ejJcw5sm42Lx5s0pKSpzOSUlJUbt27Rg7YWTVqlVq2rSpWrdurTvuuEMHDx503McYCT9Wq1WSlJCQIInvElTt9HFiF87fJwSpAHHo0CGVlZWpWbNmTsebNWumAwcO+Kkq+NNll12m119/XStWrNB//vMfHThwQF27dtXhw4cdY4Lxgoo8GRcHDhxQdHS0GjVq5PIchLb+/fvrrbfe0sqVK/Xkk08qJydHV111lYqKiiQxRsKNaZoaM2aMrrjiCrVr104S3yWorKpxIvF9UsffBcCZYRhOt03TrHQM4aF///6Ov2dkZKhLly46//zz9dprrzku5GS8oCpnMi4YO+Hj1ltvdfy9Xbt26ty5s9LS0vThhx9q8ODBLh/HGAlNo0aN0jfffKO1a9dWuo/vEti5Gifh/n3CjFSASExMVGRkZKV0fvDgwUr/RwjhKS4uThkZGdq1a5ejex/jBRV5Mi6SkpJUXFys/Px8l+cgvCQnJystLU27du2SxBgJJ/fcc48++OADffbZZ2revLnjON8lqMjVOKlKuH2fEKQCRHR0tDp16qTs7Gyn49nZ2erataufqkIgKSoq0nfffafk5GSlp6crKSnJabwUFxdr9erVjJcw5sm46NSpk6KiopzOsVgs2rZtG2MnTB0+fFh79+5VcnKyJMZIODBNU6NGjdLixYu1cuVKpaenO93Pdwkk9+OkKmH3feKfHheoyoIFC8yoqCjzlVdeMbdv326OHj3ajIuLM3fv3u3v0uAH9913n7lq1Srzxx9/NDdu3GgOGDDArF+/vmM8TJ8+3WzQoIG5ePFiMzc31/zzn/9sJicnmwUFBX6uHDXp2LFj5pYtW8wtW7aYksyZM2eaW7ZsMX/66SfTND0bF3fddZfZvHlz85NPPjG/+uor86qrrjI7dOhglpaW+uttwYeqGyPHjh0z77vvPnP9+vVmXl6e+dlnn5ldunQxzz33XMZIGPnnP/9pNmjQwFy1apVpsVgcfwoLCx3n8F0Cd+OE7xPTJEgFmGeffdZMS0szo6OjzUsuucSpxSTCy6233momJyebUVFRZkpKijl48GDz22+/ddxfXl5uTpo0yUxKSjJjYmLM7t27m7m5uX6sGLXhs88+MyVV+jN06FDTND0bFzabzRw1apSZkJBg1qtXzxwwYIC5Z88eP7wb1ITqxkhhYaHZp08fs0mTJmZUVJTZokULc+jQoZV+/oyR0FbV+JBkzp0713EO3yVwN074PjFNwzRNs/bmvwAAAAAg+HGNFAAAAAB4iSAFAAAAAF4iSAEAAACAlwhSAAAAAOAlghQAAAAAeIkgBQAAAABeIkgBAAAAgJcIUgAAAADgJYIUAKDW9OzZU6NHj/Z3GX5jGIbee+89f5cBAPABghQAICyUlZWpvLzc32X4RElJib9LAICwR5ACANSKYcOGafXq1XrqqadkGIYMw9Du3burPLdly5Z69NFHNWTIEJ1zzjlKSUnRnDlznM6ZOXOmMjIyFBcXp9TUVI0cOVLHjx933D9v3jw1bNhQ//3vf3XxxRcrJiZGP/30k3JyctS7d28lJiaqQYMG6tGjh7766iun5zYMQy+++KIGDBig2NhYXXTRRdqwYYO+//579ezZU3FxcerSpYt++OEHp8ctXbpUnTp1Ut26dXXeeedp8uTJKi0tdbwnSbrxxhtlGIbjtrvH2et54YUXNHDgQMXFxWnKlCnefvwAAB8jSAEAasVTTz2lLl266I477pDFYpHFYlFqaqrL8x9//HG1b99eX331lSZMmKB//etfys7OdtwfERGhp59+Wtu2bdNrr72mlStXaty4cU7PUVhYqKysLL388sv69ttv1bRpUx07dkxDhw7V559/ro0bN6pVq1a69tprdezYMafHPvroo/r73/+ur7/+Wm3atNGQIUN05513asKECdq0aZMkadSoUY7zV6xYob/+9a+69957tX37dr344ouaN2+epk6dKknKycmRJM2dO1cWi8Vx293j7CZNmqSBAwcqNzdXI0aM8PbjBwD4mgkAQC3p0aOH+X//939uz0tLSzP79evndOzWW281+/fv7/Ix77zzjtm4cWPH7blz55qSzK+//rra1yotLTXr169vLl261HFMkvnQQw85bm/YsMGUZL7yyiuOY2+//bZZt25dx+0rr7zSnDZtmtNzv/HGG2ZycrLT8y5ZssTpHE8fN3r06GrfBwCgdtXxa4oDAMCFLl26VLo9e/Zsx+3PPvtM06ZN0/bt21VQUKDS0lKdPHlSJ06cUFxcnCQpOjpa7du3d3qegwcP6uGHH9bKlSv1yy+/qKysTIWFhdqzZ4/TeRUf16xZM0lSRkaG07GTJ0+qoKBA8fHx2rx5s3JycpxmksrKynTy5EkVFhYqNja2yvfp6eM6d+7s9jMDANQeghQAIGgYhiFJ+umnn3Tttdfqrrvu0qOPPqqEhAStXbtWt912m1Mjhnr16jkeYzds2DD9+uuvmj17ttLS0hQTE6MuXbqouLjY6byoqKhKr1vVMXsDi/Lyck2ePFmDBw+uVHfdunVdvidPH2cPhwCAwECQAgDUmujoaJWVlXl07saNGyvdbtOmjSRp06ZNKi0t1ZNPPqmIiFOX+77zzjsePe/nn3+u5557Ttdee60kae/evTp06JCnb8GlSy65RDt37tQFF1zg8pyoqKhK79+TxwEAAg9BCgBQa1q2bKkvvvhCu3fv1jnnnKOEhARHEDrdunXrNGPGDA0aNEjZ2dl699139eGHH0qSzj//fJWWlmrOnDm6/vrrtW7dOr3wwgse1XDBBRfojTfeUOfOnVVQUKD7779f9erVO+v39vDDD2vAgAFKTU3VzTffrIiICH3zzTfKzc11dNlr2bKlPv30U3Xr1k0xMTFq1KiRR48DAAQeuvYBAGrN2LFjFRkZqYsvvlhNmjSpdF1SRffdd582b96sjh076tFHH9WTTz6pvn37SpL+8Ic/aObMmXrsscfUrl07vfXWW8rKyvKohldffVX5+fnq2LGj/va3v+nee+9V06ZNz/q99e3bV//973+VnZ2tSy+9VJdffrlmzpyptLQ0xzlPPvmksrOzlZqaqo4dO3r8OABA4DFM0zT9XQQAABW1bNlSo0eP1ujRo/1dCgAAVWJGCgAAAAC8RJACAAAAAC+xtA8AAAAAvMSMFAAAAAB4iSAFAAAAAF4iSAEAAACAlwhSAAAAAOAlghQAAAAAeIkgBQAAAABeIkgBAAAAgJcIUgAAAADgJYIUAAAAAHjp/wM2XS0HlJnmeAAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from editor.utils import get_colour_lut\n", + "\n", + "t_values = np.linspace(0, 256, 256)\n", + "interpolated_values = get_colour_lut(variance=0.2, type=\"cubic\")\n", + "\n", + "plt.figure(figsize=(10, 6))\n", + "plt.plot(\n", + " t_values,\n", + " interpolated_values,\n", + " label=\"Interpolated Function\",\n", + " marker=\"o\",\n", + " markersize=3,\n", + ")\n", + "plt.xlabel(\"t parameter\")\n", + "plt.ylabel(\"Interpolated value\")\n", + "plt.grid(True)\n", + "plt.legend()\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "bipolaroid", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/config.py b/src/config.py similarity index 100% rename from config.py rename to src/config.py diff --git a/create_edits.ipynb b/src/create_edits.ipynb similarity index 99% rename from create_edits.ipynb rename to src/create_edits.ipynb index 032a215..9cc6b71 100644 --- a/create_edits.ipynb +++ b/src/create_edits.ipynb @@ -3,7 +3,9 @@ { "cell_type": "code", "execution_count": 1, - "metadata": {}, + "metadata": { + "metadata": {} + }, "outputs": [ { "data": { @@ -19,20 +21,15 @@ "source": [ "from editor.training import random_edit\n", "from editor.visualisation import display_images\n", - "from editor.training import HistogramDataset\n", - "from config import DATA\n", + "from editor.training import HistogramDataset\n", + "from config import DATA\n", "\n", "\n", "dataset = HistogramDataset(DATA)\n", "img = dataset.get_original_image(0)\n", "\n", - "edits = {\n", - " 'Original': img\n", - "}\n", - "edits.update({\n", - " f'Edit {i}': random_edit(img.copy(), seed=i)\n", - " for i in range(1, 9)\n", - "})\n", + "edits = {\"Original\": img}\n", + "edits.update({f\"Edit {i}\": random_edit(img.copy(), seed=i) for i in range(1, 9)})\n", "\n", "display_images(edits)" ] diff --git a/editor/__init__.py b/src/editor/__init__.py similarity index 100% rename from editor/__init__.py rename to src/editor/__init__.py diff --git a/editor/histogram_transfer/__init__.py b/src/editor/histogram_transfer/__init__.py similarity index 100% rename from editor/histogram_transfer/__init__.py rename to src/editor/histogram_transfer/__init__.py diff --git a/editor/histogram_transfer/pdf_transfer_1d.py b/src/editor/histogram_transfer/pdf_transfer_1d.py similarity index 100% rename from editor/histogram_transfer/pdf_transfer_1d.py rename to src/editor/histogram_transfer/pdf_transfer_1d.py diff --git a/editor/histogram_transfer/pdf_transfer_3d.py b/src/editor/histogram_transfer/pdf_transfer_3d.py similarity index 100% rename from editor/histogram_transfer/pdf_transfer_3d.py rename to src/editor/histogram_transfer/pdf_transfer_3d.py diff --git a/editor/histogram_transfer/regrain.py b/src/editor/histogram_transfer/regrain.py similarity index 100% rename from editor/histogram_transfer/regrain.py rename to src/editor/histogram_transfer/regrain.py diff --git a/editor/image_editor.py b/src/editor/image_editor.py similarity index 100% rename from editor/image_editor.py rename to src/editor/image_editor.py diff --git a/editor/operations/__init__.py b/src/editor/operations/__init__.py similarity index 100% rename from editor/operations/__init__.py rename to src/editor/operations/__init__.py diff --git a/editor/operations/add_noise.py b/src/editor/operations/add_noise.py similarity index 100% rename from editor/operations/add_noise.py rename to src/editor/operations/add_noise.py diff --git a/editor/operations/add_random_colour_spill.py b/src/editor/operations/add_random_colour_spill.py similarity index 100% rename from editor/operations/add_random_colour_spill.py rename to src/editor/operations/add_random_colour_spill.py diff --git a/editor/operations/change_temperature.py b/src/editor/operations/change_temperature.py similarity index 100% rename from editor/operations/change_temperature.py rename to src/editor/operations/change_temperature.py diff --git a/editor/training/__init__.py b/src/editor/training/__init__.py similarity index 100% rename from editor/training/__init__.py rename to src/editor/training/__init__.py diff --git a/editor/training/histogram_dataset.py b/src/editor/training/histogram_dataset.py similarity index 100% rename from editor/training/histogram_dataset.py rename to src/editor/training/histogram_dataset.py diff --git a/editor/training/progressive_pooling_loss.py b/src/editor/training/progressive_pooling_loss.py similarity index 100% rename from editor/training/progressive_pooling_loss.py rename to src/editor/training/progressive_pooling_loss.py diff --git a/editor/training/random_edit.py b/src/editor/training/random_edit.py similarity index 100% rename from editor/training/random_edit.py rename to src/editor/training/random_edit.py diff --git a/editor/utils/__init__.py b/src/editor/utils/__init__.py similarity index 100% rename from editor/utils/__init__.py rename to src/editor/utils/__init__.py diff --git a/editor/utils/apply_pixel_shader.py b/src/editor/utils/apply_pixel_shader.py similarity index 100% rename from editor/utils/apply_pixel_shader.py rename to src/editor/utils/apply_pixel_shader.py diff --git a/editor/utils/compute_histogram.py b/src/editor/utils/compute_histogram.py similarity index 100% rename from editor/utils/compute_histogram.py rename to src/editor/utils/compute_histogram.py diff --git a/editor/utils/generate_rotation_matrices.py b/src/editor/utils/generate_rotation_matrices.py similarity index 100% rename from editor/utils/generate_rotation_matrices.py rename to src/editor/utils/generate_rotation_matrices.py diff --git a/editor/utils/get_colour_lut.py b/src/editor/utils/get_colour_lut.py similarity index 100% rename from editor/utils/get_colour_lut.py rename to src/editor/utils/get_colour_lut.py diff --git a/editor/utils/interpolate.py b/src/editor/utils/interpolate.py similarity index 100% rename from editor/utils/interpolate.py rename to src/editor/utils/interpolate.py diff --git a/editor/utils/kldiv.py b/src/editor/utils/kldiv.py similarity index 100% rename from editor/utils/kldiv.py rename to src/editor/utils/kldiv.py diff --git a/editor/utils/random.py b/src/editor/utils/random.py similarity index 100% rename from editor/utils/random.py rename to src/editor/utils/random.py diff --git a/editor/visualisation/__init__.py b/src/editor/visualisation/__init__.py similarity index 100% rename from editor/visualisation/__init__.py rename to src/editor/visualisation/__init__.py diff --git a/editor/visualisation/display_images.py b/src/editor/visualisation/display_images.py similarity index 100% rename from editor/visualisation/display_images.py rename to src/editor/visualisation/display_images.py diff --git a/editor/visualisation/plot_histograms_in_2d.py b/src/editor/visualisation/plot_histograms_in_2d.py similarity index 100% rename from editor/visualisation/plot_histograms_in_2d.py rename to src/editor/visualisation/plot_histograms_in_2d.py diff --git a/editor/visualisation/plot_histograms_in_3d.py b/src/editor/visualisation/plot_histograms_in_3d.py similarity index 100% rename from editor/visualisation/plot_histograms_in_3d.py rename to src/editor/visualisation/plot_histograms_in_3d.py diff --git a/fetch_from_unsplash.ipynb b/src/fetch_from_unsplash.ipynb similarity index 100% rename from fetch_from_unsplash.ipynb rename to src/fetch_from_unsplash.ipynb diff --git a/laion.ipynb b/src/laion.ipynb similarity index 100% rename from laion.ipynb rename to src/laion.ipynb diff --git a/pdf_transfer.ipynb b/src/pdf_transfer.ipynb similarity index 77% rename from pdf_transfer.ipynb rename to src/pdf_transfer.ipynb index ed2940c..d908ff3 100644 --- a/pdf_transfer.ipynb +++ b/src/pdf_transfer.ipynb @@ -11,7 +11,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 23/23 [00:24<00:00, 1.05s/it]\n" + "100%|██████████| 23/23 [00:24<00:00, 1.08s/it]\n" ] }, { @@ -17932,6 +17932,7 @@ "rgb(0.0,16.0,16.0)", "rgb(8.0,0.0,0.0)", "rgb(8.0,0.0,8.0)", + "rgb(8.0,0.0,16.0)", "rgb(8.0,8.0,0.0)", "rgb(8.0,8.0,8.0)", "rgb(8.0,8.0,16.0)", @@ -17939,6 +17940,7 @@ "rgb(8.0,16.0,8.0)", "rgb(8.0,16.0,16.0)", "rgb(8.0,16.0,24.0)", + "rgb(8.0,32.0,40.0)", "rgb(16.0,0.0,0.0)", "rgb(16.0,0.0,8.0)", "rgb(16.0,8.0,0.0)", @@ -17959,7 +17961,6 @@ "rgb(24.0,8.0,0.0)", "rgb(24.0,8.0,8.0)", "rgb(24.0,8.0,16.0)", - "rgb(24.0,8.0,24.0)", "rgb(24.0,16.0,0.0)", "rgb(24.0,16.0,8.0)", "rgb(24.0,16.0,16.0)", @@ -18005,9 +18006,11 @@ "rgb(32.0,48.0,56.0)", "rgb(32.0,48.0,64.0)", "rgb(32.0,48.0,72.0)", + "rgb(32.0,56.0,64.0)", "rgb(40.0,16.0,8.0)", "rgb(40.0,16.0,16.0)", "rgb(40.0,16.0,24.0)", + "rgb(40.0,16.0,32.0)", "rgb(40.0,24.0,8.0)", "rgb(40.0,24.0,16.0)", "rgb(40.0,24.0,24.0)", @@ -18020,6 +18023,7 @@ "rgb(40.0,32.0,40.0)", "rgb(40.0,32.0,48.0)", "rgb(40.0,32.0,56.0)", + "rgb(40.0,40.0,24.0)", "rgb(40.0,40.0,32.0)", "rgb(40.0,40.0,40.0)", "rgb(40.0,40.0,48.0)", @@ -18043,7 +18047,6 @@ "rgb(40.0,72.0,80.0)", "rgb(48.0,16.0,8.0)", "rgb(48.0,16.0,16.0)", - "rgb(48.0,16.0,24.0)", "rgb(48.0,24.0,8.0)", "rgb(48.0,24.0,16.0)", "rgb(48.0,24.0,24.0)", @@ -18147,9 +18150,10 @@ "rgb(56.0,80.0,96.0)", "rgb(56.0,80.0,104.0)", "rgb(56.0,88.0,96.0)", + "rgb(56.0,88.0,104.0)", "rgb(56.0,96.0,104.0)", - "rgb(64.0,24.0,16.0)", "rgb(64.0,24.0,24.0)", + "rgb(64.0,32.0,8.0)", "rgb(64.0,32.0,16.0)", "rgb(64.0,32.0,24.0)", "rgb(64.0,32.0,32.0)", @@ -18170,6 +18174,7 @@ "rgb(64.0,48.0,64.0)", "rgb(64.0,48.0,72.0)", "rgb(64.0,48.0,80.0)", + "rgb(64.0,56.0,24.0)", "rgb(64.0,56.0,32.0)", "rgb(64.0,56.0,40.0)", "rgb(64.0,56.0,48.0)", @@ -18273,7 +18278,6 @@ "rgb(72.0,96.0,120.0)", "rgb(72.0,96.0,128.0)", "rgb(72.0,96.0,136.0)", - "rgb(72.0,104.0,96.0)", "rgb(72.0,104.0,104.0)", "rgb(72.0,104.0,112.0)", "rgb(72.0,104.0,120.0)", @@ -18304,7 +18308,6 @@ "rgb(80.0,56.0,64.0)", "rgb(80.0,56.0,72.0)", "rgb(80.0,56.0,80.0)", - "rgb(80.0,64.0,24.0)", "rgb(80.0,64.0,32.0)", "rgb(80.0,64.0,40.0)", "rgb(80.0,64.0,48.0)", @@ -18314,7 +18317,6 @@ "rgb(80.0,64.0,80.0)", "rgb(80.0,64.0,88.0)", "rgb(80.0,64.0,96.0)", - "rgb(80.0,72.0,40.0)", "rgb(80.0,72.0,48.0)", "rgb(80.0,72.0,56.0)", "rgb(80.0,72.0,64.0)", @@ -18342,19 +18344,17 @@ "rgb(80.0,96.0,112.0)", "rgb(80.0,96.0,120.0)", "rgb(80.0,96.0,128.0)", - "rgb(80.0,104.0,96.0)", "rgb(80.0,104.0,104.0)", "rgb(80.0,104.0,112.0)", "rgb(80.0,104.0,120.0)", "rgb(80.0,104.0,128.0)", "rgb(80.0,104.0,136.0)", - "rgb(80.0,104.0,144.0)", "rgb(80.0,112.0,104.0)", "rgb(80.0,112.0,112.0)", "rgb(80.0,112.0,120.0)", "rgb(80.0,112.0,128.0)", "rgb(80.0,112.0,136.0)", - "rgb(80.0,112.0,144.0)", + "rgb(80.0,120.0,104.0)", "rgb(80.0,120.0,112.0)", "rgb(80.0,120.0,120.0)", "rgb(80.0,120.0,128.0)", @@ -18419,12 +18419,14 @@ "rgb(88.0,96.0,120.0)", "rgb(88.0,96.0,128.0)", "rgb(88.0,96.0,136.0)", + "rgb(88.0,104.0,80.0)", "rgb(88.0,104.0,96.0)", "rgb(88.0,104.0,104.0)", "rgb(88.0,104.0,112.0)", "rgb(88.0,104.0,120.0)", "rgb(88.0,104.0,128.0)", "rgb(88.0,104.0,136.0)", + "rgb(88.0,104.0,144.0)", "rgb(88.0,112.0,96.0)", "rgb(88.0,112.0,104.0)", "rgb(88.0,112.0,112.0)", @@ -18447,6 +18449,7 @@ "rgb(96.0,48.0,24.0)", "rgb(96.0,48.0,32.0)", "rgb(96.0,48.0,40.0)", + "rgb(96.0,56.0,16.0)", "rgb(96.0,56.0,24.0)", "rgb(96.0,56.0,32.0)", "rgb(96.0,56.0,40.0)", @@ -18462,6 +18465,7 @@ "rgb(96.0,64.0,64.0)", "rgb(96.0,64.0,72.0)", "rgb(96.0,64.0,80.0)", + "rgb(96.0,72.0,24.0)", "rgb(96.0,72.0,32.0)", "rgb(96.0,72.0,40.0)", "rgb(96.0,72.0,48.0)", @@ -18526,7 +18530,6 @@ "rgb(96.0,136.0,136.0)", "rgb(104.0,48.0,24.0)", "rgb(104.0,48.0,40.0)", - "rgb(104.0,56.0,16.0)", "rgb(104.0,56.0,24.0)", "rgb(104.0,56.0,32.0)", "rgb(104.0,56.0,40.0)", @@ -18594,7 +18597,6 @@ "rgb(104.0,120.0,128.0)", "rgb(104.0,120.0,136.0)", "rgb(104.0,120.0,144.0)", - "rgb(104.0,120.0,152.0)", "rgb(104.0,128.0,112.0)", "rgb(104.0,128.0,120.0)", "rgb(104.0,128.0,128.0)", @@ -18625,7 +18627,6 @@ "rgb(112.0,72.0,72.0)", "rgb(112.0,72.0,80.0)", "rgb(112.0,72.0,88.0)", - "rgb(112.0,80.0,24.0)", "rgb(112.0,80.0,32.0)", "rgb(112.0,80.0,40.0)", "rgb(112.0,80.0,48.0)", @@ -18635,7 +18636,6 @@ "rgb(112.0,80.0,80.0)", "rgb(112.0,80.0,88.0)", "rgb(112.0,80.0,96.0)", - "rgb(112.0,88.0,32.0)", "rgb(112.0,88.0,40.0)", "rgb(112.0,88.0,48.0)", "rgb(112.0,88.0,56.0)", @@ -18644,7 +18644,6 @@ "rgb(112.0,88.0,80.0)", "rgb(112.0,88.0,88.0)", "rgb(112.0,88.0,96.0)", - "rgb(112.0,88.0,104.0)", "rgb(112.0,96.0,64.0)", "rgb(112.0,96.0,72.0)", "rgb(112.0,96.0,80.0)", @@ -18708,7 +18707,6 @@ "rgb(120.0,80.0,72.0)", "rgb(120.0,80.0,80.0)", "rgb(120.0,80.0,88.0)", - "rgb(120.0,80.0,96.0)", "rgb(120.0,88.0,24.0)", "rgb(120.0,88.0,32.0)", "rgb(120.0,88.0,40.0)", @@ -18747,6 +18745,7 @@ "rgb(120.0,112.0,136.0)", "rgb(120.0,112.0,144.0)", "rgb(120.0,120.0,96.0)", + "rgb(120.0,120.0,104.0)", "rgb(120.0,120.0,112.0)", "rgb(120.0,120.0,120.0)", "rgb(120.0,120.0,128.0)", @@ -18763,9 +18762,10 @@ "rgb(120.0,136.0,136.0)", "rgb(120.0,136.0,144.0)", "rgb(128.0,56.0,40.0)", - "rgb(128.0,64.0,32.0)", + "rgb(128.0,56.0,48.0)", "rgb(128.0,64.0,40.0)", "rgb(128.0,64.0,48.0)", + "rgb(128.0,64.0,56.0)", "rgb(128.0,72.0,32.0)", "rgb(128.0,72.0,40.0)", "rgb(128.0,72.0,48.0)", @@ -18837,11 +18837,10 @@ "rgb(128.0,136.0,152.0)", "rgb(128.0,136.0,160.0)", "rgb(128.0,152.0,152.0)", + "rgb(136.0,72.0,32.0)", "rgb(136.0,72.0,40.0)", "rgb(136.0,72.0,48.0)", "rgb(136.0,72.0,56.0)", - "rgb(136.0,72.0,64.0)", - "rgb(136.0,72.0,72.0)", "rgb(136.0,80.0,32.0)", "rgb(136.0,80.0,40.0)", "rgb(136.0,80.0,48.0)", @@ -18882,7 +18881,6 @@ "rgb(136.0,112.0,104.0)", "rgb(136.0,112.0,112.0)", "rgb(136.0,112.0,120.0)", - "rgb(136.0,120.0,80.0)", "rgb(136.0,120.0,88.0)", "rgb(136.0,120.0,96.0)", "rgb(136.0,120.0,104.0)", @@ -18890,7 +18888,6 @@ "rgb(136.0,120.0,120.0)", "rgb(136.0,120.0,128.0)", "rgb(136.0,120.0,136.0)", - "rgb(136.0,128.0,96.0)", "rgb(136.0,128.0,112.0)", "rgb(136.0,128.0,120.0)", "rgb(136.0,128.0,128.0)", @@ -18902,16 +18899,17 @@ "rgb(136.0,136.0,136.0)", "rgb(136.0,136.0,144.0)", "rgb(136.0,144.0,144.0)", - "rgb(136.0,160.0,160.0)", + "rgb(136.0,152.0,160.0)", + "rgb(136.0,152.0,184.0)", + "rgb(136.0,160.0,168.0)", "rgb(144.0,72.0,40.0)", "rgb(144.0,72.0,48.0)", + "rgb(144.0,72.0,56.0)", "rgb(144.0,80.0,40.0)", "rgb(144.0,80.0,48.0)", "rgb(144.0,80.0,56.0)", "rgb(144.0,80.0,64.0)", - "rgb(144.0,80.0,72.0)", "rgb(144.0,80.0,80.0)", - "rgb(144.0,88.0,32.0)", "rgb(144.0,88.0,40.0)", "rgb(144.0,88.0,48.0)", "rgb(144.0,88.0,56.0)", @@ -18929,6 +18927,7 @@ "rgb(144.0,96.0,88.0)", "rgb(144.0,96.0,96.0)", "rgb(144.0,96.0,104.0)", + "rgb(144.0,104.0,32.0)", "rgb(144.0,104.0,40.0)", "rgb(144.0,104.0,48.0)", "rgb(144.0,104.0,56.0)", @@ -18963,9 +18962,7 @@ "rgb(144.0,128.0,120.0)", "rgb(144.0,128.0,128.0)", "rgb(144.0,128.0,136.0)", - "rgb(144.0,128.0,144.0)", "rgb(144.0,136.0,96.0)", - "rgb(144.0,136.0,112.0)", "rgb(144.0,136.0,120.0)", "rgb(144.0,136.0,128.0)", "rgb(144.0,136.0,136.0)", @@ -18974,19 +18971,19 @@ "rgb(144.0,144.0,128.0)", "rgb(144.0,144.0,136.0)", "rgb(144.0,144.0,152.0)", + "rgb(144.0,144.0,160.0)", "rgb(144.0,152.0,152.0)", - "rgb(144.0,160.0,152.0)", + "rgb(144.0,160.0,160.0)", "rgb(144.0,160.0,168.0)", - "rgb(144.0,160.0,176.0)", "rgb(144.0,168.0,144.0)", "rgb(144.0,168.0,160.0)", + "rgb(144.0,168.0,168.0)", "rgb(144.0,168.0,176.0)", - "rgb(144.0,176.0,168.0)", - "rgb(144.0,176.0,184.0)", + "rgb(144.0,168.0,184.0)", "rgb(144.0,176.0,192.0)", + "rgb(152.0,72.0,48.0)", "rgb(152.0,80.0,32.0)", "rgb(152.0,80.0,40.0)", - "rgb(152.0,80.0,48.0)", "rgb(152.0,80.0,56.0)", "rgb(152.0,80.0,64.0)", "rgb(152.0,88.0,40.0)", @@ -19006,7 +19003,6 @@ "rgb(152.0,96.0,88.0)", "rgb(152.0,96.0,96.0)", "rgb(152.0,96.0,104.0)", - "rgb(152.0,104.0,32.0)", "rgb(152.0,104.0,40.0)", "rgb(152.0,104.0,48.0)", "rgb(152.0,104.0,56.0)", @@ -19057,28 +19053,23 @@ "rgb(152.0,144.0,128.0)", "rgb(152.0,144.0,136.0)", "rgb(152.0,144.0,144.0)", - "rgb(152.0,144.0,152.0)", + "rgb(152.0,144.0,168.0)", "rgb(152.0,152.0,144.0)", + "rgb(152.0,152.0,152.0)", "rgb(152.0,152.0,160.0)", - "rgb(152.0,160.0,152.0)", + "rgb(152.0,152.0,168.0)", "rgb(152.0,160.0,160.0)", - "rgb(152.0,160.0,176.0)", - "rgb(152.0,168.0,144.0)", + "rgb(152.0,160.0,184.0)", "rgb(152.0,168.0,152.0)", "rgb(152.0,168.0,160.0)", "rgb(152.0,168.0,176.0)", "rgb(152.0,168.0,184.0)", - "rgb(152.0,176.0,168.0)", "rgb(152.0,176.0,176.0)", - "rgb(152.0,184.0,176.0)", + "rgb(152.0,176.0,184.0)", "rgb(152.0,184.0,192.0)", "rgb(152.0,192.0,200.0)", - "rgb(160.0,80.0,40.0)", + "rgb(160.0,80.0,32.0)", "rgb(160.0,80.0,48.0)", - "rgb(160.0,80.0,56.0)", - "rgb(160.0,80.0,64.0)", - "rgb(160.0,88.0,32.0)", - "rgb(160.0,88.0,40.0)", "rgb(160.0,88.0,48.0)", "rgb(160.0,88.0,56.0)", "rgb(160.0,88.0,64.0)", @@ -19138,6 +19129,7 @@ "rgb(160.0,136.0,120.0)", "rgb(160.0,136.0,128.0)", "rgb(160.0,136.0,136.0)", + "rgb(160.0,136.0,144.0)", "rgb(160.0,144.0,104.0)", "rgb(160.0,144.0,112.0)", "rgb(160.0,144.0,120.0)", @@ -19153,19 +19145,19 @@ "rgb(160.0,160.0,144.0)", "rgb(160.0,160.0,152.0)", "rgb(160.0,160.0,160.0)", - "rgb(160.0,160.0,168.0)", - "rgb(160.0,160.0,176.0)", + "rgb(160.0,160.0,184.0)", + "rgb(160.0,168.0,144.0)", "rgb(160.0,168.0,152.0)", "rgb(160.0,168.0,160.0)", "rgb(160.0,168.0,168.0)", "rgb(160.0,168.0,176.0)", "rgb(160.0,168.0,184.0)", "rgb(160.0,176.0,160.0)", + "rgb(160.0,176.0,168.0)", "rgb(160.0,176.0,176.0)", "rgb(160.0,176.0,184.0)", "rgb(160.0,176.0,192.0)", "rgb(160.0,176.0,200.0)", - "rgb(160.0,184.0,168.0)", "rgb(160.0,184.0,176.0)", "rgb(160.0,184.0,184.0)", "rgb(160.0,184.0,192.0)", @@ -19174,6 +19166,7 @@ "rgb(160.0,192.0,192.0)", "rgb(160.0,192.0,200.0)", "rgb(160.0,200.0,208.0)", + "rgb(168.0,88.0,40.0)", "rgb(168.0,88.0,64.0)", "rgb(168.0,96.0,40.0)", "rgb(168.0,96.0,48.0)", @@ -19201,7 +19194,7 @@ "rgb(168.0,112.0,96.0)", "rgb(168.0,112.0,104.0)", "rgb(168.0,112.0,112.0)", - "rgb(168.0,112.0,120.0)", + "rgb(168.0,120.0,48.0)", "rgb(168.0,120.0,56.0)", "rgb(168.0,120.0,64.0)", "rgb(168.0,120.0,72.0)", @@ -19211,6 +19204,7 @@ "rgb(168.0,120.0,104.0)", "rgb(168.0,120.0,112.0)", "rgb(168.0,120.0,120.0)", + "rgb(168.0,128.0,48.0)", "rgb(168.0,128.0,64.0)", "rgb(168.0,128.0,72.0)", "rgb(168.0,128.0,80.0)", @@ -19242,17 +19236,20 @@ "rgb(168.0,152.0,136.0)", "rgb(168.0,152.0,144.0)", "rgb(168.0,152.0,152.0)", + "rgb(168.0,152.0,176.0)", "rgb(168.0,160.0,136.0)", "rgb(168.0,160.0,144.0)", "rgb(168.0,160.0,152.0)", "rgb(168.0,160.0,160.0)", + "rgb(168.0,160.0,168.0)", + "rgb(168.0,160.0,176.0)", "rgb(168.0,168.0,136.0)", + "rgb(168.0,168.0,144.0)", "rgb(168.0,168.0,152.0)", "rgb(168.0,168.0,160.0)", "rgb(168.0,168.0,168.0)", "rgb(168.0,168.0,176.0)", "rgb(168.0,168.0,184.0)", - "rgb(168.0,168.0,192.0)", "rgb(168.0,176.0,160.0)", "rgb(168.0,176.0,168.0)", "rgb(168.0,176.0,176.0)", @@ -19268,9 +19265,12 @@ "rgb(168.0,192.0,184.0)", "rgb(168.0,192.0,192.0)", "rgb(168.0,192.0,200.0)", + "rgb(168.0,192.0,208.0)", + "rgb(168.0,200.0,168.0)", "rgb(168.0,200.0,184.0)", "rgb(168.0,200.0,192.0)", "rgb(168.0,200.0,200.0)", + "rgb(176.0,88.0,56.0)", "rgb(176.0,96.0,40.0)", "rgb(176.0,96.0,48.0)", "rgb(176.0,96.0,56.0)", @@ -19286,7 +19286,6 @@ "rgb(176.0,104.0,72.0)", "rgb(176.0,104.0,80.0)", "rgb(176.0,104.0,88.0)", - "rgb(176.0,104.0,96.0)", "rgb(176.0,112.0,32.0)", "rgb(176.0,112.0,40.0)", "rgb(176.0,112.0,48.0)", @@ -19308,7 +19307,6 @@ "rgb(176.0,120.0,104.0)", "rgb(176.0,120.0,112.0)", "rgb(176.0,120.0,120.0)", - "rgb(176.0,120.0,128.0)", "rgb(176.0,128.0,48.0)", "rgb(176.0,128.0,64.0)", "rgb(176.0,128.0,72.0)", @@ -19318,7 +19316,6 @@ "rgb(176.0,128.0,104.0)", 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-19381,21 +19378,21 @@ "rgb(176.0,200.0,192.0)", "rgb(176.0,200.0,200.0)", "rgb(176.0,200.0,208.0)", - "rgb(176.0,208.0,160.0)", "rgb(176.0,208.0,168.0)", "rgb(176.0,208.0,176.0)", "rgb(176.0,208.0,184.0)", + "rgb(176.0,208.0,192.0)", "rgb(176.0,208.0,200.0)", - "rgb(184.0,96.0,48.0)", "rgb(184.0,96.0,56.0)", "rgb(184.0,96.0,64.0)", - "rgb(184.0,104.0,40.0)", + "rgb(184.0,104.0,32.0)", "rgb(184.0,104.0,48.0)", "rgb(184.0,104.0,56.0)", "rgb(184.0,104.0,64.0)", "rgb(184.0,104.0,72.0)", "rgb(184.0,104.0,80.0)", "rgb(184.0,104.0,88.0)", + "rgb(184.0,112.0,32.0)", "rgb(184.0,112.0,40.0)", "rgb(184.0,112.0,48.0)", "rgb(184.0,112.0,56.0)", @@ -19416,7 +19413,6 @@ "rgb(184.0,120.0,96.0)", "rgb(184.0,120.0,104.0)", "rgb(184.0,120.0,112.0)", - "rgb(184.0,120.0,120.0)", "rgb(184.0,128.0,48.0)", "rgb(184.0,128.0,56.0)", "rgb(184.0,128.0,64.0)", @@ -19428,7 +19424,7 @@ "rgb(184.0,128.0,112.0)", "rgb(184.0,128.0,120.0)", "rgb(184.0,128.0,128.0)", - "rgb(184.0,136.0,48.0)", + "rgb(184.0,136.0,56.0)", "rgb(184.0,136.0,72.0)", "rgb(184.0,136.0,80.0)", "rgb(184.0,136.0,88.0)", @@ -19437,7 +19433,7 @@ "rgb(184.0,136.0,112.0)", "rgb(184.0,136.0,120.0)", "rgb(184.0,136.0,128.0)", - "rgb(184.0,144.0,88.0)", + "rgb(184.0,144.0,80.0)", "rgb(184.0,144.0,96.0)", "rgb(184.0,144.0,104.0)", "rgb(184.0,144.0,112.0)", @@ -19451,21 +19447,18 @@ "rgb(184.0,152.0,136.0)", "rgb(184.0,152.0,144.0)", "rgb(184.0,152.0,152.0)", - "rgb(184.0,160.0,120.0)", "rgb(184.0,160.0,128.0)", "rgb(184.0,160.0,136.0)", "rgb(184.0,160.0,144.0)", "rgb(184.0,160.0,152.0)", "rgb(184.0,160.0,160.0)", "rgb(184.0,168.0,112.0)", - "rgb(184.0,168.0,120.0)", "rgb(184.0,168.0,128.0)", "rgb(184.0,168.0,136.0)", "rgb(184.0,168.0,144.0)", "rgb(184.0,168.0,152.0)", "rgb(184.0,168.0,160.0)", "rgb(184.0,168.0,168.0)", - "rgb(184.0,168.0,176.0)", "rgb(184.0,168.0,184.0)", "rgb(184.0,176.0,136.0)", "rgb(184.0,176.0,144.0)", @@ -19476,6 +19469,7 @@ "rgb(184.0,176.0,184.0)", "rgb(184.0,176.0,192.0)", "rgb(184.0,176.0,200.0)", + "rgb(184.0,184.0,144.0)", "rgb(184.0,184.0,152.0)", "rgb(184.0,184.0,160.0)", "rgb(184.0,184.0,168.0)", @@ -19503,15 +19497,13 @@ "rgb(184.0,208.0,192.0)", "rgb(184.0,208.0,200.0)", "rgb(184.0,208.0,208.0)", - "rgb(184.0,216.0,184.0)", + "rgb(184.0,216.0,200.0)", "rgb(192.0,96.0,56.0)", "rgb(192.0,104.0,48.0)", "rgb(192.0,104.0,56.0)", "rgb(192.0,104.0,64.0)", "rgb(192.0,104.0,72.0)", "rgb(192.0,104.0,80.0)", - "rgb(192.0,104.0,96.0)", - "rgb(192.0,112.0,32.0)", "rgb(192.0,112.0,48.0)", "rgb(192.0,112.0,56.0)", "rgb(192.0,112.0,64.0)", @@ -19539,6 +19531,7 @@ "rgb(192.0,128.0,104.0)", "rgb(192.0,128.0,112.0)", "rgb(192.0,128.0,120.0)", + "rgb(192.0,128.0,128.0)", "rgb(192.0,136.0,48.0)", "rgb(192.0,136.0,56.0)", "rgb(192.0,136.0,64.0)", @@ -19589,6 +19582,7 @@ "rgb(192.0,176.0,168.0)", "rgb(192.0,176.0,176.0)", "rgb(192.0,176.0,184.0)", + "rgb(192.0,176.0,200.0)", "rgb(192.0,184.0,136.0)", "rgb(192.0,184.0,144.0)", "rgb(192.0,184.0,152.0)", @@ -19627,12 +19621,11 @@ 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"rgb(208.0,136.0,48.0)", "rgb(208.0,136.0,56.0)", @@ -19797,15 +19792,13 @@ "rgb(208.0,152.0,112.0)", "rgb(208.0,152.0,120.0)", "rgb(208.0,152.0,128.0)", - "rgb(208.0,152.0,136.0)", - "rgb(208.0,152.0,152.0)", "rgb(208.0,160.0,88.0)", "rgb(208.0,160.0,96.0)", "rgb(208.0,160.0,104.0)", "rgb(208.0,160.0,112.0)", "rgb(208.0,160.0,120.0)", "rgb(208.0,160.0,128.0)", - "rgb(208.0,160.0,136.0)", + "rgb(208.0,160.0,152.0)", "rgb(208.0,160.0,160.0)", "rgb(208.0,168.0,120.0)", "rgb(208.0,168.0,128.0)", @@ -19814,13 +19807,12 @@ "rgb(208.0,168.0,152.0)", "rgb(208.0,168.0,160.0)", "rgb(208.0,176.0,112.0)", - "rgb(208.0,176.0,128.0)", + "rgb(208.0,176.0,120.0)", "rgb(208.0,176.0,136.0)", "rgb(208.0,176.0,144.0)", "rgb(208.0,176.0,152.0)", "rgb(208.0,176.0,160.0)", "rgb(208.0,176.0,168.0)", - "rgb(208.0,184.0,128.0)", "rgb(208.0,184.0,136.0)", "rgb(208.0,184.0,144.0)", "rgb(208.0,184.0,152.0)", @@ -19837,7 +19829,6 @@ "rgb(208.0,192.0,184.0)", "rgb(208.0,192.0,192.0)", "rgb(208.0,192.0,200.0)", - "rgb(208.0,192.0,208.0)", "rgb(208.0,200.0,136.0)", "rgb(208.0,200.0,144.0)", "rgb(208.0,200.0,152.0)", @@ -19855,15 +19846,16 @@ "rgb(208.0,208.0,192.0)", "rgb(208.0,208.0,200.0)", "rgb(208.0,208.0,208.0)", + "rgb(208.0,216.0,160.0)", "rgb(208.0,216.0,168.0)", "rgb(208.0,216.0,176.0)", "rgb(208.0,216.0,184.0)", "rgb(208.0,216.0,192.0)", "rgb(208.0,216.0,200.0)", "rgb(208.0,216.0,208.0)", - "rgb(216.0,120.0,64.0)", "rgb(216.0,120.0,80.0)", "rgb(216.0,120.0,88.0)", + "rgb(216.0,120.0,96.0)", "rgb(216.0,128.0,56.0)", "rgb(216.0,128.0,64.0)", "rgb(216.0,128.0,72.0)", @@ -19871,7 +19863,6 @@ "rgb(216.0,128.0,88.0)", "rgb(216.0,128.0,96.0)", "rgb(216.0,128.0,104.0)", - "rgb(216.0,136.0,40.0)", "rgb(216.0,136.0,48.0)", "rgb(216.0,136.0,56.0)", "rgb(216.0,136.0,64.0)", @@ -19893,8 +19884,8 @@ "rgb(216.0,144.0,104.0)", "rgb(216.0,144.0,112.0)", "rgb(216.0,144.0,120.0)", + "rgb(216.0,144.0,128.0)", "rgb(216.0,152.0,56.0)", - "rgb(216.0,152.0,64.0)", "rgb(216.0,152.0,72.0)", "rgb(216.0,152.0,80.0)", "rgb(216.0,152.0,88.0)", @@ -19903,6 +19894,7 @@ "rgb(216.0,152.0,112.0)", "rgb(216.0,152.0,120.0)", "rgb(216.0,152.0,128.0)", + "rgb(216.0,152.0,136.0)", "rgb(216.0,152.0,144.0)", "rgb(216.0,160.0,80.0)", "rgb(216.0,160.0,88.0)", @@ -19918,14 +19910,14 @@ "rgb(216.0,168.0,112.0)", "rgb(216.0,168.0,128.0)", "rgb(216.0,168.0,136.0)", - "rgb(216.0,168.0,152.0)", + "rgb(216.0,168.0,144.0)", "rgb(216.0,168.0,160.0)", "rgb(216.0,176.0,112.0)", + "rgb(216.0,176.0,128.0)", "rgb(216.0,176.0,136.0)", "rgb(216.0,176.0,144.0)", "rgb(216.0,176.0,152.0)", "rgb(216.0,176.0,160.0)", - "rgb(216.0,176.0,168.0)", "rgb(216.0,184.0,136.0)", "rgb(216.0,184.0,144.0)", "rgb(216.0,184.0,152.0)", @@ -19940,7 +19932,6 @@ "rgb(216.0,192.0,176.0)", "rgb(216.0,192.0,184.0)", "rgb(216.0,192.0,192.0)", - "rgb(216.0,200.0,128.0)", "rgb(216.0,200.0,136.0)", "rgb(216.0,200.0,144.0)", "rgb(216.0,200.0,152.0)", @@ -19951,7 +19942,6 @@ "rgb(216.0,200.0,192.0)", "rgb(216.0,200.0,200.0)", 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