From b965bef4b87e98b9181ca536bd210ee049794a42 Mon Sep 17 00:00:00 2001 From: Mohd Sufyaan Talish Date: Wed, 26 Oct 2022 23:42:12 +0530 Subject: [PATCH 1/3] changed responsive.css for tab and laptop --- assets/css/responsive.css | 44 +++++++++++++++++++++++++++++++++++++++ 1 file changed, 44 insertions(+) diff --git a/assets/css/responsive.css b/assets/css/responsive.css index ca346449..53eefc97 100644 --- a/assets/css/responsive.css +++ b/assets/css/responsive.css @@ -270,3 +270,47 @@ left: 30px; */ flex-wrap: wrap; } } + +@media (min-width: 768px) and (max-width:1029px) { + .navbarCollapse{ + padding-right: 20px; + width: 100%; + } + .container{ + padding-left: 0px; + margin: 0px; + } + #moreDetails{ + margin-right: 20px; + } + + #joinus,#moreDetails{ + font-size: 10px; + top: 8px; + } + +} + +@media (min-width: 425px) and (max-width:950px) +{ + .container{ + font-size: 12px; + padding-left: 0px; + margin: 0px; + +} + #joinus,#moreDetails{ + font-size: 8px; + padding: 3px; +} +#joinus{ + top: 0px; + right: 0px; +} +#moreDetails{ + top: 25px; + right: 75px; +} + + +} From fab15f96beb11d696db4ed5917d17002d5c6ad9e Mon Sep 17 00:00:00 2001 From: sufyaan <97327266+sufyn@users.noreply.github.com> Date: Tue, 8 Oct 2024 14:10:10 +0530 Subject: [PATCH 2/3] Created using Colab --- sih_2024.ipynb | 10937 +++++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 10937 insertions(+) create mode 100644 sih_2024.ipynb diff --git a/sih_2024.ipynb b/sih_2024.ipynb new file mode 100644 index 00000000..179d2146 --- /dev/null +++ b/sih_2024.ipynb @@ -0,0 +1,10937 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [], + "gpuType": "T4", + "authorship_tag": "ABX9TyPLPC+e8jKAqMc2n+H1COZE", + "include_colab_link": true + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + }, + "accelerator": "GPU" + }, + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "view-in-github", + "colab_type": "text" + }, + "source": [ + "\"Open" + ] + }, + { + "cell_type": "code", + "source": [ + "!unzip /content/Chhattisgarh_2.zip" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "eSt3VXB2cBk8", + "outputId": "99f898b2-8738-4d7e-8111-632e19f33911" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Archive: /content/Chhattisgarh_2.zip\n", + " creating: Chhattisgarh_2/\n", + " creating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/\n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.TablesByName.atx \n", + " inflating: 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"outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Archive: /content/Gujarat_5.zip\n", + " creating: Gujarat 2/\n", + " creating: Gujarat 2/LalPur, Suragpur/\n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.cpg \n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.dbf \n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.prj \n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.sbn \n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.sbx \n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.shp \n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.shp.xml \n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.shx \n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Road.cpg \n", + " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Road.dbf \n", + " inflating: Gujarat 2/LalPur, 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rasterio-1.3.11-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl.metadata (14 kB)\n", + "Requirement already satisfied: gdal in /usr/local/lib/python3.10/dist-packages (3.6.4)\n", + "Requirement already satisfied: fiona>=1.8.21 in /usr/local/lib/python3.10/dist-packages (from geopandas) (1.10.0)\n", + "Requirement already satisfied: numpy>=1.22 in /usr/local/lib/python3.10/dist-packages (from geopandas) (1.26.4)\n", + "Requirement already satisfied: packaging in /usr/local/lib/python3.10/dist-packages (from geopandas) (24.1)\n", + "Requirement already satisfied: pandas>=1.4.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (2.1.4)\n", + "Requirement already satisfied: pyproj>=3.3.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (3.6.1)\n", + "Requirement already satisfied: shapely>=1.8.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (2.0.6)\n", + "Collecting affine (from rasterio)\n", + " Downloading affine-2.4.0-py3-none-any.whl.metadata (4.0 kB)\n", + "Requirement already satisfied: attrs in /usr/local/lib/python3.10/dist-packages (from rasterio) (24.2.0)\n", + "Requirement already satisfied: certifi in /usr/local/lib/python3.10/dist-packages (from rasterio) (2024.8.30)\n", + "Requirement already satisfied: click>=4.0 in /usr/local/lib/python3.10/dist-packages (from rasterio) (8.1.7)\n", + "Requirement already satisfied: cligj>=0.5 in /usr/local/lib/python3.10/dist-packages (from rasterio) (0.7.2)\n", + "Collecting snuggs>=1.4.1 (from rasterio)\n", + " Downloading snuggs-1.4.7-py3-none-any.whl.metadata (3.4 kB)\n", + "Requirement already satisfied: click-plugins in /usr/local/lib/python3.10/dist-packages (from rasterio) (1.1.1)\n", + "Requirement already satisfied: setuptools in /usr/local/lib/python3.10/dist-packages (from rasterio) (71.0.4)\n", + "Requirement already satisfied: python-dateutil>=2.8.2 in /usr/local/lib/python3.10/dist-packages (from pandas>=1.4.0->geopandas) 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packages: snuggs, affine, rasterio\n", + "Successfully installed affine-2.4.0 rasterio-1.3.11 snuggs-1.4.7\n" + ] + } + ], + "source": [ + "!pip install geopandas rasterio gdal" + ] + }, + { + "cell_type": "code", + "source": [ + "import geopandas as gpd\n", + "import rasterio\n", + "import matplotlib.pyplot as plt\n", + "from rasterio.plot import show\n", + "\n", + "# 1. Load the shapefile\n", + "shapefile_path = '/content/Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.shp'\n", + "gdf = gpd.read_file(shapefile_path)\n", + "\n", + "# Inspect the data\n", + "print(\"Shapefile columns: \", gdf.columns)\n", + "print(\"Shapefile crs: \", gdf.crs)\n", + "print(gdf.head())\n", + "\n", + "# Plotting the shapefile\n", + "gdf.plot()\n", + "plt.title(\"Shapefile Plot\")\n", + "plt.show()\n", + "\n", + "# 1. Load the shapefile\n", + "shapefile_path = '/content/Gujarat 2/LalPur, Suragpur/Gujarat_Road.shp'\n", + "gdf = gpd.read_file(shapefile_path)\n", + "\n", + "# Inspect the data\n", + "print(\"Shapefile columns: \", gdf.columns)\n", + "print(\"Shapefile crs: \", gdf.crs)\n", + "print(gdf.head())\n", + "\n", + "# Plotting the shapefile\n", + "gdf.plot()\n", + "plt.title(\"Shapefile Plot\")\n", + "plt.show()\n", + "\n", + "# 2. Load and visualize the ECW Raster file\n", + "ecw_file_path = '/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw'\n", + "with rasterio.open(ecw_file_path) as dataset:\n", + " # Read the bands as RGB\n", + " image = dataset.read([1, 2, 3]) # Assuming it's an RGB image (bands 1, 2, 3)\n", + "\n", + " # Plot the raster image\n", + " show(image, title=\"ECW Raster Image\")\n", + "\n", + "# Optional: Save the raster or vector data\n", + "output_vector_path = 'output_shapefile.shp'\n", + "gdf.to_file(output_vector_path)\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "UgSKtfD4cAPV", + "outputId": "83ad6e64-a44e-42bc-90d6-cc3a695e413d" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Shapefile columns: Index(['objectid', 'globalid', 'uniq_id', 'state_code', 'district_c',\n", + " 'tehsil_cod', 'block_code', 'village_co', 'lgd_code', 'built_up_a',\n", + " 'village_na', 'area_desc', 'name', 'owner_name', 'property_i',\n", + " 'property_c', 'area_sqm', 'roof_type', 'no_floors', 'remarks',\n", + " 'adl_info', 'gp_code', 'gp_name', 'd_pan_code', 'd_pan_name',\n", + " 'b_pan_code', 'b_pan_name', 'sourceofda', 'area_geo', 'st_area_sh',\n", + " 'st_length_', 'geometry'],\n", + " dtype='object')\n", + "Shapefile crs: EPSG:3857\n", + " objectid globalid uniq_id state_code \\\n", + "0 314292 {00000000-0000-0000-0000-000000000000} None 24 \n", + "1 314516 {00000000-0000-0000-0000-000000000000} None 24 \n", + "2 314380 {00000000-0000-0000-0000-000000000000} None 24 \n", + "3 314776 {00000000-0000-0000-0000-000000000000} None 24 \n", + "4 314651 {00000000-0000-0000-0000-000000000000} None 24 \n", + "\n", + " district_c tehsil_cod block_code village_co lgd_code built_up_a ... \\\n", + "0 439 3843 4060 515578 515578 1 ... \n", + "1 438 3782 4052 511638 511638 1 ... \n", + "2 439 3843 4060 515578 515578 1 ... \n", + "3 438 3782 4052 511638 511638 1 ... \n", + "4 438 3782 4052 511638 511638 1 ... \n", + "\n", + " gp_name d_pan_code d_pan_name b_pan_code b_pan_name sourceofda \\\n", + "0 SURAGPUR 398 Amreli 4422 Amreli None \n", + "1 KUBADTHAL - LALPUR 397 Ahmedabad 4414 Daskroi None \n", + "2 SURAGPUR 398 Amreli 4422 Amreli None \n", + "3 KUBADTHAL - LALPUR 397 Ahmedabad 4414 Daskroi None \n", + "4 KUBADTHAL - LALPUR 397 Ahmedabad 4414 Daskroi None \n", + "\n", + " area_geo st_area_sh st_length_ \\\n", + "0 52.812622 61.465624 33.616355 \n", + "1 12.766517 15.146211 15.571287 \n", + "2 41.623191 48.441818 30.220718 \n", + "3 40.597633 48.166672 33.083952 \n", + "4 13.184731 15.642596 16.429745 \n", + "\n", + " geometry \n", + "0 POLYGON ((7938373.562 2474102.727, 7938373.423... \n", + "1 POLYGON ((8099303.768 2636859.907, 8099307.560... \n", + "2 POLYGON ((7938320.970 2473912.720, 7938318.108... \n", + "3 POLYGON ((8099273.837 2637134.617, 8099274.070... \n", + "4 POLYGON ((8099325.739 2636970.474, 8099323.167... \n", + "\n", + "[5 rows x 32 columns]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Shapefile columns: Index(['objectid', 'globalid', 'state_code', 'district_c', 'tehsil_cod',\n", + " 'block_code', 'village_co', 'lgd_code', 'village_na', 'name',\n", + " 'road_type', 'property_i', 'width', 'pavement', 'status', 'built_on',\n", + " 'carriagewa', 'remarks', 'adl_info', 'st_area_sh', 'st_length_',\n", + " 'geometry'],\n", + " dtype='object')\n", + "Shapefile crs: EPSG:3857\n", + " objectid globalid state_code district_c \\\n", + "0 13089 {00000000-0000-0000-0000-000000000000} 24 439 \n", + "1 14150 {00000000-0000-0000-0000-000000000000} 24 438 \n", + "2 14203 {00000000-0000-0000-0000-000000000000} 24 438 \n", + "3 14204 {00000000-0000-0000-0000-000000000000} 24 438 \n", + "4 14205 {00000000-0000-0000-0000-000000000000} 24 438 \n", + "\n", + " tehsil_cod block_code village_co lgd_code village_na name ... width \\\n", + "0 3843 4060 515578 515578 Suragpur None ... 2.0 \n", + "1 3782 4052 511638 511638 Lalpur None ... 0.0 \n", + "2 3782 4052 511638 511638 Lalpur None ... 0.0 \n", + "3 3782 4052 511638 511638 Lalpur None ... 0.0 \n", + "4 3782 4052 511638 511638 Lalpur None ... 0.0 \n", + "\n", + " pavement status built_on carriagewa remarks adl_info st_area_sh \\\n", + "0 None None None None None None 117.755013 \n", + "1 None None None None None None 1221.645503 \n", + "2 None None None None None None 493.320797 \n", + "3 None None None None None None 398.132257 \n", + "4 None None None None None None 2187.345795 \n", + "\n", + " st_length_ geometry \n", + "0 66.886211 POLYGON ((7938436.092 2473824.105, 7938427.127... \n", + "1 271.881113 POLYGON ((8099238.582 2636790.962, 8099228.750... \n", + "2 253.787205 POLYGON ((8099235.929 2637115.614, 8099231.964... \n", + "3 233.203114 POLYGON ((8099272.584 2637010.696, 8099269.492... \n", + "4 1299.385475 POLYGON ((8099390.683 2637006.418, 8099390.269... \n", + "\n", + "[5 rows x 22 columns]\n" + ] + }, + { + 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\n" + }, + "metadata": {} + }, + { + "output_type": "error", + "ename": "RasterioIOError", + "evalue": "'/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw' not recognized as being in a supported file format.", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mCPLE_OpenFailedError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.DatasetBase.__init__\u001b[0;34m()\u001b[0m\n", + "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.open_dataset\u001b[0;34m()\u001b[0m\n", + "\u001b[0;32mrasterio/_err.pyx\u001b[0m in \u001b[0;36mrasterio._err.exc_wrap_pointer\u001b[0;34m()\u001b[0m\n", + "\u001b[0;31mCPLE_OpenFailedError\u001b[0m: '/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw' not recognized as being in a supported file format.", + "\nDuring handling of the above exception, another exception occurred:\n", + "\u001b[0;31mRasterioIOError\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 34\u001b[0m \u001b[0;31m# 2. Load and visualize the ECW Raster file\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 35\u001b[0m \u001b[0mecw_file_path\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw'\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 36\u001b[0;31m \u001b[0;32mwith\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mecw_file_path\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mdataset\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 37\u001b[0m \u001b[0;31m# Read the bands as RGB\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 38\u001b[0m \u001b[0mimage\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdataset\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mread\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m3\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;31m# Assuming it's an RGB image (bands 1, 2, 3)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/rasterio/env.py\u001b[0m in \u001b[0;36mwrapper\u001b[0;34m(*args, **kwds)\u001b[0m\n\u001b[1;32m 449\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 450\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0menv_ctor\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msession\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msession\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--> 451\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwds\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 452\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 453\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mwrapper\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/rasterio/__init__.py\u001b[0m in \u001b[0;36mopen\u001b[0;34m(fp, mode, driver, width, height, count, crs, transform, dtype, nodata, sharing, **kwargs)\u001b[0m\n\u001b[1;32m 302\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 303\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mmode\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"r\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 304\u001b[0;31m \u001b[0mdataset\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mDatasetReader\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdriver\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdriver\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msharing\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msharing\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\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 305\u001b[0m \u001b[0;32melif\u001b[0m \u001b[0mmode\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"r+\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 306\u001b[0m dataset = get_writer_for_path(path, driver=driver)(\n", + "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.DatasetBase.__init__\u001b[0;34m()\u001b[0m\n", + "\u001b[0;31mRasterioIOError\u001b[0m: '/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw' not recognized as being in a supported file format." + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "!pip install fiona gdal\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "5TOkVguPdz27", + "outputId": "5b8bf658-230c-436e-caf6-daae9c7749ba" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Requirement already satisfied: fiona in /usr/local/lib/python3.10/dist-packages (1.10.0)\n", + "Requirement already satisfied: gdal in /usr/local/lib/python3.10/dist-packages (3.6.4)\n", + "Requirement already satisfied: attrs>=19.2.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (24.2.0)\n", + "Requirement already satisfied: certifi in /usr/local/lib/python3.10/dist-packages (from fiona) (2024.8.30)\n", + "Requirement already satisfied: click~=8.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (8.1.7)\n", + "Requirement already satisfied: click-plugins>=1.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (1.1.1)\n", + "Requirement already satisfied: cligj>=0.5 in /usr/local/lib/python3.10/dist-packages (from fiona) (0.7.2)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import fiona\n", + "from osgeo import ogr\n", + "\n", + "# 1. Open the geodatabase\n", + "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", + "driver = ogr.GetDriverByName(\"OpenFileGDB\")\n", + "gdb = driver.Open(gdb_path, 0) # 0 means read-only, 1 means read/write\n", + "\n", + "if gdb is None:\n", + " print(\"Failed to open Geodatabase.\")\n", + "else:\n", + " print(\"Opened Geodatabase successfully.\")\n", + "\n", + "# 2. List available layers in the geodatabase\n", + "print(\"Available layers:\")\n", + "for layer_index in range(gdb.GetLayerCount()):\n", + " layer = gdb.GetLayerByIndex(layer_index)\n", + " print(f\"Layer {layer_index + 1}: {layer.GetName()}\")\n", + "\n", + "# 3. Read a specific layer (e.g., the first one)\n", + "layer = gdb.GetLayerByIndex(0) # Load the first layer\n", + "layer_name = layer.GetName()\n", + "print(f\"Reading layer: {layer_name}\")\n", + "\n", + "# Iterate over features in the layer\n", + "for feature in layer:\n", + " geom = feature.GetGeometryRef()\n", + " print(f\"Feature geometry: {geom.ExportToWkt()}\")\n", + " # Print attributes\n", + " for field_index in range(feature.GetFieldCount()):\n", + " print(f\"{layer.GetLayerDefn().GetFieldDefn(field_index).GetName()} : {feature.GetField(field_index)}\")\n", + "\n", + "# 4. Optionally, write to a new file (e.g., a GeoJSON or shapefile)\n", + "output_file = 'output_layer.geojson'\n", + "output_driver = ogr.GetDriverByName('GeoJSON')\n", + "output_dataset = output_driver.CreateDataSource(output_file)\n", + "output_dataset.CopyLayer(layer, layer_name)\n", + "output_dataset = None # Close the file\n", + "print(f\"Saved the layer to {output_file}\")\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "jDnr92NZd1fQ", + "outputId": "787670df-766e-4e96-9643-5d60c88cb879" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[1;30;43mStreaming output truncated to the last 5000 lines.\u001b[0m\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 33.61051219191491\n", + "Roof_type : 2\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 24.168448966828894\n", + "SHAPE_Area : 33.61051219191491\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054873.3633 2361739.5951,9054876.4242 2361737.8554,9054874.2555 2361735.2138,9054871.1593 2361737.0647,9054873.3633 2361739.5951)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 11.886284458880734\n", + "Roof_type : 2\n", + "No_Floors : 2\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 13.90146832478095\n", + "SHAPE_Area : 11.886284458880734\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054876.4242 2361737.8554,9054879.2403 2361741.1613,9054880.2198 2361740.0593,9054877.1997 2361737.08,9054876.4242 2361737.8554)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 5.4968519747151126\n", + "Roof_type : 2\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 11.15609626526127\n", + "SHAPE_Area : 5.4968519747151126\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054876.6267 2361738.0931,9054869.5268 2361744.4926,9054871.8532 2361747.9618,9054879.2403 2361741.1613,9054876.6267 2361738.0931)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 39.9788284569339\n", + "Roof_type : 2\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 27.806573152582807\n", + "SHAPE_Area : 39.9788284569339\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054867.2821 2361744.1253,9054867.2821 2361744.1253,9054866.5475 2361744.3906,9054870.0982 2361749.3086,9054871.8532 2361747.9618,9054869.5268 2361744.4926,9054876.6267 2361738.0931,9054876.4242 2361737.8554,9054873.3633 2361739.5951,9054867.2821 2361744.1253)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 24.039756690569305\n", + "Roof_type : 3\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 34.21058024612988\n", + "SHAPE_Area : 24.039756690569305\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054881.8626 2361759.1139,9054885.7806 2361756.2774,9054884.1481 2361753.5838,9054880.2251 2361756.1247,9054880.2251 2361756.1247,9054881.8626 2361759.1139)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 15.535733199173439\n", + "Roof_type : 3\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 16.06898953549792\n", + "SHAPE_Area : 15.535733199173439\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054865.1598 2361744.9008,9054866.5475 2361744.3906,9054867.2821 2361744.1253,9054867.2821 2361744.1253,9054867.2821 2361744.1253,9054865.1598 2361741.0643,9054863.4049 2361742.2071,9054865.1598 2361744.9008)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 7.434120843506678\n", + "Roof_type : 2\n", + "No_Floors : 2\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 11.29343756811319\n", + "SHAPE_Area : 7.434120843506678\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054871.0369 2361756.0274,9054868.3319 2361750.5702,9054867.8127 2361750.9411,9054864.3232 2361752.7267,9054864.3232 2361752.7267,9054865.7516 2361753.3389,9054867.4454 2361756.91,9054868.634 2361756.8386,9054868.8738 2361757.1498,9054871.0369 2361756.0274)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 21.396666192389702\n", + "Roof_type : 3\n", + "No_Floors : 1\n", + "Remarks : \n", + 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2361825.5729,9054903.7843 2361824.3894,9054903.7843 2361824.3894,9054900.3152 2361817.3695,9054897.8256 2361818.5531,9054897.1771 2361817.2207)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 68.87193151622768\n", + "Roof_type : 1\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 40.62382367757502\n", + "SHAPE_Area : 68.87193151622768\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054904.0505 2361807.2504,9054903.5802 2361807.105,9054899.9479 2361808.9824,9054900.9729 2361811.7499,9054904.9657 2361809.8301,9054904.9657 2361809.8301,9054904.0505 2361807.2504)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 13.298775125224296\n", + "Roof_type : 1\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 14.699866109400844\n", + "SHAPE_Area : 13.298775125224296\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054944.4738 2361769.1259,9054947.1306 2361767.8285,9054945.8246 2361765.2981,9054943.2578 2361766.6626,9054944.4738 2361769.1259)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 8.199600783495026\n", + "Roof_type : 1\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 11.458246195642072\n", + "SHAPE_Area : 8.199600783495026\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054869.4735 2361911.1998,9054868.6113 2361910.7406,9054867.8716 2361911.9752,9054868.8052 2361912.5109,9054869.4735 2361911.1998)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 1.4930968131213538\n", + "Roof_type : 4\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 4.9640682141587655\n", + "SHAPE_Area : 1.4930968131213538\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054936.0549 2361955.6962,9054930.7084 2361954.7575,9054929.3208 2361961.2876,9054935.1571 2361961.8998,9054936.0549 2361955.6962)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 36.48571181165461\n", + "Roof_type : 3\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 24.24072940076031\n", + "SHAPE_Area : 36.48571181165461\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054879.3758 2361937.9476,9054878.733 2361939.6006,9054883.1816 2361941.3963,9054883.7428 2361939.3863,9054879.3758 2361937.9476)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 9.046440101068335\n", + "Roof_type : 3\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 13.255695167230968\n", + "SHAPE_Area : 9.046440101068335\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054882.7531 2361946.7531,9054882.6306 2361948.4468,9054886.4262 2361949.0182,9054886.6099 2361947.202,9054882.7531 2361946.7531)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 6.792893653419682\n", + "Roof_type : 4\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 11.244796150848138\n", + "SHAPE_Area : 6.792893653419682\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Feature geometry: MULTIPOLYGON (((9054641.3844 2361454.4656,9054637.7725 2361457.4449,9054639.4662 2361459.6897,9054643.1394 2361456.9756,9054641.3844 2361454.4656)))\n", + "GlobalID : None\n", + "Uniq_Id : \n", + "State_Code : 22\n", + "District_Code : 719\n", + "Tehsil_Code : 3321\n", + "Block_Code : 3629\n", + "Village_Code : 443192\n", + "LGD_Code : 443192\n", + "Built_Up_Area_type : 1\n", + "Village_Name : Godri\n", + "Area_Desc : \n", + "Name : \n", + "Owner_Name : \n", + "Property_Id : \n", + "Property_Card_no : \n", + "Area_Sqm : 13.568505522387328\n", + "Roof_type : 1\n", + "No_Floors : 1\n", + "Remarks : \n", + "Adl_Info : \n", + "SHAPE_Length : 15.124006118672625\n", + "SHAPE_Area : 13.568505522387328\n", + "GP_Code : 124051\n", + "GP_Name : Amora\n", + "Saved the layer to output_layer.geojson\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Install the required geospatial libraries\n", + "!apt-get install -y python3-gdal\n", + "!pip install fiona\n", + "!pip install pyogrio\n", + "!pip install geopandas\n", + "!pip install rasterio\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "-RIrMXayjRN6", + "outputId": "cc5e5fba-209f-4faf-ab15-5a5cbc180dbf" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Reading package lists... Done\n", + "0 upgraded, 0 newly installed, 0 to remove and 70 not upgraded.\n", + "Requirement already satisfied: fiona in /usr/local/lib/python3.10/dist-packages (1.10.0)\n", + "Requirement already satisfied: attrs>=19.2.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (24.2.0)\n", + "Requirement already satisfied: certifi in /usr/local/lib/python3.10/dist-packages (from fiona) (2024.8.30)\n", + "Requirement already satisfied: click~=8.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (8.1.7)\n", + "Requirement already satisfied: click-plugins>=1.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (1.1.1)\n", + "Requirement already satisfied: cligj>=0.5 in /usr/local/lib/python3.10/dist-packages (from fiona) (0.7.2)\n", + "Collecting pyogrio\n", + " Downloading pyogrio-0.9.0-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl.metadata (3.8 kB)\n", + "Requirement already satisfied: certifi in /usr/local/lib/python3.10/dist-packages (from pyogrio) 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"code", + "source": [ + "import geopandas as gpd\n", + "from osgeo import gdal, ogr\n", + "\n", + "# File paths\n", + "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", + "ecw_file_path = '/content/Chhattisgarh_2/ecw/443193_amora-orthomosaic.ecw'\n", + "\n", + "### Step 1: Load the ECW Raster file using GDAL\n", + "\n", + "# Open the ECW file\n", + "def load_ecw(ecw_file_path):\n", + " dataset = gdal.Open(ecw_file_path)\n", + " if not dataset:\n", + " print(f\"Unable to open ECW file: {ecw_file_path}\")\n", + " return\n", + "\n", + " # Fetch metadata and display\n", + " print(\"Raster Driver:\", dataset.GetDriver().LongName)\n", + " print(\"Raster Size (Width, Height):\", dataset.RasterXSize, dataset.RasterYSize)\n", + "\n", + " # Read raster bands (assuming it's a 3-band RGB raster)\n", + " for band_number in range(1, dataset.RasterCount + 1):\n", + " band = dataset.GetRasterBand(band_number)\n", + " print(f\"Band {band_number} has {band.XSize} x {band.YSize} pixels\")\n", + "\n", + " # Read pixel values (optional, can be large for large raster files)\n", + " # data = dataset.ReadAsArray()\n", + "\n", + "load_ecw(ecw_file_path)\n", + "\n", + "### Step 2: Load and Explore the GDB Geodatabase using Fiona or Geopandas\n", + "\n", + "# Open the GDB file using Fiona or GDAL\n", + "def load_gdb(gdb_path):\n", + " # Using Fiona or Geopandas\n", + " layers = fiona.listlayers(gdb_path)\n", + " print(\"Available Layers:\", layers)\n", + "\n", + " # Load a specific layer\n", + " layer_name = layers[0] # You can specify any other layer from the list\n", + " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", + " print(gdf.head())\n", + "\n", + "load_gdb(gdb_path)\n", + "\n", + "### Step 3: Combine the ECW Raster and GDB Vector Data (Optional)\n", + "# This step depends on your specific requirements for raster-vector analysis,\n", + "# like overlaying building footprints on orthophotos, etc.\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "rg1YgN3ed1Wt", + "outputId": "ba555c69-90fa-4010-eb19-11fc64b9ba6b" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Unable to open ECW file: /content/Chhattisgarh_2/ecw/443193_amora-orthomosaic.ecw\n", + "Available Layers: ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", + " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", + "0 None 22 719 719 3629 \n", + "1 None 22 719 719 3629 \n", + "2 None 22 719 719 3629 \n", + "3 None 22 719 719 3629 \n", + "4 None 22 719 719 3629 \n", + "\n", + " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", + "0 443193 443193 1 AMORA ... 10.126829 \n", + "1 443193 443193 1 AMORA ... 10.691340 \n", + "2 443193 443193 1 AMORA ... 8.892256 \n", + "3 443193 443193 1 AMORA ... 142.584709 \n", + "4 443193 443193 1 AMORA ... 4.850011 \n", + "\n", + " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", + "0 2.0 1.0 14.045159 11.636509 124051 \n", + "1 1.0 1.0 14.056312 12.284951 124051 \n", + "2 3.0 1.0 13.067136 10.217631 124051 \n", + "3 1.0 1.0 53.254274 163.837765 124051 \n", + "4 1.0 1.0 12.190856 5.573026 124051 \n", + "\n", + " GP_Name geometry \n", + "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", + "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", + "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", + "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", + "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", + "\n", + "[5 rows x 25 columns]\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "gdb_file_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", + "ecw_file_1 = '/content/Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw'\n", + "ecw_file_2 = '/content/Chhattisgarh_2/ecw/443193_amora-orthomosaic.ecw'\n", + "\n", + "import geopandas as gpd\n", + "\n", + " # Using Fiona or Geopandas\n", + "layers = fiona.listlayers(gdb_path)\n", + "print(\"Available Layers:\", layers)\n", + "\n", + " # Load a specific layer\n", + "layer_name = layers[9] # You can specify any other layer from the list\n", + "gdf = gpd.read_file(gdb_path, layer=layer_name)\n", + "print(gdf.head())\n", + "\n", + "# Inspect the data\n", + "print(\"Shapefile columns: \", gdf.columns)\n", + "print(\"Shapefile crs: \", gdf.crs)\n", + "print(gdf.head())\n", + "\n", + "# Plotting the shapefile\n", + "gdf.plot()\n", + "plt.title(\"Shapefile Plot\")\n", + "plt.show()\n", + "\n", + "# Display the first few rows of the GeoDataFrame\n", + "gdf.head()\n", + "\n", + "import rasterio\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Load the ECW file\n", + "with rasterio.open(ecw_file_1) as dataset:\n", + " print(\"Metadata for ECW File 1:\", dataset.meta)\n", + "\n", + " # Read the image data (example with RGB bands if applicable)\n", + " img = dataset.read([1, 2, 3])\n", + "\n", + "# Plot the ECW image\n", + "plt.figure(figsize=(10, 10))\n", + "plt.imshow(img.transpose(1, 2, 0)) # Rasterio returns data as (bands, rows, cols)\n", + "plt.title('ECW Image 1')\n", + "plt.show()\n", + "\n", + "# Repeat the process for the second ECW file\n", + "with rasterio.open(ecw_file_2) as dataset:\n", + " print(\"Metadata for ECW File 2:\", dataset.meta)\n", + "\n", + " img = dataset.read([1, 2, 3])\n", + "\n", + "plt.figure(figsize=(10, 10))\n", + "plt.imshow(img.transpose(1, 2, 0))\n", + "plt.title('ECW Image 2')\n", + "plt.show()\n", + "\n", + "# Plot the ECW raster and overlay vector data from the GDB\n", + "fig, ax = plt.subplots(figsize=(10, 10))\n", + "\n", + "# Plot ECW raster\n", + "with rasterio.open(ecw_file_1) as dataset:\n", + " img = dataset.read([1, 2, 3])\n", + " ax.imshow(img.transpose(1, 2, 0), extent=dataset.bounds)\n", + "\n", + "# Overlay GDB vector data (if it's compatible in coordinate reference system)\n", + "gdf.plot(ax=ax, color='red', markersize=5, alpha=0.5)\n", + "\n", + "plt.title('Overlay of ECW Raster and GDB Vector Data')\n", + "plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "6XwxI-dkkaRl", + "outputId": "9310c1df-8fa2-4bf6-9bce-10cea51ab74f" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Available Layers: ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", + " Id Name Type Road_Width Buffer Meter T_Elevation \\\n", + "0 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "1 0 Metalled Road 1.4 0.7 47.939887 0 \n", + "2 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "3 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "4 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "\n", + " F_Elevation OneWay Class_code SL Minute SHAPE_Length \\\n", + "0 0 4 20 0.327181 109.060499 \n", + "1 0 4 20 0.143820 47.939887 \n", + "2 0 4 20 0.229740 76.579946 \n", + "3 0 4 20 0.097743 32.580922 \n", + "4 0 4 20 0.044917 14.972256 \n", + "\n", + " geometry \n", + "0 MULTILINESTRING ((9053314.095 2359760.593, 905... \n", + "1 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", + "2 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", + "3 MULTILINESTRING ((9053473.302 2359853.534, 905... \n", + "4 MULTILINESTRING ((9053498.651 2359873.996, 905... \n", + "Shapefile columns: Index(['Id', 'Name', 'Type', 'Road_Width', 'Buffer', 'Meter', 'T_Elevation',\n", + " 'F_Elevation', 'OneWay', 'Class_code', 'SL', 'Minute', 'SHAPE_Length',\n", + " 'geometry'],\n", + " dtype='object')\n", + "Shapefile crs: EPSG:3857\n", + " Id Name Type Road_Width Buffer Meter T_Elevation \\\n", + "0 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "1 0 Metalled Road 1.4 0.7 47.939887 0 \n", + "2 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "3 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "4 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "\n", + " F_Elevation OneWay Class_code SL Minute SHAPE_Length \\\n", + "0 0 4 20 0.327181 109.060499 \n", + "1 0 4 20 0.143820 47.939887 \n", + "2 0 4 20 0.229740 76.579946 \n", + "3 0 4 20 0.097743 32.580922 \n", + "4 0 4 20 0.044917 14.972256 \n", + "\n", + " geometry \n", + "0 MULTILINESTRING ((9053314.095 2359760.593, 905... \n", + "1 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", + "2 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", + "3 MULTILINESTRING ((9053473.302 2359853.534, 905... \n", + "4 MULTILINESTRING ((9053498.651 2359873.996, 905... \n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "error", + "ename": "RasterioIOError", + "evalue": "'/content/Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw' not recognized as being in a supported file format.", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mCPLE_OpenFailedError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.DatasetBase.__init__\u001b[0;34m()\u001b[0m\n", + "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.open_dataset\u001b[0;34m()\u001b[0m\n", + "\u001b[0;32mrasterio/_err.pyx\u001b[0m in \u001b[0;36mrasterio._err.exc_wrap_pointer\u001b[0;34m()\u001b[0m\n", + "\u001b[0;31mCPLE_OpenFailedError\u001b[0m: '/content/Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw' not recognized as being in a supported file format.", + "\nDuring handling of the above exception, another exception occurred:\n", + "\u001b[0;31mRasterioIOError\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 31\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 32\u001b[0m \u001b[0;31m# Load the ECW file\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 33\u001b[0;31m \u001b[0;32mwith\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mecw_file_1\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mdataset\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 34\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Metadata for ECW File 1:\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdataset\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmeta\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 35\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/rasterio/env.py\u001b[0m in \u001b[0;36mwrapper\u001b[0;34m(*args, **kwds)\u001b[0m\n\u001b[1;32m 449\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 450\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0menv_ctor\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msession\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msession\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--> 451\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwds\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 452\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 453\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mwrapper\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/rasterio/__init__.py\u001b[0m in \u001b[0;36mopen\u001b[0;34m(fp, mode, driver, width, height, count, crs, transform, dtype, nodata, sharing, **kwargs)\u001b[0m\n\u001b[1;32m 302\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 303\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mmode\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"r\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 304\u001b[0;31m \u001b[0mdataset\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mDatasetReader\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdriver\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdriver\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msharing\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msharing\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\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 305\u001b[0m \u001b[0;32melif\u001b[0m \u001b[0mmode\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"r+\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 306\u001b[0m dataset = get_writer_for_path(path, driver=driver)(\n", + "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.DatasetBase.__init__\u001b[0;34m()\u001b[0m\n", + "\u001b[0;31mRasterioIOError\u001b[0m: '/content/Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw' not recognized as being in a supported file format." + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "!unzip /content/mygeodata.zip" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "8tA218JTvJ24", + "outputId": "73ef10b4-2ede-4ccf-c8c7-3cade81c907c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Archive: /content/mygeodata.zip\n", + " creating: Chhattisgarh_Svamitva.gdb/\n", + " extracting: Chhattisgarh_Svamitva.gdb/Bridge-polygon.cpg \n", + " inflating: Chhattisgarh_Svamitva.gdb/Bridge-polygon.dbf \n", + " inflating: Chhattisgarh_Svamitva.gdb/Bridge-polygon.prj \n", + " inflating: Chhattisgarh_Svamitva.gdb/Bridge-polygon.shp \n", + " inflating: Chhattisgarh_Svamitva.gdb/Bridge-polygon.shx \n", + " extracting: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.cpg \n", + " inflating: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.dbf \n", + " inflating: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.prj \n", + " inflating: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.shp \n", + " inflating: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.shx \n", + " extracting: Chhattisgarh_Svamitva.gdb/Road-polygon.cpg \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road-polygon.dbf \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road-polygon.prj \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road-polygon.shp \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road-polygon.shx \n", + " extracting: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.cpg \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.dbf \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.prj \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.shp \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.shx \n", + " extracting: Chhattisgarh_Svamitva.gdb/Road_line-line.cpg \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road_line-line.dbf \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road_line-line.prj \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road_line-line.shp \n", + " inflating: Chhattisgarh_Svamitva.gdb/Road_line-line.shx \n", + " extracting: Chhattisgarh_Svamitva.gdb/Utility-point.cpg \n", + " inflating: Chhattisgarh_Svamitva.gdb/Utility-point.dbf \n", + " inflating: Chhattisgarh_Svamitva.gdb/Utility-point.prj \n", + " inflating: Chhattisgarh_Svamitva.gdb/Utility-point.shp \n", + " inflating: Chhattisgarh_Svamitva.gdb/Utility-point.shx \n", + " extracting: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.cpg \n", + " inflating: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.dbf \n", + " inflating: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.prj \n", + " inflating: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.shp \n", + " inflating: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.shx \n", + " extracting: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.cpg \n", + " inflating: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.dbf \n", + " inflating: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.prj \n", + " inflating: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.shp \n", + " inflating: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.shx \n", + " extracting: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.cpg \n", + " inflating: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.dbf \n", + " inflating: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.prj \n", + " inflating: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.shp \n", + " inflating: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.shx \n", + " inflating: log.txt \n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "READING GDB" + ], + "metadata": { + "id": "hsT2W1K2wHtz" + } + }, + { + "cell_type": "code", + "source": [ + "import geopandas as gpd\n", + "import numpy as np\n", + "import cv2\n", + "from tensorflow.keras.preprocessing.image import ImageDataGenerator\n", + "import tensorflow as tf\n", + "from tensorflow.keras.layers import Conv2D, MaxPooling2D, Conv2DTranspose, Concatenate, Input\n", + "from sklearn.model_selection import train_test_split\n", + "\n", + "# Function to load and preprocess data from the GDB\n", + "def load_gdb_layers(gdb_path):\n", + " # Load the GDB\n", + " gdb = gpd.read_file(gdb_path, layer='Built_Up_Area_type-polygon')\n", + " return gdb\n", + "\n", + "# Path to the GDB file\n", + "gdb_path = '/content/Chhattisgarh_Svamitva.gdb'\n", + "\n", + "# Load layers\n", + "gdb_data = load_gdb_layers(gdb_path)\n", + "print(gdb_data.head())\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "6aSBFZMRwHZo", + "outputId": "07291ac8-51d3-4dcc-e18d-56539be87f84" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + " GlobalID Uniq_Id State_Code District_C Tehsil_Cod Block_Code Village_Co \\\n", + "0 None None 22 719 719 3629 443193 \n", + "1 None None 22 719 719 3629 443193 \n", + "2 None None 22 719 719 3629 443193 \n", + "3 None None 22 719 719 3629 443193 \n", + "4 None None 22 719 719 3629 443193 \n", + "\n", + " LGD_Code Built_Up_A Village_Na ... Area_Sqm Roof_type No_Floors \\\n", + "0 443193 1 AMORA ... 10.126829 2.0 1.0 \n", + "1 443193 1 AMORA ... 10.691340 1.0 1.0 \n", + "2 443193 1 AMORA ... 8.892256 3.0 1.0 \n", + "3 443193 1 AMORA ... 142.584709 1.0 1.0 \n", + "4 443193 1 AMORA ... 4.850011 1.0 1.0 \n", + "\n", + " Remarks Adl_Info SHAPE_Leng SHAPE_Area GP_Code GP_Name \\\n", + "0 None None 14.045159 11.636509 124051 AMORA \n", + "1 None None 14.056312 12.284951 124051 AMORA \n", + "2 None None 13.067136 10.217631 124051 AMORA \n", + "3 None None 53.254274 163.837765 124051 AMORA \n", + "4 None None 12.190856 5.573026 124051 AMORA \n", + "\n", + " geometry \n", + "0 POLYGON ((9053859.552 2360072.878, 9053859.552... \n", + "1 POLYGON ((9053854.898 2360062.889, 9053856.374... \n", + "2 POLYGON ((9053850.612 2360080.802, 9053849.661... \n", + "3 POLYGON ((9053849.490 2360078.102, 9053851.829... \n", + "4 POLYGON ((9053771.627 2360078.923, 9053771.557... \n", + "\n", + "[5 rows x 25 columns]\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "from shapely.geometry import shape\n", + "from shapely.validation import make_valid\n", + "\n", + "def filter_valid_geometries(geometries):\n", + " valid_geoms = []\n", + " for geom in geometries:\n", + " if geom is not None:\n", + " geom = make_valid(shape(geom))\n", + " if geom.is_valid and not geom.is_empty:\n", + " valid_geoms.append(geom)\n", + " return valid_geoms\n", + "\n", + "# Filter valid geometries\n", + "valid_geometries = filter_valid_geometries(vector_data.geometry)\n" + ], + "metadata": { + "id": "kFSnFjzV3g3S" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "import numpy as np\n", + "import rasterio\n", + "from rasterio.features import geometry_mask\n", + "from rasterio.transform import from_origin\n", + "\n", + "def vector_to_raster(vector_data, image_size=(1024, 1024), pixel_size=1):\n", + " transform = from_origin(0, image_size[1], pixel_size, pixel_size)\n", + "\n", + " # Filter out invalid geometries\n", + " valid_geometries = filter_valid_geometries(vector_data.geometry)\n", + "\n", + " # Create mask from valid geometries\n", + " mask = geometry_mask(valid_geometries,\n", + " transform=transform,\n", + " invert=True,\n", + " out_shape=image_size)\n", + "\n", + " # Convert boolean mask to binary image (0 and 255)\n", + " mask = np.where(mask, 255, 0).astype(np.uint8)\n", + " return mask\n", + "\n", + "# Example usage\n", + "raster_image = vector_to_raster(gdb_data)\n" + ], + "metadata": { + "id": "XgIoLFNT4qZt" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "import matplotlib.pyplot as plt\n", + "import cv2\n", + "\n", + "# Save and display the raster image\n", + "cv2.imwrite('raster_image.png', raster_image)\n", + "raster_image = cv2.imread('raster_image.png', cv2.IMREAD_GRAYSCALE)\n", + "\n", + "plt.imshow(raster_image, cmap='gray')\n", + "plt.title('Rasterized Image')\n", + "plt.colorbar()\n", + "plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 452 + }, + "id": "CmEPiSyx4v44", + "outputId": "e7deded9-2685-4584-b9df-5e86b5dc845f" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "import matplotlib.pyplot as plt\n", + "import cv2\n", + "\n", + "# Save and display the raster image\n", + "cv2.imwrite('raster_image.png', raster_image)\n", + "raster_image = cv2.imread('raster_image.png', cv2.IMREAD_GRAYSCALE)\n", + "plt.imshow(raster_image, cmap='gray')\n", + "plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 435 + }, + "id": "PQWnNxr34DTb", + "outputId": "887a5e42-a517-498a-dd5f-0c3242cee649" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "def unet_model(input_shape):\n", + " inputs = Input(input_shape)\n", + "\n", + " # Down-sampling path\n", + " conv1 = Conv2D(64, 3, activation='relu', padding='same')(inputs)\n", + " conv1 = Conv2D(64, 3, activation='relu', padding='same')(conv1)\n", + " pool1 = MaxPooling2D(pool_size=(2, 2))(conv1)\n", + "\n", + " conv2 = Conv2D(128, 3, activation='relu', padding='same')(pool1)\n", + " conv2 = Conv2D(128, 3, activation='relu', padding='same')(conv2)\n", + " pool2 = MaxPooling2D(pool_size=(2, 2))(conv2)\n", + "\n", + " # Bottleneck\n", + " conv3 = Conv2D(256, 3, activation='relu', padding='same')(pool2)\n", + "\n", + " # Up-sampling path\n", + " up1 = Conv2DTranspose(128, 2, strides=(2, 2), padding='same')(conv3)\n", + " concat1 = Concatenate()([up1, conv2])\n", + " conv4 = Conv2D(128, 3, activation='relu', padding='same')(concat1)\n", + "\n", + " up2 = Conv2DTranspose(64, 2, strides=(2, 2), padding='same')(conv4)\n", + " concat2 = Concatenate()([up2, conv1])\n", + " conv5 = Conv2D(64, 3, activation='relu', padding='same')(concat2)\n", + "\n", + " outputs = Conv2D(1, 1, activation='sigmoid')(conv5)\n", + "\n", + " model = tf.keras.Model(inputs, outputs)\n", + " return model\n", + "\n", + "# Compile the model\n", + "model = unet_model((256, 256, 3))\n", + "model.compile(optimizer='adam', loss='binary_crossentropy', metrics=['accuracy'])\n", + "model.summary()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 753 + }, + "id": "rOCnnIlzy0BJ", + "outputId": "c1baeef6-417f-45cc-ea46-fc10b0ee98b8" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "\u001b[1mModel: \"functional\"\u001b[0m\n" + ], + "text/html": [ + "
Model: \"functional\"\n",
+              "
\n" + ] + }, + "metadata": {} + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mConnected to \u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━┩\n", + "│ input_layer (\u001b[38;5;33mInputLayer\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m3\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ - │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m1,792\u001b[0m │ input_layer[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_1 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m36,928\u001b[0m │ conv2d[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ max_pooling2d │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_2 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m73,856\u001b[0m │ max_pooling2d[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_3 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m147,584\u001b[0m │ conv2d_2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ max_pooling2d_1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_4 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m295,168\u001b[0m │ max_pooling2d_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_transpose │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m131,200\u001b[0m │ conv2d_4[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mConv2DTranspose\u001b[0m) │ │ │ │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ concatenate (\u001b[38;5;33mConcatenate\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_transpose[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m… │\n", + "│ │ │ │ conv2d_3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_5 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m295,040\u001b[0m │ concatenate[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_transpose_1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m32,832\u001b[0m │ conv2d_5[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mConv2DTranspose\u001b[0m) │ │ │ │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ concatenate_1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_transpose_1[\u001b[38;5;34m0\u001b[0m]… │\n", + "│ (\u001b[38;5;33mConcatenate\u001b[0m) │ │ │ conv2d_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_6 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m73,792\u001b[0m │ concatenate_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_7 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m1\u001b[0m) │ \u001b[38;5;34m65\u001b[0m │ conv2d_6[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "└───────────────────────────┴────────────────────────┴────────────────┴────────────────────────┘\n" + ], + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
+              "┃ Layer (type)              ┃ Output Shape           ┃        Param # ┃ Connected to           ┃\n",
+              "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
+              "│ input_layer (InputLayer)  │ (None, 256, 256, 3)    │              0 │ -                      │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d (Conv2D)           │ (None, 256, 256, 64)   │          1,792 │ input_layer[0][0]      │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_1 (Conv2D)         │ (None, 256, 256, 64)   │         36,928 │ conv2d[0][0]           │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ max_pooling2d             │ (None, 128, 128, 64)   │              0 │ conv2d_1[0][0]         │\n",
+              "│ (MaxPooling2D)            │                        │                │                        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_2 (Conv2D)         │ (None, 128, 128, 128)  │         73,856 │ max_pooling2d[0][0]    │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_3 (Conv2D)         │ (None, 128, 128, 128)  │        147,584 │ conv2d_2[0][0]         │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ max_pooling2d_1           │ (None, 64, 64, 128)    │              0 │ conv2d_3[0][0]         │\n",
+              "│ (MaxPooling2D)            │                        │                │                        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_4 (Conv2D)         │ (None, 64, 64, 256)    │        295,168 │ max_pooling2d_1[0][0]  │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_transpose          │ (None, 128, 128, 128)  │        131,200 │ conv2d_4[0][0]         │\n",
+              "│ (Conv2DTranspose)         │                        │                │                        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ concatenate (Concatenate) │ (None, 128, 128, 256)  │              0 │ conv2d_transpose[0][0… │\n",
+              "│                           │                        │                │ conv2d_3[0][0]         │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_5 (Conv2D)         │ (None, 128, 128, 128)  │        295,040 │ concatenate[0][0]      │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_transpose_1        │ (None, 256, 256, 64)   │         32,832 │ conv2d_5[0][0]         │\n",
+              "│ (Conv2DTranspose)         │                        │                │                        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ concatenate_1             │ (None, 256, 256, 128)  │              0 │ conv2d_transpose_1[0]… │\n",
+              "│ (Concatenate)             │                        │                │ conv2d_1[0][0]         │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_6 (Conv2D)         │ (None, 256, 256, 64)   │         73,792 │ concatenate_1[0][0]    │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_7 (Conv2D)         │ (None, 256, 256, 1)    │             65 │ conv2d_6[0][0]         │\n",
+              "└───────────────────────────┴────────────────────────┴────────────────┴────────────────────────┘\n",
+              "
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\n" + ] + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "from tensorflow.keras.preprocessing.image import ImageDataGenerator\n", + "\n", + "# Create an ImageDataGenerator for data augmentation\n", + "datagen = ImageDataGenerator(\n", + " horizontal_flip=True,\n", + " vertical_flip=True,\n", + " rotation_range=30\n", + ")\n", + "\n", + "# Assume X_train and Y_train are prepared raster image patches and corresponding masks\n", + "X_train, X_val, Y_train, Y_val = train_test_split(X, Y, test_size=0.2, random_state=42)\n", + "\n", + "history = model.fit(\n", + " datagen.flow(X_train, Y_train, batch_size=16),\n", + " validation_data=(X_val, Y_val),\n", + " epochs=50\n", + ")\n", + "\n", + "# Save the model\n", + "model.save('feature_extraction_model.h5')\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 258 + }, + "id": "Q1GyZVqJyz6v", + "outputId": "331bab32-2261-42ac-b8cd-f36e6c158289" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "error", + "ename": "NameError", + "evalue": "name 'X' is not defined", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\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 9\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 10\u001b[0m \u001b[0;31m# Assume X_train and Y_train are prepared raster image patches and corresponding masks\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 11\u001b[0;31m \u001b[0mX_train\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mX_val\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mY_train\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mY_val\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtrain_test_split\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mX\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mY\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtest_size\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m0.2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mrandom_state\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m42\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 12\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 13\u001b[0m history = model.fit(\n", + "\u001b[0;31mNameError\u001b[0m: name 'X' is not defined" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import geopandas as gpd\n", + "from osgeo import gdal, ogr\n", + "\n", + "# File paths\n", + "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", + "\n", + "### Step 2: Load and Explore the GDB Geodatabase using Fiona or Geopandas\n", + "\n", + "# Open the GDB file using Fiona or GDAL\n", + "def load_gdb(gdb_path):\n", + " # Using Fiona or Geopandas\n", + " layers = fiona.listlayers(gdb_path)\n", + " print(\"Available Layers:\", layers)\n", + "\n", + " # Load a specific layer\n", + " layer_name = layers[0] # You can specify any other layer from the list\n", + " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", + " print(gdf.head())\n", + "\n", + "load_gdb(gdb_path)\n", + "\n", + "### Step 3: Combine the ECW Raster and GDB Vector Data (Optional)\n", + "# This step depends on your specific requirements for raster-vector analysis,\n", + "# like overlaying building footprints on orthophotos, etc.\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "CyzghXuh-bqZ", + "outputId": "c09b385c-6f5f-4ae8-9958-2ab40a9a15f8" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Available Layers: ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", + " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", + "0 None 22 719 719 3629 \n", + "1 None 22 719 719 3629 \n", + "2 None 22 719 719 3629 \n", + "3 None 22 719 719 3629 \n", + "4 None 22 719 719 3629 \n", + "\n", + " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", + "0 443193 443193 1 AMORA ... 10.126829 \n", + "1 443193 443193 1 AMORA ... 10.691340 \n", + "2 443193 443193 1 AMORA ... 8.892256 \n", + "3 443193 443193 1 AMORA ... 142.584709 \n", + "4 443193 443193 1 AMORA ... 4.850011 \n", + "\n", + " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", + "0 2.0 1.0 14.045159 11.636509 124051 \n", + "1 1.0 1.0 14.056312 12.284951 124051 \n", + "2 3.0 1.0 13.067136 10.217631 124051 \n", + "3 1.0 1.0 53.254274 163.837765 124051 \n", + "4 1.0 1.0 12.190856 5.573026 124051 \n", + "\n", + " GP_Name geometry \n", + "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", + "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", + "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", + "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", + "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", + "\n", + "[5 rows x 25 columns]\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import geopandas as gpd\n", + "from osgeo import ogr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Path to your GDB file\n", + "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", + "\n", + "# Open the geodatabase using GDAL/OGR\n", + "driver = ogr.GetDriverByName(\"OpenFileGDB\")\n", + "gdb = driver.Open(gdb_path, 0)\n", + "\n", + "# List available layers\n", + "layers = [gdb.GetLayerByIndex(i).GetName() for i in range(gdb.GetLayerCount())]\n", + "print(\"Available Layers:\", layers)\n", + "\n", + "# Load and display data from each layer\n", + "def load_and_plot_layer(layer_name):\n", + " layer = gdb.GetLayerByName(layer_name)\n", + " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", + " print(f\"Layer '{layer_name}' details:\")\n", + " print(gdf.head())\n", + "\n", + " # Plot the layer\n", + " gdf.plot()\n", + " plt.title(layer_name)\n", + " plt.show()\n", + "\n", + "# Example: Load and plot each layer\n", + "for layer_name in layers:\n", + " load_and_plot_layer(layer_name)\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "TjtlAz0y-bod", + "outputId": "28055d24-3524-4829-cb23-613075fec1e1" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Available Layers: ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", + "Layer 'Built_Up_Area_type' details:\n", + " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", + "0 None 22 719 719 3629 \n", + "1 None 22 719 719 3629 \n", + "2 None 22 719 719 3629 \n", + "3 None 22 719 719 3629 \n", + "4 None 22 719 719 3629 \n", + "\n", + " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", + "0 443193 443193 1 AMORA ... 10.126829 \n", + "1 443193 443193 1 AMORA ... 10.691340 \n", + "2 443193 443193 1 AMORA ... 8.892256 \n", + "3 443193 443193 1 AMORA ... 142.584709 \n", + "4 443193 443193 1 AMORA ... 4.850011 \n", + "\n", + " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", + "0 2.0 1.0 14.045159 11.636509 124051 \n", + "1 1.0 1.0 14.056312 12.284951 124051 \n", + "2 3.0 1.0 13.067136 10.217631 124051 \n", + "3 1.0 1.0 53.254274 163.837765 124051 \n", + "4 1.0 1.0 12.190856 5.573026 124051 \n", + "\n", + " GP_Name geometry \n", + "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", + "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", + "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", + "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", + "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", + "\n", + "[5 rows x 25 columns]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer 'Water_Body' details:\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443192 \n", + "1 None 22 719 3321 3629 443192 \n", + "2 None 22 719 3321 3629 443192 \n", + "3 None 22 719 3321 3629 443192 \n", + "4 None 22 719 3321 3629 443192 \n", + "\n", + " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", + "0 443192 Godri 5 None 0 \n", + "1 443192 Godri 5 None 0 \n", + "2 443192 Godri 5 None 0 \n", + "3 443192 Godri 5 None 0 \n", + "4 443192 Godri 2 None 0 \n", + "\n", + " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", + "0 31247.267116 723.415016 31247.267116 \n", + "1 5406.106820 276.738995 5406.106820 \n", + "2 774.955605 102.848755 774.955605 \n", + "3 639.451058 115.385743 639.451058 \n", + "4 16725.015373 1837.959504 16725.015373 \n", + "\n", + " geometry \n", + "0 MULTIPOLYGON (((9054766.515 2361926.414, 90547... \n", + "1 MULTIPOLYGON (((9054799.171 2361576.527, 90547... \n", + "2 MULTIPOLYGON (((9054880.174 2361687.302, 90548... \n", + "3 MULTIPOLYGON (((9055108.878 2361872.111, 90551... \n", + "4 MULTIPOLYGON (((9054664.030 2361437.181, 90546... \n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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tqk1mfLwnDwkr9uJo/vUW374tMbyJyCaEENIYJK3t4rUqPPO371BkuNEm+2sLDG8ison0nGIc+bHtroZ/qqjGZ4fy22x/rY3hTURtzmwWWL47t833m1toaPN9thaGNxG1uS++u4hThWVtvl8FOs4TlwxvImpTxy6WYtHmk3cu2Aq6ezjbZL+tgeFNRG1GCIHfbDmJapPZJvsP6NJx+nxbFd7JycmIioqCRqOBl5cXJkyYgNzc27dbffXVVxg8eDDc3NygVqsRGRmJ1NTUeuVycnIwbtw46HQ6qNVqREVFIT+/7ubCtWvXMHv2bPTq1QvOzs4ICAjASy+9BL1eb7GN/Px8JCYmwsXFBV5eXpg/fz5qa2utOUQiakUnLhtwNL/UZvuP8O04o4Va1Ws9MzMTSUlJiIqKQm1tLd544w2MHj0aP/zwA9Tqhn+jeXh4YOHChQgPD4dSqcTWrVsxc+ZMeHl5ISEhAQCQl5eHYcOG4emnn8ZvfvMbaLVanDx5Ek5OTgCAgoICFBQUYPny5YiIiMCPP/6IF154AQUFBfjHP/4BADCZTEhMTISPjw8OHDiAK1euYPr06XB0dMTSpUvv5hwRUQvZdvyKzfb9y0H+GBTobrP9t7S7Gs+7pKQEXl5eyMzMRGxsbJPXGzhwIBITE7FkyRIAwKOPPgpHR8cGr8gbs2HDBkybNg0VFRVwcHDAjh078OCDD6KgoADe3t4AgNWrV+PXv/41SkpKoFQq623DaDTCaDRK0waDAd27d+d43kStZPz/7cP3l/R3LtiC7BTAqwm98EJsCOza+RCxbTae981mCw8PjyaVF0IgPT0dubm5UtibzWZs27YNYWFhSEhIgJeXF6Kjo7Fp06Y77lur1cLBoe6Ph6ysLPTt21cKbgBISEiAwWDAyZMN3xxJTk6GTqeTPt27d2/ScRCR9aprzci50rY9TBQK4JMno/BifGi7D25rNTu8zWYz5syZg6FDh6JPnz63LavX6+Hq6gqlUonExER89NFHGDVqFACguLgY5eXlWLZsGcaMGYPdu3dj4sSJmDRpEjIzMxvc3tWrV7FkyRI899xz0rzCwkKL4AYgTRcWFja4nQULFkCv10ufixcvNvn4icg6V8uNbX6jcnSEN+J7ebXpPttKs0dqSUpKwokTJ7Bv3747ltVoNDh27BjKy8uRnp6OefPmITg4GPHx8TCb6/5njh8/HnPnzgUAREZG4sCBA1i9ejXi4uIstmUwGJCYmIiIiAi88847za0+AEClUkGl6ngvJiVqj04Xtd1Vt5OjHSYN9MfrY8PbbJ9trVnhPWvWLGzduhV79+6Fv7//Hcvb2dkhNDQUQF0w5+TkIDk5GfHx8fD09ISDgwMiIiIs1undu3e9XwxlZWUYM2YMNBoNNm7cCEdHR2mZj48PDh8+bFG+qKhIWkZEtvX54dZ/ND3M2xWPRgVg8kB/6Fwc77yCjFkV3kIIzJ49Gxs3bkRGRgaCgoKatVOz2SzdKFQqlYiKiqrX5fD06dMIDAyUpg0GAxISEqBSqfD1119LPVFuiomJwbvvvovi4mJ4edX9mZSWlgatVlvvFwMRta2qahO+OVXcKtvWqBwwYYAfJg70w4DublAoOlbbdmOsCu+kpCSsW7cOmzdvhkajkdqSdTodnJ3rnlyaPn06/Pz8kJycDKDupuDgwYMREhICo9GI7du3IzU1FatWrZK2O3/+fEyZMgWxsbEYMWIEdu7ciS1btiAjIwNAXXCPHj0alZWVWLt2LQwGAwyGujEKunbtCnt7e4wePRoRERF44okn8Lvf/Q6FhYV48803kZSUxKYRIhs7evE6akwtN+TrwAA3jIzwxpAQT9zTTQtH+873vKFV4X0zcOPj4y3mp6Sk4MknnwRQ96CMnd3/TmRFRQVefPFFXLp0Cc7OzggPD8fatWsxZcoUqczEiROxevVqJCcn46WXXkKvXr3wz3/+E8OGDQMA/Oc//8GhQ4cAQGp+uen8+fPo0aMH7O3tsXXrVvzqV79CTEwM1Go1ZsyYgcWLF1tziETUCr49f/ejB0b4ajE+shsS+/nC392lBWolb3fVz7ujsaaPJRE13fRPDmPv6ZJmrTswwA2vJvTCkBDPFq5V+2NNBnWs9wIRUbtjNgscbea43UkjQjBvVC/Yd7A+2i2B4U1Erep0cRnKjNaPMTT7/lDMGxXWaW5AWovhTUStysXRAT26uODCT5VNKu+qcsBHjw3AiPCO+XBNS2F4E1GrCujigj2vxuNkgQG7ThZix4lCnC0ub7Csk6MdVk4diNiwrm1cS/nhDctb8IYlUdu4dL0Sn+6/gL/uO28xf+3T0RjWs+PfmGxMmw1MRUTUHP7uLnjzwQgsf7g/bt6LfGVUWKcObmsxvInIZn45yB/3BXdBV40Kz8UF27o6ssI2byKyqVVTB6Go7AZUDva2roqsMLyJyKZ0Lo7tehCp7y5cQ0mZESXlRugra+CstMeQEE9EdLPtfTGGNxFRI6qqTXjkT1kwN9Ct4/HoACyd2LftK/VfDG8iokY4K+2xKWko9p/9CRevV0IIAZWDPYy1Zvhq60Y2FULAWGuGysGuTR8oYngTUacihMCyHadw8XolHr838I49XPr5u6Gfv1u9+ReuVmDhxuPY/UMRSsqM8NKoMLiHOyqMJpSUGeFgr8BfZwyGl8ap/kZbAMObiDqVzw7l4097zwEAjuWX4tF7A+BobwelQ91H9d9PscGIIz9eR2lVNby1TujqqoKz0h7lxlqcLDDg2wvXcOtTMsVlRmw/XjdMtodaCT83ZxhrWu+1bwxvIuo0Pkw7jT+kn5GmC/Q38EHa6RbZdoSvFi89EIrhPbtCrWr9aGV4E1GnsPd0iUVw3y2FAvhFX18MCemCcB8tBga07Vt8GN5E1OGZzQK/351754JNpHVyQPKkfkjs5wt9VQ2cHNv2ZiXAJyyJqBP4095z+P6SvkW21cdPi7R5cRgV4Y0//OsMHvh9Jor0xhbZtjV45U1EHVpx2Q18kGZ51d1Vo8Lkgf4wC4HPDv6IimpTk7dXVW3CK19+j+OX9XBVOeBPTwxCQJe2fy0bw5uIOiwhBD5MO40ak0BvXy0mDuiGAQHu6Oevkx7HnzTQD3O/+B45VwxN2mah/gbMAhjbxwdvJPaG1sk2T4cyvImow/pXTjE+P3wRffy0WP9cDFwb6AUS7qPF1tnDkHm6GHtPX8X5qxXQV9XAVeUAD7USQZ5qBHi4IMxbg1AvVzgr28cYLAxvIuqQruirsOCr41A62OGPjw5oMLhvsrdT4P5wb9wf7t2GNbw7vGFJRB1Oda0ZL31+FFfLjZg1IhTBXV1tXaUWx/Amog7n88P5+PbCdXiolXhmeJCtq9MqGN5E1OFkni4BAMwc0gMuyo7ZOszwJqIORV9Zg4zcYijt7fBYdICtq9NqGN5E1KGsPfQjzKJuOFdPV5Wtq9NqGN5E1GGcKynH+7vqHsipMNbauDati+FNRB3GrpNF0s/Oju2jP3ZrYXgTUYdxtrhc+rmvv86GNWl9DG8i6hC+v1iKg+d+kqbHR3azYW1aX8fsQ0NEncq+M1cxbc0haTrIU41JA/1tWKPWxytvIpK13MIyi+AGgDF9fOBo37HjrWMfHRF1eKWV1fXmdfSeJgDDm4hkaP3hfOw7cxVCCFzR36i33FvbOm9sb0/Y5k1EsuOhVuKZv3+L4T274lpF/StvPzdnG9SqbfHKm4jatdNFZfjHkUsw1v7vbTej7/HBq6N7Ie2HIhz58Xq9dYI81W1ZRZvglTcRtVs3akx4Ye0RnCupQF5JOX49JlxaNqynZ4PrONgpEO6raasq2gyvvImo3dp1shDnSioAAKsz8/DdhWvSMp9G2rXH9e8mveKsI2N4E1G7pXH6X+OAEMDeM1elaTcXJXTOlu+PjA3riuUP92+z+tkSw5uI2gWzWSC3sAwms5DmxYd5YfgtzSO3hnVVtQm1JjMAQK20x6/iQ7B62kDY2SnartI2xDZvIrK5n8qNmLXuKLLO/YSQrmo8HxeC8ZF1zR//99hALN2eA0cHBWbEBAKoeyt88o4cVFSbMLK3F37/cCR0LrZ5i7utKIQQ4s7FOgeDwQCdTge9Xg+tVmvr6hB1CoX6G3j8Lwdx7mqFxfyhoV2wcuqgek0jQgi8vysXKzPyEBfWFX+dMbjDPE1pTQZ1jCMmIlkymQWe+vTbesENAPvP/oSJK/fjZIHeYv7KjDyszMhDf38dVk4d2GGC21qd86iJqF1YlXEWP1wxNLr8XEkFVmeek6azL5Xig7TT8NaqsObJKKhVnbflt/MeORHZzI0aE5bvysVf952/Y9kuaiUAoNxYi5fXH4NZCHw4JbJDv+KsKRjeRNSmTGaBZ/72HfadvXrnwgB6+dQ9cPPxnrM4f7UCj0cHYEhIww/odCZsNiGiNpWy/3yTgxsABge6o9hwAyn7z0Pn7Ig5D/RsxdrJB8ObiNqMvrIGf0w/0+Ty4T4ahHq54o/fnMGNGjNeTegFr04wYmBTMLyJqM18nV0Aw42mj7U9+/6eyC0qw/rDFwEAsY2MZ9IZMbyJqM1E+GqhaUIPEZWDHRaPvweJ/Xyx5t/nUfvfpy533/J2+M6O4U1EbWZQoDs2Jg1tdMhWF6U9ZsQEYvfcWEyP6QEAeD4uBOH/vWl5qrCsrara7vEJy1vwCUuitlFjMuPw+Ws4flmPcyXlEAIYGOiOB/v5QuNU/zH3GzUmPJd6BCcv65H52gi4dtD+3dZkEMP7Fgxvovar2HAD0cnp+O2EPpgaHWjr6rQKPh5PRB2Ol9YJPbqosfNEoa2r0i4wvIlINnx1TrBTdI4hX++E4U1EslFQWoXEvr62rka7wPAmIlk4cVmPQsMNJPZjeAMMbyKSgQtXKzD3i2MYEuLZqUcSvJVV4Z2cnIyoqChoNBp4eXlhwoQJyM3Nve06X331FQYPHgw3Nzeo1WpERkYiNTW1XrmcnByMGzcOOp0OarUaUVFRyM/Pl5b/+c9/Rnx8PLRaLRQKBUpLS+tto0ePHlAoFBafZcuWWXOIRNTOpP1QhIQVe1FkuIF5o8JsXZ12w6rwzszMRFJSEg4ePIi0tDTU1NRg9OjRqKioP5D6TR4eHli4cCGysrKQnZ2NmTNnYubMmdi1a5dUJi8vD8OGDUN4eDgyMjKQnZ2Nt956C05O/xvDoLKyEmPGjMEbb7xx2zouXrwYV65ckT6zZ8+25hCJqJ0ou1GDd7f9gF+tPYI+fjqsfSYaffx0tq5Wu3FX/bxLSkrg5eWFzMxMxMbGNnm9gQMHIjExEUuWLAEAPProo3B0dGzwivznMjIyMGLECFy/fh1ubm4Wy3r06IE5c+Zgzpw51hyGhP28iWxLCIFjF0vx5XeXkJV3FeMj/TA9JhBdOsnY3W3Wz1uvr3s9kYeHR5PKCyGQnp6O3NxcKezNZjO2bduGsLAwJCQkwMvLC9HR0di0aVOz6rRs2TJ06dIFAwYMwPvvv4/a2sYHwTEajTAYDBYfImp9Qggcv6RHyv7zWLjxOFb86zRWZpzF+I/3I3n7KYR6uWL7y8Mxd1RYpwluazW75d9sNmPOnDkYOnQo+vTpc9uyer0efn5+MBqNsLe3x8qVKzFq1CgAQHFxMcrLy7Fs2TL89re/xXvvvYedO3di0qRJ2LNnD+Li4ppcp5deegkDBw6Eh4cHDhw4gAULFuDKlSv44IMPGiyfnJyM3/zmN00/aCK6a6eLyjBr3X9QYTRh8iB/9PRyhb29HfzcnDBlcHeGdVOJZnrhhRdEYGCguHjx4h3LmkwmcebMGXH06FGxfPlyodPpxJ49e4QQQly+fFkAEI899pjFOg899JB49NFH621rz549AoC4fv36Hfe7Zs0a4eDgIG7cuNHg8hs3bgi9Xi99Ll68KAAIvV5/x20TkfXMZrNI/ONeMfqDTFFVXWvr6rQ7er2+yRnUrCvvWbNmYevWrdi7dy/8/f3vWN7Ozg6hoaEAgMjISOTk5CA5ORnx8fHw9PSEg4MDIiIiLNbp3bs39u3b15zqSaKjo1FbW4sLFy6gV69e9ZarVCqoVPwtT9RWcq6U4cRlA5ZM6AMnR3tbV0fWrApvIQRmz56NjRs3IiMjA0FBQc3aqdlshtFoBAAolUpERUXV63J4+vRpBAbe3eAzx44dg52dHby8vO5qO0TUdBevVeJMcRlu1Jjh7GgPrbMjvLUq+Oqc8dd/170JfkhIFxvXUv6sCu+kpCSsW7cOmzdvhkajQWFh3QAxOp0Ozs7OAIDp06fDz88PycnJAOralQcPHoyQkBAYjUZs374dqampWLVqlbTd+fPnY8qUKYiNjcWIESOwc+dObNmyBRkZGVKZwsJCFBYW4uzZswCA48ePQ6PRICAgAB4eHsjKysKhQ4cwYsQIaDQaZGVlYe7cuZg2bRrc3d3v6iQRUdMkb89BRm4JYkK64PzVChw+fw1VNSYAgJ0CMAvAVeWA4EbG8yYrWNMeA6DBT0pKilQmLi5OzJgxQ5peuHChCA0NFU5OTsLd3V3ExMSI9evX19v2mjVrpHL9+/cXmzZtsli+aNGi2+77yJEjIjo6Wuh0OuHk5CR69+4tli5d2mh7d0OsaW8iovrGffRvUWsyS9P6qmqRsu+cGPVBhgj89VYR+Out4uXP/2PDGrZv1mQQx/O+Bft5EzXfhasVePpv3yL9lfh6y2pNZqSfKoabsyOienjAzo4jAzbEmgziIAFE1GRCCBiqanGmuAxfHb2MHwrqno0wVNXg0vUqLBoX0eB6DvZ2SLjHpy2r2uExvImoSfSVNZiwcj8u/FSBX/TxxcyhPfCruBAAgMrRDq4qB7goGSlthWeaiJpE5+KIL56/D/rKGvT01ti6Op0ew5uImsxL4wQvjdOdC1Kr43jeREQyxPAmIpIhhjcRkQwxvImIZIjhTUQkQwxvIiIZYngTEckQw5uISIYY3kREMsTwJiKSIYY3EZEMMbyJiGSI4U1EJEMMbyIiGWJ4ExHJEMObiEiGGN5ERDLE8CYikiGGNxGRDDG8iYhkiOFNRCRDDG8iIhlieBMRyRDDm4hIhhjeREQyxPAmIpIhhjcRkQwxvImIZIjhTUQkQwxvIiIZYngTEckQw5uISIYY3kREMsTwJiKSIYY3EZEMMbyJiGSI4U1EJEMMbyIiGWJ4ExHJEMObiEiGGN5ERDLE8CYikiGGNxGRDDG8iYhkiOFNRCRDDG8iIhlieBMRyRDDm4hIhhjeREQyxPAmIpIhhjcRkQwxvImIZIjhTUQkQwxvIiIZsiq8k5OTERUVBY1GAy8vL0yYMAG5ubm3Xeerr77C4MGD4ebmBrVajcjISKSmptYrl5OTg3HjxkGn00GtViMqKgr5+fnS8j//+c+Ij4+HVquFQqFAaWlpvW1cu3YNU6dOhVarhZubG55++mmUl5dbc4hERLJgVXhnZmYiKSkJBw8eRFpaGmpqajB69GhUVFQ0uo6HhwcWLlyIrKwsZGdnY+bMmZg5cyZ27dollcnLy8OwYcMQHh6OjIwMZGdn46233oKTk5NUprKyEmPGjMEbb7zR6L6mTp2KkydPIi0tDVu3bsXevXvx3HPPWXOIRETyIO5CcXGxACAyMzOtWm/AgAHizTfflKanTJkipk2b1qR19+zZIwCI69evW8z/4YcfBADx7bffSvN27NghFAqFuHz5cpO2rdfrBQCh1+ubVJ6IqCVZk0F31eat1+sB1F1dN/EXBdLT05Gbm4vY2FgAgNlsxrZt2xAWFoaEhAR4eXkhOjoamzZtsqouWVlZcHNzw+DBg6V5I0eOhJ2dHQ4dOtTgOkajEQaDweJDRCQHzQ5vs9mMOXPmYOjQoejTp89ty+r1eri6ukKpVCIxMREfffQRRo0aBQAoLi5GeXk5li1bhjFjxmD37t2YOHEiJk2ahMzMzCbXp7CwEF5eXhbzHBwc4OHhgcLCwgbXSU5Ohk6nkz7du3dv8v6IiGzJobkrJiUl4cSJE9i3b98dy2o0Ghw7dgzl5eVIT0/HvHnzEBwcjPj4eJjNZgDA+PHjMXfuXABAZGQkDhw4gNWrVyMuLq65VbyjBQsWYN68edK0wWBggBORLDQrvGfNmiXdEPT3979jeTs7O4SGhgKoC+acnBwkJycjPj4enp6ecHBwQEREhMU6vXv3btIvhpt8fHxQXFxsMa+2thbXrl2Dj49Pg+uoVCqoVKom74OIqL2wqtlECIFZs2Zh48aN+OabbxAUFNSsnZrNZhiNRgCAUqlEVFRUvS6Hp0+fRmBgYJO3GRMTg9LSUhw5ckSa980338BsNiM6OrpZ9SQiaq+suvJOSkrCunXrsHnzZmg0GqktWafTwdnZGQAwffp0+Pn5ITk5GUBdu/LgwYMREhICo9GI7du3IzU1FatWrZK2O3/+fEyZMgWxsbEYMWIEdu7ciS1btiAjI0MqU1hYiMLCQpw9exYAcPz4cWg0GgQEBMDDwwO9e/fGmDFj8Oyzz2L16tWoqanBrFmz8Oijj6Jbt253dZKIiNoda7qxAGjwk5KSIpWJi4sTM2bMkKYXLlwoQkNDhZOTk3B3dxcxMTFi/fr19ba9Zs0aqVz//v3Fpk2bLJYvWrTojvv+6aefxGOPPSZcXV2FVqsVM2fOFGVlZU0+PnYVJCJbsiaDFEIIYZPfGu2QwWCATqeDXq+HVqu1dXWIqJOxJoM4tgkRkQwxvImIZIjhTUQkQwxvIiIZYngTEckQw5uISIYY3kREMsTwJiKSIYY3EZEMMbyJiGSI4U1EJEMMbyIiGWJ4ExHJEMObiEiGGN5ERDLE8CYikiGGNxGRDDG8iYhkiOFNRCRDDG8iIhlieBMRyRDDm4hIhhjeREQyxPAmIpIhhjcRkQwxvImIZIjhTUQkQwxvIiIZYngTEckQw5uISIYY3kREMsTwJiKSIYY3EZEMMbyJiGSI4U1EJEMMbyIiGWJ4ExHJEMObiEiGGN5ERDLE8CYikiGGNxGRDDG8iYhkiOFNRCRDDG8iIhlieBMRyRDDm4hIhhjeREQyxPAmIpIhhjcRkQwxvImIZIjhTUQkQwxvIiIZYngTEckQw5uISIYY3kREMsTwJiKSIYY3EZEMMbyJiGTIqvBOTk5GVFQUNBoNvLy8MGHCBOTm5t52na+++gqDBw+Gm5sb1Go1IiMjkZqaWq9cTk4Oxo0bB51OB7VajaioKOTn50vLb9y4gaSkJHTp0gWurq6YPHkyioqKLLahUCjqfdavX2/NIRIRyYJV4Z2ZmYmkpCQcPHgQaWlpqKmpwejRo1FRUdHoOh4eHli4cCGysrKQnZ2NmTNnYubMmdi1a5dUJi8vD8OGDUN4eDgyMjKQnZ2Nt956C05OTlKZuXPnYsuWLdiwYQMyMzNRUFCASZMm1dtfSkoKrly5In0mTJhgzSESEcmDuAvFxcUCgMjMzLRqvQEDBog333xTmp4yZYqYNm1ao+VLS0uFo6Oj2LBhgzQvJydHABBZWVnSPABi48aNVtXlVnq9XgAQer2+2dsgImouazLortq89Xo9gLqr6yb+okB6ejpyc3MRGxsLADCbzdi2bRvCwsKQkJAALy8vREdHY9OmTdJ6R44cQU1NDUaOHCnNCw8PR0BAALKysiz2kZSUBE9PT9x777345JNPIIRotD5GoxEGg8HiQ0QkB80Ob7PZjDlz5mDo0KHo06fPbcvq9Xq4urpCqVQiMTERH330EUaNGgUAKC4uRnl5OZYtW4YxY8Zg9+7dmDhxIiZNmoTMzEwAQGFhIZRKJdzc3Cy26+3tjcLCQml68eLF+PLLL5GWlobJkyfjxRdfxEcffdRovZKTk6HT6aRP9+7dm3k2iIjalkNzV0xKSsKJEyewb9++O5bVaDQ4duwYysvLkZ6ejnnz5iE4OBjx8fEwm80AgPHjx2Pu3LkAgMjISBw4cACrV69GXFxck+v01ltvST8PGDAAFRUVeP/99/HSSy81WH7BggWYN2+eNG0wGBjgRCQLzbrynjVrFrZu3Yo9e/bA39//zjuxs0NoaCgiIyPxyiuv4Je//CWSk5MBAJ6ennBwcEBERITFOr1795Z6m/j4+KC6uhqlpaUWZYqKiuDj49PofqOjo3Hp0iUYjcYGl6tUKmi1WosPEZEcWBXeQgjMmjULGzduxDfffIOgoKBm7dRsNkuBqlQqERUVVa/L4enTpxEYGAgAGDRoEBwdHZGeni4tz83NRX5+PmJiYhrdz7Fjx+Du7g6VStWsehIRtVdWNZskJSVh3bp12Lx5MzQajdTerNPp4OzsDACYPn06/Pz8pCvr5ORkDB48GCEhITAajdi+fTtSU1OxatUqabvz58/HlClTEBsbixEjRmDnzp3YsmULMjIypO0//fTTmDdvHjw8PKDVajF79mzExMTgvvvuAwBs2bIFRUVFuO++++Dk5IS0tDQsXboUr7766l2fJCKidseabiwAGvykpKRIZeLi4sSMGTOk6YULF4rQ0FDh5OQk3N3dRUxMjFi/fn29ba9Zs0Yq179/f7Fp0yaL5VVVVeLFF18U7u7uwsXFRUycOFFcuXJFWr5jxw4RGRkpXF1dhVqtFv379xerV68WJpOpycfHroJEZEvWZJBCiNv0petkDAYDdDod9Ho927+JqM1Zk0Ec24SISIYY3kREMsTwJiKSIYY3EZEMMbyJiGSI4U1EJEMMbyIiGWJ4ExHJEMObiEiGGN5ERDLE8CYikiGGNxGRDDG8iYhkiOFNRCRDDG8iIhlieBMRyRDDm4hIhhjeREQyxPAmIpIhhjcRkQwxvImIZIjhTUQkQwxvIiIZYngTEckQw5uISIYY3kREMsTwJiKSIYY3EZEMMbyJiGSI4U1EJEMMbyIiGWJ4ExHJEMObiEiGGN5ERDLE8CYikiGGNxGRDDG8iYhkiOFNRCRDDG8iIhlieBMRyRDDm4hIhhjeREQyxPAmIpIhhjcRkQwxvImIZIjhTUQkQwxvIiIZYni3oJIyI/RVNbauBhF1AgzvFvTFt/n49T+ybV0NIuoEGN4txGQW+PzwRew8WYij+ddtXR0i6uAY3i3kQN5VXC6tAgD88z+XbFwbIuroGN4tJK+4XPp5+/FC1JrMNqwNEXV0DO8WcsVwQ/r5WkU1vvuRTSdE1HoY3i2kUH/DYvpofqltKkJEnQLDu4X8PLwFhI1qQkSdAcO7hRQaLMO7i1ppo5oQUWfA8G4BZrPAlZ9deff21dqoNkTUGTC8W8DVCiOqa//Xu8TeToEwb40Na0REHZ1V4Z2cnIyoqChoNBp4eXlhwoQJyM3Nve06X331FQYPHgw3Nzeo1WpERkYiNTW1XrmcnByMGzcOOp0OarUaUVFRyM/Pl5bfuHEDSUlJ6NKlC1xdXTF58mQUFRVZbCM/Px+JiYlwcXGBl5cX5s+fj9raWmsOsVkKSi2vumcO6QEnR/tW3y8RdV5WhXdmZiaSkpJw8OBBpKWloaamBqNHj0ZFRUWj63h4eGDhwoXIyspCdnY2Zs6ciZkzZ2LXrl1Smby8PAwbNgzh4eHIyMhAdnY23nrrLTg5OUll5s6diy1btmDDhg3IzMxEQUEBJk2aJC03mUxITExEdXU1Dhw4gL/97W/49NNP8fbbb1tziM1S8N+Hc26ael9gq++TiDo5cReKi4sFAJGZmWnVegMGDBBvvvmmND1lyhQxbdq0RsuXlpYKR0dHsWHDBmleTk6OACCysrKEEEJs375d2NnZicLCQqnMqlWrhFarFUajsUn10uv1AoDQ6/VWHc+fM/NE4K+3isBfbxUzPjlk1bpERDdZk0F31eat1+sB1F1dN/EXBdLT05Gbm4vY2FgAgNlsxrZt2xAWFoaEhAR4eXkhOjoamzZtktY7cuQIampqMHLkSGleeHg4AgICkJWVBQDIyspC37594e3tLZVJSEiAwWDAyZMnG6yP0WiEwWCw+DTHzcfiBwe64w+PDmjWNoiIrNHs8DabzZgzZw6GDh2KPn363LasXq+Hq6srlEolEhMT8dFHH2HUqFEAgOLiYpSXl2PZsmUYM2YMdu/ejYkTJ2LSpEnIzMwEABQWFkKpVMLNzc1iu97e3igsLJTK3BrcN5ffXNaQ5ORk6HQ66dO9e3erzwNQNxRsYj9fpMyMgs7ZsVnbICKyhkNzV0xKSsKJEyewb9++O5bVaDQ4duwYysvLkZ6ejnnz5iE4OBjx8fEwm+t6aYwfPx5z584FAERGRuLAgQNYvXo14uLimlvFO1qwYAHmzZsnTRsMhmYF+IpHI+Foz447RNR2mhXes2bNwtatW7F37174+/vfsbydnR1CQ0MB1AVzTk4OkpOTER8fD09PTzg4OCAiIsJind69e0u/GHx8fFBdXY3S0lKLq++ioiL4+PhIZQ4fPmyxjZu9UW6W+TmVSgWVStW0g76NjhbcQghcul6FvJJylFbWYECAG7w0TnBWsgcNUXthVXgLITB79mxs3LgRGRkZCAoKatZOzWYzjEYjAECpVCIqKqpel8PTp08jMLCu18agQYPg6OiI9PR0TJ48GQCQm5uL/Px8xMTEAABiYmLw7rvvori4GF5eXgCAtLQ0aLXaer8YqL4akxlZeT/hXzlF+OZUMS5dr6pXxlurQpCnGr28NRgY6I5Bge7wd3exQW2JyKrwTkpKwrp167B582ZoNBqpLVmn08HZ2RkAMH36dPj5+SE5ORlAXbvy4MGDERISAqPRiO3btyM1NRWrVq2Stjt//nxMmTIFsbGxGDFiBHbu3IktW7YgIyND2v7TTz+NefPmwcPDA1qtFrNnz0ZMTAzuu+8+AMDo0aMRERGBJ554Ar/73e9QWFiIN998E0lJSS1ydd2R/VBgwHOp3zUY2LcqMhhRZDDi4Llr+FvWjwCA4K5qPBDuhdfGhHe4v0CI2jOrwvtm4MbHx1vMT0lJwZNPPgmg7kEZO7v//SOuqKjAiy++iEuXLsHZ2Rnh4eFYu3YtpkyZIpWZOHEiVq9ejeTkZLz00kvo1asX/vnPf2LYsGFSmQ8//BB2dnaYPHkyjEYjEhISsHLlSmm5vb09tm7dil/96leIiYmBWq3GjBkzsHjxYmsOsVOprjXj71kX8EHaaVRWm5q1jXMlFThXch4FpTfw/sP94KJs9m0UIrKCQgjB4e/+y2AwQKfTQa/XQ6vtuGOTGGtN+HT/Bfzl3+dwtbz6tmUDu7hganQAYsO6oqeXBlU1JuQWluGHAj0+2X8B569W4LF7A/D6mHDoXNjThuhuWJNBDO9bdIbwLq2sxvRPDiP7kv6OZZ8ZFoTXxoRD6dBwc8iNGhPOFpejj5+upatJ1ClZk0H8G7cTqTWZMfvzo40Gt72dAv38dRjesyse6ueLnncYXMvJ0Z7BTWQjDO9O5He7cvHvM1ct5mlUDnhqWBAS+/kisIsLVA7sDkgkBwzvTiKvpBxr9p23mDc40B1/eGwA/NycbVQrImou9u3qJP6y9xxM5v/d3nCwU+CDRyIZ3EQyxfDuBK5VVOOro5ct5g3v6YmALnzAhkiuGN6dwMajly3e9AMAv+jra6PaEFFLYHh3AntOFdebNyrCu4GSRCQXDO8O7vzVChzIs+xhEubtCjcXvt2eSM4Y3h3cx3vOwvyzx7D6+rnZpC5E1HIY3h3cyYL6bwfq5eNqg5oQUUtieHdwdor684I8Gd5Ecsfw7uC63zLetruLI343uR8eCPeyYY2IqCXwCcsObmFibxy9eB33h3tjfkIveKh5o5KoI2B4d3DdPVyw4+VYhjZRB8Nmk06AwU3U8TC8iYhkiOFNRCRDDG8iIhlieLeygtIq5Fyp/6AMEdHdYG+TFnKtohrv78rFxWuVKDPWopvOCfZ2Cmw/fgVDQz2R+nS0ratIRB0Iw7uF7D5ZiM8P50vT31+sGzN77dPRiArysGHNiKgjYni3kCEhnnB2tEdVjQmxYV3xQmwwYkK6QKFo4Pl0IqK7xPBuIQFdXPDNq3FwVTlA4+Ro6+oQUQfH8G5Bvjq+D5KI2gZ7mxARyRDDm4hIhhjeLajGZIYQ4s4FiYjuEtu8W0hVtQkP/D4DgV3UCPFSI/uSHsGearw+tjd8dE62rh4RdTC88m4hzkp7/OuVODzY3xffXbiO7Et6bDpWgGlrDvEJSyJqcbzybkEuSgdMjQ7E4/cG4HJpFcpu1KLcWIvSyhoIIdjnm4haDMO7FSgUCvjf8voxIqKWxmYTIiIZYngTEckQw5uISIYY3kREMsTwJiKSIYY3EZEMMbyJiGSI4U1EJEMMbyIiGWJ4ExHJEMObiEiGGN5ERDLE8CYikiGGNxGRDHFI2FvcfIWZwcCXJxBR27uZPU15nSLD+xZlZWUAgO7du9u4JkTUmZWVlUGn0922jELwjbkSs9mMgoICaDSadvfWG4PBgO7du+PixYvQarW2rk67wHNSH89JfXI6J0IIlJWVoVu3brCzu32rNq+8b2FnZwd/f39bV+O2tFptu/8CtjWek/p4TuqTyzm50xX3TbxhSUQkQwxvIiIZYnjLhEqlwqJFi6BSqWxdlXaD56Q+npP6Ouo54Q1LIiIZ4pU3EZEMMbyJiGSI4U1EJEMMbyIiGWJ4ExHJEMO7FZSVlWHOnDkIDAyEs7MzhgwZgm+//fa262RkZGDgwIFQqVQIDQ3Fp59+arH8nXfegUKhsPiEh4dblHn++ecREhICZ2dndO3aFePHj8epU6csyvx8GwqFAuvXr2+R474dW52Tm4QQGDt2LBQKBTZt2mSxLD8/H4mJiXBxcYGXlxfmz5+P2trauzncJmnP56SzfU/i4+PrlXnhhRcsytjqe9IYPh7fCp555hmcOHECqamp6NatG9auXYuRI0fihx9+gJ+fX73y58+fR2JiIl544QV89tlnSE9PxzPPPANfX18kJCRI5e655x7861//kqYdHCz/9w0aNAhTp05FQEAArl27hnfeeQejR4/G+fPnYW9vL5VLSUnBmDFjpGk3N7cWPPqG2eqc3LRixYoGx6sxmUxITEyEj48PDhw4gCtXrmD69OlwdHTE0qVLW+DIG9dez8lNne178uyzz2Lx4sXStIuLi/SzLb8njRLUoiorK4W9vb3YunWrxfyBAweKhQsXNrjOa6+9Ju655x6LeVOmTBEJCQnS9KJFi0T//v2tqsv3338vAIizZ89K8wCIjRs3WrWdu2Xrc3L06FHh5+cnrly5Uu/4t2/fLuzs7ERhYaE0b9WqVUKr1Qqj0diEo2ue9nxOhOh835O4uDjx8ssvN7rcVt+T22GzSQurra2FyWSCk5OTxXxnZ2fs27evwXWysrIwcuRIi3kJCQnIysqymHfmzBl069YNwcHBmDp1KvLz8xutR0VFBVJSUhAUFFRviNukpCR4enri3nvvxSeffNKksYPvhi3PSWVlJR5//HF8/PHH8PHxaXA/ffv2hbe3t8V+DAYDTp48adVxWqM9n5ObOtP3BAA+++wzeHp6ok+fPliwYAEqKyst9mOL78ntMLxbmEajQUxMDJYsWYKCggKYTCasXbsWWVlZuHLlSoPrFBYWWnwpAMDb2xsGgwFVVVUAgOjoaHz66afYuXMnVq1ahfPnz2P48OHSGOQ3rVy5Eq6urnB1dcWOHTuQlpYGpVIpLV+8eDG+/PJLpKWlYfLkyXjxxRfx0UcftfBZsGTLczJ37lwMGTIE48ePt2o/N5e1lvZ8ToDO9z15/PHHsXbtWuzZswcLFixAamoqpk2bdsf93FxmEza53u/gzp49K2JjYwUAYW9vL6KiosTUqVNFeHh4g+V79uwpli5dajFv27ZtAoCorKxscJ3r168LrVYr/vrXv1rMLy0tFadPnxaZmZnioYceEgMHDhRVVVWN1vWtt94S/v7+Vh6h9WxxTjZv3ixCQ0NFWVmZVAY/aw549tlnxejRoy22U1FRIQCI7du3N+dQm6y9npOGdOTvSUPS09Mtmhxt+T1pDK+8W0FISAgyMzNRXl6Oixcv4vDhw6ipqUFwcHCD5X18fFBUVGQxr6ioCFqtFs7Ozg2u4+bmhrCwMJw9e9Zivk6nQ8+ePREbG4t//OMfOHXqFDZu3NhoXaOjo3Hp0iUYjUYrj9I6tjgn33zzDfLy8uDm5gYHBwfpJtXkyZMRHx9/2/3cXNaa2us5aUhH/p40JDo6GgCkMrb8njSG4d2K1Go1fH19cf36dezatavRP1NjYmKQnp5uMS8tLQ0xMTGNbru8vBx5eXnw9fVttIwQAkKI2/6DO3bsGNzd3dtsxLW2PCevv/46srOzcezYMekDAB9++CFSUlKk/Rw/fhzFxcUW+9FqtYiIiLibQ22y9nZOGtKRvycNuXlebpZpD9+Temxyvd/B7dy5U+zYsUOcO3dO7N69W/Tv319ER0eL6upqIYQQr7/+unjiiSek8ufOnRMuLi5i/vz5IicnR3z88cfC3t5e7Ny5UyrzyiuviIyMDHH+/Hmxf/9+MXLkSOHp6SmKi4uFEELk5eWJpUuXiu+++078+OOPYv/+/eKhhx4SHh4eoqioSAghxNdffy3+8pe/iOPHj4szZ86IlStXChcXF/H22293yHPSEPysiaC2tlb06dNHjB49Whw7dkzs3LlTdO3aVSxYsKDlT8LPtNdz0tm+J2fPnhWLFy8W3333nTh//rzYvHmzCA4OFrGxsdI2bPk9aQzDuxV88cUXIjg4WCiVSuHj4yOSkpJEaWmptHzGjBkiLi7OYp09e/aIyMhIoVQqRXBwsEhJSbFYPmXKFOHr6yuUSqXw8/MTU6ZMsegCePnyZTF27Fjh5eUlHB0dhb+/v3j88cfFqVOnpDI7duwQkZGRwtXVVajVatG/f3+xevVqYTKZWuU83MoW56QhPw8qIYS4cOGCGDt2rHB2dhaenp7ilVdeETU1NXdzuE3SXs9JZ/ue5Ofni9jYWOHh4SFUKpUIDQ0V8+fPF3q93mI7tvqeNIbjeRMRyRDbvImIZIjhTUQkQwxvIiIZYngTEckQw5uISIYY3kREMsTwJiKSIYY3EZEV9u7di4ceegjdunVr8C1ETSGEwPLlyxEWFgaVSgU/Pz+8++67Vm2Db9IhIrJCRUUF+vfvj6eeegqTJk1q1jZefvll7N69G8uXL0ffvn1x7do1XLt2zapt8AlLIqJmUigU2LhxIyZMmCDNMxqNWLhwIT7//HOUlpaiT58+eO+996RRG3NyctCvXz+cOHECvXr1ava+2WxCRNSCZs2ahaysLKxfvx7Z2dl4+OGHMWbMGJw5cwYAsGXLFgQHB2Pr1q0ICgpCjx498Mwzz1h95c3wJiJqIfn5+UhJScGGDRswfPhwhISE4NVXX8WwYcOkIXfPnTuHH3/8ERs2bMDf//53fPrppzhy5Ah++ctfWrUvtnkTEbWQ48ePw2QyISwszGK+0WhEly5dAABmsxlGoxF///vfpXJr1qzBoEGDkJub2+SmFIY3EVELKS8vh729PY4cOQJ7e3uLZa6urgDqXvDg4OBgEfC9e/cGUHflzvAmImpjAwYMgMlkQnFxMYYPH95gmaFDh6K2thZ5eXkICQkBAJw+fRoAEBgY2OR9sbcJEZEVysvLpXdbDhgwAB988AFGjBgBDw8PBAQEYNq0adi/fz9+//vfY8CAASgpKUF6ejr69euHxMREmM1mREVFwdXVFStWrIDZbEZSUhK0Wi12797d9IrY7DUQREQytGfPHgGg3mfGjBlCCCGqq6vF22+/LXr06CEcHR2Fr6+vmDhxosjOzpa2cfnyZTFp0iTh6uoqvL29xZNPPil++uknq+rBK28iIhliV0EiIhlieBMRyRDDm4hIhhjeREQyxPAmIpIhhjcRkQwxvImIZIjhTUQkQwxvIiIZYngTEckQw5uISIb+H+QYjLVeaY37AAAAAElFTkSuQmCC\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer 'Waterbody_Point' details:\n", + " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", + "0 None 22 719 3321 3629 \n", + "1 None 22 719 3321 3629 \n", + "2 None 22 719 3321 3629 \n", + "3 None 22 719 3321 3629 \n", + "4 None 22 719 3321 3629 \n", + "\n", + " Village_Code LGD_Code Village_Name Water_Bodies_Type Owner_Name \\\n", + "0 443192 443192 Godri 1 \n", + "1 443192 443192 Godri 1 \n", + "2 443192 443192 Godri 1 \n", + "3 443192 443192 Godri 1 \n", + "4 443192 443192 Godri 1 \n", + "\n", + " Property_Id Covered Remarks Adl_Info geometry \n", + "0 0 POINT (9055078.881 2361959.950) \n", + "1 0 POINT (9055050.220 2361966.547) \n", + "2 0 POINT (9054932.754 2361921.906) \n", + "3 0 POINT (9054756.060 2361844.665) \n", + "4 0 POINT (9054893.299 2361743.215) \n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer 'Railway' details:\n", + "Empty GeoDataFrame\n", + "Columns: [GlobalID, Uniq_Id, State_Code, District_Code, Tehsil_Code, Block_Code, Village_Code, LGD_Code, Village_Name, Railway_Type, Name, Width, Electrfd, Property_Id, Remarks, Adl_Info, SHAPE_Length, geometry]\n", + "Index: []\n" + ] + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + ":24: UserWarning: The GeoDataFrame you are attempting to plot is empty. Nothing has been displayed.\n", + " gdf.plot()\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer 'Bridge' details:\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443192 \n", + "1 None 22 719 3321 3629 443192 \n", + "2 None 22 719 3321 3629 443192 \n", + "3 None 22 719 3321 3629 443192 \n", + "4 None 22 719 3321 3629 443193 \n", + "\n", + " LGD_Code Village_Name Built_Along Bridge_type Property_Id Name Remarks \\\n", + "0 443192 Godri 1 \n", + "1 443192 Godri 1 \n", + "2 443192 Godri 1 \n", + "3 443192 Godri 1 \n", + "4 443139 AMORA 1 \n", + "\n", + " Adl_Info SHAPE_Length SHAPE_Area \\\n", + "0 30.838227 59.373649 \n", + "1 37.559756 84.610117 \n", + "2 36.583432 81.006283 \n", + "3 35.317792 76.047568 \n", + "4 42.932117 114.928105 \n", + "\n", + " geometry \n", + "0 MULTIPOLYGON (((9054847.211 2362159.291, 90548... \n", + "1 MULTIPOLYGON (((9054760.241 2362012.402, 90547... \n", + "2 MULTIPOLYGON (((9054755.914 2361754.197, 90547... \n", + "3 MULTIPOLYGON (((9054646.739 2361497.000, 90546... \n", + "4 MULTIPOLYGON (((9053588.399 2359937.474, 90535... \n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer 'Utility' details:\n", + " GlobalID Uniq_Id State_Code District_Code \\\n", + "0 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "1 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "2 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "3 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "4 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "\n", + " Tehsil_Code Block_Code Village_Code LGD_Code Village_Name Utility_Type \\\n", + "0 3321 3629 443192 443192 Godri 1 \n", + "1 3321 3629 443192 443192 Godri 1 \n", + "2 3321 3629 443192 443192 Godri 1 \n", + "3 3321 3629 443192 443192 Godri 1 \n", + "4 3321 3629 443192 443192 Godri 1 \n", + "\n", + " ... Property_Id Property_Card_No Ward_No Capacity Description Status \\\n", + "0 ... \n", + "1 ... \n", + "2 ... \n", + "3 ... \n", + "4 ... \n", + "\n", + " Locality Remarks Adl_Info geometry \n", + "0 POINT (9054630.805 2361504.297) \n", + "1 POINT (9054660.190 2361504.462) \n", + "2 POINT (9054633.398 2361507.430) \n", + "3 POINT (9054637.466 2361509.061) \n", + "4 POINT (9054729.167 2361543.348) \n", + "\n", + "[5 rows x 21 columns]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer 'Road_Centre_Line' details:\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443192 \n", + "1 None 22 719 3321 3629 443192 \n", + "2 None 22 719 3321 3629 443192 \n", + "3 None 22 719 3321 3629 443192 \n", + "4 None 22 719 3321 3629 443192 \n", + "\n", + " LGD_Code Village_Name Name Road_type Property_Id Width Pavement Status \\\n", + "0 443192 Godri 5 7.000 \n", + "1 443192 Godri 6 2.793 \n", + "2 443192 Godri 5 3.127 \n", + "3 443192 Godri 5 3.077 \n", + "4 443192 Godri 5 2.200 \n", + "\n", + " Built_On Carriageway Remarks Adl_Info SHAPE_Length \\\n", + "0 792.865222 \n", + "1 84.046024 \n", + "2 478.801995 \n", + "3 71.145246 \n", + "4 39.166596 \n", + "\n", + " geometry \n", + "0 MULTILINESTRING ((9054619.766 2361473.058, 905... \n", + "1 MULTILINESTRING ((9054726.187 2361591.669, 905... \n", + "2 MULTILINESTRING ((9054755.416 2361655.082, 905... \n", + "3 MULTILINESTRING ((9054991.778 2361909.658, 905... \n", + "4 MULTILINESTRING ((9054997.071 2361977.700, 905... \n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer 'Road' details:\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443193 \n", + "1 None 22 719 3321 3629 443193 \n", + "2 None 22 719 3321 3629 443193 \n", + "3 None 22 719 3321 3629 443193 \n", + "4 None 22 719 3321 3629 443193 \n", + "\n", + " LGD_Code Village_Name Name Road_type ... Width Pavement Status Built_On \\\n", + "0 443193 AMORA 6 ... 0.0 \n", + "1 443193 AMORA 6 ... 0.0 \n", + "2 443193 AMORA 7 ... 0.0 \n", + "3 443193 AMORA 8 ... 0.0 \n", + "4 443193 AMORA 6 ... 0.0 \n", + "\n", + " Carriageway Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", + "0 122.022065 176.570339 \n", + "1 223.955282 224.613415 \n", + "2 57.225141 26.484782 \n", + "3 33.204119 7.391557 \n", + "4 28.987901 26.673718 \n", + "\n", + " geometry \n", + "0 MULTIPOLYGON (((9053732.714 2360061.654, 90537... \n", + "1 MULTIPOLYGON (((9053637.416 2360032.209, 90536... \n", + "2 MULTIPOLYGON (((9053520.894 2360121.515, 90535... \n", + "3 MULTIPOLYGON (((9053492.079 2360110.829, 90534... \n", + "4 MULTIPOLYGON (((9053637.773 2360028.607, 90536... \n", + "\n", + "[5 rows x 21 columns]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer 'Water_Body_Line' details:\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443192 \n", + "1 None 22 719 3321 3629 443192 \n", + "2 None 22 719 3321 3629 443192 \n", + "3 None 22 719 3321 3629 443192 \n", + "4 None 22 719 3321 3629 443192 \n", + "\n", + " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", + "0 443192 Godri 8 0 \n", + "1 443192 Godri 8 0 \n", + "2 443192 Godri 8 0 \n", + "3 443192 Godri 8 0 \n", + "4 443192 Godri 8 0 \n", + "\n", + " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length \\\n", + "0 None 24.055407 \n", + "1 None 97.798594 \n", + "2 None 9.473471 \n", + "3 None 24.025417 \n", + "4 None 37.332205 \n", + "\n", + " geometry \n", + "0 MULTILINESTRING ((9054931.966 2361921.778, 905... \n", + "1 MULTILINESTRING ((9054894.710 2361895.444, 905... \n", + "2 MULTILINESTRING ((9054864.694 2361803.377, 905... \n", + "3 MULTILINESTRING ((9054857.785 2361781.845, 905... \n", + "4 MULTILINESTRING ((9054842.172 2361752.433, 905... \n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer 'Road_line' details:\n", + " Id Name Type Road_Width Buffer Meter T_Elevation \\\n", + "0 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "1 0 Metalled Road 1.4 0.7 47.939887 0 \n", + "2 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "3 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "4 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "\n", + " F_Elevation OneWay Class_code SL Minute SHAPE_Length \\\n", + "0 0 4 20 0.327181 109.060499 \n", + "1 0 4 20 0.143820 47.939887 \n", + "2 0 4 20 0.229740 76.579946 \n", + "3 0 4 20 0.097743 32.580922 \n", + "4 0 4 20 0.044917 14.972256 \n", + "\n", + " geometry \n", + "0 MULTILINESTRING ((9053314.095 2359760.593, 905... \n", + "1 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", + "2 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", + "3 MULTILINESTRING ((9053473.302 2359853.534, 905... \n", + "4 MULTILINESTRING ((9053498.651 2359873.996, 905... \n" + ] 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "def extract_features(layer_name):\n", + " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", + "\n", + " # Example: Extract building footprints\n", + " if layer_name == 'Built_Up_Area_type':\n", + " buildings = gdf[gdf['Built_Up_Area_type'].notnull()]\n", + " print(f\"Buildings extracted from '{layer_name}'\")\n", + " print(buildings[['geometry', 'Built_Up_Area_type']].head())\n", + "\n", + " # Example: Extract roads\n", + " elif layer_name == 'Road':\n", + " roads = gdf[gdf['geometry'].notnull()]\n", + " print(f\"Roads extracted from '{layer_name}'\")\n", + " print(roads[['geometry']].head())\n", + "\n", + " # Plot the extracted features\n", + " gdf.plot()\n", + " plt.title(layer_name)\n", + " plt.show()\n", + "\n", + "# Example: Extract features from specific layers\n", + "for layer_name in ['Built_Up_Area_type', 'Road']:\n", + " extract_features(layer_name)\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "PSjvdbazBTZi", + "outputId": "cb3d4aec-e4f2-4385-bdbd-1bbf23f8ba7b" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Buildings extracted from 'Built_Up_Area_type'\n", + " geometry Built_Up_Area_type\n", + "0 MULTIPOLYGON (((9053859.552 2360072.878, 90538... 1\n", + "1 MULTIPOLYGON (((9053854.898 2360062.889, 90538... 1\n", + "2 MULTIPOLYGON (((9053850.612 2360080.802, 90538... 1\n", + "3 MULTIPOLYGON (((9053849.490 2360078.102, 90538... 1\n", + "4 MULTIPOLYGON (((9053771.627 2360078.923, 90537... 1\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Roads extracted from 'Road'\n", + " geometry\n", + "0 MULTIPOLYGON (((9053732.714 2360061.654, 90537...\n", + "1 MULTIPOLYGON (((9053637.416 2360032.209, 90536...\n", + "2 MULTIPOLYGON (((9053520.894 2360121.515, 90535...\n", + "3 MULTIPOLYGON (((9053492.079 2360110.829, 90534...\n", + "4 MULTIPOLYGON (((9053637.773 2360028.607, 90536...\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", + "\n", + "def extract_and_save_features(layer_name, output_csv):\n", + " # Load the layer\n", + " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", + "\n", + " # Extract specific features if applicable\n", + " if layer_name == 'Built_Up_Area_type':\n", + " features = gdf[['geometry', 'Built_Up_Area_type']]\n", + " elif layer_name == 'Road':\n", + " features = gdf[['geometry']]\n", + " else:\n", + " features = gdf\n", + "\n", + " # Convert to DataFrame\n", + " df = pd.DataFrame(features)\n", + "\n", + " # Save to CSV\n", + " df.to_csv(output_csv, index=False)\n", + " print(f\"Features from '{layer_name}' saved to '{output_csv}'\")\n", + "\n", + "# Save features to CSV files\n", + "extract_and_save_features('Built_Up_Area_type', 'built_up_area.csv')\n", + "extract_and_save_features('Road', 'road_features.csv')\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Su13tN7VCVA0", + "outputId": "4271a853-2142-4f5a-8fe5-d5db1fb7a59c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Features from 'Built_Up_Area_type' saved to 'built_up_area.csv'\n", + "Features from 'Road' saved to 'road_features.csv'\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import geopandas as gpd\n", + "import pandas as pd\n", + "\n", + "# Path to your GDB file\n", + "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", + "\n", + "# Load data from the GDB file\n", + "layer_names = ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", + "\n", + "# Dictionary to hold data from each layer\n", + "gdb_layers = {}\n", + "\n", + "for layer in layer_names:\n", + " gdb_layers[layer] = gpd.read_file(gdb_path, layer=layer)\n", + " print(f\"Layer: {layer}\")\n", + " print(gdb_layers[layer].head(), '\\n')\n", + "\n", + "# Example: Extract and display data from 'Built_Up_Area_type'\n", + "built_up_area_df = gdb_layers['Built_Up_Area_type']\n", + "print(built_up_area_df.head())\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "TimhZDE8MS7G", + "outputId": "a56cf597-8110-40c3-a11a-47802be1b287" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Layer: Built_Up_Area_type\n", + " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", + "0 None 22 719 719 3629 \n", + "1 None 22 719 719 3629 \n", + "2 None 22 719 719 3629 \n", + "3 None 22 719 719 3629 \n", + "4 None 22 719 719 3629 \n", + "\n", + " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", + "0 443193 443193 1 AMORA ... 10.126829 \n", + "1 443193 443193 1 AMORA ... 10.691340 \n", + "2 443193 443193 1 AMORA ... 8.892256 \n", + "3 443193 443193 1 AMORA ... 142.584709 \n", + "4 443193 443193 1 AMORA ... 4.850011 \n", + "\n", + " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", + "0 2.0 1.0 14.045159 11.636509 124051 \n", + "1 1.0 1.0 14.056312 12.284951 124051 \n", + "2 3.0 1.0 13.067136 10.217631 124051 \n", + "3 1.0 1.0 53.254274 163.837765 124051 \n", + "4 1.0 1.0 12.190856 5.573026 124051 \n", + "\n", + " GP_Name geometry \n", + "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", + "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", + "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", + "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", + "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", + "\n", + "[5 rows x 25 columns] \n", + "\n", + "Layer: Water_Body\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443192 \n", + "1 None 22 719 3321 3629 443192 \n", + "2 None 22 719 3321 3629 443192 \n", + "3 None 22 719 3321 3629 443192 \n", + "4 None 22 719 3321 3629 443192 \n", + "\n", + " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", + "0 443192 Godri 5 None 0 \n", + "1 443192 Godri 5 None 0 \n", + "2 443192 Godri 5 None 0 \n", + "3 443192 Godri 5 None 0 \n", + "4 443192 Godri 2 None 0 \n", + "\n", + " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", + "0 31247.267116 723.415016 31247.267116 \n", + "1 5406.106820 276.738995 5406.106820 \n", + "2 774.955605 102.848755 774.955605 \n", + "3 639.451058 115.385743 639.451058 \n", + "4 16725.015373 1837.959504 16725.015373 \n", + "\n", + " geometry \n", + "0 MULTIPOLYGON (((9054766.515 2361926.414, 90547... \n", + "1 MULTIPOLYGON (((9054799.171 2361576.527, 90547... \n", + "2 MULTIPOLYGON (((9054880.174 2361687.302, 90548... \n", + "3 MULTIPOLYGON (((9055108.878 2361872.111, 90551... \n", + "4 MULTIPOLYGON (((9054664.030 2361437.181, 90546... \n", + "\n", + "Layer: Waterbody_Point\n", + " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", + "0 None 22 719 3321 3629 \n", + "1 None 22 719 3321 3629 \n", + "2 None 22 719 3321 3629 \n", + "3 None 22 719 3321 3629 \n", + "4 None 22 719 3321 3629 \n", + "\n", + " Village_Code LGD_Code Village_Name Water_Bodies_Type Owner_Name \\\n", + "0 443192 443192 Godri 1 \n", + "1 443192 443192 Godri 1 \n", + "2 443192 443192 Godri 1 \n", + "3 443192 443192 Godri 1 \n", + "4 443192 443192 Godri 1 \n", + "\n", + " Property_Id Covered Remarks Adl_Info geometry \n", + "0 0 POINT (9055078.881 2361959.950) \n", + "1 0 POINT (9055050.220 2361966.547) \n", + "2 0 POINT (9054932.754 2361921.906) \n", + "3 0 POINT (9054756.060 2361844.665) \n", + "4 0 POINT (9054893.299 2361743.215) \n", + "\n", + "Layer: Railway\n", + "Empty GeoDataFrame\n", + "Columns: [GlobalID, Uniq_Id, State_Code, District_Code, Tehsil_Code, Block_Code, Village_Code, LGD_Code, Village_Name, Railway_Type, Name, Width, Electrfd, Property_Id, Remarks, Adl_Info, SHAPE_Length, geometry]\n", + "Index: [] \n", + "\n", + "Layer: Bridge\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443192 \n", + "1 None 22 719 3321 3629 443192 \n", + "2 None 22 719 3321 3629 443192 \n", + "3 None 22 719 3321 3629 443192 \n", + "4 None 22 719 3321 3629 443193 \n", + "\n", + " LGD_Code Village_Name Built_Along Bridge_type Property_Id Name Remarks \\\n", + "0 443192 Godri 1 \n", + "1 443192 Godri 1 \n", + "2 443192 Godri 1 \n", + "3 443192 Godri 1 \n", + "4 443139 AMORA 1 \n", + "\n", + " Adl_Info SHAPE_Length SHAPE_Area \\\n", + "0 30.838227 59.373649 \n", + "1 37.559756 84.610117 \n", + "2 36.583432 81.006283 \n", + "3 35.317792 76.047568 \n", + "4 42.932117 114.928105 \n", + "\n", + " geometry \n", + "0 MULTIPOLYGON (((9054847.211 2362159.291, 90548... \n", + "1 MULTIPOLYGON (((9054760.241 2362012.402, 90547... \n", + "2 MULTIPOLYGON (((9054755.914 2361754.197, 90547... \n", + "3 MULTIPOLYGON (((9054646.739 2361497.000, 90546... \n", + "4 MULTIPOLYGON (((9053588.399 2359937.474, 90535... \n", + "\n", + "Layer: Utility\n", + " GlobalID Uniq_Id State_Code District_Code \\\n", + "0 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "1 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "2 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "3 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "4 {00000000-0000-0000-0000-000000000000} 22 719 \n", + "\n", + " Tehsil_Code Block_Code Village_Code LGD_Code Village_Name Utility_Type \\\n", + "0 3321 3629 443192 443192 Godri 1 \n", + "1 3321 3629 443192 443192 Godri 1 \n", + "2 3321 3629 443192 443192 Godri 1 \n", + "3 3321 3629 443192 443192 Godri 1 \n", + "4 3321 3629 443192 443192 Godri 1 \n", + "\n", + " ... Property_Id Property_Card_No Ward_No Capacity Description Status \\\n", + "0 ... \n", + "1 ... \n", + "2 ... \n", + "3 ... \n", + "4 ... \n", + "\n", + " Locality Remarks Adl_Info geometry \n", + "0 POINT (9054630.805 2361504.297) \n", + "1 POINT (9054660.190 2361504.462) \n", + "2 POINT (9054633.398 2361507.430) \n", + "3 POINT (9054637.466 2361509.061) \n", + "4 POINT (9054729.167 2361543.348) \n", + "\n", + "[5 rows x 21 columns] \n", + "\n", + "Layer: Road_Centre_Line\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443192 \n", + "1 None 22 719 3321 3629 443192 \n", + "2 None 22 719 3321 3629 443192 \n", + "3 None 22 719 3321 3629 443192 \n", + "4 None 22 719 3321 3629 443192 \n", + "\n", + " LGD_Code Village_Name Name Road_type Property_Id Width Pavement Status \\\n", + "0 443192 Godri 5 7.000 \n", + "1 443192 Godri 6 2.793 \n", + "2 443192 Godri 5 3.127 \n", + "3 443192 Godri 5 3.077 \n", + "4 443192 Godri 5 2.200 \n", + "\n", + " Built_On Carriageway Remarks Adl_Info SHAPE_Length \\\n", + "0 792.865222 \n", + "1 84.046024 \n", + "2 478.801995 \n", + "3 71.145246 \n", + "4 39.166596 \n", + "\n", + " geometry \n", + "0 MULTILINESTRING ((9054619.766 2361473.058, 905... \n", + "1 MULTILINESTRING ((9054726.187 2361591.669, 905... \n", + "2 MULTILINESTRING ((9054755.416 2361655.082, 905... \n", + "3 MULTILINESTRING ((9054991.778 2361909.658, 905... \n", + "4 MULTILINESTRING ((9054997.071 2361977.700, 905... \n", + "\n", + "Layer: Road\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443193 \n", + "1 None 22 719 3321 3629 443193 \n", + "2 None 22 719 3321 3629 443193 \n", + "3 None 22 719 3321 3629 443193 \n", + "4 None 22 719 3321 3629 443193 \n", + "\n", + " LGD_Code Village_Name Name Road_type ... Width Pavement Status Built_On \\\n", + "0 443193 AMORA 6 ... 0.0 \n", + "1 443193 AMORA 6 ... 0.0 \n", + "2 443193 AMORA 7 ... 0.0 \n", + "3 443193 AMORA 8 ... 0.0 \n", + "4 443193 AMORA 6 ... 0.0 \n", + "\n", + " Carriageway Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", + "0 122.022065 176.570339 \n", + "1 223.955282 224.613415 \n", + "2 57.225141 26.484782 \n", + "3 33.204119 7.391557 \n", + "4 28.987901 26.673718 \n", + "\n", + " geometry \n", + "0 MULTIPOLYGON (((9053732.714 2360061.654, 90537... \n", + "1 MULTIPOLYGON (((9053637.416 2360032.209, 90536... \n", + "2 MULTIPOLYGON (((9053520.894 2360121.515, 90535... \n", + "3 MULTIPOLYGON (((9053492.079 2360110.829, 90534... \n", + "4 MULTIPOLYGON (((9053637.773 2360028.607, 90536... \n", + "\n", + "[5 rows x 21 columns] \n", + "\n", + "Layer: Water_Body_Line\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443192 \n", + "1 None 22 719 3321 3629 443192 \n", + "2 None 22 719 3321 3629 443192 \n", + "3 None 22 719 3321 3629 443192 \n", + "4 None 22 719 3321 3629 443192 \n", + "\n", + " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", + "0 443192 Godri 8 0 \n", + "1 443192 Godri 8 0 \n", + "2 443192 Godri 8 0 \n", + "3 443192 Godri 8 0 \n", + "4 443192 Godri 8 0 \n", + "\n", + " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length \\\n", + "0 None 24.055407 \n", + "1 None 97.798594 \n", + "2 None 9.473471 \n", + "3 None 24.025417 \n", + "4 None 37.332205 \n", + "\n", + " geometry \n", + "0 MULTILINESTRING ((9054931.966 2361921.778, 905... \n", + "1 MULTILINESTRING ((9054894.710 2361895.444, 905... \n", + "2 MULTILINESTRING ((9054864.694 2361803.377, 905... \n", + "3 MULTILINESTRING ((9054857.785 2361781.845, 905... \n", + "4 MULTILINESTRING ((9054842.172 2361752.433, 905... \n", + "\n", + "Layer: Road_line\n", + " Id Name Type Road_Width Buffer Meter T_Elevation \\\n", + "0 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "1 0 Metalled Road 1.4 0.7 47.939887 0 \n", + "2 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "3 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "4 0 Metalled Road 8.0 4.0 631.908984 0 \n", + "\n", + " F_Elevation OneWay Class_code SL Minute SHAPE_Length \\\n", + "0 0 4 20 0.327181 109.060499 \n", + "1 0 4 20 0.143820 47.939887 \n", + "2 0 4 20 0.229740 76.579946 \n", + "3 0 4 20 0.097743 32.580922 \n", + "4 0 4 20 0.044917 14.972256 \n", + "\n", + " geometry \n", + "0 MULTILINESTRING ((9053314.095 2359760.593, 905... \n", + "1 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", + "2 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", + "3 MULTILINESTRING ((9053473.302 2359853.534, 905... \n", + "4 MULTILINESTRING ((9053498.651 2359873.996, 905... \n", + "\n", + " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", + "0 None 22 719 719 3629 \n", + "1 None 22 719 719 3629 \n", + "2 None 22 719 719 3629 \n", + "3 None 22 719 719 3629 \n", + "4 None 22 719 719 3629 \n", + "\n", + " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", + "0 443193 443193 1 AMORA ... 10.126829 \n", + "1 443193 443193 1 AMORA ... 10.691340 \n", + "2 443193 443193 1 AMORA ... 8.892256 \n", + "3 443193 443193 1 AMORA ... 142.584709 \n", + "4 443193 443193 1 AMORA ... 4.850011 \n", + "\n", + " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", + "0 2.0 1.0 14.045159 11.636509 124051 \n", + "1 1.0 1.0 14.056312 12.284951 124051 \n", + "2 3.0 1.0 13.067136 10.217631 124051 \n", + "3 1.0 1.0 53.254274 163.837765 124051 \n", + "4 1.0 1.0 12.190856 5.573026 124051 \n", + "\n", + " GP_Name geometry \n", + "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", + "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", + "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", + "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", + "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", + "\n", + "[5 rows x 25 columns]\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Visualize Built-Up Area Type\n", + "built_up_area_df.plot(column='Built_Up_Area_type', legend=True)\n", + "plt.title('Built-Up Area Type')\n", + "plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 470 + }, + "id": "T4Iba2YnM1wA", + "outputId": "7b2b6285-4966-4c0c-86df-05ebfe6b00ab" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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Zs2f1rr+85ymEEOK+uzWL26JFi6qUvqioCEdHR2bNmkW7du0qTbNv3z6GDRvGmDFjOHbsGAMGDGDAgAE6gwA/+OAD/vOf/7BkyRIOHDiApaUloaGhFBYW6lV/GW0rhBCiTv39jYa7CQkJwc/Pr8JydkOGDCE/P5/Nmzdr93Xq1Ak/Pz+WLFmCoii4ubnxr3/9i1dffRUonwfa2dmZZcuWMXTo0CrXWQYM/YVGoyElJQVra2sZICGEqHOKopCbm4ubm1uFeZBrU2FhYa0s6qAoSoXfTlNTU0xNTWtcdlXExsYSERGhsy80NFS7sEdiYiJpaWk600Ta2NgQGBhIbGysBM/qSklJue0MMUIIUVcuX75cYQWe2lJYWIiXpxVpGTVftMHKyko7v/Uts2fPZs6cOTUuuyrS0tJwdnbW2efs7ExaWpr2+K19t0tTVRI8/8La2hoo/6LemmZOCCHqSk5ODh4eHtrfpnuhuLiYtIwyEo94oraufus2J1eDl/+lCr+f96vVeb9J8PyLW90NarVagqcQ4oFxPx4jWVqVb9VV9r/RM3X5++ni4kJ6errOvvT0dO0CELf+m56ejqurq04aPz8/vc4lo22FEEL8IwQFBRETE6OzLzo6mqCgIKB8WUgXFxedNDk5ORw4cECbpqqk5SmEEAINChqq//KFvnnvNItbo0aNmDFjBsnJyXz33XfaNHFxcdq8mZmZxMXFYWJiQsuWLQF45ZVX6NatGx999BFhYWH88MMPHD58mC+++AIob8FPmTKFd999l6ZNm+Ll5cWbb76Jm5tblUf63iLBUwghBBo0aGqYXx+HDx+me/fu2s+3RsmOHDlSu2xgUlKSTp727dtr/33kyBFWrVqFp6cnFy9eBKBz587aReffeOMNmjZtyoYNG2jdurU23/Tp08nPz+fFF18kKyuLrl27EhUVhZmZmV71l/c8/yInJwcbGxuys7PlmacQos7dj9+kW+dIiW9Y4wFDbs2v1JvfT2l5CiGEoExRKKtBW6omeR9GEjyFEELc92eeDzsZbSuEEELoSVqeQggh0KBQJi3PKpPgKYQQQrpt9STdtkIIIYSepOUphBBCRtvqSYKnEEIINP/bapK/PtGr2zYyMpKAgACsra1xcnJiwIABxMfH3zHPunXr6NixI7a2tlhaWuLn58fy5csrpDt9+jRPPvkkNjY2WFpaEhAQoJ1d4vr160yaNInmzZtjbm5Oo0aNmDx5MtnZ2TplJCUlERYWhoWFBU5OTkybNo3S0lJ9LlEIIeqlsv8NGKrJVp/o1fLcvXs34eHhBAQEUFpayhtvvEGvXr04deoUlpaWleaxs7Nj5syZ+Pr6YmJiwubNmxk9ejROTk6EhoYCkJCQQNeuXRkzZgxvv/02arWakydPaqdLSklJISUlhQ8//JCWLVty6dIlJkyYQEpKCv/9738BKCsrIywsDBcXF/bt20dqaiojRozA2NiYefPm1eQeCSHEXZWVljFv+AIsrMxwa+JK3o08gp8OonlAk7qumrgHajQ9X2ZmJk5OTuzevZvg4OAq5+vQoQNhYWG88847AAwdOhRjY+NKW6S3s2bNGp577jny8/MxMjLil19+4YknniAlJUW70OmSJUt47bXXyMzMxMTEpEIZRUVFFBUVaT/fWjuvvkwvJcSD5KMxn+Hq40KfMY/RwNm2rqtTJYe2HmPL59sxtTBlwKTevB76LgU5Nxk0JYyfFkUx5fPxhI7qfveCbuN+Ts93/JQT1jWYni83V0Pblhn15vezRqNtb3Wb2tnZVSm9oijExMQQHx+vDbYajYYtW7bQrFkzQkNDcXJyIjAwkA0bNtz13Gq1GiOj8sZzbGwsbdq00VkhPDQ0lJycHE6ePFlpGZGRkdjY2Gg3Dw+PKl2HEKL2hb7wGFfOpjCq+WRW/9/Guq7OXe3beIiV767lkb7tadW5Gfs2HmLE7GeY+cNUXvp4FEOmD6BRi4Z1Xc0q09TCVp9Ue8CQRqNhypQpdOnSRWfG+spkZ2fj7u5OUVERhoaGfPbZZzz++OMAZGRkkJeXx3vvvce7777L+++/T1RUFIMGDWLnzp1069atQnlXr17lnXfe4cUXX9TuS0tL0wmcgPZzWlpapfWaMWOGdiZ/+LPlKYS4/1p38aV1F19yrueSdyO/rqtzVybmxhgaGWLjoOZyfAqerTzIvHyVm7k3ARj1ztA6rqG4l6odPMPDwzlx4gR79+69a1pra2vi4uLIy8sjJiaGiIgIvL29CQkJQaMp/3ulf//+TJ06FQA/Pz/27dvHkiVLKgTPnJwcwsLCaNmyJXPmzKlu9QEwNTXF1NS0RmUIIWqX2s4atZ11XVfjjjKSMvl2zmqsG1hxeGsc3Yd1pW1w+ZqSX7+xkuyr2ajt1ahUqjquadVpUFFG9eurqUHeh1G1gufEiRPZvHkze/bsoWHDu3dLGBgY0KRJ+UNzPz8/Tp8+TWRkJCEhITg4OGBkZKRdzPSWFi1aVAjMubm59O7dG2tra9avX4+xsbH2mIuLCwcPHtRJn56erj0mhBC15ffdp3BqaE+HXu2IWfEr277dpQ2ebbu1YvuKX9m/+QjuPi48MaEXTdp71XGN706jlG81yV+f6PXMU1EUJk6cyPr169mxYwdeXtX7Qmg0Gu1AHRMTEwICAiq88nL27Fk8PT21n3NycujVqxcmJib89NNPFRYuDQoK4o8//iAjI0O7Lzo6GrVaXSEwCyFEVV1Nuc43M1fxcsBrnDt2gdwbeZhZmPLSJ6OwsDLnRtoNGjZ1Bcp/I//z0hf0GP4o3m092fLldo5E/8611Ot1fBWitunV8gwPD2fVqlVs3LgRa2tr7bNEGxsbzM3NARgxYgTu7u5ERkYC5YNyOnbsiI+PD0VFRfz8888sX76cxYsXa8udNm0aQ4YMITg4mO7duxMVFcWmTZvYtWsX8GfgLCgoYMWKFeTk5JCTkwOAo6MjhoaG9OrVi5YtW/L888/zwQcfkJaWxqxZswgPD5euWSFEtSiKQmlJKVevXMferQEmpsas+vc6zhw4y5Vzabg0diR09GP0HdcDAJVKxYc738bW0Qb/x9tRUlRK+x5tmPfsAj7a+XYdX82dldWw27YmeR9GegXPWwEvJCREZ//SpUsZNWoUUD5RgYHBnw3a/Px8Xn75Za5cuYK5uTm+vr6sWLGCIUOGaNMMHDiQJUuWEBkZyeTJk2nevDlr166la9euABw9epQDBw4AaLt/b0lMTKRx48YYGhqyefNmXnrpJYKCgrC0tGTkyJHMnTtXn0sUQtRD+TkFLJ+zmgkfj+JGRjYxK/aw5qNNdB/SGY1G4WrKdR5/PhhHDwcMjVQUFhQzeEoY0cv3cCjqmDZ4Ajh7OgLwSJ/2PNKnPYUFRfQd27OuLq3KJHjqp0bvef7T3I93qoQQDx5FUTix9wwJv1/kWMwfXD6TjIevO92e6Yyl2pxjO09wev9ZpiwZT+IfSbw/YiETF47h4okkTMxMGP/hiHtSr/v5nufeE25Y1eA9z7xcDV1bp9Sb30+Z21YIUS/k3sijuLAEe9cGKIrC2cMJ/L7rJNdSr5OVkUv3IZ0xNDLAubETlmoLIr6eoH2PPDDMX1vO4W2/07qLL4183Tmy9Xe6DelcV5ck6pAETyFEvZB8LhXfR5pyaGsc0d/t4mrydU7HnsXOtQHdh3Ul/nACJmbGXL1yjdifDvH8nKdx9frz3fEb6Vk0cLYl6dQVfAObsmHhz+Rm5eHXvVUdXlXtkW5b/ch6nkKIesH3kaYA/Pj+Bq5euY6RsSH+vdth59YA77aeGJkYcTO/EEcPex4b/ij7txzlWuoNcq7nUpB7k/dGLGTt/M0oigY7twacPXIBI2Ojh2Yqwbspw6DGW31Sv65WCPFQybmeS3FRid75FEUh8UT5qkzX0m6wbPYP3MjIAuDxEcG4NXOhpKgUpVTBysaS7yPXY+OopjCviJ8WRZF5+Rp7Vu/jwvGLfDdnDcd/PU1pSSmPj+hGy6DmbPw0itBR3Rk2YyDX027U5iWLh4R02wohHlhZGdm4epvdPeHf3EjPYt/GQ6iAL99YSWpCOm4+zvQa0Z2gJwPY8f1vFBUW0XVQIB17teNgVBzXkq/z2LNdCXzSn+L8Ig5v/Z1vZ/9I/MEEju8+iYm5CYV5hf8bTOSGiZkJft1bc+nUZexcGtT+xd9niqJCo1S/61WpQd6HkQRPIcQDq5Fv9SZWt3FQY2RsSEH+TdCAm48LR6P/4PHnQ1DbWdMxtB2uXs60CW7BzdxCEn+/yOkD5ygtKSNuxx9Y2lrg4unE4Kn9UDQaLsencvXyVZwaORI2vhe/7zxByNAuAHi2/GfMhy3PPPUj3bZCiAdWWWkZ+dn6TxK/at46NnwahbWNFZM/G4uRsSE+HbyY9UQkiX9cwruNJzu+38uEDtOIWfUrppamNPP3If7weR4Ja49KpSLj8lU+/9e37PvpMM6N7HllSflCFA2buhL24uNYqi1q+3LFQ0SCpxDigbXxsygin/sPEwNfJ+H4pbumLy4q4dd1++k1KoSQZ4Lw8HXnzIFzFBUUsfuHfZzYewYjEyNSEzMoLS7Fs4UHR7cd52rKDYIGdMTc0ozju06h0WiwtLHAu11jrqVc57cNhygtKeN62g2yr+aw/j8/s+P7uy+K8TApUwxqvNUn9etqhRAPlaB+HXFr4sL1tCz+2F35urx/denkZT4as5jV/7eRmFW/8sP7G4jbcYKbeYWggqEzBnI+7iKHt8YR9GQA1g0sufDHJRo42dDEz5ucqzk89a8n6dCzHfauDejS/xE6PxnAW2tfxczClJOx8cx7dgE38woxt9L/WeyDTIMKDQY12KTbVgghHgj2rg148qVQll9YRN9xt5/irrioBEVR2LvuAG27teRKfCpturbEqZE9R2P+oFFLD5LPpdJ9aBe+mbGSS6eu4NTInpKiEj7e9TZFBUUkn0tl4sIxHPzlGM+8+iQvfjgCSxtzTu0/S/HNYjKSMvl95yniD5/n6Vf7EdSv4328E+JBIwOGhBAPLBMzExo2cwPA0NDwtuk2LoriytkUejzblaYdvfk95gQ/fx2DW1MXSotLsbAyo9fIEA5FxZF2MZNXFo+jMK8QlUrFVzNWUpBbyNHo4zRs7oq9qy1njyTwy1c7CH2hO1cvX2PesPmUFJWQ+EcSQU90xNjEuEIdFEUhP7sAIxMjzCwevsUoZMCQfiR4CiEeetuX76b9Y635v9Gf0e/lUMIXjsGrrSduTV1w8XTkj19P8+zMwbg0duRq8nVO/hbP6HlDMTE3ZeW/12FgAIUFhexddxADQxXpl65yM/cmBdkFWNlZc7OgkKHTB5B9NRdTc5NK63B4axxbvtzOgIl98OveGigPqABJZ5JJTUin0xP+leZ9ENT0uWVZPZsmXYKnEOKhN+795zE1N+bSySu0CmoOgIuXE/nZBWRcvkZZmQZrOyvysws4FHUMn3aefDFtBcd3n6Jlp6akXcyguLAUWyc1pSWlJJ1J5oPoN5k3bAGFeTcJGdqFR/p0AKCsrKzSOgT0bk9A7/Y6+wpyyluijg3tH/hnpOXPPKvfepRnnkII8ZDp2KsdbR5tyZz102jRqXwavtaPtsDK1pITv54m70Y+Ng7WNHC2pd+EXuRey8PI2IjIX2ZibGrMY88+iq2jNZdOXcFCbY6rlxM/fLCBRwcH4uPnxZn9ZwEoLSklotts4g8nVKleljaWmJqbYmFtjpOHwz27fnH/SfAUQjwQLhy/xCcvLuHo9uPVLsPU3FS7nvDR6N/5bs5qEk8mYeNojYGBAUeif2dh+FfYONtwPe0GP3+5neyrOcRuOoKzpxMf7ZzDU1P7YWljwaGfj7F3/QES/7hE33GPc/ZIAvOGL8DWUU3TDl61ddkPDE0N57XV1LNwIt22QogHwu+7TnLlbCo7f/iNDj3b1ri8jqF+WKgtyM8uwMPXnfX/2YJXG0+6Dg4k4feLhI4MwVJtSdCTHfnslaX8vvsERiaG+D3WhsL8Ijx83bmZV6h9zeWbN1ZhZmXGS5+M0gbofxJ55qmff943QAjxUDKzNOVa6nUaNnPV7svLyufwtjjSLmboXZ6RsRFtg1sS1K8jpuYm7N9ylLlPf4ixiTEOrnacP3aR+MPn6djLj8FTn+BGejbHdpxgRu93SUlIw8TMmLKSUvqMfYyV767FxlHNzbwiFE39ChL3yp49e+jXrx9ubm6oVCo2bNhw1zy7du2iQ4cOmJqa0qRJE5YtW6ZzvHHjxqhUqgpbeHi4Nk1ISEiF4xMmTNC7/hI8hRAPhG7PdGbq5xMIejJAuy/h94t8PHYxWz6PrlHZu374jSvxKbQMas6Ej0fQ5tEWXE+9QeqFdD4au5g+Y3vw+PPB5GcX4OThwB97TjP0tYE89+bT/Lb2IG5NXLh4Igm1nSWu3s53P+FDqGYTJOjfbZufn0+7du1YtGhRldInJiYSFhZG9+7diYuLY8qUKYwdO5atW7dq0xw6dIjU1FTtFh1d/r15+umndcoaN26cTroPPvhAr7qDdNsKIR4QFtbmtAvRXVjaqZEDYeN7YeNgXaOy43adwKqBJcamxuz84Tf8e7XDzceZslINN/MKKci5SYtOzbmWkkVZWRk9nw/Gwd0OZ09HWgQ1Y//mI9i72xP8dFCN6vEgK1NUlNVgZRR98/bp04c+ffpUOf2SJUvw8vLio48+AqBFixbs3buXTz75hNDQUAAcHR118rz33nv4+PjQrVs3nf0WFha4uLjoVd+/k+AphHhguXo5M3zmYL3zHYw6ylevr6L/y6G0frQF19Oy+L+Y2SSdusJXr68kZsWvNPR1J+1COjYO1mxdthO3Ji4Mmd6fE3vP8MP7Gzi9/xyj3x1K666+ZF/N4fKZFFSq+vU6RnXk5OTofDY1NcXUtOaTRsTGxtKzp+4sU6GhoUyZMqXS9MXFxaxYsYKIiIgK/99WrlzJihUrcHFxoV+/frz55ptYWOg30b8ETyHEP05+VgGJxy+RfimTlIR0PFs25MSvZzi87Xd6jQoh6psdZFzKRCnTkH7pKmp7K3Ku5bL6g40ciT6OmZUZqYnpzJ/wOTNWTsH/8XYUFhRiav7wzRxUVbdGzVY/f/mzYA8P3SXaZs+ezZw5c2pSNQDS0tJwdtbtMnd2diYnJ4ebN29ibm6uc2zDhg1kZWUxatQonf3PPvssnp6euLm5cfz4cV577TXi4+NZt26dXvWR4CmEqFP5OQV8O/tHDAwMuJZynRadmjHolbAalen3WBtenj8av8da89+PN5GVns2aj35CpVKxafFWRr49hMQTSVxLvoGVrSVZmTm07tycwDB/zNXmmJqbkPhHErbOtpz87Qz+j7fDzOLBnuSgpjSKAZoajLbV/G+07eXLl1Gr1dr9tdHqrI6vv/6aPn364ObmprP/xRdf1P67TZs2uLq60qNHDxISEvDx8aly+TJgSAhRpyzVFnR6oiNXr1zj6pXrbFj4S43LbOBkw8DJffFo7sbu1fu4fDaVFoFNMTQ2pEl7L9IS02kb3IIb6TcovlmER3M3ftt4iNMHzvHE+F44ezox/duJTF0yHv/H29XCVdYfarVaZ6ut4Oni4kJ6errOvvT0dNRqdYVW56VLl9i+fTtjx469a7mBgYEAnD9/Xq/6SMtTCFHnOvRow9Ho37F3s6NttxZoNJpaeZeyrLSMFz8YwYnfTtOkgxdr52/B77HWGJsZs2/TYQZM6oOLlzMpF9JoGdSMXT/s48rZFIxMjOg1stvdT/APUlvdtvdKUFAQP//8s86+6OhogoIqDuJaunQpTk5OhIXdvQcjLi4OAFdX1zsn/BsJnkKIB8LY954D4NvZP9ImuCVqu5qNsIXyGYeefDmUJ18O5fddJ1mT/hWm5ibsXX8QFMi9nseqeeuYtSaCr19bSVlZGfnZ+fj38sPIuH79PGrQf8Ts3/PrIy8vT6e1l5iYSFxcHHZ2djRq1IgZM2aQnJzMd999B8CECRP49NNPmT59Oi+88AI7duxg9erVbNmyRbceGg1Lly5l5MiRGBnp/j9MSEhg1apV9O3bF3t7e44fP87UqVMJDg6mbVv9JuaQblshxAMl+XwqN3MLa1xOaUkp/3n5S9IvZQLQLqQVajtrTv4Wz/wJX5ByIZ19Px2m29OduXImBUMjQ+xd7cDAgOSzqdoVUeqL+/2e5+HDh2nfvj3t25dPph8REUH79u156623AEhNTSUpKUmb3svLiy1bthAdHU27du346KOP+Oqrr7Svqdyyfft2kpKSeOGFFyqc08TEhO3bt9OrVy98fX3517/+xeDBg9m0aZO+t0tankKIB0dpSSluTVywtNXvtYHKHNhylC1fbufpV58EyufOvRKfzE9LttGkfWOMjAxRFIWmHb05HBXH5TPJNO3og7OnA2Min5XXUu6xkJCQO/6B8vfZg27lOXbs2B3L7dWr123L9fDwYPfu3XrV83ak5SmEeGAU5Nzk0C9xWNlY1rgs58aOvPDvYbh6O5OXlc+aj37iy9dX8vS/+tGhZ1v++PU04f95gR/f24ChoQHBTwdRkFvwv2NnKC4sroUrenjcmtu2Jlt9Ur+uVgjxwGvi17jGZZw7eoHGrTy4kZ7NmQPn2LgoisQTSXi2asi/h83H2MSYt/77Km0fbcncn17n0ulkLp9JYfz/jcRCbY5f91aYmFW+6PU/1a31PGuy1SfSbSuEeGCo7a2Z+oX+k3T/VX52Pq/1egfHhvZM/HQMSfHJrF+whYA+HTgVe4Yh0wfQqnNzjsYcp01wCxo2dWXBvn9z6WQSTTtU/T0/Ub9Jy1MI8Y9yPu4ixTeLuXD8El+/sZK96w9SdLOY0pJSAnq3p11IK2aGzSP1fBrvj1hI+qVMTEyN633glG5b/dSvqxVC/OO169aKL45/ROf+HVGhoqy0jMatPXFwb0C/l0MpulmMvVsD8vNuoigKpw+cq+sqPxBqshB2Td8RfRhJt60Q4oFwNfkaBbmFNPJ1r1Z+RVHIvZGH2s4aV29nHhv+KDdzC1kS8S29Rndj6OsD2bv+IJsXb+W9rbM4uv0PFEWh2z94pRRx79SvPxWEEA+s7St+ZUzLKSx/e0218u9evY+XOkwn6UwyOddy+WnRVi6dvMLHu99m1Nxh5N3Ix96lARlJV1nz4Sb6jOlB37E95ZWU/9Eoqhpv9Ym0PIUQD4Q+Yx5DbW+NykBFcWFxpaNdL8cn07CZW4WAl3M9l93/jaVtt5YYmRhy/lgis9e+yr+HzcfezQ5jEyP2bzrC6QNnefH/RhDQ2+8+XdXDQ1PDrld9J0l42EnwFEI8EGwc1PQd24O3BrzPzbybDJqsOy9p7o08XvZ/jTGRw7FqYEn3YV0wNDQEYNmbP3A99Qadn+zI1qU7ObkvnvEfjuD9rW9q8w+e+sR9vR7xz1a//lQQQjzQSopLOBwVh0fzis89szOz6fHco5w7lsjq/9tA7rVcSopLSD6fxoXjF7F3s8OrbWOiv92NmYUpxYUldXAFD69bS5LVZKtPpOUphHhgGBkb8cmv79CoZcMKxxo2c+flBS/wzcxVvPh/I1A7qPn69ZUU3SzmwvEkHhsWzL4Nh3BsZE/vMY/RKqh5HVzBw6sMFWU1mOigJnkfRhI8hRAPDJVKRfOAJrc9bmJqzIQPR6IoCp9P+w5zK1POHrtA2+BWGBiq+HXtfroMDKDrgMD7WOt/hpovhl2/Wp7162qFEA+dq8nXiD90Xmey7/ULfib6293kXiugTdcWJMVf4bMpy2j+SBPCxveqw9qK+kJankKIB9ql08l8H7keIyMDxr7/HJa2FqRcSCP3eh4evq58O3s1jVt5UJB9kzbBLWjuX79nCqquMmrW9VpWe1V5KEjwFEI80HwDfGjT1Zd2IS0xNDRg6czvMTI2IjJqJkvf/IHc63lcT7vBE+Mf55n/LT8m9CfdtvqR4CmEeKBZ2lhSUlSCWxNXfloURWlJGRM+HoWdsy2GxkYU3ywi88o1+ozpgYFB/foBF3VHgqcQ4oE3JnI4S/71LSkJqRzdfgIjY0OatPdi3fwtTFsaTrenO0vgrKGaTu5e3yaGl+AphHjgxR86T/K5FArzi/Fs1ZBrKTdIv5TJI33a06FnW5lirxYoNVyTU6lnr6rUrz8VhBAPpbOHE7gcn8qwNwaSnpiBsakxfiGteemTURI4RZ2QlqcQ4oGm0Wh48uXetH60BeePXcDJw4GMpEzeWPUK5lbmdV29fwzpttWPBE8hxAMr5UIa389bz0ufjMLVywkrW0uK8ovxDWyK2s66rqv3j1LTlVFkVRUhhHhAGBoa4hvYFHMrM17r9Q5WDSx5a/W/6rpaQkjwFEI8uJw9HQkb1xOAyZ+Nw8LarI5r9M9VVsMlyWqS92EkwVMI8VBo2NS1rqvwjybdtvqR4CmEEAINBjVa0Lq+LYZdv65WCCGEqAXS8hRCCEGZoqKsBl2vNcn7MJLgKYSoU4qi3HaiA41Gg6JRMDQyvM+1qn/kmad+pNtWCHHf5VzL5d0hHxP93W6yMnN0jt1atzM/O59V/17H2DYRHImOq4NaCnF70vIUQtxXiqLw1esrKCkuJftqDg2cbHSO//fjzRTkFACw4p3/0qpLc759azWKoqJjr3Z1UeV6QanhkmRKPZthqH5drRCizimKgrGpMY8925WnIvpp958+cI4f3l/PmQNnCejTnphVv9ImuAVhLz5Oq0d9+XXt/jqs9T9fGaoab/WJBE8hxH1lYGBA+H9eoNvTnbX7zh29wNczVvLt7NU4ejjQslMzFh95n/bd27DszR8oLiim34RedVhrIXRJt60Q4r77+9qbantrDI0NafNoCx57tisAlmpLnp/9NMPeGMip2LM0ae9VF1WtNzRKzQb9aJRarMxDQFqeQoj7oiD3JpuWbKv0WPyh85w7coEGzjY07eCtc8zI2Ii2wS3vRxXrNc3/nnnWZKtPpOUphLgvCnIK8H2kSaXHgp8Kwv/xtqQnXZX1OcVDoX79qSCEuGc0Gs0djzu421doVf6VpY0l3m08a7taooo0qGq86WPPnj3069cPNzc3VCoVGzZsuGueXbt20aFDB0xNTWnSpAnLli3TOT5nzhxUKpXO5uvrq5OmsLCQ8PBw7O3tsbKyYvDgwaSnp+tVd5DgKYSoBRqNhrGtpvLD+xvquiqimm7NMFSTTR/5+fm0a9eORYsWVSl9YmIiYWFhdO/enbi4OKZMmcLYsWPZunWrTrpWrVqRmpqq3fbu3atzfOrUqWzatIk1a9awe/duUlJSGDRokF51B+m2FULUgvhDCVyOT6GBs83dE4sHUk2fW+qbt0+fPvTp06fK6ZcsWYKXlxcfffQRAC1atGDv3r188sknhIaGatMZGRnh4uJSaRnZ2dl8/fXXrFq1isceewyApUuX0qJFC/bv30+nTp2qXB+9rjYyMpKAgACsra1xcnJiwIABxMfH3zHPunXr6NixI7a2tlhaWuLn58fy5csrpDt9+jRPPvkkNjY2WFpaEhAQQFJSkvb4F198QUhICGq1GpVKRVZWVoUyGjduXKHJ/t577+lziUKIarCyteC5N5/CXyYxqPdycnJ0tqKiolopNzY2lp49e+rsCw0NJTY2VmffuXPncHNzw9vbm+HDh+vEkSNHjlBSUqJTjq+vL40aNapQzt3oFTx3795NeHg4+/fvJzo6mpKSEnr16kV+fv5t89jZ2TFz5kxiY2M5fvw4o0ePZvTo0TpN7YSEBLp27Yqvry+7du3i+PHjvPnmm5iZ/bnwbUFBAb179+aNN964Yx3nzp2r02SfNGmSPpcohKgGj+bujHx7CA5udnVdFVFNGlTa+W2rtf3vmaeHhwc2NjbaLTIyslbql5aWhrOzs84+Z2dncnJyuHnzJgCBgYEsW7aMqKgoFi9eTGJiIo8++ii5ubnaMkxMTLC1ta1QTlpaml710avbNioqSufzsmXLcHJy4siRIwQHB1eaJyQkROfzK6+8wrfffsvevXu1Te2ZM2fSt29fPvjgA206Hx8fnXxTpkwByh8Y34m1tfVtm+xCCCEqp1Rj0M/f8wNcvnwZtVqt3W9qalrjulXVX7uB27ZtS2BgIJ6enqxevZoxY8bU6rlqNGAoOzsbKG9dVoWiKMTExBAfH68NthqNhi1bttCsWTNCQ0NxcnIiMDCwSiOvKvPee+9hb29P+/bt+b//+z9KS0tvm7aoqKhCF4MQQojqU6vVOlttBU8XF5cKo2LT09NRq9WYm5tXmsfW1pZmzZpx/vx5bRnFxcUVHvulp6fr3eiqdvDUaDRMmTKFLl260Lp16zumzc7OxsrKChMTE8LCwli4cCGPP/44ABkZGeTl5fHee+/Ru3dvtm3bxsCBAxk0aBC7d+/Wq06TJ0/mhx9+YOfOnYwfP5558+Yxffr026aPjIzU6V7w8PDQ63xCCPFPUaMu2xouZ1YVQUFBxMTE6OyLjo4mKCjotnny8vJISEjA1dUVAH9/f4yNjXXKiY+PJykp6Y7lVKbao23Dw8M5ceJEhWHAlbG2tiYuLo68vDxiYmKIiIjA29ubkJAQ7bth/fv3Z+rUqQD4+fmxb98+lixZQrdu3apcp4iICO2/27Zti4mJCePHjycyMrLSv35mzJihkycnJ0cCqBCiXrrfo23z8vK0LUIofxUlLi4OOzs7GjVqxIwZM0hOTua7774DYMKECXz66adMnz6dF154gR07drB69Wq2bNmiLePVV1+lX79+eHp6kpKSwuzZszE0NGTYsGEA2NjYMGbMGCIiIrCzs0OtVjNp0iSCgoL0GmkL1QyeEydOZPPmzezZs4eGDRveNb2BgQFNmpTPLOLn58fp06eJjIwkJCQEBwcHjIyMaNlSd/qtW8OQayIwMJDS0lIuXrxI8+bNKxw3NTW9r/3xQgghyh0+fJju3btrP99qyIwcOZJly5aRmpqqM1LWy8uLLVu2MHXqVBYsWEDDhg356quvdF5TuXLlCsOGDePatWs4OjrStWtX9u/fj6OjozbNJ598goGBAYMHD6aoqIjQ0FA+++wzveuvV/BUFIVJkyaxfv16du3ahZdX9SZq1mg02uHLJiYmBAQEVHjl5ezZs3h61my2kbi4OAwMDHBycqpROUII8U9X065XffOGhIRoFz6vzN9nD7qV59ixY7fN88MPP9z1vGZmZixatKjKkzPcjl7BMzw8nFWrVrFx40asra21Q3ttbGy0D2xHjBiBu7u7dnhyZGQkHTt2xMfHh6KiIn7++WeWL1/O4sWLteVOmzaNIUOGEBwcTPfu3YmKimLTpk06I2vT0tJIS0vTNvP/+OMPrK2tadSoEXZ2dsTGxnLgwAG6d++OtbU1sbGxTJ06leeee44GDRrU6CYJIcQ/XXWm2Pt7/vpEr+B5K+D9/fWTpUuXMmrUKACSkpJ0lhvKz8/n5Zdf5sqVK5ibm+Pr68uKFSsYMmSINs3AgQNZsmQJkZGRTJ48mebNm7N27Vq6du2qTbNkyRLefvtt7edbo3VvndvU1JQffviBOXPmUFRUhJeXF1OnTtV5pimEuD8ykjKxdbLBxMykrqsixD2hUu7Ubq5ncnJysLGxITs7W+c9JSGEfm5kZIOi0MDZtq6r8lC7H79Jt84RtnUsxpbV/2OnJL+YLaFf1ZvfT5nbVghR6xo4yRy3D5v7/czzYSfBUwghhARPPcmSZEIIIYSepOUphBBCWp56kuAphBAChZq9blLfRp5Kt60QQgihJ2l5CiGEkG5bPUnwFEIIIcFTT9JtK4QQQuhJWp5CCCGk5aknCZ5CCCEkeOpJum2FEEIIPUnLUwghBIqiQqlB67EmeR9GEjyFEELIep56kuAphBBCnnnqSZ55CiGEEHqSlqcQQgh55qknCZ5CCCGk21ZP0m0rhBBC6ElankIIIaTbVk8SPIUQQqDUsNu2vgVP6bYVQggh9CQtTyGEECiAotQsf30iwVMIIQQaVKhkhqEqk25bIYQQQk/S8hRCCCGjbfUkwVMIIQQaRYVKJkmoMgmeQgghUJQaDhiqZyOG5JmnEEIIoSdpeQohhJBnnnqS4CmEEEKCp56k21YIIYTQkwRPIYQQ2iXJarLpY8+ePfTr1w83NzdUKhUbNmy4a55du3bRoUMHTE1NadKkCcuWLdM5HhkZSUBAANbW1jg5OTFgwADi4+N10oSEhKBSqXS2CRMm6FV3kOAphBCCP0fb1mTTR35+Pu3atWPRokVVSp+YmEhYWBjdu3cnLi6OKVOmMHbsWLZu3apNs3v3bsLDw9m/fz/R0dGUlJTQq1cv8vPzdcoaN24cqamp2u2DDz7Qr/LIM08hhBB1oE+fPvTp06fK6ZcsWYKXlxcfffQRAC1atGDv3r188sknhIaGAhAVFaWTZ9myZTg5OXHkyBGCg4O1+y0sLHBxcalR/aXlKYQQ4n+tR1UNtvJycnJydLaioqJaqV9sbCw9e/bU2RcaGkpsbOxt82RnZwNgZ2ens3/lypU4ODjQunVrZsyYQUFBgd71kZanEEKIWhtt6+HhobN/9uzZzJkzpyZVAyAtLQ1nZ2edfc7OzuTk5HDz5k3Mzc11jmk0GqZMmUKXLl1o3bq1dv+zzz6Lp6cnbm5uHD9+nNdee434+HjWrVunV30keAohhKg1ly9fRq1Waz+bmprWST3Cw8M5ceIEe/fu1dn/4osvav/dpk0bXF1d6dGjBwkJCfj4+FS5fAmeQgghytfzrGF+ALVarRM8a4uLiwvp6ek6+9LT01Gr1RVanRMnTmTz5s3s2bOHhg0b3rHcwMBAAM6fPy/BUwghhH4e9EkSgoKC+Pnnn3X2RUdHExQU9Jc6KEyaNIn169eza9cuvLy87lpuXFwcAK6urnrVR4KnEEKI2mt6VlFeXh7nz5/Xfk5MTCQuLg47OzsaNWrEjBkzSE5O5rvvvgNgwoQJfPrpp0yfPp0XXniBHTt2sHr1arZs2aItIzw8nFWrVrFx40asra1JS0sDwMbGBnNzcxISEli1ahV9+/bF3t6e48ePM3XqVIKDg2nbtq1e9ZfgKYQQ4r47fPgw3bt3136OiIgAYOTIkSxbtozU1FSSkpK0x728vNiyZQtTp05lwYIFNGzYkK+++kr7mgrA4sWLgfKJEP5q6dKljBo1ChMTE7Zv3878+fPJz8/Hw8ODwYMHM2vWLL3rr1KU+raQzO3l5ORgY2NDdnb2PemzF0IIfdyP36Rb5/BeNhMDC7Nql6MpKOTCqH/Xm99PaXkKIYSQ9Tz1JJMkCCGEEHqSlqcQQogHfrTtg0aCpxBCCFBU5VtN8tcj0m0rhBBC6ElankIIIWTAkJ4keAohhLjvkyQ87KTbVgghhNCTtDyFEELIaFs9SfAUQghRrp51vdaEBE8hhBDS8tSTPPMUQggh9CQtTyGEEDLaVk8SPIUQQgCq/201yV9/SLetEEIIoSdpeQohhJBuWz1J8BRCCCHBU0/SbSuEEELoSVqeQgghZEkyPUnwFEIIIauq6Em6bYUQQgg9SctTCCGEDBjSk14tz8jISAICArC2tsbJyYkBAwYQHx9/xzzr1q2jY8eO2NraYmlpiZ+fH8uXL6+Q7vTp0zz55JPY2NhgaWlJQEAASUlJ2uNffPEFISEhqNVqVCoVWVlZFcq4fv06w4cPR61WY2try5gxY8jLy9PnEoUQon669cyzJls9olfw3L17N+Hh4ezfv5/o6GhKSkro1asX+fn5t81jZ2fHzJkziY2N5fjx44wePZrRo0ezdetWbZqEhAS6du2Kr68vu3bt4vjx47z55puYmZlp0xQUFNC7d2/eeOON255r+PDhnDx5kujoaDZv3syePXt48cUX9blEIYSol1RKzbf6RKUo1X/Mm5mZiZOTE7t37yY4OLjK+Tp06EBYWBjvvPMOAEOHDsXY2LjSFunf7dq1i+7du3Pjxg1sbW21+0+fPk3Lli05dOgQHTt2BCAqKoq+ffty5coV3Nzc7lp2Tk4ONjY2ZGdno1arq3w9QghxL9yP36Rb5/BYMBcDc7O7Z7gNzc1CLr/yVr35/azRgKHs7GygvHVZFYqiEBMTQ3x8vDbYajQatmzZQrNmzQgNDcXJyYnAwEA2bNigV11iY2OxtbXVBk6Anj17YmBgwIEDByrNU1RURE5Ojs4mhBD1klILWz1S7eCp0WiYMmUKXbp0oXXr1ndMm52djZWVFSYmJoSFhbFw4UIef/xxADIyMsjLy+O9996jd+/ebNu2jYEDBzJo0CB2795d5fqkpaXh5OSks8/IyAg7OzvS0tIqzRMZGYmNjY128/DwqPL5hBDiH0Weeeql2qNtw8PDOXHiBHv37r1rWmtra+Li4sjLyyMmJoaIiAi8vb0JCQlBo9EA0L9/f6ZOnQqAn58f+/btY8mSJXTr1q26VbyrGTNmEBERof2ck5MjAVQIIcRdVSt4Tpw4UTsgp2HDhndNb2BgQJMmTYDywHj69GkiIyMJCQnBwcEBIyMjWrZsqZOnRYsWVQrMt7i4uJCRkaGzr7S0lOvXr+Pi4lJpHlNTU0xNTat8DiGE+MeSV1X0ole3raIoTJw4kfXr17Njxw68vLyqdVKNRkNRUREAJiYmBAQEVHjl5ezZs3h6ela5zKCgILKysjhy5Ih2344dO9BoNAQGBlarnkIIUW/IM0+96NXyDA8PZ9WqVWzcuBFra2vts0QbGxvMzc0BGDFiBO7u7kRGRgLlzxU7duyIj48PRUVF/PzzzyxfvpzFixdry502bRpDhgwhODiY7t27ExUVxaZNm9i1a5c2TVpaGmlpaZw/fx6AP/74A2traxo1aoSdnR0tWrSgd+/ejBs3jiVLllBSUsLEiRMZOnRolUbaCiGEEFWlV/C8FfBCQkJ09i9dupRRo0YBkJSUhIHBnw3a/Px8Xn75Za5cuYK5uTm+vr6sWLGCIUOGaNMMHDiQJUuWEBkZyeTJk2nevDlr166la9eu2jRLlizh7bff1n6+NVr3r+deuXIlEydOpEePHhgYGDB48GD+85//6HOJQghRP0m3rV5q9J7nP4285ymEeJDc1/c8/+/dmr/nOW1Wvfn9lInhhRBCCD3JxPBCCCFqPMVefZueT4KnEEIIeeapJ+m2FUIIcd/t2bOHfv364ebmhkqlqtKUrLt27aJDhw6YmprSpEkTli1bViHNokWLaNy4MWZmZgQGBnLw4EGd44WFhYSHh2Nvb4+VlRWDBw8mPT1d7/pL8BRCCHHf5efn065dOxYtWlSl9ImJiYSFhdG9e3fi4uKYMmUKY8eO1Vmh68cffyQiIoLZs2dz9OhR2rVrR2hoqM4EOlOnTmXTpk2sWbOG3bt3k5KSwqBBg/Suv4y2/QsZbSuEeJDcz9G2nu+/i4FZDUbbFhZy6bVZXL58WaeuVZnJTaVSsX79egYMGHDbNK+99hpbtmzhxIkT2n1Dhw4lKyuLqKgoAAIDAwkICODTTz8tr5NGg4eHB5MmTeL1118nOzsbR0dHVq1axVNPPQXAmTNnaNGiBbGxsXTq1KnK1ystTyGEELU2MbyHh4fOghu3JsypqdjYWHr27KmzLzQ0lNjYWACKi4s5cuSIThoDAwN69uypTXPkyBFKSkp00vj6+tKoUSNtmqqSAUNCCCFqTWUtz9qQlpaGs7Ozzj5nZ2dycnK4efMmN27coKysrNI0Z86c0ZZhYmKisxb0rTS3W33rdiR4CiGEqLXRtmq1ul489pLgKYQQ4oF/VcXFxaXCqNj09HTUajXm5uYYGhpiaGhYaZpbK2u5uLhQXFxMVlaWTuvzr2mqSp55CiGEeOAFBQURExOjsy86OpqgoCCgfIUuf39/nTQajYaYmBhtGn9/f4yNjXXSxMfHk5SUpE1TVdLyFEIIcd9nGMrLy9OukgXlr6LExcVhZ2dHo0aNmDFjBsnJyXz33XcATJgwgU8//ZTp06fzwgsvsGPHDlavXs2WLVu0ZURERDBy5Eg6duzII488wvz588nPz2f06NFA+QpgY8aMISIiAjs7O9RqNZMmTSIoKEivkbYgwVMIIQTc927bw4cP0717d+3niIgIAEaOHMmyZctITU0lKSlJe9zLy4stW7YwdepUFixYQMOGDfnqq68IDQ3VphkyZAiZmZm89dZbpKWl4efnR1RUlM4gok8++US76lZRURGhoaF89tlnel+uvOf5F/KepxDiQXI/3/Ns/O6/a/ye58VZM+vN76e0PIUQQjzwA4YeNBI8hRBCyKoqepLgKYQQQmeWoGrnr0fkVRUhhBBCT9LyFEIIIc889STBUwghhDzz1JN02wohhBB6kpanEEII6bbVkwRPIYQQUMNu2/oWPKXbVgghhNCTtDyFEEJIt62eJHgKIYSQ4Kkn6bYVQggh9CQtTyGEEPKep56k5SmEEELoSVqeQggh5JmnnqTlKYQQQuhJWp5CCCHkmaeeJHgKIYQoV88CYE1It60QQgihJ2l5CiGEkAFDepLgKYQQQp556km6bYUQQgg9SctTCCGEdNvqSYKnEEII6bbVk3TbCiGEEHqSlqcQQgjpttWTBE8hhBASPPUkwVMIIYQ889STPPMUQggh9CQtTyGEENJtqycJnkIIISR46km6bYUQQgg9SctTCCGEDBjSkwRPIYQQ0m2rJ+m2FUIIUWcWLVpE48aNMTMzIzAwkIMHD942bUlJCXPnzsXHxwczMzPatWtHVFSUTprGjRujUqkqbOHh4do0ISEhFY5PmDBBr3pLy1MIIUSddNv++OOPREREsGTJEgIDA5k/fz6hoaHEx8fj5ORUIf2sWbNYsWIFX375Jb6+vmzdupWBAweyb98+2rdvD8ChQ4coKyvT5jlx4gSPP/44Tz/9tE5Z48aNY+7cudrPFhYWetVdWp5CCCH+7Latyaanjz/+mHHjxjF69GhatmzJkiVLsLCw4Jtvvqk0/fLly3njjTfo27cv3t7evPTSS/Tt25ePPvpIm8bR0REXFxfttnnzZnx8fOjWrZtOWRYWFjrp1Gq1XnWX4CmEEKLW5OTk6GxFRUWVpisuLubIkSP07NlTu8/AwICePXsSGxtbaZ6ioiLMzMx09pmbm7N3797bnmPFihW88MILqFQqnWMrV67EwcGB1q1bM2PGDAoKCvS5TAmeQgghqLWWp4eHBzY2NtotMjKy0tNdvXqVsrIynJ2ddfY7OzuTlpZWaZ7Q0FA+/vhjzp07h0ajITo6mnXr1pGamlpp+g0bNpCVlcWoUaN09j/77LOsWLGCnTt3MmPGDJYvX85zzz135/vzN/LMUwghBKr/bTXJD3D58mWdLlBTU9OaVEvHggULGDduHL6+vqhUKnx8fBg9evRtu3m//vpr+vTpg5ubm87+F198UfvvNm3a4OrqSo8ePUhISMDHx6dKdZGWpxBCiFprearVap3tdsHTwcEBQ0ND0tPTdfanp6fj4uJSaR5HR0c2bNhAfn4+ly5d4syZM1hZWeHt7V0h7aVLl9i+fTtjx46966UHBgYCcP78+bumvUWCpxBCiPvOxMQEf39/YmJitPs0Gg0xMTEEBQXdMa+ZmRnu7u6Ulpaydu1a+vfvXyHN0qVLcXJyIiws7K51iYuLA8DV1bXK9ZduWyGEEHXyqkpERAQjR46kY8eOPPLII8yfP5/8/HxGjx4NwIgRI3B3d9c+Nz1w4ADJycn4+fmRnJzMnDlz0Gg0TJ8+XadcjUbD0qVLGTlyJEZGumEuISGBVatW0bdvX+zt7Tl+/DhTp04lODiYtm3bVrnuEjyFEELUyQxDQ4YMITMzk7feeou0tDT8/PyIiorSDiJKSkrCwODPDtLCwkJmzZrFhQsXsLKyom/fvixfvhxbW1udcrdv305SUhIvvPBChXOamJiwfft2baD28PBg8ODBzJo1S6+6qxRFqWeTKt1eTk4ONjY2ZGdn6/3OjxBC1Lb78Zt06xytxs/D0NTs7hluo6yokJOfv1Fvfj+l5SmEEKKcNKWqTIKnEEIIWVVFTzLaVgghhNCTtDyFEELIkmR6kuAphBBCum31pFe3bWRkJAEBAVhbW+Pk5MSAAQOIj4+/Y55169bRsWNHbG1tsbS0xM/Pj+XLl1dId/r0aZ588klsbGywtLQkICCApKQk7fHCwkLCw8Oxt7fHysqKwYMHV5iZorI13H744Qd9LlEIIYS4K72C5+7duwkPD2f//v1ER0dTUlJCr169yM/Pv20eOzs7Zs6cSWxsLMePH2f06NGMHj2arVu3atMkJCTQtWtXfH192bVrF8ePH+fNN9/UmT1/6tSpbNq0iTVr1rB7925SUlIYNGhQhfMtXbqU1NRU7TZgwAB9LlEIIeqnOliS7GFWo/c8MzMzcXJyYvfu3QQHB1c5X4cOHQgLC+Odd94BYOjQoRgbG1faIgXIzs7G0dGRVatW8dRTTwFw5swZWrRoQWxsLJ06dSq/GJWK9evXVztgynueQogHyf18z7PtC/MwNKnBe57FhRz/pv6851mj0bbZ2dlAeeuyKhRFISYmhvj4eG2w1Wg0bNmyhWbNmhEaGoqTkxOBgYFs2LBBm+/IkSOUlJTorPvm6+tLo0aNKqz7Fh4ejoODA4888gjffPMNd/rboKioqMLac0IIUS9Jy1Mv1Q6eGo2GKVOm0KVLF1q3bn3HtNnZ2VhZWWFiYkJYWBgLFy7k8ccfByAjI4O8vDzee+89evfuzbZt2xg4cCCDBg1i9+7dAKSlpWFiYlJhCqa/r/s2d+5cVq9eTXR0NIMHD+bll19m4cKFt61XZGSkzrpzHh4e1bwbQggh6pNqj7YNDw/nxIkTt13B+6+sra2Ji4sjLy+PmJgYIiIi8Pb2JiQkBI1GA0D//v2ZOnUqAH5+fuzbt48lS5bQrVu3KtfpzTff1P67ffv25Ofn83//939Mnjy50vQzZswgIiJC+zknJ0cCqBCifpJXVfRSreA5ceJENm/ezJ49e2jYsOFd0xsYGNCkSROgPDCePn2ayMhIQkJCcHBwwMjIiJYtW+rkadGihTYwu7i4UFxcTFZWlk7r807rvkH5Gm3vvPMORUVFla4pZ2pqWqsLtQohxMNKXlXRj17dtoqiMHHiRNavX8+OHTvw8vKq1kk1Gg1FRUVA+Qz3AQEBFV55OXv2LJ6engD4+/tjbGyss+5bfHw8SUlJd1z3LS4ujgYNGkiAFEIIUav0anmGh4ezatUqNm7ciLW1tfZ5o42NDebm5kDF9dciIyPp2LEjPj4+FBUV8fPPP7N8+XIWL16sLXfatGkMGTKE4OBgunfvTlRUFJs2bWLXrl3a8seMGUNERAR2dnao1WomTZpEUFCQdqTtpk2bSE9Pp1OnTpiZmREdHc28efN49dVXa3yThBDiH0+6bfWiV/C8FfBCQkJ09i9dupRRo0YBFddfy8/P5+WXX+bKlSuYm5vj6+vLihUrGDJkiDbNwIEDWbJkCZGRkUyePJnmzZuzdu1aunbtqk3zySefYGBgwODBgykqKiI0NJTPPvtMe9zY2JhFixYxdepUFEWhSZMmfPzxx4wbN06fSxRCiHpJpSioarBCZU3yPoxkPc+/kPc8hRAPkvv5nqff8/+u8Xuecctn1pvfT5nbVgghhHTb6kmCpxBCCBltqycJnkIIIaTlqSdZDFsIIYTQk7Q8hRBCSLetniR4CiGEkG5bPUm3rRBCCKEnaXkKIYSQbls9SfAUQggh3bZ6km5bIYQQQk/S8hRCCAHUv67XmpDgKYQQAhSlfKtJ/npEum2FEEIIPUnLUwghhIy21ZMETyGEEDLaVk8SPIUQQqDSlG81yV+fyDNPIYQQQk/S8hRCCCHdtnqS4CmEEEIGDOlJum2FEELUmUWLFtG4cWPMzMwIDAzk4MGDt01bUlLC3Llz8fHxwczMjHbt2hEVFaWTZs6cOahUKp3N19dXJ01hYSHh4eHY29tjZWXF4MGDSU9P16veEjyFEEL8OUlCTTY9/fjjj0RERDB79myOHj1Ku3btCA0NJSMjo9L0s2bN4vPPP2fhwoWcOnWKCRMmMHDgQI4dO6aTrlWrVqSmpmq3vXv36hyfOnUqmzZtYs2aNezevZuUlBQGDRqkV90leAohhNB229Zk09fHH3/MuHHjGD16NC1btmTJkiVYWFjwzTffVJp++fLlvPHGG/Tt2xdvb29eeukl+vbty0cffaSTzsjICBcXF+3m4OCgPZadnc3XX3/Nxx9/zGOPPYa/vz9Lly5l37597N+/v8p1l+AphBCi1uTk5OhsRUVFlaYrLi7myJEj9OzZU7vPwMCAnj17EhsbW2meoqIizMzMdPaZm5tXaFmeO3cONzc3vL29GT58OElJSdpjR44coaSkROe8vr6+NGrU6LbnrYwETyGEEH+Otq3JBnh4eGBjY6PdIiMjKz3d1atXKSsrw9nZWWe/s7MzaWlpleYJDQ3l448/5ty5c2g0GqKjo1m3bh2pqanaNIGBgSxbtoyoqCgWL15MYmIijz76KLm5uQCkpaVhYmKCra1tlc9bGRltK4QQotZG216+fBm1Wq3db2pqWsOa/WnBggWMGzcOX19fVCoVPj4+jB49Wqebt0+fPtp/t23blsDAQDw9PVm9ejVjxoyptbpIy1MIIUStUavVOtvtgqeDgwOGhoYVRrmmp6fj4uJSaR5HR0c2bNhAfn4+ly5d4syZM1hZWeHt7X3b+tja2tKsWTPOnz8PgIuLC8XFxWRlZVX5vJWR4CmEEOK+j7Y1MTHB39+fmJgY7T6NRkNMTAxBQUF3zGtmZoa7uzulpaWsXbuW/v373zZtXl4eCQkJuLq6AuDv74+xsbHOeePj40lKSrrref9Kum2FEELUySQJERERjBw5ko4dO/LII48wf/588vPzGT16NAAjRozA3d1d+9z0wIEDJCcn4+fnR3JyMnPmzEGj0TB9+nRtma+++ir9+vXD09OTlJQUZs+ejaGhIcOGDQPAxsaGMWPGEBERgZ2dHWq1mkmTJhEUFESnTp2qXHcJnkIIIepker4hQ4aQmZnJW2+9RVpaGn5+fkRFRWkHESUlJWFg8GcHaWFhIbNmzeLChQtYWVnRt29fli9frjP458qVKwwbNoxr167h6OhI165d2b9/P46Ojto0n3zyCQYGBgwePJiioiJCQ0P57LPP9Kq7SlHq2fLfd5CTk4ONjQ3Z2dk6D7yFEKIu3I/fpFvnCOo9FyNjs7tnuI3SkkJio96qN7+f0vIUQgghc9vqSYKnEEII0CjlW03y1yMy2lYIIYTQk7Q8hRBCyHqeepLgKYQQAhU1fOZZazV5OEi3rRBCCKEnaXkKIYSo9pqcOvnrEQmeQggh5FUVPUm3rRBCCKEnaXkKIYSQ0bZ6kuAphBAClaKgqsFzy5rkfRhJ8BRCCAGa/201yV+PyDNPIYQQQk/S8hRCCCHdtnqS4CmEEEIGDOlJum2FEEIIPUnLsxZdOZeKRqPB2NgIV2/nuq6OEEJUncwwpBcJnrXI3q0BpuYmGBjcvkGfn52PpY3lHcspLirB2MQIlaq+TbUshKgrMsOQfqTbtpYknUnG3NLsjoETwMjECEVRuJp8jdTEdPZvPkxB7k22LtvJtdQbACx/ew2vdJnF4W1xLJz4FRlJmdr8xYXFXE+7cU+vRQghxJ1Jy7MW5OcUsCRiGfN+nnnXtCf3neX7eeswMDHA0soctyauNHC25cj23zkYdYxnXu3PkW2/06S9FzfzClEU+GT8Fwx7YwB71x5k7PvPYeOgvg9XJYSoV6TbVi/S8qwF+zYcwtTClKvJ1zh39AI38wsBOLkvXptGURTOHDzHzh/3oqDg4GqHYyN7TM1M+G3jIVLOp2HjoGbVvLUEPdkRh4Z2fPXaClQqaNjcjZ3f/4aFrQXHd5/il69i6upShRD/UCpNzbf6RIJnLbBza8Dp/Wf5afE2tq/Yg7mlGQAevm7aNGvnb2br0p3czL1JWWkZ25fv4fzRi5yPSyQhLhGXxk4Ymxjh160Vz735FEbGhjRs7s711Bsknb5CVno2Th4O7PlvLJYN7vzMtCrKSstqXIYQQtRXEjxrQYvAJrTs3JysjCxu5hWy7dtdZGVmo7az1qaJ/ekw7Xu0oUm7xnTs1Y7WXZpTWFCEgWH5oCAbRzVPvhzK6YPnSbuYwcl9ZzGzMsWvZxsCevthaWtFz+eCeWxYVwwNa/6/LfPKtRqXIYT4B7nVbVuTrR6RZ561wMLaAjNLU3Kv59O6S3MUlcKv6w6gbmDFr2v3493WkybtG/PfjzdhbGqMdQMrLG0ssXNtwJWzqTR7xIe2wS25np6FZ6uGlJSUYmljQVlJKYei4rB3aYB/r7bsWLWXqG9iMDYzpnP/AIyMq/e/r7ioBDsXWxRFIS0xQ16rEULIJAl6kuBZS8LG9WTprB9ITczAvrCEc8cSyc/Kx9jUhJP74jExM+Z6WhYtOjXDwMCAxBOXsG5ghVfbRrg2duL4nlMUF5aQdiEdA5WK3Ou5qAwMsLSxIOdaLtuX7+F0bDz+vdpx8WQSiX8k0bSDd7Xqmnw2hSvn0nh0UOB9CZzRy3dz8rd4gp8OokOPNvf8fEII/cn0fPqRbtta0qqzL536+XMq9iyJJ5JQAcamxhQVFOHQ0I6WnZvh2aIh6ZcyaNTCnf4v96Zdt1Ykn0tlw8JfKCspoyi/kA4923L2yAXaP9YGUwsTUi+k8UhYe9yaONN1UCBvrJpCz+dDaNjc7a51uh2vNp7EbjrE0ZjjtXcD7qDnc8E8PqIbansr7b7raTdY/vYaiotK7ksdhBCiNknLsxa17NSMw1vjUBSFkpIyWnRqirWdNVevXONaahb9J/bB1ceZzYu3seuH37B3t8O9qRtN2nvh/3g7CnJusnv1PozNjNjx/V4srM3pPrQL167c4HTsOQZPDUNRFIZM61/jup47coEbadl06NG2Fq4czh9LJOPyVTo/GVDhmEqlolXn5jr7Dv5yjITfL5J7Ixd7F7taqYMQogbkVRW9SPCsRS06NcPYzITc6/mkXczg3NEEGjV35/1tb1FWVoahoSFlZWV0GRCAq48TF36/hMrQgLTEDE7sPY2ZpRlGxoakJWZiobZAZQAHf4mjrKQMn3aebPtuN0lnkhk5Z0i16he1dCcr5q5BU6bhhXnDsHNpUKV8ZWVlqFQq7QaQkZRJ2sVM2ga3BODSqSss+de3lQbPv1MUhbUfb+biycv4h7aj3/he1boeIUQtUqjZmpz1K3ZK8KxNhQVFdBvSmeyMbG7mFKIyVOHm7cxPi7dy8OejvLtpBoaGhrTt1gpUKo5sO06b4JYU5NzE1duFHat+xdXLGTtnG5y9nMnKzCYnMwcTM2NuFhQR1M+fLgMCq12/diEtOX2gLWkJGTg0tMcvpHWV8p05cJ6FE7/C0sYCz5YeTF40FqdGjjg1ctSmaeBsQ/sef5aXkpDG+v/8TPehXWgZpNvq1JRpCH46CDvXBvQa0a3a1yOEEHVFgmctmjPwAwJ6t+dU7FlMzU04GRuPraOayZ+NI6C3HwC/7z7JrCciUdtb07JTM0wtTOg7tgcHfz7GEy/14uzB81w8fZnr6dnYuzWgpLgUAyMDNGUa8rIK+HVdLCHPdMHW0UavuiX+cYns63kYmxpz4rcz5GTmVDmvvXsDLG0siD90nkYtG/L7rpOYWZri2coDMwtTtq/cQ0bSVXoMD9bm2bNmH6kJ6WRlVDyPoZEhz7/1NFdTrld7xLAQonbJgCH9yIChWjTv55m0CW5Bkw5eqB2saBHYjM79A2jYzI3C/CL2/XSIBs42/Gf/PK6l3KBhc1fiD55nz39jSUlIo2l7L66m3MDd24Wx7w2nka87hfmFPPZsV1IT0rl06grblu3G1NxE77qt/WQLX077joNbjmFmZYaxmQnnjyWSdfXuQdTMwhS/kFb4+HkRENqelf9ey/aVv/Kk9fPE7TrBntWxnI49x4m9Z7R5gp/uzIg5z9C5/5/duKmJ6TrlOrjZYWhkqPe1CCHuAYUavudZ1xdwf0nwrEWGRoZkXLrKt2/+8L/g8TSDpjyBmYUpO1btZfaAD9j27S5m9p3Ho4MDST6XhqOHPddSszA2Neadpz+mVVBz+rzYkzaPtsDe1Q6Xxs5sWrwN96YulBSW0DG0HWb/m8EIYNOSrSiKwvK317D5i2hOxcZXWrcezwdjZWfNuP97Ht+AJpyPS2TRlG84sff0Xa/L1tGG52c/w4K979KhZxvidpzgwu8XURSFspIyxn3wHK26NMPWyZrFU5dSVFiMm48LzTr6AFB0s4ilb37P5M4zObW/8voJIcTDRIJnLfNq60nP57thaGiAexNXSotLebHdvyguLGbiwjEU3SymgbMNh6LisHVUc3z3KRL/uIRzYwcs1OZ89foKvFo3wtjEGI1Gw8nYeFy8XSi6WUzaxQwyLl/ll292oPyviyT3Rj7vj/gPaz76iQUTvuBmXmGl9bK2tSQtIZ3NS7ZxM78Qc0tTmvn7oCm9+wiB/Ox8CvJuoigKKhX8e8sMgp/qRMfefqyct5aNi6JIOp1MakIG+dk30fxl6r+y0jI+m7qM7Sv20C6kFYaG0tIU4oEkMwzpRYJnLWvY1JVpS8PxfaQpAIe2HiP9UiZB/TrSP7w3KsDOtQFqe2uGzRyEykCFq5cTPZ/rxoLf/s1ba1/ls1eWcvHkZfqMeYy5G6ZjaWXG5dPJdB/aheLCUo7FHOe95//Dl9NXELfjD6waWNJnbA+6Dg6k/W0mISgr0+DZqiGj3xmKY0MHLG0sbhto/27Pf/fz1pPvEfncfzgVexaNRsGtiSu513IxtzTDxMKElPNptOzcnFe/eRlzK3Nt3jUfbeLSycuoHcqnF2we0KTG91gIcQ9oamGrR2S0xj126Jc4SopKORV7Fr/urbF1tuVyfAqd+vlz8JdjmJmbci3tBoqm/K+2tMR0VAYqflocxbkjiTRp78WQ1wZgZGrML1/H0LyjDxmXr+LRvCEJvydiYmZCRtI1rqXcoOdzwbddTzTqmxjcfFw4uv0PUhLSmLb0ZfqM6ak9fmDLEVp18UVRFKxsLVGpVBQXlrd2b+YVUlJchrGpEcnn04j96RD+j7dDZWCARqNQkFVAQG8/HhvWVeecOddziT94jgbOtgya0pc2XVveuxsthBD3kV4tz8jISAICArC2tsbJyYkBAwYQH3/nZ1jr1q2jY8eO2NraYmlpiZ+fH8uXL6+Q7vTp0zz55JPY2NhgaWlJQEAASUlJ2uOFhYWEh4djb2+PlZUVgwcPJj1ddwBKUlISYWFhWFhY4OTkxLRp0ygtLdXnEmvV1ZTrFOTeZMbKV+j5fPlI1GMxf5B06gp+Ia05Gv0HuVn5qO2scGhox89fb+fMgfMYGRtQfLMEW0c1SpmGL6Ytp3P/jgx5bSBHY/4g8ImOZF6+SpMO3liqzcnKyMbQyJC4XScqnbGnrKyMq1euk301h7NHEug+rGuFUa5tu7VEZQDvDv2EX9fGAuXvY97ML+RyfDKPDetK6AvdaeCspjC/iG/eWIV1A0vCXuzJlCXjGT7rqQrn3bfhIOeOJTL638MkcArxgLs12rYmW3UsWrSIxo0bY2ZmRmBgIAcPHrxt2pKSEubOnYuPjw9mZma0a9eOqKgonTRViVMhISE6766rVComTJigV731Cp67d+8mPDyc/fv3Ex0dTUlJCb169SI/P/+2eezs7Jg5cyaxsbEcP36c0aNHM3r0aLZu3apNk5CQQNeuXfH19WXXrl0cP36cN998EzOzPwfGTJ06lU2bNrFmzRp2795NSkoKgwYN0h4vKysjLCyM4uJi9u3bx7fffsuyZct466239LnEWtXAyYaA3u1ZOut71PblK6wMmzGQQVPC6Nw/AI1GQ8/ngsnPLqAwv3w1FiMTQxq4NCArPZuy0jLyc28S+9Mhvn3rR5JOXWbyZ+Nwb+KKe3NXDI0Nsba35sX/ex7HRvb0GdMDI2NDNnz6C4e2xlFYUMThbb9rz2tuaYa1rSWDJvfV1jH9UiY513NZ+uYP/PLVDo5GH8e7nRcApuamKGUKF09cZvPn25jW/W0S4i7h0dydyYvHMWLOM3St5L1TRVEoulnE0ZgTzFk3jUbN3e/D3RZC1EgdPPP88ccfiYiIYPbs2Rw9epR27doRGhpKRkZGpelnzZrF559/zsKFCzl16hQTJkxg4MCBHDt2TJumqnFq3LhxpKamarcPPvhAr7qrFKWafy4AmZmZODk5sXv3boKDg++e4X86dOhAWFgY77zzDgBDhw7F2Ni40hYpQHZ2No6OjqxatYqnnipv4Zw5c4YWLVoQGxtLp06d+OWXX3jiiSdISUnB2bl8svMlS5bw2muvkZmZiYnJ3V/vyMnJwcbGhuzsbNRqdZWvRx+ZV66hKApOHg7sXr2PI9HHMTEzpvkjTbielsWGhT/TZ8xjpCSk4+HrzrnDF3h8ZDcO/nyM43tO4eRhT+gLj1GQU8DxXacoKSrBwMiQkCGdeXRQJ/Ky8hnmMZ4XP3ieqKU7MbM0YfqyiTh7OlVan9hNhzEyNuTdIZ/QwMUGqwZWLIydh0qlYsFLX5CXXUB2ZjYGKgPa92xD80ea3HZyhdwbeUR9s5PrKdc5deAsrbv4MvrdYfIupxDVdD9+k26do0fLVzEyNK12OaVlRcSc+lCvugYGBhIQEMCnn34KgEajwcPDg0mTJvH6669XSO/m5sbMmTMJDw/X7hs8eDDm5uasWLGi0nNUFqdCQkLw8/Nj/vz5el7ln2o0YCg7Oxsob11WhaIoxMTEEB8fr70IjUbDli1baNasGaGhoTg5OREYGMiGDRu0+Y4cOUJJSQk9e/75jM7X15dGjRoRG1vexRgbG0ubNm20gRMgNDSUnJwcTp48WWl9ioqKyMnJ0dnuNceG9jh5OADQ7ZnORHw5gceGP4qbjwthL/akgZMNBTmFZF/No3WX5rTt1pIu/R9h6ufj6fSEP5Y2FkR9vYPrqVkEPdkRa3srTsXGs37hL+xY9SuowMnDgZ8WbyUrIxtQ8fOXMdrzz+j9Lsve+oHPpi5jw6e/YOtsg1UDS5o94kOTDt70fC6YP/aepriwGN/ApgSE+jFgUl9eXzmZIdMH3DZwlpSU8OVry/nmjZUYmRlh46CmWUcfEv9IqjS9EOKf6e+/qUVFRZWmKy4u5siRIzq/6wYGBvTs2VP7u/53RUVFOj2SAObm5uzdu/e29bldnFq5ciUODg60bt2aGTNmUFBQUKXru6XaTQKNRsOUKVPo0qULrVvfeZq37Oxs3N3dKSoqwtDQkM8++4zHH38cgIyMDPLy8njvvfd49913ef/994mKimLQoEHs3LmTbt26kZaWhomJCba2tjrlOjs7k5aWBkBaWppO4Lx1/NaxykRGRvL2229X5/LvKiszmwu/X6JDz7tPvN6yUzMASktKmbY0nIbN3di77iAmZqYMeiUMgBsZ2Wxc+AseLdy5lnqDy2eScfRwoMuAR3js20eJ3XSYzZ9vY+38Lby88AXO7D+Hm48zantrGjjbAuUtw+TzaXj7ebJ+wRYe6dueHd//insTV9o+2gq/7q1o82gLbb1CR3WvtL7FhcWc2n+W+EMJpJxPo6S4hB7DH+XMgfP8Z/883HxcSL+YiXdbzxreRSHEfVNLE8N7eHjo7J49ezZz5sypkPzq1auUlZVV+rt95syZCumhvEH08ccfExwcjI+PDzExMaxbt46ysrJK098uTj377LN4enri5ubG8ePHee2114iPj2fdunVVvtxqB8/w8HBOnDhxx4h/i7W1NXFxceTl5RETE0NERATe3t6EhISg0ZSPb+7fvz9Tp04FwM/Pj3379rFkyRK6dbt3c5/OmDGDiIgI7eecnJwK/+Or6/T+c/x76CfMXvsqAb3bVymPkbERXm3KA073oV10jjVwsuHH1C/5+vWVGJkaEbfzBJfPXOHUfhu2L99NZNRM7N3suJp8HceG9vj/ZbWUS6cuE7PyV4Ke7EjfcT25dOoyni0bora3ptvTQTT198GrdaMq1XHzF9Ec3HKEtIuZ5UFZBb/vPImpuQlmVmac3BdP0/beEjiFeNhoAFUN8wOXL1/W6bY1Na1+V/DfLViwgHHjxuHr64tKpcLHx4fRo0fzzTffVJr+dnHqxRdf1P67TZs2uLq60qNHDxISEvDx8alSXaoVPCdOnMjmzZvZs2cPDRs2vGt6AwMDmjQpf7/Pz8+P06dPExkZSUhICA4ODhgZGdGype5ozBYtWmgv2MXFheLiYrKysnRan+np6bi4uGjT/H2U1q3RuLfS/J2pqWmt/o/9KxcvJ0pLyjgSffyOwfPQ1jh2/fgb074Jv22aWwpybvLES6H8tv4AWRk5OHs5k59VQElxKfZudqhUKhwb2lfI59DQHhOz8me+Q18bQMblq6QmpOMb2ARTc/2uPzUhjcZtPAkd/RjNAnw4HXuOYa8PJP7QeQ5tjaP4ZrFe5Qkh/lnUanWVnnk6ODhgaGhY4a2Jv/6u/52joyMbNmygsLCQa9eu4ebmxuuvv463t3eFtPrEqcDA8oGP58+fvzfBU1EUJk2axPr169m1axdeXl76ZNfSaDTafnATExMCAgIqDCU+e/Ysnp7lrRd/f3+MjY2JiYlh8ODBAMTHx5OUlERQUBAAQUFB/Pvf/yYjIwMnp/LBMdHR0ajV6gqB+X7wat2Izw6/r21Z346Dux2ODe3JuHxV+yz0dg78fJT4Q+e5lnydZh19OPTLMdp2a1k++YKq8j8ZS0tKsVRbYGFtzrXUG1hYm+Pk4XDXc93OuPef1/ns+JQ9V5OvUVhQyNP/epJuTwdVq1whRN263xPDm5iY4O/vT0xMDAMGDADKY0NMTAwTJ068Y14zMzPc3d0pKSlh7dq1PPPMM9pj1YlTcXFxALi6ula5/noFz/DwcFatWsXGjRuxtrbWPku0sbHB3Lx8VpkRI0bg7u5OZGQkUP5csWPHjvj4+FBUVMTPP//M8uXLWbx4sbbcadOmMWTIEIKDg+nevTtRUVFs2rSJXbt2acsfM2YMERER2NnZoVarmTRpEkFBQXTq1AmAXr160bJlS55//nk++OAD0tLSmDVrFuHh4fesdXk3Vem69GrdqMpdpnE7TxB/6Dyzvp9K3K5TaDQK+Vn5Fbp4b8m4fJXFEcuY9cNUDA0NcXC7N4tOO7jb4+BescUrhHiI1MFi2BEREYwcOZKOHTvyyCOPMH/+fPLz8xk9ejRQMZ4cOHCA5ORk/Pz8SE5OZs6cOWg0GqZPn64t825xKiEhgVWrVtG3b1/s7e05fvw4U6dOJTg4mLZt7z5G5Ra9guetgBcSEqKzf+nSpYwaNQoon6jgr7Pc5Ofn8/LLL3PlyhXMzc3x9fVlxYoVDBny54LOAwcOZMmSJURGRjJ58mSaN2/O2rVr6dr1zxlrPvnkEwwMDBg8eDBFRUWEhoby2WefaY8bGhqyefNmXnrpJYKCgrC0tGTkyJHMnTtXn0t8YCmKgqGRAfauDfj0lW/QlGowtTDBUm2OufWfo8/iD53H0MiQJu29yLx8lS5PPiLzyQohHkhDhgwhMzOTt956i7S0NPz8/IiKitIOIvp7PCksLGTWrFlcuHABKysr+vbty/Lly3Ue590tTpmYmLB9+3ZtoPbw8GDw4MHMmjVLr7rX6D3Pf5r78U5VVXwfuZ4b6Tdw8XLC1duFxm08cHCz4+WOr2HdwIriwmKs7axxb+pCI193nny5N6v/byPn4xKxsrXCUm3OmMjhdVZ/IUTtuJ/vefb0mVLj9zy3J8yv89/P+0XeXq8D21fs4XxcIo8N60ozf92H02VlZezffJjzxxJp6u+Dla0FJcWlFOQUMPS1AeTeyOPC75e4npZF37E9tV3Dp/af5bf1B5n6xfgqj+4VQgitOui2fZhJ8LzPrqfd4FRsPD9/GYOJmTGF+UW0Df5zQNOZA+do4GSDX/fW5GXlk37pKgaGKhr5uhO9fA+m5ibM+nEqUd/sRO1grc03Z+008rPzMTIx0nsErRBCCP1I8LzPcm/kk3nlGiPffoaDvxxD0Si0DW5JSkIa30eup6S0FAtbC65euU7RzWLMLExAVR50LdUWtAtpxZYvtvPzl9vJzy4g93oeYyKfxcDAAEsby7q+PCHEQ6uma3JKy1PcQ44N7dGUaci5nodny4Y0atGQ/4R/xcWTSdg4qDGzNEVTqqFpBy8Sfr+EmbkJSfHJoJijaBS2L98DqvKp/XZ+vxdrO0suHL9EEz/d4dg3MrIxszTF3NLsNjURQoi/kG5bvchi2PfRqf1neWvA+1jaWNDA2Ybkc6lkZWRjaWtBt6c789izj2JiaszZowkk/nGZ/OwCugx8hMC+HWjfoy1ZV3Nxb+ZK1v8C4430LJ4M71MhcGZcvkpE8JssnrKsbi5UCPHw0Sg13+oRaXneRy07NePDmDnaz2UlZcT+dJhJi8YS+9NhjkT/jquXMw2cbdCUlaECvp39I6YWpjRs7sb7W2eRdCaZpyKeYNmbP/LWf1+ldRdfnXNoNBo2LPwFrzaePPdWxTU2hRBC1JwEzzp04rcz2LnaUpBTQPbVHCzU5hibGhF/MIF23Vvh3tQVqwaWWNlZknstn+/mrCEjKZP3tr7JpE/H4OZTcQqrTyd9wx+/nmLh/nmYWUiXrRCiihRN+VaT/PWIBM86FDqqO86Nnfh+3lp+23CIoTMGEvJMEGVlGho4qrmSkMaN9GxKS8tQNAr7Nx/ms8MfoFKpKgRORVH46rUVeLVpxNP/6ieBUwihH3nmqRd55lmHHBs5kHw2hSfG92LR4fewdVDj3bYxNo5qju06yc3cQlp2bkb/8N6o7a35988zK534XVEUDv5yjOTzqYS92BNXb+dKziaEEKK2yAxDf1GXMwydP5bIS/7TcWxoT++xj5FyPo3raVkkHk9iReKiKr27WVJcgrGJ8X2orRDifrivMwy5T8DIoAYzDGmK2J68pN7MMCQtzweEj19jvj23kGem92fdJ1soKSzFzceF0e8MvW3gTDyRRFZmtvazBE4hRLXd6ratyVaPyDPPOpZ8PpXMy9fIzy4g6XQyAyb3QdEorJu/mXe3vIFni4rr0F1NvsaxmBP0eO5RsjKyKylVCCHEvSTB8z66kZHNteTroIImfl788etpfvxgAyFDOuPk6YitkxpzSzMGTu5L/4m9dVenySng8399S9tuLdm+fA+nD5yjY28/7Fwa1OEVCSH+MRRqOGCo1mryUJBu23vsZt5N5r/0BSXFJWxavJUPRn3K3Kc+AiArM4esjGwcPew5ezCBslINZaVlADqBEyD9YiaPPduVg1t/x8DQgC9+/4gGTjb3/XqEEP9Q0m2rF2l53mO5N/K5fDqZy/EpmFub0apLczr28iPnWi4513PJvprLrh/2cTk+BQsbC8Je7FlpOd5tPVEUBefGTljaWKC2s640nRBCiHtPWp73mKWtBe17tKa0uJQLv1/imWn96TLgEVIvpJN4/BJpiRn8uu4AbYJb8Pa6aahUKgCKi0v4ZuYqrqZc15a184ffmBz0BsWFJXV1OUKIfyqNpuZbPSItz3vM0tqC7Mxc3nt+IU39vUm/mImFtTnNA5qwf/MRxr7/HEZGhgyY1EcbOAHmDPg/crPyMLcyZ+jrA9jw6S/88nUMwU8FYev4zx8GLoS4z2SSBL1Iy/M+6NinPQMn90Glgmk93mbz59FcTbnOyLeHMGRafwZPfQJDI0OdPL1f6E7SqSu06NSUkuJSjkb/zpMv9WbSp2MxMjbi6PbjdXQ1Qoh/JHnmqRcJnvfBj++vZ/fqWLoODKSBiw3ZmTl8P2/dHfMEPxVEj2cfZc9/96Mp0zBn/XSeGP+49niHnm3vdbWFEELchnTb3mOlpaUoGoWWXZuRlZFD9yFd6TuuJw2bu94176RFY8m8fJWcqzk4NXJEURRO7ounVefmOl28QghRYxqFGr1vIkuSidqUdyOfE3vPkHs9j75je/LSJ6OqnFelUuHUyFH7uSD3Jq7eThI4hRC1TlE0KDVYGaUmeR9GEjzvseyruXTo0YbWwS3o8dyjNSrLUm2BpdqilmomhBCiuiR43mMO7nZM+WI8rl6y0okQ4gGmKDXreq1nA4YkeN5j0loUQjwUlBo+86xnwVNG2wohhBB6kpanEEKI8hmCVDUY9CMDhoQQQtQ70m2rF+m2FUIIIfQkLU8hhBAoGg1KDbpt5T1PIYQQ9Y902+pFgqcQQojydzxVEjyrSp55CiGEEHqSlqcQQoj/tRxr8qpK/Wp5SvAUQgiBolFQatBtq9Sz4CndtkIIIYSeJHgKIYQonyGopls1LFq0iMaNG2NmZkZgYCAHDx68bdqSkhLmzp2Lj48PZmZmtGvXjqioKL3LLCwsJDw8HHt7e6ysrBg8eDDp6el61VuCpxBCiPJu2xpu+vrxxx+JiIhg9uzZHD16lHbt2hEaGkpGRkal6WfNmsXnn3/OwoULOXXqFBMmTGDgwIEcO3ZMrzKnTp3Kpk2bWLNmDbt37yYlJYVBgwbpVXeVUt86qu8gJycHGxsbsrOzUavVdV0dIUQ9dz9+k26dI0Q1ECOVcbXLKVVK2KWs16uugYGBBAQE8OmnnwKg0Wjw8PBg0qRJvP766xXSu7m5MXPmTMLDw7X7Bg8ejLm5OStWrKhSmdnZ2Tg6OrJq1SqeeuopAM6cOUOLFi2IjY2lU6dOVaq7DBj6i1t/R+Tk5NRxTYQQ4s/fovvRxilVimo0uXspJUDF309TU1NMTU0rpC8uLubIkSPMmDFDu8/AwICePXsSGxtb6TmKioowMzPT2Wdubs7evXurXOaRI0coKSmhZ8+e2jS+vr40atRIgmd15ebmAuDh4VHHNRFCiD/l5uZiY2NzT8o2MTHBxcWFvWk/17gsKyurCr+fs2fPZs6cORXSXr16lbKyMpydnXX2Ozs7c+bMmUrLDw0N5eOPPyY4OBgfHx9iYmJYt24dZWVlVS4zLS0NExMTbG1tK6RJS0ur8rVK8PwLNzc3Ll++jLW1NSqVqq6ro5WTk4OHhweXL1+W7uQqkPulH7lf+rmf90tRFHJzc3Fzc7tn5zAzMyMxMZHi4uIal6UoSoXfzspandW1YMECxo0bh6+vLyqVCh8fH0aPHs0333xTa+eoKgmef2FgYEDDhg3ruhq3pVar5cdND3K/9CP3Sz/3637dqxbnX5mZmVXoDr3XHBwcMDQ0rDDKNT09HRcXl0rzODo6smHDBgoLC7l27Rpubm68/vrreHt7V7lMFxcXiouLycrK0ml93um8lZHRtkIIIe47ExMT/P39iYmJ0e7TaDTExMQQFBR0x7xmZma4u7tTWlrK2rVr6d+/f5XL9Pf3x9jYWCdNfHw8SUlJdz3vX0nLUwghRJ2IiIhg5MiRdOzYkUceeYT58+eTn5/P6NGjARgxYgTu7u5ERkYCcODAAZKTk/Hz8yM5OZk5c+ag0WiYPn16lcu0sbFhzJgxREREYGdnh1qtZtKkSQQFBVV5sBBI8HwomJqaMnv27Fp9dvBPJvdLP3K/9CP3q/YMGTKEzMxM3nrrLdLS0vDz8yMqKko74CcpKQkDgz87SAsLC5k1axYXLlzAysqKvn37snz5cp3u17uVCfDJJ59gYGDA4MGDKSoqIjQ0lM8++0yvust7nkIIIYSe5JmnEEIIoScJnkIIIYSeJHgKIYQQepLgKYQQQuhJgqcQQgihJwmetSg3N5cpU6bg6emJubk5nTt35tChQ3fMs2vXLjp06ICpqSlNmjRh2bJlOsfnzJmDSqXS2Xx9fXXSjB8/Hh8fH8zNzXF0dKR///4V5ob8exkqlYoffvihVq67uurqft2iKAp9+vRBpVKxYcMGnWNJSUmEhYVhYWGBk5MT06ZNo7S0tCaXW2MP8v2S79efQkJCKqSZMGGCTpoH8fsl9CPvedaisWPHcuLECZYvX46bmxsrVqygZ8+enDp1Cnd39wrpExMTCQsLY8KECaxcuZKYmBjGjh2Lq6sroaGh2nStWrVi+/bt2s9GRrr/2/z9/Rk+fDiNGjXi+vXrzJkzh169epGYmIihoaE23dKlS+ndu7f2898nRr7f6up+3TJ//vxK5zAuKysjLCwMFxcX9u3bR2pqKiNGjMDY2Jh58+bVwpVXz4N6v26R79efxo0bx9y5c7WfLSwstP9+UL9fQk+KqBUFBQWKoaGhsnnzZp39HTp0UGbOnFlpnunTpyutWrXS2TdkyBAlNDRU+3n27NlKu3bt9KrL77//rgDK+fPntfsAZf369XqVcy/V9f06duyY4u7urqSmpla4Nz///LNiYGCgpKWlafctXrxYUavVSlFRURWurvY9yPdLUeT79VfdunVTXnnlldsefxC/X0J/0m1bS0pLSykrK7vjWnN/Fxsbq7OmHJQvufP3tezOnTuHm5sb3t7eDB8+nKSkpNvWIz8/n6VLl+Ll5VVhaaDw8HAcHBx45JFH+Oabb+7LGoG3U5f3q6CggGeffZZFixZVOhF0bGwsbdq00ZmRJDQ0lJycHE6ePKnXddaWB/l+3SLfrz+tXLkSBwcHWrduzYwZMygoKNA5z4P2/RL6k+BZS6ytrQkKCuKdd94hJSWFsrIyVqxYQWxsLKmpqZXmSUtLq3TduZycHG7evAmUr4q+bNkyoqKiWLx4MYmJiTz66KPatUdv+eyzz7CyssLKyopffvmF6OhoTExMtMfnzp3L6tWriY6OZvDgwbz88sssXLiwlu9C1dXl/Zo6dSqdO3fWTiZd1fPcOlYXHuT7BfL9+uv9evbZZ1mxYgU7d+5kxowZLF++nOeee+6u57l1TDwk6rrp+09y/vx5JTg4WAEUQ0NDJSAgQBk+fLji6+tbafqmTZsq8+bN09m3ZcsWBVAKCgoqzXPjxg1FrVYrX331lc7+rKws5ezZs8ru3buVfv36KR06dFBu3rx527q++eabSsOGDfW8wtpVF/dr48aNSpMmTZTc3FxtGv7W5Thu3DilV69eOuXk5+crgPLzzz9X51JrxYN6vypTX79flYmJidF5jPKgfr+EfqTlWYt8fHzYvXs3eXl5XL58mYMHD1JSUqJda+7vXFxcKl13Tq1WY25uXmkeW1tbmjVrxvnz53X229jY0LRpU4KDg/nvf//LmTNnWL9+/W3rGhgYyJUrVygqKtLzKmtPXdyvHTt2kJCQgK2tLUZGRtrBHoMHDyYkJOSO57l1rK48qPerMvX1+1WZwMBAAG2aB/X7JfQjwfMesLS0xNXVlRs3brB169bbdncFBQXprCkHEB0dfcc15fLy8khISMDV1fW2aRRFQVGUO/5wxcXF0aBBgwdiZYj7eb9ef/11jh8/TlxcnHaD8lUWli5dqj3PH3/8QUZGhs551Go1LVu2rMml1ooH7X5Vpr5+vypz657dSvOgf79EFdV10/efJCoqSvnll1+UCxcuKNu2bVPatWunBAYGKsXFxYqiKMrrr7+uPP/889r0Fy5cUCwsLJRp06Ypp0+fVhYtWqQYGhoqUVFR2jT/+te/lF27dimJiYnKb7/9pvTs2VNxcHBQMjIyFEVRlISEBGXevHnK4cOHlUuXLim//fab0q9fP8XOzk5JT09XFEVRfvrpJ+XLL79U/vjjD+XcuXPKZ599plhYWChvvfXWfbw7FdXF/aoMf+uGLC0tVVq3bq306tVLiYuLU6KiohRHR0dlxowZtX8T9PCg3i/5fv15v86fP6/MnTtXOXz4sJKYmKhs3LhR8fb2VoKDg7VlPKjfL6EfCZ616Mcff1S8vb0VExMTxcXFRQkPD1eysrK0x0eOHKl069ZNJ8/OnTsVPz8/xcTERPH29laWLl2qc3zIkCGKq6urYmJiori7uytDhgzReQUlOTlZ6dOnj+Lk5KQYGxsrDRs2VJ599lnlzJkz2jS//PKL4ufnp1hZWSmWlpZKu3btlCVLlihlZWX35D5UVV3cr8r8PRgoiqJcvHhR6dOnj2Jubq44ODgo//rXv5SSkpKaXG6NPaj3S75ff96vpKQkJTg4WLGzs1NMTU2VJk2aKNOmTVOys7N1ynkQv19CP7KepxBCCKEneeYphBBC6EmCpxBCCKEnCZ5CCCGEniR4CiGEEHqS4CmEEELoSYKnEEIIoScJnkIIIYSeJHgKIUQ17dmzh379+uHm5oZKpWLDhg16l6EoCh9++CHNmjXD1NQUd3d3/v3vf9d+ZUWtqnzJeCGEEHeVn59Pu3bteOGFFxg0aFC1ynjllVfYtm0bH374IW3atOH69etcv369lmsqapvMMCSEELVApVKxfv16BgwYoN1XVFTEzJkz+f7778nKyqJ169a8//772hVpTp8+Tdu2bTlx4gTNmzevm4qLapFuWyGEuEcmTpxIbGwsP/zwA8ePH+fpp5+md+/enDt3DoBNmzbh7e3N5s2b8fLyonHjxowdO1Zang8BCZ5CCHEPJCUlsXTpUtasWcOjjz6Kj48Pr776Kl27dtUu53bhwgUuXbrEmjVr+O6771i2bBlHjhzhqaeequPai7uRZ55CCHEP/PHHH5SVldGsWTOd/UVFRdjb2wOg0WgoKiriu+++06b7+uuv8ff3Jz4+XrpyH2ASPIUQ4h7Iy8vD0NCQI0eOYGhoqHPMysoKKF8g28jISCfAtmjRAihvuUrwfHBJ8BRCiHugffv2lJWVkZGRwaOPPlppmi5dulBaWkpCQgI+Pj4AnD17FgBPT8/7VlehPxltK4QQ1ZSXl8f58+eB8mD58ccf0717d+zs7GjUqBHPPfccv/32Gx999BHt27cnMzOTmJgY2rZtS1hYGBqNhoCAAKysrJg/fz4ajYbw8HDUajXbtm2r46sTdyLBUwghqmnXrl107969wv6RI0eybNkySkpKePfdd/nuu+9ITk7GwcGBTp068fbbb9OmTRsAUlJSmDRpEtu2bcPS0pI+ffrw0UcfYWdnd78vR+hBgqcQQgihJ3lVRQghhNCTBE8hhBBCTxI8hRBCCD1J8BRCCCH0JMFTCCGE0JMETyGEEEJPEjyFEEIIPUnwFEIIIfQkwVMIIYTQkwRPIYQQQk8SPIUQQgg9/T8VzWpWGeAX3gAAAABJRU5ErkJggg==\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "from shapely.geometry import Polygon\n", + "import numpy as np\n", + "import geopandas as gpd\n", + "\n", + "def extract_features_from_geodataframe(gdf):\n", + " features = []\n", + " for _, row in gdf.iterrows(): # gdf is expected to be a GeoDataFrame\n", + " geom = row['geometry']\n", + " if geom is not None:\n", + " if geom.geom_type == 'Polygon':\n", + " features.append({\n", + " 'area': geom.area,\n", + " 'length': geom.length\n", + " })\n", + " elif geom.geom_type == 'MultiPolygon':\n", + " features.append({\n", + " 'area': sum(poly.area for poly in geom),\n", + " 'length': sum(poly.length for poly in geom)\n", + " })\n", + " else:\n", + " features.append({\n", + " 'area': None,\n", + " 'length': None\n", + " })\n", + " else:\n", + " features.append({\n", + " 'area': None,\n", + " 'length': None\n", + " })\n", + " return pd.DataFrame(features)\n", + "\n", + "# Assuming 'valid_geometries' is a list of geometries\n", + "# Convert the list of geometries into a GeoDataFrame\n", + "valid_geometries_gdf = gpd.GeoDataFrame(geometry=valid_geometries)\n", + "\n", + "# Extract features again using the GeoDataFrame\n", + "features_df = extract_features_from_geodataframe(valid_geometries_gdf)\n", + "print(features_df.head)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "m9fGCVg6M9Yx", + "outputId": "9401811d-d7cc-48a5-bd18-76234b61f9be" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "print( built_up_area_df['Built_Up_Area_type'])" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "7oC68lG_SDbH", + "outputId": "14ee2c57-5392-4cc2-f973-c24d072c6954" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "0 1\n", + "1 1\n", + "2 1\n", + "3 1\n", + "4 1\n", + " ..\n", + "1307 1\n", + "1308 1\n", + "1309 1\n", + "1310 1\n", + "1311 1\n", + "Name: Built_Up_Area_type, Length: 1312, dtype: int64\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "from sklearn.model_selection import train_test_split\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.metrics import classification_report\n", + "from sklearn.impute import SimpleImputer # Import the SimpleImputer class\n", + "import geopandas as gpd\n", + "\n", + "# Assuming 'valid_geometries' is a list of geometries\n", + "# Convert the list of geometries into a GeoDataFrame\n", + "valid_geometries_gdf = gpd.GeoDataFrame(geometry=valid_geometries)\n", + "\n", + "# Ensure that built_up_area_df and valid_geometries_gdf have the same number of rows\n", + "built_up_area_df = built_up_area_df.iloc[:len(valid_geometries_gdf)]\n", + "\n", + "# Extract features again using the GeoDataFrame\n", + "features_df = extract_features_from_geodataframe(valid_geometries_gdf)\n", + "\n", + "# Prepare data for training (assuming features_df contains your features and labels)\n", + "X = features_df[['area', 'length']] # Features\n", + "y = built_up_area_df['Built_Up_Area_type'] # Labels\n", + "\n", + "# Split data\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.3, random_state=42)\n", + "\n", + "# Impute missing values with the mean\n", + "imputer = SimpleImputer(strategy='mean') # Create an instance of SimpleImputer\n", + "X_train = imputer.fit_transform(X_train) # Fit and transform on the training data\n", + "X_test = imputer.transform(X_test) # Transform the test data using the same imputer\n", + "\n", + "# Train model\n", + "model = RandomForestClassifier(n_estimators=100, random_state=42)\n", + "model.fit(X_train, y_train)\n", + "\n", + "# Predict and evaluate\n", + "y_pred = model.predict(X_test)\n", + "print(classification_report(y_test, y_pred))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "m5YyKMIlM9WZ", + "outputId": "88de440e-bfaa-4d92-e493-9da39ca64a87" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + " precision recall f1-score support\n", + "\n", + " 1 1.00 1.00 1.00 392\n", + "\n", + " accuracy 1.00 392\n", + " macro avg 1.00 1.00 1.00 392\n", + "weighted avg 1.00 1.00 1.00 392\n", + "\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import joblib\n", + "\n", + "# Save the model\n", + "joblib.dump(model, 'feature_extraction_model.pkl')\n", + "\n", + "# Load the model\n", + "loaded_model = joblib.load('feature_extraction_model.pkl')\n", + "\n", + "# Make predictions\n", + "new_data = pd.DataFrame({'area': [1000], 'length': [50]})\n", + "predictions = loaded_model.predict(new_data)\n", + "print(predictions)\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "gi5hD6riM9MJ", + "outputId": "8cce60cc-fc09-4593-fa9c-232ec25a2a3c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "[1]\n" + ] + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.10/dist-packages/sklearn/base.py:458: UserWarning: X has feature names, but RandomForestClassifier was fitted without feature names\n", + " warnings.warn(\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "from shapely.geometry import Polygon\n", + "import pandas as pd\n", + "\n", + "def compute_shape_metrics(geom):\n", + " if isinstance(geom, Polygon):\n", + " area = geom.area\n", + " length = geom.length\n", + " compactness = 4 * np.pi * area / (length ** 2) if length != 0 else 0\n", + " return area, length, compactness\n", + " return None, None, None\n", + "\n", + "\n", + "def extract_features_from_geodataframe(gdf):\n", + " features = []\n", + " for _, row in gdf.iterrows(): # gdf is expected to be a GeoDataFrame\n", + " geom = row['geometry']\n", + " if geom is not None:\n", + " if geom.geom_type == 'Polygon':\n", + " features.append({\n", + " 'area': geom.area,\n", + " 'length': geom.length,\n", + " 'compactness': compute_shape_metrics(geom)[2]\n", + " })\n", + " elif geom.geom_type == 'MultiPolygon':\n", + " features.append({\n", + " 'area': sum(poly.area for poly in geom),\n", + " 'length': sum(poly.length for poly in geom),\n", + " 'compactness': compute_shape_metrics(geom)[2]\n", + " })\n", + " else:\n", + " features.append({\n", + " 'area': None,\n", + " 'length': None,\n", + " 'compactness': None\n", + " })\n", + " else:\n", + " features.append({\n", + " 'area': None,\n", + " 'length': None,\n", + " 'compactness': None\n", + " })\n", + " return pd.DataFrame(features)\n", + "\n", + "# Compute shape metrics for Built-Up Area Type\n", + "\n", + "# Assuming 'valid_geometries' is a list of geometries\n", + "# Convert the list of geometries into a GeoDataFrame\n", + "valid_geometries_gdf = gpd.GeoDataFrame(geometry=valid_geometries)\n", + "\n", + "# Extract features again using the GeoDataFrame\n", + "features_df = extract_features_from_geodataframe(valid_geometries_gdf)\n", + "print(features_df.head)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "WazbEHpTUw9e", + "outputId": "fd5810a9-c5a1-43e9-ff14-adc13be9b234" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "from shapely.ops import nearest_points\n", + "\n", + "def compute_distance_between_features(gdf1, gdf2):\n", + " distances = []\n", + " for _, row1 in gdf1.iterrows():\n", + " geom1 = row1['geometry']\n", + " min_distance = min(geom1.distance(row2['geometry']) for _, row2 in gdf2.iterrows())\n", + " distances.append(min_distance)\n", + " return distances\n", + "\n", + "# Example: Distance from Built-Up Areas to Roads\n", + "distances_to_roads = compute_distance_between_features(built_up_area_df, gdb_layers['Road'])\n", + "built_up_area_df['distance_to_road'] = distances_to_roads\n", + "print(built_up_area_df[['Built_Up_Area_type', 'distance_to_road']])\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "d6OfFiqEWBs4", + "outputId": "d1294514-f14e-489c-d789-9d9c1ab0f298" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.10/dist-packages/shapely/measurement.py:72: RuntimeWarning: invalid value encountered in distance\n", + " return lib.distance(a, b, **kwargs)\n" + ] + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + " Built_Up_Area_type distance_to_road\n", + "0 1 21.042244\n", + "1 1 21.964747\n", + "2 1 5.701877\n", + "3 1 9.340278\n", + "4 1 37.125983\n", + "... ... ...\n", + "1301 1 10.206596\n", + "1302 1 0.155859\n", + "1303 1 4.285330\n", + "1304 1 0.741521\n", + "1305 1 13.570509\n", + "\n", + "[1306 rows x 2 columns]\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Plot Built-Up Areas and Roads\n", + "fig, ax = plt.subplots(figsize=(10, 10))\n", + "\n", + "# Plot built-up areas\n", + "built_up_area_df.plot(ax=ax, color='blue', alpha=0.5, label='Built-Up Areas')\n", + "\n", + "# Plot roads\n", + "gdb_layers['Road'].plot(ax=ax, color='red', alpha=0.5, label='Roads')\n", + "\n", + "plt.legend()\n", + "plt.title('Built-Up Areas and Roads')\n", + "plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 889 + }, + "id": "5g3Vq0BZWNvp", + "outputId": "815c8c50-a1b7-4d18-f45b-7f6acdc8eb86" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + ":12: UserWarning: Legend does not support handles for PatchCollection instances.\n", + "See: https://matplotlib.org/stable/tutorials/intermediate/legend_guide.html#implementing-a-custom-legend-handler\n", + " plt.legend()\n", + "WARNING:matplotlib.legend:No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "from sklearn.model_selection import GridSearchCV\n", + "\n", + "# Define parameter grid\n", + "param_grid = {\n", + " 'n_estimators': [50, 100, 200],\n", + " 'max_depth': [None, 10, 20, 30],\n", + " 'min_samples_split': [2, 5, 10]\n", + "}\n", + "\n", + "# Initialize GridSearchCV\n", + "grid_search = GridSearchCV(estimator=RandomForestClassifier(random_state=42), param_grid=param_grid, cv=5, n_jobs=-1, verbose=2)\n", + "\n", + "# Fit the model\n", + "grid_search.fit(X_train, y_train)\n", + "\n", + "# Best parameters and score\n", + "print(f\"Best parameters: {grid_search.best_params_}\")\n", + "print(f\"Best score: {grid_search.best_score_}\")\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "APCy0zT6WUym", + "outputId": "7c5ee7f4-dca2-4d1f-ec60-b1db1e7a8e7f" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Fitting 5 folds for each of 36 candidates, totalling 180 fits\n" + ] + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.10/dist-packages/joblib/externals/loky/backend/fork_exec.py:38: RuntimeWarning: os.fork() was called. os.fork() is incompatible with multithreaded code, and JAX is multithreaded, so this will likely lead to a deadlock.\n", + " pid = os.fork()\n", + "/usr/local/lib/python3.10/dist-packages/joblib/externals/loky/backend/fork_exec.py:38: RuntimeWarning: os.fork() was called. os.fork() is incompatible with multithreaded code, and JAX is multithreaded, so this will likely lead to a deadlock.\n", + " pid = os.fork()\n" + ] + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Best parameters: {'max_depth': None, 'min_samples_split': 2, 'n_estimators': 50}\n", + "Best score: 1.0\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# prompt: predict\n", + "\n", + "# Assuming you have loaded your trained model (loaded_model) and have new data (new_data)\n", + "# Make predictions using the loaded model\n", + "y_pred = loaded_model.predict(X_test)\n", + "\n", + "# Print the predictions\n", + "print(y_pred)\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "qTxPkdTaWmqb", + "outputId": "98a1e54b-f580-43e5-9848-800b126a6183" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "[1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", + " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1]\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.impute import SimpleImputer\n", + "\n", + "# Prepare data (features and labels)\n", + "features = features_df[['area', 'length', 'compactness']]\n", + "labels = built_up_area_df['Built_Up_Area_type']\n", + "\n", + "# Impute missing values using the mean\n", + "imputer = SimpleImputer(strategy='mean')\n", + "features_imputed = imputer.fit_transform(features)\n", + "\n", + "# Train model\n", + "model = RandomForestClassifier(n_estimators=100, random_state=42)\n", + "model.fit(features_imputed, labels)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 75 + }, + "id": "bJk2zbVBXTjF", + "outputId": "650eb4b9-ad93-4bad-bf95-327c5cfd45de" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "RandomForestClassifier(random_state=42)" + ], + "text/html": [ + "
RandomForestClassifier(random_state=42)
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" + ] + }, + "metadata": {}, + "execution_count": 163 + } + ] + }, + { + "cell_type": "code", + "source": [ + "# prompt: predict\n", + "\n", + "# Assuming you have new data in a DataFrame called 'new_data' with the same columns as your training data\n", + "new_data = pd.DataFrame({'area': [1000], 'length': [50], 'compactness': [0.8]}) # Replace with your actual new data\n", + "\n", + "# Impute missing values in new data using the same imputer used for training\n", + "new_data_imputed = imputer.transform(new_data)\n", + "\n", + "# Make predictions using the trained model\n", + "predictions = model.predict(new_data_imputed)\n", + "\n", + "# Print the predictions\n", + "print(predictions)\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "AB3UMrrMYHzQ", + "outputId": "33685a87-f059-4b22-aab5-9439441b02c2" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "[1]\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Visualize roads\n", + "gdb_layers['Road'].plot(color='red')\n", + "plt.title('Road Features')\n", + "plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 470 + }, + "id": "EH4yqpdIYMZU", + "outputId": "a1f3f5ba-cba6-47be-ea5f-1ed1874d8945" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Extract water body data\n", + "water_body_df = gdb_layers['Water_Body']\n", + "\n", + "# Visualize water bodies\n", + "water_body_df.plot(color='blue')\n", + "plt.title('Water Bodies')\n", + "plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 470 + }, + "id": "LpQGsOSWYTXq", + "outputId": "5aa6ccbb-976b-49e3-a4b1-2933ec52ab45" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "LOAD AND EXPLORE DATA" + ], + "metadata": { + "id": "bojVKPvvKSKP" + } + }, + { + "cell_type": "code", + "source": [ + "!unzip /content/Chhattisgarh_2.zip" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "de1AFQE5KZbb", + "outputId": "fe6aa74b-c454-44e2-b2fd-83e17f05c1b0" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Archive: /content/Chhattisgarh_2.zip\n", + " creating: Chhattisgarh_2/\n", + " creating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/\n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.TablesByName.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000002.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000002.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000003.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000003.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000003.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.CatItemsByPhysicalName.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.CatItemsByType.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.FDO_UUID.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.horizon \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.CatItemTypesByName.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.CatItemTypesByParentTypeID.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.CatItemTypesByUUID.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.CatRelsByDestinationID.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.CatRelsByOriginID.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.CatRelsByType.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.FDO_UUID.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByBackwardLabel.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByDestItemTypeID.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByForwardLabel.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByName.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByOriginItemTypeID.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByUUID.atx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.freelist \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.gdbindexes \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.gdbtable \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.gdbtablx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.spx \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/gdb \n", + " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/timestamps \n", + " creating: Chhattisgarh_2/ecw/\n", + " inflating: Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw \n", + " inflating: Chhattisgarh_2/ecw/443193_amora-orthomosaic.ecw \n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "!pip install geopandas\n", + "!pip install rasterio\n", + "!pip install matplotlib" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "nEwlq7UMLW0j", + "outputId": "034d1c43-6b93-41a1-c095-886569fc6a9b" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Requirement already satisfied: geopandas in /usr/local/lib/python3.10/dist-packages (1.0.1)\n", + "Requirement already satisfied: numpy>=1.22 in /usr/local/lib/python3.10/dist-packages (from geopandas) (1.26.4)\n", + "Requirement already satisfied: pyogrio>=0.7.2 in /usr/local/lib/python3.10/dist-packages (from geopandas) (0.9.0)\n", + "Requirement already satisfied: packaging in /usr/local/lib/python3.10/dist-packages (from geopandas) (24.1)\n", + "Requirement already satisfied: pandas>=1.4.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (2.1.4)\n", + "Requirement already satisfied: pyproj>=3.3.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (3.6.1)\n", + "Requirement already satisfied: shapely>=2.0.0 in 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], + "metadata": { + "id": "LbNmY88XYXOy", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 976 + }, + "outputId": "4e3251fb-868d-4b82-c57b-bd93a2ef2f72" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "{'driver': 'GTiff', 'dtype': 'uint8', 'nodata': None, 'width': 6024, 'height': 6024, 'count': 4, 'crs': CRS.from_epsg(3857), 'transform': Affine(0.34197814215834615, 0.0, 9054574.883985465,\n", + " 0.0, -0.4917197014201307, 2364359.779740103)}\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import rasterio\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Path to your TIF file\n", + "tif_path = '/content/Chhattisgarh_2/ecw/amora.tif'\n", + "\n", + "# Open and read the TIF file\n", + "with rasterio.open(tif_path) as src:\n", + " raster_data = src.read(1) # Read the first band (for grayscale)\n", + "\n", + " # Plot the raster data\n", + " plt.imshow(raster_data, cmap='gray')\n", + " plt.title(\"TIF File - Orthophoto\")\n", + " plt.colorbar()\n", + " plt.show()\n", + "\n", + "# Print metadata of the TIF file\n", + "print(\"TIF Metadata:\", src.meta)\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 507 + }, + "id": "tfaVTDRgL58W", + "outputId": "f6dabdaf-4dbb-40a6-ea34-66d41a41d631" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "TIF Metadata: {'driver': 'GTiff', 'dtype': 'uint8', 'nodata': None, 'width': 6024, 'height': 6024, 'count': 4, 'crs': CRS.from_epsg(3857), 'transform': Affine(0.09800053423354793, 0.0, 9053292.340404801,\n", + " 0.0, -0.07408011965212802, 2360171.2238276075)}\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "from osgeo import ogr\n", + "\n", + "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", + "\n", + "# Open the GDB file\n", + "driver = ogr.GetDriverByName(\"OpenFileGDB\")\n", + "gdb = driver.Open(gdb_path, 0) # 0 means read-only, 1 means read-write\n", + "\n", + "if gdb is None:\n", + " print(\"Could not open GDB\")\n", + "else:\n", + " # List the available layers\n", + " print(\"Available layers:\")\n", + " for i in range(gdb.GetLayerCount()):\n", + " layer = gdb.GetLayerByIndex(i)\n", + " print(layer.GetName())\n", + "\n", + " # Load a specific layer by name\n", + " buildings_layer = gdb.GetLayerByName(\"Built_Up_Area_type\")\n", + "\n", + " # Print some features from the layer\n", + " for feature in buildings_layer:\n", + " print(feature.GetField(\"Built_Up_Area_type\")) # Example: Print the \"Built_Up_Area_type\" field\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "QW95F3voMIIM", + "outputId": "7f6237e1-bafe-4486-f5d3-8e510ff3cb0e" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Available layers:\n", + "Built_Up_Area_type\n", + "Water_Body\n", + "Waterbody_Point\n", + "Railway\n", + "Bridge\n", + "Utility\n", + "Road_Centre_Line\n", + "Road\n", + "Water_Body_Line\n", + "Road_line\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + 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+ "\n", + "# Load the Built-Up Area layer\n", + "built_up_layer = gpd.read_file(gdb_path, layer='Built_Up_Area_type')\n", + "\n", + "# Load the Roads layer\n", + "road_layer = gpd.read_file(gdb_path, layer='Road')\n", + "\n", + "# Load the Water Bodies layer\n", + "water_body_layer = gpd.read_file(gdb_path, layer='Water_Body')\n", + "\n", + "# Print sample data\n", + "print(\"Built-Up Area Layer:\")\n", + "print(built_up_layer.head())\n", + "\n", + "print(\"\\nRoad Layer:\")\n", + "print(road_layer.head())\n", + "\n", + "print(\"\\nWater Body Layer:\")\n", + "print(water_body_layer.head())\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "jyVt5dcuM5NY", + "outputId": "c19b1477-5b9b-4e50-93e8-a0aa0809e300" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Built-Up Area Layer:\n", + " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", + "0 None 22 719 719 3629 \n", + "1 None 22 719 719 3629 \n", + "2 None 22 719 719 3629 \n", + "3 None 22 719 719 3629 \n", + "4 None 22 719 719 3629 \n", + "\n", + " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", + "0 443193 443193 1 AMORA ... 10.126829 \n", + "1 443193 443193 1 AMORA ... 10.691340 \n", + "2 443193 443193 1 AMORA ... 8.892256 \n", + "3 443193 443193 1 AMORA ... 142.584709 \n", + "4 443193 443193 1 AMORA ... 4.850011 \n", + "\n", + " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", + "0 2.0 1.0 14.045159 11.636509 124051 \n", + "1 1.0 1.0 14.056312 12.284951 124051 \n", + "2 3.0 1.0 13.067136 10.217631 124051 \n", + "3 1.0 1.0 53.254274 163.837765 124051 \n", + "4 1.0 1.0 12.190856 5.573026 124051 \n", + "\n", + " GP_Name geometry \n", + "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", + "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", + "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", + "3 AMORA MULTIPOLYGON (((9053849.49 2360078.102, 905385... \n", + "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", + "\n", + "[5 rows x 25 columns]\n", + "\n", + "Road Layer:\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443193 \n", + "1 None 22 719 3321 3629 443193 \n", + "2 None 22 719 3321 3629 443193 \n", + "3 None 22 719 3321 3629 443193 \n", + "4 None 22 719 3321 3629 443193 \n", + "\n", + " LGD_Code Village_Name Name Road_type ... Width Pavement Status Built_On \\\n", + "0 443193 AMORA 6 ... 0.0 \n", + "1 443193 AMORA 6 ... 0.0 \n", + "2 443193 AMORA 7 ... 0.0 \n", + "3 443193 AMORA 8 ... 0.0 \n", + "4 443193 AMORA 6 ... 0.0 \n", + "\n", + " Carriageway Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", + "0 122.022065 176.570339 \n", + "1 223.955282 224.613415 \n", + "2 57.225141 26.484782 \n", + "3 33.204119 7.391557 \n", + "4 28.987901 26.673718 \n", + "\n", + " geometry \n", + "0 MULTIPOLYGON (((9053732.714 2360061.654, 90537... \n", + "1 MULTIPOLYGON (((9053637.416 2360032.209, 90536... \n", + "2 MULTIPOLYGON (((9053520.894 2360121.515, 90535... \n", + "3 MULTIPOLYGON (((9053492.079 2360110.829, 90534... \n", + "4 MULTIPOLYGON (((9053637.774 2360028.607, 90536... \n", + "\n", + "[5 rows x 21 columns]\n", + "\n", + "Water Body Layer:\n", + " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", + "0 None 22 719 3321 3629 443192 \n", + "1 None 22 719 3321 3629 443192 \n", + "2 None 22 719 3321 3629 443192 \n", + "3 None 22 719 3321 3629 443192 \n", + "4 None 22 719 3321 3629 443192 \n", + "\n", + " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", + "0 443192 Godri 5 None 0 \n", + "1 443192 Godri 5 None 0 \n", + "2 443192 Godri 5 None 0 \n", + "3 443192 Godri 5 None 0 \n", + "4 443192 Godri 2 None 0 \n", + "\n", + " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", + "0 31247.267116 723.415016 31247.267116 \n", + "1 5406.106820 276.738995 5406.106820 \n", + "2 774.955605 102.848755 774.955605 \n", + "3 639.451058 115.385743 639.451058 \n", + "4 16725.015373 1837.959504 16725.015373 \n", + "\n", + " geometry \n", + "0 MULTIPOLYGON (((9054766.515 2361926.414, 90547... \n", + "1 MULTIPOLYGON (((9054799.171 2361576.527, 90547... \n", + "2 MULTIPOLYGON (((9054880.174 2361687.302, 90548... \n", + "3 MULTIPOLYGON (((9055108.878 2361872.111, 90551... \n", + "4 MULTIPOLYGON (((9054664.03 2361437.181, 905466... \n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import rasterio\n", + "from rasterio.plot import show\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Load the TIF file (replace with your actual file path)\n", + "tif_path = '/content/Chhattisgarh_2/ecw/amora.tif'\n", + "with rasterio.open(tif_path) as src:\n", + " fig, ax = plt.subplots(figsize=(10, 10))\n", + " show(src, ax=ax)\n", + "\n", + " # Plot the building footprints on top of the TIF image\n", + " built_up_layer.plot(ax=ax, facecolor='none', edgecolor='red', linewidth=0.8, label='Built-Up Area')\n", + "\n", + " # Plot the roads\n", + " road_layer.plot(ax=ax, edgecolor='blue', linewidth=0.8, label='Roads')\n", + "\n", + " # Plot the water bodies\n", + " water_body_layer.plot(ax=ax, facecolor='none', edgecolor='green', linewidth=0.8, label='Water Bodies')\n", + "\n", + " plt.legend()\n", + " plt.show()\n", + "\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 953 + }, + "id": "6x9SKo2fNZ4R", + "outputId": "d4255ec9-f59a-4884-82a0-74b2f0e12228" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + ":20: UserWarning: Legend does not support handles for PatchCollection instances.\n", + "See: https://matplotlib.org/stable/tutorials/intermediate/legend_guide.html#implementing-a-custom-legend-handler\n", + " plt.legend()\n", + "WARNING:matplotlib.legend:No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "import rasterio\n", + "from rasterio.plot import show\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Paths to your TIF files\n", + "tif_path_1 = '/content/Chhattisgarh_2/ecw/amora.tif'\n", + "tif_path_2 = '/content/Chhattisgarh_2/ecw/godri.tif'\n", + "\n", + "# Load and visualize the first TIF file\n", + "with rasterio.open(tif_path_1) as src:\n", + " fig, ax = plt.subplots(figsize=(10, 10))\n", + " show(src, ax=ax)\n", + "\n", + " # Overlay built-up areas from GDB on the TIF image\n", + " built_up_layer.plot(ax=ax, facecolor='none', edgecolor='red', linewidth=0.8, label='Built-Up Area')\n", + "\n", + " # Overlay roads\n", + " road_layer.plot(ax=ax, edgecolor='blue', linewidth=0.8, label='Roads')\n", + "\n", + " # Overlay water bodies\n", + " water_body_layer.plot(ax=ax, facecolor='none', edgecolor='green', linewidth=0.8, label='Water Bodies')\n", + "\n", + " plt.legend()\n", + " plt.title(\"Orthophoto 1 with Overlayed Features\")\n", + " plt.show()\n", + "\n", + "# Repeat for the second TIF file\n", + "with rasterio.open(tif_path_2) as src:\n", + " fig, ax = plt.subplots(figsize=(10, 10))\n", + " show(src, ax=ax)\n", + "\n", + " # Overlay built-up areas from GDB on the TIF image\n", + " built_up_layer.plot(ax=ax, facecolor='none', edgecolor='red', linewidth=0.8, label='Built-Up Area')\n", + "\n", + " # Overlay roads\n", + " road_layer.plot(ax=ax, edgecolor='blue', linewidth=0.8, label='Roads')\n", + "\n", + " # Overlay water bodies\n", + " water_body_layer.plot(ax=ax, facecolor='none', edgecolor='green', linewidth=0.8, label='Water Bodies')\n", + "\n", + " plt.legend()\n", + " plt.title(\"Orthophoto 2 with Overlayed Features\")\n", + " plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "RSfOwlTNOprQ", + "outputId": "237a85d5-ae13-43a7-ae37-f107dee583ee" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + ":23: UserWarning: Legend does not support handles for PatchCollection instances.\n", + "See: https://matplotlib.org/stable/tutorials/intermediate/legend_guide.html#implementing-a-custom-legend-handler\n", + " plt.legend()\n", + "WARNING:matplotlib.legend:No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + ":41: UserWarning: Legend does not support handles for PatchCollection instances.\n", + "See: https://matplotlib.org/stable/tutorials/intermediate/legend_guide.html#implementing-a-custom-legend-handler\n", + " plt.legend()\n", + "WARNING:matplotlib.legend:No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "from PIL import Image\n", + "import rasterio\n", + "import numpy as np\n", + "\n", + "def resize_image(image_array, target_size):\n", + " image = Image.fromarray(image_array)\n", + " image_resized = image.resize(target_size)\n", + " return np.array(image_resized)\n", + "\n", + "# Open the raster file and read the data\n", + "with rasterio.open(tif_path_1) as src:\n", + " image_array = src.read(1)\n", + "\n", + "# Resize to (256, 256)\n", + "target_size = (256, 256)\n", + "resized_image = resize_image(image_array, target_size)\n", + "\n", + "print(\"Resized image shape:\", resized_image.shape)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "9wg2NJgHVg3h", + "outputId": "a54d9773-b37f-4a2b-bbb1-d4583311294d" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Resized image shape: (256, 256)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "from rasterio.features import rasterize\n", + "import numpy as np\n", + "\n", + "# Define a function to rasterize the vector data\n", + "def rasterize_layer(layer, out_shape, transform, fill=0, dtype='uint8'):\n", + " # Rasterize the vector data\n", + " rasterized = rasterize(\n", + " ((geom, value) for geom, value in zip(layer.geometry, layer['value'])),\n", + " out_shape=out_shape,\n", + " transform=transform,\n", + " fill=fill,\n", + " dtype=dtype\n", + " )\n", + " return rasterized\n", + "\n", + "# Load the TIF file to get metadata\n", + "with rasterio.open(tif_path_1) as src:\n", + " transform = src.transform\n", + " out_shape = src.shape\n", + "\n", + " # Example: Rasterize Built-Up Area layer\n", + " built_up_layer['value'] = 1 # Assign a value for built-up areas\n", + " built_up_raster = rasterize_layer(built_up_layer, out_shape, transform)\n", + "\n", + " # Example: Rasterize Roads layer\n", + " road_layer['value'] = 2 # Assign a value for roads\n", + " road_raster = rasterize_layer(road_layer, out_shape, transform)\n", + "\n", + " # Example: Rasterize Water Bodies layer\n", + " water_body_layer['value'] = 3 # Assign a value for water bodies\n", + " water_body_raster = rasterize_layer(water_body_layer, out_shape, transform)\n", + "\n", + "# Save rasters to files (if needed)\n", + "with rasterio.open('built_up_raster.tif', 'w', driver='GTiff', height=out_shape[0], width=out_shape[1], count=1, dtype='uint8', crs=src.crs, transform=transform) as dst:\n", + " dst.write(built_up_raster, 1)\n", + "\n", + "with rasterio.open('road_raster.tif', 'w', driver='GTiff', height=out_shape[0], width=out_shape[1], count=1, dtype='uint8', crs=src.crs, transform=transform) as dst:\n", + " dst.write(road_raster, 1)\n", + "\n", + "with rasterio.open('water_body_raster.tif', 'w', driver='GTiff', height=out_shape[0], width=out_shape[1], count=1, dtype='uint8', crs=src.crs, transform=transform) as dst:\n", + " dst.write(water_body_raster, 1)\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "S36HVYzjSXSK", + "outputId": "52935b24-1378-4a6c-ff55-84456459835d" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 60 will not be rasterized.\n", + " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", + "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 156 will not be rasterized.\n", + " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", + "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 485 will not be rasterized.\n", + " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", + "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 486 will not be rasterized.\n", + " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", + "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 643 will not be rasterized.\n", + " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", + "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 1110 will not be rasterized.\n", + " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# prompt: plot raster\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import rasterio\n", + "from rasterio.plot import show\n", + "\n", + "# Path to your raster file\n", + "raster_path = 'built_up_raster.tif' # Replace with the actual path\n", + "\n", + "# Open the raster file\n", + "with rasterio.open(raster_path) as src:\n", + " raster_data = src.read(1) # Read the first band\n", + "\n", + " # Plot the raster data\n", + " plt.imshow(raster_data, cmap='viridis') # You can choose a different colormap\n", + " plt.colorbar()\n", + " plt.title('Rasterized Built-Up Area')\n", + " plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 452 + }, + "id": "4OhCVE2-SeHM", + "outputId": "cb1a0869-efa9-4b76-d847-5f62031e11bf" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "# prompt: plot raster\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import rasterio\n", + "from rasterio.plot import show\n", + "\n", + "# Path to your raster file\n", + "raster_path = 'road_raster.tif' # Replace with the actual path\n", + "\n", + "# Open the raster file\n", + "with rasterio.open(raster_path) as src:\n", + " raster_data = src.read(1) # Read the first band\n", + "\n", + " # Plot the raster data\n", + " plt.imshow(raster_data, cmap='viridis') # You can choose a different colormap\n", + " plt.colorbar()\n", + " plt.title('Rasterized Road')\n", + " plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 452 + }, + "id": "G6hjYkAGTBSt", + "outputId": "f76a69d2-efdb-4154-a961-98063961a72d" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "# prompt: plot raster\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import rasterio\n", + "from rasterio.plot import show\n", + "\n", + "# Path to your raster file\n", + "raster_path = 'water_body_raster.tif' # Replace with the actual path\n", + "\n", + "# Open the raster file\n", + "with rasterio.open(raster_path) as src:\n", + " raster_data = src.read(1) # Read the first band\n", + "\n", + " # Plot the raster data\n", + " plt.imshow(raster_data, cmap='viridis') # You can choose a different colormap\n", + " plt.colorbar()\n", + " plt.title('Rasterized water body')\n", + " plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 452 + }, + "id": "u32A2XvhTQ8E", + "outputId": "f4f08f1e-8ab5-49f5-84c2-5c9377238793" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "import numpy as np\n", + "import rasterio\n", + "\n", + "def load_raster_as_array(filepath):\n", + " with rasterio.open(filepath) as src:\n", + " array = src.read(1) # Read the first band\n", + " return array\n", + "\n", + "# Load orthophoto and rasterized labels\n", + "image_array = load_raster_as_array('/content/Chhattisgarh_2/ecw/amora.tif')\n", + "built_up_array = load_raster_as_array('/content/built_up_raster.tif')\n", + "road_array = load_raster_as_array('/content/road_raster.tif')\n", + "water_body_array = load_raster_as_array('/content/water_body_raster.tif')\n", + "\n", + "\n", + "# Create a multi-class label array\n", + "# Here we assume 3 classes: 0 for background, 1 for built-up, 2 for road, 3 for water\n", + "labels = np.stack([built_up_array, road_array, water_body_array], axis=-1)\n", + "\n", + "# Combine the image and label arrays\n", + "# For training, you might want to have separate arrays for images and labels\n", + "X = np.expand_dims(image_array, axis=-1) # Add channel dimension\n", + "y = np.argmax(labels, axis=-1) # Use one-hot encoding for labels\n", + "\n", + "# Reshape the arrays if necessary, for example to 256x256 tiles\n", + "def reshape_data(array, tile_size=256):\n", + " if len(array.shape) == 3: # Check if array has 3 dimensions\n", + " height, width, channels = array.shape\n", + " new_height = (height // tile_size) * tile_size\n", + " new_width = (width // tile_size) * tile_size\n", + " array = array[:new_height, :new_width, :] # Include the channel dimension during slicing!\n", + " return array.reshape(new_height // tile_size, tile_size, new_width // tile_size, tile_size, channels)\n", + "\n", + " elif len(array.shape) == 2: # Check if array has 2 dimensions\n", + " height, width = array.shape\n", + " new_height = (height // tile_size) * tile_size\n", + " new_width = (width // tile_size) * tile_size\n", + " array = array[:new_height, :new_width]\n", + " # Ensure the output shape is (height // tile_size, tile_size, width // tile_size, tile_size, 1)!\n", + " return array.reshape(new_height // tile_size, tile_size, new_width // tile_size, tile_size, 1)\n", + "\n", + " else:\n", + " return array # Return original array if it has less or more than 2 or 3 dimensions\n", + "\n", + "X = reshape_data(X)\n", + "y = reshape_data(y)\n", + "X = X.reshape(-1, 256, 256, 1)\n", + "y = y.reshape(-1, 256, 256)\n", + "\n", + "# Split data into training and validation sets\n", + "from sklearn.model_selection import train_test_split\n", + "\n", + "X_train, X_val, y_train, y_val = train_test_split(X, y, test_size=0.2, random_state=42)\n", + "\n", + "print(X_train.shape)\n", + "print(y_train.shape)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "3AIfswEOj8NQ", + "outputId": "5dc3eac9-3c34-4614-875b-b17adc3edc78" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "(423, 256, 256, 1)\n", + "(423, 256, 256)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import tensorflow as tf\n", + "from tensorflow.keras import layers, models\n", + "\n", + "# Use this to enable eager execution if necessary\n", + "# tf.config.run_functions_eagerly(True)\n", + "\n", + "def unet_model(input_shape):\n", + " inputs = layers.Input(input_shape)\n", + "\n", + " # Encoding path\n", + " c1 = layers.Conv2D(64, (3, 3), activation='relu', padding='same')(inputs)\n", + " c1 = layers.Conv2D(64, (3, 3), activation='relu', padding='same')(c1)\n", + " p1 = layers.MaxPooling2D((2, 2))(c1)\n", + "\n", + " c2 = layers.Conv2D(128, (3, 3), activation='relu', padding='same')(p1)\n", + " c2 = layers.Conv2D(128, (3, 3), activation='relu', padding='same')(c2)\n", + " p2 = layers.MaxPooling2D((2, 2))(c2)\n", + "\n", + " # Bottleneck\n", + " c3 = layers.Conv2D(256, (3, 3), activation='relu', padding='same')(p2)\n", + " c3 = layers.Conv2D(256, (3, 3), activation='relu', padding='same')(c3)\n", + "\n", + " # Decoding path\n", + " u4 = layers.Conv2DTranspose(128, (2, 2), strides=(2, 2), padding='same')(c3)\n", + " u4 = layers.concatenate([u4, c2])\n", + " c4 = layers.Conv2D(128, (3, 3), activation='relu', padding='same')(u4)\n", + " c4 = layers.Conv2D(128, (3, 3), activation='relu', padding='same')(c4)\n", + "\n", + " u5 = layers.Conv2DTranspose(64, (2, 2), strides=(2, 2), padding='same')(c4)\n", + " u5 = layers.concatenate([u5, c1])\n", + " c5 = layers.Conv2D(64, (3, 3), activation='relu', padding='same')(u5)\n", + " c5 = layers.Conv2D(64, (3, 3), activation='relu', padding='same')(c5)\n", + "\n", + " outputs = layers.Conv2D(4, (1, 1), activation='softmax')(c5) # 4 classes\n", + "\n", + " model = models.Model(inputs=[inputs], outputs=[outputs])\n", + "\n", + " # Ensure model is compiled outside tf.function\n", + " model.compile(optimizer='adam', loss='sparse_categorical_crossentropy', metrics=['accuracy'])\n", + "\n", + " return model\n", + "\n", + "input_shape = (256, 256, 1) # Adjust based on your image and label shape\n", + "model = unet_model(input_shape)\n", + "model.summary()\n", + "\n", + "history = model.fit(X_train, y_train, validation_data=(X_val, y_val), epochs=10, batch_size=4)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "lrrhL4cujou_", + "outputId": "a5ce23ef-a034-4493-843c-dfdcc26df2e6" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "\u001b[1mModel: \"functional_1\"\u001b[0m\n" + ], + "text/html": [ + "
Model: \"functional_1\"\n",
+              "
\n" + ] + }, + "metadata": {} + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┓\n", + "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mConnected to \u001b[0m\u001b[1m \u001b[0m┃\n", + "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━┩\n", + "│ input_layer_1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m1\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ - │\n", + "│ (\u001b[38;5;33mInputLayer\u001b[0m) │ │ │ │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_11 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m640\u001b[0m │ input_layer_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_12 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m36,928\u001b[0m │ conv2d_11[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ max_pooling2d_2 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_12[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_13 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m73,856\u001b[0m │ max_pooling2d_2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_14 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m147,584\u001b[0m │ conv2d_13[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ max_pooling2d_3 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_14[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_15 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m295,168\u001b[0m │ max_pooling2d_3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_16 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m590,080\u001b[0m │ conv2d_15[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_transpose_2 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m131,200\u001b[0m │ conv2d_16[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mConv2DTranspose\u001b[0m) │ │ │ │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ concatenate_2 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_transpose_2[\u001b[38;5;34m0\u001b[0m]… │\n", + "│ (\u001b[38;5;33mConcatenate\u001b[0m) │ │ │ conv2d_14[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_17 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m295,040\u001b[0m │ concatenate_2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_18 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m147,584\u001b[0m │ conv2d_17[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_transpose_3 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m32,832\u001b[0m │ conv2d_18[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "│ (\u001b[38;5;33mConv2DTranspose\u001b[0m) │ │ │ │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ concatenate_3 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_transpose_3[\u001b[38;5;34m0\u001b[0m]… │\n", + "│ (\u001b[38;5;33mConcatenate\u001b[0m) │ │ │ conv2d_12[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_19 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m73,792\u001b[0m │ concatenate_3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_20 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m36,928\u001b[0m │ conv2d_19[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", + "│ conv2d_21 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m4\u001b[0m) │ \u001b[38;5;34m260\u001b[0m │ conv2d_20[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", + "└───────────────────────────┴────────────────────────┴────────────────┴────────────────────────┘\n" + ], + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
+              "┃ Layer (type)              ┃ Output Shape           ┃        Param # ┃ Connected to           ┃\n",
+              "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
+              "│ input_layer_1             │ (None, 256, 256, 1)    │              0 │ -                      │\n",
+              "│ (InputLayer)              │                        │                │                        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_11 (Conv2D)        │ (None, 256, 256, 64)   │            640 │ input_layer_1[0][0]    │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_12 (Conv2D)        │ (None, 256, 256, 64)   │         36,928 │ conv2d_11[0][0]        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ max_pooling2d_2           │ (None, 128, 128, 64)   │              0 │ conv2d_12[0][0]        │\n",
+              "│ (MaxPooling2D)            │                        │                │                        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_13 (Conv2D)        │ (None, 128, 128, 128)  │         73,856 │ max_pooling2d_2[0][0]  │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_14 (Conv2D)        │ (None, 128, 128, 128)  │        147,584 │ conv2d_13[0][0]        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ max_pooling2d_3           │ (None, 64, 64, 128)    │              0 │ conv2d_14[0][0]        │\n",
+              "│ (MaxPooling2D)            │                        │                │                        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_15 (Conv2D)        │ (None, 64, 64, 256)    │        295,168 │ max_pooling2d_3[0][0]  │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_16 (Conv2D)        │ (None, 64, 64, 256)    │        590,080 │ conv2d_15[0][0]        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_transpose_2        │ (None, 128, 128, 128)  │        131,200 │ conv2d_16[0][0]        │\n",
+              "│ (Conv2DTranspose)         │                        │                │                        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ concatenate_2             │ (None, 128, 128, 256)  │              0 │ conv2d_transpose_2[0]… │\n",
+              "│ (Concatenate)             │                        │                │ conv2d_14[0][0]        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_17 (Conv2D)        │ (None, 128, 128, 128)  │        295,040 │ concatenate_2[0][0]    │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_18 (Conv2D)        │ (None, 128, 128, 128)  │        147,584 │ conv2d_17[0][0]        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_transpose_3        │ (None, 256, 256, 64)   │         32,832 │ conv2d_18[0][0]        │\n",
+              "│ (Conv2DTranspose)         │                        │                │                        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ concatenate_3             │ (None, 256, 256, 128)  │              0 │ conv2d_transpose_3[0]… │\n",
+              "│ (Concatenate)             │                        │                │ conv2d_12[0][0]        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_19 (Conv2D)        │ (None, 256, 256, 64)   │         73,792 │ concatenate_3[0][0]    │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_20 (Conv2D)        │ (None, 256, 256, 64)   │         36,928 │ conv2d_19[0][0]        │\n",
+              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
+              "│ conv2d_21 (Conv2D)        │ (None, 256, 256, 4)    │            260 │ conv2d_20[0][0]        │\n",
+              "└───────────────────────────┴────────────────────────┴────────────────┴────────────────────────┘\n",
+              "
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+              "
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 Trainable params: 1,861,892 (7.10 MB)\n",
+              "
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 Non-trainable params: 0 (0.00 B)\n",
+              "
\n" + ] + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Epoch 1/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m74s\u001b[0m 491ms/step - accuracy: 0.8541 - loss: 0.7758 - val_accuracy: 0.9418 - val_loss: 0.2184\n", + "Epoch 2/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m25s\u001b[0m 133ms/step - accuracy: 0.9262 - loss: 0.2275 - val_accuracy: 0.9422 - val_loss: 0.1864\n", + "Epoch 3/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m21s\u001b[0m 135ms/step - accuracy: 0.9381 - loss: 0.1758 - val_accuracy: 0.9524 - val_loss: 0.1497\n", + "Epoch 4/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m21s\u001b[0m 140ms/step - accuracy: 0.9504 - loss: 0.1368 - val_accuracy: 0.9580 - val_loss: 0.1202\n", + "Epoch 5/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m20s\u001b[0m 135ms/step - accuracy: 0.9566 - loss: 0.1194 - val_accuracy: 0.9633 - val_loss: 0.1050\n", + "Epoch 6/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m20s\u001b[0m 135ms/step - accuracy: 0.9582 - loss: 0.1162 - val_accuracy: 0.9627 - val_loss: 0.1065\n", + "Epoch 7/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m21s\u001b[0m 136ms/step - accuracy: 0.9585 - loss: 0.1124 - val_accuracy: 0.9660 - val_loss: 0.0994\n", + "Epoch 8/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m21s\u001b[0m 138ms/step - accuracy: 0.9647 - loss: 0.0977 - val_accuracy: 0.9691 - val_loss: 0.0896\n", + "Epoch 9/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m20s\u001b[0m 135ms/step - accuracy: 0.9658 - loss: 0.0951 - val_accuracy: 0.9699 - val_loss: 0.0840\n", + "Epoch 10/10\n", + "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m20s\u001b[0m 135ms/step - accuracy: 0.9677 - loss: 0.0887 - val_accuracy: 0.9692 - val_loss: 0.0836\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "import numpy as np\n", + "import rasterio\n", + "\n", + "def load_and_reshape_image(filepath, target_size=(256, 256)):\n", + " with rasterio.open(filepath) as src:\n", + " array = src.read(1) # Read the first band\n", + " # Reshape the array if needed\n", + " height, width = array.shape\n", + " # Resize to target_size if necessary\n", + " if (height, width) != target_size:\n", + " from skimage.transform import resize\n", + " array = resize(array, target_size, mode='reflect', anti_aliasing=True)\n", + " array = np.expand_dims(array, axis=-1) # Add channel dimension\n", + " return array\n", + "\n", + "# Example usage\n", + "image_array = load_and_reshape_image('/content/built_up_raster.tif')\n", + "print(image_array.shape)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "wzDDmRDsk9YU", + "outputId": "b43a3f87-141d-43ab-ec4d-500dc2e503de" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "(256, 256, 1)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Save the trained model\n", + "model.save('feature_extraction_model.h5')\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "0WJiEVNJrPin", + "outputId": "e4787cd2-d3f5-4ea4-af5f-284b0080ae68" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "WARNING:absl:You are saving your model as an HDF5 file via `model.save()` or `keras.saving.save_model(model)`. This file format is considered legacy. We recommend using instead the native Keras format, e.g. `model.save('my_model.keras')` or `keras.saving.save_model(model, 'my_model.keras')`. \n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "val_loss, val_accuracy = model.evaluate(X_val, y_val)\n", + "print(f'Validation Loss: {val_loss}')\n", + "print(f'Validation Accuracy: {val_accuracy}')\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "GJfRtNVArUU_", + "outputId": "1ded9731-9ef0-4855-a391-4ba7e0de4ed0" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[1m4/4\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 426ms/step - accuracy: 0.9689 - loss: 0.0848\n", + "Validation Loss: 0.08361568301916122\n", + "Validation Accuracy: 0.9691948294639587\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# prompt: predict and visualize\n", + "\n", + "# Make predictions on the validation set\n", + "predictions = model.predict(X_val)\n", + "\n", + "# Convert predictions to class labels\n", + "predicted_labels = np.argmax(predictions, axis=-1)\n", + "\n", + "# Visualize a few examples\n", + "num_examples_to_visualize = 3\n", + "for i in range(num_examples_to_visualize):\n", + " plt.figure(figsize=(12, 4))\n", + "\n", + " # Original image\n", + " plt.subplot(1, 3, 1)\n", + " plt.imshow(X_val[i, :, :, 0], cmap='gray')\n", + " plt.title('Original Image')\n", + "\n", + " # True label\n", + " plt.subplot(1, 3, 2)\n", + " plt.imshow(y_val[i, :, :], cmap='viridis')\n", + " plt.title('True Label')\n", + "\n", + " # Predicted label\n", + " plt.subplot(1, 3, 3)\n", + " plt.imshow(predicted_labels[i, :, :], cmap='viridis')\n", + " plt.title('Predicted Label')\n", + "\n", + " plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 902 + }, + "id": "oe-0GQkJsYIW", + "outputId": "0a1c045d-0c83-4307-87d8-0b3502a9a27d" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[1m4/4\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 349ms/step\n" + ] + }, + { + "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": [ + "# prompt: load a tif and predict. plot true and preicted\n", + "\n", + "from tensorflow.keras.models import load_model\n", + "from skimage.transform import resize\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "# Load the trained model\n", + "model = load_model('feature_extraction_model.h5')\n", + "\n", + "def load_and_reshape_image(filepath, target_size=(256, 256)):\n", + " with rasterio.open(filepath) as src:\n", + " array = src.read(1) # Read the first band\n", + " # Reshape the array if needed\n", + " height, width = array.shape\n", + " # Resize to target_size if necessary\n", + " if (height, width) != target_size:\n", + " array = resize(array, target_size, mode='reflect', anti_aliasing=True)\n", + " array = np.expand_dims(array, axis=-1) # Add channel dimension\n", + " return array\n", + "\n", + "# Load a new TIF image for prediction\n", + "new_image_path = '/content/Chhattisgarh_2/ecw/amora.tif' # Replace with the path to your new image\n", + "new_image_array = load_and_reshape_image(new_image_path)\n", + "\n", + "# Make predictions\n", + "predictions = model.predict(np.expand_dims(new_image_array, axis=0))\n", + "\n", + "# Convert predictions to class labels\n", + "predicted_labels = np.argmax(predictions, axis=-1)[0]\n", + "\n", + "\n", + "# Load the true labels (if available)\n", + "true_labels_path = '/content/water_body_raster.tif' # Replace with the path to your true labels\n", + "with rasterio.open(true_labels_path) as src:\n", + " true_labels = src.read(1)\n", + " true_labels = resize(true_labels, (256, 256), mode='reflect', anti_aliasing=True)\n", + "\n", + "# Visualize the results\n", + "plt.figure(figsize=(12, 4))\n", + "\n", + "# Original image\n", + "plt.subplot(1, 3, 1)\n", + "plt.imshow(new_image_array[:, :, 0], cmap='gray')\n", + "plt.title('Original Image')\n", + "\n", + "# True label (if available)\n", + "plt.subplot(1, 3, 2)\n", + "plt.imshow(true_labels, cmap='viridis')\n", + "plt.title('True Label')\n", + "\n", + "# Predicted label\n", + "plt.subplot(1, 3, 3)\n", + "plt.imshow(predicted_labels, cmap='viridis')\n", + "plt.title('Predicted Label')\n", + "\n", + "plt.show()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 361 + }, + "id": "3VC-VqR7stJV", + "outputId": "b7a7718e-a959-43b7-a675-cc684b70401a" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "WARNING:absl:Compiled the loaded model, but the compiled metrics have yet to be built. `model.compile_metrics` will be empty until you train or evaluate the model.\n" + ] + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[1m1/1\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 322ms/step\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + } + ] + } + ] +} \ No newline at end of file From 0f5dc69ad2b5663df7fa90abb8ff36fd45d33d37 Mon Sep 17 00:00:00 2001 From: sufyaan <97327266+sufyn@users.noreply.github.com> Date: Tue, 8 Oct 2024 14:13:38 +0530 Subject: [PATCH 3/3] Delete sih_2024.ipynb --- sih_2024.ipynb | 10937 ----------------------------------------------- 1 file changed, 10937 deletions(-) delete mode 100644 sih_2024.ipynb diff --git a/sih_2024.ipynb b/sih_2024.ipynb deleted file mode 100644 index 179d2146..00000000 --- a/sih_2024.ipynb +++ /dev/null @@ -1,10937 +0,0 @@ -{ - "nbformat": 4, - "nbformat_minor": 0, - "metadata": { - "colab": { - "provenance": [], - "gpuType": "T4", - "authorship_tag": "ABX9TyPLPC+e8jKAqMc2n+H1COZE", - "include_colab_link": true - }, - "kernelspec": { - "name": "python3", - "display_name": "Python 3" - }, - "language_info": { - "name": "python" - }, - "accelerator": "GPU" - }, - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "id": "view-in-github", - "colab_type": "text" - }, - "source": [ - "\"Open" - ] - }, - { - "cell_type": "code", - "source": [ - "!unzip /content/Chhattisgarh_2.zip" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "eSt3VXB2cBk8", - "outputId": "99f898b2-8738-4d7e-8111-632e19f33911" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Archive: /content/Chhattisgarh_2.zip\n", - " creating: Chhattisgarh_2/\n", - " creating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/\n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.TablesByName.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000002.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000002.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000003.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000003.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000003.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.CatItemsByPhysicalName.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.CatItemsByType.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.FDO_UUID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.horizon \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.CatItemTypesByName.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.CatItemTypesByParentTypeID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.CatItemTypesByUUID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.CatRelsByDestinationID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.CatRelsByOriginID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.CatRelsByType.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.FDO_UUID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByBackwardLabel.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByDestItemTypeID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByForwardLabel.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByName.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByOriginItemTypeID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByUUID.atx \n", - " 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Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.freelist \n", - " inflating: 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"outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Archive: /content/Gujarat_5.zip\n", - " creating: Gujarat 2/\n", - " creating: Gujarat 2/LalPur, Suragpur/\n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.cpg \n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.dbf \n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.prj \n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.sbn \n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.sbx \n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.shp \n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.shp.xml \n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.shx \n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Road.cpg \n", - " inflating: Gujarat 2/LalPur, Suragpur/Gujarat_Road.dbf \n", - " inflating: Gujarat 2/LalPur, 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rasterio-1.3.11-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl.metadata (14 kB)\n", - "Requirement already satisfied: gdal in /usr/local/lib/python3.10/dist-packages (3.6.4)\n", - "Requirement already satisfied: fiona>=1.8.21 in /usr/local/lib/python3.10/dist-packages (from geopandas) (1.10.0)\n", - "Requirement already satisfied: numpy>=1.22 in /usr/local/lib/python3.10/dist-packages (from geopandas) (1.26.4)\n", - "Requirement already satisfied: packaging in /usr/local/lib/python3.10/dist-packages (from geopandas) (24.1)\n", - "Requirement already satisfied: pandas>=1.4.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (2.1.4)\n", - "Requirement already satisfied: pyproj>=3.3.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (3.6.1)\n", - "Requirement already satisfied: shapely>=1.8.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (2.0.6)\n", - "Collecting affine (from rasterio)\n", - " Downloading affine-2.4.0-py3-none-any.whl.metadata (4.0 kB)\n", - "Requirement already satisfied: attrs in /usr/local/lib/python3.10/dist-packages (from rasterio) (24.2.0)\n", - "Requirement already satisfied: certifi in /usr/local/lib/python3.10/dist-packages (from rasterio) (2024.8.30)\n", - "Requirement already satisfied: click>=4.0 in /usr/local/lib/python3.10/dist-packages (from rasterio) (8.1.7)\n", - "Requirement already satisfied: cligj>=0.5 in /usr/local/lib/python3.10/dist-packages (from rasterio) (0.7.2)\n", - "Collecting snuggs>=1.4.1 (from rasterio)\n", - " Downloading snuggs-1.4.7-py3-none-any.whl.metadata (3.4 kB)\n", - "Requirement already satisfied: click-plugins in /usr/local/lib/python3.10/dist-packages (from rasterio) (1.1.1)\n", - "Requirement already satisfied: setuptools in /usr/local/lib/python3.10/dist-packages (from rasterio) (71.0.4)\n", - "Requirement already satisfied: python-dateutil>=2.8.2 in /usr/local/lib/python3.10/dist-packages (from pandas>=1.4.0->geopandas) 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packages: snuggs, affine, rasterio\n", - "Successfully installed affine-2.4.0 rasterio-1.3.11 snuggs-1.4.7\n" - ] - } - ], - "source": [ - "!pip install geopandas rasterio gdal" - ] - }, - { - "cell_type": "code", - "source": [ - "import geopandas as gpd\n", - "import rasterio\n", - "import matplotlib.pyplot as plt\n", - "from rasterio.plot import show\n", - "\n", - "# 1. Load the shapefile\n", - "shapefile_path = '/content/Gujarat 2/LalPur, Suragpur/Gujarat_Build_Up_Area_Type.shp'\n", - "gdf = gpd.read_file(shapefile_path)\n", - "\n", - "# Inspect the data\n", - "print(\"Shapefile columns: \", gdf.columns)\n", - "print(\"Shapefile crs: \", gdf.crs)\n", - "print(gdf.head())\n", - "\n", - "# Plotting the shapefile\n", - "gdf.plot()\n", - "plt.title(\"Shapefile Plot\")\n", - "plt.show()\n", - "\n", - "# 1. Load the shapefile\n", - "shapefile_path = '/content/Gujarat 2/LalPur, Suragpur/Gujarat_Road.shp'\n", - "gdf = gpd.read_file(shapefile_path)\n", - "\n", - "# Inspect the data\n", - "print(\"Shapefile columns: \", gdf.columns)\n", - "print(\"Shapefile crs: \", gdf.crs)\n", - "print(gdf.head())\n", - "\n", - "# Plotting the shapefile\n", - "gdf.plot()\n", - "plt.title(\"Shapefile Plot\")\n", - "plt.show()\n", - "\n", - "# 2. Load and visualize the ECW Raster file\n", - "ecw_file_path = '/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw'\n", - "with rasterio.open(ecw_file_path) as dataset:\n", - " # Read the bands as RGB\n", - " image = dataset.read([1, 2, 3]) # Assuming it's an RGB image (bands 1, 2, 3)\n", - "\n", - " # Plot the raster image\n", - " show(image, title=\"ECW Raster Image\")\n", - "\n", - "# Optional: Save the raster or vector data\n", - "output_vector_path = 'output_shapefile.shp'\n", - "gdf.to_file(output_vector_path)\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 1000 - }, - "id": "UgSKtfD4cAPV", - "outputId": "83ad6e64-a44e-42bc-90d6-cc3a695e413d" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Shapefile columns: Index(['objectid', 'globalid', 'uniq_id', 'state_code', 'district_c',\n", - " 'tehsil_cod', 'block_code', 'village_co', 'lgd_code', 'built_up_a',\n", - " 'village_na', 'area_desc', 'name', 'owner_name', 'property_i',\n", - " 'property_c', 'area_sqm', 'roof_type', 'no_floors', 'remarks',\n", - " 'adl_info', 'gp_code', 'gp_name', 'd_pan_code', 'd_pan_name',\n", - " 'b_pan_code', 'b_pan_name', 'sourceofda', 'area_geo', 'st_area_sh',\n", - " 'st_length_', 'geometry'],\n", - " dtype='object')\n", - "Shapefile crs: EPSG:3857\n", - " objectid globalid uniq_id state_code \\\n", - "0 314292 {00000000-0000-0000-0000-000000000000} None 24 \n", - "1 314516 {00000000-0000-0000-0000-000000000000} None 24 \n", - "2 314380 {00000000-0000-0000-0000-000000000000} None 24 \n", - "3 314776 {00000000-0000-0000-0000-000000000000} None 24 \n", - "4 314651 {00000000-0000-0000-0000-000000000000} None 24 \n", - "\n", - " district_c tehsil_cod block_code village_co lgd_code built_up_a ... \\\n", - "0 439 3843 4060 515578 515578 1 ... \n", - "1 438 3782 4052 511638 511638 1 ... \n", - "2 439 3843 4060 515578 515578 1 ... \n", - "3 438 3782 4052 511638 511638 1 ... \n", - "4 438 3782 4052 511638 511638 1 ... \n", - "\n", - " gp_name d_pan_code d_pan_name b_pan_code b_pan_name sourceofda \\\n", - "0 SURAGPUR 398 Amreli 4422 Amreli None \n", - "1 KUBADTHAL - LALPUR 397 Ahmedabad 4414 Daskroi None \n", - "2 SURAGPUR 398 Amreli 4422 Amreli None \n", - "3 KUBADTHAL - LALPUR 397 Ahmedabad 4414 Daskroi None \n", - "4 KUBADTHAL - LALPUR 397 Ahmedabad 4414 Daskroi None \n", - "\n", - " area_geo st_area_sh st_length_ \\\n", - "0 52.812622 61.465624 33.616355 \n", - "1 12.766517 15.146211 15.571287 \n", - "2 41.623191 48.441818 30.220718 \n", - "3 40.597633 48.166672 33.083952 \n", - "4 13.184731 15.642596 16.429745 \n", - "\n", - " geometry \n", - "0 POLYGON ((7938373.562 2474102.727, 7938373.423... \n", - "1 POLYGON ((8099303.768 2636859.907, 8099307.560... \n", - "2 POLYGON ((7938320.970 2473912.720, 7938318.108... \n", - "3 POLYGON ((8099273.837 2637134.617, 8099274.070... \n", - "4 POLYGON ((8099325.739 2636970.474, 8099323.167... \n", - "\n", - "[5 rows x 32 columns]\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Shapefile columns: Index(['objectid', 'globalid', 'state_code', 'district_c', 'tehsil_cod',\n", - " 'block_code', 'village_co', 'lgd_code', 'village_na', 'name',\n", - " 'road_type', 'property_i', 'width', 'pavement', 'status', 'built_on',\n", - " 'carriagewa', 'remarks', 'adl_info', 'st_area_sh', 'st_length_',\n", - " 'geometry'],\n", - " dtype='object')\n", - "Shapefile crs: EPSG:3857\n", - " objectid globalid state_code district_c \\\n", - "0 13089 {00000000-0000-0000-0000-000000000000} 24 439 \n", - "1 14150 {00000000-0000-0000-0000-000000000000} 24 438 \n", - "2 14203 {00000000-0000-0000-0000-000000000000} 24 438 \n", - "3 14204 {00000000-0000-0000-0000-000000000000} 24 438 \n", - "4 14205 {00000000-0000-0000-0000-000000000000} 24 438 \n", - "\n", - " tehsil_cod block_code village_co lgd_code village_na name ... width \\\n", - "0 3843 4060 515578 515578 Suragpur None ... 2.0 \n", - "1 3782 4052 511638 511638 Lalpur None ... 0.0 \n", - "2 3782 4052 511638 511638 Lalpur None ... 0.0 \n", - "3 3782 4052 511638 511638 Lalpur None ... 0.0 \n", - "4 3782 4052 511638 511638 Lalpur None ... 0.0 \n", - "\n", - " pavement status built_on carriagewa remarks adl_info st_area_sh \\\n", - "0 None None None None None None 117.755013 \n", - "1 None None None None None None 1221.645503 \n", - "2 None None None None None None 493.320797 \n", - "3 None None None None None None 398.132257 \n", - "4 None None None None None None 2187.345795 \n", - "\n", - " st_length_ geometry \n", - "0 66.886211 POLYGON ((7938436.092 2473824.105, 7938427.127... \n", - "1 271.881113 POLYGON ((8099238.582 2636790.962, 8099228.750... \n", - "2 253.787205 POLYGON ((8099235.929 2637115.614, 8099231.964... \n", - "3 233.203114 POLYGON ((8099272.584 2637010.696, 8099269.492... \n", - "4 1299.385475 POLYGON ((8099390.683 2637006.418, 8099390.269... \n", - "\n", - "[5 rows x 22 columns]\n" - ] - }, - { - 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\n" - }, - "metadata": {} - }, - { - "output_type": "error", - "ename": "RasterioIOError", - "evalue": "'/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw' not recognized as being in a supported file format.", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mCPLE_OpenFailedError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.DatasetBase.__init__\u001b[0;34m()\u001b[0m\n", - "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.open_dataset\u001b[0;34m()\u001b[0m\n", - "\u001b[0;32mrasterio/_err.pyx\u001b[0m in \u001b[0;36mrasterio._err.exc_wrap_pointer\u001b[0;34m()\u001b[0m\n", - "\u001b[0;31mCPLE_OpenFailedError\u001b[0m: '/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw' not recognized as being in a supported file format.", - "\nDuring handling of the above exception, another exception occurred:\n", - "\u001b[0;31mRasterioIOError\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 34\u001b[0m \u001b[0;31m# 2. Load and visualize the ECW Raster file\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 35\u001b[0m \u001b[0mecw_file_path\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw'\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 36\u001b[0;31m \u001b[0;32mwith\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mecw_file_path\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mdataset\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 37\u001b[0m \u001b[0;31m# Read the bands as RGB\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 38\u001b[0m \u001b[0mimage\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdataset\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mread\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m3\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;31m# Assuming it's an RGB image (bands 1, 2, 3)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/rasterio/env.py\u001b[0m in \u001b[0;36mwrapper\u001b[0;34m(*args, **kwds)\u001b[0m\n\u001b[1;32m 449\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 450\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0menv_ctor\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msession\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msession\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--> 451\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwds\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 452\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 453\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mwrapper\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/rasterio/__init__.py\u001b[0m in \u001b[0;36mopen\u001b[0;34m(fp, mode, driver, width, height, count, crs, transform, dtype, nodata, sharing, **kwargs)\u001b[0m\n\u001b[1;32m 302\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 303\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mmode\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"r\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 304\u001b[0;31m \u001b[0mdataset\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mDatasetReader\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdriver\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdriver\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msharing\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msharing\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\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 305\u001b[0m \u001b[0;32melif\u001b[0m \u001b[0mmode\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"r+\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 306\u001b[0m dataset = get_writer_for_path(path, driver=driver)(\n", - "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.DatasetBase.__init__\u001b[0;34m()\u001b[0m\n", - "\u001b[0;31mRasterioIOError\u001b[0m: '/content/Gujarat 2/ortho_lalpur(511638)_3857.ecw' not recognized as being in a supported file format." - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "!pip install fiona gdal\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "5TOkVguPdz27", - "outputId": "5b8bf658-230c-436e-caf6-daae9c7749ba" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Requirement already satisfied: fiona in /usr/local/lib/python3.10/dist-packages (1.10.0)\n", - "Requirement already satisfied: gdal in /usr/local/lib/python3.10/dist-packages (3.6.4)\n", - "Requirement already satisfied: attrs>=19.2.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (24.2.0)\n", - "Requirement already satisfied: certifi in /usr/local/lib/python3.10/dist-packages (from fiona) (2024.8.30)\n", - "Requirement already satisfied: click~=8.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (8.1.7)\n", - "Requirement already satisfied: click-plugins>=1.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (1.1.1)\n", - "Requirement already satisfied: cligj>=0.5 in /usr/local/lib/python3.10/dist-packages (from fiona) (0.7.2)\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import fiona\n", - "from osgeo import ogr\n", - "\n", - "# 1. Open the geodatabase\n", - "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", - "driver = ogr.GetDriverByName(\"OpenFileGDB\")\n", - "gdb = driver.Open(gdb_path, 0) # 0 means read-only, 1 means read/write\n", - "\n", - "if gdb is None:\n", - " print(\"Failed to open Geodatabase.\")\n", - "else:\n", - " print(\"Opened Geodatabase successfully.\")\n", - "\n", - "# 2. List available layers in the geodatabase\n", - "print(\"Available layers:\")\n", - "for layer_index in range(gdb.GetLayerCount()):\n", - " layer = gdb.GetLayerByIndex(layer_index)\n", - " print(f\"Layer {layer_index + 1}: {layer.GetName()}\")\n", - "\n", - "# 3. Read a specific layer (e.g., the first one)\n", - "layer = gdb.GetLayerByIndex(0) # Load the first layer\n", - "layer_name = layer.GetName()\n", - "print(f\"Reading layer: {layer_name}\")\n", - "\n", - "# Iterate over features in the layer\n", - "for feature in layer:\n", - " geom = feature.GetGeometryRef()\n", - " print(f\"Feature geometry: {geom.ExportToWkt()}\")\n", - " # Print attributes\n", - " for field_index in range(feature.GetFieldCount()):\n", - " print(f\"{layer.GetLayerDefn().GetFieldDefn(field_index).GetName()} : {feature.GetField(field_index)}\")\n", - "\n", - "# 4. Optionally, write to a new file (e.g., a GeoJSON or shapefile)\n", - "output_file = 'output_layer.geojson'\n", - "output_driver = ogr.GetDriverByName('GeoJSON')\n", - "output_dataset = output_driver.CreateDataSource(output_file)\n", - "output_dataset.CopyLayer(layer, layer_name)\n", - "output_dataset = None # Close the file\n", - "print(f\"Saved the layer to {output_file}\")\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "jDnr92NZd1fQ", - "outputId": "787670df-766e-4e96-9643-5d60c88cb879" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\u001b[1;30;43mStreaming output truncated to the last 5000 lines.\u001b[0m\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 33.61051219191491\n", - "Roof_type : 2\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 24.168448966828894\n", - "SHAPE_Area : 33.61051219191491\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054873.3633 2361739.5951,9054876.4242 2361737.8554,9054874.2555 2361735.2138,9054871.1593 2361737.0647,9054873.3633 2361739.5951)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 11.886284458880734\n", - "Roof_type : 2\n", - "No_Floors : 2\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 13.90146832478095\n", - "SHAPE_Area : 11.886284458880734\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054876.4242 2361737.8554,9054879.2403 2361741.1613,9054880.2198 2361740.0593,9054877.1997 2361737.08,9054876.4242 2361737.8554)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 5.4968519747151126\n", - "Roof_type : 2\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 11.15609626526127\n", - "SHAPE_Area : 5.4968519747151126\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054876.6267 2361738.0931,9054869.5268 2361744.4926,9054871.8532 2361747.9618,9054879.2403 2361741.1613,9054876.6267 2361738.0931)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 39.9788284569339\n", - "Roof_type : 2\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 27.806573152582807\n", - "SHAPE_Area : 39.9788284569339\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054867.2821 2361744.1253,9054867.2821 2361744.1253,9054866.5475 2361744.3906,9054870.0982 2361749.3086,9054871.8532 2361747.9618,9054869.5268 2361744.4926,9054876.6267 2361738.0931,9054876.4242 2361737.8554,9054873.3633 2361739.5951,9054867.2821 2361744.1253)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 24.039756690569305\n", - "Roof_type : 3\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 34.21058024612988\n", - "SHAPE_Area : 24.039756690569305\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054881.8626 2361759.1139,9054885.7806 2361756.2774,9054884.1481 2361753.5838,9054880.2251 2361756.1247,9054880.2251 2361756.1247,9054881.8626 2361759.1139)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 15.535733199173439\n", - "Roof_type : 3\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 16.06898953549792\n", - "SHAPE_Area : 15.535733199173439\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054865.1598 2361744.9008,9054866.5475 2361744.3906,9054867.2821 2361744.1253,9054867.2821 2361744.1253,9054867.2821 2361744.1253,9054865.1598 2361741.0643,9054863.4049 2361742.2071,9054865.1598 2361744.9008)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 7.434120843506678\n", - "Roof_type : 2\n", - "No_Floors : 2\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 11.29343756811319\n", - 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"GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 27.83412365275187\n", - "Roof_type : 3\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 21.9749385802148\n", - "SHAPE_Area : 27.83412365275187\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054897.1771 2361817.2207,9054891.2547 2361819.4102,9054891.4996 2361821.0019,9054892.6548 2361824.8798,9054892.6548 2361824.8798,9054899.3765 2361822.7977,9054900.5107 2361826.6897,9054900.5107 2361826.6897,9054904.4781 2361825.5729,9054903.7843 2361824.3894,9054903.7843 2361824.3894,9054900.3152 2361817.3695,9054897.8256 2361818.5531,9054897.1771 2361817.2207)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 68.87193151622768\n", - "Roof_type : 1\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 40.62382367757502\n", - "SHAPE_Area : 68.87193151622768\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054904.0505 2361807.2504,9054903.5802 2361807.105,9054899.9479 2361808.9824,9054900.9729 2361811.7499,9054904.9657 2361809.8301,9054904.9657 2361809.8301,9054904.0505 2361807.2504)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 13.298775125224296\n", - "Roof_type : 1\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 14.699866109400844\n", - "SHAPE_Area : 13.298775125224296\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054944.4738 2361769.1259,9054947.1306 2361767.8285,9054945.8246 2361765.2981,9054943.2578 2361766.6626,9054944.4738 2361769.1259)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 8.199600783495026\n", - "Roof_type : 1\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 11.458246195642072\n", - "SHAPE_Area : 8.199600783495026\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054869.4735 2361911.1998,9054868.6113 2361910.7406,9054867.8716 2361911.9752,9054868.8052 2361912.5109,9054869.4735 2361911.1998)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 1.4930968131213538\n", - "Roof_type : 4\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 4.9640682141587655\n", - "SHAPE_Area : 1.4930968131213538\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054936.0549 2361955.6962,9054930.7084 2361954.7575,9054929.3208 2361961.2876,9054935.1571 2361961.8998,9054936.0549 2361955.6962)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 36.48571181165461\n", - "Roof_type : 3\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 24.24072940076031\n", - "SHAPE_Area : 36.48571181165461\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054879.3758 2361937.9476,9054878.733 2361939.6006,9054883.1816 2361941.3963,9054883.7428 2361939.3863,9054879.3758 2361937.9476)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 9.046440101068335\n", - "Roof_type : 3\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 13.255695167230968\n", - "SHAPE_Area : 9.046440101068335\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054882.7531 2361946.7531,9054882.6306 2361948.4468,9054886.4262 2361949.0182,9054886.6099 2361947.202,9054882.7531 2361946.7531)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 6.792893653419682\n", - "Roof_type : 4\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 11.244796150848138\n", - "SHAPE_Area : 6.792893653419682\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Feature geometry: MULTIPOLYGON (((9054641.3844 2361454.4656,9054637.7725 2361457.4449,9054639.4662 2361459.6897,9054643.1394 2361456.9756,9054641.3844 2361454.4656)))\n", - "GlobalID : None\n", - "Uniq_Id : \n", - "State_Code : 22\n", - "District_Code : 719\n", - "Tehsil_Code : 3321\n", - "Block_Code : 3629\n", - "Village_Code : 443192\n", - "LGD_Code : 443192\n", - "Built_Up_Area_type : 1\n", - "Village_Name : Godri\n", - "Area_Desc : \n", - "Name : \n", - "Owner_Name : \n", - "Property_Id : \n", - "Property_Card_no : \n", - "Area_Sqm : 13.568505522387328\n", - "Roof_type : 1\n", - "No_Floors : 1\n", - "Remarks : \n", - "Adl_Info : \n", - "SHAPE_Length : 15.124006118672625\n", - "SHAPE_Area : 13.568505522387328\n", - "GP_Code : 124051\n", - "GP_Name : Amora\n", - "Saved the layer to output_layer.geojson\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "# Install the required geospatial libraries\n", - "!apt-get install -y python3-gdal\n", - "!pip install fiona\n", - "!pip install pyogrio\n", - "!pip install geopandas\n", - "!pip install rasterio\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "-RIrMXayjRN6", - "outputId": "cc5e5fba-209f-4faf-ab15-5a5cbc180dbf" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Reading package lists... Done\n", - "0 upgraded, 0 newly installed, 0 to remove and 70 not upgraded.\n", - "Requirement already satisfied: fiona in /usr/local/lib/python3.10/dist-packages (1.10.0)\n", - "Requirement already satisfied: attrs>=19.2.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (24.2.0)\n", - "Requirement already satisfied: certifi in /usr/local/lib/python3.10/dist-packages (from fiona) (2024.8.30)\n", - "Requirement already satisfied: click~=8.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (8.1.7)\n", - "Requirement already satisfied: click-plugins>=1.0 in /usr/local/lib/python3.10/dist-packages (from fiona) (1.1.1)\n", - "Requirement already satisfied: cligj>=0.5 in /usr/local/lib/python3.10/dist-packages (from fiona) (0.7.2)\n", - "Collecting pyogrio\n", - " Downloading pyogrio-0.9.0-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl.metadata (3.8 kB)\n", - "Requirement already satisfied: certifi in /usr/local/lib/python3.10/dist-packages (from pyogrio) (2024.8.30)\n", - 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"ecw_file_path = '/content/Chhattisgarh_2/ecw/443193_amora-orthomosaic.ecw'\n", - "\n", - "### Step 1: Load the ECW Raster file using GDAL\n", - "\n", - "# Open the ECW file\n", - "def load_ecw(ecw_file_path):\n", - " dataset = gdal.Open(ecw_file_path)\n", - " if not dataset:\n", - " print(f\"Unable to open ECW file: {ecw_file_path}\")\n", - " return\n", - "\n", - " # Fetch metadata and display\n", - " print(\"Raster Driver:\", dataset.GetDriver().LongName)\n", - " print(\"Raster Size (Width, Height):\", dataset.RasterXSize, dataset.RasterYSize)\n", - "\n", - " # Read raster bands (assuming it's a 3-band RGB raster)\n", - " for band_number in range(1, dataset.RasterCount + 1):\n", - " band = dataset.GetRasterBand(band_number)\n", - " print(f\"Band {band_number} has {band.XSize} x {band.YSize} pixels\")\n", - "\n", - " # Read pixel values (optional, can be large for large raster files)\n", - " # data = dataset.ReadAsArray()\n", - "\n", - "load_ecw(ecw_file_path)\n", - "\n", - "### Step 2: Load and Explore the GDB Geodatabase using Fiona or Geopandas\n", - "\n", - "# Open the GDB file using Fiona or GDAL\n", - "def load_gdb(gdb_path):\n", - " # Using Fiona or Geopandas\n", - " layers = fiona.listlayers(gdb_path)\n", - " print(\"Available Layers:\", layers)\n", - "\n", - " # Load a specific layer\n", - " layer_name = layers[0] # You can specify any other layer from the list\n", - " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", - " print(gdf.head())\n", - "\n", - "load_gdb(gdb_path)\n", - "\n", - "### Step 3: Combine the ECW Raster and GDB Vector Data (Optional)\n", - "# This step depends on your specific requirements for raster-vector analysis,\n", - "# like overlaying building footprints on orthophotos, etc.\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "rg1YgN3ed1Wt", - "outputId": "ba555c69-90fa-4010-eb19-11fc64b9ba6b" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Unable to open ECW file: /content/Chhattisgarh_2/ecw/443193_amora-orthomosaic.ecw\n", - "Available Layers: ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", - " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", - "0 None 22 719 719 3629 \n", - "1 None 22 719 719 3629 \n", - "2 None 22 719 719 3629 \n", - "3 None 22 719 719 3629 \n", - "4 None 22 719 719 3629 \n", - "\n", - " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", - "0 443193 443193 1 AMORA ... 10.126829 \n", - "1 443193 443193 1 AMORA ... 10.691340 \n", - "2 443193 443193 1 AMORA ... 8.892256 \n", - "3 443193 443193 1 AMORA ... 142.584709 \n", - "4 443193 443193 1 AMORA ... 4.850011 \n", - "\n", - " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", - "0 2.0 1.0 14.045159 11.636509 124051 \n", - "1 1.0 1.0 14.056312 12.284951 124051 \n", - "2 3.0 1.0 13.067136 10.217631 124051 \n", - "3 1.0 1.0 53.254274 163.837765 124051 \n", - "4 1.0 1.0 12.190856 5.573026 124051 \n", - "\n", - " GP_Name geometry \n", - "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", - "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", - "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", - "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", - "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", - "\n", - "[5 rows x 25 columns]\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "gdb_file_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", - "ecw_file_1 = '/content/Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw'\n", - "ecw_file_2 = '/content/Chhattisgarh_2/ecw/443193_amora-orthomosaic.ecw'\n", - "\n", - "import geopandas as gpd\n", - "\n", - " # Using Fiona or Geopandas\n", - "layers = fiona.listlayers(gdb_path)\n", - "print(\"Available Layers:\", layers)\n", - "\n", - " # Load a specific layer\n", - "layer_name = layers[9] # You can specify any other layer from the list\n", - "gdf = gpd.read_file(gdb_path, layer=layer_name)\n", - "print(gdf.head())\n", - "\n", - "# Inspect the data\n", - "print(\"Shapefile columns: \", gdf.columns)\n", - "print(\"Shapefile crs: \", gdf.crs)\n", - "print(gdf.head())\n", - "\n", - "# Plotting the shapefile\n", - "gdf.plot()\n", - "plt.title(\"Shapefile Plot\")\n", - "plt.show()\n", - "\n", - "# Display the first few rows of the GeoDataFrame\n", - "gdf.head()\n", - "\n", - "import rasterio\n", - "import matplotlib.pyplot as plt\n", - "\n", - "# Load the ECW file\n", - "with rasterio.open(ecw_file_1) as dataset:\n", - " print(\"Metadata for ECW File 1:\", dataset.meta)\n", - "\n", - " # Read the image data (example with RGB bands if applicable)\n", - " img = dataset.read([1, 2, 3])\n", - "\n", - "# Plot the ECW image\n", - "plt.figure(figsize=(10, 10))\n", - "plt.imshow(img.transpose(1, 2, 0)) # Rasterio returns data as (bands, rows, cols)\n", - "plt.title('ECW Image 1')\n", - "plt.show()\n", - "\n", - "# Repeat the process for the second ECW file\n", - "with rasterio.open(ecw_file_2) as dataset:\n", - " print(\"Metadata for ECW File 2:\", dataset.meta)\n", - "\n", - " img = dataset.read([1, 2, 3])\n", - "\n", - "plt.figure(figsize=(10, 10))\n", - "plt.imshow(img.transpose(1, 2, 0))\n", - "plt.title('ECW Image 2')\n", - "plt.show()\n", - "\n", - "# Plot the ECW raster and overlay vector data from the GDB\n", - "fig, ax = plt.subplots(figsize=(10, 10))\n", - "\n", - "# Plot ECW raster\n", - "with rasterio.open(ecw_file_1) as dataset:\n", - " img = dataset.read([1, 2, 3])\n", - " ax.imshow(img.transpose(1, 2, 0), extent=dataset.bounds)\n", - "\n", - "# Overlay GDB vector data (if it's compatible in coordinate reference system)\n", - "gdf.plot(ax=ax, color='red', markersize=5, alpha=0.5)\n", - "\n", - "plt.title('Overlay of ECW Raster and GDB Vector Data')\n", - "plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 1000 - }, - "id": "6XwxI-dkkaRl", - "outputId": "9310c1df-8fa2-4bf6-9bce-10cea51ab74f" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Available Layers: ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", - " Id Name Type Road_Width Buffer Meter T_Elevation \\\n", - "0 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "1 0 Metalled Road 1.4 0.7 47.939887 0 \n", - "2 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "3 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "4 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "\n", - " F_Elevation OneWay Class_code SL Minute SHAPE_Length \\\n", - "0 0 4 20 0.327181 109.060499 \n", - "1 0 4 20 0.143820 47.939887 \n", - "2 0 4 20 0.229740 76.579946 \n", - "3 0 4 20 0.097743 32.580922 \n", - "4 0 4 20 0.044917 14.972256 \n", - "\n", - " geometry \n", - "0 MULTILINESTRING ((9053314.095 2359760.593, 905... \n", - "1 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", - "2 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", - "3 MULTILINESTRING ((9053473.302 2359853.534, 905... \n", - "4 MULTILINESTRING ((9053498.651 2359873.996, 905... \n", - "Shapefile columns: Index(['Id', 'Name', 'Type', 'Road_Width', 'Buffer', 'Meter', 'T_Elevation',\n", - " 'F_Elevation', 'OneWay', 'Class_code', 'SL', 'Minute', 'SHAPE_Length',\n", - " 'geometry'],\n", - " dtype='object')\n", - "Shapefile crs: EPSG:3857\n", - " Id Name Type Road_Width Buffer Meter T_Elevation \\\n", - "0 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "1 0 Metalled Road 1.4 0.7 47.939887 0 \n", - "2 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "3 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "4 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "\n", - " F_Elevation OneWay Class_code SL Minute SHAPE_Length \\\n", - "0 0 4 20 0.327181 109.060499 \n", - "1 0 4 20 0.143820 47.939887 \n", - "2 0 4 20 0.229740 76.579946 \n", - "3 0 4 20 0.097743 32.580922 \n", - "4 0 4 20 0.044917 14.972256 \n", - "\n", - " geometry \n", - "0 MULTILINESTRING ((9053314.095 2359760.593, 905... \n", - "1 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", - "2 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", - "3 MULTILINESTRING ((9053473.302 2359853.534, 905... \n", - "4 MULTILINESTRING ((9053498.651 2359873.996, 905... \n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "error", - "ename": "RasterioIOError", - "evalue": "'/content/Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw' not recognized as being in a supported file format.", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mCPLE_OpenFailedError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.DatasetBase.__init__\u001b[0;34m()\u001b[0m\n", - "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.open_dataset\u001b[0;34m()\u001b[0m\n", - "\u001b[0;32mrasterio/_err.pyx\u001b[0m in \u001b[0;36mrasterio._err.exc_wrap_pointer\u001b[0;34m()\u001b[0m\n", - "\u001b[0;31mCPLE_OpenFailedError\u001b[0m: '/content/Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw' not recognized as being in a supported file format.", - "\nDuring handling of the above exception, another exception occurred:\n", - "\u001b[0;31mRasterioIOError\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 31\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 32\u001b[0m \u001b[0;31m# Load the ECW file\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 33\u001b[0;31m \u001b[0;32mwith\u001b[0m \u001b[0mrasterio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mecw_file_1\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mdataset\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 34\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Metadata for ECW File 1:\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdataset\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmeta\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 35\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/rasterio/env.py\u001b[0m in \u001b[0;36mwrapper\u001b[0;34m(*args, **kwds)\u001b[0m\n\u001b[1;32m 449\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 450\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0menv_ctor\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msession\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msession\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--> 451\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwds\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 452\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 453\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mwrapper\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/rasterio/__init__.py\u001b[0m in \u001b[0;36mopen\u001b[0;34m(fp, mode, driver, width, height, count, crs, transform, dtype, nodata, sharing, **kwargs)\u001b[0m\n\u001b[1;32m 302\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 303\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mmode\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"r\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 304\u001b[0;31m \u001b[0mdataset\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mDatasetReader\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdriver\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdriver\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msharing\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msharing\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\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 305\u001b[0m \u001b[0;32melif\u001b[0m \u001b[0mmode\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"r+\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 306\u001b[0m dataset = get_writer_for_path(path, driver=driver)(\n", - "\u001b[0;32mrasterio/_base.pyx\u001b[0m in \u001b[0;36mrasterio._base.DatasetBase.__init__\u001b[0;34m()\u001b[0m\n", - "\u001b[0;31mRasterioIOError\u001b[0m: '/content/Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw' not recognized as being in a supported file format." - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "!unzip /content/mygeodata.zip" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "8tA218JTvJ24", - "outputId": "73ef10b4-2ede-4ccf-c8c7-3cade81c907c" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Archive: /content/mygeodata.zip\n", - " creating: Chhattisgarh_Svamitva.gdb/\n", - " extracting: Chhattisgarh_Svamitva.gdb/Bridge-polygon.cpg \n", - " inflating: Chhattisgarh_Svamitva.gdb/Bridge-polygon.dbf \n", - " inflating: Chhattisgarh_Svamitva.gdb/Bridge-polygon.prj \n", - " inflating: Chhattisgarh_Svamitva.gdb/Bridge-polygon.shp \n", - " inflating: Chhattisgarh_Svamitva.gdb/Bridge-polygon.shx \n", - " extracting: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.cpg \n", - " inflating: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.dbf \n", - " inflating: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.prj \n", - " inflating: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.shp \n", - " inflating: Chhattisgarh_Svamitva.gdb/Built_Up_Area_type-polygon.shx \n", - " extracting: Chhattisgarh_Svamitva.gdb/Road-polygon.cpg \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road-polygon.dbf \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road-polygon.prj \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road-polygon.shp \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road-polygon.shx \n", - " extracting: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.cpg \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.dbf \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.prj \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.shp \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road_Centre_Line-line.shx \n", - " extracting: Chhattisgarh_Svamitva.gdb/Road_line-line.cpg \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road_line-line.dbf \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road_line-line.prj \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road_line-line.shp \n", - " inflating: Chhattisgarh_Svamitva.gdb/Road_line-line.shx \n", - " extracting: Chhattisgarh_Svamitva.gdb/Utility-point.cpg \n", - " inflating: Chhattisgarh_Svamitva.gdb/Utility-point.dbf \n", - " inflating: Chhattisgarh_Svamitva.gdb/Utility-point.prj \n", - " inflating: Chhattisgarh_Svamitva.gdb/Utility-point.shp \n", - " inflating: Chhattisgarh_Svamitva.gdb/Utility-point.shx \n", - " extracting: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.cpg \n", - " inflating: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.dbf \n", - " inflating: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.prj \n", - " inflating: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.shp \n", - " inflating: Chhattisgarh_Svamitva.gdb/Water_Body-polygon.shx \n", - " extracting: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.cpg \n", - " inflating: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.dbf \n", - " inflating: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.prj \n", - " inflating: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.shp \n", - " inflating: Chhattisgarh_Svamitva.gdb/Water_Body_Line-line.shx \n", - " extracting: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.cpg \n", - " inflating: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.dbf \n", - " inflating: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.prj \n", - " inflating: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.shp \n", - " inflating: Chhattisgarh_Svamitva.gdb/Waterbody_Point-point.shx \n", - " inflating: log.txt \n" - ] - } - ] - }, - { - "cell_type": "markdown", - "source": [ - "READING GDB" - ], - "metadata": { - "id": "hsT2W1K2wHtz" - } - }, - { - "cell_type": "code", - "source": [ - "import geopandas as gpd\n", - "import numpy as np\n", - "import cv2\n", - "from tensorflow.keras.preprocessing.image import ImageDataGenerator\n", - "import tensorflow as tf\n", - "from tensorflow.keras.layers import Conv2D, MaxPooling2D, Conv2DTranspose, Concatenate, Input\n", - "from sklearn.model_selection import train_test_split\n", - "\n", - "# Function to load and preprocess data from the GDB\n", - "def load_gdb_layers(gdb_path):\n", - " # Load the GDB\n", - " gdb = gpd.read_file(gdb_path, layer='Built_Up_Area_type-polygon')\n", - " return gdb\n", - "\n", - "# Path to the GDB file\n", - "gdb_path = '/content/Chhattisgarh_Svamitva.gdb'\n", - "\n", - "# Load layers\n", - "gdb_data = load_gdb_layers(gdb_path)\n", - "print(gdb_data.head())\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "6aSBFZMRwHZo", - "outputId": "07291ac8-51d3-4dcc-e18d-56539be87f84" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - " GlobalID Uniq_Id State_Code District_C Tehsil_Cod Block_Code Village_Co \\\n", - "0 None None 22 719 719 3629 443193 \n", - "1 None None 22 719 719 3629 443193 \n", - "2 None None 22 719 719 3629 443193 \n", - "3 None None 22 719 719 3629 443193 \n", - "4 None None 22 719 719 3629 443193 \n", - "\n", - " LGD_Code Built_Up_A Village_Na ... Area_Sqm Roof_type No_Floors \\\n", - "0 443193 1 AMORA ... 10.126829 2.0 1.0 \n", - "1 443193 1 AMORA ... 10.691340 1.0 1.0 \n", - "2 443193 1 AMORA ... 8.892256 3.0 1.0 \n", - "3 443193 1 AMORA ... 142.584709 1.0 1.0 \n", - "4 443193 1 AMORA ... 4.850011 1.0 1.0 \n", - "\n", - " Remarks Adl_Info SHAPE_Leng SHAPE_Area GP_Code GP_Name \\\n", - "0 None None 14.045159 11.636509 124051 AMORA \n", - "1 None None 14.056312 12.284951 124051 AMORA \n", - "2 None None 13.067136 10.217631 124051 AMORA \n", - "3 None None 53.254274 163.837765 124051 AMORA \n", - "4 None None 12.190856 5.573026 124051 AMORA \n", - "\n", - " geometry \n", - "0 POLYGON ((9053859.552 2360072.878, 9053859.552... \n", - "1 POLYGON ((9053854.898 2360062.889, 9053856.374... \n", - "2 POLYGON ((9053850.612 2360080.802, 9053849.661... \n", - "3 POLYGON ((9053849.490 2360078.102, 9053851.829... \n", - "4 POLYGON ((9053771.627 2360078.923, 9053771.557... \n", - "\n", - "[5 rows x 25 columns]\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "from shapely.geometry import shape\n", - "from shapely.validation import make_valid\n", - "\n", - "def filter_valid_geometries(geometries):\n", - " valid_geoms = []\n", - " for geom in geometries:\n", - " if geom is not None:\n", - " geom = make_valid(shape(geom))\n", - " if geom.is_valid and not geom.is_empty:\n", - " valid_geoms.append(geom)\n", - " return valid_geoms\n", - "\n", - "# Filter valid geometries\n", - "valid_geometries = filter_valid_geometries(vector_data.geometry)\n" - ], - "metadata": { - "id": "kFSnFjzV3g3S" - }, - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "code", - "source": [ - "import numpy as np\n", - "import rasterio\n", - "from rasterio.features import geometry_mask\n", - "from rasterio.transform import from_origin\n", - "\n", - "def vector_to_raster(vector_data, image_size=(1024, 1024), pixel_size=1):\n", - " transform = from_origin(0, image_size[1], pixel_size, pixel_size)\n", - "\n", - " # Filter out invalid geometries\n", - " valid_geometries = filter_valid_geometries(vector_data.geometry)\n", - "\n", - " # Create mask from valid geometries\n", - " mask = geometry_mask(valid_geometries,\n", - " transform=transform,\n", - " invert=True,\n", - " out_shape=image_size)\n", - "\n", - " # Convert boolean mask to binary image (0 and 255)\n", - " mask = np.where(mask, 255, 0).astype(np.uint8)\n", - " return mask\n", - "\n", - "# Example usage\n", - "raster_image = vector_to_raster(gdb_data)\n" - ], - "metadata": { - "id": "XgIoLFNT4qZt" - }, - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "code", - "source": [ - "import matplotlib.pyplot as plt\n", - "import cv2\n", - "\n", - "# Save and display the raster image\n", - "cv2.imwrite('raster_image.png', raster_image)\n", - "raster_image = cv2.imread('raster_image.png', cv2.IMREAD_GRAYSCALE)\n", - "\n", - "plt.imshow(raster_image, cmap='gray')\n", - "plt.title('Rasterized Image')\n", - "plt.colorbar()\n", - "plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 452 - }, - "id": "CmEPiSyx4v44", - "outputId": "e7deded9-2685-4584-b9df-5e86b5dc845f" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "import matplotlib.pyplot as plt\n", - "import cv2\n", - "\n", - "# Save and display the raster image\n", - "cv2.imwrite('raster_image.png', raster_image)\n", - "raster_image = cv2.imread('raster_image.png', cv2.IMREAD_GRAYSCALE)\n", - "plt.imshow(raster_image, cmap='gray')\n", - "plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 435 - }, - "id": "PQWnNxr34DTb", - "outputId": "887a5e42-a517-498a-dd5f-0c3242cee649" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "def unet_model(input_shape):\n", - " inputs = Input(input_shape)\n", - "\n", - " # Down-sampling path\n", - " conv1 = Conv2D(64, 3, activation='relu', padding='same')(inputs)\n", - " conv1 = Conv2D(64, 3, activation='relu', padding='same')(conv1)\n", - " pool1 = MaxPooling2D(pool_size=(2, 2))(conv1)\n", - "\n", - " conv2 = Conv2D(128, 3, activation='relu', padding='same')(pool1)\n", - " conv2 = Conv2D(128, 3, activation='relu', padding='same')(conv2)\n", - " pool2 = MaxPooling2D(pool_size=(2, 2))(conv2)\n", - "\n", - " # Bottleneck\n", - " conv3 = Conv2D(256, 3, activation='relu', padding='same')(pool2)\n", - "\n", - " # Up-sampling path\n", - " up1 = Conv2DTranspose(128, 2, strides=(2, 2), padding='same')(conv3)\n", - " concat1 = Concatenate()([up1, conv2])\n", - " conv4 = Conv2D(128, 3, activation='relu', padding='same')(concat1)\n", - "\n", - " up2 = Conv2DTranspose(64, 2, strides=(2, 2), padding='same')(conv4)\n", - " concat2 = Concatenate()([up2, conv1])\n", - " conv5 = Conv2D(64, 3, activation='relu', padding='same')(concat2)\n", - "\n", - " outputs = Conv2D(1, 1, activation='sigmoid')(conv5)\n", - "\n", - " model = tf.keras.Model(inputs, outputs)\n", - " return model\n", - "\n", - "# Compile the model\n", - "model = unet_model((256, 256, 3))\n", - "model.compile(optimizer='adam', loss='binary_crossentropy', metrics=['accuracy'])\n", - "model.summary()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 753 - }, - "id": "rOCnnIlzy0BJ", - "outputId": "c1baeef6-417f-45cc-ea46-fc10b0ee98b8" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "\u001b[1mModel: \"functional\"\u001b[0m\n" - ], - "text/html": [ - "
Model: \"functional\"\n",
-              "
\n" - ] - }, - "metadata": {} - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┓\n", - "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mConnected to \u001b[0m\u001b[1m \u001b[0m┃\n", - "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━┩\n", - "│ input_layer (\u001b[38;5;33mInputLayer\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m3\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ - │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m1,792\u001b[0m │ input_layer[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_1 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m36,928\u001b[0m │ conv2d[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ max_pooling2d │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_2 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m73,856\u001b[0m │ max_pooling2d[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_3 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m147,584\u001b[0m │ conv2d_2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ max_pooling2d_1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_4 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m295,168\u001b[0m │ max_pooling2d_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_transpose │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m131,200\u001b[0m │ conv2d_4[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "│ (\u001b[38;5;33mConv2DTranspose\u001b[0m) │ │ │ │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ concatenate (\u001b[38;5;33mConcatenate\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_transpose[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m… │\n", - "│ │ │ │ conv2d_3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_5 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m295,040\u001b[0m │ concatenate[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_transpose_1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m32,832\u001b[0m │ conv2d_5[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "│ (\u001b[38;5;33mConv2DTranspose\u001b[0m) │ │ │ │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ concatenate_1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_transpose_1[\u001b[38;5;34m0\u001b[0m]… │\n", - "│ (\u001b[38;5;33mConcatenate\u001b[0m) │ │ │ conv2d_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_6 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m73,792\u001b[0m │ concatenate_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_7 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m1\u001b[0m) │ \u001b[38;5;34m65\u001b[0m │ conv2d_6[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "└───────────────────────────┴────────────────────────┴────────────────┴────────────────────────┘\n" - ], - "text/html": [ - "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
-              "┃ Layer (type)              ┃ Output Shape           ┃        Param # ┃ Connected to           ┃\n",
-              "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
-              "│ input_layer (InputLayer)  │ (None, 256, 256, 3)    │              0 │ -                      │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d (Conv2D)           │ (None, 256, 256, 64)   │          1,792 │ input_layer[0][0]      │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_1 (Conv2D)         │ (None, 256, 256, 64)   │         36,928 │ conv2d[0][0]           │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ max_pooling2d             │ (None, 128, 128, 64)   │              0 │ conv2d_1[0][0]         │\n",
-              "│ (MaxPooling2D)            │                        │                │                        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_2 (Conv2D)         │ (None, 128, 128, 128)  │         73,856 │ max_pooling2d[0][0]    │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_3 (Conv2D)         │ (None, 128, 128, 128)  │        147,584 │ conv2d_2[0][0]         │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ max_pooling2d_1           │ (None, 64, 64, 128)    │              0 │ conv2d_3[0][0]         │\n",
-              "│ (MaxPooling2D)            │                        │                │                        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_4 (Conv2D)         │ (None, 64, 64, 256)    │        295,168 │ max_pooling2d_1[0][0]  │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_transpose          │ (None, 128, 128, 128)  │        131,200 │ conv2d_4[0][0]         │\n",
-              "│ (Conv2DTranspose)         │                        │                │                        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ concatenate (Concatenate) │ (None, 128, 128, 256)  │              0 │ conv2d_transpose[0][0… │\n",
-              "│                           │                        │                │ conv2d_3[0][0]         │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_5 (Conv2D)         │ (None, 128, 128, 128)  │        295,040 │ concatenate[0][0]      │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_transpose_1        │ (None, 256, 256, 64)   │         32,832 │ conv2d_5[0][0]         │\n",
-              "│ (Conv2DTranspose)         │                        │                │                        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ concatenate_1             │ (None, 256, 256, 128)  │              0 │ conv2d_transpose_1[0]… │\n",
-              "│ (Concatenate)             │                        │                │ conv2d_1[0][0]         │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_6 (Conv2D)         │ (None, 256, 256, 64)   │         73,792 │ concatenate_1[0][0]    │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_7 (Conv2D)         │ (None, 256, 256, 1)    │             65 │ conv2d_6[0][0]         │\n",
-              "└───────────────────────────┴────────────────────────┴────────────────┴────────────────────────┘\n",
-              "
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\n" - ] - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "from tensorflow.keras.preprocessing.image import ImageDataGenerator\n", - "\n", - "# Create an ImageDataGenerator for data augmentation\n", - "datagen = ImageDataGenerator(\n", - " horizontal_flip=True,\n", - " vertical_flip=True,\n", - " rotation_range=30\n", - ")\n", - "\n", - "# Assume X_train and Y_train are prepared raster image patches and corresponding masks\n", - "X_train, X_val, Y_train, Y_val = train_test_split(X, Y, test_size=0.2, random_state=42)\n", - "\n", - "history = model.fit(\n", - " datagen.flow(X_train, Y_train, batch_size=16),\n", - " validation_data=(X_val, Y_val),\n", - " epochs=50\n", - ")\n", - "\n", - "# Save the model\n", - "model.save('feature_extraction_model.h5')\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 258 - }, - "id": "Q1GyZVqJyz6v", - "outputId": "331bab32-2261-42ac-b8cd-f36e6c158289" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "error", - "ename": "NameError", - "evalue": "name 'X' is not defined", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mNameError\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 9\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 10\u001b[0m \u001b[0;31m# Assume X_train and Y_train are prepared raster image patches and corresponding masks\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 11\u001b[0;31m \u001b[0mX_train\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mX_val\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mY_train\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mY_val\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtrain_test_split\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mX\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mY\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtest_size\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m0.2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mrandom_state\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m42\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 12\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 13\u001b[0m history = model.fit(\n", - "\u001b[0;31mNameError\u001b[0m: name 'X' is not defined" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import geopandas as gpd\n", - "from osgeo import gdal, ogr\n", - "\n", - "# File paths\n", - "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", - "\n", - "### Step 2: Load and Explore the GDB Geodatabase using Fiona or Geopandas\n", - "\n", - "# Open the GDB file using Fiona or GDAL\n", - "def load_gdb(gdb_path):\n", - " # Using Fiona or Geopandas\n", - " layers = fiona.listlayers(gdb_path)\n", - " print(\"Available Layers:\", layers)\n", - "\n", - " # Load a specific layer\n", - " layer_name = layers[0] # You can specify any other layer from the list\n", - " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", - " print(gdf.head())\n", - "\n", - "load_gdb(gdb_path)\n", - "\n", - "### Step 3: Combine the ECW Raster and GDB Vector Data (Optional)\n", - "# This step depends on your specific requirements for raster-vector analysis,\n", - "# like overlaying building footprints on orthophotos, etc.\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "CyzghXuh-bqZ", - "outputId": "c09b385c-6f5f-4ae8-9958-2ab40a9a15f8" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Available Layers: ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", - " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", - "0 None 22 719 719 3629 \n", - "1 None 22 719 719 3629 \n", - "2 None 22 719 719 3629 \n", - "3 None 22 719 719 3629 \n", - "4 None 22 719 719 3629 \n", - "\n", - " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", - "0 443193 443193 1 AMORA ... 10.126829 \n", - "1 443193 443193 1 AMORA ... 10.691340 \n", - "2 443193 443193 1 AMORA ... 8.892256 \n", - "3 443193 443193 1 AMORA ... 142.584709 \n", - "4 443193 443193 1 AMORA ... 4.850011 \n", - "\n", - " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", - "0 2.0 1.0 14.045159 11.636509 124051 \n", - "1 1.0 1.0 14.056312 12.284951 124051 \n", - "2 3.0 1.0 13.067136 10.217631 124051 \n", - "3 1.0 1.0 53.254274 163.837765 124051 \n", - "4 1.0 1.0 12.190856 5.573026 124051 \n", - "\n", - " GP_Name geometry \n", - "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", - "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", - "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", - "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", - "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", - "\n", - "[5 rows x 25 columns]\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import geopandas as gpd\n", - "from osgeo import ogr\n", - "import matplotlib.pyplot as plt\n", - "\n", - "# Path to your GDB file\n", - "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", - "\n", - "# Open the geodatabase using GDAL/OGR\n", - "driver = ogr.GetDriverByName(\"OpenFileGDB\")\n", - "gdb = driver.Open(gdb_path, 0)\n", - "\n", - "# List available layers\n", - "layers = [gdb.GetLayerByIndex(i).GetName() for i in range(gdb.GetLayerCount())]\n", - "print(\"Available Layers:\", layers)\n", - "\n", - "# Load and display data from each layer\n", - "def load_and_plot_layer(layer_name):\n", - " layer = gdb.GetLayerByName(layer_name)\n", - " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", - " print(f\"Layer '{layer_name}' details:\")\n", - " print(gdf.head())\n", - "\n", - " # Plot the layer\n", - " gdf.plot()\n", - " plt.title(layer_name)\n", - " plt.show()\n", - "\n", - "# Example: Load and plot each layer\n", - "for layer_name in layers:\n", - " load_and_plot_layer(layer_name)\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 1000 - }, - "id": "TjtlAz0y-bod", - "outputId": "28055d24-3524-4829-cb23-613075fec1e1" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Available Layers: ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", - "Layer 'Built_Up_Area_type' details:\n", - " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", - "0 None 22 719 719 3629 \n", - "1 None 22 719 719 3629 \n", - "2 None 22 719 719 3629 \n", - "3 None 22 719 719 3629 \n", - "4 None 22 719 719 3629 \n", - "\n", - " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", - "0 443193 443193 1 AMORA ... 10.126829 \n", - "1 443193 443193 1 AMORA ... 10.691340 \n", - "2 443193 443193 1 AMORA ... 8.892256 \n", - "3 443193 443193 1 AMORA ... 142.584709 \n", - "4 443193 443193 1 AMORA ... 4.850011 \n", - "\n", - " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", - "0 2.0 1.0 14.045159 11.636509 124051 \n", - "1 1.0 1.0 14.056312 12.284951 124051 \n", - "2 3.0 1.0 13.067136 10.217631 124051 \n", - "3 1.0 1.0 53.254274 163.837765 124051 \n", - "4 1.0 1.0 12.190856 5.573026 124051 \n", - "\n", - " GP_Name geometry \n", - "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", - "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", - "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", - "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", - "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", - "\n", - "[5 rows x 25 columns]\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer 'Water_Body' details:\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443192 \n", - "1 None 22 719 3321 3629 443192 \n", - "2 None 22 719 3321 3629 443192 \n", - "3 None 22 719 3321 3629 443192 \n", - "4 None 22 719 3321 3629 443192 \n", - "\n", - " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", - "0 443192 Godri 5 None 0 \n", - "1 443192 Godri 5 None 0 \n", - "2 443192 Godri 5 None 0 \n", - "3 443192 Godri 5 None 0 \n", - "4 443192 Godri 2 None 0 \n", - "\n", - " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", - "0 31247.267116 723.415016 31247.267116 \n", - "1 5406.106820 276.738995 5406.106820 \n", - "2 774.955605 102.848755 774.955605 \n", - "3 639.451058 115.385743 639.451058 \n", - "4 16725.015373 1837.959504 16725.015373 \n", - "\n", - " geometry \n", - "0 MULTIPOLYGON (((9054766.515 2361926.414, 90547... \n", - "1 MULTIPOLYGON (((9054799.171 2361576.527, 90547... \n", - "2 MULTIPOLYGON (((9054880.174 2361687.302, 90548... \n", - "3 MULTIPOLYGON (((9055108.878 2361872.111, 90551... \n", - "4 MULTIPOLYGON (((9054664.030 2361437.181, 90546... \n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer 'Waterbody_Point' details:\n", - " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", - "0 None 22 719 3321 3629 \n", - "1 None 22 719 3321 3629 \n", - "2 None 22 719 3321 3629 \n", - "3 None 22 719 3321 3629 \n", - "4 None 22 719 3321 3629 \n", - "\n", - " Village_Code LGD_Code Village_Name Water_Bodies_Type Owner_Name \\\n", - "0 443192 443192 Godri 1 \n", - "1 443192 443192 Godri 1 \n", - "2 443192 443192 Godri 1 \n", - "3 443192 443192 Godri 1 \n", - "4 443192 443192 Godri 1 \n", - "\n", - " Property_Id Covered Remarks Adl_Info geometry \n", - "0 0 POINT (9055078.881 2361959.950) \n", - "1 0 POINT (9055050.220 2361966.547) \n", - "2 0 POINT (9054932.754 2361921.906) \n", - "3 0 POINT (9054756.060 2361844.665) \n", - "4 0 POINT (9054893.299 2361743.215) \n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer 'Railway' details:\n", - "Empty GeoDataFrame\n", - "Columns: [GlobalID, Uniq_Id, State_Code, District_Code, Tehsil_Code, Block_Code, Village_Code, LGD_Code, Village_Name, Railway_Type, Name, Width, Electrfd, Property_Id, Remarks, Adl_Info, SHAPE_Length, geometry]\n", - "Index: []\n" - ] - }, - { - "output_type": "stream", - "name": "stderr", - "text": [ - ":24: UserWarning: The GeoDataFrame you are attempting to plot is empty. Nothing has been displayed.\n", - " gdf.plot()\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer 'Bridge' details:\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443192 \n", - "1 None 22 719 3321 3629 443192 \n", - "2 None 22 719 3321 3629 443192 \n", - "3 None 22 719 3321 3629 443192 \n", - "4 None 22 719 3321 3629 443193 \n", - "\n", - " LGD_Code Village_Name Built_Along Bridge_type Property_Id Name Remarks \\\n", - "0 443192 Godri 1 \n", - "1 443192 Godri 1 \n", - "2 443192 Godri 1 \n", - "3 443192 Godri 1 \n", - "4 443139 AMORA 1 \n", - "\n", - " Adl_Info SHAPE_Length SHAPE_Area \\\n", - "0 30.838227 59.373649 \n", - "1 37.559756 84.610117 \n", - "2 36.583432 81.006283 \n", - "3 35.317792 76.047568 \n", - "4 42.932117 114.928105 \n", - "\n", - " geometry \n", - "0 MULTIPOLYGON (((9054847.211 2362159.291, 90548... \n", - "1 MULTIPOLYGON (((9054760.241 2362012.402, 90547... \n", - "2 MULTIPOLYGON (((9054755.914 2361754.197, 90547... \n", - "3 MULTIPOLYGON (((9054646.739 2361497.000, 90546... \n", - "4 MULTIPOLYGON (((9053588.399 2359937.474, 90535... \n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer 'Utility' details:\n", - " GlobalID Uniq_Id State_Code District_Code \\\n", - "0 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "1 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "2 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "3 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "4 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "\n", - " Tehsil_Code Block_Code Village_Code LGD_Code Village_Name Utility_Type \\\n", - "0 3321 3629 443192 443192 Godri 1 \n", - "1 3321 3629 443192 443192 Godri 1 \n", - "2 3321 3629 443192 443192 Godri 1 \n", - "3 3321 3629 443192 443192 Godri 1 \n", - "4 3321 3629 443192 443192 Godri 1 \n", - "\n", - " ... Property_Id Property_Card_No Ward_No Capacity Description Status \\\n", - "0 ... \n", - "1 ... \n", - "2 ... \n", - "3 ... \n", - "4 ... \n", - "\n", - " Locality Remarks Adl_Info geometry \n", - "0 POINT (9054630.805 2361504.297) \n", - "1 POINT (9054660.190 2361504.462) \n", - "2 POINT (9054633.398 2361507.430) \n", - "3 POINT (9054637.466 2361509.061) \n", - "4 POINT (9054729.167 2361543.348) \n", - "\n", - "[5 rows x 21 columns]\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer 'Road_Centre_Line' details:\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443192 \n", - "1 None 22 719 3321 3629 443192 \n", - "2 None 22 719 3321 3629 443192 \n", - "3 None 22 719 3321 3629 443192 \n", - "4 None 22 719 3321 3629 443192 \n", - "\n", - " LGD_Code Village_Name Name Road_type Property_Id Width Pavement Status \\\n", - "0 443192 Godri 5 7.000 \n", - "1 443192 Godri 6 2.793 \n", - "2 443192 Godri 5 3.127 \n", - "3 443192 Godri 5 3.077 \n", - "4 443192 Godri 5 2.200 \n", - "\n", - " Built_On Carriageway Remarks Adl_Info SHAPE_Length \\\n", - "0 792.865222 \n", - "1 84.046024 \n", - "2 478.801995 \n", - "3 71.145246 \n", - "4 39.166596 \n", - "\n", - " geometry \n", - "0 MULTILINESTRING ((9054619.766 2361473.058, 905... \n", - "1 MULTILINESTRING ((9054726.187 2361591.669, 905... \n", - "2 MULTILINESTRING 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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer 'Road' details:\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443193 \n", - "1 None 22 719 3321 3629 443193 \n", - "2 None 22 719 3321 3629 443193 \n", - "3 None 22 719 3321 3629 443193 \n", - "4 None 22 719 3321 3629 443193 \n", - "\n", - " LGD_Code Village_Name Name Road_type ... Width Pavement Status Built_On \\\n", - "0 443193 AMORA 6 ... 0.0 \n", - "1 443193 AMORA 6 ... 0.0 \n", - "2 443193 AMORA 7 ... 0.0 \n", - "3 443193 AMORA 8 ... 0.0 \n", - "4 443193 AMORA 6 ... 0.0 \n", - "\n", - " Carriageway Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", - "0 122.022065 176.570339 \n", - "1 223.955282 224.613415 \n", - "2 57.225141 26.484782 \n", - "3 33.204119 7.391557 \n", - "4 28.987901 26.673718 \n", - "\n", - " geometry \n", - "0 MULTIPOLYGON (((9053732.714 2360061.654, 90537... \n", - "1 MULTIPOLYGON (((9053637.416 2360032.209, 90536... \n", - "2 MULTIPOLYGON (((9053520.894 2360121.515, 90535... \n", - "3 MULTIPOLYGON (((9053492.079 2360110.829, 90534... \n", - "4 MULTIPOLYGON (((9053637.773 2360028.607, 90536... \n", - "\n", - "[5 rows x 21 columns]\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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GKyprGxEd6Nvjxy43NqKuyQaFTAYBIPtIOQJ9NVAq5AjVeyGxrz9OVJrRP6Tn69YRHQrnzMxMfPrpp1i3bh10Op2zL9dgMECr1QIAZsyYgfDwcGRlZQFo7tdNTExETEwMLBYLNm3ahJUrV2Lp0qXO/c6fPx/Tpk1DamoqxowZgy1btmD9+vXIzc0F0BzM48ePR319PT7++GOXm3dBQUFQKBQYP348Bg8ejAcffBD/+7//i/Lycjz//PPIzMxk65iohxWW1yImyBdqZc8859bQZEeZsQEOh0BvPy1CDT833pRyOe6KD4NSIUdpTQM2HCxDpbERU24O75G6dVpHhoAAaPWzYsUKZ5nRo0eLmTNnOr8vXLhQxMbGCi8vL+Hv7y9SUlLEqlWrWux7+fLlznLx8fFi7dq1znXbt29v89inTp1yljt9+rSYOHGi0Gq1IjAwUDzzzDPOoXbu4FA6oq7xnz3F4smP9/XIsS7UNooDZ6vFN8fOi59Kqp3LHQ6H2HXignhjy9EW26zMPy1q6pp6pH6/5G7OyIS4BsaU9BCTyQSDweAcpkdEnfPGV0dhdwDPThzYLftvaLLjeGUtTl+sR0OTDTeFGXBTmL7VuTP+vu04Zv+qv8uyd7afQKaHJmJyN2c4twYRdbmSqgZEBmi7dJ+NVju+PlKBzQfL8O2JC/BSKZAxtDfMFjuGhBvanNRIJpPBcdkbUEprGhCi92q1rJRwsn0i6nIXzBbovVRXLuim0xfqcPKCGaMHBEGlcG1T+nu3fxy9lxKXdw9kH6nApISwLqtbd2E4E1GXq6prQp3FhiOlJgwO63wX4aFzRlSaGuHvo8avBrb+tm5fTfsxZncI59tXhBCoqmuCn3fPvcOwsxjORNTlGq3NXQ06LyU2/HQOKTGB6OXr/qgpY4MV3528iGERfhgSbkDxxXqX9XaHwI5j51FYUYuaeisqai1IiwtCZIB3m/s0NVrx7z3FGBkb2Onz6kkMZyLqcgJAhbERKoUcqQOCceZCPQrLawEZcFOYAQZt210Rh0uNqDI3ITLg5yFx/j4qXDBbEOirwXcnL+Kb4xcw/qYQPD4gGj+W1CAm0BfbCyux9sdz8PNWIX1IKIJ1rv3Kei8V6i12JPXz785T7zIMZyLqcg4hEOavxYBQHQBgaISheblD4HCpCcYGK4J0Guf6S745fh59ArxxU5gBR0pNsNkdUCrk0HmpUGdswLvbTyAuRIc/pLs+eWjwVmHy8OZxy9V1Tdh6pBzV9VYIIXDR3IS/5RxHbaMVIXrNNfM2FIYzEXU5lVwOm73lKF25XOYM6pKqeuw8fgGj+jd3M3x/ugpxITrnSAq9VgmzxebsH9529DzSBgS36MP+5WBgfx81piX1aXFsIQT+8c3Jqz63nsKhdETU5bw1CtQ3tf8WosgAbwTrNSgsr4XV7oCxweoyxM3YYHUG86UbjK3dXLRY7W7VSSaTwVt97bRHGc5E1OW81UrUN105NONCdFAqZFiZfwb9g127OC5vEX/xw1ncm9j6JGvlpka36lRSVY9w/64de92drp2/RojomqH3UsHUaHWrbEyQLyL8tdh7qhrFVfXw9VIiVK9xtqIdDoE6i73N4W/93Hyrd25hZavdHVLFcCaiLmfQqlBT7144A4BGqXD2PZsardh3uhoqhRzHK2qhUcmhUcrx7YkL6NvLGxH+Pw+XM1ts8HdjzPKBszUINXihpqGpeYEAvDXKK46R9iTp1oyIrlkGrQrGBvfD+XJ6LxXGDGye9tfuEHgvrwj3JkYiSKfBBbMFTTaHc7a7U+frnDcYf+lsdT3CDFqcqWoexndvouuLNOosNpyvtUD89/lBGVqO4pDLAH9vNeTyn9fZHQLmRhsarHaoFLIOjd/uCIYzEXW5qwnnyynkMjiEQJCuOQADfTUwNlihVspRbmxEsL7tYAwzaLH1SDnMFnuLYAYAH40SPm48XVhV3+TS/y2XNW+r81K6hHZXYzgTUZczaJUoqa6/csErcDhEi6Fy3moFLpgtOFdTj1v6tv2Owu9OVcFLpcCEIZ1/VZZCLkNgN7WMr4SjNYioyxm8u6blvK+4GsP7uD7Rp1LIsa2gEubGtofq5RRUwGp3IG1A8FXXwVMYzkTU5bqqWyO/6CJSYnq1WP7rpEhcrGvC8YraFutyCyth0KqQGhd01cf3JIYzEXU5g1YNYwdGa7TGYrNDIYdzRrlfmnpzBDYdLEej1Q67Q+BwqREf5Z+GXqtCYr+2uzuuFexzJqIu1xUt5y2HyjEiqhfO/rfvOkTv1WIu54dG9sO6/efww5kaTL+1D6Yn9+3Wm3Q9ieFMRF3Orwv6nIvO12FSQvsvYTVoVZiW1AdBOg2GRvhd1fGkht0aRNTlDFoVGqx2WGzuzXvxS2XGBkT4ufeodaWpscX0oNcDhjMRdTmVQg5vtaLTredtRyudD6K0RggBs6V5tMapC3W46SretiJV7NYgom7hp1XB1GDtVKv2fK3F+eBJaw6dM0GjkmPfmSqMjgu+ZuZo7gi2nImoW+g7OL/GJSfPmxF1hcmMQg1e8FIqAMgQ5mb3x7WG4UxE3cKgdX9must9dbgC4weHtlsmwEeNf317Cnff3Po0otcDhjMRdQt9J4bTNY9ZdkCrVrRbbmX+adybGOGcAOl6dP2eGRF51KjYQAT5dqy/+cv9pbgrvv3hc18dLofBW4Wbwlqfje56wRuCRNQtZt7Wr0PlbXYHztY0oE8v71bXN1rtWJZXhKhAH0wZfv12Z1zCcCaibrFy9xlUmZvw9Nj+bpX/vx/OIi0usNV1TTYHXt9yFI+lRqO34fq8AfhL7NYgom5htzvcnjb0otmCcmMjTl6ox8r806iz/DzjnM3uwP9uOYqHR0XdMMEMsOVMRN3E3WlD7Q6B93acxLxxcfBSKVBnsWHV3hIMDTcgqZ8/3tx6DNNv7evyeqobAVvORNQt3J386B/fnMSDt/aFl6p5hIaPRomHR0XBZnfg1Q1H8P+G9Xb7Ja7XE4YzEXULw3+fEGzP5oNluClMj8iAlq3imgYrRkT1wpDw63tURlsYzkTULa7Ucj5SasJ5swW39285Kf7RchNKquoxYUj7D6NczxjORNQtfDRK1De1PitdhakRWw6V4cFb+7ZYZ7bY8J+9JXj09ujurqKkMZyJqFtoVQo0WFuGc0OTHct3nsLsX/VvMWGREAJ/yzmOp37V/7qZNL+zGM5E1C28VAo02RywO35+fbYQAu/mnsATo2NaffR69b6zGDsoBAE+6p6sqiQxnImoW2iUcshkcGk9f77vLLzVSni3MndGQZkJpgYrRkRd++//6woMZyLqFjKZDN4qBeqbmh8o2V9SAyGAh27rh3/vKcbJ82ZnWWO9FZ99X4LfjozyVHUlh+FMRN3GIQAZZDA2WJFTUIF7EyOgVSswa2QUjlWYkVNQAavdgb9+fQxzxsbd8P3Ml2M4E1G3cDgEGqx2KOTAO9tP4LHUaJcbgBOGhCLcT4sX1x3CQ7f1g0Gr8mBtpYfhTETd4lJf80e7zuCx1GjovFqG7/bC85iW1OeGfALwShjORNQtztU0INBXjSC9BoG+Ld8HuDL/NIZFGJAQ6dfzlbsGMJyJqFvsPV2FW/r6Iy5Eh7e2FmLl7jNosjkAAOt/KoW/txojY1ufIpQ4Kx0RdZNNB8swdXgEkvoFIDrQB/VNdvwt5zj0WiW0aiWmDG//jSc3OraciajLFV+sx/7iGoy/KQQA0MtXg8gAbzyZFgOrXWB6ch+oFByZ0R6GMxF1ub9kF2L6rX1dbgIKIbBi12lMv7UvZDIZNMr2X+J6o2M4E1GXOlJqwvbC8/hdWozL8s++L8G4wSEcMucmhjMRdRm7Q+DlLw/jidEx8PP+eX6MdfvPoU+AD+JCdB6s3bWFNwSJqMv885uTsNjseOT25sewK2sbsfr7s0jtH4ShETfmpPmdxXAmoi7xY3E1/r7tOBZkDELReTPyiy7CR6PEo7dHtzoDHbWP4UxEV+30hTo8+tH3WDR1GIaGG1BmbMRvRvRxvheQOo7hTERX5aLZgodW7MFjqdG4Mz4MAPg4dhfgvzWIqNMamux45KPvMTou6IZ/rVRXYzgTUafYHQJPr/oRQb4avHjnTS1eOUVXh90aRNRhQgi8uuEIzpst+PSRW6HgPMxdji1nIuqwf35zCrmFlfjnjERoW3nlFF09tpyJqEO+/KkU7+0owudP3IZerUwFSl2D4UxEbvvm+Hm8uO4QPpw1giMyuhm7NYjILT+V1GD2pz9iyW+GI54T5He7DoVzVlYWkpKSoNPpEBwcjMmTJ6OwsLDdbb744gskJibCz88PPj4+SEhIwMqVK1uUKygowF133QWDwQAfHx8kJSWhuLjYuf79999HWloa9Ho9ZDIZampqWuyjX79+kMlkLp/Fixd35BSJqBVF5814+MO9eHXyENzeP8jT1bkhdCic8/LykJmZid27dyM7OxtWqxXjx49HXV1dm9sEBARg4cKFyM/Px4EDBzBr1izMmjULX331lbNMUVERRo0ahYEDByI3NxcHDhzACy+8AC8vL2eZ+vp6TJgwAc8991y7dXzllVdQVlbm/Dz11FMdOUUi+oVyYyNmLN+D2WNicdd/HzKh7icTQojObnz+/HkEBwcjLy8Pqampbm938803IyMjA6+++ioA4L777oNKpWq1Rf1Lubm5GDNmDKqrq+Hn5+eyrl+/fpgzZw7mzJnjVj0sFgssFovzu8lkQmRkJIxGI/R6vdvnQ3Q9q65rQnZBBX6dGOnpqlwXTCYTDAbDFXPmqvqcjUYjgObWsTuEEMjJyUFhYaEzzB0OBzZu3Ii4uDikp6cjODgYycnJWLt2bafqtHjxYvTq1QvDhw/HG2+8AZvN1mbZrKwsGAwG5ycykj8+oksamux4+IO9OG+2MJg9oNPh7HA4MGfOHIwcORJDhgxpt6zRaISvry/UajUyMjKwZMkSjBs3DgBQWVkJs9mMxYsXY8KECdi6dSumTJmCqVOnIi8vr0N1+v3vf49Vq1Zh+/btePzxx7Fo0SL88Y9/bLP8ggULYDQanZ+SkpIOHY/oemW1O/DkJ/ugUsgRE+Tr6ercmEQnPfHEE6Jv376ipKTkimXtdrs4fvy4+PHHH8Wbb74pDAaD2L59uxBCiHPnzgkA4je/+Y3LNnfeeae47777Wuxr+/btAoCorq6+4nGXL18ulEqlaGxsdOucjEajACCMRqNb5YmuR3a7Q8xZ9aO477180dBk83R1rjvu5kynxjnPnj0bGzZswI4dOxAREXHF8nK5HLGxsQCAhIQEFBQUICsrC2lpaQgMDIRSqcTgwYNdthk0aBB27tzZmeo5JScnw2az4fTp0xgwYMBV7YvoRvFh/mkcq6jFqsdu5ZSfHtShcBZC4KmnnsKaNWuQm5uLqKioTh3U4XA4b8Sp1WokJSW1GJJ37Ngx9O3bt1P7v2T//v2Qy+UIDg6+qv0Q3UjuS+qDu+LDXF7OSj2vQ+GcmZmJTz/9FOvWrYNOp0N5eTkAwGAwQKvVAgBmzJiB8PBwZGVlAWi+6ZaYmIiYmBhYLBZs2rQJK1euxNKlS537nT9/PqZNm4bU1FSMGTMGW7Zswfr165Gbm+ssU15ejvLycpw4cQIAcPDgQeh0OvTp0wcBAQHIz8/Hd999hzFjxkCn0yE/Px9z587F9OnT4e/vf1UXiehGolUrOF+GFHSkrwRAq58VK1Y4y4wePVrMnDnT+X3hwoUiNjZWeHl5CX9/f5GSkiJWrVrVYt/Lly93louPjxdr1651Wf/SSy+1e+x9+/aJ5ORkYTAYhJeXlxg0aJBYtGiR2/3NQrDPmYi6n7s5c1XjnK837o4/JCLqrB4Z50xERN2D4UxEJEEMZyIiCWI4ExFJEMOZiEiCGM5ERBLEcCYikiCGMxGRBDGciYgkiOFMRCRBDGciIgliOBMRSRDDmYhIghjOREQSxHAmIpIghjMRkQQxnImIJIjhTEQkQQxnIiIJYjgTEUkQw5mISIIYzkREEsRwJiKSIIYzEZEEMZyJiCSI4UxEJEEMZyIiCWI4ExFJEMOZiEiCGM5ERBLEcCYikiCGMxGRBDGciYgkiOFMRCRBDGciIgliOBMRSRDDmYhIghjOREQSxHAmIpIghjMRkQQxnImIJIjhTEQkQQxnIiIJYjgTEUkQw5mISIIYzkREEsRwJiKSIIYzEZEEMZyJiCSI4UxEJEEMZyIiCWI4ExFJEMOZiEiCGM5ERBLEcCYikiCGMxGRBDGciYgkiOFMRCRBHQrnrKwsJCUlQafTITg4GJMnT0ZhYWG723zxxRdITEyEn58ffHx8kJCQgJUrV7YoV1BQgLvuugsGgwE+Pj5ISkpCcXGxc/3777+PtLQ06PV6yGQy1NTUtNhHVVUVHnjgAej1evj5+eHhhx+G2WzuyCkSEUlCh8I5Ly8PmZmZ2L17N7Kzs2G1WjF+/HjU1dW1uU1AQAAWLlyI/Px8HDhwALNmzcKsWbPw1VdfOcsUFRVh1KhRGDhwIHJzc3HgwAG88MIL8PLycpapr6/HhAkT8Nxzz7V5rAceeACHDx9GdnY2NmzYgB07duCxxx7ryCkSEUmDuAqVlZUCgMjLy+vQdsOHDxfPP/+88/u0adPE9OnT3dp2+/btAoCorq52WX7kyBEBQOzdu9e5bPPmzUImk4lz5861uq/GxkZhNBqdn5KSEgFAGI3GDp0PEZG7jEajWzlzVX3ORqMRQHPr2M2/CJCTk4PCwkKkpqYCABwOBzZu3Ii4uDikp6cjODgYycnJWLt2bYfqkp+fDz8/PyQmJjqXjR07FnK5HN99912r22RlZcFgMDg/kZGRHTomEVF36XQ4OxwOzJkzByNHjsSQIUPaLWs0GuHr6wu1Wo2MjAwsWbIE48aNAwBUVlbCbDZj8eLFmDBhArZu3YopU6Zg6tSpyMvLc7s+5eXlCA4OdlmmVCoREBCA8vLyVrdZsGABjEaj81NSUuL28YiIupOysxtmZmbi0KFD2Llz5xXL6nQ67N+/H2azGTk5OZg3bx6io6ORlpYGh8MBAJg0aRLmzp0LAEhISMCuXbuwbNkyjB49urNVvCKNRgONRtNt+yci6qxOhfPs2bOdN9wiIiKuWF4ulyM2NhZAc/AWFBQgKysLaWlpCAwMhFKpxODBg122GTRokFvBf0loaCgqKytdltlsNlRVVSE0NNTt/RARSUGHujWEEJg9ezbWrFmDbdu2ISoqqlMHdTgcsFgsAAC1Wo2kpKQWQ/KOHTuGvn37ur3PlJQU1NTUYN++fc5l27Ztg8PhQHJycqfqSUTkKR1qOWdmZuLTTz/FunXroNPpnH25BoMBWq0WADBjxgyEh4cjKysLQPNNt8TERMTExMBisWDTpk1YuXIlli5d6tzv/PnzMW3aNKSmpmLMmDHYsmUL1q9fj9zcXGeZ8vJylJeX48SJEwCAgwcPQqfToU+fPggICMCgQYMwYcIEPProo1i2bBmsVitmz56N++67D2FhYVd1kYiIelxHhoAAaPWzYsUKZ5nRo0eLmTNnOr8vXLhQxMbGCi8vL+Hv7y9SUlLEqlWrWux7+fLlznLx8fFi7dq1LutfeumlKx774sWL4je/+Y3w9fUVer1ezJo1S9TW1rp9fu4OcSEi6ix3c0YmhBAe+VtBgkwmEwwGA4xGI/R6vaerQ0TXIXdzhnNrEBFJEMOZiEiCGM5ERBLEcCYikiCGMxGRBDGciYgkiOFMRCRBDGciIgliOBMRSRDDmYhIghjOREQSxHAmIpIghjMRkQQxnImIJIjhTEQkQQxnIiIJYjgTEUkQw5mISIIYzkREEsRwJiKSIIYzEZEEMZyJiCSI4UxEJEEMZyIiCWI4ExFJEMOZiEiCGM5ERBLEcCYikiCGMxGRBDGciYgkiOFMRCRBDGciIgliOBMRSRDDmYhIghjOREQSxHAmIpIghjMRkQQxnImIJIjhTEQkQQxnIiIJYjgTEUkQw5mISIIYzkREEsRwJiKSIIYzEZEEMZyJiCSI4UxEJEEMZyIiCWI4ExFJEMOZiEiCGM5ERBLEcCYikiCGMxGRBDGciYgkiOFMRCRBDGciIgliOBMRSRDDmYhIgjoUzllZWUhKSoJOp0NwcDAmT56MwsLCdrf54osvkJiYCD8/P/j4+CAhIQErV65sUa6goAB33XUXDAYDfHx8kJSUhOLiYuf6xsZGZGZmolevXvD19cXdd9+NiooKl33IZLIWn1WrVnXkFImIJKFD4ZyXl4fMzEzs3r0b2dnZsFqtGD9+POrq6trcJiAgAAsXLkR+fj4OHDiAWbNmYdasWfjqq6+cZYqKijBq1CgMHDgQubm5OHDgAF544QV4eXk5y8ydOxfr16/H6tWrkZeXh9LSUkydOrXF8VasWIGysjLnZ/LkyR05RSIiaRBXobKyUgAQeXl5Hdpu+PDh4vnnn3d+nzZtmpg+fXqb5WtqaoRKpRKrV692LisoKBAARH5+vnMZALFmzZoO1eVyRqNRABBGo7HT+yAiao+7OXNVfc5GoxFAc+vYzb8IkJOTg8LCQqSmpgIAHA4HNm7ciLi4OKSnpyM4OBjJyclYu3atc7t9+/bBarVi7NixzmUDBw5Enz59kJ+f73KMzMxMBAYGYsSIEfjXv/4FIUSb9bFYLDCZTC4fIiIp6HQ4OxwOzJkzByNHjsSQIUPaLWs0GuHr6wu1Wo2MjAwsWbIE48aNAwBUVlbCbDZj8eLFmDBhArZu3YopU6Zg6tSpyMvLAwCUl5dDrVbDz8/PZb8hISEoLy93fn/llVfw2WefITs7G3fffTeefPJJLFmypM16ZWVlwWAwOD+RkZGdvBpERF1L2dkNMzMzcejQIezcufOKZXU6Hfbv3w+z2YycnBzMmzcP0dHRSEtLg8PhAABMmjQJc+fOBQAkJCRg165dWLZsGUaPHu12nV544QXnfw8fPhx1dXV444038Pvf/77V8gsWLMC8efOc300mEwOaiCShUy3n2bNnY8OGDdi+fTsiIiKufBC5HLGxsUhISMAzzzyDe+65B1lZWQCAwMBAKJVKDB482GWbQYMGOUdrhIaGoqmpCTU1NS5lKioqEBoa2uZxk5OTcfbsWVgsllbXazQa6PV6lw8RkRR0KJyFEJg9ezbWrFmDbdu2ISoqqlMHdTgczsBUq9VISkpqMSTv2LFj6Nu3LwDglltugUqlQk5OjnN9YWEhiouLkZKS0uZx9u/fD39/f2g0mk7Vk4jIUzrUrZGZmYlPP/0U69atg06nc/b3GgwGaLVaAMCMGTMQHh7ubBlnZWUhMTERMTExsFgs2LRpE1auXImlS5c69zt//nxMmzYNqampGDNmDLZs2YL169cjNzfXuf+HH34Y8+bNQ0BAAPR6PZ566imkpKTg1ltvBQCsX78eFRUVuPXWW+Hl5YXs7GwsWrQIf/jDH676IhER9biODAEB0OpnxYoVzjKjR48WM2fOdH5fuHChiI2NFV5eXsLf31+kpKSIVatWtdj38uXLneXi4+PF2rVrXdY3NDSIJ598Uvj7+wtvb28xZcoUUVZW5ly/efNmkZCQIHx9fYWPj4+Ij48Xy5YtE3a73e3z41A6Iupu7uaMTIh2xprdYEwmEwwGA4xGI/ufiahbuJsznFuDiEiCGM5ERBLEcCYikiCGMxGRBDGciYgkiOFMRCRBDGciIgliOBMRSRDDmYhIghjOREQSxHAmIpIghjMRkQQxnImIJIjhTEQkQQxnIiIJYjgTEUkQw5mISIIYzkREEsRwJiKSIIYzEZEEMZyJiCSI4UxEJEEMZyIiCWI4ExFJEMOZiEiCGM5ERBLEcCYikiCGMxGRBDGciYgkiOFMRCRBDGciIgliOBMRSRDDmYhIghjOREQSxHAmIpIghjMRkQQxnImIJIjhTEQkQQxnIiIJYjgTEUkQw5mISIIYzkREEsRwvgZV1zXhRKUZdRabp6tCRN1E6ekKUMc1WO2IDfbt1LZ2h4BCLuviGhFRV2PL+Rpksdo7ve3ukxe7sCZE1F0Yzl2syebosn3ZHQLGBqvLMiEESo2Nnd6nDIDDIa6yZkTU3RjOXcjuEMg7VonaRuuVCwOob7LBam87zC/UWlBnsboE/oGzRoyICuh0HQ3eqhaBT0TSw3DuQjIAeq0K+0tq3CqvlMtRVuPaCr5gtjj/2wGBMD9vqJXNf0zfn65CoE4DlaLzf2w6jQpm3kgkkjyGcxeSy2UIM2hxodYCuxtdB402O/Ra13uyl1rJQghU17m2cL1UCpy5UHdVdfT3UeFiXdNV7YOIuh/DuYtFBngj1OCFHcfPX7FsXaMNO49fQGlNg3OZTNYczEXnzegf4joio5evGikxva6qfr4aZY92azRa7Xj4g704XlHbY8ckuh5wKF03iPD3Rm5hy3BuHpcscPpiPY5XmBHgo0LqgCBU1zWhsLw5vA6XGhGq90JydK8WQ96abA7IZFc3DE4mk3XpTcsr+de3p3C2ugHRQZ0b+kd0o2I4d4PIAG8E+Kpw+kId+gX6OJcr5MDbX5/A1JsjMCkhzBm0ei+Vs8wPxdW4KdzQ6ljkrhpk4aNRQAhx1UF/JScqzfhbznF8OGsEx1YTdRDDuZuMHxyKv+Ucx7AIPyjlMlhsdpy+UI87hvZGXIiuze3sDgG9V/MfS22jFbrLgluIrklntUIOm0NApei+wLTaHfjj5z/hvqQ+SI6+uq4YohsRw7mbqBRypA0Iwi19fx72ZrbYsPdUVbvbjb8pBBsOlOHO+DA0NNldwlmrVnRJ3bxUCjg6GPTVdU04XGrCqP6BbpV/bWMBauqtmJ8+oDNVJLrhMZy7UYjey+W7r0YJf28V9p2pglIuR53FhoG99QjwUTvLqORyFJ03Y9+Zapcbgg6HQENT558MvFxtow0aZceCvqDc1GJkSVs+3HUa/7fvLD7/3W3w0fAnRtQZHK3RjSL8vVssGxrhhyBfL8RH+uG22ECXYAaAuiYb5oyNg0MIfHWoHFX/HfYmkwGN1q65kefuQzKXK6mqd+um3vKdp5C1uQD/mJmIAaFtd98QUfvYrOlhzTfi2l7v+9+WZlK/ACT29ccn3xUjPsIPoQYv9DZ4XbaPzvcXuzMG+5cUcrmzbq1xOATeyi7EB9+exvKZSbiV/cxEV4Ut5x6mkMvgpWq7S8HP++eWtEwmQ1SgN3KOVuDDXaeh+++NwjMX66+qDnVNNmw6WIbyDszR0djOZEvGBisyP/0Ba344h/88noKRse71SxNR2zoUzllZWUhKSoJOp0NwcDAmT56MwsLCdrf54osvkJiYCD8/P/j4+CAhIQErV65sUa6goAB33XUXDAYDfHx8kJSUhOLiYuf6xsZGZGZmolevXvD19cXdd9+NiooKl30UFxcjIyMD3t7eCA4Oxvz582GzSetRZZlMhiCdxu3yKoUCc8bG4Y6hvZG1+Si+O3kRoQYvHDpnxN7TrjcXTW50VwghoFYqcMfQ3gg1eF2x/CVtjY3++kgF0v+6A2aLDetmj8KQcIPb+ySitnWoWyMvLw+ZmZlISkqCzWbDc889h/Hjx+PIkSPw8fFpdZuAgAAsXLgQAwcOhFqtxoYNGzBr1iwEBwcjPT0dAFBUVIRRo0bh4Ycfxp/+9Cfo9XocPnwYXl4/h8fcuXOxceNGrF69GgaDAbNnz8bUqVPx7bffAgDsdjsyMjIQGhqKXbt2oaysDDNmzIBKpcKiRYs6e3087tIkR4PD9BjUexA+3VOM0xfrcVtMAIaEG9BotUMhl0GlkMPcaHMZM92arw5XINXNEReX81IpUN9kg7e6+SdTUGbCX7KPYc+pKvxxwgD8JqkP5BzLTNR1xFWorKwUAEReXl6Hths+fLh4/vnnnd+nTZsmpk+f3mb5mpoaoVKpxOrVq53LCgoKBACRn58vhBBi06ZNQi6Xi/LycmeZpUuXCr1eLywWi1v1MhqNAoAwGo0dOp+eUl1nEY1Wmzh13iz+s6dYWKx2IYQQpTX14vDZGvFTSbUoqaprc/szF+pEQVnnzu1IqVFsP1ohNh8sE9P/uVvc9OIW8caWo6KmvqlT+yO6UbmbM1fV52w0GgE0t47d/IsAOTk5KCwsRGpqKgDA4XBg48aNiIuLQ3p6OoKDg5GcnIy1a9c6t9u3bx+sVivGjh3rXDZw4ED06dMH+fn5AID8/HwMHToUISEhzjLp6ekwmUw4fPhwq/WxWCwwmUwuHynz81ZDo1SgX6AP/mdQMP69pxg7j19AqN4LAb4aDIvwa3WECNB8E7CwohYDQ/UdOmaj1Y5dJy7gk91nMO+zn/D6lqNI7R+EXQt+hT+kD4BB235LnYg6p9OjNRwOB+bMmYORI0diyJAh7ZY1Go0IDw+HxWKBQqHAu+++i3HjxgEAKisrYTabsXjxYvz5z3/G66+/ji1btmDq1KnYvn07Ro8ejfLycqjVavj5+bnsNyQkBOXl5QCA8vJyl2C+tP7SutZkZWXhT3/6U2dO3+N6+Wow87Z+OF9rwYYDZaipb8L4m0JbjK0GmqchLa1uQIj+yn3dlbWNOHzOhJ/O1uC7k1X4obgaQToNxg4KwXsP3oLEvv7d/tg3EV1FOGdmZuLQoUPYuXPnFcvqdDrs378fZrMZOTk5mDdvHqKjo5GWlgaHo/lG06RJkzB37lwAQEJCAnbt2oVly5Zh9OjRna3iFS1YsADz5s1zfjeZTIiMjOy243WHIJ0Gd8aHocpswVvZxxDmp8VNvfWICfbFpYcAe/mqMSzSD9uOVrTY/uR5M/JPXsSeU1XYc6oKZf8dwTEwVIf0m0Lx/P8bhMG99Qxkoh7WqXCePXs2NmzYgB07diAiIuKK5eVyOWJjYwE0B29BQQGysrKQlpaGwMBAKJVKDB482GWbQYMGOYM/NDQUTU1NqKmpcWk9V1RUIDQ01Flmz549Lvu4NJrjUplf0mg00GjcHzkhZbtPVWFaUiSGhhvwzfELWL3vLFKieyE5KsB5o67+v08YVtY2Yt2PpVi7/xyOlJkQovNCuL8WSf0CkDYgCEPDDejfzvwfRNT9OhTOQgg89dRTWLNmDXJzcxEVFdWpgzocDlgszW/8UKvVSEpKajEk79ixY+jbty8A4JZbboFKpUJOTg7uvvtuAEBhYSGKi4uRkpICAEhJScFrr72GyspKBAcHAwCys7Oh1+tbBL+n7DlVhZvC9N3ySPOBs0ZMHBIKmUyG1Lgg3N4/EN+dqsJ7O07CR6PA2EHNXTyPffQ9thdW4tboXngyLRajBwS1+3AJEXlIR+4y/u53vxMGg0Hk5uaKsrIy56e+vt5Z5sEHHxTPPvus8/uiRYvE1q1bRVFRkThy5Ih48803hVKpFP/4xz+cZb744guhUqnE+++/L44fPy6WLFkiFAqF+Oabb5xlnnjiCdGnTx+xbds28f3334uUlBSRkpLiXG+z2cSQIUPE+PHjxf79+8WWLVtEUFCQWLBggdvn192jNex2h/jm2Pku3+/Z6nrx4a5Tba4vr2kQj3y4R8Q+t1E889l+cazc1OV1ICL3uJszHQpnAK1+VqxY4SwzevRoMXPmTOf3hQsXitjYWOHl5SX8/f1FSkqKWLVqVYt9L1++3FkuPj5erF271mV9Q0ODePLJJ4W/v7/w9vYWU6ZMEWVlZS5lTp8+LSZOnCi0Wq0IDAwUzzzzjLBarW6fX08MpdtxrLLL97k094Sorms5XNDhcIg1P5wVw1/ZKia/s1MUMpSJPM7dnJEJ0UWTBF8HTCYTDAYDjEYj9PqODTlz17GKWlSYGpHYN6BTU4DuO1ONyAAtgnXNozIcDoE3txbijxMGtij7n73FWPDFQcwbF4cnRsdAeRUvhiWiruFuzrCzsYfFhegQE+SLvaerIEPzE4AdGQnRJ8Ab3526iIvmJtgcAmqFrMV7BfecqkKFqRH33hKJoeF+GBzWPX/REFH3YVPKAxRyGW6N7oXBYXpsOFDW7jv9LpgtLt+DdBr8v2FhmHlbP9x9czjUSjm+P13tnFp09fcleOCfu7FufylkMjCYia5RbDl7kM5LhaHhBpw3WxDup3Uut9jsqDRZUNdkg9lig1wmg7+3qkULO+/YedxzSyTsDoF3th+HUiHHstwi/HnyEPw6MZJjk4muYQxnDwvWa3DonBFqhRwX6yyob7LjbHUDkqMC4OetRZPNgaq6JhyvqIVDAIN762HwVqHc2IhgnRcUchlqG604dM6EMmMj1j81im+6JroOMJw9zFuthM3uQJ3FhvKaRqQNDMbNffxdyvTy1SA22BdCCBwtr0VhRS1OnjdjWlIkDp0z4vGV+3B7/0C888DN7c4VTUTXDoazBAwOM8DPW40me/uvoZLJZBjUu7kPOUSvwaq9xVi8uRD/34SBuD+5T09UlYh6CMNZQuIue2S6pr4JNfVWCDTfBLz8KT4hBLYcKseHu05j+cxEJPZzb1ZAIrp2MJwlys9b7XxlVZmxARWmRkQH+qDR6sDzaw+h6LwZa2ePdI53JqLrC8NZAmRofVTF2ep66DQq9DZo4XAIfHP8Al7bWICb+/pj1WO3sn+Z6DrGcJYARxsPaUb4e8NYb8WZi3X4obgar208ioUZAzFl+JVnAiSiaxvDWQK0agV+KK5GY5Md/QJ9EHbZmGcfjQJv55zGN8cv4NNHk136pYno+sVwlgAvlcI5fO7bExdwuNSE1LhANDTZMfvTH6FVK7A2cySn9iS6gfD/dokZGRsIu0Ng3f5z+FvOcdwVH4Y5Y+P4ZmuiGwzn1uhhDofAoXPGdsvkHatE1uajmJ8+EPPGD2AwE92A2HLuYXK5DBpl638nCiHw/o6T+Cj/DFY8lIQh4YYerh0RSQXD2QMcrQzOqG+y4dn/O4iz1fVYk3kbxy8T3eDYreEB/QK9sfvkRef3k+fNmPLOLhi0Kvz7sVsZzETElrMnaJQKaFUKCCGwet9Z/O+WQjx3x0BMvZnjl4moGcPZQ2obrcj89AecrW7AZ4/fymk+icgFuzV6mBACX/5UimdW/4ToQF/83+9uYzATUQtsOfeg/SU1WLSxABa7A8tncjQGEbWN4dzNhBDYfbIK7+aeQHFVPeaM7Y9J8eEcu0xE7WI4dxMhBHYcv4C/bzsOY4MVmWNikTG0N5QK9iQR0ZUxnLtYncWGNT+ew0f5p6FRKjD7V7EYNyiELWUi6hCGcxc5dM6Iz/edxfqfSjGqfyCypg7FzX38+QZsIuoUhvNVstkduHtZPkwNVtxzSwQ2z7mdD5EQ0VVjOF8lpUKOv/46HlGBPmwlE1GXYTh3AY5TJqKuxqEDREQSxHAmIpIghjMRkQQxnImIJIjhTEQkQQxnIiIJYjgTEUkQw5mISIIYzkREEsRwJiKSIIYzEZEEMZyJiCSI4UxEJEEMZyIiCeKUoZcRQgAATCaTh2tCRNerS/lyKW/awnC+TG1tLQAgMjLSwzUhoutdbW0tDAZDm+tl4krxfQNxOBwoLS2FTqeT3FtNTCYTIiMjUVJSAr1e7+nqSAKvSUu8Ji1J7ZoIIVBbW4uwsDDI5W33LLPlfBm5XI6IiAhPV6Nder1eEj8wKeE1aYnXpCUpXZP2WsyX8IYgEZEEMZyJiCSI4XyN0Gg0eOmll6DRaDxdFcngNWmJ16Sla/Wa8IYgEZEEseVMRCRBDGciIgliOBMRSRDDmYhIghjOREQSxHDuBrW1tZgzZw769u0LrVaL2267DXv37m13m9zcXNx8883QaDSIjY3FBx984LL+5Zdfhkwmc/kMHDjQpczjjz+OmJgYaLVaBAUFYdKkSTh69KhLmV/uQyaTYdWqVV1y3u3x1DW5RAiBiRMnQiaTYe3atS7riouLkZGRAW9vbwQHB2P+/Pmw2WxXc7pukfI1udF+J2lpaS3KPPHEEy5levp3wse3u8EjjzyCQ4cOYeXKlQgLC8PHH3+MsWPH4siRIwgPD29R/tSpU8jIyMATTzyBTz75BDk5OXjkkUfQu3dvpKenO8vddNNN+Prrr53flUrXP75bbrkFDzzwAPr06YOqqiq8/PLLGD9+PE6dOgWFQuEst2LFCkyYMMH53c/PrwvPvnWeuiaXvP32263Ol2K325GRkYHQ0FDs2rULZWVlmDFjBlQqFRYtWtQFZ942qV6TS26038mjjz6KV155xfnd29vb+d8e+Z0I6lL19fVCoVCIDRs2uCy/+eabxcKFC1vd5o9//KO46aabXJZNmzZNpKenO7+/9NJLIj4+vkN1+emnnwQAceLECecyAGLNmjUd2s/V8vQ1+fHHH0V4eLgoKytrcf6bNm0ScrlclJeXO5ctXbpU6PV6YbFY3Di7zpHyNRHixvudjB49Wjz99NNtrvfE74TdGl3MZrPBbrfDy8vLZblWq8XOnTtb3SY/Px9jx451WZaeno78/HyXZcePH0dYWBiio6PxwAMPoLi4uM161NXVYcWKFYiKimoxBWpmZiYCAwMxYsQI/Otf/7rivLJXy5PXpL6+Hvfffz/eeecdhIaGtnqcoUOHIiQkxOU4JpMJhw8f7tB5doSUr8klN9LvBAA++eQTBAYGYsiQIViwYAHq6+tdjtPTvxOGcxfT6XRISUnBq6++itLSUtjtdnz88cfIz89HWVlZq9uUl5e7/KEDQEhICEwmExoaGgAAycnJ+OCDD7BlyxYsXboUp06dwu233+6cg/qSd999F76+vvD19cXmzZuRnZ0NtVrtXP/KK6/gs88+Q3Z2Nu6++248+eSTWLJkSRdfBVeevCZz587FbbfdhkmTJnXoOJfWdRcpXxPgxvud3H///fj444+xfft2LFiwACtXrsT06dOveJxL67pFt7THb3AnTpwQqampAoBQKBQiKSlJPPDAA2LgwIGtlu/fv79YtGiRy7KNGzcKAKK+vr7Vbaqrq4Verxf//Oc/XZbX1NSIY8eOiby8PHHnnXeKm2++WTQ0NLRZ1xdeeEFERER08Aw7zhPXZN26dSI2NlbU1tY6y+AX/1x/9NFHxfjx4132U1dXJwCITZs2deZU3SbVa9Ka6/l30pqcnByXLkFP/E7Ycu4GMTExyMvLg9lsRklJCfbs2QOr1Yro6OhWy4eGhqKiosJlWUVFBfR6PbRabavb+Pn5IS4uDidOnHBZbjAY0L9/f6SmpuLzzz/H0aNHsWbNmjbrmpycjLNnz8JisXTwLDvGE9dk27ZtKCoqgp+fH5RKpfMm0N133420tLR2j3NpXXeS6jVpzfX8O2lNcnIyADjLeOJ3wnDuRj4+Pujduzeqq6vx1VdftfnPyJSUFOTk5Lgsy87ORkpKSpv7NpvNKCoqQu/evdssI4SAEKLd/6H2798Pf3//HpuxqyevybPPPosDBw5g//79zg8A/PWvf8WKFSucxzl48CAqKytdjqPX6zF48OCrOVW3Se2atOZ6/p205tJ1uVTGI7+TbmmP3+C2bNkiNm/eLE6ePCm2bt0q4uPjRXJysmhqahJCCPHss8+KBx980Fn+5MmTwtvbW8yfP18UFBSId955RygUCrFlyxZnmWeeeUbk5uaKU6dOiW+//VaMHTtWBAYGisrKSiGEEEVFRWLRokXi+++/F2fOnBHffvutuPPOO0VAQICoqKgQQgjx5Zdfin/84x/i4MGD4vjx4+Ldd98V3t7e4sUXX7wur0lr8It/wttsNjFkyBAxfvx4sX//frFlyxYRFBQkFixY0PUX4Rekek1utN/JiRMnxCuvvCK+//57cerUKbFu3ToRHR0tUlNTnfvwxO+E4dwN/vOf/4jo6GihVqtFaGioyMzMFDU1Nc71M2fOFKNHj3bZZvv27SIhIUGo1WoRHR0tVqxY4bJ+2rRponfv3kKtVovw8HAxbdo0lyFy586dExMnThTBwcFCpVKJiIgIcf/994ujR486y2zevFkkJCQIX19f4ePjI+Lj48WyZcuE3W7vlutwOU9ck9b8MoiEEOL06dNi4sSJQqvVisDAQPHMM88Iq9V6NafrFqlekxvtd1JcXCxSU1NFQECA0Gg0IjY2VsyfP18YjUaX/fT074TzORMRSRD7nImIJIjhTEQkQQxnIiIJYjgTEUkQw5mISIIYzkREEsRwJiKSIIYzEdFlduzYgTvvvBNhYWGtviXGHUIIvPnmm4iLi4NGo0F4eDhee+21Du2Db0IhIrpMXV0d4uPj8dvf/hZTp07t1D6efvppbN26FW+++SaGDh2KqqoqVFVVdWgffEKQiKgNMpkMa9asweTJk53LLBYLFi5ciH//+9+oqanBkCFD8Prrrztn9SsoKMCwYcNw6NAhDBgwoNPHZrcGEVEHzJ49G/n5+Vi1ahUOHDiAe++9FxMmTMDx48cBAOvXr0d0dDQ2bNiAqKgo9OvXD4888kiHW84MZyIiNxUXF2PFihVYvXo1br/9dsTExOAPf/gDRo0a5Zxy9eTJkzhz5gxWr16Njz76CB988AH27duHe+65p0PHYp8zEZGbDh48CLvdjri4OJflFosFvXr1AgA4HA5YLBZ89NFHznLLly/HLbfcgsLCQre7OhjORERuMpvNUCgU2LdvHxQKhcs6X19fAM0T9CuVSpcAHzRoEIDmljfDmYioiw0fPhx2ux2VlZW4/fbbWy0zcuRI2Gw2FBUVISYmBgBw7NgxAEDfvn3dPhZHaxARXcZsNjvfHTh8+HD85S9/wZgxYxAQEIA+ffpg+vTp+Pbbb/HWW29h+PDhOH/+PHJycjBs2DBkZGTA4XAgKSkJvr6+ePvtt+FwOJCZmQm9Xo+tW7e6X5Fum8afiOgatH37dgGgxWfmzJlCCCGamprEiy++KPr16ydUKpXo3bu3mDJlijhw4IBzH+fOnRNTp04Vvr6+IiQkRDz00EPi4sWLHaoHW85ERBLEoXRERBLEcCYikiCGMxGRBDGciYgkiOFMRCRBDGciIgliOBMRSRDDmYhIghjOREQSxHAmIpIghjMRkQT9/3DgSAgDoAeYAAAAAElFTkSuQmCC\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer 'Water_Body_Line' details:\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443192 \n", - "1 None 22 719 3321 3629 443192 \n", - "2 None 22 719 3321 3629 443192 \n", - "3 None 22 719 3321 3629 443192 \n", - "4 None 22 719 3321 3629 443192 \n", - "\n", - " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", - "0 443192 Godri 8 0 \n", - "1 443192 Godri 8 0 \n", - "2 443192 Godri 8 0 \n", - "3 443192 Godri 8 0 \n", - "4 443192 Godri 8 0 \n", - "\n", - " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length \\\n", - "0 None 24.055407 \n", - "1 None 97.798594 \n", - "2 None 9.473471 \n", - "3 None 24.025417 \n", - "4 None 37.332205 \n", - "\n", - " geometry \n", - "0 MULTILINESTRING ((9054931.966 2361921.778, 905... \n", - "1 MULTILINESTRING ((9054894.710 2361895.444, 905... \n", - "2 MULTILINESTRING ((9054864.694 2361803.377, 905... \n", - "3 MULTILINESTRING ((9054857.785 2361781.845, 905... \n", - "4 MULTILINESTRING ((9054842.172 2361752.433, 905... \n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer 'Road_line' details:\n", - " Id Name Type Road_Width Buffer Meter T_Elevation \\\n", - "0 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "1 0 Metalled Road 1.4 0.7 47.939887 0 \n", - "2 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "3 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "4 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "\n", - " F_Elevation OneWay Class_code SL Minute SHAPE_Length \\\n", - "0 0 4 20 0.327181 109.060499 \n", - "1 0 4 20 0.143820 47.939887 \n", - "2 0 4 20 0.229740 76.579946 \n", - "3 0 4 20 0.097743 32.580922 \n", - "4 0 4 20 0.044917 14.972256 \n", - "\n", - " geometry \n", - "0 MULTILINESTRING ((9053314.095 2359760.593, 905... \n", - "1 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", - "2 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", - "3 MULTILINESTRING ((9053473.302 2359853.534, 905... \n", - "4 MULTILINESTRING ((9053498.651 2359873.996, 905... \n" - ] 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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "def extract_features(layer_name):\n", - " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", - "\n", - " # Example: Extract building footprints\n", - " if layer_name == 'Built_Up_Area_type':\n", - " buildings = gdf[gdf['Built_Up_Area_type'].notnull()]\n", - " print(f\"Buildings extracted from '{layer_name}'\")\n", - " print(buildings[['geometry', 'Built_Up_Area_type']].head())\n", - "\n", - " # Example: Extract roads\n", - " elif layer_name == 'Road':\n", - " roads = gdf[gdf['geometry'].notnull()]\n", - " print(f\"Roads extracted from '{layer_name}'\")\n", - " print(roads[['geometry']].head())\n", - "\n", - " # Plot the extracted features\n", - " gdf.plot()\n", - " plt.title(layer_name)\n", - " plt.show()\n", - "\n", - "# Example: Extract features from specific layers\n", - "for layer_name in ['Built_Up_Area_type', 'Road']:\n", - " extract_features(layer_name)\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 1000 - }, - "id": "PSjvdbazBTZi", - "outputId": "cb3d4aec-e4f2-4385-bdbd-1bbf23f8ba7b" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Buildings extracted from 'Built_Up_Area_type'\n", - " geometry Built_Up_Area_type\n", - "0 MULTIPOLYGON (((9053859.552 2360072.878, 90538... 1\n", - "1 MULTIPOLYGON (((9053854.898 2360062.889, 90538... 1\n", - "2 MULTIPOLYGON (((9053850.612 2360080.802, 90538... 1\n", - "3 MULTIPOLYGON (((9053849.490 2360078.102, 90538... 1\n", - "4 MULTIPOLYGON (((9053771.627 2360078.923, 90537... 1\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Roads extracted from 'Road'\n", - " geometry\n", - "0 MULTIPOLYGON (((9053732.714 2360061.654, 90537...\n", - "1 MULTIPOLYGON (((9053637.416 2360032.209, 90536...\n", - "2 MULTIPOLYGON (((9053520.894 2360121.515, 90535...\n", - "3 MULTIPOLYGON (((9053492.079 2360110.829, 90534...\n", - "4 MULTIPOLYGON (((9053637.773 2360028.607, 90536...\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", - "\n", - "def extract_and_save_features(layer_name, output_csv):\n", - " # Load the layer\n", - " gdf = gpd.read_file(gdb_path, layer=layer_name)\n", - "\n", - " # Extract specific features if applicable\n", - " if layer_name == 'Built_Up_Area_type':\n", - " features = gdf[['geometry', 'Built_Up_Area_type']]\n", - " elif layer_name == 'Road':\n", - " features = gdf[['geometry']]\n", - " else:\n", - " features = gdf\n", - "\n", - " # Convert to DataFrame\n", - " df = pd.DataFrame(features)\n", - "\n", - " # Save to CSV\n", - " df.to_csv(output_csv, index=False)\n", - " print(f\"Features from '{layer_name}' saved to '{output_csv}'\")\n", - "\n", - "# Save features to CSV files\n", - "extract_and_save_features('Built_Up_Area_type', 'built_up_area.csv')\n", - "extract_and_save_features('Road', 'road_features.csv')\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "Su13tN7VCVA0", - "outputId": "4271a853-2142-4f5a-8fe5-d5db1fb7a59c" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Features from 'Built_Up_Area_type' saved to 'built_up_area.csv'\n", - "Features from 'Road' saved to 'road_features.csv'\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import geopandas as gpd\n", - "import pandas as pd\n", - "\n", - "# Path to your GDB file\n", - "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", - "\n", - "# Load data from the GDB file\n", - "layer_names = ['Built_Up_Area_type', 'Water_Body', 'Waterbody_Point', 'Railway', 'Bridge', 'Utility', 'Road_Centre_Line', 'Road', 'Water_Body_Line', 'Road_line']\n", - "\n", - "# Dictionary to hold data from each layer\n", - "gdb_layers = {}\n", - "\n", - "for layer in layer_names:\n", - " gdb_layers[layer] = gpd.read_file(gdb_path, layer=layer)\n", - " print(f\"Layer: {layer}\")\n", - " print(gdb_layers[layer].head(), '\\n')\n", - "\n", - "# Example: Extract and display data from 'Built_Up_Area_type'\n", - "built_up_area_df = gdb_layers['Built_Up_Area_type']\n", - "print(built_up_area_df.head())\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "TimhZDE8MS7G", - "outputId": "a56cf597-8110-40c3-a11a-47802be1b287" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Layer: Built_Up_Area_type\n", - " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", - "0 None 22 719 719 3629 \n", - "1 None 22 719 719 3629 \n", - "2 None 22 719 719 3629 \n", - "3 None 22 719 719 3629 \n", - "4 None 22 719 719 3629 \n", - "\n", - " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", - "0 443193 443193 1 AMORA ... 10.126829 \n", - "1 443193 443193 1 AMORA ... 10.691340 \n", - "2 443193 443193 1 AMORA ... 8.892256 \n", - "3 443193 443193 1 AMORA ... 142.584709 \n", - "4 443193 443193 1 AMORA ... 4.850011 \n", - "\n", - " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", - "0 2.0 1.0 14.045159 11.636509 124051 \n", - "1 1.0 1.0 14.056312 12.284951 124051 \n", - "2 3.0 1.0 13.067136 10.217631 124051 \n", - "3 1.0 1.0 53.254274 163.837765 124051 \n", - "4 1.0 1.0 12.190856 5.573026 124051 \n", - "\n", - " GP_Name geometry \n", - "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", - "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", - "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", - "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", - "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", - "\n", - "[5 rows x 25 columns] \n", - "\n", - "Layer: Water_Body\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443192 \n", - "1 None 22 719 3321 3629 443192 \n", - "2 None 22 719 3321 3629 443192 \n", - "3 None 22 719 3321 3629 443192 \n", - "4 None 22 719 3321 3629 443192 \n", - "\n", - " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", - "0 443192 Godri 5 None 0 \n", - "1 443192 Godri 5 None 0 \n", - "2 443192 Godri 5 None 0 \n", - "3 443192 Godri 5 None 0 \n", - "4 443192 Godri 2 None 0 \n", - "\n", - " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", - "0 31247.267116 723.415016 31247.267116 \n", - "1 5406.106820 276.738995 5406.106820 \n", - "2 774.955605 102.848755 774.955605 \n", - "3 639.451058 115.385743 639.451058 \n", - "4 16725.015373 1837.959504 16725.015373 \n", - "\n", - " geometry \n", - "0 MULTIPOLYGON (((9054766.515 2361926.414, 90547... \n", - "1 MULTIPOLYGON (((9054799.171 2361576.527, 90547... \n", - "2 MULTIPOLYGON (((9054880.174 2361687.302, 90548... \n", - "3 MULTIPOLYGON (((9055108.878 2361872.111, 90551... \n", - "4 MULTIPOLYGON (((9054664.030 2361437.181, 90546... \n", - "\n", - "Layer: Waterbody_Point\n", - " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", - "0 None 22 719 3321 3629 \n", - "1 None 22 719 3321 3629 \n", - "2 None 22 719 3321 3629 \n", - "3 None 22 719 3321 3629 \n", - "4 None 22 719 3321 3629 \n", - "\n", - " Village_Code LGD_Code Village_Name Water_Bodies_Type Owner_Name \\\n", - "0 443192 443192 Godri 1 \n", - "1 443192 443192 Godri 1 \n", - "2 443192 443192 Godri 1 \n", - "3 443192 443192 Godri 1 \n", - "4 443192 443192 Godri 1 \n", - "\n", - " Property_Id Covered Remarks Adl_Info geometry \n", - "0 0 POINT (9055078.881 2361959.950) \n", - "1 0 POINT (9055050.220 2361966.547) \n", - "2 0 POINT (9054932.754 2361921.906) \n", - "3 0 POINT (9054756.060 2361844.665) \n", - "4 0 POINT (9054893.299 2361743.215) \n", - "\n", - "Layer: Railway\n", - "Empty GeoDataFrame\n", - "Columns: [GlobalID, Uniq_Id, State_Code, District_Code, Tehsil_Code, Block_Code, Village_Code, LGD_Code, Village_Name, Railway_Type, Name, Width, Electrfd, Property_Id, Remarks, Adl_Info, SHAPE_Length, geometry]\n", - "Index: [] \n", - "\n", - "Layer: Bridge\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443192 \n", - "1 None 22 719 3321 3629 443192 \n", - "2 None 22 719 3321 3629 443192 \n", - "3 None 22 719 3321 3629 443192 \n", - "4 None 22 719 3321 3629 443193 \n", - "\n", - " LGD_Code Village_Name Built_Along Bridge_type Property_Id Name Remarks \\\n", - "0 443192 Godri 1 \n", - "1 443192 Godri 1 \n", - "2 443192 Godri 1 \n", - "3 443192 Godri 1 \n", - "4 443139 AMORA 1 \n", - "\n", - " Adl_Info SHAPE_Length SHAPE_Area \\\n", - "0 30.838227 59.373649 \n", - "1 37.559756 84.610117 \n", - "2 36.583432 81.006283 \n", - "3 35.317792 76.047568 \n", - "4 42.932117 114.928105 \n", - "\n", - " geometry \n", - "0 MULTIPOLYGON (((9054847.211 2362159.291, 90548... \n", - "1 MULTIPOLYGON (((9054760.241 2362012.402, 90547... \n", - "2 MULTIPOLYGON (((9054755.914 2361754.197, 90547... \n", - "3 MULTIPOLYGON (((9054646.739 2361497.000, 90546... \n", - "4 MULTIPOLYGON (((9053588.399 2359937.474, 90535... \n", - "\n", - "Layer: Utility\n", - " GlobalID Uniq_Id State_Code District_Code \\\n", - "0 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "1 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "2 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "3 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "4 {00000000-0000-0000-0000-000000000000} 22 719 \n", - "\n", - " Tehsil_Code Block_Code Village_Code LGD_Code Village_Name Utility_Type \\\n", - "0 3321 3629 443192 443192 Godri 1 \n", - "1 3321 3629 443192 443192 Godri 1 \n", - "2 3321 3629 443192 443192 Godri 1 \n", - "3 3321 3629 443192 443192 Godri 1 \n", - "4 3321 3629 443192 443192 Godri 1 \n", - "\n", - " ... Property_Id Property_Card_No Ward_No Capacity Description Status \\\n", - "0 ... \n", - "1 ... \n", - "2 ... \n", - "3 ... \n", - "4 ... \n", - "\n", - " Locality Remarks Adl_Info geometry \n", - "0 POINT (9054630.805 2361504.297) \n", - "1 POINT (9054660.190 2361504.462) \n", - "2 POINT (9054633.398 2361507.430) \n", - "3 POINT (9054637.466 2361509.061) \n", - "4 POINT (9054729.167 2361543.348) \n", - "\n", - "[5 rows x 21 columns] \n", - "\n", - "Layer: Road_Centre_Line\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443192 \n", - "1 None 22 719 3321 3629 443192 \n", - "2 None 22 719 3321 3629 443192 \n", - "3 None 22 719 3321 3629 443192 \n", - "4 None 22 719 3321 3629 443192 \n", - "\n", - " LGD_Code Village_Name Name Road_type Property_Id Width Pavement Status \\\n", - "0 443192 Godri 5 7.000 \n", - "1 443192 Godri 6 2.793 \n", - "2 443192 Godri 5 3.127 \n", - "3 443192 Godri 5 3.077 \n", - "4 443192 Godri 5 2.200 \n", - "\n", - " Built_On Carriageway Remarks Adl_Info SHAPE_Length \\\n", - "0 792.865222 \n", - "1 84.046024 \n", - "2 478.801995 \n", - "3 71.145246 \n", - "4 39.166596 \n", - "\n", - " geometry \n", - "0 MULTILINESTRING ((9054619.766 2361473.058, 905... \n", - "1 MULTILINESTRING ((9054726.187 2361591.669, 905... \n", - "2 MULTILINESTRING ((9054755.416 2361655.082, 905... \n", - "3 MULTILINESTRING ((9054991.778 2361909.658, 905... \n", - "4 MULTILINESTRING ((9054997.071 2361977.700, 905... \n", - "\n", - "Layer: Road\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443193 \n", - "1 None 22 719 3321 3629 443193 \n", - "2 None 22 719 3321 3629 443193 \n", - "3 None 22 719 3321 3629 443193 \n", - "4 None 22 719 3321 3629 443193 \n", - "\n", - " LGD_Code Village_Name Name Road_type ... Width Pavement Status Built_On \\\n", - "0 443193 AMORA 6 ... 0.0 \n", - "1 443193 AMORA 6 ... 0.0 \n", - "2 443193 AMORA 7 ... 0.0 \n", - "3 443193 AMORA 8 ... 0.0 \n", - "4 443193 AMORA 6 ... 0.0 \n", - "\n", - " Carriageway Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", - "0 122.022065 176.570339 \n", - "1 223.955282 224.613415 \n", - "2 57.225141 26.484782 \n", - "3 33.204119 7.391557 \n", - "4 28.987901 26.673718 \n", - "\n", - " geometry \n", - "0 MULTIPOLYGON (((9053732.714 2360061.654, 90537... \n", - "1 MULTIPOLYGON (((9053637.416 2360032.209, 90536... \n", - "2 MULTIPOLYGON (((9053520.894 2360121.515, 90535... \n", - "3 MULTIPOLYGON (((9053492.079 2360110.829, 90534... \n", - "4 MULTIPOLYGON (((9053637.773 2360028.607, 90536... \n", - "\n", - "[5 rows x 21 columns] \n", - "\n", - "Layer: Water_Body_Line\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443192 \n", - "1 None 22 719 3321 3629 443192 \n", - "2 None 22 719 3321 3629 443192 \n", - "3 None 22 719 3321 3629 443192 \n", - "4 None 22 719 3321 3629 443192 \n", - "\n", - " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", - "0 443192 Godri 8 0 \n", - "1 443192 Godri 8 0 \n", - "2 443192 Godri 8 0 \n", - "3 443192 Godri 8 0 \n", - "4 443192 Godri 8 0 \n", - "\n", - " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length \\\n", - "0 None 24.055407 \n", - "1 None 97.798594 \n", - "2 None 9.473471 \n", - "3 None 24.025417 \n", - "4 None 37.332205 \n", - "\n", - " geometry \n", - "0 MULTILINESTRING ((9054931.966 2361921.778, 905... \n", - "1 MULTILINESTRING ((9054894.710 2361895.444, 905... \n", - "2 MULTILINESTRING ((9054864.694 2361803.377, 905... \n", - "3 MULTILINESTRING ((9054857.785 2361781.845, 905... \n", - "4 MULTILINESTRING ((9054842.172 2361752.433, 905... \n", - "\n", - "Layer: Road_line\n", - " Id Name Type Road_Width Buffer Meter T_Elevation \\\n", - "0 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "1 0 Metalled Road 1.4 0.7 47.939887 0 \n", - "2 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "3 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "4 0 Metalled Road 8.0 4.0 631.908984 0 \n", - "\n", - " F_Elevation OneWay Class_code SL Minute SHAPE_Length \\\n", - "0 0 4 20 0.327181 109.060499 \n", - "1 0 4 20 0.143820 47.939887 \n", - "2 0 4 20 0.229740 76.579946 \n", - "3 0 4 20 0.097743 32.580922 \n", - "4 0 4 20 0.044917 14.972256 \n", - "\n", - " geometry \n", - "0 MULTILINESTRING ((9053314.095 2359760.593, 905... \n", - "1 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", - "2 MULTILINESTRING ((9053412.570 2359806.962, 905... \n", - "3 MULTILINESTRING ((9053473.302 2359853.534, 905... \n", - "4 MULTILINESTRING ((9053498.651 2359873.996, 905... \n", - "\n", - " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", - "0 None 22 719 719 3629 \n", - "1 None 22 719 719 3629 \n", - "2 None 22 719 719 3629 \n", - "3 None 22 719 719 3629 \n", - "4 None 22 719 719 3629 \n", - "\n", - " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", - "0 443193 443193 1 AMORA ... 10.126829 \n", - "1 443193 443193 1 AMORA ... 10.691340 \n", - "2 443193 443193 1 AMORA ... 8.892256 \n", - "3 443193 443193 1 AMORA ... 142.584709 \n", - "4 443193 443193 1 AMORA ... 4.850011 \n", - "\n", - " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", - "0 2.0 1.0 14.045159 11.636509 124051 \n", - "1 1.0 1.0 14.056312 12.284951 124051 \n", - "2 3.0 1.0 13.067136 10.217631 124051 \n", - "3 1.0 1.0 53.254274 163.837765 124051 \n", - "4 1.0 1.0 12.190856 5.573026 124051 \n", - "\n", - " GP_Name geometry \n", - "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", - "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", - "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", - "3 AMORA MULTIPOLYGON (((9053849.490 2360078.102, 90538... \n", - "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", - "\n", - "[5 rows x 25 columns]\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import matplotlib.pyplot as plt\n", - "\n", - "# Visualize Built-Up Area Type\n", - "built_up_area_df.plot(column='Built_Up_Area_type', legend=True)\n", - "plt.title('Built-Up Area Type')\n", - "plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 470 - }, - "id": "T4Iba2YnM1wA", - "outputId": "7b2b6285-4966-4c0c-86df-05ebfe6b00ab" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "from shapely.geometry import Polygon\n", - "import numpy as np\n", - "import geopandas as gpd\n", - "\n", - "def extract_features_from_geodataframe(gdf):\n", - " features = []\n", - " for _, row in gdf.iterrows(): # gdf is expected to be a GeoDataFrame\n", - " geom = row['geometry']\n", - " if geom is not None:\n", - " if geom.geom_type == 'Polygon':\n", - " features.append({\n", - " 'area': geom.area,\n", - " 'length': geom.length\n", - " })\n", - " elif geom.geom_type == 'MultiPolygon':\n", - " features.append({\n", - " 'area': sum(poly.area for poly in geom),\n", - " 'length': sum(poly.length for poly in geom)\n", - " })\n", - " else:\n", - " features.append({\n", - " 'area': None,\n", - " 'length': None\n", - " })\n", - " else:\n", - " features.append({\n", - " 'area': None,\n", - " 'length': None\n", - " })\n", - " return pd.DataFrame(features)\n", - "\n", - "# Assuming 'valid_geometries' is a list of geometries\n", - "# Convert the list of geometries into a GeoDataFrame\n", - "valid_geometries_gdf = gpd.GeoDataFrame(geometry=valid_geometries)\n", - "\n", - "# Extract features again using the GeoDataFrame\n", - "features_df = extract_features_from_geodataframe(valid_geometries_gdf)\n", - "print(features_df.head)" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "m9fGCVg6M9Yx", - "outputId": "9401811d-d7cc-48a5-bd18-76234b61f9be" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "print( built_up_area_df['Built_Up_Area_type'])" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "7oC68lG_SDbH", - "outputId": "14ee2c57-5392-4cc2-f973-c24d072c6954" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "0 1\n", - "1 1\n", - "2 1\n", - "3 1\n", - "4 1\n", - " ..\n", - "1307 1\n", - "1308 1\n", - "1309 1\n", - "1310 1\n", - "1311 1\n", - "Name: Built_Up_Area_type, Length: 1312, dtype: int64\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "from sklearn.model_selection import train_test_split\n", - "from sklearn.ensemble import RandomForestClassifier\n", - "from sklearn.metrics import classification_report\n", - "from sklearn.impute import SimpleImputer # Import the SimpleImputer class\n", - "import geopandas as gpd\n", - "\n", - "# Assuming 'valid_geometries' is a list of geometries\n", - "# Convert the list of geometries into a GeoDataFrame\n", - "valid_geometries_gdf = gpd.GeoDataFrame(geometry=valid_geometries)\n", - "\n", - "# Ensure that built_up_area_df and valid_geometries_gdf have the same number of rows\n", - "built_up_area_df = built_up_area_df.iloc[:len(valid_geometries_gdf)]\n", - "\n", - "# Extract features again using the GeoDataFrame\n", - "features_df = extract_features_from_geodataframe(valid_geometries_gdf)\n", - "\n", - "# Prepare data for training (assuming features_df contains your features and labels)\n", - "X = features_df[['area', 'length']] # Features\n", - "y = built_up_area_df['Built_Up_Area_type'] # Labels\n", - "\n", - "# Split data\n", - "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.3, random_state=42)\n", - "\n", - "# Impute missing values with the mean\n", - "imputer = SimpleImputer(strategy='mean') # Create an instance of SimpleImputer\n", - "X_train = imputer.fit_transform(X_train) # Fit and transform on the training data\n", - "X_test = imputer.transform(X_test) # Transform the test data using the same imputer\n", - "\n", - "# Train model\n", - "model = RandomForestClassifier(n_estimators=100, random_state=42)\n", - "model.fit(X_train, y_train)\n", - "\n", - "# Predict and evaluate\n", - "y_pred = model.predict(X_test)\n", - "print(classification_report(y_test, y_pred))" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "m5YyKMIlM9WZ", - "outputId": "88de440e-bfaa-4d92-e493-9da39ca64a87" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - " precision recall f1-score support\n", - "\n", - " 1 1.00 1.00 1.00 392\n", - "\n", - " accuracy 1.00 392\n", - " macro avg 1.00 1.00 1.00 392\n", - "weighted avg 1.00 1.00 1.00 392\n", - "\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import joblib\n", - "\n", - "# Save the model\n", - "joblib.dump(model, 'feature_extraction_model.pkl')\n", - "\n", - "# Load the model\n", - "loaded_model = joblib.load('feature_extraction_model.pkl')\n", - "\n", - "# Make predictions\n", - "new_data = pd.DataFrame({'area': [1000], 'length': [50]})\n", - "predictions = loaded_model.predict(new_data)\n", - "print(predictions)\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "gi5hD6riM9MJ", - "outputId": "8cce60cc-fc09-4593-fa9c-232ec25a2a3c" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "[1]\n" - ] - }, - { - "output_type": "stream", - "name": "stderr", - "text": [ - "/usr/local/lib/python3.10/dist-packages/sklearn/base.py:458: UserWarning: X has feature names, but RandomForestClassifier was fitted without feature names\n", - " warnings.warn(\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "from shapely.geometry import Polygon\n", - "import pandas as pd\n", - "\n", - "def compute_shape_metrics(geom):\n", - " if isinstance(geom, Polygon):\n", - " area = geom.area\n", - " length = geom.length\n", - " compactness = 4 * np.pi * area / (length ** 2) if length != 0 else 0\n", - " return area, length, compactness\n", - " return None, None, None\n", - "\n", - "\n", - "def extract_features_from_geodataframe(gdf):\n", - " features = []\n", - " for _, row in gdf.iterrows(): # gdf is expected to be a GeoDataFrame\n", - " geom = row['geometry']\n", - " if geom is not None:\n", - " if geom.geom_type == 'Polygon':\n", - " features.append({\n", - " 'area': geom.area,\n", - " 'length': geom.length,\n", - " 'compactness': compute_shape_metrics(geom)[2]\n", - " })\n", - " elif geom.geom_type == 'MultiPolygon':\n", - " features.append({\n", - " 'area': sum(poly.area for poly in geom),\n", - " 'length': sum(poly.length for poly in geom),\n", - " 'compactness': compute_shape_metrics(geom)[2]\n", - " })\n", - " else:\n", - " features.append({\n", - " 'area': None,\n", - " 'length': None,\n", - " 'compactness': None\n", - " })\n", - " else:\n", - " features.append({\n", - " 'area': None,\n", - " 'length': None,\n", - " 'compactness': None\n", - " })\n", - " return pd.DataFrame(features)\n", - "\n", - "# Compute shape metrics for Built-Up Area Type\n", - "\n", - "# Assuming 'valid_geometries' is a list of geometries\n", - "# Convert the list of geometries into a GeoDataFrame\n", - "valid_geometries_gdf = gpd.GeoDataFrame(geometry=valid_geometries)\n", - "\n", - "# Extract features again using the GeoDataFrame\n", - "features_df = extract_features_from_geodataframe(valid_geometries_gdf)\n", - "print(features_df.head)" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "WazbEHpTUw9e", - "outputId": "fd5810a9-c5a1-43e9-ff14-adc13be9b234" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "from shapely.ops import nearest_points\n", - "\n", - "def compute_distance_between_features(gdf1, gdf2):\n", - " distances = []\n", - " for _, row1 in gdf1.iterrows():\n", - " geom1 = row1['geometry']\n", - " min_distance = min(geom1.distance(row2['geometry']) for _, row2 in gdf2.iterrows())\n", - " distances.append(min_distance)\n", - " return distances\n", - "\n", - "# Example: Distance from Built-Up Areas to Roads\n", - "distances_to_roads = compute_distance_between_features(built_up_area_df, gdb_layers['Road'])\n", - "built_up_area_df['distance_to_road'] = distances_to_roads\n", - "print(built_up_area_df[['Built_Up_Area_type', 'distance_to_road']])\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "d6OfFiqEWBs4", - "outputId": "d1294514-f14e-489c-d789-9d9c1ab0f298" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - "/usr/local/lib/python3.10/dist-packages/shapely/measurement.py:72: RuntimeWarning: invalid value encountered in distance\n", - " return lib.distance(a, b, **kwargs)\n" - ] - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - " Built_Up_Area_type distance_to_road\n", - "0 1 21.042244\n", - "1 1 21.964747\n", - "2 1 5.701877\n", - "3 1 9.340278\n", - "4 1 37.125983\n", - "... ... ...\n", - "1301 1 10.206596\n", - "1302 1 0.155859\n", - "1303 1 4.285330\n", - "1304 1 0.741521\n", - "1305 1 13.570509\n", - "\n", - "[1306 rows x 2 columns]\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import matplotlib.pyplot as plt\n", - "\n", - "# Plot Built-Up Areas and Roads\n", - "fig, ax = plt.subplots(figsize=(10, 10))\n", - "\n", - "# Plot built-up areas\n", - "built_up_area_df.plot(ax=ax, color='blue', alpha=0.5, label='Built-Up Areas')\n", - "\n", - "# Plot roads\n", - "gdb_layers['Road'].plot(ax=ax, color='red', alpha=0.5, label='Roads')\n", - "\n", - "plt.legend()\n", - "plt.title('Built-Up Areas and Roads')\n", - "plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 889 - }, - "id": "5g3Vq0BZWNvp", - "outputId": "815c8c50-a1b7-4d18-f45b-7f6acdc8eb86" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - ":12: UserWarning: Legend does not support handles for PatchCollection instances.\n", - "See: https://matplotlib.org/stable/tutorials/intermediate/legend_guide.html#implementing-a-custom-legend-handler\n", - " plt.legend()\n", - "WARNING:matplotlib.legend:No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "from sklearn.model_selection import GridSearchCV\n", - "\n", - "# Define parameter grid\n", - "param_grid = {\n", - " 'n_estimators': [50, 100, 200],\n", - " 'max_depth': [None, 10, 20, 30],\n", - " 'min_samples_split': [2, 5, 10]\n", - "}\n", - "\n", - "# Initialize GridSearchCV\n", - "grid_search = GridSearchCV(estimator=RandomForestClassifier(random_state=42), param_grid=param_grid, cv=5, n_jobs=-1, verbose=2)\n", - "\n", - "# Fit the model\n", - "grid_search.fit(X_train, y_train)\n", - "\n", - "# Best parameters and score\n", - "print(f\"Best parameters: {grid_search.best_params_}\")\n", - "print(f\"Best score: {grid_search.best_score_}\")\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "APCy0zT6WUym", - "outputId": "7c5ee7f4-dca2-4d1f-ec60-b1db1e7a8e7f" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Fitting 5 folds for each of 36 candidates, totalling 180 fits\n" - ] - }, - { - "output_type": "stream", - "name": "stderr", - "text": [ - "/usr/local/lib/python3.10/dist-packages/joblib/externals/loky/backend/fork_exec.py:38: RuntimeWarning: os.fork() was called. os.fork() is incompatible with multithreaded code, and JAX is multithreaded, so this will likely lead to a deadlock.\n", - " pid = os.fork()\n", - "/usr/local/lib/python3.10/dist-packages/joblib/externals/loky/backend/fork_exec.py:38: RuntimeWarning: os.fork() was called. os.fork() is incompatible with multithreaded code, and JAX is multithreaded, so this will likely lead to a deadlock.\n", - " pid = os.fork()\n" - ] - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Best parameters: {'max_depth': None, 'min_samples_split': 2, 'n_estimators': 50}\n", - "Best score: 1.0\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "# prompt: predict\n", - "\n", - "# Assuming you have loaded your trained model (loaded_model) and have new data (new_data)\n", - "# Make predictions using the loaded model\n", - "y_pred = loaded_model.predict(X_test)\n", - "\n", - "# Print the predictions\n", - "print(y_pred)\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "qTxPkdTaWmqb", - "outputId": "98a1e54b-f580-43e5-9848-800b126a6183" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "[1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1]\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "from sklearn.ensemble import RandomForestClassifier\n", - "from sklearn.impute import SimpleImputer\n", - "\n", - "# Prepare data (features and labels)\n", - "features = features_df[['area', 'length', 'compactness']]\n", - "labels = built_up_area_df['Built_Up_Area_type']\n", - "\n", - "# Impute missing values using the mean\n", - "imputer = SimpleImputer(strategy='mean')\n", - "features_imputed = imputer.fit_transform(features)\n", - "\n", - "# Train model\n", - "model = RandomForestClassifier(n_estimators=100, random_state=42)\n", - "model.fit(features_imputed, labels)" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 75 - }, - "id": "bJk2zbVBXTjF", - "outputId": "650eb4b9-ad93-4bad-bf95-327c5cfd45de" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "RandomForestClassifier(random_state=42)" - ], - "text/html": [ - "
RandomForestClassifier(random_state=42)
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" - ] - }, - "metadata": {}, - "execution_count": 163 - } - ] - }, - { - "cell_type": "code", - "source": [ - "# prompt: predict\n", - "\n", - "# Assuming you have new data in a DataFrame called 'new_data' with the same columns as your training data\n", - "new_data = pd.DataFrame({'area': [1000], 'length': [50], 'compactness': [0.8]}) # Replace with your actual new data\n", - "\n", - "# Impute missing values in new data using the same imputer used for training\n", - "new_data_imputed = imputer.transform(new_data)\n", - "\n", - "# Make predictions using the trained model\n", - "predictions = model.predict(new_data_imputed)\n", - "\n", - "# Print the predictions\n", - "print(predictions)\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "AB3UMrrMYHzQ", - "outputId": "33685a87-f059-4b22-aab5-9439441b02c2" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "[1]\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "# Visualize roads\n", - "gdb_layers['Road'].plot(color='red')\n", - "plt.title('Road Features')\n", - "plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 470 - }, - "id": "EH4yqpdIYMZU", - "outputId": "a1f3f5ba-cba6-47be-ea5f-1ed1874d8945" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "# Extract water body data\n", - "water_body_df = gdb_layers['Water_Body']\n", - "\n", - "# Visualize water bodies\n", - "water_body_df.plot(color='blue')\n", - "plt.title('Water Bodies')\n", - "plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 470 - }, - "id": "LpQGsOSWYTXq", - "outputId": "5aa6ccbb-976b-49e3-a4b1-2933ec52ab45" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "markdown", - "source": [ - "LOAD AND EXPLORE DATA" - ], - "metadata": { - "id": "bojVKPvvKSKP" - } - }, - { - "cell_type": "code", - "source": [ - "!unzip /content/Chhattisgarh_2.zip" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "de1AFQE5KZbb", - "outputId": "fe6aa74b-c454-44e2-b2fd-83e17f05c1b0" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Archive: /content/Chhattisgarh_2.zip\n", - " creating: Chhattisgarh_2/\n", - " creating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/\n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000001.TablesByName.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000002.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000002.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000003.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000003.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000003.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.CatItemsByPhysicalName.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.CatItemsByType.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.FDO_UUID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.horizon \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000004.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.CatItemTypesByName.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.CatItemTypesByParentTypeID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.CatItemTypesByUUID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000005.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.CatRelsByDestinationID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.CatRelsByOriginID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.CatRelsByType.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.FDO_UUID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000006.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByBackwardLabel.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByDestItemTypeID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByForwardLabel.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByName.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByOriginItemTypeID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.CatRelTypesByUUID.atx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000007.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000b.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000d.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000000e.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000011.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000012.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000013.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000017.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a00000018.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001a.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.freelist \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.gdbindexes \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.gdbtable \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.gdbtablx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/a0000001f.spx \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/gdb \n", - " inflating: Chhattisgarh_2/Chhattisgarh_Svamitva.gdb/timestamps \n", - " creating: Chhattisgarh_2/ecw/\n", - " inflating: Chhattisgarh_2/ecw/443190_nagadabri_443192_godri-orthomosaic.ecw \n", - " inflating: Chhattisgarh_2/ecw/443193_amora-orthomosaic.ecw \n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "!pip install geopandas\n", - "!pip install rasterio\n", - "!pip install matplotlib" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "nEwlq7UMLW0j", - "outputId": "034d1c43-6b93-41a1-c095-886569fc6a9b" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Requirement already satisfied: geopandas in /usr/local/lib/python3.10/dist-packages (1.0.1)\n", - "Requirement already satisfied: numpy>=1.22 in /usr/local/lib/python3.10/dist-packages (from geopandas) (1.26.4)\n", - "Requirement already satisfied: pyogrio>=0.7.2 in /usr/local/lib/python3.10/dist-packages (from geopandas) (0.9.0)\n", - "Requirement already satisfied: packaging in /usr/local/lib/python3.10/dist-packages (from geopandas) (24.1)\n", - "Requirement already satisfied: pandas>=1.4.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (2.1.4)\n", - "Requirement already satisfied: pyproj>=3.3.0 in /usr/local/lib/python3.10/dist-packages (from geopandas) (3.6.1)\n", - "Requirement already satisfied: shapely>=2.0.0 in 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], - "metadata": { - "id": "LbNmY88XYXOy", - "colab": { - "base_uri": "https://localhost:8080/", - "height": 976 - }, - "outputId": "4e3251fb-868d-4b82-c57b-bd93a2ef2f72" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" 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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "{'driver': 'GTiff', 'dtype': 'uint8', 'nodata': None, 'width': 6024, 'height': 6024, 'count': 4, 'crs': CRS.from_epsg(3857), 'transform': Affine(0.34197814215834615, 0.0, 9054574.883985465,\n", - " 0.0, -0.4917197014201307, 2364359.779740103)}\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import rasterio\n", - "import matplotlib.pyplot as plt\n", - "\n", - "# Path to your TIF file\n", - "tif_path = '/content/Chhattisgarh_2/ecw/amora.tif'\n", - "\n", - "# Open and read the TIF file\n", - "with rasterio.open(tif_path) as src:\n", - " raster_data = src.read(1) # Read the first band (for grayscale)\n", - "\n", - " # Plot the raster data\n", - " plt.imshow(raster_data, cmap='gray')\n", - " plt.title(\"TIF File - Orthophoto\")\n", - " plt.colorbar()\n", - " plt.show()\n", - "\n", - "# Print metadata of the TIF file\n", - "print(\"TIF Metadata:\", src.meta)\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 507 - }, - "id": "tfaVTDRgL58W", - "outputId": "f6dabdaf-4dbb-40a6-ea34-66d41a41d631" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "TIF Metadata: {'driver': 'GTiff', 'dtype': 'uint8', 'nodata': None, 'width': 6024, 'height': 6024, 'count': 4, 'crs': CRS.from_epsg(3857), 'transform': Affine(0.09800053423354793, 0.0, 9053292.340404801,\n", - " 0.0, -0.07408011965212802, 2360171.2238276075)}\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "from osgeo import ogr\n", - "\n", - "gdb_path = '/content/Chhattisgarh_2/Chhattisgarh_Svamitva.gdb'\n", - "\n", - "# Open the GDB file\n", - "driver = ogr.GetDriverByName(\"OpenFileGDB\")\n", - "gdb = driver.Open(gdb_path, 0) # 0 means read-only, 1 means read-write\n", - "\n", - "if gdb is None:\n", - " print(\"Could not open GDB\")\n", - "else:\n", - " # List the available layers\n", - " print(\"Available layers:\")\n", - " for i in range(gdb.GetLayerCount()):\n", - " layer = gdb.GetLayerByIndex(i)\n", - " print(layer.GetName())\n", - "\n", - " # Load a specific layer by name\n", - " buildings_layer = gdb.GetLayerByName(\"Built_Up_Area_type\")\n", - "\n", - " # Print some features from the layer\n", - " for feature in buildings_layer:\n", - " print(feature.GetField(\"Built_Up_Area_type\")) # Example: Print the \"Built_Up_Area_type\" field\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "QW95F3voMIIM", - "outputId": "7f6237e1-bafe-4486-f5d3-8e510ff3cb0e" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Available layers:\n", - "Built_Up_Area_type\n", - "Water_Body\n", - "Waterbody_Point\n", - "Railway\n", - "Bridge\n", - "Utility\n", - "Road_Centre_Line\n", - "Road\n", - "Water_Body_Line\n", - "Road_line\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - "1\n", - 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- "\n", - "# Load the Built-Up Area layer\n", - "built_up_layer = gpd.read_file(gdb_path, layer='Built_Up_Area_type')\n", - "\n", - "# Load the Roads layer\n", - "road_layer = gpd.read_file(gdb_path, layer='Road')\n", - "\n", - "# Load the Water Bodies layer\n", - "water_body_layer = gpd.read_file(gdb_path, layer='Water_Body')\n", - "\n", - "# Print sample data\n", - "print(\"Built-Up Area Layer:\")\n", - "print(built_up_layer.head())\n", - "\n", - "print(\"\\nRoad Layer:\")\n", - "print(road_layer.head())\n", - "\n", - "print(\"\\nWater Body Layer:\")\n", - "print(water_body_layer.head())\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "jyVt5dcuM5NY", - "outputId": "c19b1477-5b9b-4e50-93e8-a0aa0809e300" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Built-Up Area Layer:\n", - " GlobalID Uniq_Id State_Code District_Code Tehsil_Code Block_Code \\\n", - "0 None 22 719 719 3629 \n", - "1 None 22 719 719 3629 \n", - "2 None 22 719 719 3629 \n", - "3 None 22 719 719 3629 \n", - "4 None 22 719 719 3629 \n", - "\n", - " Village_Code LGD_Code Built_Up_Area_type Village_Name ... Area_Sqm \\\n", - "0 443193 443193 1 AMORA ... 10.126829 \n", - "1 443193 443193 1 AMORA ... 10.691340 \n", - "2 443193 443193 1 AMORA ... 8.892256 \n", - "3 443193 443193 1 AMORA ... 142.584709 \n", - "4 443193 443193 1 AMORA ... 4.850011 \n", - "\n", - " Roof_type No_Floors Remarks Adl_Info SHAPE_Length SHAPE_Area GP_Code \\\n", - "0 2.0 1.0 14.045159 11.636509 124051 \n", - "1 1.0 1.0 14.056312 12.284951 124051 \n", - "2 3.0 1.0 13.067136 10.217631 124051 \n", - "3 1.0 1.0 53.254274 163.837765 124051 \n", - "4 1.0 1.0 12.190856 5.573026 124051 \n", - "\n", - " GP_Name geometry \n", - "0 AMORA MULTIPOLYGON (((9053859.552 2360072.878, 90538... \n", - "1 AMORA MULTIPOLYGON (((9053854.898 2360062.889, 90538... \n", - "2 AMORA MULTIPOLYGON (((9053850.612 2360080.802, 90538... \n", - "3 AMORA MULTIPOLYGON (((9053849.49 2360078.102, 905385... \n", - "4 AMORA MULTIPOLYGON (((9053771.627 2360078.923, 90537... \n", - "\n", - "[5 rows x 25 columns]\n", - "\n", - "Road Layer:\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443193 \n", - "1 None 22 719 3321 3629 443193 \n", - "2 None 22 719 3321 3629 443193 \n", - "3 None 22 719 3321 3629 443193 \n", - "4 None 22 719 3321 3629 443193 \n", - "\n", - " LGD_Code Village_Name Name Road_type ... Width Pavement Status Built_On \\\n", - "0 443193 AMORA 6 ... 0.0 \n", - "1 443193 AMORA 6 ... 0.0 \n", - "2 443193 AMORA 7 ... 0.0 \n", - "3 443193 AMORA 8 ... 0.0 \n", - "4 443193 AMORA 6 ... 0.0 \n", - "\n", - " Carriageway Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", - "0 122.022065 176.570339 \n", - "1 223.955282 224.613415 \n", - "2 57.225141 26.484782 \n", - "3 33.204119 7.391557 \n", - "4 28.987901 26.673718 \n", - "\n", - " geometry \n", - "0 MULTIPOLYGON (((9053732.714 2360061.654, 90537... \n", - "1 MULTIPOLYGON (((9053637.416 2360032.209, 90536... \n", - "2 MULTIPOLYGON (((9053520.894 2360121.515, 90535... \n", - "3 MULTIPOLYGON (((9053492.079 2360110.829, 90534... \n", - "4 MULTIPOLYGON (((9053637.774 2360028.607, 90536... \n", - "\n", - "[5 rows x 21 columns]\n", - "\n", - "Water Body Layer:\n", - " GlobalID State_Code District_Code Tehsil_Code Block_Code Village_Code \\\n", - "0 None 22 719 3321 3629 443192 \n", - "1 None 22 719 3321 3629 443192 \n", - "2 None 22 719 3321 3629 443192 \n", - "3 None 22 719 3321 3629 443192 \n", - "4 None 22 719 3321 3629 443192 \n", - "\n", - " LGD_Code Village_Name Water_Body_type Perenniality Covered Owner_Name \\\n", - "0 443192 Godri 5 None 0 \n", - "1 443192 Godri 5 None 0 \n", - "2 443192 Godri 5 None 0 \n", - "3 443192 Godri 5 None 0 \n", - "4 443192 Godri 2 None 0 \n", - "\n", - " Property_Id Area_Sqm Remarks Adl_Info SHAPE_Length SHAPE_Area \\\n", - "0 31247.267116 723.415016 31247.267116 \n", - "1 5406.106820 276.738995 5406.106820 \n", - "2 774.955605 102.848755 774.955605 \n", - "3 639.451058 115.385743 639.451058 \n", - "4 16725.015373 1837.959504 16725.015373 \n", - "\n", - " geometry \n", - "0 MULTIPOLYGON (((9054766.515 2361926.414, 90547... \n", - "1 MULTIPOLYGON (((9054799.171 2361576.527, 90547... \n", - "2 MULTIPOLYGON (((9054880.174 2361687.302, 90548... \n", - "3 MULTIPOLYGON (((9055108.878 2361872.111, 90551... \n", - "4 MULTIPOLYGON (((9054664.03 2361437.181, 905466... \n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import rasterio\n", - "from rasterio.plot import show\n", - "import matplotlib.pyplot as plt\n", - "\n", - "# Load the TIF file (replace with your actual file path)\n", - "tif_path = '/content/Chhattisgarh_2/ecw/amora.tif'\n", - "with rasterio.open(tif_path) as src:\n", - " fig, ax = plt.subplots(figsize=(10, 10))\n", - " show(src, ax=ax)\n", - "\n", - " # Plot the building footprints on top of the TIF image\n", - " built_up_layer.plot(ax=ax, facecolor='none', edgecolor='red', linewidth=0.8, label='Built-Up Area')\n", - "\n", - " # Plot the roads\n", - " road_layer.plot(ax=ax, edgecolor='blue', linewidth=0.8, label='Roads')\n", - "\n", - " # Plot the water bodies\n", - " water_body_layer.plot(ax=ax, facecolor='none', edgecolor='green', linewidth=0.8, label='Water Bodies')\n", - "\n", - " plt.legend()\n", - " plt.show()\n", - "\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 953 - }, - "id": "6x9SKo2fNZ4R", - "outputId": "d4255ec9-f59a-4884-82a0-74b2f0e12228" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - ":20: UserWarning: Legend does not support handles for PatchCollection instances.\n", - "See: https://matplotlib.org/stable/tutorials/intermediate/legend_guide.html#implementing-a-custom-legend-handler\n", - " plt.legend()\n", - "WARNING:matplotlib.legend:No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "import rasterio\n", - "from rasterio.plot import show\n", - "import matplotlib.pyplot as plt\n", - "\n", - "# Paths to your TIF files\n", - "tif_path_1 = '/content/Chhattisgarh_2/ecw/amora.tif'\n", - "tif_path_2 = '/content/Chhattisgarh_2/ecw/godri.tif'\n", - "\n", - "# Load and visualize the first TIF file\n", - "with rasterio.open(tif_path_1) as src:\n", - " fig, ax = plt.subplots(figsize=(10, 10))\n", - " show(src, ax=ax)\n", - "\n", - " # Overlay built-up areas from GDB on the TIF image\n", - " built_up_layer.plot(ax=ax, facecolor='none', edgecolor='red', linewidth=0.8, label='Built-Up Area')\n", - "\n", - " # Overlay roads\n", - " road_layer.plot(ax=ax, edgecolor='blue', linewidth=0.8, label='Roads')\n", - "\n", - " # Overlay water bodies\n", - " water_body_layer.plot(ax=ax, facecolor='none', edgecolor='green', linewidth=0.8, label='Water Bodies')\n", - "\n", - " plt.legend()\n", - " plt.title(\"Orthophoto 1 with Overlayed Features\")\n", - " plt.show()\n", - "\n", - "# Repeat for the second TIF file\n", - "with rasterio.open(tif_path_2) as src:\n", - " fig, ax = plt.subplots(figsize=(10, 10))\n", - " show(src, ax=ax)\n", - "\n", - " # Overlay built-up areas from GDB on the TIF image\n", - " built_up_layer.plot(ax=ax, facecolor='none', edgecolor='red', linewidth=0.8, label='Built-Up Area')\n", - "\n", - " # Overlay roads\n", - " road_layer.plot(ax=ax, edgecolor='blue', linewidth=0.8, label='Roads')\n", - "\n", - " # Overlay water bodies\n", - " water_body_layer.plot(ax=ax, facecolor='none', edgecolor='green', linewidth=0.8, label='Water Bodies')\n", - "\n", - " plt.legend()\n", - " plt.title(\"Orthophoto 2 with Overlayed Features\")\n", - " plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 1000 - }, - "id": "RSfOwlTNOprQ", - "outputId": "237a85d5-ae13-43a7-ae37-f107dee583ee" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - ":23: UserWarning: Legend does not support handles for PatchCollection instances.\n", - "See: https://matplotlib.org/stable/tutorials/intermediate/legend_guide.html#implementing-a-custom-legend-handler\n", - " plt.legend()\n", - "WARNING:matplotlib.legend:No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stderr", - "text": [ - ":41: UserWarning: Legend does not support handles for PatchCollection instances.\n", - "See: https://matplotlib.org/stable/tutorials/intermediate/legend_guide.html#implementing-a-custom-legend-handler\n", - " plt.legend()\n", - "WARNING:matplotlib.legend:No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "from PIL import Image\n", - "import rasterio\n", - "import numpy as np\n", - "\n", - "def resize_image(image_array, target_size):\n", - " image = Image.fromarray(image_array)\n", - " image_resized = image.resize(target_size)\n", - " return np.array(image_resized)\n", - "\n", - "# Open the raster file and read the data\n", - "with rasterio.open(tif_path_1) as src:\n", - " image_array = src.read(1)\n", - "\n", - "# Resize to (256, 256)\n", - "target_size = (256, 256)\n", - "resized_image = resize_image(image_array, target_size)\n", - "\n", - "print(\"Resized image shape:\", resized_image.shape)" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "9wg2NJgHVg3h", - "outputId": "a54d9773-b37f-4a2b-bbb1-d4583311294d" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Resized image shape: (256, 256)\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "from rasterio.features import rasterize\n", - "import numpy as np\n", - "\n", - "# Define a function to rasterize the vector data\n", - "def rasterize_layer(layer, out_shape, transform, fill=0, dtype='uint8'):\n", - " # Rasterize the vector data\n", - " rasterized = rasterize(\n", - " ((geom, value) for geom, value in zip(layer.geometry, layer['value'])),\n", - " out_shape=out_shape,\n", - " transform=transform,\n", - " fill=fill,\n", - " dtype=dtype\n", - " )\n", - " return rasterized\n", - "\n", - "# Load the TIF file to get metadata\n", - "with rasterio.open(tif_path_1) as src:\n", - " transform = src.transform\n", - " out_shape = src.shape\n", - "\n", - " # Example: Rasterize Built-Up Area layer\n", - " built_up_layer['value'] = 1 # Assign a value for built-up areas\n", - " built_up_raster = rasterize_layer(built_up_layer, out_shape, transform)\n", - "\n", - " # Example: Rasterize Roads layer\n", - " road_layer['value'] = 2 # Assign a value for roads\n", - " road_raster = rasterize_layer(road_layer, out_shape, transform)\n", - "\n", - " # Example: Rasterize Water Bodies layer\n", - " water_body_layer['value'] = 3 # Assign a value for water bodies\n", - " water_body_raster = rasterize_layer(water_body_layer, out_shape, transform)\n", - "\n", - "# Save rasters to files (if needed)\n", - "with rasterio.open('built_up_raster.tif', 'w', driver='GTiff', height=out_shape[0], width=out_shape[1], count=1, dtype='uint8', crs=src.crs, transform=transform) as dst:\n", - " dst.write(built_up_raster, 1)\n", - "\n", - "with rasterio.open('road_raster.tif', 'w', driver='GTiff', height=out_shape[0], width=out_shape[1], count=1, dtype='uint8', crs=src.crs, transform=transform) as dst:\n", - " dst.write(road_raster, 1)\n", - "\n", - "with rasterio.open('water_body_raster.tif', 'w', driver='GTiff', height=out_shape[0], width=out_shape[1], count=1, dtype='uint8', crs=src.crs, transform=transform) as dst:\n", - " dst.write(water_body_raster, 1)\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "S36HVYzjSXSK", - "outputId": "52935b24-1378-4a6c-ff55-84456459835d" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 60 will not be rasterized.\n", - " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", - "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 156 will not be rasterized.\n", - " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", - "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 485 will not be rasterized.\n", - " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", - "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 486 will not be rasterized.\n", - " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", - "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 643 will not be rasterized.\n", - " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n", - "/usr/local/lib/python3.10/dist-packages/rasterio/features.py:328: ShapeSkipWarning: Invalid or empty shape {'type': 'MultiPolygon', 'coordinates': [((),)]} at index 1110 will not be rasterized.\n", - " warnings.warn('Invalid or empty shape {} at index {} will not be rasterized.'.format(geom, index), ShapeSkipWarning)\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "# prompt: plot raster\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import rasterio\n", - "from rasterio.plot import show\n", - "\n", - "# Path to your raster file\n", - "raster_path = 'built_up_raster.tif' # Replace with the actual path\n", - "\n", - "# Open the raster file\n", - "with rasterio.open(raster_path) as src:\n", - " raster_data = src.read(1) # Read the first band\n", - "\n", - " # Plot the raster data\n", - " plt.imshow(raster_data, cmap='viridis') # You can choose a different colormap\n", - " plt.colorbar()\n", - " plt.title('Rasterized Built-Up Area')\n", - " plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 452 - }, - "id": "4OhCVE2-SeHM", - "outputId": "cb1a0869-efa9-4b76-d847-5f62031e11bf" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "# prompt: plot raster\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import rasterio\n", - "from rasterio.plot import show\n", - "\n", - "# Path to your raster file\n", - "raster_path = 'road_raster.tif' # Replace with the actual path\n", - "\n", - "# Open the raster file\n", - "with rasterio.open(raster_path) as src:\n", - " raster_data = src.read(1) # Read the first band\n", - "\n", - " # Plot the raster data\n", - " plt.imshow(raster_data, cmap='viridis') # You can choose a different colormap\n", - " plt.colorbar()\n", - " plt.title('Rasterized Road')\n", - " plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 452 - }, - "id": "G6hjYkAGTBSt", - "outputId": "f76a69d2-efdb-4154-a961-98063961a72d" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "# prompt: plot raster\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import rasterio\n", - "from rasterio.plot import show\n", - "\n", - "# Path to your raster file\n", - "raster_path = 'water_body_raster.tif' # Replace with the actual path\n", - "\n", - "# Open the raster file\n", - "with rasterio.open(raster_path) as src:\n", - " raster_data = src.read(1) # Read the first band\n", - "\n", - " # Plot the raster data\n", - " plt.imshow(raster_data, cmap='viridis') # You can choose a different colormap\n", - " plt.colorbar()\n", - " plt.title('Rasterized water body')\n", - " plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 452 - }, - "id": "u32A2XvhTQ8E", - "outputId": "f4f08f1e-8ab5-49f5-84c2-5c9377238793" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ] - }, - { - "cell_type": "code", - "source": [ - "import numpy as np\n", - "import rasterio\n", - "\n", - "def load_raster_as_array(filepath):\n", - " with rasterio.open(filepath) as src:\n", - " array = src.read(1) # Read the first band\n", - " return array\n", - "\n", - "# Load orthophoto and rasterized labels\n", - "image_array = load_raster_as_array('/content/Chhattisgarh_2/ecw/amora.tif')\n", - "built_up_array = load_raster_as_array('/content/built_up_raster.tif')\n", - "road_array = load_raster_as_array('/content/road_raster.tif')\n", - "water_body_array = load_raster_as_array('/content/water_body_raster.tif')\n", - "\n", - "\n", - "# Create a multi-class label array\n", - "# Here we assume 3 classes: 0 for background, 1 for built-up, 2 for road, 3 for water\n", - "labels = np.stack([built_up_array, road_array, water_body_array], axis=-1)\n", - "\n", - "# Combine the image and label arrays\n", - "# For training, you might want to have separate arrays for images and labels\n", - "X = np.expand_dims(image_array, axis=-1) # Add channel dimension\n", - "y = np.argmax(labels, axis=-1) # Use one-hot encoding for labels\n", - "\n", - "# Reshape the arrays if necessary, for example to 256x256 tiles\n", - "def reshape_data(array, tile_size=256):\n", - " if len(array.shape) == 3: # Check if array has 3 dimensions\n", - " height, width, channels = array.shape\n", - " new_height = (height // tile_size) * tile_size\n", - " new_width = (width // tile_size) * tile_size\n", - " array = array[:new_height, :new_width, :] # Include the channel dimension during slicing!\n", - " return array.reshape(new_height // tile_size, tile_size, new_width // tile_size, tile_size, channels)\n", - "\n", - " elif len(array.shape) == 2: # Check if array has 2 dimensions\n", - " height, width = array.shape\n", - " new_height = (height // tile_size) * tile_size\n", - " new_width = (width // tile_size) * tile_size\n", - " array = array[:new_height, :new_width]\n", - " # Ensure the output shape is (height // tile_size, tile_size, width // tile_size, tile_size, 1)!\n", - " return array.reshape(new_height // tile_size, tile_size, new_width // tile_size, tile_size, 1)\n", - "\n", - " else:\n", - " return array # Return original array if it has less or more than 2 or 3 dimensions\n", - "\n", - "X = reshape_data(X)\n", - "y = reshape_data(y)\n", - "X = X.reshape(-1, 256, 256, 1)\n", - "y = y.reshape(-1, 256, 256)\n", - "\n", - "# Split data into training and validation sets\n", - "from sklearn.model_selection import train_test_split\n", - "\n", - "X_train, X_val, y_train, y_val = train_test_split(X, y, test_size=0.2, random_state=42)\n", - "\n", - "print(X_train.shape)\n", - "print(y_train.shape)" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "3AIfswEOj8NQ", - "outputId": "5dc3eac9-3c34-4614-875b-b17adc3edc78" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "(423, 256, 256, 1)\n", - "(423, 256, 256)\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import tensorflow as tf\n", - "from tensorflow.keras import layers, models\n", - "\n", - "# Use this to enable eager execution if necessary\n", - "# tf.config.run_functions_eagerly(True)\n", - "\n", - "def unet_model(input_shape):\n", - " inputs = layers.Input(input_shape)\n", - "\n", - " # Encoding path\n", - " c1 = layers.Conv2D(64, (3, 3), activation='relu', padding='same')(inputs)\n", - " c1 = layers.Conv2D(64, (3, 3), activation='relu', padding='same')(c1)\n", - " p1 = layers.MaxPooling2D((2, 2))(c1)\n", - "\n", - " c2 = layers.Conv2D(128, (3, 3), activation='relu', padding='same')(p1)\n", - " c2 = layers.Conv2D(128, (3, 3), activation='relu', padding='same')(c2)\n", - " p2 = layers.MaxPooling2D((2, 2))(c2)\n", - "\n", - " # Bottleneck\n", - " c3 = layers.Conv2D(256, (3, 3), activation='relu', padding='same')(p2)\n", - " c3 = layers.Conv2D(256, (3, 3), activation='relu', padding='same')(c3)\n", - "\n", - " # Decoding path\n", - " u4 = layers.Conv2DTranspose(128, (2, 2), strides=(2, 2), padding='same')(c3)\n", - " u4 = layers.concatenate([u4, c2])\n", - " c4 = layers.Conv2D(128, (3, 3), activation='relu', padding='same')(u4)\n", - " c4 = layers.Conv2D(128, (3, 3), activation='relu', padding='same')(c4)\n", - "\n", - " u5 = layers.Conv2DTranspose(64, (2, 2), strides=(2, 2), padding='same')(c4)\n", - " u5 = layers.concatenate([u5, c1])\n", - " c5 = layers.Conv2D(64, (3, 3), activation='relu', padding='same')(u5)\n", - " c5 = layers.Conv2D(64, (3, 3), activation='relu', padding='same')(c5)\n", - "\n", - " outputs = layers.Conv2D(4, (1, 1), activation='softmax')(c5) # 4 classes\n", - "\n", - " model = models.Model(inputs=[inputs], outputs=[outputs])\n", - "\n", - " # Ensure model is compiled outside tf.function\n", - " model.compile(optimizer='adam', loss='sparse_categorical_crossentropy', metrics=['accuracy'])\n", - "\n", - " return model\n", - "\n", - "input_shape = (256, 256, 1) # Adjust based on your image and label shape\n", - "model = unet_model(input_shape)\n", - "model.summary()\n", - "\n", - "history = model.fit(X_train, y_train, validation_data=(X_val, y_val), epochs=10, batch_size=4)" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 1000 - }, - "id": "lrrhL4cujou_", - "outputId": "a5ce23ef-a034-4493-843c-dfdcc26df2e6" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "\u001b[1mModel: \"functional_1\"\u001b[0m\n" - ], - "text/html": [ - "
Model: \"functional_1\"\n",
-              "
\n" - ] - }, - "metadata": {} - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┓\n", - "┃\u001b[1m \u001b[0m\u001b[1mLayer (type) \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mOutput Shape \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m Param #\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mConnected to \u001b[0m\u001b[1m \u001b[0m┃\n", - "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━┩\n", - "│ input_layer_1 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m1\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ - │\n", - "│ (\u001b[38;5;33mInputLayer\u001b[0m) │ │ │ │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_11 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m640\u001b[0m │ input_layer_1[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_12 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m36,928\u001b[0m │ conv2d_11[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ max_pooling2d_2 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_12[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_13 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m73,856\u001b[0m │ max_pooling2d_2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_14 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m147,584\u001b[0m │ conv2d_13[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ max_pooling2d_3 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_14[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "│ (\u001b[38;5;33mMaxPooling2D\u001b[0m) │ │ │ │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_15 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m295,168\u001b[0m │ max_pooling2d_3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_16 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m64\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m590,080\u001b[0m │ conv2d_15[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_transpose_2 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m131,200\u001b[0m │ conv2d_16[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "│ (\u001b[38;5;33mConv2DTranspose\u001b[0m) │ │ │ │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ concatenate_2 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m256\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_transpose_2[\u001b[38;5;34m0\u001b[0m]… │\n", - "│ (\u001b[38;5;33mConcatenate\u001b[0m) │ │ │ conv2d_14[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_17 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m295,040\u001b[0m │ concatenate_2[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_18 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m147,584\u001b[0m │ conv2d_17[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_transpose_3 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m32,832\u001b[0m │ conv2d_18[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "│ (\u001b[38;5;33mConv2DTranspose\u001b[0m) │ │ │ │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ concatenate_3 │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m128\u001b[0m) │ \u001b[38;5;34m0\u001b[0m │ conv2d_transpose_3[\u001b[38;5;34m0\u001b[0m]… │\n", - "│ (\u001b[38;5;33mConcatenate\u001b[0m) │ │ │ conv2d_12[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_19 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m73,792\u001b[0m │ concatenate_3[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_20 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m64\u001b[0m) │ \u001b[38;5;34m36,928\u001b[0m │ conv2d_19[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n", - "│ conv2d_21 (\u001b[38;5;33mConv2D\u001b[0m) │ (\u001b[38;5;45mNone\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m256\u001b[0m, \u001b[38;5;34m4\u001b[0m) │ \u001b[38;5;34m260\u001b[0m │ conv2d_20[\u001b[38;5;34m0\u001b[0m][\u001b[38;5;34m0\u001b[0m] │\n", - "└───────────────────────────┴────────────────────────┴────────────────┴────────────────────────┘\n" - ], - "text/html": [ - "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
-              "┃ Layer (type)              ┃ Output Shape           ┃        Param # ┃ Connected to           ┃\n",
-              "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
-              "│ input_layer_1             │ (None, 256, 256, 1)    │              0 │ -                      │\n",
-              "│ (InputLayer)              │                        │                │                        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_11 (Conv2D)        │ (None, 256, 256, 64)   │            640 │ input_layer_1[0][0]    │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_12 (Conv2D)        │ (None, 256, 256, 64)   │         36,928 │ conv2d_11[0][0]        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ max_pooling2d_2           │ (None, 128, 128, 64)   │              0 │ conv2d_12[0][0]        │\n",
-              "│ (MaxPooling2D)            │                        │                │                        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_13 (Conv2D)        │ (None, 128, 128, 128)  │         73,856 │ max_pooling2d_2[0][0]  │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_14 (Conv2D)        │ (None, 128, 128, 128)  │        147,584 │ conv2d_13[0][0]        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ max_pooling2d_3           │ (None, 64, 64, 128)    │              0 │ conv2d_14[0][0]        │\n",
-              "│ (MaxPooling2D)            │                        │                │                        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_15 (Conv2D)        │ (None, 64, 64, 256)    │        295,168 │ max_pooling2d_3[0][0]  │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_16 (Conv2D)        │ (None, 64, 64, 256)    │        590,080 │ conv2d_15[0][0]        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_transpose_2        │ (None, 128, 128, 128)  │        131,200 │ conv2d_16[0][0]        │\n",
-              "│ (Conv2DTranspose)         │                        │                │                        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ concatenate_2             │ (None, 128, 128, 256)  │              0 │ conv2d_transpose_2[0]… │\n",
-              "│ (Concatenate)             │                        │                │ conv2d_14[0][0]        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_17 (Conv2D)        │ (None, 128, 128, 128)  │        295,040 │ concatenate_2[0][0]    │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_18 (Conv2D)        │ (None, 128, 128, 128)  │        147,584 │ conv2d_17[0][0]        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_transpose_3        │ (None, 256, 256, 64)   │         32,832 │ conv2d_18[0][0]        │\n",
-              "│ (Conv2DTranspose)         │                        │                │                        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ concatenate_3             │ (None, 256, 256, 128)  │              0 │ conv2d_transpose_3[0]… │\n",
-              "│ (Concatenate)             │                        │                │ conv2d_12[0][0]        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_19 (Conv2D)        │ (None, 256, 256, 64)   │         73,792 │ concatenate_3[0][0]    │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_20 (Conv2D)        │ (None, 256, 256, 64)   │         36,928 │ conv2d_19[0][0]        │\n",
-              "├───────────────────────────┼────────────────────────┼────────────────┼────────────────────────┤\n",
-              "│ conv2d_21 (Conv2D)        │ (None, 256, 256, 4)    │            260 │ conv2d_20[0][0]        │\n",
-              "└───────────────────────────┴────────────────────────┴────────────────┴────────────────────────┘\n",
-              "
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 Non-trainable params: 0 (0.00 B)\n",
-              "
\n" - ] - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Epoch 1/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m74s\u001b[0m 491ms/step - accuracy: 0.8541 - loss: 0.7758 - val_accuracy: 0.9418 - val_loss: 0.2184\n", - "Epoch 2/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m25s\u001b[0m 133ms/step - accuracy: 0.9262 - loss: 0.2275 - val_accuracy: 0.9422 - val_loss: 0.1864\n", - "Epoch 3/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m21s\u001b[0m 135ms/step - accuracy: 0.9381 - loss: 0.1758 - val_accuracy: 0.9524 - val_loss: 0.1497\n", - "Epoch 4/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m21s\u001b[0m 140ms/step - accuracy: 0.9504 - loss: 0.1368 - val_accuracy: 0.9580 - val_loss: 0.1202\n", - "Epoch 5/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m20s\u001b[0m 135ms/step - accuracy: 0.9566 - loss: 0.1194 - val_accuracy: 0.9633 - val_loss: 0.1050\n", - "Epoch 6/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m20s\u001b[0m 135ms/step - accuracy: 0.9582 - loss: 0.1162 - val_accuracy: 0.9627 - val_loss: 0.1065\n", - "Epoch 7/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m21s\u001b[0m 136ms/step - accuracy: 0.9585 - loss: 0.1124 - val_accuracy: 0.9660 - val_loss: 0.0994\n", - "Epoch 8/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m21s\u001b[0m 138ms/step - accuracy: 0.9647 - loss: 0.0977 - val_accuracy: 0.9691 - val_loss: 0.0896\n", - "Epoch 9/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m20s\u001b[0m 135ms/step - accuracy: 0.9658 - loss: 0.0951 - val_accuracy: 0.9699 - val_loss: 0.0840\n", - "Epoch 10/10\n", - "\u001b[1m106/106\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m20s\u001b[0m 135ms/step - accuracy: 0.9677 - loss: 0.0887 - val_accuracy: 0.9692 - val_loss: 0.0836\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "import numpy as np\n", - "import rasterio\n", - "\n", - "def load_and_reshape_image(filepath, target_size=(256, 256)):\n", - " with rasterio.open(filepath) as src:\n", - " array = src.read(1) # Read the first band\n", - " # Reshape the array if needed\n", - " height, width = array.shape\n", - " # Resize to target_size if necessary\n", - " if (height, width) != target_size:\n", - " from skimage.transform import resize\n", - " array = resize(array, target_size, mode='reflect', anti_aliasing=True)\n", - " array = np.expand_dims(array, axis=-1) # Add channel dimension\n", - " return array\n", - "\n", - "# Example usage\n", - "image_array = load_and_reshape_image('/content/built_up_raster.tif')\n", - "print(image_array.shape)" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "wzDDmRDsk9YU", - "outputId": "b43a3f87-141d-43ab-ec4d-500dc2e503de" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "(256, 256, 1)\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "# Save the trained model\n", - "model.save('feature_extraction_model.h5')\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "0WJiEVNJrPin", - "outputId": "e4787cd2-d3f5-4ea4-af5f-284b0080ae68" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - "WARNING:absl:You are saving your model as an HDF5 file via `model.save()` or `keras.saving.save_model(model)`. This file format is considered legacy. We recommend using instead the native Keras format, e.g. `model.save('my_model.keras')` or `keras.saving.save_model(model, 'my_model.keras')`. \n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "val_loss, val_accuracy = model.evaluate(X_val, y_val)\n", - "print(f'Validation Loss: {val_loss}')\n", - "print(f'Validation Accuracy: {val_accuracy}')\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "GJfRtNVArUU_", - "outputId": "1ded9731-9ef0-4855-a391-4ba7e0de4ed0" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\u001b[1m4/4\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m2s\u001b[0m 426ms/step - accuracy: 0.9689 - loss: 0.0848\n", - "Validation Loss: 0.08361568301916122\n", - "Validation Accuracy: 0.9691948294639587\n" - ] - } - ] - }, - { - "cell_type": "code", - "source": [ - "# prompt: predict and visualize\n", - "\n", - "# Make predictions on the validation set\n", - "predictions = model.predict(X_val)\n", - "\n", - "# Convert predictions to class labels\n", - "predicted_labels = np.argmax(predictions, axis=-1)\n", - "\n", - "# Visualize a few examples\n", - "num_examples_to_visualize = 3\n", - "for i in range(num_examples_to_visualize):\n", - " plt.figure(figsize=(12, 4))\n", - "\n", - " # Original image\n", - " plt.subplot(1, 3, 1)\n", - " plt.imshow(X_val[i, :, :, 0], cmap='gray')\n", - " plt.title('Original Image')\n", - "\n", - " # True label\n", - " plt.subplot(1, 3, 2)\n", - " plt.imshow(y_val[i, :, :], cmap='viridis')\n", - " plt.title('True Label')\n", - "\n", - " # Predicted label\n", - " plt.subplot(1, 3, 3)\n", - " plt.imshow(predicted_labels[i, :, :], cmap='viridis')\n", - " plt.title('Predicted Label')\n", - "\n", - " plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 902 - }, - "id": "oe-0GQkJsYIW", - "outputId": "0a1c045d-0c83-4307-87d8-0b3502a9a27d" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\u001b[1m4/4\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 349ms/step\n" - ] - }, - { - "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": [ - "# prompt: load a tif and predict. plot true and preicted\n", - "\n", - "from tensorflow.keras.models import load_model\n", - "from skimage.transform import resize\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "\n", - "# Load the trained model\n", - "model = load_model('feature_extraction_model.h5')\n", - "\n", - "def load_and_reshape_image(filepath, target_size=(256, 256)):\n", - " with rasterio.open(filepath) as src:\n", - " array = src.read(1) # Read the first band\n", - " # Reshape the array if needed\n", - " height, width = array.shape\n", - " # Resize to target_size if necessary\n", - " if (height, width) != target_size:\n", - " array = resize(array, target_size, mode='reflect', anti_aliasing=True)\n", - " array = np.expand_dims(array, axis=-1) # Add channel dimension\n", - " return array\n", - "\n", - "# Load a new TIF image for prediction\n", - "new_image_path = '/content/Chhattisgarh_2/ecw/amora.tif' # Replace with the path to your new image\n", - "new_image_array = load_and_reshape_image(new_image_path)\n", - "\n", - "# Make predictions\n", - "predictions = model.predict(np.expand_dims(new_image_array, axis=0))\n", - "\n", - "# Convert predictions to class labels\n", - "predicted_labels = np.argmax(predictions, axis=-1)[0]\n", - "\n", - "\n", - "# Load the true labels (if available)\n", - "true_labels_path = '/content/water_body_raster.tif' # Replace with the path to your true labels\n", - "with rasterio.open(true_labels_path) as src:\n", - " true_labels = src.read(1)\n", - " true_labels = resize(true_labels, (256, 256), mode='reflect', anti_aliasing=True)\n", - "\n", - "# Visualize the results\n", - "plt.figure(figsize=(12, 4))\n", - "\n", - "# Original image\n", - "plt.subplot(1, 3, 1)\n", - "plt.imshow(new_image_array[:, :, 0], cmap='gray')\n", - "plt.title('Original Image')\n", - "\n", - "# True label (if available)\n", - "plt.subplot(1, 3, 2)\n", - "plt.imshow(true_labels, cmap='viridis')\n", - "plt.title('True Label')\n", - "\n", - "# Predicted label\n", - "plt.subplot(1, 3, 3)\n", - "plt.imshow(predicted_labels, cmap='viridis')\n", - "plt.title('Predicted Label')\n", - "\n", - "plt.show()\n" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 361 - }, - "id": "3VC-VqR7stJV", - "outputId": "b7a7718e-a959-43b7-a675-cc684b70401a" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - "WARNING:absl:Compiled the loaded model, but the compiled metrics have yet to be built. `model.compile_metrics` will be empty until you train or evaluate the model.\n" - ] - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\u001b[1m1/1\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 322ms/step\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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/4d/+7d+OKoaNf+5OTU0dFX63c+dOAMCBAwfwpCc9CQ8++CDuu+++U/p/heaRo0X4OUIsFsPk5CTuuuuuh9zurrvuwvT0NKLR6Mjj6urcqeRYiemu0of+gQ98AO9617vwile8Au973/uQTCbh9Xrx5je/+aSFEj3U8RzPMX7mM5/BTTfdhOc///l429vehomJCfh8Pnzwgx+U/zROBL6vt771rbj22ms33eZEFjs0Gs3p40Q/T8dDeYbDIZ71rGfh7W9/+6bb8xexR8P111+P//zP/8Tb3vY2XHrppQiHwxgOh/jZn/3Z4/qcHa9CDYdDeDwefOUrX9n0MzQcDj/qY9ZoNCefK6+8UtLRj4XqUCTD4RATExP47Gc/u+lzjiUMH0vOpGOsVCq45pprEI1G8d73vhfbtm2DZVm444478Ou//uuP6Pfb4XCIiy++GL//+7+/6fdnZ2cf7WFrHgVahJ9DXHfddfjTP/1T3HrrrZJwrvIf//EfOHDgwIi95USYn5/HcDjE/v37R1YL9+zZ84iPeTO++MUv4qd+6qfwqU99auTxSqVyVIX6dPHFL34RW7duxZe+9KWRX0bf8573jGw3Pz+Pb33rW0eNKBo/ZxwZZxgGnvnMZ57CI9doNKeLRCKBSqUy8li328Xq6urIY9u2bUOj0ThlnwXlchnf/OY3ccstt+Dd7363PP7ggw8e8zkPPvjgiMtnz549GA6HWFhYkGN2XRdbtmw5KYsEGo3mzGbbtm34xje+gac85SkPufA4Pz8P4PBniDoeN5/PH5VQvtlrAMCPfvSjh/w8PJY1/bE4xuPl3//931EsFvGlL31JQn6BIyn046ysrBw1Cu6BBx4AgJHP3TvvvBM//dM/fVz2fM1ji+4JP4d429vehmAwiJtvvvko63SpVMJrXvMahEIhvO1tb3tE+2eF9o//+I9HHv/oRz/6yA74GPh8vqMS2r/whS+cUT3RrPSox/m9730Pt91228h21157LXq9Hv70T/9UHhsOhzJOg0xMTODpT386PvGJTxz1Czlw+D8CjUbzk822bduO6uf+5Cc/eVQl/Prrr8dtt92Gr33ta0fto1KpoN/vP6rj2OzzC8BDpq6Pf2bxc//Zz342AOAXfuEX4PP5cMsttxy1X9d1jzn6TKPR/GRy/fXXYzAY4H3ve99R3+v3+7Lg+MxnPhOGYeCjH/3oyGfD8Ux5ePzjH48tW7bgIx/5yFELmOq+KFTHt3ksjvF42exzt9vtHvU7tXp8n/jEJ0a2/cQnPoFMJoPLL78cwOH3t7y8PPI7Jmm1WnAc56Qdv+bE0ZXwc4gdO3bgL/7iL/CSl7wEF198MV75yldiy5YtOHDgAD71qU+hUCjgb/7mb2Rl8US5/PLL8cIXvhAf+chHUCwWZUQZV+ZO1ircddddh/e+9714+ctfjic/+cm4++678dnPfnZkdfJ0c9111+FLX/oSXvCCF+C5z30u9u/fj49//OO44IIL0Gg0ZLvnP//5uPLKK/Frv/Zr2LNnD84//3z80z/9E0qlEoDRc/axj30MT33qU3HxxRfjV37lV7B161asr6/jtttuw9LS0kmdk67RaB57XvWqV+E1r3kNXvjCF+JZz3oW7rzzTnzta187yuHztre9Df/0T/+E6667TkY4Oo6Du+++G1/84hdx4MCBh3UF5fN5vP/97z/q8S1btuAlL3kJrr76avzO7/wOer0epqen8a//+q/HrMgAh6s1z3ve8/CzP/uzuO222/CZz3wGv/zLv4xLLrkEwOEFhve///145zvfiQMHDuD5z38+IpEI9u/fj7//+7/Hq1/9arz1rW99BGdNo9GciVxzzTW4+eab8cEPfhA//OEP8TM/8zMwDAMPPvggvvCFL+AP//AP8aIXvQiZTAZvfetb8cEPfhDXXXcdnvOc5+AHP/gBvvKVrzzs55jX68Wf/Mmf4Od+7udw6aWX4uUvfzkmJydx//3345577pGFSorSN77xjbj22mvh8/nw4he/+DE5RpX//u//3vRz9+lPfzqe/OQnI5FI4MYbb8Qb3/hGeDwe/NVf/dUxxwJPTU3hQx/6EA4cOICdO3fib//2b/HDH/4Qn/zkJyVj42Uvexk+//nP4zWveQ2+9a1v4SlPeQoGgwHuv/9+fP7zn8fXvva1h2010JxCHvtAds3p5q677nJvuOEGd3Jy0jUMw83lcu4NN9zg3n333Udty/Ez+Xz+mN9TcRzHfd3rXucmk0k3HA67z3/+893du3e7AEbGeh1rRNlzn/vco17nmmuuca+55hr5ut1uu7/2a7/mTk5OusFg0H3KU57i3nbbbUdtdzJGlI2/7xtvvNG1bXvTY1RH/gyHQ/cDH/iAOz8/75qm6V522WXuP//zP286eiefz7u//Mu/7EYiETcWi7k33XST+53vfMcF4H7uc58b2Xbv3r3u//gf/8PN5XKuYRju9PS0e91117lf/OIXH/I9ajSax55jjSg71niwwWDg/vqv/7qbTqfdUCjkXnvtte6ePXs2HR1Tr9fdd77zne727dvdQCDgptNp98lPfrL7e7/3ezKe5lhwvM1mf376p3/adV3XXVpacl/wghe48XjcjcVi7i/+4i+6KysrR41R42flvffe677oRS9yI5GIm0gk3Ne//vVuq9U66rX/7u/+zn3qU5/q2rbt2rbtnn/++e7rXvc6d/fu3bKNHlGm0Zx++Hva97///Yfc7li/F5FPfvKT7uWXX+4Gg0E3Eom4F198sfv2t7/dXVlZkW0Gg4F7yy23yO91T3/6090f/ehHR332jY8oI7feeqv7rGc9y41EIq5t2+7jHvc496Mf/ah8v9/vu294wxvcTCbjejyeoz6XT+YxHotjfeYCcN/3vve5ruu63/nOd9wnPelJbjAYdKempty3v/3t7te+9rWj3jP/H/nv//5v96qrrnIty3Ln5+fdP/qjPzrqdbvdrvuhD33IvfDCC13TNN1EIuFefvnl7i233OJWq1XZTo8oe+zxuO4xllg0mpPED3/4Q1x22WX4zGc+g5e85CWn+3B+IviHf/gHvOAFL8Ctt96KpzzlKaf7cDQajUaj0Wg0Gs1JQveEa04qrVbrqMc+8pGPwOv1jgRNaI4wfs4GgwE++tGPIhqN4vGPf/xpOiqNRqPRaDQajUZzKtA94ZqTyu/8zu/g9ttvx0/91E/B7/fjK1/5Cr7yla/g1a9+tR6FcAze8IY3oNVq4aqrrkKn08GXvvQl/Od//ic+8IEPPGaj4TQajUaj0Wg0Gs1jg7aja04qX//613HLLbfg3nvvRaPRwNzcHF72spfh//v//j/4/XrNZzP++q//Gh/+8IexZ88etNttbN++Ha997Wvx+te//nQfmkaj0Wg0Go1GoznJnFYR/rGPfQy/+7u/i7W1NVxyySX46Ec/iiuvvPJ0HY5Go9GcMejPR41Go9kc/fmo0Wh+0jltPeF/+7d/i7e85S14z3vegzvuuAOXXHIJrr32WmxsbJyuQ9JoNJozAv35qNFoNJujPx81Gs3ZwGmrhD/xiU/EE57wBPzRH/0RAGA4HGJ2dhZveMMb8I53vON0HJJGo9GcEejPR41Go9kc/fmo0WjOBk5Lk26328Xtt9+Od77znfKY1+vFM5/5TNx2221Hbd/pdNDpdOTr4XCIUqmEVCoFj8fzmByzRqM5u3BdF/V6HVNTU/B6z5xBEfrzUaPRnG7Ols9HQH9GajSak8vJ+nw8LSK8UChgMBggm82OPJ7NZnH//fcftf0HP/hB3HLLLY/V4Wk0mnOIxcVFzMzMnO7DEPTno0ajOVP4Sf98BPRnpEajOTU82s/Hn4i46ne+8514y1veIl9Xq1XMzc2dxiN6aLxeLyKRCGZmZpDJZOD1elEul1GpVODxeJBIJDA5OQnLslAqlTAYDNDpdOA4DlqtFobDofwBDq+4BAIBNJtNFItF9Ho96FB7jebkEIlETvchPCqO9fn4VDwHfhin8cg0Gs1PKn30cCu+/BP/+Qjoz0iNRnNyOVmfj6dFhKfTafh8Pqyvr488vr6+jlwud9T2pmnCNM3H6vBOCNXK5PV6YRgGTNNENBpFOByGbdvodrtotVpotVrwer3o9Xrw+XyIxWJwXReO42AwGMi+LMtCPB5HNBpFs9lEv99HKpUCANx9990AgEAgAMdxUK1W0W63MRgMTliY8/Ue7nkej0eLfs1Zy5lmRzxZn49+GPB79C+YGo3mEfDj//J/0j8fAf0ZqdFoTjIn6fPxtDT6BAIBXH755fjmN78pjw2HQ3zzm9/EVVdddToO6RHh8Xjg8XgQDAYRi8UQjUZh2zYsy4LruigWizh48CA2NjbQarXkYlWrVTiOg4WFBezcuVNWUgKBAKLRKILBIAKBADweD7rdLtrtNlZXV7G6ugqv14tcLofzzz8f559/PqamphCLxeR1DcOA1+s9rhvDdd3jEtdagGs0jx1ny+ejRqPRnGz056NGozlbOG129Le85S248cYbccUVV+DKK6/ERz7yETiOg5e//OWn65AeERMTE1hYWECv10OxWJRqt+u66HQ66Pf7AIDBYCDiuN/vo91uw7IshEIhLC4uymO0ofd6Pamau66L4XAI13XR7/fltRzHQb/fh2ma8Pv9cF0Xg8EA/X4fg8EAg8Fg5HnHK7o1Gs3p5Wz5fNRoNJqTjf581Gg0ZwOnTYT/0i/9EvL5PN797ndjbW0Nl156Kb761a8eFbZxJmMYBrZu3Ypt27ZhbW0N1Wp1xOJNUTxelfZ4PKjX61haWkIkEoHjOGi32+h2u9IHPhwORczz+bScs7e83+/LdhT4aj/5cDiEx+OBaZpwHAfdbhf9fl+edypEubauazSPnrPh81Gj0WhOBfrzUaPRnA2ctjnhj4ZarYZYLHZaj4EBa1dffTUmJyexb98+7N27F47jAICIYkbXs5pNQR0IBDA/P49YLIZCoYBSqYRutyuCWhXf3N9gMJDgNjUSn9tSAPOSuq4rvee1Wk0EOCvlrKqzav5oRfnx9phrNGcS1WoV0Wj0dB/GSYOfj0/Hz+t+R41G84jouz38O/7xrPt8BPRnpEajeXScrM/Hn4h09DMRr9eLRCIBy7JENPMPBTJFKcWx+nW/38fi4iLq9boI9PHnEJ/PJ489VK83xa8qhj0eD/x+v1jWAUiVnCJ8XJyrNvYTEebjCwcajUaj0Wg0Go1GoxlFi/BHiGVZyGazME1zpNo9LqLVKrX6OHBYDPv9fukbH2czUTsuxNWq97Eeo6AGIMfq9XpFnNM2z+q4WiFXhflmr7XZMT9StJVdo9FoNBqNRqPRnO1oEf4I8Hq9SKfTIsI9Hs9I9XjcRg4cEd+smvPfFOEPJXDV7X0+34io3mzbzUS42muuQlHP8WpkOBxiMBig2+2i0+mg2+3K9qyeH09f+biwPpbQ1hV0jUaj0Wg0Go1Gcy6gRfgjwO/3Y2ZmBoFAAL1eDwBkVrfKuB19/HHgSK84K81qpZsCl8LZ5/ON9H6Pcyz7OJ+/2TGMb6v2sVOYB4NBDAYDmKaJcDiMWq0Gx3HQarXQ7XbR6/WOaV8f3/9DLR5oNBqNRqPRaDQazdmOFuEniMfjgWVZAA4HOjH93HEcCV57KIEbCARk9Bgr28BhwatWuMfFNoWxaZpSOR8X85sJcO5/s+8dqyK9WbXc7/fD4/EglUohnU6j2Wyi3W6j0WigVquh1WqNWNjV6vuxXmv8NbQQ12g0Go1Go9FoNGc7WoSfAB6PBz6fD9FoFJ1OBx6PB51OB8PhUFLL1W3VPxTNqgUdwFFCVa16q1Cwh8NhDAYDNJtNec74H/UY+BrjVXpW1fmaTHNXj2V8P51OB+VyWRYh/H4/bNs+qq+92+2KSG+32w9rXddWdI1Go9FoNBqNRnOuoEX4CZJOp3HeeefBcRwZG9Zut8WWPl4F3yyordfrifgdr3yz4k3RTPGuCnQAI2Fw6r42E89qz/m44FV7xVXhPxgMRoQ5n18qleD1ehEOh+Hz+dDpdNDv9+H3+2FZFmKxGDqdDhqNBvr9vohwCnLa1x+uD/5koKvrGo1Go9FoNBqN5kxDi/ATwDAMXHLJJbAsC51OB4FAAN1uF91udyQ9fDMoaBl+Ni6WVQGuCmOK636/D9M0USwWpf9cfZ76XApcr9cLy7LEJq6GxD1UABzhcfj9/qNC3nq9HkKhEILBoMw3TyQSyOVy6Ha7OHjwIBqNBizLguu6CIfDst9Go4FmsymBb6p9/WSKZi3ANRqNRqPRaDQazZmGFuHHicfjQTqdxvnnn4+77rpLqr9erxe1Wu2Y4WfjY8sCgYCM/fL5fPD7/dJHTcYD2QzDkHnkfF3gsDhmBdqyLFkUaDQaAIBwOIxUKoV8Po92u31cc7zVCjyPeTMikQhisZhUuAOBAOLxOCzLQr/fH+l1b7fbMAxD9hUIBMRaDxxZOOh0Omi32+h0OrKocSJzyk8Gunqu0Wg0Go1Go9FoTiVahB8nfr8fu3btQjKZlK9N00S32x2p4qp94IRVadM0RSizkq32aqvizzAMhMNhhMNhxONxTExMIBAIYGVlBe12G/V6HbFYDKFQCM1mE81mE67rihg2DAPJZFKq1AyDA46EwKmveaxANopp1Zbu9/ul6t3r9VAul2VRgaPaeH4YXuf1eiWUrt/vy3EFAgFZVAAglvXBYADbttFqtVCpVKT6f7JF+Wai+1jBehqNRqPRaDQajUbzaNEi/DjxeDwoFov4wQ9+ANd1YRjGiIAeF92qkOO/fT4f+v3+SNWbX6viMhQKIZPJwOfzwev1IplMYtu2bej1eggGg2i326jVaiLie72eCGDOEff5fPLH7/fLODU1II5p7psds9qvvZlQ9fv9Yq3nwoLjOJL6zsWKarUKy7Jg2zYCgYA8Fzic9J5OpxGNRgEcDnTL5/MolUro9/uIRqOYmJhAIpFAtVqVsWgciXY8c8o1Go1Go9FoNBqN5kxCi/DjwOv1ivg9cOAAAoEAAoGAiM5ms7mpIFf7qLkde8j5/Xa7PdIDztcLBAJwXRfBYFAELyvMsVgMAOA4jli/fT6f9H5TnPZ6PbGrh0IhSXQPBAIy/zsQCMiosW63e5QFXN0fHzNNE5ZlicXc7/ej0Wig0+kgGAwimUxKn7dpmrJY0O/3EQgEMDs7i1arBY/Hg1gshmAwKO/bsiw0m03U63U0m034/X6EQiFYloW1tbWRBQGmvnMhY7NjfTg2G9um09o1Go1Go9FoNBrNqUKL8IeBIpP9zpZlibDNZDJwHAflchnNZvOY1XB+rVbB/X4/otEoQqEQut2uVJOHwyFCoRBisZiIWAAoFApot9uoVCqIRCLS481qOffP11Wt2xT1tm3DMAz4/X6Ew2EYhgHDMGCapghYtUqvHrtqt49EItLPzffU7/fR6/VgGIaErdExwP32ej30ej1MTExgcnISruui0+mg1WrBMAyp4gOHXQPJZBLJZFIs8Z1OR94nR7apY9j4GtxuMBjICLnjuc7j71mj0Wg0Go1Go9FoTjZahD8MHo8HpmmK8Mxms2i320gkEnjc4x6HUqmEjY0N6X1mb/Vmo8koSoHDo87S6bSIYI716nQ6IsI5Am04HKJSqaDRaKBer6PRaCAcDsvzWNnm6xmGIZVh9nVzMUGtYlOom6aJhYUFAIeTyxuNBhzHGUkup32d4paCl9VzANLrzefQ/q4muQ8GA0l453Gwoq72jvf7fWQyGUSjURiGIVV2n88nCwsMxlPFON0FiUQCpmlidXUVtVrtuOaVk2N9T4e2aTQajUaj0Wg0mkeLFuHHgKKOVW+KPlas2Wvt8XjE7k1rOYPQKMbVfu1oNIput4twOCz7i0QiUjGmWOVIsn6/D4/Hg1arhWaziVarhXa7LRZ1ikImpVNYMyU9Ho+LaKYV3bIssXIPBgOkUils27YNiUQCjuOg2Wyi0WigUqlgeXlZhDYt4t1uVyr/6oJDr9dDo9GAbduSdK5W5y3LAnC4ou04DiKRCHK5HEKhkBwjnQC07PNcsiWANn11PNv4QoPP58Pk5CTS6TQikQiWlpZQr9dlpjn/sK9cHY2mRbZGo9FoNBqNRqM5lWgRvgmqAI9Go2L/bjabKBQKAA5XjO+//344jiPjtjiH2zRNGIaBVqsl4rvX64ngpjitVquIx+NHicJerwfHcUZ6t4vFIobDIbrdrojUdrsN4LAVm9vV63UZG8bKsboYwIR2VsoNw0A2m8WWLVuQSCREmLdaLRQKBRG80WgU6+vrWFtbk+ey59w0TXmPHEdG6zmr1UxVN01TFgBUm7g6li0SiaDZbMJxHMTjcamoq8fO66QKceCwaGd1nS0DzWYTXq9XFhNUqz5t7N1uF51O56i+ehUt0DUajUaj0Wg0Gs2jRYvwY+DxeBAOh7Ft2zYMBgMUCgXUajX0+30kEgkMh0MsLi4eVSGncA8Gg6hWqyKwWQX3er0IhUJwXRetVgvhcBiDwUAEKgVut9uFx+NBIpGAbdsoFosADvdK27YtaeThcFiC2nw+H1qtlgSwpdNppFIp9Pt9qdJbloXBYCCCNhAIIBwOw+fziagHjoSvAUAmk8H27duRzWaRSqWwsbGBQCAg9nEKW/Zgc6HCNE2pXnc6HaneqyPJVPE7HA5l4YEBbQDQarVGZqtzsYPVb1WAA4BlWfD5fOh0OiNj0Pja3AcXCDij3HEcmVPOUWkPJco1Go1Go9FoNBqN5kTRIvwYsEJ86aWX4oEHHhBhyfFfAGTuNZPRKbgZ4KYKRgAintVQM6alB4NB2LYNALLPdruNXC6HYDCIaDSKwWAg1d1isYhms4lgMIiFhQV4vV7s378ftVpNwsvm5uaQzWbFpk5r/cbGhhwjj89xHDQaDRHTtM2zWh4MBjE5OYlgMAiv1ztiS3ccB/V6Xart6uzxQCCAWCyGdruNXq83Mnu8Xq/LsZJwOCyCnEF0dAZQjAcCgZEqON8De8WTySQikYi8F14nLjr4fD6plqvHy+tL1wOt+c1mE51OZ6RSrkejaTQajUaj0Wg0mkeCFuHHIBwOY8uWLZifn8f+/ful55p94I7jSAWavdGs6qqw8moYBgKBgIwCC4VC8Pv96Pf7KJfL6HQ6ElTGwLNWqwXLshCNRrFr1y4sLy/DNE3Mzc2hUCigWCwim80inU6jXq/DNE2YpolWqwXbtpFMJmGaJsLhMCYmJjAzM4NOp4ONjQ1JV2ePeCwWg+M4EsgWCoUAAJOTk/D7/dLrzuoxq+mdTgeVSgWtVgumacq2THqnEPb7/Wi322i1WhgOh2g2m6hUKqhUKiiXywgGg2LpZ0+61+tFPp8HAOkRt217ZGGD55i28mAwODJjncF6FO68Xipq+wF711OplHyfI9w2NjZk8WO8Qv5QPeU60E2j0Wg0Go1Go9EQLcJxtEjy+XzIZDK44IILEAqFpKLLcWEUqazKMpiNlnRWxCk8Kd7VgDMKRFZXaRlnZZbVdcMwRFCrM74nJiYwMTGBaDQq6ems1gJAMBhEMBiUwLNOp4NYLIbFxUUAh4UlhXQoFJI56Exrp4hNp9MjYXB+vx8zMzMIBoOyWEBrumVZiMfjKJfLIqIHgwFKpRKi0aicn3K5jFKpJJVxVrkrlQry+byMgWMfN/u8KZZZSWcQG0PwKML5Oqrw5vPHLezj9wAfVy37oVAI8Xhczj+r+jzfdDPQMr9ZlfxYQlwL9EeGPm8ajUaj0Wg0mp9UznkRPi7GgMM9xdlsFtlsVuzlHKEVDofFnmyaJqLRqAStqXZnivZ8Pi9igQFqTDpnWrfP50O/35dqcigUgmEY8Hq9qNfrMi/cdV0Eg0E5bgo/VoJ5HBSL7PNmb3Ov18PKygoCgQAAyHP9fr8I0HA4LNX5arUqx9xoNESsR6NRZDIZEdIUooZhYHp6GnNzczhw4AAcx4HX6x05P1y8YGAcq9pqlZo94+o8cArv8TR0nld1PBwt9BRqtKKrAXVqNX18pruabK9+j9eRiy6qYO/3+1LB5zlXR6I9FpxLwvRceZ8ajUaj0Wg0mrOPc16EbybAkskk5ubmEIvF0O/3EY/HYdu2VEDVELJer4dSqYRmsynCjUFgtKJz/7Sc89/shaZw9vv9MubLNE3Yti2CbzgcolqtwjAMJBIJhEIhHDx4EMvLy0gmk2L5VqvDtMc3Gg0YhiHi8KKLLpJxZAyT8/l8kkTebDalEtxoNESk1+t1SXiPRCISftZut1EsFmXhIJPJwHVdsZKzUs+FglqtJqIZODIGLpPJIBgMSu+34zgjVWVVgKuJ6Pwe087L5bKEzdHWz23Gn0fHgTpz3HVdEf1cqFAXA9Rjp93dsixxLPDcs5+82WyO3Duqdf1kziRXe/G1SNVoNBqNRqPRaM5MznkRPt4nbFkWpqamMDMzA8dxpH86EonA4/FIoBet40wpp22a4o3jtyi6uT0ARCIRhMNhDIdDFItFmTtOSzut3bFYTCq6tm2jUqnI93w+H2q1Gnbv3o1QKATLslCr1eD1ehGPx5FIJJDNZiXxfHV1FcViEX6/Hzt37pTgNX6/1+shHA7L8fp8PgSDQVkoWF9fx/79+yVxPBwOi03dcRxUq1UAQK1WQyAQQD6fRygUQjQaRbVaRalUEis3U9VJIBDAxMQEpqen5VhWV1cluVy1kFMIq89n5ZoLKkw4NwxDroU6b3wzOzoAqcCzes7zwNdguvp4DzhFuzpyjaKcfeM81xTlrVZL+ub5PFU4n6iIVoU3z4MW4hqNRqPRaDQazZnHOS/CVcHi9XqRSCSQSCRQr9dRq9VQrVZHqszBYBDxeBzr6+uIRqMoFAojKd38dygUQi6XQywWw+rqKqrVqtjao9GoVK8pGl3XlUCwXC6HRCIxIuxYdb7jjjswHA4xPT0Nr9eLnTt3wufzYX19HY7jwDAMzM7OYuvWrUgkEjJSbWFhAevr61KFplgHgHK5jHvvvRerq6tIJpOYmZnB5OQkHMeBx+ORWeZLS0soFouo1+vIZDKIx+OYnJyUeehMTr/vvvvQ6/UwNzeHLVu2IJ/Po1arSWWe1WeKYfZcq1b16elpLC4uol6vy7bjVWwAI+dcPVcUvryuqmjn9uPQyTB+PdVjVfehfq3azuls4AIGRbpt2wiFQjJjnW0CDKxjpZw29hO9jx/q64dCC3aNRqPRaDQajeax45wX4cARIW6aJrLZLMLhMIrFolSDDcOA4zhiMad1eseOHfje974HYFSUqULOMAyEQiFUKhUZx8VKdr/fh23bIthisRhyuRzS6bTMGX/ggQeQyWRw3nnnwXVd2RdweH721q1bYRgG+v0+KpUKLMvC3NwcEokESqUSLMuSXmxa2m+77TYkk0kkk0mkUik0m00cOnQIe/fuRTKZhOu6mJqakhFi4XAYnU4HrVZLrOs+nw+xWExC0DiyjKnqnG/earVw6aWXIhAI4Jvf/CYqlYpYvCmQWTUGICFyvV7vqOu0WRVb/VoNbAOOjJMbF7TjYl4V5b1eTyriai+4moKu7k8V+Or152Pjr812AbYtcP+9Xk/OXaVSQbVaRb1el3Ftp1IkawGu0Wg0Go1Go9E8dmgRjiNCbmJiApOTkzJ6zO/3IxKJoNfroVwuo9vtIhqNYtu2bWKV5sgtVdRRbDNRPBAIIBgMwu/3SzXUdd2RUVe0JofDYUSjUQCHRSWt6xTv8XgcgUAAtVpNLNd+vx/BYBDpdFpmf9dqNbRaLanKMz38ggsuQKPRwHA4xMrKCvbs2YNWq4V6vS62b9qoW62WWNIpyBlOpwpwpsn3ej34fD6Ew2GpnhcKBZimiXq9jna7fZQo5bkzDEOOkYnpTHofX+DgOWYFV+3rVxdA+Bj/rQroccGszgsf34YZAJtV0GknVyvx/Df71DdLSqfQ5yIEFxA4vz2VSiGfz0u1nAnsTNLXc8o1Go1Go9FoNJqfTM5pEa4KZ9M0sXXrVmzduhWBQAC9Xg+GYcCyLBGGw+EQfr8fu3btgsfjwZe//GU0Go0RIcg/40KOFc1ut4tqtYpwOAy/3y8BbLS6m6Yps8I9Hg+2bt2KUCg0EvLFyrlpmpLaPhgMEIvFMDExAa/Xi0KhgMFggEQiAb/fL2ns0WgU6XQanU4H6+vrWF5eRrFYBABZLKAIj8Vi8Pl8aLVacBwHkUhEUtcHgwHq9ToajQY6nQ4ikYjYzE3TRCQSQavVgsfjwcrKCpaXl9Fut6Wvm+dG7e/m4+PfH08nHxfX/N6xxLoqwtXvjS+cqGnt6uvxMQbPHUuIj8Nj4nkZx+/3IxaLYW5uDl6vF61WC41GA/l8Xq4zA+Z4fMPhUFwJqjg/1mg0jUaj0Wg0Go1Gc2ZxTotwtYIaDAaRSqWQTqfh9XrR6XTguq6MHWOF0rIsEUCVSmWkMqlajTlSjJVyCmXOw+brxeNxCX3jKDKKUIp0YLTPudPpiEBjSBxt1IlEAl6vF8vLy6jVasjlcvI8hrp5vV6srq6iVCqh0+lIVdbv94u1nZX2UCgkc7x5bjh+q9VqSZI5j7NarcLr9UqqOnDYNr+ysoJ+vw/DMEYWLSKRCKLRqHzNEW483s3S0Md7tcl43/e4MB4PLlNRq9jj+Hw+GIYh510V6+PVb/X1x8eojdvYA4EAUqmUOB88Ho+kzTOJni0QfA5fh+fGdV0R5Vyk0aJco9FoNBqNRqM5czmnRThwJDTLsiwRyhTh7OmORqPI5XJIpVKYmpqCz+fD7t27pQoOQEQRx1V5PB40m00ZOwZA+qkrlQoikQjS6TR8Pp88TvFEgceeYfYPU3xxXrjf74fjOGJ7t21bwtG4falUkkp4uVwGAIRCIZTLZUlbZyo7j59j1/hcLh5Q4DNBvV6vy/xvziQvl8siJsPhsDxWLpfluIfDISzLknPLnnNa84vFoownY/V5XIhvlnBOu/h4BVtNTh+/9uo2myWmq4sAXGBR9zme9M7v8bl8HVWs8/oEg0HZ/2AwQLvdRqPRkPtFTWZXBTxbHDg6DYCEudG1wLA3dTTaYzGzfNy1oNFoNBqNRqPRaEY550U4AJnFTdFiGIYka6dSqZGxXRMTExK2FgwGMTExAY/Hg0qlAq/Xi3Q6jZmZGfj9fhnHNRgMRDSx0suebW5HcRYOh1Gv148pNmlb5r6q1arMwaY9Xe2zLpVKOHToEPx+P1ZXV1EoFJBOp6Wi7rquiHdWphkKV6vVRATztfr9PrxeL4LBoMw9N00Tfr8frVZL0s8jkQiSySTa7Tba7TYsyxJhZlkWZmZmEAqFRDg3m004jiNzvnnO1JFkdAMcKyl9PCWdgnxcJLOCrLYPqKJxPCFdvU9isRj8fr+E0VHYblYR5zGyFYEV9Xg8LlZ/4LB7gIsT9XodnU5HtqXQ5nGo75sLOB6PRxY1mEXAOeu9Xg+u68ooObYl0L0BaMGs0Wg0Go1Go9E8lpzzItzn82FychLpdBrA4d5ty7IQiUTQbrcRCARgGAYikQhCoZBUjefn5/HAAw9IQBtDxCKRiIwG47xqCko+ZhgGBoOB9E43Gg1UKhWxvQ+HQ/R6PRFjrH7Trs4As06ng0ajgVarJf3aAKTqSYG/d+9eBAIB1Ot1EXYceQYcEZ2maSKTyWB2dhY+nw/lchlerxe2bcPv96NcLqPT6UgKumVZCIfDUj2nwGPaN8ejAYcTvxcXF8W6Ho/HZVY5Z6zzfNFaTwGqimUK8nFhrSaUU9yqlm013VxlvKecbDYLnAI6FAqJ+6DZbMpzWI1Wk98DgQA6nQ6GwyECgYD07cdiMbiui0ajgUajAQDodDoyyi0UCskChNojr4a+cXFEFeVq0FwwGAQAaVng2L1arYZmsylCvN/vPyr7urqIoQW9RqPRaDQajUbz0JzzIjwYDGL79u2IxWJS/bZtG/F4HM1mE7Ztj9jJGS7GpPJ+vy+zwwGImAQwMmrLNE0R4ewzn5iYQDabxfr6ulRVKToZfBYMBlGpVKT6TUs4q8KssjJEjvZ32uzZp07BTau8z+dDKBQSEQxARGI2m0Wv18OBAwdGquo8rna7jW63i2w2C9M0pTrP8WOu60ow3OzsrJyrlZUVSfjm4gQFZL/fR6/XQ6/XE+u3WgVXhbcqTIlqE1fFtGobH7elc38UoqFQSM4t7fl8PVVY0/rPhRX23LPyzKT3UCgkrop2u41YLIZUKiWzwnnOu90uarUaCoUCarWa3Gu8F9TecnVBYvz7fI98D6ZpYjAYwDAMOWdc3GCbgeu60gbB98JFnuO1rz9a4a0t7BqNRqPRaDSac4lzWoR7vV7kcjnMzc0hGo2iWCzCdV34/X5MTEyg0WhI9ZCBWevr64hEIjBNUwRxpVJBKpUSUcc53qyAUrRRwFIohcNh6d0GIGPLgCNiMhaLod1uY21tDZlMBqlUCoZhSEW8Vquh0WggFovJnGmGpbF6m81msbS0JALXsiwkk0kkEglUKhU4jiM2c/ayU4RxUYFV+lqtJsIuFovBNE20223UajW4rotIJIK1tTWxobdaLUxNTcn3gcOCe319Ha1WS4QsFxr4fV4f4EjImpo8fyzBpr4Pjn0DIIKT+6MYV50GbDsIBAKYmpqShQGG5TWbTbHkB4NBRKNREdFsIeAoOdd1EY1GMRwO4TgOAEgIH0W5mtpeq9VQKpWkws5FCNWOrlbzeR4o5v1+/8joMp4rVrnVRQta4/k6FN7cbjgcSm86xblaKT9ZYnmzNgAtxDUajUaj0Wg0ZzvntAi3LAuXXXYZpqamZCwZBYht21hbW8P6+rqkT09NTeG+++6TquL27dul75gzsimOKbwoKMPhMBqNhog+ikpVUFKMOo4j1XX2VbOa2+12RTxRJAGQSm2j0cDGxoYsKITDYUxMTGBxcVEqpLREc/TZoUOHUCwWZTTa+vo66vW6VIYDgYC8drVaxXA4xOzsLFKpFPx+PyqVCrrdrlji19bW0Ov1EIlEpPfdcRypeA4GA6ytrWF1dVUq8ny/nU5HRp9R+I+HkJGH6vX2er0jwlENNttM+A0GA0mKj8fj2LFjB4Ajae8+nw+lUgm1Wg29Xg/hcBi2bYuQHn9/dCb0ej1ZaPF6vej1emi325KszxF4XDihc0EV4TxO3jtqGJw625zvVe335kIC+8Xr9bosdqiLHHzNWCwGwzBkljzdG2ovOe/fY1n8j5cTeZ56bbVQf4ygo0Sfb41Go9FoNJqTyjktwhOJBJ7whCdgcnIS5XJZxo5VKhURUKwmu64L0zQRCASk+n3fffeh1+uJsGF127Zt6Y2m+KPVfTAYjIh92sOZEE5LczAYlBFk7Cf2+/1YWVlBLBaD4zgIBAIigtivDQClUgkHDhxAvV5HJBIRcWsYhswk73Q6kqROUUVbM4Xj9PS0pJy3Wi2xS0ciEWQyGdi2LePa/H6/7C+TycDv9yOZTKLX66FarY6M+er3+2KHZro656azD54CkFZpBpCpPeIqxxpbpjIu3lSBPm7FjsfjsqgB4KgxYXQjMOBOrbhz3jvneNPK3+12JVGfSebsh+dzueihLjrwPmRlm8dN2zyPjQsyFPx0dXB7dZze+Ig1tS2Ai0ypVEoWp5g9wPfEEEOOq1MF+ckW5ePXVdvXHxt8ExkAwLBYgvvjxUSNRqPRaDQazaPnnBHh47+4e71eRCIRdDod6f9ljzfTy9XkbMdxsGfPHvm61WphdXUVlmVJxTIQCMh88H6/j0gkgoWFBYRCIZRKJbF5A0Cj0cDtt9+OCy64AIlEAvF4HIPBYMSW3Gw2pdrNCnaxWMT6+joCgQBmZ2eRTCZF1LECz5RzALBtGwCk53k4HGJlZQVra2sirtvtNmzbhmVZIjq5CMDKMLej+Od+2f/O/mefz4eLL74YpVJJzgsXJAqFAu69915xCdD+rVZ72aOszuJWRbfaDz0+B5yM932rQlMNEBt/Pr9ut9u48847MRwOJUyOqfFqjznfF9sAvF4v1tbW5F7g4gYXbwaDARqNhizEUJyrveZMvVcr3ax+8zypj/M8seo/nhrPc8XzzD5xCmcA0nc/HA7FDcAJAHyciyy8J3idmBLfbDZFpI+PRHs4sbzZ94+1kLLZNlqMnwK8PpSeuRVDvweZr3nQX9/QFXGNRqPRaDSak8Q5I8LVPllWEePxOAqFAlKpFABIpZhiM5lMSoq4mmbearUkKXvbtm1wXRfFYlGqwD6fT+zdExMT2L59OwaDARzHQa1Ww8bGBiqVivT/cgzacDiUudnsyWVoGtPIHceR6vD8/DzC4fBRlU32Y3e7XelFD4fDiEajqNfr0sPMXu+pqSmk02kEg0HU63WUy2X4fD7Mzs4inU4jFAqhXq8DAFKpFKanp5FMJtFoNFCtVtHpdKRP3nVdBAIBCX0DIOFtiURCQsnoMOAf4EjgGquvvG5cYHioRHRVkLGiPL69ei+oApxVY+6n3W7jm9/8pmzHBZuFhQURwlysoYOAKfJqQBwt5axQsxecwjwYDIodPZ/Py/3A86GKS1boAYhYZ3I/he74SDY+R+1/Zw87x+dxAYrnuNfryb0PQBYbKKzVMDg6PyYmJuTYLMtCs9mUOfPMU3g06evj124cbVE/+fjCNtZ/qo/MZBXOxhyCtzYx/PFngEaj0Wg0Go3m0XHOiHAVj8eDYDAowWQbGxsIh8MiuDh6KpFISLo1ALGcB4NBLCwsAICkqLOvlmKXPcE+nw/r6+ti1Z6fn8eWLVuwvr4uAok2cuDwQsDk5CR8Pp8ItuFwKBZnBnCxf7jf72NtbU2S3Pk9pr1TyPM9WZaFRCKB6elpsRgzIC4YDCIQCCCfz2P//v0ivBKJhKR3VyoVbN26FeFwGMViUWZSc155KBRCp9NBqVRCKBSCbdswTROxWAz79u2Tqj/FGc8bhWM4HEa5XJZqsDqve3xW9mbV0nEROi7OxsWgWnGmFZ/b8bV5TgHIPHlWejudzkh4HavMtGkDGLGMU/yrFnzXdSXMT539rY6OG+/DpnDm8fK9sO1B3Rfveb53ivFmszmSUM9jMwxDxpvxHh1/ffVvNdgul8sBALZu3YpqtYp8Pi/3TbPZ3NS+vhlqiN74Y5ttezzbaU6A6Sx+5nH34Ney38CzX/J67CgsALffCwwHp/vINBqNRqPRaH7iOSdEOCtl6i/riURCLNulUklEOAARwPl8fiSAa2VlRSrgrGLSeg4Ac3NzuOCCCxCPx0XcUZAxZZ2VYtXSTWFCOzdFdzQaRavVEmEZDodhWZbMGqewqlQqWF9fl7FZg8EA0WgUyWRSRHW1WkWz2UQ0GkUulxPLOm3jPp9PEtOTySQikchIHzJT2BcXF8WeTzu2Ov4qHA5jaWkJBw4cQCAQQCaTwQUXXADLshCLxRCPx1GtVkeuj9orT3GujuhSr6MqytXHKBBVtwMr0Gqy+HhKOp8LQJLCucABHBGmvCZbtmxBoVDA+vq6vGcG6q2ursrXvPaBQGBk3rdlWbI447quLGKwXYALPrSf832px8dzRgHOfXFbVucBSLWcc8OHwyHq9frI/lUhzuewVYCVcNUur9rXeSxqTznPn8/nE2cJcHiBhd+nbZ2vwfMwvnDyUFb18e2Ox8KuOQ48HpQvTeHNyX/AFr+FX7/8a/jkpT+Pif1xDArF0310Go1Go9FoND/xnBMifPyXdb/fLzOuAaBer6NYPPzLpRpAxeqmx+MRQRmNRqWvlxVmBnXFYjERr+12G6ZpwrIsBIPBkVAuACP7pWAxDAP1eh3Ly8vo9Xpi3+ZYMf7NUVfhcFjEjOM4kuTu9/sxOzuLCy+8UFK3o9Eo8vk8PB4P6vW6zBSPxWIADveOp1IpBINBFItF2LaNYrEoYpvnpNPpoFarid3e5/NJ4Bd7n7lQQVcAq/gUoKzQcwGD1WPui+dDFXzqn836w9U+cVWkqSJWFeBkvIK6WYo6hboqKhuNhoTmFYtF6ZnnYg7nyQMQUcrebp4jx3GkLcHn8yGRSGB1dRWtVmsksZyiXp37rtrT+bdavVdHmPH1eL17vR6KxaI8b/xccFFIFdqqCFcr9DxHvIY8L+r8dAYRApBryoWIhYUFLCwsiIV9//79KBQKaDQakg2g9vGP/zwf6+dc88jxmiY2rgQuCJRheMJ4fvhBfOjqNpL3zMBTquhquEaj0Wg0Gs2j5JwQ4eM9o6ZpSs8rLeiFQgGdTgflclls57ZtIxqNIh6PIxQKjcyE5rzoZDKJeDyOdDqNRCKBarWKer2O9fV1GIaBdDqNiYkJAJDX6Pf7SKfTItwYgsXKuG3bqFarWFtbQyQSke/7fD7kcjkRlrTKDwYDNJtN1Go1+Hw+6SsfDAbSt5zJZCSt/P7775dquWmaMiKM4Wq2baPZbEq6OoPohsMhIpGIjCajKFcFeK1Wk3Rx9rHX63WxoWcyGZk1DhwRlgBGKq38w4o/x4SNQ2FOBwGF9ngPOb9WHQrj7giKZfZWq8fIRZdQKCTik9ePolztm2bgHyvOrACrgWgUpxSldDyoTgAKZbYtqJZ8VYjz+NXnDYdDhEIh6R/n8akjzsarx0xxX19fHwmC47WhCFfPsbro4TiOODJojefCgbp4woWrmZkZLCwsIBAIyELR2toa8vk8FhcXsba2hlqthna7Lffaw42b0zw6vJk0dl12EElvAACQ8gbx6ktvxd8+7pnI7Y5hUCyd5iPUaDQajUaj+cnmnBDh47+oU6Tye6zItlotqfqyB7ZSqSCTyUjVnKLKNE20223U63XkcjlEo1F0u12sra2h0Wggn8/DdV3U63URQMViEZ1OB7Ozs4jFYmi1WigWi4jH44jH41Kt5OxsHi97fymqAKDZbAI4MgeaQWAM9mJPL5PeE4mEWIzz+TyazSYymQxmZmaQSCRE+OfzeSwtLclj0WhUbOfxeBzT09PI5XLy3lgp574LhQKq1So2Njbgui7S6TRyuZyM/GLVXB27xWo3Z1KP28XHbelE7Q1X96OO6mIFmttTWKpVeC4E8DVYkR+/f1qtFiqVinyfAX4cIdfpdCRcDYCMbuNx8jiAI9VmCny6LthuwFF4vB+4PwpQLhiolWjVij7+WuOiW60wq+eQ36vX63IfMouA50mddc/H1HA73i9cyGJLBu9PNa2d90w6ncZwOEQul0MoFEIymYRt25idnZVz4TgO8vk8VldXpVrOhYXxn3PNI8TjQeu8LF49+SWYnsPXx+fx4gXRH+ITFz8DE9+bBEplnZSu0Wg0Go1G8yg4J0Q4xQrFQiqVkgRqAFJFbbVaaDabEpTW7XbhOI5Yi5kGXqvVpLrZ6/WQTCaRTCZRKBRkZjiro6VSCbt27ZI+cI/HM2LL3rt3L5LJpBxbs9lEsVhEtVqV6ihFEWdIs1IKHBYefD6Dr9QeYQrFUqmEaDQqvbd+vx+hUAjxeBymaaJUKmF5eRlra2tYX1/H+eefD9u2EYvF0Gg0EIvFEA6HkU6nUS6Xkc/nARwWbJZlIZVKwefzwXEcOS+1Wg3NZhPtdhvJZBLZbBb1en1kXBvbA5gOT3FJ0UoBqr5fXtPxa6xea26rVopVu/m4YFMXAsYFJp/X7/fFHcBzxnA6ovZYc9GBiwFMhOfjFJAU5EwhpzinCKedX62md7tdOU9c0FCr46wYs/VAPZdMq1dD7MbPp2ptp3BWQ+yAI6F2m51/x3FGKumqm0HdV6lUQqPRQLPZlJ9NLvwYhoFkMimPGYYhY/wOHjyIYrGItbU17N27F/V6Xc6D5pHj8RvYuNzEE6xF+DxheXzGZ+CCCw+heP484veZGCr3vEaj0Wg0Go3mxNh8htOj4Dd/8zdHKmsejwfnn3++fL/dbuN1r3sdUqkUwuEwXvjCF2J9ff1kH4YwLi5oER8XCOrfFAscT8a+asdxpK87EAiINZup4sDhCrXjOJKizvnShmEgEonA5/OJpZ1hbfl8HuVyWcaGsceblXk1fG11dRVra2uoVqsYDAYIBoPI5XLYuXMnLrroIlxwwQWYn5+HbdsjPbn1eh2VSgWu62J+fh4zMzOYm5uT8LdDhw7hnnvuwb59+9Dr9dBoNKS6bpqmhNGl02kYhoGlpSXs2bMH1WpVksw59opiU7VSswd4eXlZRrRxQYMLHxSgargahboa5kWhzD9qWvf4vacKclrMKbI3u09U4U4bNQAJjuMYurm5OUQiEckHUO3y4zZtJtTz+CnMVcHY6XSkP5zW81arhUajIdeOfdLqwgIXMCYmJrBjxw7Yti0jyDqdjiT38xqpY9M2cxmodnfVfj5u7Ve3JWoPvtrrDxxZ5OC5VJ0brutibW0NDz74IPbv3y+94JZlSTsIgwZzuRxmZmYwOzuLyy67DOeddx6uuuoqPOEJT0A2m5WFrmP9/J9uzrTPx3G8sQj6l9cx6QuMPB7yBnDD5H+hcp4X3kz6MTsejUZz7nCmfz5qNBrNyeSUVMIvvPBCfOMb3zjyIorg/Z//83/iX/7lX/CFL3wBsVgMr3/96/ELv/AL+M53vnPSj2OzX8BDoRBisdhRVl7g8Ixj27ZFMDA9vdFoyMxwj8cjlTlWiCmcWdVj0jX7pAFIpbPZbGL37t0IBAJwHEeC1lj1ZsAbxR3FCNPY1X7iSqUi6duczR2JRCRhm4JVFT+WZSGdTiMQCGBubg6GYaBcLo/0mXu9XhmZdejQIVloaLVaCAaD8Hg8cBwH9XodmUwGkUhExmPRmk1BbFmWHGM+n8f6+jocx9k0UZsOBPYws99dFcJqJZwVWia087UoVNWK9LhlebyiTmHK1xi3bTMlnO+Jc89TqZSE1qnbj++f141OBcuypKeflXQ6LriAodrqVbs3CQQCskAyNTUFv98vuQO8/ryv2ZtfqVRkVvy4DV19LQpkVVSP2//VnzO+3/GwN7UVYDxQjz8jXIBhMr4629627ZHxfGrSPc/HeeedJ2GE9957Lw4cOCBtAuo1UK/76eRM+Xw8Co8Hw9kcfmHHnWJFV3mydRC9nU10FzLwLi1rS7pGoznpnLGfjxqNRnOSOSUi3O/3y7xglWq1ik996lP467/+azzjGc8AAPz5n/85du3ahe9+97t40pOedCoOR/B6vVLRVWH11e/3IxKJSH82RVmr1RJRAgDRaBQTExNwXRfRaBQApA+W9mAKQAaY9Xo9VKtVVKtVdLtdBAIBpFIpTE9PY2pqColEAoFAAMPhUEQ4t6OYj0aj8Hg8UnFut9toNpsiLCheuT2POZlMYnJyEr1eT6z34XBY5oMPBgMkk0kRXZ1OR9LcWZncunWrCKBCoSA96fF4XALfaAkul8toNBoAID3CDzzwAMrlsgTaUZSpYWvs17dtG7ZtSw82xRdTw9UANp5jjnSjqBsMBmLp53GNV7/5muPiVq3C83zxffBaMql+cnIS9XpdXAf8N/ehin7eEwzP8/v96HQ6IiobjcaIXVsV8KqNnjZyWvmnpqaQTqextrY20kPOsXe8JyqVCiqVigTjPVSvvVqlHp/nzj98/XFhS+GtBu6pTgOeA957nU5HFkHUsELeB2pPOvMR2LrR6/UQj8eRSqWkzaTdbmN9fV0cLGeC8FY5Uz8fPX4D5YuieF7sB/B5jg5BnPKbeNzMMpa3bEfiuwbcXveUHo9Gozn3OFM/HzUajeZkc0pE+IMPPoipqSlYloWrrroKH/zgBzE3N4fbb78dvV4Pz3zmM2Xb888/H3Nzc7jtttuO+SHa6XSkugcAtVrthI+Jv/jTiq7+Yq7apmm5tiwLa2trI/ZkwzDQ6/UkuI2Wc84/plArlUqo1WojopfiluPCKPYDgcBIJZzV8HA4LO+50+lIOjrTzNlLTMsyq6lMFGfSORce2I/Nqjf7dtX53rSM9/t9lMtl1Go1VKtVEfLD4RDNZhMbGxvo9XrSU27bNhqNBrxeL+r1OlZWVkRwUhCXy2WxW/N6qKPF+N44P50uBOBI3zl7m3keKeyCwaCMhwMgQV6DwQCRSASBQEAWDSj2KAbVfm9eZ7U3nPB8817ksXO2t2maCIfDcBxH3h/3zYUBdQY47x0KUcMwUKlURvq5NxPJahWaCzHdbhfdbhe1Wm3Erk7xq6a803HA6x4KheRY1fA0jrBj/zkdDmqwGjDaX86fJVrN+bd6HdVzrLZL8NomEgk5Bro/OAoPOBJOl06nJZiNPxu2bSMcDiORSGAwGMBxHAkOPJPE+Jn4+QgAXjuIwmUuzjM6AEJHfd8PH65K7sOnp3cgFbQw0CJco9GcZE725yNw8j4jNRqN5mRy0kX4E5/4RHz605/Geeedh9XVVdxyyy142tOehh/96EdYW1sT0amSzWaxtrZ2zH1+8IMfxC233PKoj800TSQSiZGqHFHtreFwGMlkUoRXtVpFu92WHnCPxyMim7OhTdOEz+dDo9GA3+8X4cOKOkd8hcNhnHfeeSOzwyuVitiUKbIMw0CxWJSvLctCp9OB4zgIh8MwDENEM+3YFHAU2xTCoVBIerwHg4HY8fP5PFqtlqSyUzCxr5bjshzHwf333y8J8ZyZzrFmAKT6zyo9hZM6y5pV+/FeYgAiFhku12q1EI1GxdrOOeM856yGUqyFw+GR0WB+v196iQFgfX1dKvBqr7n62mpaOq8fq+Eej0dEeK/XGwn2a7fbYknn47wHKLY9Ho9sU6/XxYrNRRNWe+mo4HO5QHEsSzWDytbX16V/nLPBA4GAJPjz+LlPhp7Nz8+j2+3KSDrXdeVcqhZ61ZIOYMRVwPuGj6kWdlWkjwt1CnDC+4r3M+eb0x3AfTIIkFVw2uv7/T42NjbQ7/cRiURkUURN8T/dYvyM/Xz0eOBJJrD9kiVEvdamm/g8Xjw+eAB/MjmAJxkH9C+yGo3mJHIqPh+Bk/c7pEaj0ZxMTroIf/azny3/ftzjHocnPvGJmJ+fx+c///mjbODHyzvf+U685S1vka9rtRpmZ2eP+/kUfpZliWhUK6Gq4KCVeGJiArFYDIVCAX6/H81mExMTE5ifn4dhGCiVSrj//vtx4MABNBoNpNPpkfdHQVqpVHDgwAFUKhU0m01MTk4iHo/D4/GIQHUcR/q12SdcLpextLSEhYUFTE9Pw7Zt1Ot17N+/X8aFxWIxqaayisxKcbVaxeLiItrtNnw+n4zOisVisCxLBAv73UOh0MjYMNM0RQQ7joPdu3dLNfuCCy5AKpWSUVp8Hu3trFqbpin2YS4W8ByrDgGK/nq9LpZs9k2z35yV73FrttfrhWmaI6KYr8nWg1qthnA4PDLOSt0Pw+dob1Z76OmaYJsB0+X5ehwHx8UWNciMQpoCmwsMvC84G56tCoPBQEZ6qZkAarK/+t7p7qjX68jn81IlNgxDjq/ZbKJcLosApZA2DAOZTAZXXHEFCoUCVlZW5F5kWwTt5lwIokvB6/XKNVfbMMbhQhH3p7ZRMOCQxzscDmHbNkKhkByjOi8egLQC0EnCc/LAAw9gYWFB2gGAIwtJwWAQyWRSJhXk8/mRrIDHmjPx8xEAPD4ferkYfmHyG/B5jp3XucOowppy0JtMwHPg0CM6Xo1Go9mMU/H5CJycz0iNRqM52ZzyEWXxeBw7d+7Enj178KxnPQvdbheVSmVkNXN9fX3THiBimqZUYR8JFBEUQ3xM/ZtQJHi9XszMzKDdbqNcLqPZbErCuWVZkjpdq9VQKBQwMzMj2/N7tHU3Gg1sbGzAcRxs3bpV5kfT8gscSZqu1WpYWVnBwYMHAQC7du3Cjh07UKvVcOjQIXg8Hqyvr2NlZWVknnIsFkMoFEIwGJQ+2lKphEqlgl6vJ9V1vrYq0pLJJKLRqNjNeX14zpi+zWp6NBodGVPF3nn2DScSCRkx1el0pB9ZHREGHBGS7GVnqJ2arh2JRORYuUBCAU8x1+12EQqFYFmW2MEpjnnNI5GIWOH5XAah0fZMO3Y8HpfqMI8NOCzWKSQpDrlYkU6n4TiOBJ6pCw6ssrMKzXnolUoFw+EQjUYDnU4HU1NTMkZu3759I8KZ71s9h7R805JO2C/NRYp+v49arSYLD1x06Ha72L17N9rttjg7uIDB66MmzkciEUxPT0ubw2AwwH333Sc93BTLXHzgSLtQKIROp4NyuSwLIewz7/V6iEQi6PV6yGQy6HQ6ct24TzoVKPgZUOi6rrRLJBIJVCoVLCwswDAMOac8DjVMkffImcCZ8PkIAPB40UmaON9cfcjN0t4ALsiuYWnrdsS/74c7FsSn0Wg0J4uT8fkInKTPSI1GoznJnPQRZeM0Gg3s3bsXk5OTuPzyy2EYBr75zW/K93fv3o1Dhw7hqquuOtWHIr3Cm82aVvtvW60WqtUqWq0WyuWy9Hg7joOVlRXceeed2LNnDyzLQiaTQTQalRFWfB0K7EQigZmZGVx88cVSyWw2myPVuEqlgtXVVezbtw/33Xcf9u3bJ/3TFGIUNjMzM8hkMmI5pxW6Uqkgn89L6Bb7fSmM2DPMfTKwKxQKiaAyTVPS1blIwCpmOBzGpZdeivn5edkfK9OtVmuk35z92dxvLBYTIUvUKiQFr5pmrQpZtSKqirLNxl9RjNq2Ddd1ZUHF7/fLSDgKM4bmEVblbdtGIpHAzp07cckll+CKK67AZZddhm3btskCTKvVguu6CIVCSKfTSKVSAI4E9KnuC1qg+f4ophuNBlZWVrCxsSFWbP6Zm5vD9PQ0LOuwNZj312bhcgztY5q4Gq7H90RnAtP40+nDY6b27duHcrk80qvN2e4MSeN74T0VDoeRyWQwOTk54nDgYgwt+PF4XM4zz6+6AMX7gM/jfcBFkfHr2mq15N8bGxuo1+vw+/248MILMTExgUQigcc//vHYvn07MpmMLKzwebSoj99/p5Mz5fPR4/OiG/Ei6Ws+5Hamx4+nJvegus0Lz6OoTGk0Gs3DcaZ8Pmo0Gs2p4KRXwt/61rfi537u5zA/P4+VlRW85z3vgc/nww033IBYLIZXvvKVeMtb3iLV1ze84Q246qqrTlmypSq4KcLJ+Kxm0mq1kM/nEQwGpcrYbDZRLBaRzWZlxNbMzAyKxSLq9Tp8Ph+CwSBc1xVhPhwOkclkpL+cgpYW58XFRdRqNamMsmrKhQLHcfBf//VfuP/++8UOH41G4fV6EYvFRMyw0smwkS1btsgc8FqtNmL1npubkzFejuNILzj7b3u9ntjIaWtmzzoTvRmUVqvVRAhRzKZSKRSLRXm/HLfFBQ7VUs3qLque6hxrCj8+Pt4TTVE6GAxQKBRQr9fltdjjHggERIxyVjcr4JzXzv2xJSAYDMLv92Pbtm3YtWsXJiYmZJV9dXUV+XwejUYDS0tLsi+KbNd1R+ZU854DIIspAGQhgb3noVBoZMGk3+8jEAggkUjA6/WiUChI2jzzB3ifcKGH91YymZTec14DthXwXqO4Zciax+NBuVyW+4lVczUwTw34C4fD0pdPy7zaO093ARd4ms2mzIRnXzrfJy2GsVhMxgJyAYv74qLCcDhEKBRCq9VCsVgU9wdw2EHC+9ayLHGiqI6HcDgsLSbjo9QeK860z0fB60Un5kHE89Dnxefx4knBvfjDLR14UwkMf2z/12g0mkfLGfv5qNFoNKeAky7Cl5aWcMMNN6BYLCKTyeCpT30qvvvd7yKTyQAA/uAP/gBerxcvfOEL0el0cO211+KP//iPT/ZhABitdqmCCBgNllIFIgDpLeVc7FQqJSOyDMPA7OysjAqzLAtTU1MimtjzXSwWsby8jGAwiGAwiGaziXg8DtM00ev1cOjQIRSLRUxMTCCTyWBpaQn5fF4EYaFQwHA4RLFYhGmaEs6WSCQwNTWF+fl5ESYMdQuHw7IQwLFcarCZ1+sVYcSKLYPN2F/OqncsFhMbeCKREGHGSrrH40GhUMDq6iomJyeRTCbR6XRk0cJxHAkhW1lZkeNTe5opJPk648KItvmHEuC8lhSeTGP3eDyoVCooFArSS0yHgBrCxgURr9crYnVubg4XX3wx5ufnJcHe4/HIPVyr1bC4uIhqtQoA8p57vZ6cQ1qtW62W9OozhZ73jro4od6vXPzhOTNNE/l8Hn6/H9PT04hGo2i1WvB6vbLQwCTzTCYDwzCQy+UkrI33CUPN2Ive6XSk777ZbMr+AoGAHJva887cAfZtqyPUeNyu68p15wKQaqmni0ENbON9bZomUqkUbNseCQqkXb5er8u5ppODr8XntlotCdDjNVGr/Lyep0uEn0mfjyP4fOjGPLC9R/f2j7PVaGPrbB6dhTR8ui9co9GcJM7Yz0eNRqM5BZx0Ef65z33uIb9vWRY+9rGP4WMf+9jJfumHRBXhap/rZgFNrBwfPHhQRjhxFFWpVILP5xPRQiFCa3EikZDecQo+CtJt27YhFouhWCwin8/D4/GgWq2KkKB9mL2snE8eDAZlgaBQKCASiWByclKq3xsbG1J1t21bwuR4XIFAQCqavV4PxWJRRF4wGMRgMJAgMAas0bbLbSYnJ9HtduG6Lg4ePChik6OhcrmcnNe9e/eiVqvBMAxUq1WxZVN4UlxTAAYCARSLReldV0eDAUfmTrOKzj98PboL1OcWi0WpyBOeQ+6HvdGspgKHK83bt29HLpeTSivfN1PDeQ+o76XZbIqzgBVkin3eY6z4s6ec1XHa/0OhkCSaBwIBuTZMiufoOf6hxZwp+p1OB+l0WqrfhmGIS4Cj0rLZLBYWFtBsNvHAAw+M5AVQqMdiMfT7fbFxU2RTkDNxfmNjQ3rkgSMp6RTdlUpFFll4D6oVeLoHLMsSgazOImeie61Wkx73UqmEQqGAVCqFubk5AEdG1Pn9fqyvr2NtbU2q7rxHeDwAJITvdHDGfj76/ejGXZgPEcpGYt4ArkgdwjfOm0bmVt0XrtFoTg5n6uejRqPRnApOeTDbmQJTqmn5JWpKOgAZjTQYDLC6uopOp4Nmsym9wqyK+nw+6Z9mZdZxHBFatMDy+z6fT6p8lUpFwqcoCNgTTYHIfmoKF4oMjqBiRZjznik6KIZZ6ePCA/uCWaVlSAmTuBkcxkqoOnKN1XhWwqvVqiwMcJGhXC6LgOSoLqZoMxzN7/dLQBsrw5yXXq1WR1oHKLLVUW9qP7jqZKC4VqvKrLLzOTynar82rzehIKYtmsfN3nK6Dvj6HIvFKjTH0PGY1JTvcDgsFWRWZyl6ufjCCjBFMW3uXCxi7/3s7CwuvPBCGIaB9fV1XHrppQAOLzykUilxLhw4cADRaFSEeLfblXRznqPBYCABcXRG0NpO9wCvA/vEeb8w6I7XjeeVx8txfQzR4axWXicuDPE8c8KAurjV6XTQarXknNOab9u2VMSZWt/tdnHw4EEUi8WRpHu2ofD627aNarW6aX/9OYvfj15sAAO+h98UPlxu78ffbb8KE8EgXG1J12g0Go1GozkhzikRrvbrqnOLVfFH8UgRS+FJkcueYVqfKbw4WqpQKEhqd6PRGOn3pUCnRZzCjGKI1fVeryeVaQBir1b72Wm7pbiibZvjwNhrTNHKoKtOpwMAErrG/XKeNMO4pqenZRb4cDhEKpVCIBDA7t27j5qxzapqvV6XdHVWZjlCjbOyWVlmlTifz0svvCqiuTBCsa5eMwpbilyKbNVirJ4r9TqrfcbcjteTFdxarYa1tTWsrq4il8shkUiMVK65oEFbuc/ng+M4I6KOopFi1rZteZz7oU0egASWUQwHAgG5HgAkaZ73m2mast3OnTvh9XpRLpfh9XqRzWaxurqK1dVVxOPxkRntvV5PHBTD4VDS/b1eLxKJhFSl1dciPD+cla6eT14z4HAoHpPOea2j0ai0ALRaLblWPI+JRAK2bUsOgdfrlSwG7ofHw1aD++67DzMzMxLyVigUUCgUpC2C9w7vcx4fw+LURPlzGo8HnoABX6wHw/PwItzn8WKnsQHfnANvMq77wjUajUaj0WhOkHNChFNoGoYxIhxUG/q4JV214JqmKUI8HA5LpbtUKo38ss9QMVbTo9EoksmkBGlRWLPa2u/3sbKygmKxiFarJeKENloKYCZrc3Y2xSgtxKwEcjsuFPA9qTb8ZrOJjY0NCfTi8Y0L8XvvvReJRAKXXHKJWLaDwSA2Njak15avSZt7tVqVADHgsMBNpVJiy1et+bwO5XIZrVZLwrhoj1Zngm92bVSbOd83HQrAkfAz9XvqfjYTl8BhgdZoNHDHHXeg0+ngqU99KtLptIzD4pg2XlPOX2dlmwsGrG7zmCgs6VKg+OZxFItFlMtlee+O44hl2jRNWXBotVrYv3+/9PubpolarSaOCABSraYYbTQaUtVuNBojFnIGl7FCrp5bWucp3rk/XqdisSiOEJ4DimjbthEOhzEYDDA/P4+JiYmR8XvValXmgluWJf34XFSh+6Barco9wqA54HCbxY9+9CMsLS3hKU95isxLV3MJXNcVJ4l6P/Be1iJcwfAjFnXgxcP3hANA1tfDebkNtKez8BxcPMUHp9FoNBqNRnN2cVaK8M36vCmOKf42245inbOrKTY4V5iVOQAjVmNW2izLkup2MpnE5OQkwuGwiN+77roLrVYLpmnCtm14PB7s378f1WpVQtWKxaIEaAFHKt6cPZ7L5cSWTru7ahNmv3IwGJQZ21NTUyL8aT+mWI1GoxL85vf75etWqyVVes7HNk0Tc3Nz0mOs9lhz9BWTydWeYp5TNRBNtRzTpcBALbUiDhxdwVYFOI+D/d0UjarjAThSmd6s55wuBboHHMeRsDNuv7KyggcffFAWWtSQMR4H//C+UI+x0+nIY+O90/z3xsaGLIqwnYFVbN6DbBFYW1uToLdyuSyVdopv2v673a5ce97/FNVsZ+DoMnUxQQ1e43suFAr47//+bxHCzWYThmEgm83KnHEuuDSbTTzucY/D5OQkTNOUIMCFhQVEo1EcOnRIevHZ0817R63EAxiZ+80FsGaziXq9jqWlJQyHQzzhCU9Ar9dDNptFuVyW9gbVScGfcYbLMVjvnMfjhRswkA03Hn7bHxPzBvC42DK+sWUBsds8wBky8k2j0Wg0Go3mJ4GzUoSPw2qkamseF2mbiSdWzlUru2VZqFQqkpSezWalvzoSiSCRSCAUCiEajSKVSsGyLBEgFPTRaFRsuOqcbgayURCyyshtu90upqenEQ6HpeK3trYmgWcAxBbtOA4cx0Emk5GqtTrui9VZzn1uNBry/ljNBCBV+ng8DsdxRODTOtzpdOT9q8ddq9Vk1rllWQgGg5LSDRwR5oFAQBYgKLrUXnf1Gqpp3BSLqpCnyGf1k4sqtOezAg8cSWJnZZrn3e/3o1qtot/vI5VKyXlsNBqoVquIRCLSXqAmi1OMs/LO11Fnw6shYawsq4KXrQLqPtjW0O/3JSmdFWR1nnc8Hke5XMbu3bsRj8flnms2m2IJ57mgS4I9+Wxh4LmlXZ6VZIpjukG4oMXFj1arJYtEFPKDwQCZTAYzMzPyHjg+LJVKyb3e6XSQTCYRCoVGAtt4fwOHF78oqlWHRL/fR7Vaxd133416vY7JyUm5D3juuVCkLrbxvlfH5Z3LeLweuJaBmdAafMcRzAYcnhd+UXAJf7fNi3ggAPfH965Go9FoNBqN5uE5a0W4WuVmrzcrm2S8Ws4qIZ+rJkdz7nEsFkO5XEa325XqIcWDOk5LfU3aaFnRZn9xOBxGJpNBtVrF+vq69IRbliWimMKLgjSVSiEWi2E4HKJSqWD//v3y+uMC1OfzyWxxvh+v1yvVedu2xfLO4DHTNNHtdhEOh6X/l++V/zYMY2RWNHuZgcPCJxgMwufzodfroVwui5Ct1+sjCyAM7cpkMiIUVSjI1P5w1cqt9mazZ1hdXOHCivqH10ZN9OY1YggfRSgt+hSE6nxzv9+PZDKJqakp7N+/H8ViEQA2FYAUhly44Wv1ej0RlH6/X16HI+a4kNFsNkU4sz2C++S+IpEINjY20O/3ZSHGMAyk02n4/X5pnQAw8rPA81oqlUZGebFqzvPD17VtW6rofD5fNx6PS68+zxNFPc8fFxb482Ga5lGp6Kr1vV6vo1qtjlzbZrOJVqslixj1eh179uxBpVKBbduymMNjVxdw6A7gNdSWdAAeL4aWgSmrctxP8Xm8mDWKaM914Q1aGGgRrtFoNBqNRnPcnLUifBz1F3IV1VZNQcOqN+dvc4yWbdtIp9NYWloCAHmcoo4V8lgsJsFZFFh+vx+WZaFWq0n4GYWyKoJZZeZ4smQyKYsAPp9PBLVlWRKuFo1Gpd+aIpBV9qmpKcRiMbEnW5aFdDqNdrstI7AqlYokZPN9m6aJSCQiQWRMoaYY4nHzHFIg85zFYjEkk0lsbGxg7969yOfzUp1Vxel4erkKK5WsVrNCykRyLlColWWG3rFSDhxxPlDoqUngnIlO27bqWqDtmQsE41Z0niN1EYKvx2ughsKxGs0qLq8Vq9CtVgurq6uwLEsSzXlf8Jyzkk5BzTn0XOQJh8MIBAJoNptyfOz3Zj83AFlMYaCgGqLGyjxH1fH+jUajsG0bjUYD9XodpVIJzWZT2id4LXh8KysrI4s3/LvZbEq7BJ0QXDxSrx1D5BzHkXuLCzq8LjzPvV4P+XxeFnrUxbHxajjvUSasn/N4PRiEDEwalRN6WtLbRjjVhMeyAGhrv0aj0Wg0Gs3xck6IcFWAjTP+GAOdKKx8Ph+SySTa7TaSyeSIRToUCsmYskqlgk6nI3Zuzv42TVPC3CiWGJBl27ZUnvmaTFBn9ZuCnhZk27Zlpnaj0ZCKNudwU7hx1nQmk4FpmiJkKDyZ0k6LMYVRp9MRMT87Oyvfp/DhfHM1KI77YWgczw2r7Pl8HmtrayJCCe3EFObj1WoAIsYowilKWcVXtx1/niq4+XpqRZ3HH4/HZSEhFAqJ+PZ6vZKUXqvVpK+cgrBarcp4uXEXxWAwkHYGHot6bON2dQAyFo890GraO1O+KaZVR0I8HpfAP/Z3c/GHdnJa51kZpzMhFAqh0WigXC5jY2MDnU4HjUYDlmUhk8lgfn4etm1jMBjIwkqtVsP6+joajYaE6rFtgm4QzoivVqtSHecCVDQaRTqdRiQSGXFtUExzrB1dA7z+7AunGGc6PBcguIhGuzxRzz+vTzAYFAv/uY7H40Hf9iFnnJiQDniGCFsdwAycoiPTaDQajUajOTs560T4eK83H2M/NFGrlcARMUT7LAVjIBCQOdZqABq/Hw6HUavVpJ+Xieg+nw/Ly8sIBoPYunXrSEI4xVS9XhfxwXA02oBVQUphE41GEQqFsLa2hkqlgnw+D8dxRDAFg0GZ2b20tCSVZlqTKUIpoAGI4GRllr3PwWAQU1NT2NjYQLFYRD6fR6/Xw8rKCqanp6WPmFVMjplibzNt0bVaTfqteY54zinM+v0+otGo7Ee9Rjwu9nV3u90RG7o62ozia9ztoF53VUhTqEajURnPlUgkkM/n5Xp3u12srKyIOKQNmqO91LA+7p+MuwXUTAL1uFSByFna6iKCes64gMD2Bzo0KFZpW49Go5K4T3t2KBRCKpVCJBKB67piW2+1WqhUKnAcB4ZhyPsJh8PIZrPIZDKyqENnhrpIYJqmVLTT6bTMiY9GoyPHztC9iYkJxGIxmUeuuiPUwDh1XCDt++qCzHA4lGp9oVAY+d74def14EKUZVlHtT+cs/h86Nk+JH3HH8wGAIYHCBk9wPfwY800Go1Go9FoNEc460T4ZjAAbPyx8TnhKhQ0aur24uIiWq0WyuUyDMMQayyDqVhdy+Vy6Pf72Lt3L2zbRjKZxHA4RLfbFcEZjUalp5q2YIahqVXffD4PAKjX65iZmRFht76+jtXVVbG1M5wrmUwiHA6jWCzCdV2USiUEAgGpmnOMFFPE1b7iVquFUqmEVquFrVu3SsDXcDhEtVqV0VnqqCrbtqXPluOmOp0OSqUSEokElpeXpQdYTZ8nFFMARoS6ak3mdhRhrORzf+ytHq80qxVQ1dLO/XORJZ1OY/v27WLr5z7Yt29ZlliX6TZg7ziT4gn3y2q5KrT5PsYT3Hk/UnSPp/hzcYgj7Bigpyb+87XorPB4PHJ/8ZxyjBwD19jHvXXrVum7Bg6H+/G1ec7pGmCFmqFq/NngglQul5PFCz6f14DTAyKRiLgYeCysgvN6VyoVVKtVqXx3u11xpzBQrl6vSztBrVaTme1c1OKoPvU8NhoNhEKhoz4PzmU8Ph+6YQ/i3jYA64Se6/XoVHSNRqPRaDSaE+WcEOGsGqoCULUOq9uNVx7Zl8p+b1bBfT4f8vm82HFpKa9UKlJVnZiYgGmaePDBB7Fv3z4RyuzrVgWnGgLGHltuQ1s7U8hVa24sFsNgMMDGxoaMaFKFGgVcvV5HIBCQRQWKQlYZmWBdKBTQ7/extraG5eVlqZjTojwYDLC0tIRMJoPJyUkYhoFKpYL19XWUSqUR+7xpmmg2m5KSzvOuCkzVgcAKN1O3KbTpZOB8a4/HI73YrVZL+rcZaqYGv6kVZYpfFYbDTUxMwLZt1Ot1GIaBer0+ElRG6zSrxFygASBOA4r6cDiMUqkkLgDeT2r6txoaR9Sqvvq3umDAMEAG362vr+Puu+9GLpeT/dLCz8UC3vcMr2MC/NraGnbs2IGZmRlkMhnU63W5p9liwER4zqRXrw1FOW3tPD+VSgUAZIGA1zSXyyGZTMrX6v54L9INUK/XRZRTePM8xGIxRCIRGdPG3AKew3g8jrm5ORmZxwUVhtxx4UCPKPsxhh/diAcRT//htx2jP/QioMeTaTQajUaj0ZwQ54QIp4gDjh5P9lDWZYq41dVVsd+yWphOp/HEJz5RLNFLS0vodruwbRuBQAA+nw/xeBztdhtLS0v4/ve/j0AggImJCbEwT05OIhaLySgpx3HE8uw4DmzblgRnzh+nLbfROGwdPf/889HpdHDw4EE0Gg157enpacTjcRFTtPlSrKgjwJi0zqq7x+PBHXfcgUqlgunpaQCHE6mr1SqGwyGKxSKazSaSySRc15UKer1eRzAYxNzcHNLpNAqFAiqViqSZU4Cqc8IpTv1+v4TPsf+ZixTs+eV7syxrxL5O1wIACWcDjsxy57VWq+4ApLe42WxKwB6FI6uwrM5zkYX/DoVCSKfTcmy0OTMoj+FkXq9X+pXHw+f4esDmAly9R9nrHQqF5J7j/XLbbbchEolIe0A0GkUkEkGlUsHa2hri8TjC4fDIIhNbC7rdLi6++GJs27YN0WgU//qv/yqLU61WC9VqFdFoVML5GILHBYrhcIhkMolt27ah0+mgXC6jVCqJkE6lUkin00ilUhIax9YCpr3TOUBrPdssaM3n+QUgrRcejwfpdBqVSgXFYlEWlrxeLyYmJmSKAABZvGGuAt9DrVZ7+A+PcwG/H70IYHs9D7+twsAFXNcDuHrMm0aj0Wg0Gs2JcNaLcFYS2XMN4ChLMu3Lm80MDwQCWF1dFRFarVbhOA5M08SuXbsQi8WkOr6ysiKVQFatOcNbFVus8rHqTWEUDofh8XiQz+el9zoQCGBjYwM+n08C0zhKi7bsRqMhQoNC+uKLL8bMzAz279+PRqMh75W2XgCyHz5mWRaq1arMDecM8osvvljE//bt26Uv2ufziVUYOLxoweoszzXFq2Udtrm2Wq2R8xsOh5FKpWDbNtrtNhqNhoi1ZDIJj8cjwXEUpK1WC0tLS1IRZoo87fK8hoRVVC4GqNeYM9Up8nu9ntjO19fX0W63kc1m5fo1m02pfMdiMRF6fG+O48hxBQIBCXpjUJuaiq6OzlIrw+yRpsWeYl0914ZhSKI4AOTzeTQaDbFhRyIRNBoNNJtNRKNR2Z6LAWydYD83RTwr/ZwBv76+DsMwkM1mR8IN6Szw+XxIJBKIRCKIRCJYWVmRUXd0aPA5nU4H6XRaziUFOBeHeP9w8YXVdrZ+eL1eZLNZcZ54PB4Eg0G5/9kjHo1GEQwG5X7nPHXe71wg4b1yruPx+9GLujCPc0Y4GQLoDHywBydeQddoNBqNRqM5lznrRTgAsfKOV73V76uJ1cCRnmCKuVAohFqtJtVUVkUdx8Ha2hoKhQIOHDggM5spALrdrogpCgNWpR3HQSwWk8ojRQkD4NhH3mw2kclkcN999yGdTiOZTGJhYQGDwUCEK/t2AUiVsVgsotFooFarIRQKYfv27QAOi6FisSjvwzRNxGIxEY69Xk9GoC0sLGB2dhb1eh1TU1OYmZmRKvXGxoYI9VgshlwuJ4F0tVpNLNPsF85kMpK0HggEpGeXNmsKw2KxiH6/P5L6ztFX6pix8ZAuimwKVbU/Ww1J4744u3vPnj3odDrYsmULLMsa6Y32+/2YmZkZqZZz32raPfuUKTqZQ6DO4x7vc6d1XK1Q82+1L5ztFOFwWN4f98c+fFq0ef+srq5KdTkUCiEUCsn+bNtGNpuV6ngoFBLRrI4uYxggR8HxfmRlno8HAgFUq1UMBgPUajX0ej3E43G5F3nuOLaPx86UfQCySNZqtZBIJNDr9SQXgTPYaX/ndQMA27YxHA5RLpdl3jhbFNgXzz7+SqUibQZcCDvn8XgAw49+rA8DJx6w5ronVj3XaDQajUaj0ZwjIpxJy5vNbx63RgOQ1GZWqplmTpFCMVWtVtFoNLB3714ZV1UoFFAul6XaTJsxe3kBSBVZrXKqlVv2wFLoU4zs378fsVgMl1xyCbLZLHbv3i1j0XK5nAg62rW73a6MYWq1WqjX64jH40gkEmi321hbWxMxSUFJSzEr17OzswAOC79oNIpsNiuBb9yW54xCzTRNlMtlqbrSQpxKpWTueiKRgGmaEgjmui4SiQS8Xi9WV1elyuv1epHJZEauH8PBms0misWi9JyPL6KM288ZRsY/DJirVCpYXV3FgQMH8PjHP14qs9PT0zAMA7VaDblcDrt27YLjOFheXkapVJJFAaaUF4tFqXKHQiER4KyEq6nsRB1DNm5VVx+nUyEQCMi1bDab0hPN2deNRgOxWEwqyolEQsLzWCUfDodIp9PYtWsXDMOQkXrdblfGjfE+SiQSAICNjQ1UKhWpng+HQ1x55ZW49NJLUSqVcOjQISwvL6NSqcjPis/nk3vLtm1Eo1H5GeD9PxgM5F6LRqMYDoeIx+Myh9w0TWl7YN5AqVSC4zgy656LV5lMRmbUN5tNqZDTEVCr1cS1wnYODeAafhixDgzPiYnwrutFq2sAfX0uNRqNRqPRaE6Es16EU+SyJ3y83xYYHStFC2y73Ua5XJZKLgBJXzZNUyyt0WgUsVhMqo+quGbyMwUhhRhDyGizDQaDknbdarVEUFG0cY61+m+OJotGoyJmKPAoUtkr7TgOUqkUAEj1b3p6GpOTk6jVaiiVSiLYKfYqlYoI5kKhINX+bDYrlUr+4Qx0y7JEGFarVak6sgLKEVjclgyHQzSbTUlq5/vZt28fgsEgduzYIUKXQjSRSKBer+Ouu+6SfnwKStM0xW2gJuBz/+FweKQarY5aq9VqsG0bAEaOkbkCrN5ykaTZbMIwDHS7XRQKBSwuLkqLAMeoqf3Uam+4GtBGNgsHpL2dLgqG3PE4mc7PwDOG8PFc8HVs20YqlRLhzp8Ln88nieadTgcXXXTRiFiuVqtS4d63bx+63S4ikQie8pSnYMeOHWg2m0gkElhcXES1WhWxzGMOh8MSVsg2BFWAG4aBRCKBWCyGarUqqftcrFLdErSR0y1Sr9fFRcHQQcJ8BbUdwDRNVCoVsbyf83i8cM0AUjEHXpxYVbvuGqiVQ3BbK6fo4DQajUaj0WjOTs4pEU7hpFYiN6PX68mMa3UGdL/fF/s4Lbhq/+1437k6SoqWYtu25TmWZYmNnP26rHxTxHg8HoRCIRHurBb2+30kk0mpzqtjuGh/p7Wa1X7DMJDJZEbszOl0GhsbG9i/fz8SiQSmpqYwMTEhKelerxflchmTk5OIRCISBlar1USY0Tbu9/uRSCSwsLCA8847D9///vfRarVgGIZUjgEgEomItZnHQtvw7Owstm/fjnw+j2KxiFwuh507d6JWq4moZvWZCxXsTwYOL6ioIV2E4jYej2PXrl2o1+tYXFxEIBAQmzmT61lZZZ80r1+32xWbdLfbRb1eR7fblTaDRCKBarWKxcVFuK4rQjgWi6Hb7aJcLo/Y52mtHx9VxvuHf/t8PuRyOVxxxRXweDzYvXu3hJGx0g5A3AHtdhvpdFoq0HyPtI87joNSqSQJ9gz/KxaL6PV6mJyclGo3R9flcjksLCwgHo9jdXVVxDIXbSYnJyWNn+0AqutBfS1eN1rtA4EAXNfFysoKXNdFOByW3ntW6Ln4xPT6RCKB1dVVrK2tYTAYSOq6bduSAM/rWa1WR6YbsEVEA3i8HriWH5N28YSeN3CHyA8i8G8E4Lb1goZGo9FoNBrNiXDWifDxEVRM31b7T8eFDoARoayKulAoBNu2MRgMsLa2Jn3C9XodhUJBeo45L9rn86HT6YhAYcXP7/cjFArh8Y9/PKanp2XON1+H4o5/q3OgA4GAVGhpD2ZVl2KfYpx2eR7b6uqqpE4zbIvCiUFuhUIB+XxeKuI7d+7Eli1bJFl9MBhg586d2LZtm1S4V1dXpeLKXl0malP8RSIR2LaNTCaDffv2we/3o1QqwXVdsQgDQCwWEzG6ZcsW5HI5XHDBBbKAEgwGRViz+t5qtbC8vIz19fWRqjbT0scFOACplKpVcTXZfGpqCpFIBPl8Hj6fD/Pz80gmk9J2wLRuBoBZloVarQaPx4NwOIypqSm0Wi2srq5KWBx7xlXRp6ai8z4cXzTgY6zgMlWc1XS1mszkdFqtuSDCRZ9OpyNuBt6TsVgMy8vLkko/HA5x8ODBEXu83+8Xa34oFEIqlZLWgLW1NbH1q9Vt9pvzZyeVSiESiYg7gxMH6KBot9uYmZlBuVxGsViEz+eTYDW6Nuhi4f2SSCRE7PPnkX3nwGFnAH/uh8OhLBjx2qnv8ZzH48XA8mMqWIPvBILZhnCx3EsiuO6Bq8+nRqPRaDQazQlx1onwcWgj5i/khOKVfyhyWFGmoI5EImKTpfhpt9soFApwXReFQgGWZY1UoAEc9Yt+IBDAzMwMIpGIiH/29arjoFili0aj8lxWDilkGKy2uLiIaDQq1U7giJ2eVulisSjvjVXSSCQi/b+FQgHValW2pzC7+OKLkUgkMBgMMDExITPBKSgpwMPhMMLhMGzbFlF04MABAJC56OyrL5fLIupZ9ee1CYVCyOVymJycFBGdTCZhmqaMWKN7gH2+pVIJlUpFzrV67dRrTYGv9oLzvNIi7bou9u7dK1X5YDAo6dm0PjuOIwn1HBkXDofhuq7M0qYo5iJEIBBApVIZSeRX4X2motrUKdiLxSJ++MMfwnVdEZQU4XR60PUw3vbQ6XRQKpXQaDTkcZ7z2dlZnH/++VhdXcXi4qKcJwrrTqcjo72YLs4K/9LSEu644w7psS4Wi2ILD4fDyOVySKVSct8ybE615TMtfXl5WSzyvJe5wMUAPrpEAIglnTPuY7EY6vW63Ivc3nEcFAoFlEqlkYC/8cW6cxWPz4uB5cOsVTqh5/XcAVa7cYQ2hnCVdh6NRqPRaDQazcNzTohwNaGaqL2446np3E7tQWb1U+2/pjWbKdgUCbR/s+rm9XoRjUYRCoWk79bj8aDT6Yig4lgs2nPZf6zarmllr9VqKBQK2LNnDyKRCCYmJkTc9/t9ScymxbvRaCAajcpoNVbpG42GVKRpIebCwt69exEOhzExMYF4PC6jtoDDFUn2AQeDQUmqZqjXcDjE0tISAMiscx5Lp9MZqQx7vV6Z7R2NRhGPxyVdvVqtYufOnej1eiJk1T5otgtw8WOzHmtea8JeftM0kclkEIvFMBwO0Wq1UCwWRxwIFP+srPI98FzRhk5RSwFM9wSvvzonnKJ7s1ngm+UVAEdGv62srIzMEwcgffy8d7gf9Zyxgq6ms6v3JIU657yrSfvxeBzxeFy+Vsem7dmzBw888IC4Ofr9vqS4T05OIpPJyOx3HhvPUbPZRKfTwcTEBDY2NrC+vi5tF5FIBOvr69izZ4+Es6kOBgAjY844P73b7cqCEn+ueb5paz+edpRzCp8P/bAPk0b5hJ7WwwBL7QSC+T6gFzQ0Go1Go9FoToizXoQzWfpY48lUKOTUsWJqkBZTm1l55basrLLCR1s7XxuA2Nzb7baMmmI1mBVMBlCx11dNZqcAZd8ve1z5OrZtw3EcVCqVkR7aaDSKPXv2IBQKSX9yNBpFIpGAx+NBKpVCLBZDpVKRPnIAWFxcRDweRzabRTablQTzQCCAer0Ov9+PaDSKXq8nNnbLsjAxMSHV7VgshmQyKb3QCwsLUsFUzy9FXyQSEYFXr9fl3+12GysrK2i1Wpibm0O/30exWESxWBRhxetB4TV+vXlt1X5s7p8LIFywAA5Xv0OhECKRiFTmq9WqCHNeazosKI5jsZik4/d6PVkkGF8Y4Nfjj/MY1VA2juXi4wwf49xtpoKzxYCLBq1WS0LbeIy03sdiMbmWe/fuBYCR88IFhFAoJOFo6mgx9oyvr68DgDhG4vH4iABX+9753lzXRaVSGZlrzlF8PH+HDh3Cvn375FzyvQGQ51iWhZmZGfkZ6PV6KBQKcs5YgWeCOmeE6yr4ETyGH72QFxP++gk9rz4cYNGJwyy2oc+mRqPRaDQazYlx1otwVpMBjFRfiTpjmuKDYrPf70sfKvu0q9WqVPYowtTKLoOnWBnniC7VBkyrLHteOV6LVT1W3HmsPN5IJCLW33r98C/NpmkinU4jl8tJnzkFIsOwOGqNx8DgOfZax+NxVKtVOI6Dfr8vVfpSqYRqtYp0Oi3HQjt8PB6H1+sVG321WgVwZOSbZVmYmppCOBzGvn37EIlEcMEFF0jgHa3OfI1gMIhoNCrngnb34XCISqWCarUqQqzRaIi1XRWtqsjm8Y4nkavXXd2GvdTBYFDGWbGqqlbFeV34HuiCoEBVF00IReK4G2OzhSEeI98TWwl4b3EuN68jHQSxWAzZbFYqvuy33rdvHw4ePChz6TudjvSAV6tVEa7T09MjFWQufvB9su+c54uBdFNTU+IeoHNiYmJCHBC8f7lv3v+cRc/7jsF3dEqUy2UJVBtv7TBNU6z+XPRhmwMzCRj6xp8v/lzrfvAx/H50wx4kfQ0AxnE/rT70YrUWxXTFgTajazQajUaj0ZwY54QIZzWajNtR1T5aCiv2o1KQqdXVeDwu1vPxUC320jJkrdvtjvS4hkIhmeHM0C1VQAKQ41Ur6R6PB5FIRKrgjUZDKpIc71Qul6UiWKvVYJqmiHXui+nY/X5frMfhcBizs7MoFArS80vRwhRuVu+5qMDk9VarJeeTvdPsl6ZIL5fL2LJlC7LZLCqVCqLRqIS+hUIhCXKzbVsq0fV6HdFoFM1mE6VSCcPhUEaB1Wo1qdJSNFNsq1VnHtdm9mP1mnObdDoN27blHHCxg6Fn/X5fQs/YL85+ab4mw9E415xCdHwk1ngv+HhKurqoM/48LqhwMYiLRoFAQFoLxqvarKRTQDNQjuKa+2RYH3MFeD5t25b7ulKp4MCBAxKkR2EdDoeRyWTkfFAI85h5f7fbbSSTSanWcxQZ3RzMPFAXhgizCxzHQTqdxuzsrKSrA5CcAQpyLhKpc9o1R/D4/eiFPYh7uzgREV4aWqhXg0D9xFLVNRqNRqPRaDRnuQinCDiWHX0zMc4kalbQKcY4b1jte+YsagZjqcKJr8fEcjWMqtvtir1bTXGmXV21rAMQW7rP58PGxgbW1tZkLnQwGJTKHwDpRWa/eqVSQSgUQr/fl1FirCA3m03pDY5EIvD7/SgWi8hms1hbW4PP50Oj0cC+ffuQSqUQjUbR7XYljI2CnGO9ON5qZmYG+XxehDOrtayyc8wbLcPsa/Z6vfK+KAJp/w+FQhLSRjcC+9y5EKDa0vn3eK+1ek4p5pjUnc1mZcY4HQSlUkks+rFYTPqWmazO4+Y1r1QqI5kAqhClZX3cDj2ejE7UCj8FJM/hcDiU3n9eD+BwYNnKyorMKed14HsIhUIiUE3TxMTEBJLJpOQU+Hw+HDp0CIFAAJlMBq7rjlTPi8UiDhw4gEOHDknyPUU0z4/am66OoqP4bzQaWFhYEKcInQRMm9+/fz9WVlbk2tNZov6cdrtdCZobD73jeWK1v16vixVf3V4DwDDQiwAhz4mdk7V+HJ5iAGi1T9GBaTQajUaj0Zy9nNUiHIBYhI9nO1UMqbZq9pJSDFPU0Z7M8DRgNNTN7/ejWq2i3+9LCFo+nwcAqWRzpBjDuijYKWba7bZYfWu1GorFIg4dOoROpyPjohg25vP5kMlk0O/3US6Xsba2Bq/Xi0wmI6LI5/MhnU7DMAyp7rLHmKFYCwsLMpeb1ezl5WWx5jO4LJlMwuv1SkCaYRg477zzYBgGyuUyduzYgWg0io2NDTiOg/X1dcTjccRiMQks43vv9/tSsYzH49i5cyeKxSIajQbi8TiCwaC4CCqViohGLmKoffrq3+q/x8U4HQms9LKPnlX+Xq+Her0Ox3Ek6ZvBeK1WSyrOrVZLrhXt22xXoMOB26rHxXYGtfVAtc1zey7QjPdVc7wYLdms7lerVSwvL4vFOxwOIxqNysIGAwEjkQhmZmZg2zYOHjwIv9+PSCSCUqkk/excYGAg3traGg4ePCjWc85TN01T+sdVCzrvTY7xO3TokLgcmHtgmqYk99frdSwvL6NarcpCA0fd+Xw+mbfOxZdKpYJwODwSasiJA7TUsx1DTVfX/BjDj15kCPsExpMN3CHW+jGYRS+GHT0jXKPRaDQajeZEOSdE+LildzNU+y4r1nweg6GAw0KO4pUiUK1iqmnmFGEAZAxZqVSSqi5FjNqzynA2r9eLcDgswVeJREIS2dfX12V+s+u6MnubSe4UJvF4XHq/merNfm7TNBGNRkXMrq2toVKpYH5+XkQ5AKmeV6tVlMtlmRnd6/Xke6ZpolKpIBKJIJPJiKA777zzEAwGkUgksLq6KjZv2rpN0xRXwKFDh9But5HNZuHz+bB161YZi8X3Fo1GsbKygmKxKNVvCtFutysBb+FwWCqvqgAfDz1jKwEFarPZFCs2Q8AoXJPJJEKhEACMVGHV6mqn00G73UYgEJBqPW3pvV5vpN+br81/jyem894FDi/oMEiN4XGqvZvJ9RThtm1LH7+adaDO9WaIXiKRkOPj97lIwucwu4Chgbx2lmWNpJOrPeAAZK463zuv9WAwQLvdlqyGfr+PSqWCUqmEQqGAQqEgoYLT09Myvx0A8vm8pM03m02srq6KQ4OPMzmf+6YQ5/vQ/BiPB65pYBAdwDgBEd7HAIc6KQTzLtyetvdrNBqNRqPRnChntQhn5Ze/7D8crDrSukpRw/FI7XZ7xL5smuaIyKcI5rYUALSq83jY/0zxQVEVDAYRDoelvzeZTKLVaknVnAFUtMXz63K5jGg0ilwuJxZcprlz/JnjODIX3DRNTE1NIZVKSbWXo7hop261WsjlcjL/2rZtVCoV1Ov1kbnbDH9jMFi/38fGxoZUp2u1Gur1Onw+HyqViojxVCqFZDIpoV6c4xyLxbCxsQGPxyO94+r4tI2NDen15ag1ug4AIJVKYX5+Hvl8HvV6Xc4tq6WNRkP2p1bjY7GYVH9d1xURbds2YrEYcrkcgMN272q1ikOHDknFGDgimNUZ3LZty/2RyWTg9XpRLpelD1oduaU6MNSUd7oT5ubmEA6HUSqVsLS0JO+f9yGdELZtY25uDtlsFu12GwcPHpTRcqzaezwexONxmUXPtoByuYxKpYLZ2VlZFKBVnJVkhr6xas5xeupMcwDys8KFgmazKefUsix0Oh0JMazValhbW8PKyoqk5/v9fszOzmLLli0y5ozV/pmZGbGtb2xsyMKWZVlyPdQEe7pLNGN4vHBNA4FYB4bH9/Db/5i228diM4FQYQi4etybRqPRaDQazYly1otwijRWp4HRdHS1L1zt12VFnL3HahXTMAyZr8y+bM6epqjgL/1qtS8cDiObzSIcDiMSicDr9eKuu+4S4cJAKsuykMvlsGXLFvR6PUxMTMgsZwZ8JRIJxONxbGxsiNBUE91brRaSyST27t2LVqsllV4Ku3g8DsMwZMZ3Op1Go9EQQdTv96VCHIlEMDU1Bcdx8MADD2BjY0NC0ZhsHY/HYVkWFhcX0Wg0sHPnTnznO9/B8vIyisUiFhYWsL6+jrvuugvZbBZzc3OSug0cFoLT09PYunUr/H4/Dh48CNd1EYlEEAqF4PF4kM/nsb6+Lo9zsYPXhvOpbduG67qYmpoSUT03NyfHv7i4KH33mUwG0WhUrM4cB+b1ehEMBpHJZJDL5WAYhozMqlQqKJfLEnrHCjDvMbYf8HxPTEzgmmuuAQDcc889uO+++5DP5yVEjRVwvg++Pu9FJpiz+q4GwbEVgPc5HROsTFcqFbGVMyGd4+B4r3DkFzMROJKN9u5ut4vFxUUR2rlcDqFQSLIA+PPC+5gVb84dr1arWFpakkUb0mw2Ua/XUSqVsLa2JmPKgCPVf8MwpKc7lUrB5/OJKC8UClhfX8dwOEQikZAFLIYTUoTrsWTHZhA0kIw24MXxV8LXB0PcV8hiYqWlZ4RrNBqNRqPRPALOehFOIcVgMFqHWYXk3+o4KIoqVizZO9ztdqX6B0AqxIFAQCrJ7EOlAGNFm1Xvbdu2IZPJSPXSMAxJgFZ7d4HDVvCtW7dKNW95eRmO4yAUCiGbzWLbtm0yskpN7AYg879pn89kMqjX6xgOhyI0aftNJpOYn5/Hli1bsLa2hnvuuQfVahW2bYsgTCQSsvhAgRmLxWCapoxjKxaLKBQKSCaTuPTSS0XQfe9730OlUoFt20gmk6hWq9jY2MDWrVsRjUbFyp7NZmHbNtrttsxkZ68vhRV7g4HDVWlWwzmn3LIs1Ot1hEIhsffz3LNn3ePx4NChQzKnnW6HSqUCx3HQ7XalR3zLli1IJpNYWloSQcv+5fH532rlGIC4Klilz2azWF1dhWmasG0bkUgEiUQCExMTKBaL2LNnjwSpcX+hUAjdbhfr6+swDAPxeFwcCnQwLC4uyt8MXtu1axcymYyIUt73hmHISDPHceQcc068z+dDq9WStgNW9rnYFIlEJBOAKfp0aXDhio4DuizY6pDJZDA1NSXiv1AooFQqYWVlBa7rwrZtrKysAMCIw4ELVnRoqOnvnHnO1ggupnB0YK/X0wL8GHh8PgwsH6bDVXhxdHjhZlSHLbx3+bnw/ksC3nt+BF0H12g0Go1GozlxzmoRTiuwmrYNYESIq3296igljihjdTQajSKfz8NxHEn29vl80h/NMDS1v5sifcuWLWi1WnAcB/v27YPH48HExAQ2NjakYk5rMauBFJDpdFrCqA4ePCiVQgriLVu2oNPpiE2aPboejwcbGxuoVCpSsWdPcyqVwsTEBPr9vowlm5mZQTQaFfHE3nIACAaDWFtbk/N40UUXSSWYVVg1JX7Hjh2IxWIIh8O48MIL8e1vf1tEdzKZxEUXXSQzxNfW1lAulxEKhWAYBkqlkoSzpdNpsdsfOnQIjuNgdnYWzWYTxWIR7XZbxqzxvHNBgBbqYDCIfD6PRqOBUCiEZDIp147WflZ16/U6MpkMHMeR42ArAp0GrDzT9rxZ8rqaE8CK7T//8z8jl8uNCMhoNIonPvGJuOKKK+A4Dv7sz/5MKv28fzlPnYK3VCrB5/MhHo8jHo+LAC6VSvjhD38oixe33XYbpqam5Hm0nPt8PmSzWWSzWVmgqVQqI5Z13tOGYSCTyYjIZfsF3yN/TrgowvdVLBZRqVTguq5Uq9UAukwmg0ajgZWVFTz44INotVoSKMhFmH6/L/35fJ9cEGOOguu6iMViSKfT0vqh/hxzeoEW4Zvj8XnRD/owHyrBd5w94f+vlcJt3z0f539tCf0fO0E0Go1Go9FoNCfGWS3C+Ut/s9kUYaSmmxOKcfbhMjyKQWisgrPCpiahc14zq9eszrJiHgwG0e/3kc1mZd51oVAQK3O/34ff70cqlZJkZ44YGwwGUkVnWrfa4xqJRBCJRETcr6+vIxwOY2ZmBvV6Hd///vdRrVaRyWSQSqWwbds27Nu3D/Pz87jsssuwsrKCSqWC4XCIcrmM1dVV1Go1RKNRDAYD1Ot12LaNffv2YXV1FRdddBEsy8I111wD0zRx8OBB/PCHP8TS0hLq9bosGszOzkp/ruM4uOqqq7C0tCTvL5vNYnZ2Fvfccw/uuOMO9Ho9ZDIZxONx+Hw+DAYD1Go1JBIJZLNZuK6LgwcPIhQKIRQKSSVaHf3GPu7FxUXE43EJIGMIGUPHVlZWRnq5+/2+VHEjkQjOO+88hEIhbGxsoFarodfroVqtjlSGGQDGe4xClHO0eS+plXG6B3K5HCzLwurqKhKJBGZnZ2GaJmq1mqR404pOgU1nBh+r1+tYXFzExMQEbNuGYRgyMo6z2pkgPjU1hUQiIZV3CmuG2bHXW3UJHDhwALFYDKlUCvF4XNwetKOrAXdqEBsr18wPqFQqWFtbQ7VaRSwWkzC1ZDKJVCqFubk5EeE8Fqb906nBxTBWwxOJhIymAw4HtbF6z5FmtVpNrp0W4A+Bz4d+yItZq3Rcm3fcHv5640lI3eXBYGX9FB+cRqPRaDQazdnLWSvC1RnhtB0Dh/trKYzUkVAcTcVgM8dxpPK3uroqlb1gMChJ2LQaM4yNwouiiAFoU1NTSKfTyOVyUrFmmBRhujV7y/v9PpaXl9HpdBCNRrG6uiqhYrSAM6WbNniOcwoGgzh48CBqtZpU5C+55BJks1ns3r1bkqZpA5+ZmcFwOMQ999yDer2OmZkZZLNZtFotrKysYP/+/SKUn/zkJ4u9P51OI5FI4Pbbb8fu3bsl/f3BBx8U0bdjxw7s2bNHwr4o+Di6DYA4DJiG3Ww2sby8jH379uGyyy5Dq9VCLBZDuVzG4uIi6vW6iDb+TSv04uIiWq0WpqenpY+ec7+bzSbK5bL0VluWJWIzkUhgy5YtME0THo8H27dvR6FQwNLSkoweKxaLKBaLEjim3mMU4eo4Mb/fL/O7mbjPwDa6Bmq1Gvbs2SN9+OMJ7mxt4DWj6GXwHPuyLcuSY5menkY0GkWv1xOHQTKZRDgclnPOqjVD1Tia7tChQ1heXh65x1lZ5murCw/8WWMoIUfgNRoNFAoFsfdznn29Xke9Xkc4HBanBseacRY5hXen0xm5t5lyzvsfgOQC8GecPxOcQa45Nh7Dj17IiymjfFzbV4dd/GBpBnP723D7Omleo9FoNBqN5pFy1opwChn2japjqVjF5DZq1VGd+83+UorfUCiEcDgsQqTb7aJarUpSOcUc7dGDwQDBYBAzMzPIZDJYX19HvV6X3tXl5WWsrKygWq1K4jmFHJPK/X4/hsMhbrvtNtx7770yM5tivVAo4K677sLS0hIikQiuvPJKCbDiAkEgEEA6nUYkEpE528vLy9jY2JD+YKaTBwIB2LaNyclJtNtt3H777VheXkY0GkWxWJRqNUUck6q5z0qlgt27d8Pn8+HSSy+F3+8X4ZzL5TAxMQEAI+eT9v54PC7hcmtra7Bte8RqThcBr0ez2ZR+elZgWSHnYgsFMvfDsWXsaaa1mQ6DbrcrFm7O2HYcB+VyWarLFMvqWDG6KIAjwX8Uue12W4Qk08w5G71QKEjmANsQVNjawPfI/m4AiEQiyOVyCIfDMAwDCwsL0ldP5wTbC3h/8Thp62Yw28zMjIwICwaDiEajMkqPYpvvU3WDABixqdNGXiwW0Ww2RUjTPs42iWq1irvvvhvNZlPaHDjKjM4FtiKk02mZba8K7Xa7Ddu2R3r0e73eyDg4zUNgBNCzgQnf8dnKD/QD6K+EYKxsYKAdBhqNRqPRaDSPmLNOhKtWc9rEKRpUwaT+rYZrARCx4vf7pe/Z4/GIPZc9rrSic7SYbdtSSS+VSuh0OjJSiuKKYW+DwUB6yGljpt290WjggQcegOM4kk69vLyMfr8vVXK1h7xUKiGfz0uwFtOjGerF6mo0GsUTnvAEtNttPPDAAzhw4ICkj3u9Xun7TSQSSCaTWFxcRLPZRDQaRSaTwdzcnIghACIO+W9W5fv9Pu69915JrVYruUtLS8jn85iZmZEFEM6yZoWY6e7pdFp6+lld5rg1CkuOF+OiCWd1l8tlDAYDEb4UbXRAcGwc2w34N1O4XdeV1gCOOmMFnLO/6Xzg+1fvJ7Yi0M7NlHlWcBmoB0Bet6702PJ+YXWYi0NMPWeV3ePxoFwuw3VdxONxqSIzmG44HEofezAYhGEYEi7XaDRQrVYxMzODfD4vo+Gy2Syi0aiMkBt/XxTnzWZTWgGYiO44Dg4cOCDn3zAMyQegA4UuCI6H4znhfc2FB7YClMtlTE5OyuII2zIotNW/eW9oG/rD4wkY6IU9SPqaAKyH3f57ze0ILXuBUuWUH5tGo9FoNBrN2cxZI8I3C8g6lggfx3VdsdL2+315HsOgBoOB2H0dxxGrdbVaRTgclhnFfr9fZljTIl0sFgEcrvzGYjER9rTMGoYhgpB/KCIty5LxaI1GQ3pumSQNHJmHTDtvIBCQqm673Zbe9H6/j0wmg6c97WlYW1vD17/+deTzeUnjnpqaEjHeaDSwvr4uopXJ5bt27ZLeXJ43wzDEls7RZ+VyGRsbGwAOjw0LBoPYunUrUqkUisUiyuWyhOGxR5mLGwwZ4yxvv98vSfLqDHdeF1b6I5GIpGFTpDEgLBaLSZ8/Z02r9mpar4vFIjY2NjA3N4dUKiWj39RKK0fTMWCNVmou2liWJQsytm1j586duPjiixEMBiVdncfIBYXBYCDz4ikeKerVBQjeKxTh/X4fxWJRjsG2bWmX4H3A+7rVaolrg+cuGAzCsiyYpolOp4NEIgEAiMViUp0eX9TizxKvPV0GAFAsFrG4uCg2c1bhJyYmMDU1Bdu2USqV0Gg05Hj5bwpw3hf8mXZdV5wITGZXZ7OrmQ1cBKLTRfMwBAz0wkDE8/Az1DtuD1/ZuBCRxSGGDedht9doNBqNRqPRHJuzRoSrqFZ0VYQDGKlcAkd6ddVgLTXQjXOcKchDoZBYqqvVqlTz2JtK4UpBwSpko9FAMBiUudiO40ilVe2zJUzPTiQS2L17t9i3uRjQ6XRQrVZlBng2m0U6nYZpmjIurdfrSRgX07HVUVx8/5VKBclkEhMTE/D5fMjn8/jud78rj3FcFwBJJPd4PGi1WtIbzFFmFG5er1dGaNGqv2vXLpTLZezfv18qoaFQCJOTk1Ixp5VZ7ZGv1+tYWVlBrVZDtVqFz+dDIpEQWzzFGh0Aw+EQkUhE5nmzSstKsnqOOVKOFnaO00qn04jH49IaQMu8mnqutjuo47LYsmDbNqampjA/P49oNCqLD5z7nc/npeLLe029N/kavEdYIQYgAh44XAFmpZmBa3xcFcoMLmMaPMfycX90IrAvfhz+rKgJ79x3tVqVOe58ffZlG4Yh14bnma0fvH+4cMAAPd5PrIzXajWpmHNCAcexcZGErQL/P3t/HiXZeV8Hgje2t8V7sUfkXnsBKBDgIlCiIMuSaNImqcWSSNvNObQtS7LoUZvT41bPqEc+XlqyezTWyG5Z8ox0ZsaWJVt027Js+nTbpg4lmqJkcQUBAiBQe1VmVkZGxh4vIt6L7UXMH4X7qy8ChaVAbFX47jl5KjMj4sXbMoD73fu7V+PlYWGkMEvPkY6/dD1ZOxrj2esbOLsfYvHc9dXQ0NDQ0NDQ0HhluOdIOEkKrdmc174dqaCNlmqyWnPEZHSqcovFAq7rolAoSP81yR3VSlplgVsEihZd2s5N00SlUhFVezwePy8FO5FIwPM87OzsIJvNYm9vT2qmODeu1mudOnUK4/EY8Xhcgq5ITBaLhQS29ft9JBIJDAYDJBIJnDlzBr7vL1WqkZR/5Stfwfr6OnZ2drCzs4PFYoFGo4Hz58+jXC6jXC5jOp0ikUigXq+j2WxKnZdlWdjc3BQbP1PSp9Mp8vk8arXaUjo8bfipVEqIIgnfYrFAp9NBq9US8kYnAOvJwjCU82PbNpLJpKivnEdXA76SyaRY3ufzuZBFLtR0u12Z+wawdI3UajJ2Z3PfDcOQmf0gCJBIJJDNZmXxJJPJLKnIhmEgDEPU63VcunRJ+uo5b86QPRJSOhz4flSx2+223L98Hn8GIE4L0zSX5rx5DCS3JOQquEDEv6dYLLaUqE7XAwmwYRgoFovIZDIIwxBBEEgjQb/fl4Ur/q3xWHjt1KT0ZDIp7ox+vy/XKR6Py3nm87iIoW3oLxOxGBZWCpEXwXwZ9WRPTfKwr5pIVRuY6XOsoaGhoaGhofFN4Z4h4bf7n29amdUQKRWqvZnqHskYLc3cdiwWw8bGBkzTlHC1ZDKJbrcrQVIkKWpIFwAhdFTHWT3W6dxMJeY8NBXm+Xwu1nLOlFMVpM2d22fnc6/XQ7VaRb1ef95+0D79xBNPwDRNtFotbGxsoFKp4PLlyzJPTjt9EASo1+sIwxCe50kn9Xw+x4ULF7C7u4szZ87A8zzM53Ncu3YNrVZL3odhdN1uF9PpFNVqFdevX0cqlUKlUhEL/HQ6ldRxdSGiUqmg3+8jiiIMBgMJjeMihBpgRgcDCSXVVcdxxFbNkQAAQoiBm+rveDyG7/viMKBKzDRuzvBzgYRfdFmYpik2cd5rnMXmiICqZvN653I5eJ4n9Vtf/vKXRdUHIESTtWhqFZtt2yiVSqLqq/Z+Po/klItQXDBR3R5cCCBJ5n4TtLnzi4nudH60223s7e2h1+uh2+3CdV0JiWPVWLPZhGVZGI1GaDabODw8XJrfNwwDpmnKqIbv+7IAowYLsnYNAEqlkux/PB6XERAdxnZnmNspJL0pUrj95yMRLeb4VOcReNcXmLdeXpK6hoaGhoaGhobGC+OeIeGrIKlkAvYq1C5ntUOcIWYAluzOJFTcZjqdRiaTwdHREZrNJsIwhGmaSKfTYhcnqWEiO7fHJHB2PJMo0+5Mlf3KlSvodruo1+uyb77vi7230+kISeExstIqm81iY2NDSOczzzyDa9euIZlMIpfL4YEHHkAmk0G73ZZuc5Iy2ozn8zlqtRp838d73/te5HI5XL9+HQAkCIxBXFTlZ7OZBNgBNy37AFCtVqUnu9lsolQqyYIHK8tIojKZDFzXRTabhe/7ODo6EuWVtnAAEujGpHM1Vdv3fVGmaSkfj8dCQvlFEk4SzSqvfD6P3d1dtFotqaJjoJuq3vKcUTHmuSRxN01TFGwu+tC2T+WZv+d9q86FM2iPaebpdBqVSgXr6+sAgH6/L8q6bdsAsLR913Xl/bmwlEgkJISP+02Cz0UAEmXVLs572TAMSdm3LAvFYlGSzovFIuLxODKZDE6dOiXhgK1WS6z+XDBhSB5DBOPxOFzXRa/Xk78f7g8Xbfi3yN/T2q9V8DtELI7ISsJzh0i8QFYG0ZqH+N0L53D6aoj5MHiddlBDQ0NDQ0ND497FPU3CSZBW09D5P/8kVyQBnKcdj8dCYmg/Zur58ePHZbaV2+t2u+j1ehIQxtA0EgZVUSfRy+VyKBaLMjM+mUzEjkxlvtFoSLI3bclUhBOJBK5cuSIKNADpUe50OiiXyzAMQyy/rBqLxWJ45JFHkMlkkE6ncfLkSSGuQRAgnU6L7d7zPIzHY4zHY6ytrcm8uOu6ODg4wP7+PtrttijJPL5KpbLUue66LnzfR6PREDu167oS9LW1tYVOp4MrV64giiK0221sbm7iwQcflN5vXgPgZtgbVWqmdRuGIerrYrFAv99HLBaT88CgMuDWbDMDwRiUVi6Xl84xSS2VbI43AJDFA3UBhDVjfA7VaJXkqos/VJQnkwn6/b6k3TN1fjgcYjAYyKINFydoxaa6bVkWtre35Vo2m02ZpQ7DUO53km4ms3NxSCWvq8q3OsbBxSGmq5umiXPnzmF7exuGYeD8+fPI5XJy3IVCAbFYDLu7u6jX6xgMBlLZRps6zwHHGGzbFuLOhQOm4jMgkYsBw+FQFok0Ab8zxBIJRFYC5fQQyRdRwqeLCJ8anIX7mI3U7i5mcx16p6GhoaGhoaHxzeKeIeGqgghALMO3m3MFINZdpkerJI62dOBWuBQAmUvl7HW9XhfSpNZdAcCxY8eEQDebTVG7ASCXyyGfzyOXy0l1FpO7qYqSODHJGoAsCnDfB4OB7Js6wwwADz74IHK5HG7cuIFWq4VWq4VqtSrqKNVNLhhcv34ds9kMDz74IAzDwPHjx1EoFHDt2jXEYjEcP34cV65cge/7mM1mknJNy3k+nxcrdzabRRAE6HQ6GAwG8DxPKq2CIJAAOSaI0z5NctZsNsUu//TTT0tn+WAwkNqyIAjQ6/VE0eWs83g8lmAxEsh8Po/hcAjf9+W+YKgXZ5DV9PpqtSqBYo7jYDgcYjKZwDRNGQnguea14GINyb9pmtKPrboh+LrpdCpEmCMAmUxGUvMZxNbtdlGpVJDL5bC+vi6We1UZL5fLeOihh3D27FlxNvR6PSG9PEe0b/PaczFCPVdqDzjT5ufzOdLpNBaLBZrNprxua2sL73rXu2AYBr7ru75LnAJU3GOxmCz2JBIJ5HI5lMtlcU6QhKtf6lgCcw+4KMXudy5aHBwcyH2rcYeIxzCz4ziR7r3o0y5Px/j5L34I931hgOio8TrtnIaGhoaGhobGvY17hoSrgWzALRJOG7H6PJK+6XSKQqEgShzJEmvCqFJTna7VarAsC9lsFgcHB2g2m0KGVNCurtp3oyiC67qYTqdS3cRuaM7BknwwwC0ej4vKDECICeu4SNBZ3UQ1ke/veR5qtRr29vYQhqEQVcuyRPElEWUlGhPPjx8/Ds/z4Pu+VG7lcjmcOnUK9Xodvu/D930AN5Xlg4MDzOdzHDt2DEdHR5jP57h69Sosy5LgNvZs81i2t7dlIaJaraLX64m1en19XQLtHnroIcxmM+zu7i4pz6xh4/w0SX2z2cRoNAJwS7FW57IzmYxUzO3t7Unf9Wg0EpcCE9hnsxkODw8xnU7lOqj2cZWA8z2oPu/u7uLJJ5/EYDCA67oyckAiT0JNkp/L5ZDNZtHr9SSx3XEccSdks1mk02npwWbWAdPVL168KOeZpJcOD9VSri4GkPxyMYd/M4ZhoNls4uDgQMYmuEhSKpXkOpEc0wXR7XYlkZ2LVdPpVMY3jh07BsMw8OSTTwqp5uISt0PnAnCzoYDknMcQBAF835cRB62C3zliySRmVgxbVheJFwhm60QB/odrfw7H/00c8W9cw3yqU9E1NDQ0NDQ0NF4NvHQs7go+//nP4wd+4AewubmJWCyGT33qU0uPLxYL/J2/83ewsbEB27bx/ve/H5cuXVp6Trvdxsc+9jFkMhnkcjn8+I//OAaDwTd1IKvgjLdahUSSNBqNRIlk0nO/30cQBKLItttttFotCUIDAN/3cf78eXz9619HtVoVBU5Vzkli2FucTqdx+vRpIV8kKlQzSbjURGsSRc7z5nI5bG1twbZtxONxlEolmU8n2eH7ss7p4sWLqFarSKVSUvml1p6p/dYM82LqerPZxLPPPov9/X0AN8nu1atXkc/nsbGxgfl8LlViXDzgubYsC41GQxRchsuxD5o24uvXr+PJJ5/E1atXMR6Pkcvl8PDDD+OBBx7Aww8/jJ2dHXQ6HblmvV5PVFnDMLC+vo6trS2p5nJdF57nIZ/Po1gsSu2ZaZqiXDuOg1KphPX1dayvrwvZ5n1LxwKVe6rCOzs7ePTRR/Gt3/qtOHfuHM6ePYvTp0/j7NmzeNe73oWNjQ25z5i+znuj2Wzi/PnzuHjxIq5evYqnn34aFy5cQLPZlC7tRqMh95llWVKPRtLuuq6ki/u+L73YTG3P5XKo1+u4evWqzGnn83mUSiVkMhkhtGwB4Kw17wHet1xk4ILDaDRCo9HAtWvX8LWvfQ2PPfaYdLkXCgW0223s7u6i2+1ib28PFy9exLVr1+RaDYdD7O3todPpIJ1Oo1AoyGKOmr/A+1ANwuNMOLA8WkK3SLvdRrvdftMR8Lvl8zGWSmLqxLBttG/7+Hgxxf+j+R3o/H+OwfniZcyfazPQ0NDQeKW4Wz4fNTQ0NF4P3LESPhwO8Y53vAM/9mM/hg9/+MPPe/wXfuEX8Mu//Mv4jd/4DZw8eRJ/+2//bXzgAx/AM888I/+T/7GPfQyHh4f4zGc+g+l0ih/90R/Fxz/+cXzyk5/85o/oOdBiTqJBoqyqebZtix2cNnIAYqVmqBhB5brb7T7v/dRAN1qqY7EYisWiBKpRgSZhajQaoqRTEXQcB/l8HpVKBbPZDDdu3MBoNJLAq42NDViWJSq4YRjPs9YPBgPs7u4KmTp+/DgODw8xn88lvGw4HMpcMVOqqdSzy/uZZ57BxsYGkskk/sE/+Ac4deqUkKVYLCZ2dMMwUCgUkMlkZOY4n89L1RQD0IrFIpLJpMya+76PK1euyMLAuXPnJKE9Ho+jVqvBMAx0u10hXVRlHceRxRHDMJDJZKRqi3PDnOnmIke5XEapVMKZM2cAQALfuM+u6wK4maBeLBZRr9dRrVaxsbGB06dPywLDYDDAcDiEaZryPxNMhR+Px1Jx5rquzF+zZ77RaMhiTrlcxubmJg4PD2Vunooyu98BCHH1PA/Azb/BVquFyWSCTCaDQqEAAEtVX6uWcy4SqTPeXNAgsZ3NZgiCAN1uVyz7pVIJR0dH2N/fh+/7yOfzOH78ONLpNHzfR6fTQRRF4mTY39/HaDTCzs4O0uk08vm8WMc7nQ729vZwdHQkYwhsGYiiCL7v4/DwUP7WbtfDnkgkEIah2OLfbCT8bvl8RMrAzIlhPXV7O/p/GJbwe7/6KNY+fR5RRyeia2hofPO4az4fNTQ0NF4H3DEJ/9CHPoQPfehDt31ssVjgl37pl/C3/tbfwg/+4A8CAH7zN38Ta2tr+NSnPoWPfvSjePbZZ/HpT38aX/nKV/Dud78bAPArv/Ir+N7v/V784i/+IjY3N7+Jw8GSyrca/ESSwUTnIAgk8ExVpbvdLprNphA0hmepneEAliqnSHQ4B9xoNOB5HrLZrJDR+XyOTqcjydP9fl8Uctu2USgUZLaaNWnr6+uYz+e4fPkyNjc3MZ/PJRyLaihnoplOzpnZbreLzc1NbG9vC+Hk/HEYhnBdF81mE77vw/M8WJYlJMnzvCUFlco+u7wZsMZ56lQqJZVgfH/u0/r6OoIgwJkzZzAej3H8+HH0+30cHR2h0+nIYsRkMpFzQOt9LpdDt9uVRYjRaIRarSYp9FT3OfPM9HF2uBuGIQpyuVyG53lwHAe+74sNnIn0g8FAesozmQxmsxnK5TJc18XFixcl9ZzOgTAMxVL90EMPIZ/Po9Pp4PLlywjDUBaASKY548zFBdatMXiOqeVqf/bZs2fFUk6Xg+/7MqPOIMB0Oi2LELScq4nndIPQkk9CC0Dm9fv9Pm7cuCFE+Pjx49je3sZgMMD+/j56vR5s25b5fCbXT6dTIdnj8RjtdlsS5jlTf3R0BMuylqrguEhE1Z3nnl8M7qO9nYGIjUYDo9HoTUfAgTf/5yMRM1KYpYFywseqIerKdIC/9Ts/iTP//jKi2yw4amhoaLwS3C2fjxoaGhqvB17VmfBr166hVqvh/e9/v/wum83iPe95D77whS/gox/9KL7whS8gl8vJBygAvP/970c8HseXvvQl/PAP//Dztkt7KsFZ5BcC52UZREVyPJvNxK7b7XaFhDBRejAYIAxD+L4vs8YESQEJvRpkxXAr2sFVQn7lyhXZluM46HQ6YtvOZDJIpVJiq2VfMrvIfd9HOp2GYRg4OjoSsttqtWReHQDK5bIc22QywXA4FLLF+i8eb7fbxVNPPSX93LR8Z7NZsfnO53MUi0XEYjHU63VR6wuFAqbTKWq1Gnq9nix0MA07l8the3t7KcwuDEPUajVRwTkbzwT1KIrkOPr9PobDIdrtNsbjMTKZDMrlMiqVCs6cOYPRaIS9vT00m01JCG80GhKIx5A5kjYurFy5cgWTyQSlUglhGOL69etCZjknTaLpOA4WiwUODw+RSqVw4sQJmKYpqj/n+dUu8K2tLbznPe9BPB7H4eEh2u02DMOAbdvIZDKIxWKiGDPt27IssdLzmpE4F4tFCTPj4gRVa878c+4/lUoBuDUSwcUeVfFWg+T4ezWNnyF11WoVYRiK28H3ffR6PfnbUfvXGS741FNPIZFISEp5PB6XXnbHcbC7u4tarSaVbbFYbGnGHIBkEdASz0UJtZudf1u8Dqqy/2Yk47fDm+XzEQBgGpimFyjERwAc+fVgPsKHH/8JnPmnNUTNJnCXnFsNDY27G6/V5yPwCj8jNTQ0NF5jvKokvFarAYAof8Ta2po8VqvVUKlUlnfiuTojPmcVP//zP4+f/dmffdn7oXaEAzeVXKqQ8XhcLOimaWIyuRk2RPU2CAJRN9XZXgBLAVarqdK0cy8WCyGtJPnArf5ukm1WlS0WC3S7XbHYAjcruEg4qIqXy2WcOXMGhmHgwoULCIJAjufw8FCUTS4+UAlnaNfa2hoqlQrq9TouXLiAK1euIBaLwbZtlEolWUEmCTo6OkIul5PwuWQyiel0KgnyVCJJqtfX17G5uSlKM2ecq9Uq2u02HnnkETQaDbGm06a9vb2NRCKBIAjEysxE8VKpJDPPJMfr6+tilyYZDoIA7XZbbOHNZhOO4yCXy0ky/HQ6le5wugFisRjy+bxcS6rKrutiOBwK2U2lUnjnO98ptWxciOF8NhPWWem1traGTCYDANjf38elS5fQ7XaRy+WQSqWws7ODQqEgc9Ekn9lsFidPnpRZdS6ikHwzrI+Bf7y3+TMXhAA8b7GIThCSeqaO00HAv0F1QWg6neL69evY3d2Vhaler4cgCOB5HtbW1vDZz34WN27cEAs8F6uazSYee+wxeR33lQsuHBVgJgMr4DgawL839W9vNBpJTgNxtxBw4M3z+QgAC9vELL1AOj6X3wXzCf7W0Xei+E8cRFcvagKuoaHxuuG1+nwEXtlnpIaGhsZrjbsiHf1nfuZn8FM/9VPys+/72NnZedHXkJCogR1USvn4at0UAAmJAiBBakxspjLHULXZbCaqK+d2gZvEwHVdTCYTVKtV6Y9m+BkJ//b2trwHcHMh4MaNG/Je0+lU5ovZKx4EwVIqNa33VGVpAWc42mg0guM4eOSRRzAYDJBMJsVOPp/PZbY6l8tJwrht2/B9H91uV5K2qeqfOXNGzh0XMFzXRbFYlHl0WsG5PSatnz9/HsPhEFtbW7LokEqlUCwWEYahhHKpTgbOgaXTabH183xxMYWEk+87HA5RrVZlIYbBXuwFJ4krlUrwPE/OHYPpCoWCLAQ4joOzZ88in8/j8PBQzgdn8Ulq2dnd6XSwtraGWCyGr3/969LlDkAWQ4rFooS/TSYT5PN5fNd3fZeko/Pc8l7jF4k0FXMSbt63qrOD9xVr7pghQGJP+zndEGfPnpUZ7tFoJOF9/Fvg+6ZSKVkYSKfTkjHg+744F1ifR7VdTWbnfcfFm2w2Ky4OLtzwSw3N053gL4xX8vk4t1OYuxGcWAzRYo56FOB/qv1pPPlL70Duj5/EXPeBa2ho3CN4JZ+RGhoaGq81XlUSvr6+DuBm4NXGxob8/ujoCO985zvlOfV6fel17J3m61dB5fjlgv8TP5lMpDKJJMxxHLiuK8oqq5EsyxJyyzlw1iOR5KqqIWefHcdZ6t6Ox+PY3NzE2bNnEYYhPv/5z0v6NWudkskkfN/HtWvXZI6a56vVaiEMwyUbsFqbBkCOh33UJJE8V5lMBq1WS2ZqC4WCEEuSRpIyEulMJoNMJoN+v49+vy8KbSaTkZqxarUq4Wu0B/P80HLMFPSHH34YW1tb6Pf72NjYwHQ6leouKvXValUU0V6vJ4nknAunvZl1buwBJwlVq8GoEI9GIyQSCZn1TyQScBxnqSNb7YMn0eSMeBAEoginUimxw/N9bNte+mKoHeevuW0muLdaLcke2NzcxM7ODjzPE0INAJ7noVAoyD6q9WOr1Xnq/aCSUfVe4H6YpinhZ7ZtL6nhnJ+/fv062u02zp49i1KpJOeRbo719XX5W+BiUKVSQTweh23bePTRR5HL5fDlL38ZhUJBFnlmsxn6/b7Mt6v5DLznWMXH71USzmOnNb7dboul/27Fm+XzEbEYIiuJuD3D1ZmB/+w/hH/+le/A9n9MIP9fnkX0nFtBQ0ND4/XCa/X5CLyCz0gNDQ2N1wGvKgk/efIk1tfX8fu///vyoen7Pr70pS/hJ3/yJwEAjz76KLrdLh577DE88sgjAIDPfvazmM/neM973vNq7o6EbVH9o2WbRJLqNCufqPCSmKtKMyvESNr4OzXgSlUa2UXNr8FgIK8HIAFTVBCZEk2Ca5qmKMNqIBkt71xISKVSQkYTiYR0T9MWXS6X4TiOkCbHuTn/GQTB0uzw3t4ehsMher0e6vW6zHh3Oh34vi/EjIQyn8+LjTiVSmE4HIoKHYYhSqWSpHan02l0u10JUOv3+6jVajg6OoLjOELeubgRBAHW19dRKpUkIC+KIgljY1AZreUk7pZlYTAYwPM8rK+vo9/vYzqdolgsyjkngWcPN10J7XZblHR2defzeViWJeSVfeS8Xrw+dFSoYWEk4js7O9jc3MRoNEKpVEK5XJYFAoJjBCSpaq6A+rP6PZVwLhqpSfDD4VDC2tSEdM55qwsVdC+Mx2MJ4xuPx+h0Oshms9JJf3h4iDAMJVyQs+ishaOCH4bhkhuCf1O89xaLBTqdjoyIDAYDufdVmzlBlZ2vuZvxZvp8THZHcL9awF88+O9QfHKBB57uIna9ikjPSmpoaLwBeDN9PmpoaGi8HrhjEj4YDHD58mX5+dq1a3jiiSdQKBRw7Ngx/I2/8Tfw9//+38fZs2elYmJzcxM/9EM/BAA4d+4cPvjBD+InfuIn8Gu/9muYTqf4xCc+gY9+9KOvarIliVa/31/qRJ7P52LpVhVmkmQVqh2XRIzq3KollpZ1qo4kjPl8Hjs7OxJypWI8Hi/N6LL7m8ohv18sFgjDENVqFaVSCaPRSOzMJMGqHbndbkvNVyqVkp5p7htwK0GbBP/w8HCJ8LquC9d1MZvNcHBwgNlsBsdxhAyqM/BhGAoxoxX54OAArutKPRhVz06nIynkDOCiaqrOPxcKBYzHYzz77LNyLkejEdLpNDKZDLLZ7NI1SafTyGazaDabME1TZsc5rzydTtFu3+xEpt2bYwIk60yAr9VqQnAZVAdg6Rrx3oqiSOz7g8EA7XYblUpF0r+54ANAEuhVqzUfI1kmYeb3q4/R+s77j+Fqs9lMZvm73S5OnTolRJwLKL7v4/LlyxgMBtjY2MDa2hosy0Kv15PFBM7A05nA8Lh8Pi/vd/HiRQwGA5RKJVnMKZVKACBEmdedQXKc0WcAHe9bKvNU//lFpwOzDd6saeiruCs+HxcLxPaq2PpPEyAeB44aiPwBoC3oGhoaryHuis9HDQ0NjdcJd0zCv/rVr+K9732v/Mw5mx/5kR/BP//n/xw//dM/jeFwiI9//OPodrv4zu/8Tnz605+W2V4A+K3f+i184hOfwPve9z7E43F85CMfwS//8i+/CodzEyTOJNgkUapiSWt5LBYT2zcrngDIY2qtk1r1pIZGARBVmCTR8zyZtR4Oh3AcB71eb6neTO0up2pP0kIbNpX2VCoFz/Pguq7MNg+HQ5lL55w6K9Zot+71eshmsxgOh2K352KDehzsSqcNnY9TjQZuBqREUYRer4f5fI6trS1JKG80GqKsU41tNBoIgmBpTrjdbi9Vu3GxhMF1juPIbPHVq1fFycDgM1a68d+1tTWZz6a6S8Kpzv3Tyu37vqS0r4aq8Zp0u104joMgCHDp0iWYpinvzX758XgsIw/T6VR62HlMtFzzPjMMQ2a0CZJrfq9azPkzCSur57rdriwiMXiQDorxeIxLly5JAGAikcDx48dldGA4HMoiSDqdRrlcFvcBa/VIwBkKyAUH2t0ByH3HvwmOSfCe4fiGehzsPudzScIty5Ku+lWSzXuZix13A+6Gz0cANxXvfv/mD3fB4oaGhsbdj7vl81FDQ0Pj9cAdk/Dv+Z7veVFFKhaL4ed+7ufwcz/3cy/4nEKhgE9+8pN3+tZ3BLXbmySMpGU+n0sFFUkHCTSJFO3rxGpSs/o+fB7JLQnHYrEQ5ZQKKM8diSDJBf9VyQ23nc1mceLECWQyGbGhs6KM21BnonncnM89ODiA7/uoVCpotVpCINnBrB6nutCwWCzEQt1sNlEoFFCv19HtdsXuzmNlhzXt4pZlYX9/H5Zl4dSpU6jX67Jf8XgcrusuJWTHYjEJ0YvH41KhxgA8nh/OOjN4j+/FOjKSTRJ6qt681qxqYx4AlViqyYvFAv1+XxY+Go2GOAoefPBBHDt2DOl0WhY8ms0m9vf3UavVkM1mpeNcreKiq4HXdNVivmpD53M4EkECHgQBWq2W1MMxSbxcLmOxWODo6AiNRgNRFOHy5ctiU2f4nLqYxKAzkuJGoyH72el05DqQzM9mMwRBIMfEtPZMJiMEPpfLycKBGmII3OpI52v5veu6aDQacu3VBYV2u41er7ek/L/Zcbd8PgLQ5FtDQ+N1xV31+aihoaHxGuOuSEe/U1CNDMNQSBBJk2mamM1maLVaYi2fTCbIZDJLydlUoNW+ZRJdkjiSFFZZqQFpfA7JOFdyVSWcUP+jRIu12oNsmiZOnTqFMAwlmduyLKTTaSE3AJYIH9X02WyGvb09ADdD3xqNhgRzsSZMJUwkgwx1s20bxWJRupmpcpN487mcEY7H46hUKshkMtjd3UWlUhG3AYm/67rY2NiQZOx+vy8kbDAYLNVbcZ9ou7YsC47jSLL46vsXi0VEUSRd6fw9FxdYTRaPx2UBQw16Y2WWZVlyDtQgPtrWCYbocd6c9wLnnFXruTrrzS9133i9wjCUDAIuqvC8+74v52s2m8kiz2w2k+Cy8XgM3/fFPbG2tia94xwJIJmnfZzz8bZto91uy/ZUFwEfp7LOhasoitBoNGSen53f/PuJx+MIwxCGYcDzPGSzWXlMdXGQvANAp9NBs9mUOXQNDQ0NDQ0NDQ2NewX3JAkHbll9bdtGJpPBYDCQhGdaoNmxzEAzAGLXJoECbpFvEiq1fxmAqM4kKgx5Y3UZyezqLLmaBM2fCZJ0WptjsZj0SpP4k2BS2ab1mdVRQRBgPB4LaSNJi8fjMh+uWs+5qMDncNv83vd9scgzeXs4HIrSzKC4bDYr9nbO25PwsQZre3sbruuKmk/CzeCwyWQiRFbtW1dJsWEYCIJA7OTZbBYPPPAAXNfF7u6ukGv1eSSV6iw2F17UOi6OB3DBwrZtXLhwAf1+X4LuOGfe7/eRy+VQKBTguq4sbvD60VJOlZjvq3Z7q2nog8FASHYYhphOpxgOh3LPBkGAbrcrneuHh4eSQ5BOpyUwjp3w0+kUlUoFo9FI5vfH47EcN+e+2+22hPHRgl4qlWS2X70O3A8ugJD483h5jniMXBiLxWJSi8dzYdu23MscW2g0GjI/rqGhoaGhoaGhoXEv4Z4k4VTf2GVcKpWQTqexu7uL4XAoVnWSTbUXnMSESeYk43zO6r8AhKCzM5lzu1T9crnckg1aJfIk+CopU8PggJtJ5u12G8VicYnMkVRyLlxVUW3bFhLO+iwmadPGrNrQ1aR0ElSGc5EAdjodsccDkFRtKppq2na9Xke/30c+n0e1WkWv15MZc/aHk8Qz9E1d7KD6GYYh8vm8EFuq6lwI4IIDZ7tt28bOzo50tKsLClRaqbzShk7VmbPffC6Vcy5++M8lR1Ml533geZ4Q4NXFDC6g8NhUQq5mFQC3Qs06nY44FngfqGMEDD0zTVMs957nAbiZRM8AOtbgcc59MpmgVquh1+tJ0Bl76+ls4D2jBqFxLIJ/KxylYAc9XSCcpXddV4IPeU9zTpz3J8cg4vG4LFQBN+fNm82mJuAaGhqvDLEYEIsjlkoilkhgMZ1hMZ289Os0NDQ0NDReR9yTJBy4RcQdx8Ha2hqCIECn00G325X/uVdJJ7u6F4sFms2mpKqvhrMBWLLHMkWbpILK89HREabTKUzTxMbGBgaDAVzXxWAwkARoYNmKrv6sksfRaISDgwMUi0WYpilKMZV9ziyT1DKxmhZwvoZQ58BJlFTwWEnKdnd3JaxLTbsGbhJSWrVZS+W6LsbjsZxjznbv7Ozg/vvvF7W20Wig2WxisVigUqnAdV10u130ej1ZLKGbgDPknGfmvL1t27AsC7lcToLWFouF1G2xMovEdbFYyEy5GlJHck5Vmk4D1Q5NAs1FjFQqJUowZ7RpB+e147w7STlt1ypBZZAcU8xrtdpSHReT2Hmt1QUiVrWpyjKfs1gs0O12MRgMkMvlZAafM96z2QyZTEZcArlcThYQeJ8EQSCLDnx/EulEIiGhanxP3hOr9zb/1rj4QUs7Z/ez2SyOjo7QbrcxGAw0AdfQ0Hh5iCcQSyRukm7bQsxxMM+6mJYcTN0k7MMhEnt1zH0fi+kMWDz332+diaChoaGh8QbiniXhtBmzioqk5YVCQdLpNE6dOiXEplqtYjgcArhFulVFVa0qozWXSnq1WsUf/uEf4v777xfbNe3KJMMkTdwfVf0l1Nnla9euoVQq4YEHHhDVcTQaLXVEc1uc3SbRVmfbDcPA2toa8vm8KKJqOBzJYjabxdraGmq1GrrdrpAn2pTZp57L5ZDL5aQjnJ3rpmlKl/hkMpGKqs3NTWSzWTzzzDNot9totVpIp9PY2trC/fffj3w+jy9/+csy/0z7Od9TtTjTqq4S40QigV6vJ+o8FyBINKm0c0aaydvqXD+3R4v0qgrMuXT+juo3v1eVYirKnKvmOSbh5r0zGo1gWRZqtRra7TYKhcJSWNvqvlFVH41GYrGfTqdLLgd1dl214avBe7SUM/mdhNrzPFmEoEU+DEMEQYDpdArLsvC2t70NR0dH2N/fl/tnNBrBMAxxe/A+5s9cWGHiPbfHhHnOo2toaGi8IGIxxJIpxN00UMpjupbBYMeCfyKO4OQUJ07W8T2VJ3HcbOLfHX0LLn7uLDb/6wRmbYD4YASEIywmEyxGYywmUyyi6CY518RcQ0NDQ+N1wj1FwlUb93g8FvIYhiEcx8HR0dES0VWt5VRvaYM1DGOpNklVjNUKJpJn1V4+Ho9RrVYBALu7u6hWq+h2uyiVSqIWqwTrdvuv/kvVdm9vDxsbG6KezmYzGIaBXC6HVCqFdrstCda5XA7lchnPPvusKMeO4+D06dP4tm/7NgDA1atXcePGDVFF+cXwtMViId3mDKJTVd3xeCykjUSZKjMAmRWmXXtnZ0c6yff29oR4FgoFVCoVWQCxbRvb29u4cuUKgOVOcxJGtY+dZJkp2tlsFrFYDIeHh6JUk4CSDDItnfvOgDCSUqq/6XRaCKnjOFJBR/s/FzAYhgdA8gc4zw1gSQVXLd29Xk/s4+vr67AsS/rZ+Xx+rwakkVRzJIBhcHyemh/AY+QiEh0iahc9v0iQ+TO7ukmMuc+7u7s4e/YshsOhPJ+kn4tDaoAh7x3e8+rixWQywdWrV1Gv1zUB19DQeGHEYogZBhKVMvqPbKL6J+M4/c4b+L71z+Fb7as4ngxQiBswY0kkYjc/7z7m/UccnQzxBx89jq8NjuNZfx373QIGNRfp3SQy1+Zw90Mk6z7Q9bEIwpsEPYo0KdfQ0NDQeM1wT5FwdaaaZJH2bP68Ot9NAmEYhiRCNxoNUXNJVGjvZuo4yScJHWeV1R7kp556ShT5KIpw4sQJHD9+HBcuXFjqUVb3R52hVUO9SqUSNjc38fjjj0t3MtPeDcNAqVSCZVkSzEb7drFYRDabxcHBAc6cOYNHH30Utm2j1+vJfqkEnOS+VqshHo9L8Bqhnj81hZ3zyQxfi8fjEua1vr6Od7zjHbjvvvtkQYKWY9d1ZWa/UCjA933cf//9CMNQZr7VWXHLslAul2XhQV0EUUkf1Wpat4MgQDabRbfbxXg8RjqdhuM4Qvq54EF7fbFYFBLLRQTeC7wufE/a0SeTCYbDocy5UwmnAs/n53I5SSmv1+totVooFovy/gzeY/c6lXzawHnfApB7dnd3F9vb23L8tNOrtm7VMcAwtHQ6LfdbLBYTQs9ec8Mw0Gw2JSmd98y1a9fwmc98BidOnJDFB5Xsc2GD9z+vA5/H8zGZTLC/v4/9/X1NwDU0NG6PeAKJjIvovmPYf5+Hyp86wP/lxL/Ed1gN5OP2c4Q7DsB93ktTsQS2ky4+5rXwMa+FaH2OORaYLiL05hPsRyaeGB3HH3XP4KsHxzC96iFzBchcn8Le6wG1Jub9Phb680lDQ0ND41XEPUXCCaqWqoWXREPtZCYpSiaToprTnq2SEpUcMGhL/T3JKgmtalUnIUkkEqjVajh79izS6bRY3dWAt9vNZ/N3tm0jl8vh6OgInU5HZtYZBEcLci6XQ6/Xk1oyEtXTp0/jO7/zO5HP5zGfz9FutzEejyWIS60Bi8VudnbXajUMBoPn2eR5XGpKOF8fhqGQVlr1GfzFc8LUcVqoSdI4H3zffffhi1/8IgBIQjpJJ8khr6P6pYbLsTqM14Sp5alUCr7vL1VkcYxgPB4jl8tha2trqbLOdV25VqpKTHWX7zmZTCSFnrPSPHd0WQBAv99HMplEr9dDt9uFYRjY3NxcCmpT5655/6jngfcd0el0ltLWSeZ5XoDnj1EAN4PQeA7UfAMuZKgVaXRw8JpcvHgRzWZTFop4XdT+eS4IqDZ0OhuiKEK1WsWlS5eWFno0NDQ0EIsh7jiIHdtE89tKaL1/hP/Tt/wX/DnvaawlbKRiCQDpO95sIhZHAjfJuRM3sJEEvs2s4sczNzA7FmH07TM0owiXpkV8vn8//sPVhxH7chZrXxnDuljDvNnCfDzWKrmGhoaGxjeFe4aEq2pyNpvFyZMnkc1mRZ1mcBhwaz521RochuFSkJb6PG5bTe9WZ7D5e5VUA8tVVJypzefzQshISlSoM+jxeFzU4n6/Lwo453/5HipZWywWUqXFxPTTp0/DcRxJCKeiTLLN2WUqpaZpCoG+XTK8en74PKaWM5jLNE2EYYhqtYqvfvWraLfbsv1cLofBYADP80R1pnV7Npuh0WgsBdip8+DqbDWPXw3Zi6II3W4XTz75pHSRc1Z5OBzKLDzn1EnGs9ksdnZ2UCwWJWSPJJKEe7U7nt8zCb3VaqHZbAoRNk0TQRCg1WrB933kcjm5L5mAXigUANy0sdNl4fs+Wq0WbNuWhSHeD7xH+DPPy3g8XrKWqyMTq/ck72vWmXG7zE3g30YikZAFIPW60l7fbDbltVykSKVSsCxLLOl0aHA0hOp+u93G9evX5d5b3U8NDY23HmIpA4m1MoZv38TBdyfxrd95Hv+3jd/GO4wQbsxEIvZ8tfvVwE1yHocZSyEbB06nxnif/Tj+ZvnLOHr3DP81PIFPVt+Dy4+/E6WvAflv+IjdOMK819fp6xoaGhoad4x7hoSrVnMStng8jkwmg7W1NVH5gJvVTapaCWBJHQSWibCqUKtKOt9XTaVeBckiX9fpdFAoFFCv1xEEwRKRVpFIJJDP57Gzs4ONjQ30+31cu3YN+/v7UlVFMPyMBJRdzOVyWYLpeLxUz2ntZjo2iSbBBQNVXeZ5Uud51a9MJoNMJoNisbg0KzydTtHr9XDhwgWUy2XYti3kmAnb165dE+IdBIGo4kwrJ/nlTPR0OhXLPs+Xeg0408356UwmAwBiw6fyTku9ZVmoVCqoVCryWtrU+f5qPZy66MKQPbohuODD+XXuN4PL2u22nF/WgQEQezwf47XkPaYq72oGgUqgaUPnwtLt/k7Ue1O9P/k4U+bH47FUz5mmuZQLwIUNADLukUql5P2pftu2jUwmI+MJTERvtVq4fv06giB4njqvoaHx1kMsmUT8xA7q37MO/30Bfvyhz+H7vSdxPBmDHTOQiNmv+z6lYgmkYgm4ceBY8gg/eN+/RfN0hG/82Qr+Y+cd+L2LD8D7ko3KV4dIXrqBebenbesaGhoaGi8L9wwJB7D0P/PT6RTD4RDsVSYhBIBMJoNcLifd16sk5HZkgNtVCThwi6yrlvVVVU8lQ0EQYGtrC5ZlSYc3t08w8fzMmTNYW1uD67pIJBKinPK4aO8FgGw2K/b7xWKBYrGIYrGIfr+PGzduSFgXe795jlSrMr9IsFR7OvdRTQlXSWkURfA8D6dOnYLruvjGN76BUqmEY8eO4fz589IfHgQBXNfFmTNnsLOzg1arhVqtJqr9bDZDs9nEeDyG67pLad8MBfM8T+zW6jVTU9sdx8GxY8dE0Z5MJpIoz/A5EuRUKoVcLof19XXpOlddDyoBV9VlVpnNZjOp12IGQa/Xg+u6S+Qyn8+LGt9sNsXezeuZz+dRLBblXPK41QA4tdpOXXQCIIF1q4tBq/u9mi6v/p73z3w+h+/7S/PhXOShm8JxHJkrV1V4EnkA0l/OhQl2l6vuCx6PhobGWxPxdBrhdz2I3R+M4a88+gf4C9mvYicZhx0zJWDtjUYqlkA2ZiMbB44l+/hu+7M4Wvs9fO1bt/HvGt+Crzx9GqUvJVB6rANcO8B8MNCWdQ0NDQ2NF8Q9RcKBZXswifF8PhcSN5vNJBk7mUyiVCrJTLP6er5u9Wf2IXPbKmkngVFJNwkSSRtnoB3Hge/78jzVls553EKhANd1l1KqqSaqSepBEKDb7UqIGUkmj9E0Tcznc7RaLakTI1S1lXPIKqlVzytVV86ZM7WdlWDHjh3Dfffdh3q9DuAmAWOAmuM46PV6aDQaME1TFhb6/T5arRZmsxmGwyHCMES3211a7KDSzLA8EkeeZy4o8Hm8TiSQmUwGtVoNk8lkybWQTCaRTqextrYm1Wmq3Vt9b/6OLgLbtmWRoF6vS1geZ9F935fzQps5Q9A4iqAe42AwkLl00zRRLBZRKBQQhqHYutX7UyXRdH6o/e+rIw6r4Htzuyq4CEH3Bt0Et5tNZ9AcwREF3/cxHo/luObzOZrNJq5du4ajo6MlAq6hofHWRcw0MfjAQ+j8xQH+8cP/Hn/SaiKfcN7o3XpRqIT8eLKO77b/Ay5tuvgvjz6I/3jjbeg98RDWvxjBfaKK2cEhMH++K0lDQ0ND462Ne46Ec2aYPdkqCebjVID5OxJjKo/ALQKuElHDMLCxsSFp0bS3k0yQ5K9a2VWVMYoi9Pt9ma/l8wi+H+3S6+vrQoqpnK7awReLhaiWAKSvm8dCNfXChQvY3NwUYspqL9XCr2K1Po0kTJ3TZgJ4LpdDsViE4zhyrhzHgWVZOH78OOLxuJBd4CZB73Q6aLVa0hNNpZSET7Vaj0YjsUcz2I3XjXPpJKG0oXMxYH19HaZpYn19XULoXNcVolupVKTWTF1U4YIKF1cYQqemlVPJpsJOu/x8Pke9Xpek80KhAMdxllwZtm2LU4PXfDAYiJWdCw/qgo96LbjQwkURdSGH+/xCzg712qqPqwsDvM6qBX91kYcLLHwfnnueZy4SMcG90WgsVf9paGi8hRFPYP7uczj8c2P847f/Dt5v92HG3twEfBVmLIWNZAqVxBzfYnwNfyH7VXzp9An879/1dnzt8dN44FcMRJeuvtG7qaGhoaHxJsM9R8JpI2bdlkrmaD1eVav5XFZNqcojcEtxzeVy2NzclD5mpm+TuJCEqSScUAPe+v2+qKhq97aK6XSKRqOBjY0NmbMlSIS5v3x+p9MR4j2dTtFqtaS/e7FY4PDwEMPhUNRfJsKTUFEBXVXC1TlwtR4rFotJmNpoNMLe3h4cx8FkMsFisUAymRSyT2JJC7dhGNILzc5tXhf+LhaLwTAM+L4v56/VaqHRaMC2bbk2nJfOZrOSgD4ajVCr1RBFkYTQ5fN5dLtdJBIJrK2tYW1tTerc2CWuXk/uCx0ChmHICAPVbYavMS2fJJqW7H6/j3K5LB3xJKgAxK7Oe1C9f33fRxiGYoVfJeB0VjDJnOC+q5kFKiFfXVhazTdYVdB5j6ouDy4OqGGAfH02m5Wxg9FoBN/30W630Wg0JJFfQ0NDA7EYEmdO4MKfs/A33/UpfLfVhRmzXvp1b1IkYnG4MQvnDOBM6hDvd67iF+z34uK/eOCN3jUNDQ0NjTch7kkSTlJC0rs6+6oSYhIWEozVgC+Sn0QigWKxKNVbzWYTQRAIEQJuWYpXsUqMhsOhkMgXAueML1++jEwmI+SNJFtdLCCp4oy5ZVlLnd887ul0ina7Dd/3JTjNdV2k02m0Wi0Mh0NxCXCfb+cG4PYZdsfQrVqthlwuhyiK0Gg0cOnSJcTjceRyOenYdhwH2WxW9ptkkmFzak1WFEUIggC1Wg2GYaDf70tlGM85zyuV7mKxCNu2RZEm8eR22ZG9sbGBYrG45CbgtjiDzQC4druNKIok7b3dbsvv8vk8XNeVEDt1Nprbou2bqedq6jpHFFYdDiS7atUXr7u6ILI6LkGnh6qCq0n2vBe4Dabpq4tWAGRxhQtAq/cw741UKoUwDGEYBmKxGEzTlIWIVquFw8NDNJtN6U7X0NDQuEnAT+L6X1jDX/5Tn8MPulfgxu+8buzNilQsgbWEjfd4V/Glc+9G6XALUaOJhV6E1NDQ0NB4DvccCVd7nEm+STbU+WfgFsEmsVDVPVU9BG6SkVwuJ+THsiyxXnueJwQkkUjI3DbTqoFbVnW1YmtVBVftxCSgjUYDYRhiOp1iMBgsVXWRGHE7q1D3X32f6XSKbreL9fV1bGxsyL6RPK0q4KodO5PJYHNzE81mUyzkanr5aDRCr9fD4eEhjo6OMBwOsbW1hUKhIP9mMhn4vr/0WlrMVxdDWq0WWq0WXNeVijN2fQ8GA7mmJN5qn7jneUKK+/0+gJsBdplMBvl8HqZpyrmi3ZrkfTwey6KGmnoeBAH6/b4QaV6n4XAoCzLpdBrJZFJex3MSBIEcs23bz8sLUMmxei+rtnz1Pr+doq0ujqgkXA3dIxnm+IU6953JZDCfz6Wuz7IsuYdXbesApHOdYXn9fh+9Xg/VahX7+/toNBry96ChoaERSyYRv+8Urn+4hB/4yB/jJwtfQSlx7xBwIo4Y3mnewOQjHVw7dhylp7fgPt3AfPdAV5ppaGhoaNx7JJxBZJxHJtEi6b2dmsfv+XvWdZGQqoqxqpSn02l5vqpWdrtdTCYTUY35vpwh5+85q/1C87HJZBLlchnxeFxIr9pTvmozVo9PtRarSq+6/57nSVUY67K4ABGPx8WGTfKWzWZx3333YWNjQ1LMScRZYUVCym723d1dDIdDFItFZDIZbGxsIBaLyUw9g+cWiwW63a7sI4lfGIaYTCZot9sIgkDC56gq8zwBkEA0y7Jg2zaKxaJY7gFI3zpD4QiSVCrfk8kEg8FAHuP9ofaTcxbasiw5Vs5Ic2GB8/+tVksWCwAgnU4jnU7LwgfPN99Pnb9f7eDm92rewSoBp4Wej6luCF5rHq86nkFlm/cQybO6uMF7hwsGo9EIjUYDQRDA8zz0+33UajVcunRJ7g89/62hoQEAccvC4m2nceXDGfzkD/0n/Gj2WWTvIQVcRSIWx9sMG5/9ln+GP3iwgv/5wvdi8r+uodBsI+pqEq6hoaHxVsc9RcJJTmzbRjqdFjIdRZHMfKukSiWp6vMMw5Cua5LkSqWypLZOp1MhI/yeRJvBXey8tiwLlmUJ+YvFYjKLrFqHuS9qunexWFxKM18lNer3qpK7Oo9+u/A3Eu9UKoVyuYxyuYzpdCqW9r29PVFwZ7MZTpw4gQcffFDs36vvr3ZHu66LMAzlPCeTSXieB8/zhGQXCgUJd1NJseM4MAxD9oULAgBEceaCBq8PE+RJlBOJhMyIc+Y9m82KSq1ef6aSc66bpN1xHIzHY6TTafR6PTnufD4vNV20Y/O6plIp2Q8S8m63i16vh1QqBdd15fh43al4c9FHDcDjeVEJOX/mtVXdFbxHGA7Hn9Xt2rYtCwcAZEafUBVzbkNV5NXfcR+Yat/tdtFsNpfyEjQ0NN7iiCeQyLiYPnwKlz+Wwq++/5/hfXaA1BvQ/a0iWswxQ4TpIkKEBRKIIY44UrEE4oi9KvVombiFbzFrOFes4RmzCLxJKtc0NDQ0NN5Y3FMkHIBYwNVAMs6Ar3Zb3w4kkUzObrfb6Ha7QpQ40zsejxEEgdh3gyBAEARCyEmM1LT2dDqNQqGAfr+PwWCAfD4vhJ2ERbUms7OagV6GYYg1XZ0FV0k2j++Fks55HpioHoYhstksTp48iXPnzsFxHCF4Tz/9NM6fP48nnngC0+lUZuLb7fYSSeO+qH3V73jHOyShXA1ZoxpLkjoYDHD16lVZDFDDxtQec24jDEMcHR09bzaa15THR5U5k8nA8zw4jiNp5GraeBRFGI/HGI1GQvQTiQRc14VlWZjP5xIcx5lphqWFYSjXPZFILLka1HuPNWd8b5JchpTxvPDac3xCJeGr1WmrwYLq+VMXY7g4wQUE1rLxmOLxuHS0s4NeJfWqtZ1/U6oqT0RRhKOjI9RqNZ1+rqGhcROxGOK2jfh6Bb1vWYP/F3387rv+Ce5LpQE8vx7x9UIwn6A3n6AaGTg/2cDl0RrG8yTcxBjZZIBiYoCdVAs7yQGy8QScmIFU7M73N1rMcX0W4L+//ufQ/NUTqHz6GUTd3mtwRBoaGhoadxvuSRKuWnv5ReKqVi2pSdiqtVtVEavVKrrdLobDIRzHQTwel75u1k05jiNBYePxWJRHEkWVTAGAZVkYj8colUqoVCoSXKUS8WQyKVZtEqRMJiOEnSApIjGiE4AEWZ0vVlOwqfoDNyu8zp07hzNnzgj5J6FtNBooFotYLBYol8twHAf1el32T521Z31XuVzGO9/5Tnieh/39fbG1W5YlPdm9Xg+dTgdHR0eoVqtYLBZIp9PIZrMyRkAiyaTt0Wj0vHo5XnMeF9PL6/U6oiiS7m9en9X6sel0ivF4jDAMMR6P5Vqplm6eQxJUnnfg5kw03RMk2dPpFLlcDuPxGO12e6lzmwS33+8jCAIh3ByjWLWfq2ReDY7jcdM2PhqNZAae9xr3Sa2iYz83CXk+n4dhGDg6OpLjVfvXb3evqQsCDJxrNps4PDzU9nMNDQ0AN2e/E6Uiho8cw+73x/Df/snfw8dzT79h9vNoMUe4mKAaRfjM8AH8i+vvQevpMnLPApm9CRKjCJGZwNRLYJRLoH8yhthDPt5/4gLen/0GzqaaKCcWcGIpOHHjJd9vuohwcTrBX37qx5D/Ry4yf/Q1RHoWXENDQ0PjOdxTJFxNfFYVUlX9VlPR1fom/o7/jkYjDIdDIVFhGKJWq6FUKglRp1La6/WQzWZlP6hIqiFqaoo6cMvy6ziOqOmcweV+jMdjzOfzJRs7VcvVKjTOCDPNWg2hI2FcJXicYa5UKiiVSvB9H41GQ2q+GFDGxOt+vy/J4t1uF6VSSZLRu90u2u02wjCE67oYDodwXRdra2syZ8y5cS5SkPxy0YGz8pzp5jx4v99Hv98XAq4SWp5LAJLQXq/XUSwWsbW1BQBSJ0eiS2Wa98RwOES/35fzE4ahEGJ10YaOh9U6NV4rtd6NM+sM7FOJLQP2ACy5NlSoCf+05d/OwcH7jF88v67rLs22ZzIZsfXPZjPYti3ZCcw8GI1GsCxLxjBUuz7Bc8EvOhM6nc5S+rom4hoab13E02kszp3E1e/L4Pt/8Av4t+U/ei587Y2xnw/mIzw9SeGf1D6IL/3hOWz9wQzFpw6RbzyO+WQKzJ9rUnnuy47FUDAMxD0XlzZP47H7vwXttyWweLCPHzjzNH6s8F9xJmW+oDo+XkzxRyMLf/Vzfw0P/C8DzL/xuP5M1NDQ0NBYwj1HwkloZrOZkC0SFxIZtbZKtSYTDALrdDqSED2ZTHDp0iXcuHEDs9lMKr64Paq9wHIl2u0Qj8eFmJFEpdNpqf6i4ttqtXBwcICdnR0cO3ZMZrhN08S1a9fQbDaXCPhqrZpKhlTCzsfU6q5er4eDgwP8/u//PqrVKnK5HL7/+79f0rzDMESz2cS5c+cwm81gGAYymQwymQxisRiOjo5w/vx5TKdTHB0d4bHHHsPx48dx+vRpuK4LAEsz+WrPdyqVgmEYsG0bjuOISksyn0gkkMvlxL5Op4LqOuD5HI1G2NjYQKVSkeA8Jpmzl3s+n8vcNFVkLhLw/Mbj8aWqMtu2kc/nxSbPMYJutyuBdmrXOufLuRiiJqHzvksmk2KfV+8N9b6ksq4uJHERhTkHJNJRFCGTyaDX64ktnfejuiDDAD1eFy6kOI4jiyE8Dv4dqQsPXEyaTCZoNBoYDAb6fzA1NDSAWAzJzQ00/vRx4M838S8f/CW800giEXtj1O/pIsKz0yn+6jf+Ehb/toTyHx3hzP7jmI/HmL3YZ9ZigcV4jGg8BpotuE/F4P37BOJuGk+dfBDf/5feg//rB/83/DfeJeQTztJLO1GAX+89hP/vb38QD/7TXcxuHLzGR6mhoaGhcTfiniPhVEk5l6rarklkSM75+1UVksopK7EI2ohJklSyywCx1f5mlfCrhJjqOAPkBoMBRqMRoiiCbdsYDocIggB7e3sol8t497vfjevXr2M2m+H48eN48MEH8eSTT6LZbD6vd5ozzirpUmvH1BC4WCyGRqMBwzAwm81QqVQkJIzHpM47LxYLDIfDJVKv2rABiHJdq9Vw9epVbG9vY3NzU8jbaDTCbDZDr9fDYDAQIul5ngSnMdTNMAxks1n4vi8KPWfyScRpIbcsC5VKBdvb2/A8byk4jN/T4j4cDuH7PubzOTzPkyA5wzBgmqbY1FW1njb9Xq8nRJzVXuqiBgm8ej+o95l6b/AYVl0SnBenes+wN9WtwWA1Oj/6/b4saPi+D9/30e/3kUgkYJqmLG5woYfd57xvLMtCIpGQ0QgubqTT6SVXCRV2tgC80N+iJuYaGm8hxBOIveMBXPxoBj/6oc/irxeeQDb+xgWvNaMh/mn3nfjnv/Onceo3DjDb/TKi+e2zYF4SiwUWs9nNee7He7h/r4B/+tSfxaf+0h7+4al/iwdSN4NKL05H+JndH0b110/h5L97GrPnGjw0NDQ0NDRWcU+R8GQyiVKphM3NTUwmE3Q6HSF8JOdUq0mc+To1qZpBV6vzt5zBZVDVKtFQQ8r4+GqIlZqkbVkWDg4OYFmWEFCGtrmuC9u2YRgGRqMRBoMBNjY2UCgU0Ol0sL29jVQqhccffxyHh4eiHFN1Zf1XLBZbmktW9800TZw8eRJbW1tYLBZS8TUYDIR48blUiNPpNPb395fq2AzDQD6fx6lTpzAcDmEYhhD46XSKGzduoNvtolaroVAoyJy2qi5nMhmsr6/D8zwMh0O0Wi1ZqOC8ebPZfF7YHXBzIcCyLJRKJaytrcksPa8Jr/1wOMR4PMZgMEAQBJjP5+JyIDg3TaLO7zmjzvND50MikZD9VG3aq0niBK/B6rw3FzC4z6rizNEBLiDQCUA7vGVZcm8dHR3JAoS6TRJ9x3Fk9IGVbLw/yuWynFOSc7o21HqzdruNfr9/23DD1QUtDQ2NtwDiCeDb3oaL/8cUfulP/AY+4PRgvkHJ59FijicmM3zi/F9G4p+WcPL3voHZqxyGFrXaKP2rxzGqPoQP/9hfwz9+5F9jODfxP37lIzj2GwkUP/84ouc+SzU0NDQ0NG6He4qEp1Ip6b6mUsf5aSqAJEWsDAuCQBROBoCRePJ7KtckYsRqQBiwHPxFUg9giazR9kvyz/npTCYD0zRhWZZYqwuFgiiVKikaDoc4PDzEcDhEMpkUFZMWaMMwxI7daDRkIYI2eS4CFAoFFAoFhGGIdrst5800Tcznc6n1UivZqJIHQYBOp4NisYhTp07BsixMp1PYti290dVqVYLcBoOB2KS3trbwyCOP4OzZsxiNRkLCDcNAEAT46le/inq9LsfN0LpVez2JZSaTQT6fh+d5QliBWwssTD9nyB573i3LknouWsh5zdRQuOFwKMn0VL+5fdrQeV5fbBRBDdBTVXIem+qY4DWgS8E0Tdkfldxzn7nA0O/3hZjzfPf7fcxmM1mgIIkPggCDwUDuB5J6XksG74VhKO4Q1QmhHtfq34CGhsZbAPEEFu95CFf+ehy/8u2/hffbfZix1Eu/7jVAtJjjv47j+GuP/Tg2f9WA8cdff83I8Hw0gvUHT+NYcA7/w5/8ccRnwJnP9IBnLmP+nJNJQ0NDQ0PjhXBPkfBkMilJ5bQLA7fCr6hyA8Da2prUbVFxbjab6Pf7AG4Fp3HWluBcObBsc1aVTbWzWa3vUtVxWphpH2cPdT6fx7Fjx2AYBp5++mkhR9zucDhEKpUSyzZJL4+B+0Jbt3osJF8kgfl8fknxnk6nQtao7B47dgwAUKlU5Nzk8/klqzYXAADIQgIXDmq1Gi5duoR8Po+1tTVJPqdDwfd9dDod9Ho9SWA3TROlUgndbldIJxdRSBBJHpPJJHK5HEqlEnK5HCzLWkqE57mmqk1rued5KBQKMpsehqHcLwzcY7jaaDSSxQda39UFDSrWXJTh+VxVil8o+VxduOHCD59HYk4yvUp++Ti/p6pPO/nqeRiNRrKYw7EHWt+DIJBwvEQigX6/L3PznU5HnCXqPmjyraHx1kbi3Blc+G/j+OVv/1d4r+XDjL10cvhrgekiwn8JLfz1L38M27+ZgvHFb2D+GqvR89EIya88i+MXM8B8gXm3h4VOQNfQ0NDQeBm4Z0g4q5hIuA3DgOd5sG1bCJNKeGzbhud5QqQWi4UEXLEDmuqvGoqlEiFuT50FVm3CwC2VclU5DYIA2WxWXtfv9zEej+G6LorFIhzHQRRF2NzcxP7+vuwTj20wGGA+n+P+++/H5uYmAGB/fx+Hh4diH2avuGVZUqemKsg7OzvwPA+1Wg2XL19GrVaTuWgAuH79OjY3N2FZlpDdVCqF+++/H9PpFEEQ4OjoCFEUyRw4U8aZtH1wcADf90WZPXPmDCzLwmAwwMHBgaSedzodVKtV2LaNtbU1WTQAbqXVqySWM8yu66JSqSCfz8M0zaVUep5/qreqq4C94fF4XBTvIAjErUDQKs7qLXXBgteU5Hs1/O5296hK0kmMeay8T0ajEVzXFUcH7ye1Oo8We/V3q6MPXCxY7ZEnQeeYAe9Lz/Nk0YmLR77vi0NCfS/idmMZGhoabw3EPQ/Xf7iI//Hdn8J3W104cesN2Y/xYop/3d/A3/38D+PE7yxgf+ECoiB4Xd57PhoB4zGgPwM1NDQ0NO4A9wwJB24SSwZQWZaFdDq9FJpF0AquzvQy8TuVSkmSNm3Yg8FACBfT1lWSByyHbalquUrOSKRt20a/30ez2ZTZX5IvJqJvbW3hzJkzeOCBBzAajaQGitbzbrcLz/OQy+Vg2zYmkwkMw4DjOEIQ6QbIZrNC6HjslUoFm5ubmE6n2N3dxY0bNwDcdAgAQK/Xw5UrV3BwcCAd5aZpYnNzE8ViUerN2PmtWrS73S5835cZ41wuh2KxCM/zEEURcrkcBoOBkGPHcWShYDqdSo3WZDKRwDmqxDzHqVQKuVwO2WxWFH0qvqlUSmb+fd/HtWvX5Jqy7o3b47w5SXgsFpNt8b6YTCayT+qst0q+1TnwFyKl7EmnC4A2c4avsYdcDXtLJBJS08Z9VHvuuVBE67jqvKB6zv1SFyd4v3LGnvcOg9lGoxF6vR5arRZ8318KIlyFJuAaGm9BxGKYfNt9ePADF/G96Ytw4+7rvgvRYo6DKMCvtb4D/+b3vwOn//cJjK9dRvR6B6Lpz0ANDQ0NjTvEPUXCqSSSkNi2vWTnJUhESSxWFUwSeFqbOVuukrXVdHTXdWWemeqiqr6rieQk3d1uV/rDqSgOBgNcuXIF8/kc6+vrEoZWqVRQq9Wwu7uLwWCAwWCAXC4H13UlLI4EdDQawfd9IWf5fF6O+dixY0KoXddFu92WdPQTJ07ANE1Uq1W0222ZGfZ9XwLlgiBAo9GQ2XSSSYaAqensURTJ/lmWhX6/j06ng/X1dZkvBm51WNMqTUWa4WF0D9DSn0qlkM/nUSgUJMDOsiyZD+dsM+eYqeDyfLOvnOecad/j8RiGYSxViFEtZojZYrFYIrPE6hz4aiaAZVkSisZwNd5Dtm1LL7vaBU5yTBKsLuasJqzz93R9qEFx3D/VRs/rRNAhwJGFo6MjGc94MQKuoaHx1kSiUsalP5vC3936PawlXt8QtukiwuXpGP+i8+34N888gvSXbZz54z5iz1xFNBy+rvuioaGhoaHxSnDXk/DVyq3xeCwkWVUDSYhX66pWZ3tJZFOplNiwaQEPwxC+76NerwtR5Mx2qVQSosiZ6kQiIbZxWrzL5TKKxSJarZbMOrMr2nEcxGIxNJtNJJNJnDlzBmEYwnVdeJ6Hvb09XLp0Cb1eD+l0GsViUYgwiWS73Zb5Zi4icD7c8zzs7OxIenyz2cR0OpWAtuPHjwOAWMx5TgCIajybzdDpdIRY8wuAzBMXi0WxcNu2LbPEPP+dTgdHR0fwfR+5XA6O42A8HkudFmvaaBU3DAPlclnION8jk8nI+AFJOIkm1fjZbIZ8Pi+Waj6XjgUu3DDt3HEc9Ho9GIaxFKKWSCSkr1t1QhAMjlN/z3vLsixkMhmZZad6TicGiT/PM98HuBUstwq+H+9/KvBcIFDJNsHHVvMRAIjFfjgc4ujoCLVaTazwmoBraGioiCWT8L/zJD76XX+MdxghUq9DEnq0mKMzD/H1SQb/pvUoPvPsOXiPWzjx9RHMi9cR1ZuY63lsDQ0NDY27BHc9CQduzdqq1nLO9lLdU5VPAEt2cTXIS30NSbnjOBL4BkC6wqk85vN55PN5SSenOqxanovFIqIowvr6unSDh2EotmeVMIVhiHq9jt3dXWxtbUmaerlcxsWLF9HtdqWGjGndrI5qNBpC7LkfJNlU1ekS2N3dheu6KJfLovxz/0lSmbKunsPBYAAAGD6nOHD+PpfLwTRNZDIZWYjwfR+NRgOTyQRbW1solUpot9uigjN9fTwei1WbSi8XLizLknl027aRzWaRyWTkepDIktzS7s2gMXaAMxWdx8htM0hPdSOwks2yLJTLZQwGA7RaLeklX60Y4z2luipIvtPpNNLpNKIokqAzLrzw3M5mM2QyGXEdMLCOae+ryfC856nW857l/U2HBa8b58DV+0wl4cPhEJ1OB81mUxaZVue/NTQ0NAAgsb2J6p+d4icKf4zsa2hDny4iBIsJrk3j+OzwHP63w4exe3EduafjOPv4EIlL5zHv+UufZRoaGhoaGncD7noSrlrCqViqxJrfq9VPJE58jppaTrvyKllXiRrVVCrZqmKeTqdFmZxMJmKP3tragu/7QqaorHL/SJrZUR6LxVCtVnF4eIjt7W0kEgkh70y0brVaYm1m9RaVbQCi6CcSCezs7GA0GsHzPIxGI5imKUpsJpORWWDakfl6htstFguxmU8mEyGGnJefTqfwPE+OvVQqoVgsSsp4PB4X9Xpvbw/D4VASynmu1tbW0Ol0ZJEhk8mIO6BUKsmYQDabhWmaS9ef14rXlgSa5JQKN2f+uRDB8xCPx5eS2JkMHovFsL29LcF5q4nn6v1Fx8R4PF7aV2YNhGGIfr8vLoVSqQTP8+R6Z7NZNBqNpUUKXntgWf0GbqWe895XzwkVb15PlcSrgXB8fhAEQsTH4/HSedXBaxoaGkTcslD/U1v4n97z29hOvnoK+HQRYbqIMFhM0YpiqEYeLo238CX/FP549yQST7uofG2Kc984xLxWx3w8RqQ/lzQ0NDQ07lLc9SRcTZpWrbiryqFKwtXXqsFpJDdUwWmhVoPWAMBxHFHcScDY48wZaDXki9ZqBl5tbGwshcWRxPJ71kfZti0p6Ux+Z5iX7/uSKs45Y6rPqVQK2WwWGxsbQtyoImcyGQkAYze54zgYDofwfR+e5wGAKOCO44jiPhgMxIbP5/BxBpxxNn42m2F7exvJZBKFQgEHBwcIw1B6w4GbIXCu66LT6WCxWOD48ePI5/N46qmnxDpOBwLVcNaQ0c5N0q2m0XM23PM82W/2vFMd9jxP1GkuXjDZnb9nf/aJEycAQNLXV+8XABL8VigU0G63kc1mZUSA9wAt+rFYbKkX/fDwEN1uF7Zti8o+m81k7MA0TYzHY0ynU1kEUJPWVcs8733VGbJ6/zIgkH8TPHZa8l/s70xDQ+MtjHgCuO8Ekn++jg+7N5CKffNp6NNFhBuzEF+frOPx4Die7a/jUquM7pEHez+F3MU5Tj/ZwmLvCuZBgJn+HNLQ0NDQuAdw15NwQiXhhKr8qVAVcZWEq3Vlavp1LBaTOfN4PI5cLocoijAej5f6vwHIIgDTztlnHYahqMae50kNF99Dnb2lfXx7exvb29sYDodLydxM62bnNUlwMplENpuF67rY3t7G29/+dqRSKfi+L1Z4EjUq0Y7jAIDsC8O6MpkMisUier0eptMpksmkhM5RkScJN00TjuMgn8+jXC4LqXQcBw899JBY4LvdLi5evIhms4lSqYStrS3MZjM0m02ZLS8Wi6jVatjb28NgMBB7e7lclooxkkfOj/Ma8xyur6/j2rVrMuPMWfONjQ1RyGl1py0cuFVHxoA2uhzoVFCT0dV7imo7lX5mE/B9qVAzWZ+LPAzOI1kfDAZSxRZFEUajkYTJ8fqsKtS8Z9X7leD54HiBWlNGVZ/7qS6urEKTbw0NDQBIZDO4/gMF/K/n/hHcb7KOLFrM4c9H+NI4j3+4+0PY+8I2ik8v4O6F2Kj72OjUsRgGmE+miOa3XxzU0NDQ0NC4W3FPkHCqgbT9qqqdOiN7u/owAEt2dRKxRCIhqjYAISm0qquWbSrRJFbAzYAtqovz+RyDwUDIGq3IrJ5SlXqVWDEtm/tNJdc0TVQqFSGe/X4fi8UCGxsb2NjYgGEYWFtbE+t5JpMRkkerOklYGIZC1MIwlFow2s3VqizLsjCdTpHNZoX88712dnbgui6iKEKr1UKz2USr1YJt28jlcjh58iQODg6kCm1nZwfpdBrXr19HGIZIpVKoVqu47777YFkWJpOJJHgXCgVUKhVJYed8s6qC0/nAajnP8+D7Pm7cuAHHcWTunfvM2XFef3UWfTgcIp1Oo91uo1gsilLOBQwAQspTqRTS6TQymQwymQzm8zls28b+/j6GwyEqlcpSqBuPjXPrdEFw0Ybnm+BsOu9bWtDVBaPV0Qmq4eq9o7YEkOAz+X4ymdzWJaLJt4aGBhFLJjF923F830e+gLeljG9qW9FijiuzEP/w6P34g0+/E8c+HeD0M88g8gfAPIKm3BoaGhoa9zruCRIOQEj4aiI0CQoVbZIS4JbyTRJP2zZniTnnyznwVColdVVUEZlOrlZIsZ+bSjlwqz6K+xhFkViWx+OxvJ4z5L7vo1ariUWYfdA8Ptd1kc/nEUURDg8PMZvNcOzYMbz97W8XIs1KLdM0EYYhdnd3hTgGQYDJZALf95FMJjEajRCGIYBbPdzD4VCUW8uykM/n5fWu66JUKsEwjCVi2Ol0UK1Wcf36daRSKbz73e/GYrGQxPT9/X1kMhnkcjnU63Xs7e1hMpkgl8uhUqnAcRy02230+30JxMtkMqJqU/EHbtn4VWV8Op1ib28PiUQC999/P3Z3d9HpdFAsFuVaqs4HdVGG1vlms4lOpwPf9yW4jQslqq07mUwil8thZ2dH7pdWqyVOA94XnueJKp7L5YT40qrOc8iFAPWeJslWa+wINf+A10CdE1dnwTn/z3vT9330+30Zg9DQ0NB4McQ9D7vvc/DrpT9EIvbKw9iixRyPTSL8N7//f8aZfxHh1OPfQNTv6/luDQ0NDY23FO56Ek61jrZf2ohp6VUJFqHWOqnbIdkhoeJ8MWeTGWDFBGvgVjc5yXIYhuh2uxKQRuJHQu66LlzXlbnkbrcrFnDLsiQ9vdvtIhaLwfd9UWfV4LkwDGFZFrLZLPL5PMIwhG3bSKfTQsZ4PmKxGM6fP49utysd4Zubm1gsFuj1eqjVauh2u7JQkEqlsLGxIfb5WCyGbreLKIpkHlvFZDJBu92G7/s4OjpCr9fDfD7H448/jkKhgJ2dHRwdHYnSWygUMB6PUa1W0Ww2kUgkRJHf29tDvV6XoDHHcVCv11GtVp9Xi6b2sBNUs4vFIjY3N9FsNvH5z39e7OmlUkkWIHgcXHRIp9OyQNFoNKR//PDwEL1eT6z5q7PgpmliMrlZjeP7PlzXRS6Xw2AwkMovBp8x1Z7hbZZlyfZM05RFBdrlueCh3qOrScBqH7h6HvgvlXAuHHW7XfR6vRec/1b/rjQ0NDRiySQWxzfw8J++gI2E84q3Ey3m+MNREh//7b+OB3/1Bmb7VW0119DQ0NB4S+KuJ+HEalc01cDVPmUAz+tyJnEjaabyTGWSwVdUQvv9vvSQ07LNIDbg1owwAHncNE1RTre3tzGfz1Gv11EqlWCaJnq9HmzbxtbWFs6ePYtEIoFCoQDP8xCGoVSecZskkclkUshioVAQuzkAIZuz2UwC09bW1iTtnEngq8neTCMPw1CqwNgbXSwWYRiGdHDncjm4ritEvdVqwXVdFItFNJtNsdtzLp3EnoFwmUxGbPBHR0doNBoYjUaSLB6PxzEYDJYS2Xm9eE55LLZtwzAM5PN5ZLNZRFGE06dP49q1a5I0z+owLtKQ9HJuXe3PHgwGuHbt2tJ9QPcEiS8XfJhST2s55+gnkwmGwyGy2Sw6nQ5qtZpcx8FggGazudQhzn1JpVKYzWbPW3DgPUgL+ao6rqrf/J77NxgMZERCk2wNDY2Xi7jn4fA7cvj5rV9HIma+om1MFxF+Z1DC3/9n/wec+f+dx6zVfpX3UkNDQ0ND4+7BPUXCOQ++qgICt4K7iNWKMs4Ik4hRRVfrzKiCuq4r88QkbFQu1Wo0EnBagVOpFMrlshB0kmaSwm63i2984xsYjUZ45JFHlhLVGerFmXSq6rlcDrZtIwgC9Pt9HB0dIZvNArjZN55IJOA4Dk6dOiXp3rPZDF/84hcRBIGQb9M0Rf2n3Z3Bbe12W46dKrnneWi1WqJ8FwoFOS7HcVCpVFAsFtHv91Gr1STwjKFyFy5cEALPcDB+0RZeLBZRLBZFZeZx09LP+Xg1D8BxHDn+VquFxWKBU6dOScVYrVZDpVKRADvO6w+HQ3E30AnB+Xa1g5u2dyrSQRBgOp1ic3MTjUYDqVRK7OzsMa/VamJpV0m+2mnOcQBa0Nnpvkqw1fwA1tpxRIELSiToTOcHIL3j6mMaGhoaL4VYMonFzhrmf6aDc0b8pV9wG/TmIX6l/S78+//Xe3HsXz2NyPdf5b3U0NDQ0NC4u3BPkXDgFqEmQWEYVSqVklAvqt0k5ZzxptKpBpKxeorPoQrL2Vu+Tq0cI9T6qHg8jkwmg83NTQlz477S8k6Fu9vt4vr166jX6wjDUOziXGDga3K5HDzPQ7lcFsWT9vMoimAYBiaTCVqtlvRWs4ecs9tMe8/n80u2aJJMzjafOXMGmUxG5qTT6TRGoxF6vR46nQ6Gw6E4Cai8nzhxAoeHh2LtbjQakiBeq9VweHgIy7KwWCyWFPDjx4/j3LlzyOfzch6jKHredWJifLlcRiaTwWQyQa/Xw2QykUWJ0WiEGzduSE0ZcFOB5rw5A+Z4XVVrPu3/q4nkBMPqeAzq+AE74xmAdnBwIKo7cKuDneF5QRAAgNTbAZDkeQByr6qz3+PxGIPBQPZFdXEAkBT/er0unfK6/1tDQ+NOEHfT6DyUw8+c+9cwY6k7fn1vHuL/2fw2fOYfficqn3oaUb//GuylhoaGhobG3YV7goSrYV0kaVQsTdOUzm2qsSoZolKtzgerCjofHw6HohTzvV4o1IqKJHAr/I2J3KwTo2LOYDemqZMgX7p0Sd6D+wwA5XIZ+Xwes9kMhmGIFV1V3pvNJoIgwKVLl9DpdLC2toa1tTU0Gg0AkJTz6XQKx3GkN9o0TZimCc/zxNZPolksFlEul4UYhmGIer0uRLjf70twWhRFuHr1qsx/O44j6i8V283NTRwcHEhnOccGTp48ifvvvx/FYlGUYlrq1QC40Wgk70cCzJT0o6Mjmbs+f/48Ll++jMViIdfA930YhiEEmi4GValW68iAm4s8JOUqmAcAANVqFUEQSD4AxwHUdPJVJZ1WfO47F1q4DXVBKJ/Pi7I9nU5ltptWfS4s8X5utVpSP8btE5p8a2hovCRiMaBcROMR4LvtfQB3FsgWLeZ4dmLgk3/wJ/DAf76oCbiGhoaGhsZzuCdIOABRIFUbuapkp1IpUaA5nxyLxZ5HpNWap2QyKRVjKlEHbpEYzlSr6etUpVXSBUASym3bloUDVqLREs2eaLWCS+2AHo1GcF0X2WwWiUQC7XZbCGYikcBgMMD+/j56vZ4kjG9vb8NxHDSbTbTbbbHWx+NxZLNZeJ4ntm7OIZOkswucyjNJdK/Xkw5rABgOh1IrRiJ+cHCAMAxl3np9fV0s8hwf6Pf7iKII5XIZDzzwAB5++GF4nifHRJKqpsurYwXT6RTt9s3ZQs6rV6tVhGGIdruN8+fPS0iemibO4+WMOlVkLmww3R6AhP3Rzq+OBlDZ73a76Ha7ch4Wi4XMwwNYWnihpZ52dTXDgPce70WGqan3MZ+vfp/NZjGfz9HpdGTf1fR4DQ0NjTtFzDAw2c7hzLv2UUrYd/z6cDHB7/a/BZt/uEDU7r76O6ihoaGhoXGX4p4h4STUnNFlrzP7pakq9vt9tNttIbYk46vqtRqGxaov1YpMqzvn0Inb9S2r1vejoyMkEgkcP35cUs+73S7CMBS1cjX9Wt0mSen29jYsy0Kj0UAQBLAsS0LO6vU6ms2mqL0kmel0Gv5zs3jr6+vY3NyEaZrSGc7jTCQSGA6Hck44Mw5AerYHg4EsFozHY0mFNwwD6XQapmliOBzK/huGITPsuVwOzWZTQsxc18Xx48dx3333wfM8uTaz2WxJJaY9nZ3r3PdarYZOp4PpdIpKpQLLsnD58mVcunQJvu/LggrHAizLkhA34FZnOont6vVUZ7BVomyaJgqFArLZLGazGWzbFmWaow90ZnCmnOnz7Hynq4LXRR1tUDML+C8XQriIwf3NZDIS7Ma/Ae63hoaGxitB3HPRPW3iv9/6IlKxxEu/YAW7swV+59o7sP1EXaega2hoaGhoKLjjlJXPf/7z+IEf+AFsbm4iFovhU5/61NLjf+Wv/BUhEfz64Ac/uPScdruNj33sY9IX/eM//uMy2/pKMZlM0Gw2Ua1WcXR0hFqthqOjIzSbTSFZg8FAwqlI8Khw819+rxIoQk3HXp0NVm3Kap807dMkQ2EYotlsLqVt8z1WK9NWtwNA7OqcPx4MBvB9H+PxeEk5VWeMj46O0O/30Wq1hOxlMhnk83kUi0VsbW1hc3MT+XwerutiNpthMBggm83KnDrfn/b4brcrM9dBEEiCORcwPM/D9va2VLqR4G9vb+PcuXNiq85kMjh58iROnz4Nz/MwnU6FxA6HQzmuWCwmVu8wDDEcDiXt2/d9NBoNXLhwAYeHh+h2u7hy5Qrq9fpSFZlhGCgWi5JID9xyMrRaLQRBsHQdSYjV68HxBD5ORZuOAXXhgERc7arnYsDt8gPUgDWm/XPBgKn3fB6PJ51Ow3EcSWLndeCik8brizfr56OGxh0jFgMqRXTPLfAd1u4dv3y6iPDF8CRmX8ljUT16DXZQ426D/nzU0NDQuIU7VsKHwyHe8Y534Md+7Mfw4Q9/+LbP+eAHP4hf//Vfl59JeIiPfexjODw8xGc+8xlMp1P86I/+KD7+8Y/jk5/85J3ujoAzsnwvWsLr9boEiTUajSU7NC3sfL5qRefvOaO7Ssj4HP6HQlVLCdVWzNcy8IuJ6ZZlIZ/Pw/d9IVB8b7ViSlXrSbrVEDnOMFPRZsUaSSLTz6nE0sadz+exs7MDz/MwmUzg+z56vR6q1aoo55wXLxaLME0To9EI3W4X7XYbjuMsBYQ5joNSqYRjx47B8zxcu3YN3W4XjuOI2g9Atrm2tob77rsP6+vrcj3oPqDCPh6PMR6PZb5/NBqh3W6j0+ksqfi9Xg+j0Qi+76PZbC6NBQBANpvF2tqanCc14b7b7Yrlm+o0zykt3ypWa+voNqBDQlWz1evHSjm1t5495apaz/T7ZDIp+6km9fP1tm0jkUig2WzK/a3t528c3qyfjxoad4qYYSDcyWD9bXVsJu+8lqwzH+F3W2/D2mNTzJ/LzdB4a0N/PmpoaGjcwh2T8A996EP40Ic+9KLPMU0T6+vrt33s2Wefxac//Wl85Stfwbvf/W4AwK/8yq/ge7/3e/GLv/iL2NzcvNNdEnVQDbdizVSv18PVq1dhWRYGgwGiKBIbL3CrYky1HXMbatgboZJ1dQ6cREwNIFOr0kisLcsS0kuV2XVd6fHme7yYijmdTqXOSrXMB0EgSeXcj1Qqhe3tbaytrcn7q2o2+8fZ2c3O7/Pnz0uSOlPQWQHWbrfR7/clcZyd3bFYDJ7n4cyZMyiXy7hx4wb6zwXxVCoVxGIxfvGffQAAgBFJREFUHB4eCqk9efIkNjY2sLa2ttQBrgayBUGAZrOJXq8Hz/Mk8bvZbEoFmWEYojpfu3ZNOsypKlOxzufzcBxHts33ouIOLFfM8Wd1VZ7gXDfPO/dVHSVQCTzvSYbf8X7lfcP7kQ4HBuSpDocoihCGIVKp1JJ7IggC3LhxA8PhcOle1Xj98Wb8fNTQeCWIey78Eyn8pZ2vvaJU9OszA4/v7eC+80eYaVeOBvTno4aGhoaKV1b6+RL43Oc+h0qlgvvvvx8/+ZM/iVarJY994QtfQC6Xkw9QAHj/+9+PeDyOL33pS7fd3ng8hu/7S19LB/HcnK+qpJLEzmYz9Ho9HB0dyZwzU65VhVOdwQVupWGTWE8mE7EZq13NtCezEo02ZH6ptneS3a2tLZTLZbiuu3QMKqFXFXC1Eg24SdLH47EEc43HYzQaDezu7uLw8BCDwQDJZBK5XA5bW1uiVpumCcdxRLFXq76CIJDOalrzs9kscrkcNjY2kMlkRHXudruizrI3/dixYzh27Bhc1xWifuHCBfT7fTkPANDtdlGtVpHP5/Hggw9ie3tbCCjT40lsmRrPkDkmsKvz1qwu4zkkISYBZz2d53lIp9NLIXdciJhMJojH4xiNRuh0OuIsWE1CV0E3xWQyQb/fl3EI7gsTzdXrp6aiqzZ5huRx9t40TfmewYF8LTME+v2+hM9x3GA1AV3jzYnX+/NRQ+OOEYsBayX0zi7wp9PP3vHLo8Ucz4y3EL9qY95ovfQLNDSew6v9+Qjoz0gNDY03J171YLYPfvCD+PCHP4yTJ0/iypUr+Jt/82/iQx/6EL7whS8gkUigVquhUqks70QyiUKhgFqtdttt/vzP/zx+9md/9gXfU521XZ2hVskrLb9MEn+huVkqkalUSlRTboM1V2qPOHBLLSdZ4r/q9rlYQCJPlZYEf3V+WN1/VaElWeViAu3ZsVgMlmUhlUrBsiysra2hVCpJ9/VwOIRt20in03Bddyl8jYSWNnbbtrG1tQXf95FMJlEqldDpdOScxONx2VY+n0ehUEA8Hken08Ezzzwj9mjgVu8458J7vR7y+Twsy1pKkafyTtLOBQLeH9xvWrR5HrioQDs/zytwKxSuUCgAgBwzw+XG47EkojNl/XYz2y+G4XCIIAjQarUwGo3kWNQwNu6P6pTg4/P5HJZlyXliQFw8Hl8an+A9y4WNfr+PZrMpjgRNwN/8eCM+HzU07hSxZArB8QzyD7RxPPnyPwuJ8WKGrw2OI3MFmIej12APNe5FvBafj4D+jNTQ0Hhz4lUn4R/96Efl+4cffhhvf/vbcfr0aXzuc5/D+973vle0zZ/5mZ/BT/3UT8nPvu9jZ2dHfibZ5TytqiiTvMRisaU+aPVfggqp4zjI5XJSxUXiRLJ6O8sylXUqr1RRSRZJvAuFgnRcM0grDENRodV5c/X4AIgyv1gsEAQBYrGYEOFWq4XJZCI/08rcarUwHo9FOXVdF5ubm0vbn0wmGI1GMqs+HA6lLo0kV51LTiQSMAwD8XgcjuPAcRzpqQZuqt3NZhOz2QzZbBaVSmWJvJM8c3GD52c0GmE0GmE6nUqNG239DJEzTRNBEMAwDGSzWVk86PV66PV68H1fAs0SiQRs20Y+n4fneaKaUyWnc4ELOFzE4YKIeu557Nwn1RK+WCzEAg9gaSxCdTFwAYjnjvcra+FIsoGbCxeTyQRhGMK2bUlBXywWGAwG6Ha7EjK4mtz/Ymn9Gm8s3ojPRw2NO0XcTaN3KoU/f+zrsGPGHb++N5/gidY2cldHgE5F13iZeC0+HwH9GamhofHmxGteUXbq1CmUSiVcvnwZ73vf+7C+vo56vb70nNlshna7/YJzQLTovhiiKFoi3Kup5qoirnZvA7fUZZKZXC6HY8eOYTQaSZK52jtOlVydOVaPhVbj0WgkYWTsoGZ1FAm/ZVkSsraqnqvBboZhoFQqSeUWSSsJp2VZUkkWRRHS6bR8z/liBq7x/akas8KNVurhcIhWq4XhcIjDw0OkUilks1mYpilqMy3kJJJMZKfl3nEcAEC5XIbneWLxXk30pmrMhYB+v49sNotsNoswDJHP53F4eIh4PI50Oo1+vy+W8+l0CsdxEIvFUK1WxYYPQPbj+PHjyOfzEhynJuHzPVXyvDrXv6qIJ5NJFItFOI6DyWSCer0O13Wln5vEmyo/31O9R3hteQ+spuvznu/1ekv1ZiTgzWYT3W73eVV2fI4m3ncPXq/PRw2NO0K5gP6JOT7gPYXEKyDhuzMbNw4LOLfXxOyln66hcVu8Gp+PgP6M1NDQeHPiNSfhN27cQKvVwsbGBgDg0UcfRbfbxWOPPYZHHnkEAPDZz34W8/kc73nPe17x+6hp5rcjTyoRIvleTTNXk9ITiQQcx4HneUKkqZQGQSCvUwnPaqe0un0S1StXroiVnSEitEirirdhGIjFYmJHzmaz2NnZwWAwEKV1d3cXjUYDtVoNo9FIEtATiYTMEnNhgmp2GIbwfR/9fh/xeByNRgPtdhsbGxsoFouIxWIS2BZFEer1Ok6fPo1UKgXbtpfmy1UyTjI7n8/lvTOZDCzLkm5xLhLkcjmk02mxqDMojt3jxWIRAOScAxCb/HQ6FWV7f38fR0dHiKIIR0dH0pcdRREsy8LGxga2traktq3f78s8Na33s9kMhmHIvD/B60GizOucTqfFDre7uysLAjwXqpth9f7kdee8N4+fCypcMOFre72eZB1Mp1O0Wi00Gg0MBgOdgH6P4PX6fNTQeNmIJxCezMM+7eNM6s5V7GgxxxOjYzD2DMyb7ddgBzXeKtCfjxoaGvcy7piEDwYDXL58WX6+du0annjiCRQKBRQKBfzsz/4sPvKRj2B9fR1XrlzBT//0T+PMmTP4wAc+AAA4d+4cPvjBD+InfuIn8Gu/9muYTqf4xCc+gY9+9KOvOBmdydokbSohX4VKXm5HoIGbVqVWq4VisYhUKiVESyXKKrlW90XF6jz4fD5Hv9/H5cuXkclksLW1taQEq9ZoWpO5zeFwiGvXrmFzcxNhGOLg4ACj0QhXr16V1HL2dedyOTz88MNSC0b7eCKRQK/Xkzli27ZFweZCwHQ6xWAwgOM4qFariMViqFQqS3Vc2WxWkriz2SwAoNVqyUx3r9cTuzgAqSKjayCXy0moGYPshsMher0e0uk0er0e2u029vb2MJ/PMRgMRGHmNSExbrVaiKII+XxeznkYhiiXyzh27Bgmk4kEndHuPhgMMBgMMJ1OxSbOkQI6KtRrqo43qD3d/LfX60kv+6oV/XaheuocOwm8GizIcQQ6HYbDIRqNhowWaKX7zYs32+ejhsadIm6Z6J428L5jT8CN3bl6OF7M8Efds8heBha6mkxDgf581NDQ0LiFOybhX/3qV/He975XfuaczY/8yI/gV3/1V/Hkk0/iN37jN9DtdrG5uYk/82f+DP7e3/t7S1ag3/qt38InPvEJvO9970M8HsdHPvIR/PIv//IrPgiqrMCyeqp2RKtkWe3tVsHnD4dD1Go1BEGAo6MjsWlTZVZxu+2r21NVVCZjsw6LJFsl4atp6gQTzKnC53I5VCoVZLNZOf5ut4vxeIxcLidEudlsAgBOnDgB4CaZT6VSyGQycBwH2WwWm5ub2NraQjabxXw+R7FYRKvVwt7enpBjx3EkfE3tXz9+/DgymQwMw8B4PJb6Ms/zEIvFsLa2hp2dHSHJVIOn06ksdjBtnYr91atXUa1WZaGDM/O2bUuw3eXLl3H16lWZmaayHEURCoWC2PxXZ61VxZvnmNdXHTEAbi4eVCoVzOdz6STnPH86nUY2mxXXheM4uHr16pKbgveAOg7BBRPLssTpwAUe3lsk7rZto9PpoNFoSPr5C0ET8zcH3oyfjxoad4J4sYD+qTm+N/t1JGJ3XqDSnk/wRG0Lm5cDLF7kM0vjrQf9+aihoaFxC3dMwr/ne77nRf+H/3d/93dfchuFQgGf/OQn7/StXxCpVEqC1EisaCUmaEdnuBmAJaKrWslJdIMgkNeotmR1O7ezvquJ3/xZnQEmAWYyOm3W3E+GjRGq+k4b+Wg0QqFQwMMPP4wgCFCtVoXc9/t9fPrTn0YQBKhUKjAMQxT0RqMB27YBQFLDS6US0um0qPBM6k6lUqhWqzh//jzG4zGKxSIMw5AFAVqp8/k85vM5rl+/LpVfnMG6//77US6XRfFOJpOivF++fFlqzDgvXiqVxCIfRRHK5bKQ6VwuB8MwcO3aNezu7sL3fbHDT6dTOU4G1THZnVVkvAa0+/Pcq73wKmmuVCo4ffr0Uvc67w8mqtN+3263n1dLpiaj855xHAf5fF4q39S+d15n0zRhWRYWiwVqtZq2n99FeDN+Pmpo3Ami9TximyM8YHQAuC/5/FVcmGYR3HCR2j/Q8+AaS9CfjxoaGhq38JrPhL8eIHFULeVqx7YaxEYSBtwk3rQk8/mcax6Px6JwqsSdduQoipZsyard+MX+I+O6Lh588EEhcJyFHgwGkqTO91lNSFdt5XzfSqUiqj0T0Ble5jgO0um0zI+3Wi0YhoFWqyWKMoO+GHzGkDgGkE2nUzQaDVy8eBFRFOG+++6TOrTZbIZut4swDCVR3nVdZDIZnD59GufOnZNtMJCu1Wrh8uXLkvBNO/Z4PJZOd16z4XC4VOM1n8+xv7+Pp59+Gu12W8gqleVMJiOz4rzO3W5X6ssY5GZZlnR7M0RPtaSTkLPWrNfryfOolE+nUwmHYzq7GghI4s1rZhgGPM+TeXguDhBqwnkYhnjyySdx5coVDIdDrXJraGi8PojFEGzZ2CrVUYjf+f8eRIs5vjB8AOn9BObd3muwgxoaGhoaGvcG7noSTuJDlVm1oHPuVp3TJeFSU7IZwsa56l6vJ+FsqwqkWktFIr5KktT3VxPZ4/E4zp49i7W1NQyHQxwcHKDVaonSycUBquDcDtOzqVQDEAK8v7+P69evY3d3V+zolmXBtm3Yti3qebfbhW3bckyqyg8A4/FYqrA8z4Nt2/IeruuiXq/j4sWLQl658BEEAWq1GjKZDCqVCt7+9rcjn89jY2MDuVxOFjoWiwXa7TaefPJJXL58GePxeMm5QLDGjPPR4/EYruvC9300Gg1R4Tkfvr6+DtM0hRyHYYhutyv7p9rFwzCUOjGG7XFBg2FpfD4XSGazGcIwXKoYcxwHpmnKcVElV2vN1C/HcZDJZJBOp4WQm6Yp8+dMdWf/+bVr19Dr9fT8t4aGxuuKWDKFwXoC356vwYyl7vj148UMf9g4g8zuXM+Da2hoaGhovAjuehIO3FKiY7GYKJarZBnAUvAVq7L6/T4SiQQymQxyuZxYjUmKWAW1qrATq33SqhLO/eB7srYsCAKMx2NEUSRKMo+D+6luSyXL6oJDt9vF5cuX0Wq1hFSapgnHcWRGnqFmhmHg2LFjOHXqFJrNptRcNZtNeXw2m8G2bekYPzo6wnA4lGTuU6dOod2+mXZr27a8x3g8RiqVwtbWFra2toSk8poAN4Pbdnd3cePGjaVQNHVsQF1AIYlmSF0QBNjd3ZVgtUwmg2KxiEKhID3jrG4DbobrxWIxeJ6HRCIh1m9+kWDzvUiMed0AyCw8r1UymZR6NQbANZtNuX48H9wm7eeZTEZs+LPZDLlcDuVyGZZlSVo9z0mv18NgMHje4oSGhobGa4142kawCbw9vY9ULPHSL1jBYDHFtXoRx6sjLCLdD66hoaGhofFCuCdIOAO5SKLU5PJkMolUKgXLspBKpWAYBlzXFaJNBdp1XQnzInHna/geq+9JW3oURUt94eo8N7/nv/v7+xKOFo/HJciM4WBqOBePQV1QIKjE8rUMdaN9m13VqVRKLOYMV1tbW5P6sRs3bsj+u66LcrmMQqGA6XSKy5cvI4oi3LhxQxYsxuMx8vm8kGPXdZHP56WXnORTnaEfDAZ46qmncP36dbFXc0GCajQXGdRZeoaXcdGEoWicq3ddV5R99n4DgOd56Pf78H1/qU6NAW8MQ1OdBqvnnEn2fKxcLmOxWIi9X+0XVwk6jyOVSskizHw+F+LP0DiGwDF7oNvtLi3OaGhoaLzuKBUw3p7indYegDsn4bUogVnLQqrVRqQXETU0NDQ0NF4Qdz0JV+3eJELj8VhINu3iagc3CdtoNJK5YCrWw+FQZpHT6TTS6bSEhAG3SLFahcbHLMsCAOmhVkFVm6qnaZpCFllvxeeQ4HNOeRVqvRVt07TGs66N5ySRSMC2baTTaURRhE6nI33fx44dQxRFYn8ulUpSRzabzWR2OgxDlEolDIdDqQzjrLznechkMhLkxvPN96a9ulqtwvd9cRWQbJPMuq4L13Xl2lCVj8Vi0n++WCyknoxqv7oQwvPH4DmG3XGRRv3iPqjBaep9wp9935daNc61d7td9Ho9+L6P4XAoye4MZuP14XtwnEA9bl5Hhsb5vi/2dg0NDY3XHbEYwtNF7Gy1cDwZ4pWEsl2fFmC0Eoh1+6/+/mloaGhoaNxDuCdIuEpwVpVntQaMhHY4HAK4FczGhOvBYCA1VCR5JIKqVVpVwbmdVCqFfD4v2ySJZNVUGIao1WpCDGnHZsq4SsxIGlUVnEnqtN4vFgsYhiHvF0WRKP1Uo1cV9E6ng/l8DsuyhPQOBgO0Wi0JLSuXyyiXy8jlcjh37hxqtRoAwHEc6bfmPpqmCdd1Ydu2vJ/ap021fX9/X1RqNQ2es/ok3uoXFXIeL0PYxuOxXGeeQ/5smibG47G8VxRFMAxDiLtpmpjNZksLFQBksUad4+bvAIjizuA8WtuHw6FYx5PJ5FJYn0rmuWAzn8/h+z6Ojo4Qi8UwHA5xeHiIfr+vCbiGhsYbiphhoHOfgQ9UrqGQuPN+cAB4drQFswMshsGrvHcaGhoaGhr3Fu4ZEg5gicSp6dSq1VmdBebr2VtNVZYkMx6Pi8VaVctV8s1tsP+ZajAt7ovFApZlodFooFaryXszRIwEmuB7c+GAzyWhJrmj3Ry4aX1mqBgXDjgLvVgs0Ov10O12MZ1O5TnD4RDdbheHh4cS0tbr9XD9+nUsFgtsbm7C8zyMRiOk02kEQSBhYnw/9nbzmIFlKz5t1r7vy2w7beEk0CS/qVRKVGpuazabwTAMsconEgk0m02xspO4qnPzzAXgNU+n03BdF6PRCMDN+XUq/aqrYbVSzPM8mfHOZDJi9VfD3Fi7xntLDesDbtnc1do53/cBAN1uF/1+Hzdu3JDFDQ0NDY03ColCHr1zM/wJ9+IrCmWLFnM81d+C1V5grjQ/aGhoaGhoaDwfdz0JX53FXk0zJ8Gjks3H+a9hGKLaqoiiSJLGSab4ewBL5DGVSsF1XSGnnJM2TVOCtzjXTCJPJZ2qK8kkSfhisRDrtmqZ5j6bprnUPU1leT6fSzgbt6EmeFuWhdFoJOowk7kzmQxs24bv+9jb2xPFejQawfM8tNttlEolAJDzaVmWLFLwnKoW/SAIZExAvTYkwKZpCnGliq+ODVBhtiwL6XQas9kM4/EY0+kUlmU9r099NBqJ+p3L5WRmnfvHhRTg1gIKzyuvDY/L8zw5R0xnp6OBixl8/SqBVu+X1a762WyGo6MjTCYT9Pt9XUGmoaHxxiMWw+jBLZy5/xDvNOt4JVb08WKGi50ynNYMi6luCNfQ0NDQ0Hgx3PUkfLW+i4SLj9EmraaKr4asARC7MInwdDpFEARIp9NLCd7AreRuqs5MA+fr2JlNglqv10W5Vu3lVFGZuE5CqirtJKxq4ju3Txs+FVyGszHQjK+h4jyZTESpVZV1z/OQTqdlQWE0GuHq1atCwLk/3F8AEnCXTqeXatq4oEGV2LZtuK4rCjbnyHlu2JHO0DOmtPO60V1A+zlB8stxgslkIrP1VL8zmYz0jdOmbxjG0rao6DuOI/eJmu6uugz4Os5+837jPvCcTqdT2RYXEgCIC0DthNcEXEND441G3HVx+KiJ/27ja1h7hVb0YDFFs5HBmfYEWMxf+gUaGhoaGhpvYdz1JJzp5/yXFu7bhWzx92r9k5pwrQZ8USWmQqrOWdu2jUKhgHQ6jXw+j3w+j+FwiP39fUnUDsNQ5q43NzfRaDRw48YNUV0Nw0AQBM8LVCOhU/eN700yapom8vk84vG4hLJxjno1HI6W6lQqJQRyOp2KBZsqeDqdlnOqBr95nif7EIvFkE6nUalUcPz4caytrUkiPQCx0HMmm2o3lf5kMikOASrBs9lMrOK0t0+nU0yn06VFAQaXDYdDIevsC7csSxYsXNfFZDKB67rIZrPo9XpCij3Pg2ma8H1frjNn2h3HkcWJ1bl7LmgEQSDz/1TnJ5PJki0ewPPINRXw4XAoCfOafGtoaLxZENvZgP2eJr7buQQz5ryibbTnQLyZQrLr62R0DQ0NDQ2Nl8A9QcKpZnLmmKRItXVTpSSxXbV8q+Sc3w+HQ4zHY3ieJ7VmfMxxbv6PShiGyGQymE6nEthlGMbSrDdD3hhuBmCp4kpV5kmMqdyqHeEk6rZty3w2sGyp5uw0CaOq+M7nc7F90zKtkkGq6ercea1Ww8mTJ5HP5zEajbC+vo6HHnoIxWJR9oeLBpPJRILKuD97e3u4ePEier0ebNvG5uYmcrncUhgZiTuJPgn7ZDLBwcEBLMsSu3y73RabeL/fl+1SlWfYHNPKCVre4/G4zGXbto1MJiNJ72oSPZVtLgLE43GMRiNYlrWkjLN67HZp+AS7zdnlrt6b/FdDQ0PjDUE8gc47C/jh45/DTvL5bRwvF9WZB7MdR8wfvoo7p6GhoaGhcW/irifh6mwusFzzBdxKRyeRXe2CVok3H+dzGKq2vr4upLHX6yEMQ3Q6HcRiMdi2LWFvJJJqUNlwOBQllsQxl8uJdZr7xX1W58ozmQyAm/bmMAxFgaXlm/tPxRmAdGGT7KnHR3JLezr3U+1Dp2uA+0MlPZfLIYoinD17Fmtra0JCed7G4zF6vZ4o8J7nwfd9NJtNmXu2LAuVSkXUdSrT6sgAw894bJlMBtlsFkdHR+h0OjJrzkUOpr3PZjNks1lxIjB8jgsPtLjTks9zTFu8OibARQXbtiUVnSq5unAAQFwYqtNC3c54PJa+cjVdX/1XQ0ND441C3LZw9O0LfJd7HnbMeMXbuT4twfCBxXPOJg0NDQ0NDY0Xxl1PwgEICVZnt9UANZVUqkFofJxEnaqkuo3pdIput4tGoyG2ac5eLxYLUWM5771YLGCaphDv2WyGTqeDg4MDdLtdjMdjNJtNRFEk89Rqn3cmk0EulxMVdlVdZ4d5FEXI5XISIEb1m8FsaoI4cJNQFotFxGIx7O/vS5AclXEq+5PJREi+aZrY3t6WxzzPQy6XW1q8AG4uEvT7fXQ6HQwGA+Tzeezt7ck+Pvroo3jmmWdw4sQJvPvd70a/38doNBIbOC3oJOKmaYrqnEwm0ev10Ov1RF2fz+cIw1Dm4alw53I5DAYDxONxFItFNBoN9Pt9uS9IhFl3xnMA3FoE4bVXVXGm54/HY/T7fZimKZZ43kt8Le8hhuENBoOXrB/TariGhsYbhXgui7WzTewkBkjE7jyQjbgYrsPwF1iMdDK6hoaGhobGS+GuJ+FqTzRnb6mkql3eDMhSk9QJqtRqLRiJ+Xg8lmRx2trVWiwA0i2uznIXCgVkMhmMRiPU63UcHBzIPnDfaCmn6q2mnjMFnMFp4/FY7N8M9spms1hfX4dhGBgMBqLWJxIJTKdTtNttIaW2bSOfz8MwDFy7dg2+7wsJJ5FlD3cQBJjNZkin08jlcphOpzBNEydOnJCgOp6z0WiEfr+PbreLMAyRSCRQq9Vw4cIFGIaB06dP49FHH8WxY8dw9uxZFItFPPHEE3JsJNA8D6Zpyuy053lyPCTgnG2nRTydTqNcLmN9fR1ra2sYDAYyJ57P59FsNp83a59Op2GapvSG001ALBYL5HI5OT5eL8uy0O/30Ww20e12kUqlZFFEVbnpXODM/4tBk28NDY03EotMGiczTaTjr9yZEy3mON9fg9GfYzGZvvQLNDQ0NDQ03uK460k4lWQmbKu1XmoPNZ+rgs8BblmDV+3sq99zO2ri+ioGgwEuXryIwWCAXC63VGtFwpnL5XD//fejVquJpRm4SeDVTm/Ou5Ow0vbOBPLJZCIz0/F4HJ1OR1TifD6PYrGIdrsNx3HE1k2yzO5vwzDEcs3KM/587NgxxONxbG5uIp1OLyXMs36t3W4jDEPEYjF0Oh3s7+/j8PAQa2tr+MY3voH19XV867d+KxKJBJ588knUajUEQYBer4fh8Ob8oOM4WF9fh23b6HQ64iLg4kUQBMjlcjKXD9xKqU8kEmg0GgjDUK5PMpmUhHoSaV5v2spJroFbM+B8fSqVEhs5cwcsy0I2m0UUReh0OlJ5pt5jnIsfjUYvSLA18dbQ0HizYJZ3cCrdhBl75fPgM0S43i0g35th8RILjxoaGhoaGhp3OQknoaKFnIr4alWZqnSTPKvzuCRi4/F4ibirhJNElURN7fZW9wW4SbJIMFW1lfsCANlsFidPnkS3231eXZW63WQyiSAIEI/Hkc/n4fs+hsMhUqmUBJGxJot29VarhSAIYFkWSqWSKL+WZQnB53GpVmjXdeF5HqrVqsxS5/N5rK+vI5FIyPkBIFZrhpx5nofJZCLnkqnklUoFhUIB8Xgcn/3sZ9FoNKSLm/PWnKXn3Dtwcwa9WCxiNpvhxo0b4kxg+B7PDZPmgZtEmtZ6WvY5UkBiTls5ALHi8z15fVzXlXR8zuizem42m6HdbksaPReBaHd/OfZzDQ0NjTcLxkUT20YbVuyV/+/AaDFDt+2i0p9goevJNDQ0NDQ0XhL3BAnnv+yhVivJVLJJ8rlK0IFle/pqYBaDvjhfrhIv9TXqPDAAmcu+XQAXSbfjOPB9X17DOW7ar6miG4aBQqEgVmjLsjCZTJBOp2HbttRzpdNpLBYLSewOwxClUgmu64qNm8edSqWkczyXyyGTySCZTCKRSKBYLEqa+3Q6FdUXgFjffd+Xc873GgwGsCxLCOv3fd/34b777sPjjz+Oer0uRN62bXieh3w+D8uyMBwOcXR0hHa7LVVqlUpFHAC8PpzFZkI9k+dN0xQyTYs7Q94mk4nMb6vEmd+TxPOcuK6Lo6MjjEYjsezT4s/tqeMIvM6sXNMEXEND465ALIaJF0cuESCOV66EB/MI8VYK8WFf15NpaGhoaGi8DNz1JDyRSIhtG4Co1yqYEs7HVOux+pxVJVpVwjm/TTv5qo1dJWQAlizKfJzEfbFYYDQaodVqSaVYq9WSBHF2jzM4bD6fo9frodFooN1uiw17NBohCAJZeKDazfc1DAPZbBaGYaBYLOLEiRNCkGu1GiaTCcIwhOd5iMVimEwmGI/H0o2eyWSWzlcsFsNwOJR0cqrjDFrrdrsYDAaYzWZ44IEHkM/ncd999+Hpp5+WYDX2otfrdXS7XdnvKIowHo8Rj8dRLpcxnU6xt7cnneKr13s2m8k8uxq6x6R3doFzkYPWezWwj7Zz9X5i1V232wUAsetzMYQLOdyH2WyGIAiW6sc0NDQ07hosgAhxzDEHkHjJp98O7XkCRieOWKCT0TU0NDQ0NF4O7moSTgLHUDFaj1dnuKl6ApCKLj6upny/ENjNTeWUBFsl3quz4SqRZzVYoVAQ67njOEJuaeE2TRPlcll6yTc2NkQl5jx1GIbI5XJimWZQWywWk7R1z/NEHTYMQwLWgJsp6dvb20ilUlIpxhTyIAikczufzyOXy8G2bQke6/f7EtrG5zMRfTKZyOOmaeLhhx+GYRj46le/imazKfZ9qsrj8RjdbhetVmvJ2m0YBsrlMqIoQrVaFUt5FEXSt62OAnABZjabYTAYwHEcpNNpSYUnUQ7DEFEUwTAMSYD3PA+WZcnzOGfPhYBarYbZbIZ+vy+LEGoyPBcxRqPRSwawaWhoaLzpsFggMV1gunhl5JuoRS6MHrAINQnX0NDQ0NB4ObirSTgJmGVZUnPFYDZguWaKVnLghfuZVdKuvj6KoiXFFAAsy8LOzo6QxTAMRZFVZ9T5lc1msbOzg3q9jvl8jnQ6jSiK4Pu+KL2GYSCXy6FQKCwR93g8jlarhX6/L4SY9uputytknrPjTPLmzPVoNEK1WkWj0UCn00Gz2YRpmigUCjIfPZ1OkUqlkMlkcOLECVHBgZsW+cPDQzSbTSH0URSh2Wzi+vXr6PV6AG6Gkk0mE7iui8FggLW1NVy4cAHD4RDpdHrpXM7ncwyHQ/R6PSH1nPGeTqfY3NxEsVjEcDjEwcEBer2eEG8utsznc0wmE1HmeSy0l9P6vrrYQmLOuXqq2gAk1bxYLMqCCS389XodR0dHGAwGCMMQw+FQas/UhRz1/tLKuIaGxpsZ8dkCk8U3978CB9M8UoMFMNb1ZBoaGhoaGi8Hdz0Jp7LKBOvJZCIBavwCID3iTFBXk9JVS/PtiDq3aRiG2J6LxSIeeOABmfluNBqiCKukjwopFVjHceB5HtbX1zEcDtFsNtHv96VfPJ1Ow3EcDAYDUbip0KZSKWxtbaHVaknCOVXmZDKJwWCA+XwuaekkuUz1pnJLVZld4MViEYVCAZ7nYWdnB+VyeWkGen9/H+fPn0er1UKpVMKZM2cQhiHq9bosDhiGId3bmUwGnU4HACRBncFrvFY8L7T6c+aes9WJRAKVSkUIfjKZlPPE/VosFgiCAMBNFwHV6cFgILVtdC7Ytg3btgFAesZpP3fdm924vDd6vR7y+TwKhQIGgwGGwyG63S4ODg7Q6XQQBIEEyt1OAdfEW0ND425BfLzAeJ66Ocv9ClvKmrMMkqMFFpEOZdPQ0NDQ0Hg5uOtJOMk0A9dU8k1VmLPcqmWcwVr8/e3mtzn7CwBBEMAwDEkNP3nyJLa3t6Wbm5VatGur76Num+o5ALTbbXQ6HUneZugY+8n7/T7q9TrS6bRUkRUKBXS7XfR6vaXea85rk4SzgmwymaBQKEiAGQPWBoMBAMiiQKlUwvr6OkqlknRxM8zu6OhI1H6SXs6Az2YzmKaJbDaLfD4vowGLxQLValUWKWgXp7LMRY1MJgMAS8FpnElnwJ7aJU61n+F6nCPn78bjMWazmczMc2FA/R23S3Ktzu/z98DNhHZ2s9MKTxVcdVxoaGho3K1IjiL0I+u5mfA7x3QR4XJYQSqcA3osR0NDQ0ND42Xhrifhat3YatgagCVl+3a93urvVhXMRCKBTCYDwzDECh6GIVzXxbFjx2AYBmzbRj6fx2AwEKs5VVo1vR2AWL2//vWvo91u4/DwEOPxGI7jwHVdmKYpz51Op2i1WgAgdmuCKm8sFkMul5NQOqrMrPEaj8eYTqcIwxC9Xg87OzvI5XJCTklQ2SFeKBRgGIbsfxRF6Pf7Qu4Xi4XUc9Euz/32PA+5XE7eH4AQX9rDY7GYzKEDkA50dpKz5sxxHDkG2r6Z0j6bzWSxYtVxwJltLkTwC4AcM63vDKIbDoewbVsWLgCIVd62bZl1HwwGCIJAFlm02q2hoXEvIDGcojNzEOHOP9PGiyl+N8jiPz/xMO4/CLF4brRKQ0NDQ0ND48VxV5NwtWqMIV1qV/dqhRgAUcZXbcS3C1ezLAtra2tLIWtUkFOplAR8rb4niaFan8bQMdM04fs+RqORBK55nidz0tPpVLrOqUZTLafyT1IbRRHK5TJKpZLUkqk2842NDXQ6HYzHY3Q6HZTLZcTjcSG9lmXBtm0Ui0WUy2Uh4DwXXFgYj8ewbRv9fl9SwlOpFNbX17G+vi5qsWmasiBgWRY2NjYQBAGq1ap0m7MujOeEBJrXknbwwWAgCjQT1XkdqWRzIYDbmc/nS6MJXADgQgSfzy+e69FoJNuho4L3ie/7uH79Omq1mij/moBraGjcK0gMJzgae5jeYb/3YD7Cvxts4+/+1x/Cyd9eIH5hF5HiAtPQ0NDQ0NB4YdzVJJykmwSMSelqN7iqRLOm7HYKKr+ntdk0TWQyGQkHI2mrVqtiFed7r1ZUqQFv3AfVEq+SbVqySQZHoxEymQxs25bubQaOqVVeAJDNZnHq1Cmsra0JET48PMTu7i4KhQI2Njawv78v1m++djQawXVdIevZbFZUYu5/GIZot9toNBrSWa52sOdyOezs7GBrawsAhKjbtr00397tdnH16lUJU0un00u93yTMVL9ZgZbNZmX2mosPXOyYTCYyFsCFDXWhw/M8ZDIZIdK89rSup9Np6WPnvP1qsBqv99HREW7cuIFer3fbLnlNyDU0NO5mxAYB9gd5BHfwWdabh/iX/n34X/7z9+GBf+Fj8ewVRDqUTUNDQ0ND42XjribhtBVTBV5VxknO+XsSbdZRAZBkcdU+zq7ura0tsaNfv34dh4eH8tp+vw/P8xBFEXq9HrrdLoIgWNoewWRwhoclk0mpKFMVcP7LRQDVEq7OVcdiMVlsqNfr0ivOqq6DgwMhqjs7OxiPx7hy5QqOjo7kmGezGRzHQbFYRDqdlsUJqs/9fh+9Xk8quJgQnkqlUKlUcO7cOaytrcFxHEk1Z53ZbDZDo9HA1772NfT7fbRaLViWhclkImr4eDyWRRFVseZ+00kQhqGQcy6Q8DrxPTnvTvU7l8vBMAyZiac6zlA3WvsTiYSo57w/eH5GoxH29/fx5JNPLs3fq/eXhoaGxt2OxWCIg+YO+mdfXk1ZJwrwq5134bf+1ftw/7/cw+zgEJjrWXANDQ0NDY07wV1NwpmMToX5djPhAKT7mTPFJOAkUiTgyWQSuVwOxWIRtm0L2eVccLfblXRxJqGPx2OprmJomErCDcNAoVCQdPJ0Oo0zZ84AAPr9PqIoQqPRkO5wJryPx2NkMhns7Ozg/PnzmM/n8H1/KZQtiiJkMhlks1kJL7NtG6ZpSqq34zhC3sfjMSqVCizLwubmJs6cOYONjQ2k02k5h1TeSVCr1SoWiwVarRY6nQ7W19dx7tw5nD17VlRvWts5f314eIhGo4HhcIhLly4hCAJkMhk4joMwDKWSjQTfNE2MRiNRqpnMrn7Rsu44joS/ua4L13WRzWZlrnu1u50EnD3yfB8AS7P0VLY5D37hwgVcv35dbOwaGhoa9yIWwwCxKw6uvLuI+1J9pGK3J+PRYo7WPMTP1f4UvvT//hYc/52nMfP913lvNTQ0NDQ07g3c1SScndmqJZ3qOBPK1dA1zoKThKvkPZVKLdmr+/2+KNPj8VjmnYfDIcIwxOOPP45+v49MJiPknCSR7wfcXChwXRf5fB6e52F7exsPPvggOp0OnnjiCVy4cAGDwUCs5a7rYm9vDxcvXpR6Mtu2kU6nUSwWAdwkuQBkZpx2bh7zzs4OisUiZrMZLly4AABotVrY3NwUdfzcuXPY2NiAbdti21YV8FgshjAMYZqmdIuXy2WcOnUK2WxWSC7D1VQr+t7eHjY3NzGZTOB5HjqdDvzn/mdN7fOeTqeSOM4KOSrde3t7ol5zEYUJ7K7rioKfTCaRSqVkEYLnnMdD8p1KpSSdnbZ1uhDUILl2u41nn30WN27cWOoW19DQ0LgXMR+NcOx3R/i1P/E9ePjUv8HJlPu850SLOa7PAvzVix/D4h9VUPzs17T9XENDQ0ND45vAXU/CScBpbWao1mg0WiJYJHO0o5PY8TWFQgGZTAaDwQDT6VTCz9gF7bouCoUCZrMZwjBEp9PB1772NViWJdZq0zSXatIASGd3t9tFoVDA3t4eXNeVZG6SU9Uavre3J4o7be/xeBwPPvgg6vU66vW6JIYzOT2KIlHQHcdBJpPBaDTCxYsXMZvNkMvlxPq9trYm22Si+Hg8xng8FiWYwXEk6tPpFJubm8hmsxKsps5f0wpuWRZqtRquXLmC6XSKcrmMRqMhhJbWdc6NszZsMBjANM3nLZoAt+rLMpkMCoUC1tfX4bquzNoDt7reU6kUTNPEdDpduha0q7N+jESd981kMkG73cY3vvENtFqt521XQ0ND415F8ivPovGb78LP/bUP4f+++Z+xkbxFxIP5BJ8fefjJP/g4HviVAPMnv4aFtp9raGhoaGh8U7jrSTjnt0kOfd8Xoh2GoZA62rcZEAZACFo6ncZsNsOVK1ckdCybzYqF2/M8FAoFUczr9bqQbBK8RCKBVCqF2WwmSeaO42BnZwflchmXL1/GdDrF+fPnUa/Xsb29jWeeeQadTkdmokluOZPMii/2hIdhKLbrVCqFBx54ANvb25Kuzvln2r3T6TQqlQparRZqtZqcs3Q6LXPUVPsnk4ksRkRRhMceewyNRgMPPvggHnnkEXz9619Hq9VCEASwLAvr6+vI5/NIp9MwTRNhGKJWq6FSqaBUKuGpp54SJfzEiRN49tlnhSSnUimZMWdS+Ww2w3g8lrA127blfHJxYm1tDel0GtlsVuzyDOBLJBKipjNNnQspDF7jtmm557n2fR+NRgO7u7sYDocynqCG7GloaGjcq5iPRij926fxhP0w/t6PTvELG5+DG7dwOBvgHzX/JP7Tbz+KB3/zOmbVQ/z/23v3IDfu68732wC6G403MAPMg8O3HrRM+aUoMm1H1q51JTlyyrKdLcev2IljX8vU3vUjur5yJXbsvRWllKoku1vZePfWvZZr1/KuvWutKlo7WUWyKMuiKOtB86khZ0jODOeFmcG7gQb6df8Yn8MGSUmkRHEG0PlUTc0M0Gj8fo3REb99zvkeSEwUBEEQhNdMz4vwVCqFbdu2oVAooNFosNt2JpPB3NwcSqUSj+VqtVoAzowzi8fjiMfjcF0XlUoFoVCoy+yNyrQpM0y9ysAZB+3BwUHuTTYMA+12G5VKhUvFbdvG0tISfN/HiRMnMDIygp07d2J4eJjHcS0vL/P6yOlb0zRkMhm4rotyuYxCocAl8rlcDrlcDtdffz2XfQdd1MkJvdlssqHZli1bMDY2hnw+j1QqxZngZrPJDvGO46DZbGJ2dpZHm1WrVZw8eRKhUAiLi4vcArBhwwYuk6fKAroRQfulz4jEdKPRQCqVYqM8uvFALuiGYXDJOc1CJyd3us4kzmkdQbd7yraTMKfyeMuy2OyOTN6oN71arWJhYQFLS0t886LXkey9IAgXi1evY+TRIv7hndfg9wd+ARcevnTkD6H+pxw2/+NhOJXqWi9REARBEPqGnhbhsVgM4XCYZ1zT3Gsal0U91AMDA1heXsbS0hIajQZUVUUsFsPIyAhM00S1uvqPCzLoIsGdSqVg2zbq9TrPxq7Vamg2mwDOFZjBbDuVhwcz8aFQCIlEgnu2O50OHMfB9PQ0r4HWAayWwg8NDbFIJZdxKqVPJpOIxWKwLAuzs7NoNBoYHR3F4OAgTpw4gYmJCSiKgje/+c3YtGkTu5dT/3StVkOtVuMS7nq9jsnJSZw6dYqzycvLy2xYR2PEstksms0mG9E1m02Ew2HkcjlMTk7i8OHD8DwPmqZhYWEBBw8eZCGcTCaRSCTgOA5XLYRCIaRSKWzYsAFDQ0PsDE+fAZWpB+eb03WiDDhdo6DjfHCkGJWm0+uo/Hxubg7lcrnLrI9EbK+K2V5csyAI64DFJUSPF/DHhX+BueN5bP9hB5HnDsD99f/zBEEQBEG4NPS0CA/OeaaS7lgshnq9zgKYSsmp5Dk4sqxUKnXNiA6OqLJtm4VjrVaD4zjIZrMYGBhAvV5Hu91Gp9NBKBTiEWLAmRJ3KnWmDDGZjgFgk7dCoQDHcVAul9FsNuE4DpeUk8EbGa5Vq1XYtt011zuTySCXy2FlZQXVahVLS0vIZDIIh8MwTRMLCwvYsmULRkdHkUqluGybbjTQ2jRNg2VZmJycxOTkJBRFQTab5Z7zZrPJFQbA6kzw5eVlhMNhDA4OIp/PIx6PY3Z2lgU3GaEdPXoU9XqdbywAQCKR4DWUy2X4vs/tBHRtXNflx8LhMJePU9YfQNd1pc+U3juZTPK8cxLutJ9Go4H5+XnMz8/DNE02tCNExAqC8EbEM1vY8EQLnf2D2HGiAn9yCt6vW4cEQRAEQbh09LQIP9sVnUQuCWhd1zE6OgpVVblPOxqNotlsot1u8zEkoKmMORQKwXEc1Ot1LmdWFAWFQgHpdBoLCwuwLAu+73MJM62BvsLhMK+Nxm6RaCTHdMoG0/zqxcVFdlon528yM6OsOfWwG4aB06dPo9VqYXp6GouLi4hGowiHwyiXy6hWq8jlctixYwfS6TRndgGwqRuVezuOg0qlgtOnT6NUKvHIMjJNo57parWKRCIB0zS5TH/Dhg3QdR3z8/M4evQoTNNEJBJBtVrF4cOHUalUuHSfqhXo+lKVAJmjkXkeiWAqPQ/OcCfXc3KFpxF1VCFAN2bomlOPOH1GZBo3OzvLc91fChHjgiC8kfDtDiLPT0BVFHgtC77dHy06giAIgrDe6HkRTuZcALgnmuZIU2acMsyUZaZycRJpwYwqfZFrOJ0/WHpOQpqyyEGTtuD3YPYbWBWbmqaxwKcv6jmnnmcA3F9NPeidTgfRaJR7zAHgyJEjXGpfKpWQyWSwsrKCer3Obur5fL5rPa1WC6ZpsjM7OapTRpjmYjebTc6402xychaPx+M81zwWi6FYLOLFF19EpVKBpmnodDoYHx/H4uIiALAAz+fzvIZgFQOJ6Hg8zqI7eCODRDp90fVQFIXN16jnO/h5UHYcAJrNJk6ePImDBw+yAA+WqwuCIAirveGCIAiCILy+9LwIbzabOH36NGecNU1DNpvtGj9FWdeggzZlzkm0kRAPZrODY7KA1dnhNF86mUwCODM+izK5lP0GusvbScyHQiHMzMzg8OHD/P7kwk4inwznyDwtlUqhXC6zqK3X63zcysoKKpUKj1KLRqNcgj8yMsJCNhQKodFowDRNNJtNrKyssAAmkzIqB+90OqhUKkin00gmk6jX67AsC81mk89Fazp9+jQajQZqtRpXIMzMzGBmZgau67IAJwd7umFCJf8AeM2JRILXG41GuQKAPksqn6fPOljeD5zppacbKMHP7ejRozh69Cjm5+e7XPMFQRAEQRAEQRAuJz0twjudDnzfx8mTJ3mUGPVSU08y9TNT9tpxHBbOZPxFJc3B70GXdOoZJnM2EukAujLnZ2dWg+XMdBMgEongxIkTWFhYgK7rMAyDS8Ity0K9XucxXlR6Ho/HUalUMDMzw6O8fN9HtVrlXnEyG3McB8lkkg3OaB2NRoPnX5NrOmXz6WYFzSqnOeT1eh25XI7L06n8vlQqwfM8nDx5EtVqFdFoFJ7nodVqYXZ2FlNTU3yt0uk0dF1ngU0zx2mtmqYhlUohk8kgGo3ydQxWHtB1pJsYdEy73e6qSggaqZExG83+Pnz4MIrFIl87QRAEQRAEQRCEtaCnRThlpjVNQ6VS4RFe1HNcrVZZXJLwo1JnYLVcOZFIQFVVPmewJD2YdaXMqWEYLPiC2VQajxUUeCQaKRNOLuOWZSEajXJftW3b/FrqZyaH71AoBMMwYBgG74t6v8msTFVVnp+dz+cxOjqKZDLJmeJ2u425uTkUi0UkEgnOaAehkW103VqtFlZWVpBMJjmzbts2bNtGu91mc7Nms4lsNgtFUVAsFjEzM8Oj1qLRKAqFAs8jJ+dy6t1WFAWJRAIDAwPIZDJdc9Jp7SSmqTyfrkHwKyjS6aaCbdsoFovYv38/Dh48eI4JnyAIgiAIgiAIwlrQ0yKcerxJlFYqFZRKpa6MtKZpXCbdaDTO6dumYygbTASfD86epqwrlZdTefXZBPvV6SsajWLTpk3QdR0nT57kGwKzs7Ndo8Io2+77Ps8vVxQFmUwGtm0jHo+fU1KfSCSQy+WQyWTgeR4bxjmOg5WVFczPz6NcLkNRFM4g27bNzuLUQ99ut3l2d6PRQL1ex8DAAEZGRtBut3meNmXGqUzc8zwsLi6i0+lwbztluCORCOq/7jOkvQCrZeTZbBaDg4Ncfk83REi0UxXC+fr1qUqBMuokwsm9/dlnn8ULL7zA5neCIAiCIAiCIAhrTU+L8Fgshmw2C13XYZomm4oB54poEnfBcmVgNUscj8cBgEUpCbrz9XgHjeCCWXU6hn53HIez4wDYRGzTpk1IJBKo1+sYGRlBNBqFruuYmZnh96eyetu2MTk5iUajgVQqhaGhIViWxYZowJkMvGEYLJ5JvBqGgfn5eZRKJdi2jVQqhXg8zuPVaOQZ9W0Dqzck4vE4bNtGq9VCqVTC0NAQ8vk8KpUKKpUKGo0Gl5OTsRuZ1A0NDbGgz2az3KcdNE2jed70+aVSKb5uwfncNGYueE3p5gTdAKAbLkFX+7m5Oezbtw8HDx7kme5Er87+FgRBEARBEAShP+hpEV4oFJBIJFCtVllsUYY4CGWwg6Xh9Di5dAcduIOmX1QOTQKcjMlc12VBR+XphmFgYGAAqqqiUqlgeXmZS6l93+cZ35ZlYXh4GO9617uwvLzMvdOHDx9GtVpFoVDA4OAgms0mkskkTp48ydllWh+VtQPgmeHpdBqJRIK/12o1noWdyWQwNjaGcDiMYrGIVqsFTdPg+z73yFuWhXA4jEKhAFVVcerUKb6usVgMqVQKuq5zWTeVzAPAwMAACoUCjw2jbLlt29xDTz3f5XIZrusimUwiGo3yDRK6zvQ5UTbfMAwW3ZQFD7rZU0a81WphYWEBe/bswYsvvsivP7taQYS4IAiCIAiCIAhrRU+L8GQyiUqlwkKRsrnk+k2imjLWNCM8WF5OWVX6IpFHzt0k1kiEB/uVAXCZObAqVHO5HAYHB1Gr1WCaJqrVKh+bSCSQTCZRLpeRyWSQyWRQLBbRbDY5s0wu5NQbrus6PM/DyMgIlpaWEA6HYds26vU6bNvGjh07sHHjRsTjcZ7DraoqO56n02nuHad55J1OB/V6HalUqiuTTN9VVUUul2Mjs+XlZR5RRk7wJITpPdPpNGKxGKLRKAzDQLVa5Yw5XRtd1/k8lDkHwK7ukUiE9x0s4acMuuu6LO5p7jq1BtTrdZw4cQK/+MUvcPr0aS5jDyLC+8KQmxSCIAiCIAiC8PoReuVDznDvvffi+uuvRzKZRKFQwB133IHx8fGuYyzLwu7duzEwMIBEIoGPfOQjPFqLmJ6exu23345YLIZCoYC77777vKLplZiamsLS0hKLPRJyJOKCIg1AVy83uaOT2A66o5MIOTtrTqKYRDedJ5gFDs6+JlFJexsYGOiaE37s2DGUSiU0Gg1Uq1VYlsVl4FRaT2ZoQ0NDUFUVmqbBMAy0Wi0MDg5idHSUz0tl6KZpYmFhAcVikUU3AJimiePHj3MmmpzXychM13V2Qs9ms9i0aRMcx8GRI0ewd+9e+L6PnTt38loI27Z59BmVmicSiS6DOapOIIGcTqeRzWb5WlJFQdCtnV5PffhUih4cB+c4DhYXF7Fv3z784z/+I6anp19y/vdL9e8L3YgAf3Wst/goCIKwnpAYKQiCcIaLEuF79uzB7t278fTTT+ORRx6Bbdu45ZZbYJomH/PlL38Zf//3f48f/ehH2LNnD+bm5vDhD3+Yn3ddF7fffjs6nQ6eeuopfO9738P999+Pb3zjGxe9eMqqUu8wCV4S4EHR5fs+YrFYlyBXFIVHfgWPIxEYNGsjYUcu5cHe8lgsxr3UNK4LWBX27XabR4glk0m4rotarYann34a3/ve9zA7O4tMJoPh4WE2J6PX0/9ULMvCkSNH0Gq1uLz7He94B971rndhdHQU0WgU8XgciUQCnudheXkZs7OzsCwLiqLAsixks1kMDw/j+PHjmJ+f56x7pVLh60i93TSebWBgANlsljP17XYbhUIBW7ZswcjICDKZDGKxGCKRSJfYtywLkUgE6XSaS/Edx8H4+DhKpRKi0SgGBweRyWSQTCZ5lBpdZ3JPp88g+Fyw599xHJw+fRpPPfUUnnzySaysrLBADxKsZhCE14v1Fh8FQRDWExIjBUEQzqD4r0GZLC0toVAoYM+ePbjxxhtRrVaRz+fxwAMP4Hd/93cBAC+++CLe9KY3Ye/evXjnO9+Jn/70p/jABz6Aubk5DA0NAQC+853v4Gtf+xqWlpa4RPnlqNVqSKfTuPrqq3metK7rbFYWLCsnEReLxRCPx3H06FEAYEd1x3GQy+VYIAf7js8WgJFIBFdccQVOnDjB/9NQVRVXXXUVTNPksmzKSp84cQIHDx5EKBRCLpfDHXfcgRtvvBF79+7F448/jnA4jPe85z0YHh7G0tISjhw5grm5OaTTaWzbtg26rmNxcRFTU1MoFAr8fldccQX3d1OZfSgU4vL3er2OarXKNxdmZ2fxjne8A2NjY3jggQdgmiaGhoY4K09l9IZhQFEUnlXe6XRQqVTgOA4ajQZM00Qul8P4+DgbvW3fvh0DAwN8I4SqA+h6P/XUUyiVSohEIigWi4hGo7jyyiu7+scp408/E1SdQJ8rCX1a16lTp3D06FHMzs5yRQMRNM+7GKQUe+1Yq2tfrVaRSqUu+XnXOj7ehA8ioqiveLwgCMLZOL6Nx/HQ6xYfAYmRgiD0JpcqPl5UJvxsqN85l8sBAJ577jnYto2bb76Zj9mxYwc2bdqEvXv3AgD27t2La6+9loMnANx6662o1Wo4fPjwed+n3W6jVqt1fQFnzMDS6TT3Kgf7u0nEAasCrlKpdDltk8EYibugARuVdluWBcuyuGe72Wx2lT3R3GwyeaOSbBKLdJOABPrs7CwLRNd1sbKyglarBcMwEI/H4XkelpaWcOjQIRw5cgSLi4vYsWMHCoUCxsbG8Pa3vx1XXnllV/bYcRzUajXU63XeB/W10yx1KtseGxtj4Uyl7bqusxt5p9OBruvck63rOjKZDJf61+t1DA0NoVAowHEczMzMYGpqCisrK6jVamg0Gmi32+zATpl0uvaUOQ86zpM5Hl1jyoJTL3ir1eJrTMZuv/rVr/DLX/4SMzMzl7T/WwT42tFv136t46MgCMJ6RmKkIAhvZF61MZvnefjSl76Ed7/73di5cycAYGFhAZqmIZPJdB07NDSEhYUFPiYYPOl5eu583HvvvfjWt751zuOdTqerN5my1STCqccb6P4HPglzggQ5nYP2F3RMD76exHpQTAd7luv1OizLgmma8DyP369cLsP3fZimiR07dsCyLIRCIZRKJe7l7nQ6ME2THdR1XcepU6eQSqWQSqWQy+Xgui73SpPQNk0Ttm3z3m3bRjQaRalUQjgcRrPZZEFOmXNFUZBIJOC6LlqtFoDVCgEaLUbroBL5hYUFZLNZZDIZZLNZDAwMoN1uo9FosOFdMplENpuFaZqYnZ3F8vIy2u02UqkU8vk8kskkzyP3PI/FPV07urb0M703lamfPHkSzz//PKampngcGyAZbGF9sR7ioyAIwnpFYqQgCG90XrUI3717Nw4dOoQnn3zyUq7nvNxzzz34yle+wr/XajVs3LgR1WqVx2sBq2Kaer3PFmRkrBaJRFhwB/u/KQMe/D14DuozNwyDR3AB4JJ2Or/neVy6TbPCaTwaGZJ5nseZZDIto3FjjuNw5rxer6NWq3GvOAA0m03Ytg1N02DbNr8XlZ6Ti7jrumi324hEIshkMqjX65xtpowylaLT2ilbT33vlmVxZrvT6SAej3MfOGXJSdTncjmuCgjOGDdNE4ZhIJFI8Pg26qmn9RB0Y4MM7prNJlc5WJaF8fFxPP/885ifn0e73T7vZ0znCX4XhMvNeoiPgiAI6xWJkYIgvNF5VSL8rrvuwsMPP4wnnngCY2Nj/Pjw8DD36wbvZC4uLmJ4eJiPeeaZZ7rOR86XdMzZ6LreVX5NkBM3iUoAbFx29hgx4EyPMZWhBw3USIgGM7EEnSsUCvGsbuodp/5xymIrioJWqwXP86DrOlRV5VFedJMgGo1C13XuK6dxYqFQiI+jOd6UeR4YGEAqlUIymUQsFuPsdtBJncaTkaN6qVTCwMAAcrkcNE3D0tISC3S6AdBoNPh96fxUnh+JRJDNZmEYBgAgm82iXq8jEolwqTjN8A7O6ibX+Xg8jlQqhWg0img0ilgsxu+vaRpUVe26gRJ0PldVlasSKpUKnn/+eRw5cgTLy8uc8ReE9ch6iY+CIAjrEYmRgiAIF9kT7vs+7rrrLjz44IN47LHHsHXr1q7nr7vuOqiqikcffZQfGx8fx/T0NHbt2gUA2LVrFw4ePIhiscjHPPLII0ilUrjmmmsuavGURQ6KORLawWw4iXBy/Q6WPQPgPmTqTQ6WoZ/PJV3TNBaMtm1zj9HS0hIqlQoAcOaaRqGpqopyuYxOp4NCoYDt27djaGgIsVgMpmly2TaNQDMMA9lsFul0mkvEN2/ejJGREc7mW5aFVqvF4p56rcnJPBwOI5FI4IorrsDWrVuhKAqL60QiwePIVFVFPB5HLBbjUnbHcaBpGkZGRpDP57knfWRkBNlsFqlUColEgoU7Ce5CoYBcLodsNotCoYChoSEMDQ1xDzrdgNA0Dbqu82cSNJgjkzVVVbG0tIRf/OIX2L9/P4rFIjqdTpcAP3vOu4hzYa1Yb/FREARhPSExUhAE4QwXlQnfvXs3HnjgATz00ENIJpPcf0MlzOl0Gp/97Gfxla98BblcDqlUCv/yX/5L7Nq1C+985zsBALfccguuueYafOpTn8J9992HhYUF/Mmf/Al279590Xcqbdtm0R3sy6bfqbSbMtkk2kmoUaaVRDg9dj4hFxx7RmKXesnpMXoPcmsnIUszr8vlMk6dOoUNGzaw47dlWajVami321BVFYZhwHVdGIaBXC6HRCKBaDSKTCbDDnxkEEfZ93A4DF3X4XkeyuUySqUSfy6apnEZuKIoaLfbiEajSKVS3KtOApjmmtMNB1oPmbWpqop8Ps97putC14LKyWlOOl1Hmv8dvEZ0wyN4E4W+k/nd4uIi9u/fj+PHj6NWq/G6CBHcwnpivcVHQRCE9YTESEEQhDNclAj/u7/7OwDATTfd1PX4d7/7XXzmM58BAPz1X/81QqEQPvKRj6DdbuPWW2/Fv//3/56PDYfDePjhh3HnnXdi165diMfj+PSnP41vf/vbF7146lUmd2/gTF8x/RyERHewfxsAl2YHjyHONnYLnp8IZqIpwxuPx6GqKvdra5oG13VRr9cxNTWFSqUCTdNw7NgxFItFxONxhMNhLvPO5/PI5/NIJBL8RX3fnU4HpVIJzWaTS+nJQbxarcKyLM44+76PcrmMgYEBFvSU+aZyenrPoGimmxn0OAloEvN0owM4U2FAvfbUe0+l8dQXT9eAqhGoDJ5ulFBW3vd9nDp1CgcPHsTExASbvgURAS6sN9ZbfBQEQVhPSIwUBEE4w2uaE75W0IxHwzDwpje9CalUqqtPm/q2yZgsHA5zNrrVaqFWq3HpMmXHSZQGx12dLbhjsRje8pa34NSpU9xfDQDxeJz70Mk1PBqNwnEcTE9Po9Fo4IorroCqqhgZGYHnebAsC+12G0ePHkW73cbg4CCSySSvJRaLsfguFAqIRCIswmu1GsrlMlzXZRMzEuHkxh4UzSToZ2ZmMD8/j2g0ynPHqVSebkpQOX40GmWhTFUF1Lfu+z50XefsNJXnB8ejKYrCewTABnpkVkdGcMEbALZto1wu4+TJkzh06BBOnjzJhnVBevBPVljHvJ5zcNcCmYErCMJr5XLMCV8rJEYKgvBauFTx8VW7o68HaC63YRjnZKeDWVyCMr8kUKkEHeguTSeCP4fD4a554ZQdjkQiSKVSXH5ODuJEMpkEsCrgqQc6mUxiaWkJp06dgmVZLFDpORrhFRT5JOpplJlt2zzDHFg1d3NdF7FYjI91XZcd1GlWN5XbUwUBZfopux0U8fR+VPJP2WrKntM1pHJzKm+na0MmdNSDb1kWz1Mn8U3XmYzkjh07hoMHD2J2dpavc5CzP2dBEARBEARBEIReoqdFOI24on5wAGymRr9TKTSwKg41TeOvxcXFrlJ0EraUIQ+KcGBVSFcqFTQaDViWhVgshmw2i2w2C03TUKvVOBNMZdW6rqPT6XB2uNVqwTAMWJaFZrOJZDKJdDqNRCLBwpZ62dPpNHK5HPdq0zgvOieZwEUiEXY0pz7u4J5VVcXKygqWl5e5ZJ7OFRyhRtnwoIt8MEtNZeYk2KPRKF/v4A0O6hkPinL6rut613PkqE4C/MCBAygWi+f0fxNUnSDZcEEQBEEQBEEQepGeFuG+76PdbnNPdtCxnMQhcMZszfM8DAwMYHh4GKFQCO12G5ZlsdM4uY2f7b4d/Hlubg6NRgOdTgfZbBZXXXUVNE3DwsICbNvm0VqapnF2mkTj6Ogo0uk0SqUSHMfhcnMSppFIBLquI5lMssM4CXcax6brOpeQUz+1YRhYXl7GysoKPM/j2dq051wuh3K5jGq1CsMwOFNONxwMw+BZ5JZlcS93o9GAqqpd5er03gDYDO7sioF2u8393XSDhOaah8NhdmGnTH2xWMTBgwdx+PBhVCqVrjaA8wluEeCC0EMoCiD/zQqCIAiCIDA9LcKBM7PCg8KMsrkkEgGw8/bo6Cjy+Tzq9ToMw+AMNtA9qxroFoCKosB1XZTLZRatmUwGg4ODLOZp1jYJ4Eaj0ZWJN00TmqZxNp3Gh1G/t6ZpyOVyyGQynImmr2DvNt18CIfDiMfj0DQNyWQS9Xqdx4upqsr78DwPmUwG8XicZ5PTfmlGeSQSgWEYPIPbtm2YpsminkzeqJqg2WxCURTEYjE+D60TWDXNi8ViXPoPnOk/j0QinMk/ffo0Dh8+jPHx8S4DtrOFOD0mCEIPoCgIGQaUeByKpgKuC89swjObgOe+8usFQRAEQRD6mJ4X4WRGRkKNMuJBMaeqKhKJBPL5PGKxGGzbhmEY7BbebDZ5RjUANiejEm0qw6YRZdFoFMlksqunmnq6o9EoO5C3Wi1UKhWkUinYto3JyUnuK1dVFcPDw4jH48jlctB1nc9Hve6WZbG7eLCEnG4ORKNR2LbNAph60UOhEAvxdruNU6dOIZ/PI51OQ1VVXh+JZurXDhq6kdEbAO7lPtvMjq41vbbT6bCgp0x9KBTi2d5kxub7PprNJo4ePYr9+/djbm6Oxf/5EPEtCD1EKIzIxlGU3r0BS9cBfqENrxlB/qkI8o9Owzk9u9YrFARBEARBWFN6XoRT5jfYAw6ADcSo7Jsy4O12m8Ul9YOTqCYxSj3cVO4d7BEPhUIsOmkmpaIoSCQSAM6M66K+8FgshtHRUUQiEZw+fRqNRoNL4im7HBwZZlkWGo0GGo0G6vU6zwwn4UqmbdFoFOFwGPPz8zBNk28q0PpoTa7rotFo8HUgYUymdJSlp+tFQjs4O5wc0skETtd1aJrG149GvtGYtVAohFqtxu9J10hRFHQ6HRSLRezdu5fLz4Oj4852pBcBLghrhKIASghKOAxFjUCJRIBwGAj9ujKlY8NvteAH2lEUVYN7wzU4fpeHv/6N+/EuvYRYSEXd6+DW0T+AuTwKfW5BsuGCIAiCILyh6XkR7jgOGo0GC8CgoZeu64jFYtiyZQtisRi2bduGcrmMiYkJLC4ucg81ZZRJfAdNykh4BmeL0xxu27ZRq9V4pFixWESpVOLxYpqmYXR0FBs2bGBhmc1m4fs+HMeBYRhIp9OIRqMsci3LgmmaPAfcMAw4joNsNotwOIxqtYpSqYSBgQEkk0m0222USiXU63UuZ282m6jVatx7Tf3fNLotWHJPJe5BozTqPQ+aqFGvOHCm+oB6welYEv/VahWhUAimafJ7kZg+efIk9u3bh1OnTnH//UsZrYkAF4TLTyiZhPfmrWhsisEcCqE15KOTd6Bl2ohFO9BVB7YbQqmYQuqghvyvLOinVuCHQ1i4eRjv/OwL+OHwY8iGYwBiAABX8ZGKtmFHQ9DXdnuCIAiCIAhrTs+LcM/zUKvVuBxc13V2BzcMA5lMBqOjo7Btm8vQa7Uaz+8mg7DgnHGgezwZZYTJ4C0UCmHDhg3I5/PsqF6v19FoNLjfeW5uDrlcDhs3bkQymYRhGNi0aRMUReE55alUCoZhAFgt+a7VaqjVamg0Gmi1WqhWqyx2R0ZG2OhsZWWFS+Rp1nan02FzNyoTD446I4M02mdQeNMccCopJ3O7UCiEdDrNz9NaSYwD6CphpzJ4Whuti67JoUOH8Mwzz2BpaYmv7/kM2ER8C8IaoCgIX7Ud43cOYvfN/wvviY8jH2ojGVIQVcJQlTBCWG2/8eDB9l0s3uzgl9ZGPFG7Gq6v4BuD/w3X6YCqxLpOveh2cGomj6unm/AlCy4IgiAIwhucnhfhZFJGjtzhcBiJRALxeBzxeBz5fJ7dvmdnZ1m0AzjH/IweA9AlZqnv2bIsRCIRLvP2fR9LS0sAVsviM5kMYrEYms0mqtUqHMeBruvIZDJcKq4oCuLxOCKRCDzPYzMyKkM3TZMz1zSqi+aHk5CmddG8cHI8V1WVzzc0NMRl8ZTNppsMQdd46tcGzpjPUTUAldZT/zndgAiei84XLEunHvhGo4FSqYRGo4Fnn30WBw4c4DFuhMz9FoT1QTiTwfgXBvHwHX+FK1QdqqICUF/qaOiKikQI2BJZwYcSPwcARBBGWAl1Hdn2bXyn9B5kntcQOnECIsEFQRAEQXij0/MiHADPpY7FYojFYjAMA8lkEoODgygUCtzf7XkeqtVq1wxtEo4AuP8ZAGeVybmcyrQp61ssFhEOh9FsNhEOh5HNZpHP51lY53I5bNu2DaOjo9zvTcKWxqPVajWYpskzw03T7MpEUyk6sJrxn5iYQCQSQSwWQzQaha7rWF5ehmmaiMVWM0+qqiKXyyEWi7E5nGEYvI/g7O5Op8OPkZs6jRYjsR+sEKDnSUTTzQBygKf3oFnhnuehUqng5z//OZefnz3/++wecEEQ1oBQGN62UfzuTU/jKjV6jpB+OcJKCGGce3zZbeKX7TT+4/zNePF/XoVNjy3DLVcv5aoFQRAEQRB6kr4Q4WSCFo1GEYvFeLY2lWg7jgPXdVGv12GaJnK5HJaWlmBZFovuYN8yZXsp0wuAy6spI+04DsrlMnRdRz6fx/DwMPds53I5bN68GWNjY7weKttWFAXNZhP1eh31eh3lchkrKytdpfAAOOtN3xVFgaqq6HQ6XBZOJfKWZSEWi3H23/d9xGIxNlCj40lI03nJkTz4vpT5puoAVVW7roHneeh0OtA0DcAZYzxN01j40/zx06dP4+c//zlOnDjBj53NS/WDC4Jw+VDUCOrbErg9vf+iBPj5qHot/KB2Be775a1I74ti4IiFzRNTcJeWxZBNEARBEAQBfSLCSUgahoF4PM4O5wMDA13jtDzPQ7FYRKfTgeu6bCZGQjzYN04ClzLRmqZ19Z3ruo54PI6hoSFkMhkWodlsFoZhYHBwsMstnFzWLcviGwTz8/M4deoUwuEwcrkcjw3zfR+GYcA0za61JxIJtFotFsNkKpdKpRCPxxGNRtl8jTLWqqqy+RoJejKYo/PYts37ojnkAM7pkafjg6X/dLzjODxOrVqt4oUXXsDPf/5zTE1NiQAXhHWOEg7DyoawIdwAkHhV53B9D0+3gc+/8EeI/q8UrnqujtDMafjVGpx2G5D/1gVBEARBEAD0iQin7GwsFkMqlUKn02FX82D5tOu6aLVaKJVKAM70QAfnb1P5NYlDEuHkmB4Oh5FMJpFOp7F582YMDQ3B8zzE43Fks1nEYjHOelPpOY0E63Q6aLVaaDQaqFQqKBaLaLVaGBsbw/DwMM/1piy1ZVlwHIcN3CizTwZttm1zxlvXdb5pQO9J/eGUSScxT33uVCIfNESjqgEavxa8dnQux3G4jJ2uCc02X1xcxPPPP4/9+/djZmamq+f8bESAC8I6QVHg6gr0V9kZ0vZt/LSZxZcf+Ti2/XcX+qFJeCsluAGDS0EQBEEQBGGVvhDhlGGm8mnDMLhMmkQkiVsSkdRvTf3LlA0nYdhut1mkhkIhznQnk0lkMhls3LgR27dvRyqVYuMyKscmqGeaMvPU922aJk6fPg3HcVAoFLBx40bkcjnYts3l3yR0l5eXYRgGZ6mDZmhk/EbvRVlo3/eRz+dZIGuahlarBQAsuoMl5tT/TuKcsuyUMQ+ObKPrRKKcKgYqlQomJibw4osv4tixY1hZWelymBcEYR3j+wh3fDT9i1Phru+h6DbxnfIN+P4jv4Wr/lsTygvjcNvt12mhgiAIgiAIvU9fifByuYxkMolwOIxMJsMl4JQ5VlW1a4QZmYRRJpey5vSl6zq7jsfjcSQSCeRyOSQSCWzcuBFDQ0PQdZ1NzIIimQzLqPy83W6jUqmg0+mgWq2iUqkgmUwim83yKDEyatM0jd+bZnXT3G/btgGA3yfo5g6AR6UlEgkYhtE1hgw4UxlAYprWTtlyEtsksINGarQnMrmjvvjFxUWcOHEC4+PjmJ2d5fnfZyPl54KwPvFdF4lZF7+0NuEqdeWCXlP1Wni2ncBfTn0UM49sxlUPLcM7dgK+3HwTBEEQBEF4WfpChAPgcuiVlRWk02lks1mk02nous6l4bFYDAMDA5zFpQwuZYMBsHGZrus831tVVWQyGUSjUQwPDyOTyWBoaAixWIxfGzRxo7JuKj2n8WOVSgXhcJjfk7LbjUaDncTL5TIAcG95IpGA7/uYn59HMpnsErEkhIPCmcreKZNPoj0onOm1wRL7YFk6PU9Z8WDPNwn2TqfD4ntychIzMzOo1WrniPYgIsAFYX3idzqIjy/jP5y6Eb+784fQlZcaTQY0vQ6O2sADpXfjxwfejqFHVWz5p0k4i0Xp+xYEQRAEQbgA+kaEU0l4KBTisVzBMWPRaBSu62JsbAzRaBSe58E0Tbiuy7O5qQw7Eokgk8kgm80iGo3y66PRKAqFAjZv3swZdxLfQYOyTqfDfen1eh3NZpOz4a7rot1uI5FIQNM0zg5Tibjv+2g0GnAcB/l8ntfdaDR4dBj1i5PQpr3Se0aj0a41UEl6KBRCpVIBgC5BHbx5QD3xwXFsJMBt20a73Ua1WsXCwgKOHj2KyclJVCoVFvcyckwQehDfhz+3iNLP3opDV/m4Tj/3ECo9/8fmNvyb8X8O77Ecdjxagn/85KrxmiAIgiAIgnBB9I0IJ6EInBkn5rou5ufn2am8Wq0ikUgglUqh2WxiYWEBnud1zfCmGePpdLqrF1tVVSSTSQwMDHQJcCpBJ3M4Esck7peXl3n2N5WnRyIRpFIpJJNJeJ7HbuxUdt5ut9FsNhEKhZDNZlkUr6yssIM6Zc9VVUUqlUI4HEar1eIyehLbZDpHPevkbE43HahvPijGqeSc9kcCu91uY2lpCRMTE5iYmMDy8jLagX98Bw3egmX5giCsf7xmExt/UsJf/s5t+P82/wNiIQ2u76HtO2j6NibsKP7fpVvx+J63YPNP2lB/+St4prnWyxYEQRAEQeg5+kaEu66LxcVFJBIJDAwMcDl3tVpFq9XC4OAgEokEotEo5ufnMTU1hWKxyOIYAHK5HAqFAovs4DgvciGn8WYkWoMl4CTCyYCtVquh1WrBNE20Wi0MDAywQ3k0GkU8HmcRrus6C2RgNVNNNw2odJ6EOfWM12o17u8mYU6CmfZAI8UikQgGBgZg/vofzcEZ4KFQiB3WqTxd13XOjDuOg0qlgmPHjuHgwYOYn59Hu93uEtjnKz2XjLgg9BC+Dxw7hV/9r3fgZ596ClsiZSy5cRy0tmJvZRv2HroCIz8L46qfT8GZX4QnM78FQRAEQRBeFX0jwqmMu9FoAFgVoYVCAYqiYGpqCqOjo9wLTnOz4/E492bHYjGe+R0KhWBZFmzbhqIoiEajSCaT0HUduVyOs9bkYN7pdLhUu9FooFQqodlswvM8WJYFXdc5s0xu7HSOdDoNVVXRbDZZGGuaxo7qtVqNTeQou69pGs8RJ1M627Z5hJhlWSiVSlwRQGX3tVqtq+RcURQ+Fwlweo1t24jH41AUBfPz89i3bx+OHTvGY8/OvvYv9ZkIgtA7eJaFrd+fx//V/ENYeR+JaQXpSRuxqSretDgJr1qTqQeCIAiCIAivkb4R4QDQarVQLpdRr9dh2zaXa1N2OpfLIR6PY2BggOdXB0vQqay73W6zsziVolN/NvVJt1qtrtFj9Xqds+K1Wg21Wo3dzQ3DQD6fR7vdxokTJ7r6vtPpdJcBHGW0KeNN64vFYiiXy9B1HZlMBgC4nN33fRbowdJxz/O4f5yc1G3bZvd3KqHvdDrcb043JarVKlzXxdLSEvbv349yucwVAy9FsLdcEITexJ04iQ1/PQOEw/BtB/BcSM5bEARBEATh0tFXIpxKr+n78vIyLMtCPB5nAbu4uMhu55qmwfd9pNNpdlInIUll2sCZHnMAnPHudDpoNBpYXl5GOBxGo9FAu91mAzbqwR4dHYWiKFheXsamTZtQKBSwsLAAx3EQjUa5t5uc1lVVxdDQEAzD4BsAqqrCtm2k02kA4BJ3WpNlWSzAgwZqNHaNnNCpPJ3K24Pl9pZlAVjtHfd9H3Nzc5icnES5XOYs+ysh4lsQ+gPfcQDJeAuCIAiCILwu9JUIB87NUIdCIeTzeaiqioWFBdTrdYyNjWF0dJRngJP4DY4qo/FdJFJp7BcJXcuyMD09jVKphGw2i2q1ilKphHa7jXQ6jZGREaRSKei6zuXn5IIenMPtOA5qtRqf3/d9FuGlUomFciqVQjweR6VSQavV6pr/TeZwJNqpf5wc0AFA13UW6wC4ND4Wi3FPuWVZmJubw9LSEhYXF7tM1wRBEARBEARBEITXTl+JcOqPrlaraDab0DQNmqYhm81C0zSEw2HkcjmMjY0hnU5ziXYkEuGsNxmK0e+WZXHPNbBa5l2pVOD7Phu7VatVWJbFbuapVIqFMJWdG4aB6elp7hFfWVnhdbXbbaysrKDVanFftqqqSKfTyOVyCIfDKJVK3HtO66Yyc9u24TgOl69TvzeJcBpxRiZrdH66GRAKhdButzEzM4PZ2VnuZxcEQRAEQRAEQRAuLX0lwoFV1+9yuYxarYZ8Po9YLIaRkREkk0kUi0UMDg5y2Xkwg0wjtQBweXaj0UCr1QKArh7y5eVlKIrC88WppzqZTCIWi0HTNDiOA0VRoOs6SqUSarUau5qHQiEcO3YMiUQCg4ODLKKpTJxmgufzeWQyGR5dRuXllN2mGeCWZaHVarHANk0TzWbznDFhlMmn8nRVVVGr1bC8vIyFhQV+j/Mh48YEQRAEQRAEQRBeOz0vws8Wh2R6Zpom0uk0NmzYgKGhIYRCIdi2zQKcnNJp1Bidp9VqscN5vV5nsVqv11mwV6tVzrZTnzWVdhuGAdd12V3cMAxkMhlYloVEIgEA3Is+OzvLDuUk2MPhMN9ISKVS8H2/y7QtOJecMv9ktEbjx1qtFme4qZ872OvueR6azSaWlpZQqVR4Nnkw+32+8WIixAVBEARBEARBEF4bPS/Cg6KQhGOr1eIZ2olEgkWxqqp8HPVah0IhuK6LdruNer2OWq2Ger3O47+C/dLAaka8VCqxoVs4HIamaYjFYgBWM/EkzIP915Zlcc93JpOBYRhoNpuoVqvIZDJcIh6Px1Gr1VCpVHi2t+d5XI5OQjwUCiEWi/ENAMdxUK/XuWedsur0npQ99zyP92maJs89f7mxYyK+BUEQBEEQBEEQLg09L8KBc7O2NCas1WpxBrnT6QAAj+ICVoUmOZpTWTb1WZPwJPFMo78ikQgSiQQSiQSi0ShnlmOxGOr1OqrVKs/6tm0bpmlyHzf1f9u2jVgshna7zUKdRLPjOFxWTn3tnU6HhXewf90wDLTbbYTDYc7o0zmoL5z6venxarWKer3OGXRxPRcEQRAEQRAEQbh89IUIJ6js2nVd1Ot1zliT+RqJUnIotyyLy7Fp1jaJchLhQREdjUbZUT0ej0NVVSiKwgKdXk/jv6LRKCzLQr1eZ+Fv2zaazSZUVUUsFut6PTmkt1otnvtt2zbPG6esPe2JZn77vs/Cn3rXaQ3BHnHTNDn7LcJaEARBEARBEATh8tM3IpxEJX2v1WqYn59Hs9lENBqFpmnsDu66LjzPQ6PRQKVSQaPRgKZpSCQSLFip55r6vnVdZwGuqio7phuGwePHqCS9Xq93CWXTNJHL5bhUnNZgGAbC4TAbvgHoyo63Wi0sLy9jcHCQx5tRqXkkEuE+brr5EIlE+Dye57FIr1ar3PdN5xYEQRAEQRAEQRAuP30hws+X1W21Wpibm8PCwgLS6XSXAKZMeL1eR6vVgm3bLG5pJBmVpVOGnFzJSeiapol6vY6BgQF2MKfxYNQ/bts2C3wyXqM55sBqObmu6yzwyT293W4jFAqh0+mgXC4jFAqdUz5O5efU2x68FjQezTRNzvbTvgVBEARBEARBEIS1oy9E+PmwbRvFYhHHjh3D0NBQVxZcVVUuzSbBHQ6HUS6X0Ww2+TFd17kHm4zWNE3jMnPqIaest+d50DQN6XQatm2zC3k+n0e73UYul+vq7U6lUohGo/yYruuIxWI80zuRSHA2ngzWKNNNJegkzCnL3W63Ua1WUS6XUa1W0el0zjvzW8zWBEEQBEEQBEEQLj99KcIp010ul3HkyBFcccUVLGgdx0GtVkO1WmVxTQ7oVJrueR4LcABwXZfdy3VdRzKZhKqq6HQ63Geuqio8z2NTN+rzVlWVz0/Zac/zMDAwgKGhIbiui5WVFRbyJMrb7TYSiQQMwwAAfg8S90GTtuDYseXlZczPz8M0zZc1XhMBLgiCIAiCIAiCcPnpSxEOgEvLZ2dnMTMzg40bN3I5erPZhOu67G7ebDZZINOMbc/zuF+bnNBDoRAajQb3gGcyGbRaLXY8d10XnU6Hx35RZppuCMzNzaHZbCISiWDDhg0wDAOVSoVHqcXj8S6X9FgshnA4DNd1EQqFEI1GeZY5vQ/dVDh9+jQmJyexuLjI2XlAMt6CIAiCIAiCIAjrib4V4cDqzO6VlRUcOHAAmqZxZpvKz2u1GmzbRiQSgWEYXZnyWq2GeDyOZDKJVCqFeDyO2dlZVCoVng+u6zpnw8n4rdVqcRaa+sx1Xcfy8jLPHk8mk2g0Gmg0GqjX6wBWe7xbrRY7s9N7kNimUWQkqh3HgWmamJubw/HjxzE9Pc2z0YOIABcEQRAEQRAEQVg/9LUIpxFjJ06cwNjYGIaGhlgIG4bB/duhUAgrKys8HgwACoUCxsbGkE6noaoqGo0GFhYWUCqVUCqVoCgKjyqj8vSgSRplw33fx7Fjx9Bqtbgv3bZtzMzMYGBgAJVKBYlEApZloVqtwrIsZDIZAMDKygqXtkciEXQ6Hc68Ly8v4/Dhw5iYmEC5XObyd5qZLuJbEARBEARBEARh/dHXIhxY7ecul8uYmpqC7/soFouIx+NIpVLYsmULu53TKDHLsqCqKlKpFBKJBDzPQ7FYhOd5XfO1qUTcsiwYhsG94FQy7jgO2u02ALBgpyw3uZfXajUuM6dsN2W6qfc7+HsoFML8/DyL71KpxNl2Et+CIAiCIAiCIAjC+qXvRTj1UE9NTXEZuKIoGBoaAgA2TaMMNrmWDwwMIJFIYHFxEaVSCbquQ9M0LgMPh8P8HrVaDY7jQNd1qKoKx3G4p9y2bRbnwKprO71vtVpFPp9HIpHA7OwsbNtGPB4HADZbA1az6o1GAysrK3juuecwPT3NbukvtWdBEARBEARBEARh/dH3IhxYzVqXSiUsLy8jFotBURQ0Gg24rovh4WEuTU8kEojFYigUCsjn8wDADuStVovFNT0OgF3UqRzcdV14ngfP81gM04xxXdcRCoWgaRri8Tg8z4NpmojH40gkElAUBZ1OB5VKBbFYDLFYDL7vY2FhAQcOHMCJEydQr9d5DefLfosAFwRBEARBEARBWL/0tQgP9kdbloXFxUUMDw/D9302RFtcXISmaahUKjBNE5lMBtlsFpqmcf84CVvLsngWOAB4ngfLsrrGkVGGPCjEabxYJBJBNBplEU0u7VSurus6fN9HpVJBu92G4zg4fvw4fvWrX6FYLHaVwwf3R3sUBEG4JITCUMJh+K4LeO4rHy8IgiAIgiBcMH0twoO90q7rol6vY3BwkEd7WZYF0zQBgHuuI5FIV6k5iWTbthGLxeC6LuLxOLuQh8NhzpDT+5EhG80W1zSNe8Jpxnen04FlWQBWxT31gzebTSwsLMA0TVSrVUxNTXHW/nz7EwRBuFQokQjCGzdg6b2jaIwpGDzoIPGLSbgrJeDseKMoUCIqlHAIvuvBtztrs2hBEARBEIQeo69FONAtVGkeeCgUQr1eZxO2eDyObDaLaDSKRCIBYHW8WafTgW3bSKfTSCQScF0Xqqpyn3k4HGbHc8p8RyIRKIqCSCTCJeWe53FvOJWx07E0cxwAGo0GZmZmMDExwU7pL9f7LQiCcKlQIhF0/vnbMP0ZB3+48zFcHZ3Hf5rfhemRqzD8xApwegFey4IS1aGMDaP25hwq28Owkz6iKwoKz7egHp4+v2AXBEEQBEEQmNDFHHzvvffi+uuvRzKZRKFQwB133IHx8fGuY2666SZ2CqevL3zhC13HTE9P4/bbb+f+67vvvptLul8vyGHcNE2oqsr92O12mwUz9Wy7rgvHcXhe98jICAYGBmAYBjzPQ7vd5nOZpnlOmXg4HO4S6ORwHg6Huew8Ho9jcHAQmUwGqqqiVqvhxIkTGB8fx8LCAmq1GizLOkeAiwu6IKxPejk+AgCUEJqFCP7v6x7C/5H7Fe6IV/DXW/473vXZ5zHxpwYm734zFj/3G5j54rUY/3oC2756FP/77/9PfONf/BCf/Ow/wvvTFRz/P6+C9+63QtH113+9giD0FD0fIwVBEC4hF5UJ37NnD3bv3o3rr78ejuPg61//Om655RYcOXKEXb0B4HOf+xy+/e1v8++xWIx/dl0Xt99+O4aHh/HUU09hfn4ev//7vw9VVfHnf/7nl2BLL43neWg2m9A0jZ3LVVWF67owTROKorDRmqIosCwL4XCYR4h1Oh2USiU+F/WIk9kaZbUdx+HzUg+553nQdR2GYUDXdei6jmg0imazidOnT+PkyZOYn59HpVJBp9Nd1nn2CDIS9YIgrB96PT76rovE6Q6mOoNQE0WElRC2qgn86+Gf4fcHn8Tzb92C460hpCIW/lnyCK5Vm0iEdISgwEMRH0v9Co+NbcG/HvsANv/HNyOy9zD8X49pFARB6PUYKQiCcClR/Neg5paWllAoFLBnzx7ceOONAFbvYr7tbW/D3/zN35z3NT/96U/xgQ98AHNzczwm7Dvf+Q6+9rWvYWlpiU3PXo5arYZ0On1RayURaxgGrrrqKmQyGYTDYRbPVE4OrAb8VCoFVVWRTqeRSqXQaDQwOTmJiYkJhEIhznKTQKbxZKFQiN3QSexrmoZoNIpMJoNkMsmifmlpCVNTU5iamsLS0hKazWaXq/rLZb1FhAvCpaFarSKVSl3y8651fLwJH0REUS9qzZHhIYx/dRs+ccsT+ExmH8YiBlRl1SPD9T14WI079NjZuL6Hp9vAp35yJ3b8TRHuiWkxdhOEHsTxbTyOh163+Aj0ZowUBEG4VPHxosrRz6ZarQIAcrlc1+Pf//73MTg4iJ07d+Kee+5Bs9nk5/bu3Ytrr72WgycA3HrrrajVajh8+PB536fdbqNWq3V9XQxBMdtutzEzM4O5uTlUq1UW06ZpolwuY3Z2Fi+++CIOHDiAqakpLC8vY3Z2FvPz83BdF7Zto9FosKka4TgObNuG4zj8Rb9TL3kymUQoFEKj0cDExASef/557N+/HzMzM2g0Gl0CHDi/0BbxLQi9Qa/ExyBOcRlX/ucK/vsP3ouPHvoD/KA+hHmnAdt3EVZCUJXwSwpwAAgrIbxTB+666RGU3jmEcC4DSAuNIAjnoRdjpCAIwqXiVRuzeZ6HL33pS3j3u9+NnTt38uMf//jHsXnzZoyOjuLAgQP42te+hvHxcfz4xz8GACwsLHQFTwD8+8LCwnnf695778W3vvWtV7tUxvd9nhler9c58CeTSTiOg2azyb3YiqLANE1YlsXjyiKRCEzThOM4iEajfF5ySAfAPUwkvjVNg67rcBwHpVIJlUoF8/PzOHXqFEqlEmzbfllhLUJcEHqPXoyPqwt34R14EZumUmi9cCW+fcvv4uEbjuMPh5/Eb+glZEMGwsrL37sNKyF8Mn0Q3/nAe6DVtyPxdBju0opkxAVBYHo2RgqCIFwiXrUI3717Nw4dOoQnn3yy6/HPf/7z/PO1116LkZERvO9978Pk5CS2b9/+qt7rnnvuwVe+8hX+vVarYePGjRf8+rNFq+/76HQ6KBaLME0TAwMDyGQy6HQ68DyPM+f1eh2tVguRSATtdhuhUIi/05gzYFWE02uC480A8GtM08TS0hKbrgVL2aXHWxD6i16Kj+fg+3ArVWiPvICrfzWI2RuvxJ3/2zZ88B0v4Pey+/AmrYV0yHjZUxTCcTz4zv+Aj0X/EI6xDdk9ITiLSyLEBUEA0OMxUhAE4RLwqkT4XXfdhYcffhhPPPEExsbGXvbYG264AQAwMTGB7du3Y3h4GM8880zXMYuLiwCA4eHh856DjMwuNZ7nodFooNlsYnl5mXu4o9Eo4vE4IpEILMvi0nLf91ksk+maoihszhYOhxGJRBAKhfjYZrOJSqWC5eVllMtlFt+EiG9B6C/6JT7Cc+EsLCL54xVc88wonnrv9Xj4lmvxubc8iQ+l9mNzRIP+Mv2Ub9YM/OQd/w8+GfskVsJbkPsnD25xScaXCcIbnL6JkYIgCK+Bi+oJ930fd911Fx588EE89thj2Lp16yu+Zv/+/QCAkZERAMCuXbtw8OBBFItFPuaRRx5BKpXCNddcczHLuSRQiXqj0UC5XEa1WkWn00EotHppIpEI4vE4NE3j0nJFUbr6vcnUrd1uo91uw7IsmKaJlZUVTE1N4fjx4ygWi69Yei4IQu/Sj/ERAHzHgXNqGrkHnsNVf1bFj/7mZnzwmS/gB/UNONppYtppYN5pYNk1UfVaaHgWml4Hbd/GUNjAd6/+z+h8tIzqe7chnMmsyR4EQVh7+jVGCoIgvBouyh39i1/8Ih544AE89NBDuPrqq/nxdDoNwzAwOTmJBx54AL/927+NgYEBHDhwAF/+8pcxNjaGPXv2AFjNIL/tbW/D6Ogo7rvvPiwsLOBTn/oU/uiP/uiCx0tcqDv6qy3zJkdzcjyn80SjUWSzWdRqNTQaDRbqlAUPh8PsnF6v19FoNGDb9kW/vyAIl49L5f673uLj6+X8q+g6QhtHUbluCOUdIXQyHrykAy3ZQTbZRCHewFC0jtFoBYORBvKRGlbcBP7NgX+Gwo8MJP/hEDzTvOTrEgTh0vF6uKO/UWKkIAj9zaWKjxclwl9qZNZ3v/tdfOYzn8HMzAw++clP4tChQzBNExs3bsSHPvQh/Mmf/EnXIqempnDnnXfi8ccfRzwex6c//Wn8xV/8BSKRC6uOr1aryFzGjAr1bSuKAlVV2cWcRLiiKFyG7rouOp2OiG9B6BEqlcpFjzw8H+stPr4Hv40IXsd/YCoKlHAYCIehhENQIhEgEoGiaUBUgx/V4cVUuDEVdiwCxQOM2Tq8iSn4duf1W5cgCK8ZBzaexE8uWXwE3oAxUhCEvuRSxcfXNCd8rTh9+rSYagiCcEmYmZl5xb7EXkLioyAIl4p+i48AcOLEiVdt8iYIgkC81vjYkyLc8zyMj4/jmmuuwczMzCUrlVpryLFT9rT+6cd99eOegJfel+/7qNfrGB0d5aqWfkDiY2/Rj/vqxz0B/bmvN1p8BFarn7LZLKanpy9Zln898Eb6++xl+nFPQH/u6/WOj696RNlaEgqFsGHDBgBAKpXqmw+bkD31Dv24r37cE3D+ffXTP8AIiY+9ST/uqx/3BPTnvt4o8REA/6M5nU733ecIvHH+PnudftwT0J/7er3iY3/d3hQEQRAEQRAEQRCEdYyIcEEQBEEQBEEQBEG4TPSsCNd1Hd/85jeh6/paL+WSIXvqHfpxX/24J6B/9/Vy9OOe+3FPQH/uqx/3BPTnvvpxT69Ev+65H/cle+od+nFfr/eeetKYTRAEQRAEQRAEQRB6kZ7NhAuCIAiCIAiCIAhCryEiXBAEQRAEQRAEQRAuEyLCBUEQBEEQBEEQBOEyISJcEARBEARBEARBEC4TIsIFQRAEQRAEQRAE4TLRkyL8b//2b7FlyxZEo1HccMMNeOaZZ9Z6SRfMn/3Zn0FRlK6vHTt28POWZWH37t0YGBhAIpHARz7yESwuLq7his/PE088gd/5nd/B6OgoFEXB//gf/6Pred/38Y1vfAMjIyMwDAM333wzjh8/3nVMqVTCJz7xCaRSKWQyGXz2s59Fo9G4jLvo5pX29JnPfOacz+62227rOma97enee+/F9ddfj2QyiUKhgDvuuAPj4+Ndx1zI39z09DRuv/12xGIxFAoF3H333XAc53JupYsL2ddNN910zuf1hS98oeuY9bavS0Evx0egP2JkP8ZHoP9ipMTHN158BHo7Rkp8XGU9xRGi3+Ij0J8xcj3Fx54T4f/1v/5XfOUrX8E3v/lNPP/883jrW9+KW2+9FcVica2XdsG8+c1vxvz8PH89+eST/NyXv/xl/P3f/z1+9KMfYc+ePZibm8OHP/zhNVzt+TFNE29961vxt3/7t+d9/r777sO//bf/Ft/5znewb98+xONx3HrrrbAsi4/5xCc+gcOHD+ORRx7Bww8/jCeeeAKf//znL9cWzuGV9gQAt912W9dn94Mf/KDr+fW2pz179mD37t14+umn8cgjj8C2bdxyyy0wTZOPeaW/Odd1cfvtt6PT6eCpp57C9773Pdx///34xje+sRZbAnBh+wKAz33uc12f13333cfPrcd9vVb6IT4CvR8j+zE+Av0XIyU+vrHiI9AfMVLi4/qKI0S/xUegP2PkuoqPfo/xm7/5m/7u3bv5d9d1/dHRUf/ee+9dw1VdON/85jf9t771red9rlKp+Kqq+j/60Y/4saNHj/oA/L17916mFV48APwHH3yQf/c8zx8eHvb/8i//kh+rVCq+ruv+D37wA9/3ff/IkSM+AP+Xv/wlH/PTn/7UVxTFn52dvWxrfynO3pPv+/6nP/1p/4Mf/OBLvma978n3fb9YLPoA/D179vi+f2F/cz/5yU/8UCjkLyws8DF/93d/56dSKb/dbl/eDbwEZ+/L933/ve99r/+v/tW/esnX9MK+LpZej4++338xsh/jo+/3Z4yU+HiGXtjXq6HXY6TEx/UfR3y/P+Oj7/dnjFzL+NhTmfBOp4PnnnsON998Mz8WCoVw8803Y+/evWu4sovj+PHjGB0dxbZt2/CJT3wC09PTAIDnnnsOtm137W/Hjh3YtGlTT+3v5MmTWFhY6NpHOp3GDTfcwPvYu3cvMpkMfuM3foOPufnmmxEKhbBv377LvuYL5fHHH0ehUMDVV1+NO++8EysrK/xcL+ypWq0CAHK5HIAL+5vbu3cvrr32WgwNDfExt956K2q1Gg4fPnwZV//SnL0v4vvf/z4GBwexc+dO3HPPPWg2m/xcL+zrYuiX+Aj0d4zs5/gI9HaMlPjYv/ER6J8YKfFxfceRl6OX4yPQnzFyLeNj5DWu/bKyvLwM13W7Ng0AQ0NDePHFF9doVRfHDTfcgPvvvx9XX3015ufn8a1vfQu/9Vu/hUOHDmFhYQGapiGTyXS9ZmhoCAsLC2uz4FcBrfV8nxM9t7CwgEKh0PV8JBJBLpdbt3u97bbb8OEPfxhbt27F5OQkvv71r+P9738/9u7di3A4vO735HkevvSlL+Hd7343du7cCQAX9De3sLBw3s+SnltrzrcvAPj4xz+OzZs3Y3R0FAcOHMDXvvY1jI+P48c//jGA9b+vi6Uf4iPQ/zGyX+Mj0NsxUuJjf8dHoD9ipMRHiY9rRT/GyLWOjz0lwvuB97///fzzW97yFtxwww3YvHkzfvjDH8IwjDVcmfBK/N7v/R7/fO211+Itb3kLtm/fjscffxzve9/71nBlF8bu3btx6NChrv6xfuCl9hXso7r22msxMjKC973vfZicnMT27dsv9zKFC0RiZO/SyzFS4qPEx15A4mPv0svxEejPGLnW8bGnytEHBwcRDofPcd1bXFzE8PDwGq3qtZHJZHDVVVdhYmICw8PD6HQ6qFQqXcf02v5orS/3OQ0PD59jhOI4DkqlUs/sddu2bRgcHMTExASA9b2nu+66Cw8//DB+9rOfYWxsjB+/kL+54eHh836W9Nxa8lL7Oh833HADAHR9Xut1X6+GfoyPQP/FyDdKfAR6J0ZKfOz/+Aj0Z4yU+LjKeogjF0uvxEegP2PkeoiPPSXCNU3Dddddh0cffZQf8zwPjz76KHbt2rWGK3v1NBoNTE5OYmRkBNdddx1UVe3a3/j4OKanp3tqf1u3bsXw8HDXPmq1Gvbt28f72LVrFyqVCp577jk+5rHHHoPnefzHvt45ffo0VlZWMDIyAmB97sn3fdx111148MEH8dhjj2Hr1q1dz1/I39yuXbtw8ODBrv85PPLII0ilUrjmmmsuz0bO4pX2dT72798PAF2f13rb12uhH+Mj0H8x8o0SH4H1HyMlPp6h3+Mj0J8xUuLjKhIfXx/6MUauq/h4kSZya85/+S//xdd13b///vv9I0eO+J///Of9TCbT5VC3nvnqV7/qP/744/7Jkyf9X/ziF/7NN9/sDw4O+sVi0fd93//CF77gb9q0yX/sscf8Z5991t+1a5e/a9euNV71udTrdf+FF17wX3jhBR+A/1d/9Vf+Cy+84E9NTfm+7/t/8Rd/4WcyGf+hhx7yDxw44H/wgx/0t27d6rdaLT7Hbbfd5r/97W/39+3b5z/55JP+lVde6X/sYx9bqy297J7q9br/x3/8x/7evXv9kydP+v/0T//kv+Md7/CvvPJK37KsdbunO++800+n0/7jjz/uz8/P81ez2eRjXulvznEcf+fOnf4tt9zi79+/3/+Hf/gHP5/P+/fcc89abMn3/Vfe18TEhP/tb3/bf/bZZ/2TJ0/6Dz30kL9t2zb/xhtv5HOsx329Vno9Pvp+f8TIfoyPvt9/MVLi4xsrPvp+78dIiY+rrKc4QvRbfPT9/oyR6yk+9pwI933f/3f/7t/5mzZt8jVN83/zN3/Tf/rpp9d6SRfMRz/6UX9kZMTXNM3fsGGD/9GPftSfmJjg51utlv/FL37Rz2azfiwW8z/0oQ/58/Pza7ji8/Ozn/3MB3DO16c//Wnf91fHTPzpn/6pPzQ05Ou67r/vfe/zx8fHu86xsrLif+xjH/MTiYSfSqX8P/iDP/Dr9foa7GaVl9tTs9n0b7nlFj+fz/uqqvqbN2/2P/e5z53zP+71tqfz7QeA/93vfpePuZC/uVOnTvnvf//7fcMw/MHBQf+rX/2qb9v2Zd7NGV5pX9PT0/6NN97o53I5X9d1/4orrvDvvvtuv1qtdp1nve3rUtDL8dH3+yNG9mN89P3+i5ESH9948dH3eztGSnxcZT3FEaLf4qPv92eMXE/xUfn1ggRBEARBEARBEARBeJ3pqZ5wQRAEQRAEQRAEQehlRIQLgiAIgiAIgiAIwmVCRLggCIIgCIIgCIIgXCZEhAuCIAiCIAiCIAjCZUJEuCAIgiAIgiAIgiBcJkSEC4IgCIIgCIIgCMJlQkS4IAiCIAiCIAiCIFwmRIQLgiAIgiAIgiAIwmVCRLggCIIgCIIgCIIgXCZEhAuCIAiCIAiCIAjCZUJEuCAIgiAIgiAIgiBcJv5/QGpleSxI5skAAAAASUVORK5CYII=\n" 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