{"cells":[{"cell_type":"code","source":"import pandas as pd\nimport numpy as np\n#para montar en drive\nfrom google.colab import drive\nimport os\ndrive.mount('/content/gdrive')\n# Establecer ruta de acceso en drive\nimport os\nprint(os.getcwd())\nos.chdir(\"/content/gdrive/My Drive\")","metadata":{"id":"u_Tu7qpf7dVA","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"0f4dbd760843443f8ee0f5da5141a9ee","outputId":"7f678a76-e362-479b-873e-acb426df94bc","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":2490,"user_tz":300,"timestamp":1642259800620},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stdout","text":"Drive already mounted at /content/gdrive; to attempt to forcibly remount, call drive.mount(\"/content/gdrive\", force_remount=True).\n/content/gdrive/My Drive\n"}],"execution_count":9},{"cell_type":"markdown","source":"# Arbol de decision","metadata":{"id":"0Kd8ywa5Po-1","cell_id":"633a032ea7fa415c97a6bdfca5332ef1","deepnote_cell_type":"markdown"}},{"cell_type":"code","source":"from matplotlib import pyplot as plt\nfrom sklearn import datasets\nfrom sklearn.tree import DecisionTreeClassifier \nfrom sklearn import tree\n# Cargar los datos\niris = datasets.load_iris()\nX = iris.data\ny = iris.target\n# ajustar arbol de decisión simple con hiperparametros (defecto)\nclf = DecisionTreeClassifier(random_state=1234)\nmodel = clf.fit(X, y)\n# Graficando\nfig = plt.figure(figsize=(18,10))\n_ = tree.plot_tree(clf,feature_names=iris.feature_names,  \n                   class_names=iris.target_names,\n                   filled=True)","metadata":{"id":"Bls2UI49PqwQ","colab":{"height":575,"base_uri":"https://localhost:8080/"},"cell_id":"b642589e1dd64eb7bf099318df48d76d","outputId":"43d8d492-3bed-441a-b7e8-586f61f96968","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":1358,"user_tz":300,"timestamp":1642258788208},"deepnote_cell_type":"code"},"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 1296x720 with 1 Axes>"},"metadata":{"needs_background":"light"}}],"execution_count":2},{"cell_type":"code","source":"pip install dtreeviz","metadata":{"id":"Y5Z4o6tdQghB","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"f477ce33041645cd8a03ee7e0f741afb","outputId":"004e5d09-e81c-40b2-db72-f8f9d831c261","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":5985,"user_tz":300,"timestamp":1642258901040},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stdout","text":"Collecting dtreeviz\n  Downloading dtreeviz-1.3.2.tar.gz (62 kB)\n\u001b[?25l\r\u001b[K     |█████▎                          | 10 kB 24.2 MB/s eta 0:00:01\r\u001b[K     |██████████▌                     | 20 kB 28.8 MB/s eta 0:00:01\r\u001b[K     |███████████████▉                | 30 kB 33.6 MB/s eta 0:00:01\r\u001b[K     |█████████████████████           | 40 kB 32.3 MB/s eta 0:00:01\r\u001b[K     |██████████████████████████▍     | 51 kB 34.1 MB/s eta 0:00:01\r\u001b[K     |███████████████████████████████▋| 61 kB 26.0 MB/s eta 0:00:01\r\u001b[K     |████████████████████████████████| 62 kB 696 kB/s \n\u001b[?25hRequirement already satisfied: graphviz>=0.9 in /usr/local/lib/python3.7/dist-packages (from dtreeviz) (0.10.1)\nRequirement already satisfied: pandas in /usr/local/lib/python3.7/dist-packages (from dtreeviz) (1.1.5)\nRequirement already satisfied: numpy in /usr/local/lib/python3.7/dist-packages (from dtreeviz) (1.19.5)\nRequirement already satisfied: scikit-learn in /usr/local/lib/python3.7/dist-packages (from dtreeviz) (1.0.2)\nRequirement already satisfied: matplotlib in /usr/local/lib/python3.7/dist-packages (from dtreeviz) (3.2.2)\nCollecting colour\n  Downloading colour-0.1.5-py2.py3-none-any.whl (23 kB)\nRequirement already satisfied: pytest in /usr/local/lib/python3.7/dist-packages (from dtreeviz) (3.6.4)\nRequirement already satisfied: pyparsing!=2.0.4,!=2.1.2,!=2.1.6,>=2.0.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib->dtreeviz) (3.0.6)\nRequirement already satisfied: python-dateutil>=2.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib->dtreeviz) (2.8.2)\nRequirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.7/dist-packages (from matplotlib->dtreeviz) (1.3.2)\nRequirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.7/dist-packages (from matplotlib->dtreeviz) (0.11.0)\nRequirement already satisfied: six>=1.5 in /usr/local/lib/python3.7/dist-packages (from python-dateutil>=2.1->matplotlib->dtreeviz) (1.15.0)\nRequirement already satisfied: pytz>=2017.2 in /usr/local/lib/python3.7/dist-packages (from pandas->dtreeviz) (2018.9)\nRequirement already satisfied: pluggy<0.8,>=0.5 in /usr/local/lib/python3.7/dist-packages (from pytest->dtreeviz) (0.7.1)\nRequirement already satisfied: more-itertools>=4.0.0 in /usr/local/lib/python3.7/dist-packages (from pytest->dtreeviz) (8.12.0)\nRequirement already satisfied: setuptools in /usr/local/lib/python3.7/dist-packages (from pytest->dtreeviz) (57.4.0)\nRequirement already satisfied: attrs>=17.4.0 in /usr/local/lib/python3.7/dist-packages (from pytest->dtreeviz) (21.4.0)\nRequirement already satisfied: atomicwrites>=1.0 in /usr/local/lib/python3.7/dist-packages (from pytest->dtreeviz) (1.4.0)\nRequirement already satisfied: py>=1.5.0 in /usr/local/lib/python3.7/dist-packages (from pytest->dtreeviz) (1.11.0)\nRequirement already satisfied: scipy>=1.1.0 in /usr/local/lib/python3.7/dist-packages (from scikit-learn->dtreeviz) (1.4.1)\nRequirement already satisfied: threadpoolctl>=2.0.0 in /usr/local/lib/python3.7/dist-packages (from scikit-learn->dtreeviz) (3.0.0)\nRequirement already satisfied: joblib>=0.11 in /usr/local/lib/python3.7/dist-packages (from scikit-learn->dtreeviz) (1.1.0)\nBuilding wheels for collected packages: dtreeviz\n  Building wheel for dtreeviz (setup.py) ... \u001b[?25l\u001b[?25hdone\n  Created wheel for dtreeviz: filename=dtreeviz-1.3.2-py3-none-any.whl size=67935 sha256=480b16be5581347fb6c82165aa7176d807483284aff3b16830ae14cd71a21943\n  Stored in directory: /root/.cache/pip/wheels/9d/29/a1/f2ad20de79875e749330d5c6234fc5f517991fcaa23d7a3d0f\nSuccessfully built dtreeviz\nInstalling collected packages: colour, dtreeviz\nSuccessfully installed colour-0.1.5 dtreeviz-1.3.2\n"}],"execution_count":3},{"cell_type":"code","source":"from dtreeviz.trees import dtreeviz \n# Una forma diferente de ver el arbol\nviz = dtreeviz(clf, X, y,\n                target_name=\"target\",\n                feature_names=iris.feature_names,\n                class_names=list(iris.target_names))\n\n\nviz.save(\"decision_tree.svg\") # Guardar la imagen\nviz","metadata":{"id":"4oIXXpAdQhnq","colab":{"height":607,"base_uri":"https://localhost:8080/"},"cell_id":"e52f34b1ad0841569cd722f34103cd78","outputId":"b312b829-d4db-4ac5-cc52-4152d1a41798","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":2797,"user_tz":300,"timestamp":1642259144289},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n  return array(a, dtype, copy=False, order=order)\n"},{"output_type":"execute_result","data":{"text/plain":"<dtreeviz.trees.DTreeViz at 0x7fa3f0e0ee10>","image/svg+xml":"<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" height=\"532.0\" viewBox=\"0.0 0.0 567.5 532.0\" width=\"568.0\">\n<g class=\"graph\" id=\"graph0\" transform=\"scale(1.0 1.0) rotate(0) translate(4 528)\">\n<title>G</title>\n<polygon fill=\"#ffffff\" points=\"-4,4 -4,-528 563.5,-528 563.5,4 -4,4\" stroke=\"transparent\" />\n<g class=\"cluster\" id=\"clust9\">\n<title>cluster_legend</title>\n</g>\n\n<g class=\"node\" id=\"node1\">\n<title>node4</title>\n<svg height=\"69px\" preserveAspectRatio=\"xMinYMin meet\" version=\"1.1\" viewBox=\"0 0 201.32 92.851875\" width=\"151px\" x=\"4.5\" y=\"-211.5\">\n <defs>\n  <style type=\"text/css\">\n*{stroke-linecap:butt;stroke-linejoin:round;}\n  </style>\n 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pandas as pd\nfrom sklearn import datasets, neighbors\nfrom mlxtend.plotting import plot_decision_regions\ndef knn_comparison(data, k): # funcion de comparacion\n x = data[['X','Y']].values # Extraccion de columns\n y = data['class'].astype(int).values # Clase y como int\n clf = neighbors.KNeighborsClassifier(n_neighbors=k) #algoritmo\n clf.fit(x, y)# Graficar la region de decision\n plot_decision_regions(x, y, clf=clf, legend=2)# Añadir anotaciones\n plt.xlabel('X')\n plt.ylabel('Y')\n plt.title('Knn with K='+ str(k))\n plt.show()\n# Cargar y aplicar funcion\ndata1 = pd.read_csv('ushape.csv')\nfor i in [1,5,20,30,40,80]: # Para diferentes valores de k (Knn)\n    knn_comparison(data1, i)","metadata":{"id":"Vd8Ed-kwT8yn","colab":{"height":1000,"base_uri":"https://localhost:8080/"},"cell_id":"dc468767538641be93da35a72375a576","outputId":"18f1e653-3a80-4a82-82ea-85bcd554cd12","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":26011,"user_tz":300,"timestamp":1642259963149},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}}],"execution_count":13},{"cell_type":"code","source":"# Data concentrica\ndata2 = pd.read_csv('concertriccir2.csv')\nfor i in [1,5,20,30,40,60]:\n    knn_comparison(data2, i)","metadata":{"id":"lyJt0lFxVNxi","colab":{"height":1000,"base_uri":"https://localhost:8080/"},"cell_id":"d914b3a1854b4311aa324394257df185","outputId":"28023392-7915-42fc-c5b9-efe0a9626012","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":26069,"user_tz":300,"timestamp":1642260165195},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAYAAAAEWCAYAAABv+EDhAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nOydd3iUVfbHP/edmkkmPRA6hBI6IogdkaZgFEFEAcWyNhT7b3XR1bWt7OqKCgiIFVBAEBQNIk1ABZUqAtIEhBBIGVInk+n398dkQipNYBJyP8+TB/LW874zud97zzn3XCGlRKFQKBR1Dy3UBigUCoUiNCgBUCgUijqKEgCFQqGooygBUCgUijqKEgCFQqGooygBUCgUijqKEgCF4iQRQjQVQtiFELrjHCOFEK3OpV0KxemiBEBRYxFC/CmE6Fvm91uFELlCiKtCYY+U8qCUMkJK6SuxZ5UQ4p7TvZ4Q4gUhxCdlfm8khNgphJgghBCncJ3XhBBpQogCIcQBIcQzFfZfIITYKIRwlPx7wenarDi/UAKgqBUIIe4A3gGuk1KuDrU9ZxohRDPge+ArKeUj8tRmaH4AtJVSRgKXASOFEENKrmsEFgKfADHAdGBhyXZFHUcJgKLGI4S4H3gDuEZKubZkW/MSd8sdQoiDQgibEOLZMue8IISYK4SYIYQoFEJsF0J0r+b6LwohJpb83yCEKBJCvF7ye5gQwimEiC1zT70Q4t/AlcCkErfQpDKX7CuE2COEyBNCvHOi3rwQoiWBxv9TKeVTp/p+pJS7pJRFZTb5gaAbqhegB96SUrqklBMAAfQ+1fsozj+UAChqOqOBl4A+UsoNVey/AkgG+gDPCyHaldl3AzAHiAa+AiZVPh2A1QQaSoCLgAygZ8nvlwK7pJQ5ZU+QUj4L/ACMKXELjSmzO6XkOp2BYcA1x3m+JAKN/7tSyufL7hBCTC4Rkap+fqtw7D+EEHbgEBAOzCrZ1QH4rcKI4reS7Yo6jhIARU2nH/AzsLWa/S9KKYullFuALUCXMvt+lFJ+U+Kzn1lhX1l+AloLIeIINPwfAI2EEBHAVQQE4lT4j5QyT0p5EFgJHM/n3pFAg/1ZxR1SygellNHV/HSucOx/ACtwIYFnzS/ZFVHm/0HyS45V1HGUAChqOqOBNsD71bhSMsr830Ggwatun1kIoa94ASllMbCBQGPfk0CDvxa4nNMTgOPZVJGvgA+B70riAKeNDLAZKAZeLNlsByIrHBoJFP6VeynOD5QAKGo6mQTcO1cCk8/ifVYT8It3BdaX/H4N0IOAi6YqzkgpXSnlE0AqARFoFNwuhJhaEl+o6mf7cS6pB1qW/H870LmCeHYu2a6o4ygBUNR4pJSHCYjAtUKIN8/SbVYDo4DfpZRuYBVwD7BfSpldzTmZBHz4Z4IxBNxFK4QQ9QGklA+UxBeq+ukAIITQhBD3CyFiRIAewEPAipLrrgJ8wCNCCJMQIhir+O4M2a2oxSgBUNQKSvzpvYGhQohxZ+EWa4EwjvX2fwecVN/7B3i7xJ5cIcSEv3LzkiDtfcA6YLkQIv4UTh8M7CXg1vkEmFjyQ4mY3UhA3PKAu4EbS7Yr6jhCLQijUCgUdRM1AlAoFIo6ihIAhUKhqKMoAVAoFIo6ihIAhUKhqKNUmhRTk1m5M0tFrBUKheIUiLYY6No0psp6VLVKAP7IsofaBIVCoahVJEaZ6do0psp9ygWkUCgUdRQlAAqFQlFHUQKgUCgUdZRaFQOoCoEkyuDHrINTWEXvnCGlxOmDfI+GpObZp1Ao6i61XgCiDH6iw834hR5qoAAgJWbphSIneZ5q1xJXKBSKc06tdwGZddTcxh9ACPxCj1m1/QqFooZR6wVACFFzG/8gQtRI95RCoajb1CoByDuaFWoTFAqF4ryhVgnAzs/+je3IQWpiCesNP37H366/grsGXspn708MtTkKhUJxQkIqAEKIx4UQ24UQ24QQs4UQ5uMdP2V0b/Z9OZ792zfhcbnOlZknxOfz8c6/n+GVyZ8ybeFqVi3+kgN7d4XaLIVCoTguIcsCKln79BGgvZSyWAgxF7gV+Li6c4wGPZNH92be98v4+t1PuOTulyAs/KTv+eioweQXFFTaHhUZydszvjjlZwiya+tmGjRtToMmgTW9rxowiJ9WLqFZy+TTvqZCoVCcbUKdBqoHwoQQHsACHD7RCQa9jhG9O3FNtyT+b/rzaL1SaH3ZdQjtxIOZ/IICWt83qdL2PdPGVHH0yXM0K4OExNK1vImv34Bdv23+S9dUhI5xY4ZjtxdW2h4RYWXspNkhsEihODuETACklOlCiP8BB4FiYKmUcmnF44QQ9xFYK5V3n7qF+wZdDkBcVDgfPdKX7XYjP6z4GH9UU1r26HsOn0BxvmK3F5J0T+U4zr73Hw6BNQrF2SNkMQAhRAwwCGgBNATChRC3VTxOSjlNStldStk92PiXpVFcJA9c24kLo+1s++5zbOn7z7rtFYmrl0h2Rnrp77bMI8TVTzzndigUCsWpEMogcF9gv5QyW0rpARYAl53uxS5p14i7L6mH8eAati+dRf7RjDNm6IlI7ngBhw/sJ+PQQTweN6sXL+SSXtecs/srFArF6RDKGMBB4BIhhIWAC6gPsOGvXDDGGsbNVyTj8/l5d0kq7o59iU1sjE53dh9Tp9fz4DOv8uwDw/H7fPQffCvNW6kAsEKhqNmEMgbwixDic2AT4AU2A9POxLV1Oo37r+3M8s2/8NumZUS3vJAmbbsSFRlZZcA3KjLyL9+zR88+9OjZ5y9fR6FQKM4VIc0CklL+C/jX2bi2ThNc0y2Jqzp52JWWztKlO3jzo8/RdKooj+L4RERYqwz4RkRYQ2CNQnH2CHUa6FnHbDTQpWUD4qLCWbhiBkQ2pFm3XhgMplCbpqihqFRPRV2hVpWC+Cs0jo/koQEduaqxj0PfzSB9l8rTVygUdZs6IwBBOjZL4IGBFxBfuJOtS2eTl51+4pMUCoXiPOS8dwFVxw0Xt8Lnl8z+fgXbN0LLnkMwWyJCbZZCoVCcM+qsAEAgUHxbr3YUOd1M+XYW0W0vp2FS8llPG1UoFIqaQJ1zAVVFuNnImIEd6artZkvqR/z564+ndP745x7nlqs6cv/gXmfHQIVCoTgLKAEowWw00K1NY8YOuYCLovLY9WMqkpNbd6DfoGG8MmXWWbZQoVAozix1UgBsuQXcNOYljuZVLg0NcGGr+vRurrF38Xuk/b7+hNfr1P1SrFExZ9pMhUKhOKvUSQGYsWAJuel/MH3+kmqP6dgsgYdSutLQtY8tS+eQm3HwHFqoUCgUZ586JwC23AJSl61kypD6pC5bWe0oIMjA7kk80b8FRduXc/TwvnNkpUKhUJx96pwAzFiwhJSWguT6ZlJaiuOOAoLodRp39+uEe9dqDvy+EWdx0TmwVKFQKM4udUoAgr3/Ud0Cxd9GdYs8qVEAgBBwR5+OXBSWzv7vPsWen3O2zVUoFIqzSp0SgGDvPz4ikOcfH6E/6VEABESga6sGPDigM4fWzKcw1wbAuKdG8/htKRz6cy+39bmQbxeojCCFQlHzqVMznlat28LhIy5mbT1SbntD2xae+NvNJ30do0HHgwM6Me/HRfxW4Of/XnkLg1EVl1MoFLULIeXJ5brXCNZOrGRsnqkx0ZbQ6VhuYTHvrdhDu/4jMJrCqj3OU2znSHGdGnApFIoaQGKUmeu7NBRV7VMt0l8kxhrGA/3asGPpJ7icxaE2R6FQKE6a80AAJKEexESGmxndvx22tXPYvvwzpN9f/gApqVUjLYVCUSeo9QKg8zpxSV3IRcBqMXF3v47c1DWWLYtnkL7718AOKdGkF6cvtPYpFApFRWp9EDjcl0ORHZx6M1Clm+ucEhURwR09k9h+YB87fjpMsy5X4vRBvqfWa61CoTjPqPUCoCGx+o5CDethJzYF78atzJ/wNWHJvWjZvRdh4WpNWYVCUXOo9VlAtYGvf97NwnX7MSRdStvLr8NijQy1SQqFoo5wvCwgJQDnCL/fz84Dmbz+9XZ08Ul0HzIanb7WD8AUCkUNp8YKgBAiGngf6AhI4G4p5U/VnlCLBaAsvx/IZOLiHfjjk+nQ7xblGjpPGDdmOHZ7YaXtERFWxk6aHQKLFIrjC0Cou6BvA99KKYcKIYyAJcT2nBPaN6vPlAfq8/22g3w++3nMna+jdY++oTZL8Rex2wtJumdipe373n84BNYoFCcmZKkpQogooCfwAYCU0i2lzAuVPaGgZ8emTHigLw0y17D6/RfIOLAn1CYpFIo6RChzE1sA2cBHQojNQoj3hRDhFQ8SQtwnhNgghNgwbeGac2/lOeDxwd2Zfm83PD99xOp3x1JUmB9qkxQKRR0glAKgBy4EpkgpuwJFwD8qHiSlnCal7C6l7H7foMvPtY3nDJ1O46XbLmfSqAtZP/PfoTZHoVDUAUIZAzgEHJJS/lLy++dUIQB1jWirhQ4NTBzatZnGyV1DbY5CcUZRgfKaRcgEQEqZIYRIE0IkSyl3AX2A30NlT01i7NCL+cfHszno89G0ffdQm6M4SSIirFUGfCMiVJZXEBUor1mEOgvoYeDTkgygfcBdIbanRiCE4D939uS5mZ9zwOelWadLQm2S4iSoqT3Y4/W6AdUjr8OEVACklL8CqotbBUIIXr79Cl6ctZBVG1bQecAdxCY2DrVZihrIidwqJ+p1qx553SXUIwDFcRBC8MLIK3C5PTw09XVa3vgE8Q2bhdosRQ1DuVUUp4sSgFqAyWhgyoN9eGjqm2R2vRFjWETpvobNWxEeGR1C6/4a52tQ8Ew91/n6fqqiLj1rTUEJQC3BoNcx+YHerN6yGZ83UBFDIpk1Yyb6xHZ0u+GuWrku8fnaez1Tz3Wq18lI24fPFyiNm2vL4tk7U8i1ZZGRto/EJkmndO+zwfEC5efrd6EmowSgFqHX6+jTrU25bf0vSmb/kRyeee85et7zMgZT7RMBxZnD5/Nhim8KgCEilqR7JvLbpNGlonCy5GVn8OydKZW2/9Xe+PHOrep+irOLEoBajhCCpIZxvDGiC2/O/idZunq0uXoo9Ru3CLVp5yW10U2hM1vImPNPXPH1ym0PZgFV1cMWmv6keuMV30f+URt+6UdIP9EJieXuVVPfT11GCcB5QqOEaP53Ty92Hcxiwdr3WFkYQdueg2jQskOoTTuvqIluirJulVxbFoaIWCDQ8AN0uOcN9r3/MP/+OLX0nBMJWdne+Pb3n8TndOAuyEYCD6b0AEATGn7pxxzfmA73vAFA+p97MMU35fDHj5V7T8qNUzNRAnCekdy0HmOb1qOo2MVrC2bx/UqNzoMfJjqu3olPVoSM6hrk/KO2E55btmf97J0pVQpURU5FyHxOBw3vfIu0jx4lceRrpbEml+0gAEdTx5/wfscj+Oy5tix+mzS6dLvObCkVFsXZQQnAeUp4mIkXR16Gw+nmwan/pkHvu2jauj16gzHUppXjfJ09e6rPVV2DvGnczSe8TrABzT9qw+vzoP9jR8keiU5vQKfTnd5DnCOCz142gA2QMeef7Hv/4Vr/XajJKAE4z7GYjUwZ3Ysv137Ll8tnEt28PXHN2tKiS80orHe++oXP1HNFJySWc91URbABTf9zD7YlUzi6+G0AfPZcjNZYPPYcmjRveUbsOZtUzFJyxdc74bMr/hpKAOoAYSYjw6/uxODLPBQ4nHy+5jt+2bwMj1/QZcjDWKNjQ22i4gzRaOS40v8f/vgxOo+Zwr73Hz5lQSo7gvHYc3DZDiJ9XqpcVqoC6Z+OxVOYU86d47HnMG7M8HJ2KNdP6FECUIcwmwyYTQYeTLkQgMIiJy/P/S+bXWFcdsczNc49VBOpKS6rsjGDYAPq9XrQzBHUH/YSAF6vh/Q/95xUHKEiFeMKjZq35qjegL7CXBOdTofHnlP6ToJuqPrDXkKnN5Q7zr7kzXLnlh25BFNXISBcinODEoA6jDXczGt39WRvuo1n33uenve8WCsnk51LaorLqmzMINiAul1OMmc9jdAHhFzo9Jjim+KXfqC8aORlZ7DxP7cAgWyeqLh4oGohC4qet9DGgUmjSrf7PW40gxFNHFtWJCounrzsDJq2al/pOvvOxIMrzihKABS0bBTPf4Z14B9qMlnIOJmRRcVef/qfgSVEfV4vXrcrcJAEWdLgI+Wx7Rw/8+d4vvbqRK+6jKOgsJwsOp2uNKMIKB1RqODv2UcJgAKA5omxvDGiC/+d9U+8ccl0veGeUJtUazmdyWInM7Io24D/Nml0qdvEkbEXd056oMEvtJE++U4ApN/P4RlPIIKCUENRwd/QoQRAUUqjhGgm3NuLuyd+h9NRhNlSaYlmxUlwOpPFTkU0MtL24fV68JT27kXpP/rIeJrc9XbpsS7bQVzLJ5z6Q5yEjcFRiE6nqxF1hhSnjhIARSVeubUbz3z9IZffcv7O3jzdkg5nqxTEyYpGRto+3C4XQtOBruTPV9Ohj6qPNycd6fNSnBVwpwhNqzZrp6qicWWfo6rnzLVl0WjkuNLGPjgKKeu+gUBM4WQC5TUloF6XUQKgqESD+EgsBes58ucuGjRPDrU5Z4XTLelwNktBVJwIBYFGt2z6pM/nQ2h6hCmcjBlPBLbZc9DCIvEW2hCanszPngUCLiAEGPWV/8yrKhpX9jmqes6TLSoXFRd/Ui6cmhJQr8soAVBUQgjBxPt689h77yJ730PDpMoZHYrjE6yfU5aqcuEhMKrItWWRN/9VhO7Yn6RmtGCIiCX9wP7Sss4JXi9oOurf+kqgdy80jnz8KHEpT5L12T9p/NAMAHyOfAq/Hoflyjvw/vghUHXNIOn3oXNkU2xLI2vJFPw+bznbMtL2kfHVePweJ/7iAjK//C+ZBL4jPkc+hz9+LDBPoEyhuVPtwZ/NAnu1sXjfuUQJgKJKdDqNt++7mic/+BDpvYNGbTqF2qRaRbB+TllctoPYq/DH2+2FJN76Clpk/dIUToAj0x9DJwR+6Sfpnolsf/9Jsua9AEh0EbEgJQiBMIaVniO9bgDcv31Dc/8BMvauKd1XtsF7anhvotpehP3gdgyudPbPHEu4NxeHS2PNx6/gLREvn8+H3+chqsdgdDGNMNZLQjMYkV432bOeLp1oFuzxBxvciqWdj9fgns1RVU0s3leTUAKgqBZN0xh/Ty/+/uEM/nTfTOO2XdGXmdxzvlOdH3z7+08ed6ZqRISVXNveSr7xijV5ys6ETfB6EVIiPW6EoJwQBOlwzxsBN4yUJN72P6THidFixeN24c3LRErQ6/V487Mo3rSQtq317N+cilcXRsaBP0jbsBRz0RGEEAinnTaX9OXP/d/zyk2NeWrBQaaOaMYDsw/yv6Gt+eqrr8j+7gMKcvPx23PQTOEU/DIfoyzGOvApNIO5ymdXDW7tQgmA4rgIIXj97qv44NulrFwxk/juN5B8Uc86MWGsqsYs/c89J6x+GSyn3Kh560r7yk6GCl7/t0mj0fRGvPmZgR1+H36XA29eJrqoeKTfh6con/Qv/oPXaQe9kUPvjAIp0Zks+KXE7ywCfBxd9i6yMJM+rcyM7WmigamYGVvdRGyZyd2dG3JJu0sA+HrFGrI2L2dQa8GvaUWM6KSnicXFoLY6ZixaS3SklfZ9hrJ1fyauw7uxtL4Yx5ZvsObupODbt9E1vQB3fhabxt2C3lPA2NuvRdPpVWZQLUMJgOKECCG4Z0BXbuvt4efftzN5cirxbbpzwYDbEOJkqsPUPApzsqucsKTXjv88FUsfBPmrmSvm+MZ43C6E3ojHloZ73y8YLBFEhhvJznVyYO6LaJk7MRCGX9MwRMXjseeSEK5hy3eg0wvQWQhv3QP/ygk8em0UwpPDw5eEseD3AlIuak7rJsf89FFhOnJ+nsdl/Qz87ycXnw4Jo8Cey7AOJp5bvZ7oMCvb33uSI7YCfBKKD+0gxpnOY1fF8b+f9uMz9CBMJzGYNFrEh5PfrifxVwznt0mj0UXWx52TXjpRDQIjp0duuBhrbEKlZz+dUhWKM4MSAMVJYzYZ6NW1Nb26tmb11oPM/vAZnF4/LfqOomEtW3jGGptwWq6KxCZJOKqYqDRuzHAeuq47sqQsgt/vKy3LbDSZTtgbln4f+Lz4fV6caVtB6NCK82hgyqZQ04j15TDxjuY8vMhBi5GvYLQEGuh9nzxReo0eo98hbcVbDGvtJMbrIdrkJz5MY2QnA09NnMcXrz1UeuztvdqRt+so69KL6Zuk58mlLl7uE0bLWAsDknzM/r2A9e88zkUPvUuWU4c+YytD2hvp3zGWg/Yc5uQeJCzMhLswh3/d3JrHFi8lvX4HvF4PfilL3kHgXkLTMEQEqpKeiZnDijNHyAVACKEDNgDpUkq1KGgt4apOTbmqU1P8fj8PTp5GVL2XCLdGhdqsv0z+UVtpALNsuYUTuTTs9kL01vjSwG/6p2M5uvhtpM+LvyiP9BL/v5D+Y9fPOkzB3k34XUWkTRoFQfHwumhUL5aYcD9zRjWh1+SDXFv/KA1lEQMSncyd+jhh1iiiwnTc9I+pTBt7O1JKmkTpiDPG8sORHBZsLyDaDCa9hl9CdvF+juYXERcVmNy3bN0Otu0pxOP14/FJmkRpXPVhIWGmYsxGA8VOF9NT1xBvNXE46zBy/Syuv9GMKyuf6xv4+XzdIgyWSHq11LNqVy6R3iL2r50TCErrDaDpMMQ3AcBjSzvuOxfSf9bmA9S0uQY1LSsp5AIAPArsACJDbYji1NE0jVuuaMPEj8cRER1L54F3ERVXeZhfWwhm3ED5cgsVA7onIliW2WU7SMacf9LtH5+V2+8usHF0/B1E65xccvvfsdY/Vg1z+3tPMmZAR0jfSJxFR/0IjfsviaRDkxieq+dla0Eh816/n+mpa0hdtprpqYFMn9yMNFL6XQVA3q4fGdnOR1SklcS4SMZ/n8/01DU8MbI/AP16tKNfIwejLgyn79QDTLohhud/FLz6yAiGPj2Zz+9oxDMr1rP49ceYnrqGvF0/0jjSR1RkBN3iIrkvK5cF2x2M6WGmQdP6DO3qYfCMPyhySI589Aj+4gJ0JWmm+vxDaPXbVPuuTmbNg+o4UYNa01I9a1qQPKQCIIRoDFwH/Bt44gSHK2ooV1/QnKsvaF6y+tgrtL9lLDFlFgSv6ZTN2ff7faW16d2FR0tLE5fNdf+rvUdXXhZHf5yFISycjOUf4vP5KMy1YY2JR6fTERWmI3X1euYOs/LRulyGtdfQ+Zx4fX7iI/SktNKY/PlKVv6yhSlD4vnbl7+g0wTThsQzOnU9Xoxs3ZvP/K06ClwOEmKK0TRBw8zdPDGyP7Y8e+n1Z2zIZ2QnAwlGFwOSwrjv1en4vG6W7SoipZWR6alrSkcLC7dr5BQHrpdX5OSmZEFMWKAJSbAauLWTmY/2xxPR616OLn6bJne9jWPdXBK2fcLeggz8fl+5uMCZCBTXtAa1thHqEcBbwFNAtX9RQoj7gPsA3n3qFu4bVDNWslJUxmI2MnX01YyeOo62Q58itn6jUJt0UpTN2Xdk7MOSGGiUgguqwIkrZp7UfdxOMpZOIzwqmo7XjmRnxjbWTbqP/o+8RVJ9HVdf2Y4tfxzigtaNCT+6lfgIPSt22zlS4OHDzV40g4fIcDN+v+RIziqeuCqW5HomEgw2OtXXkVwvlpRWTmZuLaZtvI6bu8aApsce24ktfxxi2tjbAZixaC0prQLuptTtBcwdasErJdc09zNxdS7NowWzNuWx8O6mPJC6nqsv6UK/Rg6e6BnF+O/zoVE3Vm3azcrDNmZtLcQvfw88n0/icmfhTH0DXVgkPkc+xj++47leYfzfzxbS7ZSr+3+qoyrFmSdkAiCESAGypJQbhRC9qjtOSjkNmAbA2ony3FinOF3MJgNTR1/NQ1Nfo+XgJ4lv0PTEJ4WAqla8CnDmv2LS6yZj9Sd48zJp1+cmNE3H9rmvg8/H5M9XUZB7lAk3x3Hv12tJtMD8tEz0muSTLZlk53qJDdPh8vnpmNSAxW8/ykvvpzJj4QoGtpTY7F5y7C4GXmLC6/MzrKOZCasyaB6j8cVv+XxwayMGzQxcN+gCWrVpNwePFPPykgwSIwTbMt0kROjA52BIOwNhelj8h4/Pfi2gVxM9n3+7lveuN+D1WRl1YTjD5q5n3uuPlcYTgiTdNh5zYkcKfTp0kYkU/fIZt7b00Txa44aWPj7Y7OHPCSNBBOIhUvrI0HRoQqtyhnRZqnP1nE4GUU3zw4eSUI4ALgduEEIMBMxApBDiEynlbSG0SXEGMBkNTB7dmzHvjsef8gj1Gte8fPCqVrwCyrkoToXCnGzcLhf7J4wsv0NKhM9DhyuuRWg6hKaR9sN8Ehx7SbPD7CVruaebEZ2vGJ23mBd7x/LCGo15Jb530jfy8GVWnvk6ncjkltjy7KXn6H1OPlrnZVCygeYxOrJyCsnJt3NTewPf7PbQNkHHnM0FmKSLl/vE8Pzq9dyRcjlfvTGG8Z8u5T/TF2HWw7B5DqIizBQWObGaIDlOx80d9Exak4vRZGRIG4jSC2x5dhLjIklppZWLJwSJt5rIPrKVaKBwXxFeRx6Db7UigFu7xbFofz6HHVYa3R1w2bhsB0vfe1Uum4rrHyTe+gpQ3nVUXQZR2WB+WSIirMptVIaQCYCUciwwFqBkBPB/qvE/fzAa9Ex+oDcPT5vI0QuHYLFG06R1BzRNO/HJIaTs4iRl8/1P5PcPppX6vW4cGfsBcKRtx/bDLJo2SmTHR/8ASoq5FWYyYYCZexfaMRl13NM1gvFrHQzvoCfO4GRAUnipj3/uMCtH8+3clAwPLP0pYKPPxZtrvby3wU2BG4w6eOMnJ1IWIvDjl9AuXiPD7uOdNTmM6GykfpiXlFYmpqeuYdR1l7FgxS+0jjPw9GU6xq3xkl7gJj5cx6o7rcSHa9iK/MzbYcelmfn890K+2+8r9f+XjSeUZd2UY2mm4z9dyq7Na5m/R9AxxsulxkxuaGXivfX5J/1ZVLf+QfDzyUjbVymuEPwMywbzyxLqRr6mZSWFOgagOI/R63VMur83i9etIz/DxRdLptPsor60vfTaUJtWLWWDkqezMJ/Ikb0AACAASURBVEnOlmVoeelENW5JTPMWsD2abR8fy28Y/+lSSN/IZcnhhBns3NpRh0dKvj/g5fNhZjx+yYAkyW0LfuKmjhaizBr7bEVc0NDIZYkOPl+yllu6WFm5p5CLm0cwc7ODlVP/TozVQt8HxvFaLz9PLXUy75ZI3lnn4tPfXNxzcTStm8QwKsbLsLnrKXK5STA4ubSpRreGOvq08PPjAR9CQJbDR5YjUPHz6uYaX+xx83iveuX8/xUb/qpYtWk3h7MAJNN/sWPUFWG0hKN5T1xN9GTx+XwIqDQz22PPqbGL4NQ0F1ONEAAp5SpgVYjNqHPY8uzc/59PmDb29kr+3DOFTqeRcmlbAIZe6WHhT1v57uvDdLv+7rNyv9PhTPbKjFH1EV47iW27A5BeZl/F7Jtok2D2VjcTf3ExtJ2BnGLw+SWazkm/Zj4+WJfP26ttRJkgxqJxpMDH9cmw8g8PU1LCuWVeIYlhkkfHzybDVsjlDbwkhmv0SdLx0qoiAK5tqcMgPQDER+jp1QQ+W7yGWKOHER2NJFg0rmulY8keD7tzfAxdILGYA/We/H4dPm8Roy4MfDeC/v87Ui4v/b5U9x366o0xpfsvvuNFuiRINmS4cWDBZTuIz+sBRGnvPbgmwan64Y2RCaWB+iCh7uXXJmqEAChCw4xFa8nNSKvSn3s2MBkNDLuqPdb1e1kw5THM7fuQdMEVRETFnPV7Q9XBv7zsDISmL10UPcipLgyTk5WBf8VscBZwacqtVZ4TzL6Jj9Cz6o8i9HoNm92H0yv57k8vqw548UtBngsSYiKxhgvijAXc2CmS566px4B3D7Bgh5MRnYwUuz1c0URQ6BYs2/EnDSIEEWYzFqPg5nYGHvjGRaLVwL4cD4sPOIkMzwrYWVhMS6uXfi111A/X0GnQIkajVws9uU4PJrOJDTOfB46NVuIjAs1EMAU1+H2x5dnp/8hbRAlHtd+hGYvW8tDlsRwp9FIv0cSnGwrwbf4SXdcbMcU3xet2IQFhtmLq+whpc/5ZKgQnInvR23gLc0rTdoN4C21E16I05FCiBKCOEuyNTinJHS/bqzvbDLioJQMuasnSjX8wd9ZytAadEJogumESrbpffdbuW90iJ3EpT1Qq3HYqC8NsnfwQfreDgs2LEXojKyduAsBoDiO6zDkBt4iLWVuzADOYzLgKCxjVWc/TfeJJjAvMhRz/fT722E4sWP4Tbw8M4/mVRTx4hY+ZIxvRd+oBRlxgwah5GNbewIOLXUQY4c1rTDzznZOUJCOd6uu4qqnGwr2S+KhIGtaLL+2R3/DkJNb/vp9tWS7Grz22YLwAkmI0Dh3NYU9aFq2b1Ktg7zGC/v+yGUzBAHPZ71DZEY/XD4t2FPGVKMa+52eKd20IlL8omf2M0Mj6+g2khGKMUEGodWZLpTkZnvwMGoz4L+b4xuWOPTBp1HE/u5rmhw8lSgDqKMHeaHI9EymtnOdsFFCW/t1a0bdrErb8gLti0Yaf2fjtYbpcO/IEZ9YsPPZcwtv1JLx9L7SwSIz6QJrjkTn/pFmTmNJyDcFGOIgtz07XkS/w3QHJ5+9klgZYAbz+jfRr5iM2TE+X+nDRxEMADGqlESY8NLSCJgSJ4dCxno5oM3RroHHrfCcNInUUOCXRkZGlvfkgZW0I9vDxe8Ht4InLzDz/XRGPjf8Ms8nAR8/fVW2nYNeBTCbNXcFjlxhLJ5FV/A6VHfEA/O3iKPJd8NXhWLZn+yhy+UgY8d9ypa89tjRyvxkPZn25hjoMwBy4TkR8S8ZOms2DKT0qNf5BjtfI1zQ/fChRAlAHKdszg6p9u+cKTdOoFxOw465+nYleu5uFkx6lxcDRNExqe05tOR2klEifD2NENNZ6jfEUF9GpRX0AtPhIbu/Vjq+XrqLfw2+ybOLj5d7vjEVrefyquEoBVluenWFPvc3T/RoSH6Hn2QQvW+YWYgqLYNG+I3y100GkCQqcEq+EF3qZiQ/Xc3MH2JwJb1wbTpP6sYz43F6u/k8QW56du16ezubdaURb9DgcDmYONvN7tof+LfV8/PlemsZVbtDL8vhbc7Aa/QxK1hNlFgxsKXl4WfnvUFUjCK/PT2b+Xor9YUhLHACeo4eQwaCt34e7MIdce6CxPl4QXhNaSTyh/Cpm0ufDbi9Ujf1JoASgDlKxZ1bRtxtKBl/Whm5J8Tz86Yf4rx1O4+SuIbXnRBT8sR58bmK7X4c+IgZPcVHpPp/PR+rq9bzcx8Kd844y+fOVPPe3QG768US4us/HHtsSh72QVy4RdG2g8doaF3Y3RJrA5vDRLEojpbXGgq0OHo0Nq/YznbFoLbbDB7DqJa2bNeHK+AIubx+Fze7l75+mcW1LHWYzpFbh1gH4eet+Nm7fx2OXGNFrkmizIN/prDQKqDjigcCoI3XZan7L9pJfaEP6fUjpx1iS4un3uNFFxFDv+iexL59w3ElbUXHxNGremvQ/95SbYWyMCqTkqmDwiVECUAc5kW831DRNjOX9uy/k6ZnTz5kAVFzD12PPqTYrJbiG72+TRuMqzEFKwb73HkUfk0jMVXey5r13iLrqTtwOOz3b6nl5eS7DOxmY9e1aHhx6NXFR4ccV4ep6zodzVjKqaxitEwyYjBo/HXJwIE8yf4cXrxQgwVdSg/mTbZkkxETSuMJnasuzs/C7dTzfU8+/f3Czded+9kdYmLXVxdF8B1F6D78elrRLkAzoaC0X8A1m+4x+bSaxYYK52z18tNmDRODw+LGEuWmXXf13qGzcaeAHh8l3G8lZNhVrt+vxewJLWVZcXqKquE1G2j7SPh0LBCbu+bxeirMOIjStWpdQxc9PzQQOoASgDlJVz6ymkRBjZfgVrZj92QTaXn1z6Xad3kBkbPxxzqyeqvzC3kIbWZ89j1/6S2eawrHZplX1IgsLC2g4/N94XQ4cf/6GJ+cQEZ36krviPTi8jWYynfStK7D4iih2GnF5JUYNTNJVOgo4nghX13Oe9eUSZm6yM/tXgd8v0YTELwUIDbPZxC39L2Lpyp9Y9kBTpm+0l3MpBRvvGYvWclUjN10b6BnSVvJDusaVPa9g1HWX0ee+V3mlp8bra11MuM6C1B9z6wQzxl6buYTcnBxW3B6GwwP5bsHNcx00sGr4TZZy6Z/3/+cTxj04hLGTF5TeOxh3eujyWF5f48TQ8QpyNiwktt9ohC7QHEmft9LymWXx+XwYImLRmS0cTR2P1+tB6PT47LkYrYHtx0PNBD6GEgBFjaXfhS2IjjjM+k3vl26bv3Iz2R4Td/1rcpXpo4V5Ocx5/e8Mf+p/lfYfr3dX3RKOQXKzDpO2NTATtzgnA+OmBeiNJoxRzYhoMxS/34/XfhT9lnk8NyCM+xcu5Zr2RtbsL2Zaipkxi13cmHxsFHAyIly2EU1dvZ5Pb2/M6FQHU/95Lw+88h5TUiyMTnVw9cVdWLJqDXMW/0SLSD/T1+cxqntUOZdSbkYa78xbyYqffuW/V/iIsxgY1cXIwl1FfLHiF7Lziri6sYfuDY0MSjawaLeHG5IFA5LCylUe7TNtLXd1MdIy3kyG3YfmMVHf6mJCSTnpYMwheM+nJ80jP+twuZnNEHB5vbMmh/RFE/B4vaS/ew9aeAxCiGrXG65IcF3moAuobPE+xcmhBEBRo7moTUMuatOw9Pf3vtlEhGMv676ZQ+/hoysdv37xZ+gzt1a7/3TIyTjEngWv8/dBXRBC8FW0lQ433I2m6dh2IJuwhIB9BQaN4T3q0yk5hjjLNr7c6ebW9nq8EjrX15ixxUVkmP6kYy1lG9GyGVtlfx+Q5ODDb9fSv4WevMJiplxv5cFFBVyTHE5mlo2XPkxl644/mDIknhtnruWmthrNY3QYNEF8uGBQsoEVB4pZsHwtH1ynJ6dYcnEjHbd/4WDqejc6oweLZRNDknX831eZuFxu3l0v+HqXF00IDhXkM6KTkUitmAFJ4aWlJlJXr+fVa2O4bdZeFt7VmJGfBWY2l3V5BUcBBZY4DGYLhuSeRHW7Hji9SqHuguxycwKO58ZTBFACoKg12PLsZKT9yQcjGvPM8gX0GHhruV5+YV4Ou77/gncGN+Kh1C8q7T9dfF4XboOVn/Zkc2ffjuh0OnR6Q7ljvI4CorAztEtgAtJr/cN5eFERN7bVo9dgULKer3b78Gpm3p678oQZV0F/+YRBcdz40V7+e09gda3hXSxMfufY7wNbwqcbXKzYI+mTpMfj9dOlPvSacpBGETDn218YdYGJZtFWhLuYD9fDRxvK38vtlYzoZCA2POB2iTRLUtoYmL9L0jaxHrsOHKHYGYat0E1jq0akWZDSMYq7esSUzksw6bylmUBZuXbycvP4cpsFs+YnP/cofZv6+GhDAQt3ecq/N1cxRpORJs5D7Fy1F/uWpQgtsO5yk+Ytq/TVVyRYv0kCcSlPlNtenRtPEaBmV+ZSnFNseXZu+sdUjuYXnfjgEFxzxqK13JBsYG96DmGuLL6c9Dzbvk/l0J6tQKD3f31raFUvjOtbw7pv5vzlewIkNG7Jlfe+wta06guZFW9dwo3JemLDA32qHw94uLmDgXrhgqQYHfUiNEZcEE7zhvWpZ3Izef7KEz5rSiuNeKObER31LNxWwB+HspEeByM66kn93Y7H60fvc3JrBz0+KflHTwtGvcZdl9YnXC9594ZwzDofVzT0k5aZw4eDzNSLtvDbnFdIX/xm6U/39i34crfktlQdt6XqGDjLweqDEk0IwkwGGkf4+HJ7IY9fYiTXKXniEiPvrMml24RD9GqmYcZN02g9ep+T/s0ln3y7ljCdjzmb84kNE3y108Wd3a00rxfJkkl/Z8PMF0p/LDEJJFgNjOnTiHCzgVY3P0XnMVOIia/H2EmzS+M2ZX8y5vyznJ8/sUkSjZq3RtN0NGreuvTnry42UxdQI4AKnIv6ODWVs1Ea4kxd81jaZAzxEXoGd7AwZPbPDB3Ump+2/czSpbPYvvEn/jUqsBzl8AujGPFZYBSQvXcLloQm1G/SstrrH2/iUE5mOtsWfUiPBoFGJ95qYvt7TwKQmVOI3y8xeQqZq/Mxf0dgcRSX24dRBwt3uokyaRS4JAUuSZjRweSBJsYu/YkHb7q6yu/YrgOZvPv5MlaPbkxhfi7XtNIzcn4ub66WiJJqqn7ymLquCLxufH4/hS6JURNEmWHCL9mM6GQgQu9nZCcDaw75aBHroksDI32aFDN5/kpGD+lV+j3v16MdrvwsUvqVLLaUvpEnekbx9KKjzN6wl0kDzTyzwsmag16GdzLQIkZjcDsjK4+E88WuAr7e5SDS5KLIA06fA6/XS/eGRvL3+Zk4wMyj3zq5vm0RA5IiKn0P3A47wy6MYPnOQq5tG8H6vesJb9CqdH9VrptgFk/Fz0sTJ9ef/Sszgc+3DCIlABU41/VxagpnozTEmbxmxbTJxjFGbu1oYv32vTw1sj//m7kEuymfT9YE0gntbj/dE0ys+2YOcbGR6C3HX3K6uj9eR2EB6z74Bx8+0h+TMeD2KVv2uDpeej+VBd+uZPntEaXllbtPy+eGNjquTjLSZ3+gIX7u7mPzAoIN8j/e+ZyUloCnmNZN6tHc6+em9gcxmsL4JctYuhjLDU9O4nCWjT8z8mhsFbSdmIdOCIw6yYwbw/D4YUArPSMXFDN7qxshHJgMGuFHNhFuMpKbkVZpaUm/XxKnd3BHtwi2p9u5qZ2epFgdt3UxMX2Lm8UjzBR7BYPa6Fib6UfDz+q7IylyQ1RsPJdNOMDAtgaW7fXQN0mHJuCCRB1DPyvCGu6nbZk0UVueHZOviKFdGmA2RPHy4sN4ti1m2/afceVmVarnf6J1fquq/38qn/XJcL5lECkBKEMo6+OEmrNRGuJMXvNEcxe+/3UP2U49i/e4KSj24vb68QgvDZ1r6P3aJ6XH2/NzObhj40nf1+/z8edhW2njfzL0GP0Of+zZy22dNNIL3KQXQG6xJNwAQ9rqMOs17u5qZORXx0YBZTN1Nmzfzz6zZO7vgfIQhUVOHE4XnRtq9GphpN+YN1k26XG+emNM6azhYEaQ3mihgzGdVnEafgntEzRu62xg4U4PcRaNPm2jWHZAsHDlOqYNieeWWYHgbHBpSafbQ5HTxwvfZrEtw8mE/haKvX5SWuuZs9WFWScw6MDrg0sSHOzWBI0j9Rwu8JKRkcngtnoMJjMJEQ6GdwyMFp69ysLmTAd+UzgfPX9X6XuasWgtg9sZsDiOAPB0D8k9C7PIzD1Ko7smVnLh1NZGtiajBKAMNaE+zpnkZN1ZZ6M0xJm+5onSJoP7p6Ru4Hfr5UTG1SNrxy94Cm388PGrtO07HGNYBL/NfoUx/ZMrTTiqSF5hMa9OX8wzdw7gsf87uZ5lEFuhC2uzdnx5KJMvAyV8cDrs3NpGRwNrwE3RJl5PnyaOUndMsONx48y1PHJlLHd1j6D/u2lcc1kXvly1gTbhevq1CafI5UEUF5SOHoLf2aRYA91i7Ly3PpM/wgTzfvcQGyYQAqSELIdk8nUmnltVSLTFxIUN9STFRtOniQd8gcBsQbGHP2wuJl9n4fYF+TzQ3UiiVcPmkOQU++nZTEenKXZ0WkAE3CWl/btPKyDX4cPhkVgMAqvJR0obHVFm0GmCaD0MSjbwQ3r5v6mAqJv4YXHwzQl0ZitCFp6W/14VeTt1lACUUJPq45wpTtaddTZKQ4Sq3MQV7Zvw8+qN5O+VPHpFHN3adMbj9fHcJ+/i8vqZ+kAvLGbjCa8z/tOliCIbD7w+F2mMqLQ/3mo6riuo86gXyv2+fsKDpO7JZm26CwhU4SxwSiwl7piUVhpIOJpfxGUNw5ixIZ8oo59PF68lxuRn6vUR3Pd1Pn4Jbw8MY8zSn7ilb4/S7+zRfDuD28Bnvwmub2ehgcXLIxcb2XPUjxAwZ5uHRXu8JMfC0n0O/n5xGNl5hdzd1cjDiwPVRq9rbyWvAKKsFnSiiG/2eFm0x4um6ciy+7AYBY2iDYzqbOThHgZeWOXgl8M69tjcxIVJGlk19uT4KfJK3tvo4qNN4JWBSqM6TcMvNHybdh+3VISUkqjrXqi0/WSojT74UKMEoISaXB/ndDgVd9ZfLQ1R1UgjVOUm9mXkE9U4Gb1ex+TUb9iXvoR5z93MC8MvwWw6OTdO2Xd3zbR0ku/6H0aLlTXv/Qu3sxiAdFs2SbcFVqI6kRgAmKLrUXz4KJiO9UYjTRAXE1XaiN879wgtYzTm/prPb9mCqdeHk/JpARc31OGTfi6oD1uzfMSGCfo18/L4m5/RLcZOhNHKn7Yi2idoDGlnYMnuYox6wextHgpdkmIvxFsE9cI1OiXqubGtRoJFkFtQhBDQpT50ezsNTXqZOdjMS8tzeeAiE89eaSLPpYHRwhvf5zFvh58Cl5eLGwt2ZHvpl6Rn6noHzaI1ij3wyZAw3tvoZpdsgrPIzpQUC8M+zUbzOhlyXe/SeMfxeHvhRnQniNcozhxKAEqo6fVxTpVTcWf91dIQVY00QlVuYm9mHs2vvBJrdBx7YxpycPZrjP54IxbpZMroq0+q91/23Q1qq2P1xqU0ufIm3M5imtz1JgDF2YfoUFL1M5gRdDw6j3qB7e89yYaZgTz1oGhe0Lox4UcDaay/ZxQzvr+Zv33lYFgHI16/n4Gt9AidRusmiQx3HuHX5S7q16vP0/0k7V/fx2+aZO72AxiEn3CDxO6W5BVL4qIsRIabwV/MbR0Frw8OFEsb8O4Bthx2sXyfhzwn1I+LQtPCiY7UGNXZQHLTcH7P3kd2kSR1txe/hBxnIQkxkURH6hjV2cDl7aMA2JXpItL8J++mmBk+vxiDXsdTPS10m7qfR3rGkxRroHdjDw63xvzjZD2VJT23GEOFUg4Zafvw+Xylq4YFCUXmzfnmZlICUEJtqI9zspxLd9aZCpyfqfTbqzs15Z15r2M2m8lzeEgZ+z6WCCt5R7N44IO3iDDrubRFOLf37njc5wm+u5vaGVm88nvc3c5sJyAomvPTMtFrkklr8xjUxkC0RSPOojG4rR6T0cC93SQ3zXUwbF8eSTE6BiUbSks9NLRqvNIviscW5TFzsIXujQzkF0tumluEUx9Gvfh4EmK9rDycS/d3Ah0bW77k5vYGXupt5qXv3US3u4jn7k7hhicnMWurjUlr8xjawcC93UwAGPR6vt5vwh7biQ++XsOMX73M2hpwYaXbCrizk4GO9XQM72TgqSVFvDfISnwY9G7iITuvkDsv0PPYt04uS3SXy3rqMfodbIWuSu9Fj5fcjFw2/ueW0m1+vw8hdIAsl4GzadzNVWb+nE1hON/cTEoAzkPOpTvrTAXOz1T6bddWibzfKjAb9835P5O+dyetu1xEdFw9rrz/VQC2rF3M3FcXMe2+y2gQH1Xl8wTfXUyYxqDWgmUbl560DWXnCVTcDhVF81htn2evtfLRulxGdvLQwKpRVOxCCBjYSsf1M7IxG4JzANxM+tnOoFYaa/YXMaydRnwY5co7zNxqx3a4iAF9erLlj0NMG3s7Ukr6PjCO+y4SWMP0jOrsY1TqWh686epyK4b9kGnjh2/KWu7C699IyxiNlH5X8MTI/uw6kMl1D/+X+7sF3Gp3X2Cg13QHyRNyGdnZiAkPmUfdJMVoXN/GQGaRLDcKsBW66HDvG+Xej5SSNf+7l4ioOJIf/rC05+/zeEAIMj97jg3jbgEhMEbE4PN6z6uUzFCgBOA85Fy5s87USONspN/6/X4+WPQzPTraMGo+mrS/iI2pH+NxFCA0HYmdriA7r6CSAFR8d+m2QgwRBkRkwE3jdRSQu/gtwnoMA+pXum/Znq3P56Mw14Y1Jp760ZbSOEFF0QzW9omP0LNit53MQi8f/+rB6QWfhPhwHRaTgV9nvRhoPPPs3PTkWwzv4uG55UUczvfy0a+ewEQoAUhw+/x8MjSSx5asJdEC01PXUOR006eJh9ZxFlxuLy1jNHo3Lt8zr2okHEw1fbV3OIOnL2Xpup3oNBjeUU+iVYdRB4lWHSM7Gfl0h461NjPzP80H/OgFxFk0cp1+BrSm3L3Kkrl7Mxk7N4HZisEcXvr+TPFNcWQdwBjfFH1kPA3ueAuPLY2wek3ZP6F2rRxXE1ECcB5yrtxZZ2qkcTbSbzVNY9uHjyGlZNzni/h5zXyeGNiWNo1bkF/kZOi/v+BfW2Np3OAQbqeDZ27sTLMGcZXeXWmD7irEYy+g8Od5NCneRebeNdCu8szisj3btB/mk7BzEd62V2LbuTawvwrRfPPN/RyIDueTLU6yc70kWDQiw8Dkhf4tdfz3xqZMWFNY+l5mLFrLlQ2cmKSP56408L+fJFdaNRp0vorn7k4pXeqxW8twTMsO8HKfGJ5fvZ7sQg+uIi/f7SvA5/dj0CDPBZYjG8o1yhXdccHPZ+2fxUTovdiOHOBQAWyWPj7YGBil+P3gkxKXT/DZq/dz61NvMe/mMG6eV0y2w0+CRbBwp4cE26ZKAiD9fjL++J0GAx/F+dFjp/2Z16RYQW0hZAIghGgCzCDQjZLANCnl26GyR3HqnImRRlUN4uDZv5z0KGD/4aMYDToaJUSTnp2H2+OjRcO40v1CCJ65+ZJy59QzGvj6hZv5z+frOZh5hNjug3hh+R+I3E082O/YHIHWTRLKZfd0vfdtcnct5sUBZh5ZvJjfDm1Cp9OVunbK4i4qwLHzeyZeV5+HF32Pzxe4aFWi+fhVcdCoW+DEkjIMNruXYdPTuLurEVuevdzoatm6HWzZZefD9RIpJQ2sGuvTfSTYNpXOKZg7zMqMDfncmKzn5eU59GwVy/wd4PQL7HYf4UYQhkB6pk4rX0KhrDsuWNlzynUW/vZZOvXCBU9frmfcBgt6ncYXIwIjqJs+OkjbONhw2M/942YwopORjvX1DO9o4KNfPbzcJ4yHF7tIjC0/4pJ+PzuWf0Z0l36I46wBUCVSlqv+6fUG5jP4PW7szmPLROZl76ny9POtrMPpEMoRgBd4Ukq5SQhhBTYKIZZJKX8PoU2KU+BMjDTKNoger5/vd2ZT7PBx/TMf89I9A+nbtUWV5+05ZKPA4eTFr/YQYY0iyVzIPqcVe0E+h/ZsJc/hrXRO2XTNqIgwxt3ZkwcnLSb/0G5iGrek2YDb+eT3wCzh3OwMlox9DUv4seyO4sJ8hrXV0TrewCM9w6FRl2qFLnPTMga1FiTFmxnUuphPNtmBY6L5xqq9+KUsPd4rlwNg1HzM+LWYg1kFjOwU+PMsdDhpHRdZOrq6tFNL0tIOEK7zowmNaTdYGLPYhd8omLJgVWBOAZC6vYCrmwlcXklxsQOdFMSaBMWaYM3fIvFKyVGPiYeXUVrHP7hi2LOX6fj3ynUUOd2ktNJYtMNOQhhc2dRAt4Y6Lkko4s9CA/ERcYxfdZQ+LfQs3+vi9X5m7l6Yw839LUgJt3Q08NVuL1aznuuT/aQeLF9Q7+CmlVja98LSsPq1GIDAmsFSIr1upN9bUi5a0PDOt0qPcbucaAYTh94ZVW77gUmjqrzm+VbW4XSoVgCEEN8AD0op/zwbN5ZSHgGOlPy/UAixA2gEKAGoQ5QdRWTlFZFX5CYm0kqcPooFaZF8tfknREmXvENiGPcN6MK2/RmMW3wA9EYuuHYEjZO74nTYaWqJYONXH7Jl0wY6P/BWpXtVFZh9876+PPX+cnLWbyWpW286XNafcWOGk5N1GHt+MWZdNADS7yPWV8yIK5LwOo4cN94R7P0PHRrIZx/axcq89ZkczS8qFc2k28aTR0TpvIIgBfZczF4Nsx7m/+5hyQE9keF6+H/2zju+qXL/4+8nq2mb7gmUKWUvUUGRJYoXZLkRBdwogpPfxYHz6hXHFe8VEGSooExRFHECiiyVpSJ7FGiBrnQmbbPP74+QNGmT7pK2nPfr5evenuSc85yEPN/n+Y7PF+cuK+7sIU6dy6RjpECg4KqWStpHsFyhRQAAIABJREFUweiOKradNfH5T3tRCQfvbcvjulYOvj/u4P0btEz5zkS/RCV/Z9i5tq2SyGCBhKAg17uXr6tjWOswO4OaW/j8pz0g2ckrMNBcB7d11RARJLixg4J71xXT7d1zFBcXMypZwQ3JKlqEwV3d1fxwwkZyvBatysH4Hmq+OQF39m/L5wuOknDza2Tr8zn10p3Ovb9GiwKBUCpRKQTNWjklnPP0Wah10VgMuSh1USiCQlFrgnCoVLRok0y6EF59A+w2KyhUUEVROJmKdwAfAT8KIZYAb0mSZK3gvbVCCNEGuBT43cdrk4BJAB9MH8ukMVfX1zBkLgCrthzihz0n2bRjL/2HXE9cm068NrkzBcYSbn9+Md8/1oGp3xQz4cXyHb+O79rEfR/+jjIkgoH3v4TCw2UQfH6lLpRqLBYLdqsFpdqZ83/kly9RqzXYbN67gqOpWby+Zhe7T+jpPeA6gkOdFb9Go4FOj33MiV++wJqbRnjnq3GcO8AY4+dEh6owFVcc73Ct/l3S0NGhKsZ0UpZXwvSoK3BhTDuMbf0MFo8J4d9bLQhtKF+++5TbyPxr0XrSz6ZisDg4mefg//ppOJrj4Ipmgrm7SujQNp7v33ucXuP/xbrDOdzRXQUCLmum4LMDFlQKyCyS+PpoAeFaBYUmCVRWOmUfZeKIfnz1007e7G+ndZSKG9ra+OWchuuuuoy9O39lQAsHLSOd7q6O8XbG99bwtymBS8Py+fFADstv0ZJfIjG0nYqJX5bwzq85hGkEuiBBbIiDBwaruLatgs1Se8KSoom7vtR94+rmlbLoUbf7xeWiyTc4cBTl4SjK4/SciSiEAnNMLAqBVxe31OOH0MS2QhkaWaV/izIVGABJkj4TQnwHvADsFkJ8Ajg8Xp9VFwMQQuiAz4EnJEkq9DGOBcACAHbMlsq+3pSpbW78hZK2ruw+qZl5fLHjOBKwZf9ZpLgOJGh/x6FLpOvwx1n813b+3LaBUd0jSU4IYVRysc+OXu2vuJb2V1xb4Vh6XD+WFUsW8ve3nxCR4GwQbjaZCWp/JbnbvuRfy7YRFhLEqaxCimK7k6ttRXjRbqxWu3un4ULbujvhvW8gd9MCVLkprM6ysi4tA6vRQItY53vLxjtiw4I4ue0LPhU2Pv0t3X1cIQSXSZXHRqzHtnN7B4VHz17voPjqjbuwW+10a6ViaDsVvZuryDI6kIDJV8eibNkZfb6RECW0jVJwR1c1Ariti5qdZ+28849gJGDCWhM2VSjhEQqax8ey7p2pzFr2I4NaWGgT5RSsaxOldO8CMnNN7Ex18M6vJvdYlUoFCmUafwmJkW0V5FuUoIRoHYzpKlh2IgxjSQ42ZRT5Zhg8/xy5eivB8ecIGTSiws8BKs+5r6r6p4x/KosBWIAiIAgIw8MA1AVCCDXOyX+ZJElf1OW1mwK1zY2/UNLWS7/ZQW56KkMffZcNs590GwGT2cqMT3eQZQuhx42PoFAo6Noxk4X/vIMlE9rw3CanXn/rnlezdeVsnhrrTKv01PKvakcvz17AQaERNBs+FbvZ2YQmJDgMhVJFSFQ8un/8E4fkoJ06CLvNyt5n76iwg5gQgtCOV2PNTKCouIS+U9/yqugtS1Wkov1hKy4kKO1XbrlORUyIwt2z972VP/K/9X+hVCrJ1xtoFQ5L/7IQpBTM3mVzN4gPDXHKLQNEKIxc00VF2ygFeSUSrSIEt3YN4resYJ4aHMNUfYG7abyLDTsPsf+YgfUHFSgUzsyerCIHSk0Q+1f+y+8iYvS0OXx2MIUvz5QGw602FaqIeIqVofSd+hYAJQU5bP7vk/Scsoizp3wHZmuLZLMg2W1erqGq9gm4GKkoBjAMmAWsA3pLklRclzcWzuXWYuBQXe0mmhK1zY2v6fnV3TW47vPqtSHc81kO76/5mRfud67MTqbnYGl1FQOvucn9/lVvTaOtzsquk4WMSg5yd+0alQwxoWrsdjtS/jlGtguuVl9fz17AAAq1BoW6vOxDWGS0+///tGKeRwexIr/307bshmSzYDXmV2ksNaXk7x+4ua2FtlHCq6jr66Nm8joNIKH3UE4uf4E3R4Tw6DfFmO2CPfMme8lB/+fx23nwlQVgtrLqgMSK/VYyjRIOyWnMUFhZus9Kem4Rl3Y45GUAhvbpzNAWxTw1sDRT56aPzpJRaGXJ+u2s3HbMZ/VubFgQwTFJXoVdf5/MJDguieKPnsRUmIvdaqYkL9tZp3Aem8WMa0tvs1k5e+oYefosZk4dV6UsnLKyDAU5ehySAyE5MG98z328RWvfiQRNTdahJlS0A5gB3CZJ0oF6uvfVwATgbyHEn+ePPSdJ0rcVnHPRUNvc+JqeX91dw9JvdjC8HcRpzDxwmYYl3+/gkVud1Z47j2YSHNnB/d701BT0R3ay9g4dj32Xwxu3JfP112uRgqP5I9fEqn1nMBUZsZmMqLQ6YrO3V8kApKem8NPK9927imBteIU/bEN+Lp+8/jgUnOOlcU6D4LnrcOHqNQugCIvFbrOy7T8P0r5FLAAb96ZwPCOfPsnN6J3crNJxehIbFsRZfTYl2Wfcx0zHd7Iqt4jVf9hQKkuDwyVWB2FBzkK0splFZb/np95dRe+oQqaP1BEVJKFRwX9/tbDltJ0jhiC2LZrBkvXbWb/hF67v29mrcM2gz0AlbLz9czYKIYiLDKXQUMK71wfx+IofSS1Wow53dlxzWM0ItQaNSkV6dgbN4rx3TiqloCT7DJZCPTven44qSAsIhLJUkE8ChMpppIVSRVBsK9S6aM6cPFYliYfapmpeLKmeFSEkqRG51S+SGICr8nL17WHE6lTOnPDVBncnqPo6v2xzkaq+f/ZQiFGbUQnBdZ8YuWX4NSS3b8eW/HguHXG3+/0Ln72boeq9vDxEx7s7SjCrI7Apgzja7CaGjJuMIT+XT5+9g7kjQ5myvogJb6yqkgto4bN3o0j9nRG9Eryu54+fVsxjzxdzubG7jn8OL9Wdn7NVz9FmN/H79i1+88PHTXqcjO2r0QapIKk3LXsO5ODa/7F06sBKx1kWf3o4ZdVF242fRfKdL3Fy+Qt8cms40aEqcots3L7oGK3iI1l7Z4T7e+72n5NO3w0gROmC2yFBZLDApIqkXYza/R2fMGj8ZkxNHd4Nzu5haJKJpcd0zNmqJ/Gx1RTuXodks2IzZBPWpjv6DQtoERtO3OCJ6E8fxbPZQtaub3l23ufEJTlX4a7AbkGOHpvdel7jB5DsaMLjUGpDMOnPcNkzq8qNKWXRo/z74/XV/pwvdhIjtIzq2dxnBwy5ErgBUtsK25qeX91dw4frttEjxsrMn4qIDxU8fqWWEclK5n2xhRvu6U3fm0onf0N+Lvpjexk2SsWRLAtXtRBMXJuJKiyGiAznSt+7qbt/l4wn/nYV/uIHhvxcjmxZS7NwJct25/Pl8VQUHoVQuoztfleGnnEGz2uHhNYswF6deIHPzKIOCtKKTMTqnIVvEVoFd3VXowkKZuHvBQSHRyM8/N/FgDEvl5F949zf8dvbjT7vZ7fb3QVl6Vkmbu0Zxic7zpG3fQXa5p3Qtu2NZLNgSdmJzVyCoVhDztcLCArz/szjWnd0T/7gveqecc9In3n4nkJwMvWLbAAaILWtsK3J+TXR9Vmwfie5BUVEaeyEaBSsOeScTIKUCopM3imXu75bxYR+zejUxek+SQAm5ui9Vv9HtqzlpbFO/3NVA8Hr573CuG4qusSrGZFsY+OBXHdswZfxcBmZqQO6ulf8NYkzeJ5TbBNk5haSEF1/OvZ5J/9mVaGZVfsz3MfMBVZsDgvNXjkOgOSQCFFLtIm0Mbabmu0x19NywC3u91uKCjny/kNM7O38Pif2DuW9LTlYig1oQrz93jk5em5sAelZFlJyrGw7rCcpHE6W5KNt29v9vtBOA1BsXMjrq7fX27NXF7nCt+rIBqAB4ioWqmkaZ00qdGuya/jjo+l0mfAmIkiNVakkJLj0tY2rFrDph2/cf1v1p/lZ2Fiw+QwR0bHu47oyq/+YUKePOCZUzahk/E7kM6eOo7Agj+D8Ewy9KZiD6cX0SZSY+OU5giLi3bsKT6piZPyt8l3nvjemGXcvnUfX/sNIaOlc2fa5YxozV77E87ddXi9pt7FhQegNBgjy1slPvCTZrT1kKSr0chGlpqSwYatTxto1uWfu3cCYTkqv73hYewXrv5rHpeOme11bYbex9nQUq47bKCwoJjRcCyUgQs7Q0JErfKuObAAaMPWdxulpYKq7aygwlmC12Tn06TNMnv8LfR+cyax/3u9eeeXbTCRe9xjgDKa6erymLHqUaT78uMf+2M4fWc5AsCc6HxM5OH/kkV0HMtpuIbpFKEgS0VEwquNJVqTYOX3gMFNHXUlETKmxMWac5N7uYMrK5+z5Y1dHmHhr8o38a/kvgO9VviE/lzlP3s4tHSWaa4oZc4mdde+/zIMzlwBwcNNqbuzdqt6+r4pcRa6uZGVdRJEeMtYtB9zCodQs8g/uYYXewuoDx93nW20ObCEnsRR5l+CYlKG0HP0EaYf/Qjq8h4h7/8epOXcTP+hhrPo0ACSHDYdKVeM0S39ZOBc6bfNi3jHIBqCBUlkaZ10UefnL3/dHbmERG/84xanMQv7MDyYkIgaV/jBBwoLZVOy18to3ZzJBsc4uVJ452fnZGe4MD1faHoCQHETGOXX8q/rDKz65l9WFJpb/aUQonP+U7UV2tC2SMBUYiRn5lFel6MGZo/n8VDBfnfH8Z6/DZMgFSlf5ZesCtq79iMiSMyhsMZgMFh7rF8KXH+8kM+0kCS3b4shLpffgjrzxwYo6lbSuDmVdRKaCIrQRWkT437QccAs2u0TcXW+T9tGTXPOoMy/fkH2W7fOeIdhqYce86V6FcA6rmaycfJpdez95pw9z7uMnwGEjc+VzKBTOwK1CKIiIifWbZlkWz4nWYbdhzUtHHdWM8Igor+975tRx9ZqeWXbCz9NnkXjHa14LFbg4dgyyAWigVBaQre1qs6L8fc/3PPTGp8z9550s/HE/BzPNtL/+XrStQ7kmqQ0AhXl6rGYz4VGxPu5SHkko3Ebi7KljbiNx7uMnaPfAbA4smkbeqRPl0gB9GYVWE972eZ0eE94mf473riEjLQVTcDy6EdMQqtJ/9kqlEvUPTjkGX0HoK4aP5dCmVSy4IYQZG3OZ0DGEFuEaxnVTuXcBklQ/ktbVwdWE/lBqFja7RO7y51AabGA4S8bMB7FZLWhCwpAcdg5t+owze37CbrMiKdRowuNQnP9MXJ/zjHtGEtPLOf6uD5Tm99cmE8dzgaDftoKIQ59T0Hkgheelsl3U96q7rIvItVjxXKhcLMgGoAFSWUC2LhqoVJS/D5CuL2D0iyvISkth1MuruWnaLIYklV/pVXXiryp2UzGJd7zmtXKHqq3GbBazu6DIZrNit9k4e+oYSqUSu92OUKoQCpXbWEDp7sRffMBsKmF4awtRWiWXJsDITw1EBKvILbZiZTfGgjwUccksWPolm+53fhb11YKzKrs+m10iOC4JbXgMg6e+id1ioig3k+3zZ5A0eBwxl90AwLmDe0i657+Y9alen/WFWPVaiwqQDm/g1ZHNePSbDTjs5eW0ZS4MsgFogPgLyL6/5mf+PHaGXh2SarXadBmQ2UMhQi144FItK/cbvXYBOw+eJj8/n5UPdGDK+iKCw6omsHVg0TTspmIshlzSPnocAMluI18X4bWSLIvdbis3cQPltuUVIVFaUOQ52VdlZecrCH1tKztfb1rJ6w8kozHn8+AV8JfeTL/2kfx6LIeQ0BB35XGf1iE8830+/xkRRUJY/bTg9LXrK9t+Ml1fiFoXhUYbzPFt6zFLStJ3/YCkDuLsr19z9tevAbAYcjm77Fli/+E7A6qqVbI18Z8X/PEtY5IFbWO1jEku5uO9dVthLVf4Vh3ZADRA/AVkbdJedKKEz0+lsfEBp25OTVabrtW/ym4iJkKJWiG4q7uaDz12AT/8tp9+Sd7ukIoKpFw/drupmOb3/BeT/gzS+YIkyWEje83LpCx61G+AT5KkchM34Hfy9vyR5+mzkBx2EAokh4NTsycgORxkr3sTodYS848pQMU1hL6C0EaDgds6ScSEqsnOMyKAXvESH+3IZOHoUB77zkDEzs2o1GqMWQpKzAq6zTpLtE5NmFZVpy04/e36ygaI242fRdcH38JSVMjBn7+kxYhHyfxrC4mjnyYksdSQlmSlov/Gv0Eu65N3fe9Go8HtntPpwqqdceNa/d96q3OndWvPcNbsysBYkFdl3afKaOqB27pENgANkIr6svaN12AxlxAZ7JxIa9KGcfPeoxw+aWDhDgvhWmfgzyFJZBdIjHl5NR06JPP9toN8fn8boNQdUmhU0P6heeWu5/qx63Rh5OlPYNanIiiVZVeqg4iKjeffH6+vUwXH/OwMpPOTviRBwm0vO19QnZcbkCSyVj2Pfv072IvzEUDm6hfQ6EonGqsxl5ZtLuGhtz4td/0Ppo/nu7OpfDf3DKAG1JiKJOLCBVf27sLEIj1Hmw0ul6X0x7pFGFP3M+ueq+rsWasbYzizbwcxV93qdczTmEoOG5LdhrIKXbjqMq3StfqPOp+tFBWqYkwnVbV0n+oapTaEcx8/gdWYizk23n38YtgxyAagkeCaADYfNXM4y8bX75whPFTrfr06q81170xl9LQ5nMvSu49ZrXYsjhKKJQ0lulY82D8OnSmDsyftgDNd8tBJB/vmTEapDfHpznEFD8v67wFSzv+v58rdMwvIYbVw6r27kCTIXveWuz2gy33kKjF4bHRfbA4Jh8OOEAqUIU7XlM2Qgzq+jVOioCATzfkdhFIXTfyoaZz7ZDqaqMRy4xKSw++KsaxRcElVLD8fJ7g2voCPVs1mw7dfoVCqkCQJq7kErSaIUVd19Pp+akNVYkKu2ABAbuoRikpMJHg+r82E7ffPaH7T06hDIjh76hgqlbrK7rW6QKcLI2fbCpYLG8s9pLKFELRwVE33qa7G4Wm8ggG0KnSxl1x0uwfZADQCPCcAd7/YamgD+WLdO1PdE8f9N13D8n0mbh54C0mXdOSD6eP5I8vEBz/no3KvlnWExEcSdecsZ0pgDfH1A5s5dRxpp044V/G3v4SXZCSQveZl4to4G7DbHBKtpy6lJCsVCck90Z+Z67vtnwuhVBEzsryEc9aqF6s89rJxgnCNxK1XJLJOOZCYq+8gY9OHxDZLIv3nT3h/8hDUqmr2uPVDZUV6nrGBIIWDfatmoY2I5eSJ3YBzl+M4sZ0WxUcp2Pstsf3HoVQqsRpzy63i63PV21Am14YyjoaAbAAaAbXVBqrouqmnT/HSil08+PZydx64a+U7456RJHls/Wuq4X5g0TRM+iy/qZ1Go4HEO14j6+t30MSXrkit+jQUCoiKja/Sj1ZQ6umXbBbn/553cwiFwufOxBxT9SwmV5xgweY/kSQJh92OIhSswdswNb8UQ04WWo0KrVZbZ5M/OHX6D57I4dO/TCgUpcaxeebR0qbt52MDvS/tw5NT3/XK6X92wjBC0/e6s26svW8gsWU7is+75S525EIwmQZNbbWBfOHaVcwaFcP41Qf5afFrDLn/+XJdsaqLrwwMkz6LFnfNLOdu8HyfUqlEstvcEzc4/dRKdTVSBM8HHQQCtcZ5nqM4n6yv3sbhsLPPozbAnxurIjwNY7sHZrNvzmSv5uOi762YU7Yj2e3Vum5lDO3TGXNBFiOHXu3+vncePstLK37jjaU/umMDYYpcMooV5b5Dtb2EG1rk0Vwq4oZEE8s+eBhVWGydrPabQsbNxSwdIRuARkBNtH0qw7WrGNAulMf72ThdksLWJW8w4O5n/BoBlz5+WdeBThdW4SoKqNTXnNiyHVkqtXviBnCoVCS2bOeOH1SMIP3jx5EcduxF+aVeJEkiZuRT2G02rywYTzdWXa4A466+nUO7viYjpxCVUlHram1f2T9HzuYy79d8rn3kTd6d9A/G91Dz2JfZ3HhpLLN37/fKqDHk59IsIogpwzoSE6pmSryV7QUFTHjjkypn3VQ0yTf1FXJTRzYADYwL0ce3bFBRq5JY+8ufXHpVGDarxWsS9sQ1iZt9uA78SfvW1ypKKBRINjOWrJMAHhO/ICShtXt1v+eNsbRok1yh+6ouV4DKoBAUKg3H0/PZ+dfhaklt+MJlqGNClOTn5fP+mp85bdYx4MG3+HnlfO7vF8OkfjEoBKiVCk4V6L0yaqorsgcN0yXSEMfUFJANQAOjvgTFPA3L+2s2k5+Xz53Li0kI1zC8ezT39gvlaLPOXpN/XW7vXQVinliNucycOs79tysdz/N1c2w8htxsd/zAYbVw8r27ABAS7mwhHDYun7HG7/09u3u5rp2y6FF0ujDOnj7p00AU5OjLHfO6pp/xBqsFnZKieWbW76jtFvLyin1KbVREbmERk97/md9++51bumgZ+0k6KuzMX7uF0ZNfwmI28dWSObRMiGb13+e8zvUU0KuuyJ4rIK/WRXsdV2pDwMcEfKG4mN009YlsABoQdSHx4A9Pw/LFz3tQSDZ2pdmxOEzs0jvTFctOCnW5snIViHli1qdi3Pie29C40vFcuNLyPHcXno4kT12asgFml8FxOOxek7ursthzF/PIyD5e8hAuXCmq/igbQ3CNZ/MHM7h75iosxQaUCjs9EhQsLyO14Y8fdx+jZ7sEHv/4d6TYjtzf7wTjekcwcdEBhrbXMPv3EjLOptFbG8zLSzcSFV9xK0pf9Q0V4QrIl/08zn38hNd3I9M0kL/RBkR9CYp5Gpa7Vu8g22BhWPsICs6peejdL4g6r8JpyM9l4Yz7y2nh1xbPAjFPXEVI1TU0GWkp2O128jwyi/L0WWSkpZDzw1y3FEXC2NfIXvcmivAEBKDSBJUbw8yp43A47G7ZChcKjbf2ftnn8VXLICQHM+4Zid1mRWtII0xlo1uSgk0nbZTYihgx41Om3tyf8UO6+ryuyWzljfVHiQg/x5AHXmPJyw9zIMvE4u3Z3JqsYFx3DUVWiXW/fM0N902rdPKXqRpNIZBdU2QD0ECoSUeuqrL0mx2EKUx8vFeBsbiEO3qE8syIS5izVc8fG9cyZNxkZk4dR376SVqp83n1vuGowpzpkXXhY61KgVhVcE38dpsNoVAhSWA02VBqQ1Drop2vnd9ppH30OOrYlii0OjKWTUey21Cp1G43jevHbTQaSLj9VTTx3kJ36Uv81zpU1tZQv20FSYeWMuwSFdP7a3n3VzMbTtjZefQoGzJHkPvlLm4f4CwU23k4jXk/nSQ0Mo7kMDM39Igjo8DC6c//Te92cUiDhrNtzULuHhJDQlQQD8db2bKqoE6lE6pKQY6+Ss3aGxuNeey1RTYADYT6yvVf8dPfzF+7hf6tNdzdvxlbj+Vx8yU2HHa7V0eswoI8osKCeX1ELI9+U0Tkna+hDomoso/1Qqyi7HY7QbGtsFrMCJUGpS6K5vf8l3MfP4HFkMO55c8CUJyRgmS34bCaib/tFTRBWrfqpafbaObUceTps4iTJCxldgZ2Yx4KKnYB+cN4bCcpuTb6DQ7hcLadK1so+c92M63DFBzau4OW4x/jyc++5fjfu3GodXTp3ZdfNq4n+MouzH1kqPs6+nwjVz3wFn2aSyz/zcr04a29grj9b76XvzesBqk07bRZ5yto3r5bjcZdGQ7JUWU/vBy0bRzIBqCBUNe5/lv3p/HplhMcyipmVI8onrwmno+2pTO6o5o2UQqKCnKJiY5jVDK8NflGinJzGNtDkOgwMizexJK5kxBRSQRXfisg8KsoTVgMMSOfImf9LEIS2yGUKhTqIK+6goy0lHJuI0kCBO6KYnAWkWnCotHV0OetS+7DsOijRIeqcQAO4SAmRPDyYC1PbtpLTFI7Wt3/PJqFz/Pm2G588MUvnHRk0Caso9d1ln6zA1OxgV1ngjCkWFlz+CRBGjVFxSUI5Sc0a9+Fs39u5sa+bRnZtz0A73+3gm2/qOg66uEau4jKBszBGeAWlcREPKnroO3F7KapT2QD0ECo61z/r35PoeXwR9j93vN8k23jm6PnyNXrUQk7//21BKEoIizKDICpMI/4mAjG9o9BHaJibH8b32QUkllsgJC60Wov+wN2CbkphIKpo66ssDOY69w8fRZqXTQ2m9U5wVfgp/eF3W5HrYv2akiT9fU7gHC3OQRnAZrVmIsu1ik/4VrNevr7XWOVhIIDi6Z5BYSLT+5lzTmJjdlO153RYODW5CCSE0OZ0C+Mnd+u5Jo7HgaHFZVSwS+79rH49ngmr9/DfaMHePV82PhwKyavL2blG4+xYMN+DqaXIHCwePIgXl31HcmtE2iVEO1uSP/KXf0oMVt4ZP4bJF33AFqd83hoWASh4ZVLeut0YRjPN8jxpGWbS3yu6C8UgV5gNFUCagCEEMOA/wFKYJEkSW8EcjxNiWduuYzVW5fSqVMnBr75CQqF/z6rT99yJWM6KIgKOa/QGKJiTAfB4l0FEBLv9zxPKtvyl/0Be/rOfXUGA/jjzXHlfM7Ooi4rIYmXVDgehSaE9CVPePn+AbSxSeXeKxQqguO9m8R4yk+4VrOe43SN1bXr8KTVhLfdvY9dAnIPD4sgJlTNuCgrd65aS0R8M5QlOUx9dw3D2olygf+yCQGffvcrz991PYVFJWTmGdEGqfn3xAH0mTyXLzftLPdM0aFqrunyNbbz9mrnsUwShzxAiw7dK/zcKppo61LJVaZhEDADIIRQAnOBocAZYJcQYp0kSQcDNaamRGykjkdGXc7VJ9J568NXGfzAS37fK5mLWL0/mM8OZngdV9hKqny/utryuxrDANjsVoI8Gssbv3qboNhWFGeklMvpd73HlZsvAKUQWE0GdLHx6GIvOT9G79RNhSaEzFXPowmLxmLMA0lCkuwohfDqXeyzVadnAAAgAElEQVSPykTV/BViHck8R/LIaaz41yQG93Ge4wr8jxzQq8KEgPDQUsec3mCm64PlJS0OLJzGxKE93X/fM9TB9I+WkuYYR8tOvQHZTy8T2B1AH+C4JEkpAEKIlcAYQDYAdUiLmDByszPJy85AoVASERNX7j3q2NZo//Ekdg8NG7vNRtHqFzB5NHGH+p8cJEnC4fKySJx30ThX6WoP3fYoD912l3sisWU7Eh94x2fRmdFoICf9DEGnjpH9zf9wWE0e9zz/3A4bbR5bVq5N4p43xvodb2Wiav4KsTj6Hft/+pyWQUZGd3E+iyvw//Scz+o8IUChUPD2fYN4bskqTtvttO56RbWNtuyHb3oE0gC0ANI8/j4D9C37JiHEJGASwAfTxzJpzNUXZnRNhOjwEO68qiWFuxeQayjhqLoNV9z0ULn3ldXqOXvqGEHhcfSY6t0A5kJUXqpjWyLZLChDI4kZ4ZRwzlr1PIqwGJTaEHRaVbkJd+bUce6xmfRZJN7xGuDdUjLn9VsJim2F5LDR/L45IDmQAGv2KZQqNeeWP4tZn1qlJilVxV8hVrHRwFsPDqfQ4mD0p3ler+kL00hL19ap+B84dfdfv3sALy37glM1EKyrjuGXjUXjoMEHgSVJWgAsAGDH7Ir7+smUQ6FQMOG6HgBYbXbGvvEVFvPdaIJKm5X4+rHm6bN8+st94Uqn9FTbtNttCFUQdkN2lXcQNoszKJ2x/BkclhLsRflkrXoeAMnhwFyQjTAoMZdJz/TlyshZP6uc4qeQnH57uzHXO+1TArvNChJuf75r6lVqqxdoriohujCuHTKYxQ/2qVPp6MoQQvDKXVfzwJzV9Xof2YXUOAikATgLtPT4O+n8MZlaYiw2Y7JY3X9v3pfGNwfzcAglV0x80WvyB98/VmeQtmpyyb7kA6wWMxnLpntl3UDpDsKQm+12rUgOBxISSCDZrShKCokf+xo47Gji2zpft1vJXP40KFTYCrzdUnll5KZdwdq0xVO9ZCAkt8ip8Er7dGUAKUMjy8lVnPv4CYTkIGXRoz6zgFx6QjUhrlNfFv+4j4dv6FWj82uKEILbrmrLZ9/9guH4LsLaX1Hlcw35uax8+591Xi0uExgCaQB2AclCiLY4J/47gDsDOJ5GT0ZOIV/9doxNKRYim7V2Hw+L70a/B4bV673L5o7bbTbsxjw0cb53EWHRceX8z2dPHSN9xQyUumjU0UlYc88gSR6bPklCsppIuP1VWrXv7D68b85kr/hF6dslL6OkDHFO8KdmT6jWs0XGJdZp4xRJksg6cwpd8w68+PRrdGqmY/Cl7Wt0rdiwIA4snObzeEUMu7wdsdGRSPoTZOvPogqLRqg0RCT38XtOfVaLywSGgBkASZJsQoipwA8400A/lCTpQKDG09g5nZHL9JX76DLiQa67PrnWjV2qi68YgibMqSjp6RqyGnOZcc9I8rO9M4688Jj0M1fOQDIXIyHhKHL6yvXr38Ggi/DZ0CUjLQW7zYb1vDvJ9b9lPw3JZnHfRnLY3MfTPn4KyWZ2/20vzsdepGbm1HF1NsmlHPiDk+veJTUzl7bBxew5cKLGBmDnvCk1HkdsWBD6/RuxWKyYkbDb7Zz50kRwcDBpB3bRsqv3zqC21eIyDY+AxgAkSfoW+DaQY2gKpJzL4dnPDjBo0mt+tfwro+zWvq6CeGVVQF0ZNnveGOvW9nG/12ZDkhzYDDlYc8+Aw47DXESzie+CAGuOM5NGHZlI9vKnfd/Pbkeh0mDNPYu9KJ/0paV9gIUqiOKMFBw2C2fm3Ydw1UYIBUgOVFHNcZiMtHpgrvucM0umoZDspJ06UWfZUImt2pGiCUVrOc78cQlMXr+be0b1r7f+D/7wZzwkSeI/X3zDll9W03HUI0TEOLOU7EV5DO8ZTHyYmuFtJb7d+RVxA8dfyCHL1DENPggs4x9jsZkfdh/js7/yGTzpVVRqTY2vteu7Vagy/3Y3CqnO5FaQoy+np2+32bAY89Do/PuJXdo+LqwWM6qwWKfrKDIRS34GotzavXK0sUmUZKUiFApntg/OFb/6vBqoUh2EWhftZZjSPnqchNv/5WUwABxWE0kPzHVnB7kMVtrK590GobrGIC/rLAeOp3FPPSi/1gVCCP55yxWYLVbmfP0RBVY7xSVmKM5DYVewZnc2Crsdw59fYcrLwFJShCRJF3zXKVN7ZAPQCHE4HLzzxS72nC6gzbUTGfxgT5QqVY0DdIb8XI5sWcvcm1owZb1THK6y8z0zb2wWE5lfvgk4Jw+lUoXdbkOymp3qmx6xgYpSLAW4+wKfXfAgkt3uTNPUn3K9ChJY8zOwGHLdriVLYTbpy57FnNDMLRdhMeQiOXxr1yiEoty4rPkZnJl3HwDFGSd8nudpsDyD29VxgdhsVo58/h/CbXruvdwpzVCXyq91SZBGzbRbnJnZs5b9yMReGqZek1j6elAe3znCsaea+HH2P2l92RA6XX1DoIYrUwNkA9DImP/dn/yaYqTNNXcyeGRnFEqle+VVdhVfVYPgqlZtHx/MqOSiCtsFuvAsIjJ6NEf3LKJyTYy+ZKAVQkHGyufLdZ4K0kUQrAv2avTSqn0X9+upxw+hjkxEERxGzMjS1XrWqhf598frvRq2S+pgt6yzpySEq3DMc1zpqiCSpiwh/ePH0cRX3L+4NiiVKo6czWVMu7pXfq1PNu89yq6DVtae9o7diPAjhIaGsOapa/jkp7/5ecEvNL/6Vlp2vqxC+RGZhoFsABoRm/ae4Iv9RUQrirHvXkbaLokTBYIWfUdTbCxk93fLmHdjItM3OFfxZQ2CL1yr/5fGRgB4SUTrIqL8ygV4yiPY7aVBV7utVMqhIEdPREysz/u6jldXPkKpUqHWBKFSqb0mcLOP+7S4a2bp6x5y0K7+BIFACIHJJli408AXhyxoVKWTZG0LveqTde9Mpc/kuegNZu8XzAZ3xtGEId0Yf43E/G+/5+cfl9B7/PPuZkMyDRPZADQiBvdsS5ASeiUnoTuv0pmVZ+Dw6V2s2rKLjqFF/JmmYVSyiq2ff8ipXT9U6taprGm4P7kAT3kESZIQKmf8QShUbjeJQ3JUGEz2ZVgOLJqGyUOyOT87gz1vjEUhFETExLpdPP4KtFz38+V68rx2QY7e/QxCcuCwWUn/+HFshhzOzJ1Y+mwORzn/f1XxtwN76v0vOX3kb078vIoXRrWjS+uEal03UFQl40gIweQRvbnnOguPzJ+JFN2OK25+qFztiUzDQDYAjQilUkH/nt4qmPFRYSiE4NCxFDpEqZl4VQK5xTaWzl/JhMsiKnXrVLdpeHXxFRz1lFf2NCQueWVXUdeBRdPcueYuwTcAh0JJzHUPewWe8/RZXqmaM6eOw7jxPa/7msoUjLlIWfQoOVnpNLvnf+XGmvrfsWSsdFYjOxx2nBqGAJUXpVe0A2vdsTtJl3Tm1Q//xXPDoHu7BPT5Rh5641MWPDuhXCygotcaIsFBGj56/HrOZRfw0pLnEVFtuPzWKXKguIEhG4AmgEs6eEDbMGauTyFSpyXIbmB0e2fKZlm3jicPvfVpras7FWqt29duN+a58/89G4h4upLyzmv1xOOt1ePaKbj+9kwhda3CVWYz+vXvoAgvXTULnEFZzx2Fv+pml2HxFIuzGnNBgowVz5E47nWvc4RSzWXPrALwSltNX/4ch964EXVUM8J9fGZVCawrVSoG3/8Sr8x/gbxjKxnc+xLyMtJ8xgKWfrPD72sNmeZxESx85Bp2HjnHxwuexJLYk/ZX/oOYhOaBHpoMsgFoEpR2EzMjSRLH0zOIC3EQglPOuaxbpyxViRWUxSWDAGA3ZLuDuZq4JHeBlqfrx9OVtG/OZLebqGznqYpw5fjbi/LJWDbdfVyy2wjSRQDO7l/+4hau4jNftQl2mxX9+llYsk76vb/nzqEoWEWnKAWtrx3j9zOtSmBdoVSiikri8MkvOZhyhs8nJPD8z94ZQa7mMPNujmXy+oaXLVQV+nRsTp+Ozdl7NI1Pv30HY587aN216hIUMvWDbACaAK5uYks37efnwzkU/3kYR3EeN38lcIqsOvHl1qlJCih4yyP4aoxe19htVkAgFN7/ZBWaEGL/Mdkd4AX/vQkqknVWqtSoVGoviQmAbB9pq9aiAnT2Qt65qaPPz6yiwPrRLWspykih+82PERkTjyE/l6Nbv+SWXpEUGwrYnGJiZHul10q/bHOYJeu3M3FEvxq7hALpTurdoSWXJifxwqdORdI2Pa68oPeX8UY2AE2AnIIihj67nL43jKXfQ0/TrxrnVrZSrUpFcH1I/x5YNA2LIZe0jx4HnKt8oVAigkJRhkbS7G7nCt7levLEV2Ga8xrVl0D2RcEf3zKmk8rvZ+YrsH5lgpnFT93M7Kdu5cobLuP11bPIssHufYcIs2Sy7s8ShrdX8o92gtZxpXUBkiT5bA5TZLLU2CUUaHeSEIJXx1/NqyvXkeKw0a5X/ws+BhknsgFoAsREhPLW/UNYueN39Of6Edu8deUnUXkKKJT3pXvGCzxx2G1Y89JRRzVDoaz5PyuXSqjDYSfh9n+himrhfk2o1GSUqdT1hUNyeFUYl15A+M0QAnx29lII71x2a1EBjoM/cNMgcNjtPj8zX4F1SZIosdqIDNEQHKTh1QkD0Ocbuf3XLVzXTkPoJRKPXhlESq6JyOAId10AUK45zPB28OH3O/hyQly1XUINxZ0khODFcVczec5qLJ0vl7OEAoRsABoxnlv56y67hEE92/D0x3M55NBx5finK9UFqiwF1N85qsy/2fr5h5w5cZBx0/+D0WggsutAIg59TkHngcT2Hwf4z+d3tW0E56RrPt/dS6cLoyBHT+Idr5L55ZsIpRpbQabzJLsNlCrsxlyU4fFuCWe7MY+Mlc9jjo2vdMchFAp3sZiv4jRfnb08G80A2Ax67rzEQKJORVFBLjHRceU+M39NYBwOB/M/fJYPkp0BUJdrZ/NRE+cKrSzfb6HQJIHqDOGhWppnHgU4H98pbQ5TWGQiRGmrkYyEL3dSIIPKLePCne492QAEBNkANGLKbuXVKiVv3dOf657/jDapKShVKhJbXeK3IrO6KaCe8YI7P1lJYqjEzm9X4rDbkA5v4NWRzXj0mw1Ye9+AOiTC+5oebqJgAK3zn54u9hKvXcYjI/ucX70LlB6ZPrbcM6giElAEhxM/4nH3cSGcLSHrq1vVs3NWeO16lrzyMGsP/8Uvpx3klqQRGlmCQqGoNG02N+scpiIjBcYSHA4HCoXCHbwHrXsCDA+C5vGx7rhOWfT5Rm6f/j+//YIrwrX6r8m59UWQSoEhL4fgULlTWCCQDUAjxd9WXqVS8uIdfchMX0eJ2cpvfyZyxY0P+LyGv5WqP1w7hqhQFWEYefXaeKZvWYvNmM+Yy3W0jdUyJrmYdXu/de8CXEx9bW41U00lFJ7idkKgUDt3NF4VwLHx5SZ/ITncO4yyx6H63ao8s6Q6XzGYMUl5TB0Qy5yteo42u6nSzKkjv/5AUMomuraMZt2Jk6z/7Qij+3X2O8lXhGsFXxMZidqcW19MGdmbBz+YQ/wj/6n8zTJ1jmwAGikVbeWH9GrH5n2nWbHtJNG966aHsme84LNdWdzZXUNzTTE3tFWyMDWfW3s63Rq39gznqzXOXYAnNUk1LYtVn4a9ON9r9e5r1R4Zl+iVBeTK38/wUPB0nVuZMfDc9UxetwaHA166y5nyWlF9hYtDW7+mnfEPpt49CIA7BnetVTFUacpv9fsF1+bc+kIbpCYytOYqtjK1QzYAjZCKtvIqpYKf/jrFuhQVVz34Vp1VXrpW/wAbD+aw8tZQHJKDG1oWszbY6YoB5+5gTLJg3d7SNg/pqSn8tPJ9lkxow3ObqpZqKjyKywDsxlw0YTEohai0O1dZF49LPkIbm+TV5rIqKp6eWVLXt0hnf6admFCna6qymMmJ3T+TXPQnk0dd5j5WW4G0muwa6uLc+mRUr+as+eApgjsNpl3vwYSEhQd6SBcNsgFohPjayg9tAw+9vRpFbDtaXn49/cZdV6f3dMULFm/P5tZkyClydtEKFTaubatk5JyDXs3NzdIKotp0A2D9vFdoq7Oy62Qho5KDKtwFuNw3dkMuSo9eAqrweHpMmcPembf5FHLzXM2XXdVXVKdQURV02SypMe0lPttroN97p71krX35/x0OBwc2r+VIbgq3D+jY6Aq3LiTXX9aW6y9ryze/H2Pt0o2oWl+OOjSMboPGyIqi9YxsABohZbfydodEWq6JhNaJPPr86yhVdf+1uuIFH0wfz/cZqXzv1cctjLbdW/mMKaSnpqA/spO1d+h47Lsc3rgtma+/9r8LSGqbjNFoIM8I8aNKe926JlxJKKqtIOoLa1EBZn0a29Z+7Nc1VTZLqkPyJUwc6PT7Dx77ELu/mIdUkoeueQev8xwOB1s//jfttUb+yjoT8EybxsKIvskMv+IS0rLySc06y7zF/2LQfS+gqKCHhEztkA1AI8RzK59vKGbKwu1MmPgiYZHRFZxVN1Q3cLx+3iuM66aiS7yaEck2Nh7IrXAXUFbMzbO+IEWpKpeXX1MK/viWliEmDm5ayUfjfFdBV5QlFSwV8ehVEVyafClf7jjK5k+ec3cvs9ps3H9FC16ddzjg+faNDYVCQevEaFonRhMdHsJri15m0P0v1cuiRkY2AI2a3MIipizaQd97XyE0LKLyEy4whvxc9Mf2MmyUiiNZFq5qIZi4NhNVWAwRlaRNugzBTyvmcXrTR27NnbrQ8bcWFSAd3sCVLVSEaUtoF6PxWdFbkbHb98mLXJrslI24sV8HbuznvQuYtezHBpVv3xjp2iaBl0crePGDGbTqM5wOVwwO9JCaHLIBaITYbHZeX/07h7MtXHnfq4TUQnKhPtn13Som9GtGpy5OSecEYGJO1VInwbdOUU3Q6cI4/sFk907CUZzPzW2KOJRpY/5oHUUFuYzrHVlpRs/fG1ZSlO5sF9lO5/9+FzrfvrFJRVeHji3jmH9vKLPXfUNWszbEJ7UJ9JCaFHKEpZHxny92cv+iXSj73c81U96u1uRvtZgxFuRV+J/VbK78QlXk2B/bWbXPxIC5Z9z/rdpn4tgf273eZ8jPZeGM+zEW5Hkd99Ypcmbb1IRn56xg6A1j6JoYxMBrhtImPpy46EjGdAmmfawakyGfKK2iwnv89e1Sro/OYPF9vVh8Xy9m3N7X7/0qyrevDzwLApsiUeEh3PePXvz91ft1+u9TJkA7ACHE28AonPq9J4B7JUnKD8RYGguSJPHvVb9iaDuU/qMHV/m8tKP7KMg8g+Swk/Pnj1zapuI4wY7TuUT3GkbHvteiCdKSr8/kzKE9AEQnXULzth2rfO+qxgt81Qj40ykK1oZ7reZdukMVyUCUrWCecFkEu04YySy0sHK/hUKTA5vyGNpQnd+KXlvOaUaO7l2l57mQ+fa10fZpTDuHpLhI/jOuBzNWvE3/e54P9HCaDIFyAW0AnpUkySaEeBN4Fng6QGNp8EiSxCvLt2PpNJL2PSsv7CoqzGfvl/ORrGZ6xdq5pUcSAJ0GXEuQRl3huRarjb1HTvK/D55BGxmPpiSbyUM7IYTgnfXf0fzRupV99idH7U+n6GizawG84gKV4bmT0IkSlu60ow0NA43TaKg0EBnvO4vpj2+XUqI/Q7i9sMrPdCHz7Wuj7RNoVdDqkhQfRTT70J87XWXBQ5mKCYgBkCTpR48/fwNuDcQ4Gguvr/4dW5cxtO3u1E6322zYrBav96Tu/438v35EG6QGm4nZ4/oSoQuu9r00ahVXdmvLld3aeh3ffzITEZlU84fwgz85an8ZONozm1GU5FW5f0HZncRnD3XmzlUFTHhjld/zbFYLdpuz0X1o1l+8/8CQunvgOqQ6sYayq/2GogpaXV6fcBWTV64h9q5plb9ZplIaQhD4PmCVvxeFEJOASQAfTB/LpDF1I23QWDAWmzmc46B9aBQHf/sJSXKQufNrujT3jkL2SAhn/MMD6m0ch9JyEOHNOLhzM8m9rqpUabQqVCRH7c999NOKeXRIX+tlMK4YPtZvMVd1FU+LjQa2zn2Knu3iEQKm3XR5rZ+zvqiOtk/Z1X5DUwWtKhqVCkNuFpIkyf2F64B6MwBCiI1Aoo+XZkiS9NX598wAbMAyf9eRJGkBsACAHbMr78TdxFj321H0+UY67lnCHT2c2vjdpwwmRHth9VNuHdCZdkfSWLpxJSeVCjpcNrDW16zu5OzPYJhNJX6LuaqreGouNnJNj5ZM8ZBvaKhUNdZQdrU/ckCvBqcKWlWUSgWPDmnFx8tn0e/Op2QjUEuEJAVmThVC3AM8BFwrSVJxJW93chEagIbGgwt/p8+9/6rVNSRJoiA3m3cfGUOoRolC4fwRF5eYMZtKiIxvwT8XfV/uvO8+fIdjGz5mzUOdiD5vNGZvzuKTPQUsn5DElPVF3PXv5YSEhbPrs9mEnvfbW2w2wjsPon2f6/xKCzjsdv7euBJz6l88dUMX4iKCG02AtDJmLfsRzu7hqYERzNpSwFZ9OANiC3lqYGntyKwtBdDiskaxCwDYtj+VBbsM9B//T9kIVEJihJZRPZv7/JAClQU0DJgODKry5C/TILCYirHZrKhUaowFeZw5fgiA2OatiG1WPkaw78eVpP29gxHT3gOcqahbF79MlxjBrvlTmf7JLmwIkmOD6JgUxYQh3Xjn899JO/QHLTtf6nWtP3/5mgjJwrWzj6MLc65eTUVGwlQWIoJVtA02sOrF8VzfrxdP9u9A93ad3Ocu++kPvnvvKzrd9BgJrb0zmU7+tZ3MrSu4rX9Hho1wqnbOWvZjowqQ+sNXnODdd09yOjKU5X97p1QGUhW0uvTv1gq16ixzlsyk/8RnZM2gGhKoGMAcIAjYcN56/yZJ0sMBGotMNXjhpm48/d7/ERLTDKUhnXsHtUUIwVc/fEFJ3ztp2bk0VVKfnkazwr/QxDvjFVazmS2LXuTNsd1onehMR10weSAOh0RYaGlHqDsHdeKpz74iqVMv9+rOkJ9LZIiGubd3Ycr6Iia8sQpJkvj02Tt4+3ot7/+UyqTeWt7YXsCTY3qXW7XfNaQbdwzqwn1zF5DwyDvnx5fKvm+X0i3CxOInhpeOu5EGSH3hK07w5KCYRrXa90ffTi0wFptYt3U93QaNDvRwGiWBygJqH4j7XuzURd53+6Q4Pp/umji6u48P6HkJT3+0gnNqDc3bd8Nus/H31wt5dUwn/vvtAcymErYtepF37upFi7hI93mhweWDyc1iI+gdZ6MgN5vIGGe7SM9socvjcln1xuO07XEVg5JsfLknk1kjY9CoBAeyCvyu2pVKBdf3SGT7khcRCgXBUglL77/aS8UUGl7bxNrQEHsA1CX9urZk8dxNFF06kNDwyMpPkPGiIWQByVwg6jPvWwiB0ewgLioem83KlkWv8OKoS8g1lLDm+22MV7zAu+N70yy2appF0bpgUrLOEhkTjyE/lz9+WMnwQcE89/lx2kcr+X7nPkwmM5tT84nWSvT7INt9bkWT212Du3DXYP/3bYhtE2tDQ+0BUFcEB2mYN2kAkxe8xOUTX7oggohNCdkAXCRcCLeGIygCXXgkvyx4gVdv7kRyUhwOh4Pd86d4rfqrwj1De3Dv7KU4TEa++/AdekUaSdAI/jc6hhCNgi2n0knHwdP3juGJG+suVbMhtk2UqZgIXTAfPDSQRz55l4EPvBro4TQqZANwkXAh3BqtwxzsXPQcM2/rQdtmMYBT3re6kz843TXDejWnIPsXkrQmjusVzNhYBBQBIEkKmoUW1unkD03fZeJJY5KCqIywUC3tIyRSD+6mVZeGW7vR0AhYGmiNaKJpoPX9Q9TnG7l9+v9YfXsYsToVeqON21cb+OztJxr9D1+m5sxa9iPrN/zCyKGDmoRxkySJOV/vYcexHFpeM5E2nbrXScFiY6eiNFA5d6oBUN9qjhdanVKm4ePpElz/yy5yCooCPaRaI4Tg0dGX89HUIVxp3MSWBc9jNpUEelgNGtkABJgL8UPcvPcoy/82c/ncLPd/y/82s3nv0Tq/V0NEn2/klmfmN4lJrq7wdgk2rcWANkjNzQO78e74S9m28HlMxfL37g85BhBgLoRvvqlnglRGY1K9vBB++aaW6eSPZrERvHfPFTy26AX63f8KwaENs3FSIJF3ALWgtitL1w9xYm/nj25i79Amsx1vKDQ2V8eFaO5yMbkE46PCmHNfX3YsfoFioyHQw2lwyAagFtT2x3ox/RADRWNydVwoY3WxuQRjI3XMe+BqfvvwBYoK5b5TnsguoBpSF3n1F1PKYSBobK6OC1WBfDG6BKPCQ5g/qT+PLHiZyya+KBeMnUdOA60hZRUWm4K2SlPD8ztyH2ug35WcqnthMBSZeGThVnrd+Tzh0bGBHs4FQU4DrWNk333joL5cHfWRVSS7Ay8MYaFa5j80kL+WvUq+PjPQwwk48g6gBjSmlaVM3VMfBVSjp83hXJa+3PHm8bEXpcumvikxW3hk/mY63fY00fHNAz2ceqWiHYBsAGqA/GO9eHG5auaNDGHy+mLZRdOIMZmtPPLBZjrcNI2YZi0DPZx6QzYAMg2axqRJI8d+mhYWq40p83+m7egniGvRJtDDqRfkGIBMg+ZC5L7XBXLsp+mhUat4f/IQUtf/l8y0E4EezgVHNgAyAaUxFWrJgdqmiVqlZM5DQzj3/RwyTx8J9HAuKLIBkAkojalQ62IroLqYUKmUzJ40hJyfFrJ1ycyLpmBMjgHIBAw5912mIVJgLOGRhdvoOfZpIuMS3X2pGytyDECmQSK7VGQaIhG6YOZPGoB961x+mv8cNqsl0EOqN+QdgEzAkNNpZRo6KedyeHr5XhI6X0GP6+9slLsBOQ1URkZGphZs+vMky3ekEdFlIB2vGoZQKLo0shUAAAc8SURBVBqNMZBdQDIyfpCbxchUhWt7tWXxIwPpqzjE6ZXPsel/T3B47w7sNlugh1YrAmoAhBDThBCSEOLiUGWSaXA0lhoEmYbB2IGdef3ugSx+ZBCDbdvYMPv/2L9pTaCHVWMCZgCEEC2B64HUQI1B5uKmMdUgyDQsdCFBjOrXlTX/dx3XR57lt4XPcGznxkAPq9oEcgfwLjAdkP36MgGhMdUgyDRMhBCM6NuexZMH0LV4N5v/O4UDv2/GVGwM9NCqREAMgBBiDHBWkqS/qvDeSUKI3UKI3Qu+kn+gMnWDLOsgU9fcfV13lj45jOHqvexY+By7v/4Ih90e6GFVSL1lAQkhNgKJPl6aATwHXC9JUoEQ4hRwuSRJ5fMByyJnAcnUEbKkt0x9Yrc7OHA6k3e/PUJo6570HD4+YGNpUGmgQojuwCag+PyhJOAc0EeSpIwKT5YNgEwdIdcgyFwoftiTwmfbjxPcaTBtew8kLDLmgt6/QRmAcgOQdwAyMjIXAT/9kcKKbSeQEjrT4x93EhwadkHuW5EBkJvCy8jIyFwAhlzajsE923A2u4BXPnkJolpxxa2PolAqAzamgO8AqoW8A5CRkWki7D+ZyQc/HsAU3ZEOA8YQGZtQL/dp0C6gaiEbABkZmSbG74fO8PmOY2RpW9Np4I113p5SdgHJyMjINFD6dk6ib+ckMnMLef3z9zgkIrj89ifQhujq/d7yDkBGRkamAaHPN/LvNbvJFdF0HX4PUfHNanU92QUkIyMj08g4nJrNZ9uOcMQURfJVw2me3L1G15ENgIyMjEwjJTO3kAU/7OdYoZouN9xf7RiBbABkZGRkGjkWq42XV/zKaYOC7mOmoNFqq1RUJhsAGRkZmSZCdp6BVVuPkJ5XxBlFC5L7DSOhdUe/75cNgIyMjEwTJDUjlw9+PECqKZTuox4kKq68/FrTMQB/rWpEg5WRkZG5MJSYLLywZBOO8CQGjH3Y67VYXRADkuOagAG4AAghJkmStCDQ46hL5GdqHMjP1DhoSs8k9wQuz6RAD6AekJ+pcSA/U+OgyTyTbABkZGRkLlJkAyAjIyNzkSIbgPI0Cd9eGeRnahzIz9Q4aDLPJAeBZWRkZC5S5B2AjIyMzEWKbABkZGRkLlJkA1ABQohpQghJCBEb6LHUFiHE20KIw0KIfUKItUKIyECPqSYIIYYJIY4IIY4LIZ4J9HhqixCipRDiZyHEQSHEASHE44EeU10hhFAKIf4QQqwP9FjqAiFEpBBizfnf0SEhxFWBHlNtkQ2AH4QQLYHrgdRAj6WO2AB0kySpB3AUeDbA46k2QgglMBcYDnQBxgkhugR2VLXGBkyTJKkLcCUwpQk8k4vHgUOBHkQd8j/ge0mSOgE9aQLPJhsA/7wLTAeaRJRckqQfJUmynf/zNyApkOOpIX2A45IkpUiSZAFWAmMCPKZaIUlSuiRJe8//fwPOSaVFYEdVe4QQScAIYFGgx1IXCCEigIHAYgBJkiySJOUHdlS1RzYAPhBCjAHOSpL0V6DHUk/cB3wX6EHUgBZAmsffZ2gCk6ULIUQb4FLg98COpE74L84FlCPQA6kj2gLZwEfn3VqLhBChgR5UbbloewILITYC5aXzYAbwHE73T6OiomeSJOmr8++ZgdPtsOxCjk2mYoQQOuBz4AlJkgoDPZ7aIIQYCWRJkrRHCDE40OOpI1RAb+BRSZJ+F0L8D3gGeCGww6odF60BkCTpOl/HhRDdcVr7v4QQ4HSV7BVC9JEkKeMCDrHa+HsmF0KIe4CRwLVS4ywAOQt4tkNKOn+sUSOEUOOc/JdJkvRFoMdTB1wNjBZC3ABogXAhxKeSJI0P8LhqwxngjCRJrt3ZGv6/vTtksSKKwzD+/FE0mLTZrIJhg82wQRQFP4FgEFwwKCi4xWRcUEzigmHB4FcQZaNFEEEQg0WXNRgUv8AKr2Emis7eEY6X8/zaGbjwpvPOuTPnzFAAS82NYH9RVTvA6STfW2eZo6ouAA+B1STfWudZRFUdZHiAfZZh4n8DXE7yoWmwGWq4y3gK/Ehyq3Wef21cAdxJcql1lrmq6hVwLcnHqroHHEmy3jjWLN2uADr0CDgMbI8rm9dJrv/5J/+XJD+r6gbwEjgAbC3z5D86A1wB3lfVu/Ha3STPG2bS790EnlXVIeATcLVxntlcAUhSp3wLSJI6ZQFIUqcsAEnqlAUgSZ2yACSpUxaAtKDxJM/PVXVsHB8dxyfaJpOmsQCkBSX5AmwCG+OlDeBJkp1moaR9cB+ANMN4jMNbYAtYA1aS7LVNJU3jTmBphiR7VbUOvADOO/lrmfgXkDTfReArcKp1EGk/LABphqpaAc4xfM3rdlUdbxxJmswCkBY0nuS5yXCG/y5wH3jQNpU0nQUgLW4N2E2yPY4fAyerarVhJmky3wKSpE65ApCkTlkAktQpC0CSOmUBSFKnLABJ6pQFIEmdsgAkqVO/AGgFvl1MxermAAAAAElFTkSuQmCC\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}}],"execution_count":14},{"cell_type":"code","source":"# Data XOR\ndata3 = pd.read_csv('xor.csv')\nfor i in [1,5,20,30,40,60]:\n   knn_comparison(data3, i)","metadata":{"id":"q5kXXHHjV9If","colab":{"height":1000,"base_uri":"https://localhost:8080/"},"cell_id":"c28ed68917a9444fb63b2d1ed2477352","outputId":"ec10eda7-0377-48a2-cbe9-99ca81dc4f0b","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":26301,"user_tz":300,"timestamp":1642260355921},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAYAAAAEWCAYAAABv+EDhAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nOydd3iTVdvAfyez6d6FQtmKbFw4mKKAo4qIoiLg/FARcb2u173lVVFEUHEgKCgIDl5QGcpQirJeFAFFVoHudKZt5pPz/ZEmdKSTlrT0+V1XrqtN8pxzP0l77nPuKaSUqKioqKi0PjSBFkBFRUVFJTCoCkBFRUWllaIqABUVFZVWiqoAVFRUVFopqgJQUVFRaaWoCkBFRUWllaIqABWVBiCE6CCEKBZCaGt4jxRCdDuZcqmo1AdVAai0CIQQh4UQl5T7/QYhRL4QYmgg5JFSHpFShkoplTJ51gsh7mjoeEKIZ4UQn5X7vZ0Q4i8hxNtCCFGPccYJIVKEEKVCiPUNlUeldaAqAJUWhxDiZmA2cIWUckOg5WlshBAdgY3AcinlNFm/bM084C3g1SYRTuWUQlUAKi0KIcSdwBvAKCllStlzncrMLTcLIY4IIcxCiCfKXfOsEGKJEGKBEMIihNgthDinmvGfE0LMKvtZL4QoEUK8Vva7SQhhE0JEl5tTJ4R4CRgMvFNmFnqn3JCXCCH+EUIUCCFm17abF0J0xbP4L5RSPlLfz0dKuVZKuQRIr++1Kq0PVQGotCTuBp4HLpZSbvPz+iCgO3Ax8LQQoke5164CvgAigeXAO1UvB2ADMKzs53OBTGBI2e8XAH9LKfPKXyClfAL4GZhaZhaaWu7l5LJx+gLjgFE13F8XPIv/+1LKp8u/IISYU6ZE/D3+qGFMFZVqURWASktiBPArsKua15+TUlqllL8DvwP9yr32i5TyuzKb/aeVXivPZuA0IUQMnoX/I6CdECIUGIpHQdSHV6WUBVLKI8A6oH8N7+0NhACLK78gpZwipYys5tG3njKpqACqAlBpWdwNnA58WI0pJbPcz6VAaA2vBQkhdJUHkFJagW14FvsheBb8FGAgDVMANclUmeXAx8BPZX4AFZUmRVUAKi2JLDzmncHAnCacZwMwHDgT2Fr2+yhgAB4TjT8apayulPJBYAUeJdDO+7wQ4r0y/4K/x+7GmFul9aEqAJUWhZQyHY8SuFQI8WYTTbMBmATskVI6gPXAHcAhKWVONddk4bHhNwZT8ZiLfhRCJABIKe8q8y/4e/TyXiiE0AohggAdoBFCBAkh9I0kl8ophqoAVFocZfb04cC1QohXmmCKFMDE8d3+HsBG9bt/gJll8uQLId4+kcnLwj4nA1uAtUKI2HpcPhGwAu/iOSlZgQ9ORB6VUxehNoRRUVFRaZ2oJwAVFRWVVoqqAFRUVFRaKaoCUFFRUWmlqApARUVFpZVSJRGmWbNvteqxVjlhtu89yE+HnDx8/72BFkVF5WThtwZVy1IA5r8DLYHKKUBbClk0bzHXXn0VnTupCbcqrRfVBKTS6kiMi2D0wB78snlLoEVRUQkoqgJQaZU8dt35zJv1Km/OnBVoUVRUAoaqAFRaJUFGPT+8MoFNP69DUZRAi6OiEhBalg/AD24EJdpoFF0Q1fg5mhkSrctGiJKHpnHqh6k0EINeR1uDlcl33cNHH7wXaHFUVE46LV4BlGij0YdGEioU6t45NXBICXYZREkxhCm5gRan1fPIdRfw6Jd7ycnJIS4uLtDiqKicVFq8CUjRBWFsIYs/gBBgFErZiUUl0CQlRNE1zM4zL7wcaFFUVE46LV4BgGgxi78Xj7wtTOhTmClXnMWB3ds5lHok0KKoqJxUTgEFoKJyYrSNjWDBA6O4+sorcDgcgRZHReWkoSqARuSvg8e44MaHMfa7htc//jrQ4qjUg4TocHp2jOW37f8LtCgqKicNVQE0ItERobz978n869YxgRZFpQHMvmcUD0y7B6fTGWhRVFROCi0+Cqg+DJjwBOZCa5XnYyNMbPnspRMePz4mkviYSFZu2HrCY6mcfKLDQxjcPZ65nyzknv+7JdDiqKg0Oa1KAZgLrfS6s2ob2d3vPxAAaVSaI3cln8WUufMZc8VIEhMTAy2OikqTopqAVFTK0b1DAt3ijKxctSbQoqioNDmqAjhBZi9aSf8x99F/zH2kZ6uJXacCr9w6jJVLFvD54sWBFkVFpUlpVSagpuCe8Vdwz/grAi2GSiMSHR7CvPtGctmzM7hu7Fh0OvXfROXURD0BNCKZOfm0v+hWZsz/lhffX0L7i26lqLg00GKpNICo8GBGnNWZoYMH8sFH8wItjopKkxCwrY0QIgjYCBjL5FgqpXymKeeMjTD5dfjGRpgaZfw2cVEcW6cuFqcKL0wYyKPXnMPNMz4lqWNHLr1keKBFUlFpVISUgalIKYQQQIiUslgIoQd+Ae6TUv5a7UUps6oIW2BsT2RwyzuiF5S6iLQfC7QYKnWg1Obg0sc/5Zqb7uD+aVMDLY6KSkPwW3smYCYg6aG47Fd92UOtj6zS7AgOMrDq1Yns2LCSj+bND7Q4KiqNRkB9AEIIrRBiJ5ANrJFS/hZIeVRUqsNkNPDBvSP4/MNZPPX8y6RlZAZaJBWVEyagCkBKqUgp+wPtgQFCiN6V3yOEmCyE2CaE2Db3200nX0gVlTKMBj3fvXwTHZ3/cNVll7B8xcpAi6SickIEzAdQGSHE00CplPL1at+k+gBUmgnZeRYmz/mJfz35IoMuPD/Q4qio1Ebz8gEIIeKEEJFlP5uAEcBfgZJHRaU+xEeH8fG0S3jgnv9j8ZIvAy2OikqDCOTWuS0wXwihxaOIlkgpVwRQngZz2xMzWbFhG/HREfy5/J1Ai6NykogOD2HNqxO4672P0ep0XHvNiVeBHTBwCOa8girPx0ZHsmXTxhMeX0WlPM3GBFQnmqkJaOO2PwkNNjHpsTfrrABUE9CpQ1GJldHPLCGqTQfefe99EuIb3lu4S4++9Joyp8rzu+dM4eDeP05ETJXWTfMyAQUSc34RY6c+T25BUaOMN+Sc3kRHhDbKWCotj/AQE+tev5n/3NCbkRcP49fftgRaJBWVOtEqFcCCr1aRn7af+ctWBVoUlVOIbu3j+PqZa3n1haf5/Y9dgRZHRaVWWp0CMOcXsWLNOt69JoEVa9Y12ilARQWgS2Iss26/kJtvuoH1G1SbvUrzptUpgAVfrSK5q6B7QhDJXYV6ClBpdJISovjuxRuYM/MNjh1T/TwqzZeWF0B/Anh3/0vGRQAw6exwxi1Zx81jRxETGR5g6VROJRLjInHZikhNTaV9+/Z1vi42OpLdc6b4fV5FpbFpVQrAu/uPDfXcdmyozncKePD26xo87o3/eo31W/7EXFBE+4tu5bmpN3L72JGNJbZKC2TL3qOYIuPp1q1b/a5TQz1VTiKtSgGs3/I76Rl2Fu3KqPB8ovn3E1IAn7/+8ImKpnIKsWlXKlNm/8B/V3xHQkJCoMVRUamWVqUAlr//YqBFUDnFWbfzEB9tSmfFyu9JSkoKtDgqKjXS6pzAKq0Tc0ExYx97j9zCkiad55lPN/LwI4+ri79Ki+AUUACSlpTMDJTJ28KEbuEsWJlCfuZR5q9ovIqylZXKS5//wtCRV9CrV69Gm0NFpSlp8SYgrcuGXQZhREH4TXZuXkgJdqlF67IEWpRWg7mgmBUbtvLuNbHcvWIrNycPJCYi5ITHXbAyhUMH/qH3pP9gdUkcToWE9ntYuORrtXaPSougxSuAECWPkmKw6YKoptxFM0OidVkIUfICLUirYcHKFJK7aegebyS5m435Kzbx4E0nFqXlVSrPDjNxy3cuEoZM4LTh1yM0WgC/oZwqKs2NFq8ANEjClFxQAi2JSnPEu1AvGRcGwKSzQhi3pH6nAHNBMXe++hlzH5/ou8arVNqFazC6SwnC6Vv8VVRaCi1eAaio1IR3oa6Q+9FNU69TQHn/wYM3jfQplfljQpjyZS6Pjkpkzo41OC64GkNIRK3jBarks1pqWqUyqgJQOaVZv2Mf6dl2Fu3KrvB8Yta+OikAf/6DBStTuLSz4JbF2ZyXqOeKPtGkWfJY89tykoZPrH3MvIJqSz43JYGaV6X5oioAlVOa5W9MPaHr/fkP1u/Yx7FMO4fNLnYcc/LZ/nQAROT2OikAFZXmgqoAVFSqoTr/wZev3U9MRAiWEhttxjyH2xCGwRgEisO3my5fu6ey6SUtPR337t3otFp6nHHGSbufjPQ0sqffXuV5xWI+aTKoNC9UBaCiUg21+Q/CQoJ44vbRmLqez/33TkVUE4dc2fSSPf12THEdseaknpT78OJG0OnWmVWeP/j2hJMqh0rz4RRIBFMpz8nKeG0NrN+xj0W77JwzO9v3WLTLzvod+3zveXzceWz+7gvumHxXACVVUWkYATsBCCGSgAVAAp602LlSyqrbE5V6UTlipanxFyJ5qlAX/4EQAjt6pj/5RJ3HNQSFcHDuFJSSfDK0x0NHNUgGDBzSZBE5Go3G76lDo1H3ga2VQJqAXMBDUsodQogwYLsQYo2Uck8AZWrRNFXGa02cbIXT3Php50GO5VjomFT3mv8D73ubXbt3Y14xg4se/ajCa00ZkdO2TRu/ZSo0bdo02ZwqzZuAqX4pZYaUckfZzxZgL9AuUPKcClSMWNHUu+5Nfc1H5RXOig1ba70ukOapE5lbUdxs3ZvKlj2pvPnlJgY9vIjrZqzjvPsXsHS3g1WrVqm7aJUWSbNwAgshOgFnAr/5eW0yMBng/UeuZ/LogSdVtpZCY2S81nc3X98SCw09LTSGmamhcyuKm4n/+YYsRxDnXTiYPKeLH1Z9SGhoaJ3H8NflKyM9nZC4DnUeozFoym5japJZyyTgCkAIEQosA+6XUlbp0C6lnAvMBSBlllpCsxpONOO1vuaj+iqcEzFPnaiZqaFzu1wKVz/zBZMffparLr+03vN68bcAdunRl15T3m7wmI0lR2OhJpm1TAJ6bhVC6PEs/gullF8FUpaWTl0iVmqivuajmhROY4zvxbt4v3xpFDMWreGfo9m1X1TL3HOWrquTOcjudJGWW0SfXj3rPaeKSksgkFFAAvgI2CulnBEoOU4VTiTjtSHmo/qUWDgR85R38U45bCUpVOGRWV/y9X/uOaF7u+TDzYTpZa0nihCTkdWvTGDCLePpec4gHn5gGomJib7XT8TsoTZ/V2kOBNIENBCYCOwSQuwse+7fUsrvAihTq6Qh5qP6KJyGmqd8ppsrgrl7aTofjA7h6i8O8M/RbE5Lim/Q3BFBGi5OcmIwmlixoXYlFBcVxuePJvPa0t94YNo9SEMIH73/LmFhYSdk9lDt4irNgYApACnlL7SMAv6nPCdaMK2pxvcu3iv3FpN8mo7e8TrG99bV6xRQee6iEhu4XJwRbyf59KA6+RWiw0N45bbhZJgL+WLdn9x///0cOfgPLpezTjJ4qcuJoaU7UzfNnIbDdty05rTk0qVH3xYjf2sj4E5glcBzogXTGmN8f5E+63fs40iGlSJLMZ+OCWJPjpNR3XQsXn6Y3MKSCjv36iKFys9tLihm3CMzWTIujNhQHeZiV70ipdrGRvDAdQOZ8NwCtm/ZiV0Y6vMx1HpiGDBwCL//uYe2N75U4XWdVov5p5PrMK4vXpNWSU56Bfm99Y5UZ3DzRA1eVml0GhJz769n7/I3pjLpikFMHRzHwJ7t6dk5kYE923PnhdEV3mcuKGbktLfIyzhSo3O5vo7r6u4tPe0om+9NwuC28cvMqRze9F+/7x0wcAhdevT1PdLS01k3/XY2zZzmf+y8AvRhMZjiOlZ4uJTm3+1oy6aNHNz7B+0SE+nTq5fvcTKL3anUH/UEoNLo1Ddss6YwzbqYj+YsXU9Rfi5vXxfD0zXY9RvD1FU+omhSfyPfi7ZY0v5m01s/cNqom4nvMeD4fVXa8bt378YU15Gj8+6r01wqKk2NqgBUGpWGxNzXlFBWm/nIXFDM56tSuONsA3EGO5d1MVWreE7U1FU5oujK0zR8+uVqChUj0q2wY/7zaHQ6DFr1YK3SMlD/UlUalfrG+3sX1UlneZTEpLNC6lRWwnvt8HtmYHDbmNBHR4RRcHlXybc/bSH5oXcaveSE994O5bu466tsntvg4KzOkUQmdmHQQ+9x6asrGPniN8QlqLV1VFoG6glApdFoSLz/iWQwz1m6HrM5l6nnGYg1gURSaLcxOFGy7M/UE8oc9udQXvXbHlL25KLRCNrFRZOVU0SwU09oVBAR7U6rdVydVos1JxWnJbeCU7R87L8hKKSKichpyaVf75aRjKbmN7QsVAWg0mg0ZDFvqF3ea/qJDRZ8scvJsj0uXG5JqVNQ6pT0SDDWKc6/uvvw58OYfN0Irmt/CbfeMAatVltWzqFqVE91eB2imsREDu79wxfyac4roEuPvmRkZuJ2u9EgaZt4vC5ibMeerS6EsqWHw7YUVAWg0mg0ZDFvqF1+wcoUjDgoVQRutyRMI7C6BKWKYHw/Pa+N6cCMjYUNKjxXnQ8jITKE196ZwaTrrkJbro5/ZTIyMz0LenoaaU9e7XtecTrQ6g1oNBpfVJA+LAZDUAgD73sbb6Hm3XOmcHDvHw36XAJNY9UEUmsLnRxUBaDSaDR1PoEX7yK9eEI77l6azsKxJopsEldQFKM/PsZDF7cFGl4RtTqH9KA+nRh9zjFuueVmjqWlY8nPR3HYEFodGu3xfyW3202vKXN8C7o3OUopyEYfFgNAtsWOCIsj6dY3mzwqSN1Nq1SHqgBUWhyVM4TbhmoRKLy/I5fxvXXgtAL6BldErcmH8X+X9ee2F+fz3j1jGXLfn2x49hoURaFthy6+nsAaKhatddhKSLp1JoVp+4lo1833/MG5jb+bLb/Ye01KiqKgi2xDm+T7ATU5S+U4qgJQaXF4TU1pZgsa3Lyx2QaAzeUmSKfhkz9yiI+y+d5f1zj/uvgwFqxModiczg8pf2Be/iwA3235h09SMpk9ezZxcXF06dG32jmsNite/SClxGq14nQ62fvXX42SNFXedOLNOyjKPEzmosfJ/PZ1z7xuhUy9Hqclt0lbUJ4s1BNOw1EVgEqjU10UTUMau/i7xp+pqTGaxtTmw6jOP3D5gNP4+0gODz7yOJ/O+7DmSSQI/fESEs6CTJTSQo4ufZlMvR4AxWKuVdbqFr2MzEyqNn0EodHQ9pa3PCI4HZhMJqw5qexa/JRfhdWSFk/VX9BwVAWg0uhUF0XTkMYudb2mMXoT1+bDqMk/MH54b36d9xu7/txdrzm1kW3QmMKJueJBDAaPAsha/FSt11W36JV3OtcFr7+iMg1dPBsrDFQNJz05qApApVGpbpdcU3SNv927uaCYW174BEthAXNrySpuSPZxfU8MtfkHEqLDSQoXzH73/SqLl9OSizUnFY0AR14aosxhrJQUkL3wEXTB4RgMevqUNWxvyU3aG+vU0FJOHy0dNRNYpVGpLhO4pgxhf4XgFqxM4cDBVIYmOmrNKm5ItzF/c9blvmoqJPfKrReRm7afjT+u5uDeP3yPfr17otkwG0PKXHKXPUvh929S+P2bCAGd75hFx4nT6yRDQ9EIDdLtxmE+6nnkpWHNSUVXh1DWyo8BA4c0qawqJxf1BKDSaFS3S04e3L/a3bOUssruXUrJVz/+RoxJcnlnBZfirjaksyHZxw05MazZspc9B3L57HcbGs3xNhblHcx6nZa+7UIZd+ONLP/6a997yu9myyePrZt+e50/27qiQbL26Wt80T/HkeB2odfr0RmCfA7no9WM09imIZXmiaoAVBqN6nbJj77zZY2758p2dYA4vY1BnXS0C4PsfAuJsRF+Qzqrm3P2l+v4ff8xvyaemmz51XFBn67s2pfKmOHn8tTtydW+76mbBjNh9uZqXy9vHvKahoAad+P1wZtBXHnx3jRzGualz9IuMRE3sPsnz/OVQ1ZbIqq/oOEIKVvQH0DKrBYkbOvjqofeIT27agSLuchGbHhQlefjoqOwW4srNGi5elEhWo0gWLGQWeTE5XaTZ4WEmAg0GkFifCwfP3WLz35/6/Pz/M7pcgui9Q6GDbqggiLw3xTGwpev3V/jieHC214iXGPD4g4iZd6TvrH8+REGP7qYn3/+pdbwxBMJX6zp2pqiYipnGPvLGwBwORyYYjwJdd5M5erGUGkR+O2+qJ4AVBqN+mYCz1i4GuXoVgoK8ok0xRAbqiNOb6NPgpanRiZx8FgWHSM1PPGjlcge5/LUbcm+67z2++pCQsc9MpN3k8O5+tMU2gTj2+VXPjEAFOQXMGfpump39nOWrke4bLwwysj9q2y+91YXeeR0elpF1haeWN0i720kU5nyiqHyteXrCqWlp5NdZl4qv3j7ozrz1K6yHAJA7V9wChNQBSCE+BhIBrKllL0DKYvKyWf9jn38dcjC2xtsmExWwkOCSDPb2J4Gn/9xlFKbjYRQHcUOSXDGDp66LblO9nvvIh8TrMUo7bxwcZSvUUzlWP88i5VInYtlP233qwDMBcV89t0mrjxdy7DOOq44zcWnK37h+hEDqpWjxxnda7zvjPS0Ghf4hsS1+0sAg+a7eKvJW82DQJ8APgHeARYEWA6VJsAbyikQfPL0LVUW6o+fuqVsp57A3StKfWYYc0Exg//vZU4P0XFln0gmnRPBuCUWcgtLarTfmwuKufWF+RTk5/H1+AgWbCvkpj76Co1i/PUIfjc5mLtXlFbpMwzHd/+39Q/CqIXbztSzYp+VB99cXK0ce/bs9V2/96+/qrR0dCpuNMOnVcn8bU4OVm/paqBC+erGsquryVvNg4AqACnlRiFEp0DKoNJ0eEM5I4OEX0drdYv5nKXrMUo7710Zwt0ri7j53EifY3f9lt8rRPyM/XwLP+3Yx/ynb2XByhTM6am0CdcDEazYXcSSa4NxScnlXSX3rqm4U1+wMoXLuoDWUcRlXfR+ZVyydhuXdtXSMVKDzSXpGKFhaEcNa/85yCdXdPbJMW7JVoaf2xMhBLFxcb7rXYri2417kUCp1cau3RWTxrIyM6v9LPf+9Rdp6elVTg7+dsyNsXiXV07e8tUtHfXUUZVAnwBqRQgxGZgM8P4j1zN59MAAS6RSF8wFxb5QzicG63l13RaSB/fn8TlfMffxib7wT3/hm1+t285FnTQo0k2/BDh31jGiw0y43NuZ1M9QIeJnaDsHX+5K9SmHZ4cZuXtFCWe/fYxrTofsUs/u26BzktzN6FvkvaakWSM8ZZov76qroiAAdDoN3x9ws/GIFZBoBaRb3FzXyyNHgVVh/nYLwlnKzW9+R2KHLkyZWovZRYIhuh0mk6nC014HrD+OffsGittTRbQ8GelVM49b8uLtzT+oTGMs0uqpoyrNXgFIKecCc4FWEwXUGHVtTjaVZV6wMoU4vY3BnfSc2VbH0EQHj77zJYXZ6RXCP/2Fb0aH6Hji0iRiQ3U8Eefi97IonVufn8eiXWaf/d7tluTkW+geZ+DzVSncdnYoo/q1ZWphIQt+d/BzluTn78pLaffF7Xt3/zrFRscoHakFtir9hM0FxeRbrEQEh2AuKiYuWAMakLj54k87i/YcwuUWKC4nUkqMQYewOAT3Pfgw9z34MDlZmTg+f8JXAvpEkE47CTe8SHibThWeP/j2BAYMHFLB8evFEBRCpL7uczQ0nLIxd9Zq/sHJpdkrgNZIY9S1OdmUl3nSFRfy1Y+/obXbubFvMBabwqWdYNE3B/jspkT+/eNWjKZQcvI8zliX4iYjr4S20SEgqu7yvfH/lSN+ZixcDWnbmXRWCJe8l8rlXcv1Fd7vrjG00+uA/iDFQXiQoMgmQefkjJx9FSp/do3SEBHfhsGxRTw4JMJ3/cs/5jNnh+TC8y5g/Y9ruOCJJRhCIirM4V20yi9om2ZOwwpkfPawr3w0gMYY7PvZ30KslOSjEf4T9815BcRd+yzuStuj7CVP4TTUXQM0dIet7qxbLqoCaGY0JEs1EJTf8VfO5i2xOXy7fyElittNrEkwpruWNX8VYzYXg0lh3ZyHiYkIYcbC1axYs4HkEYNYv2NfhV2+l8olnctnAHudvTrFhktx16kPgNcBXTkf4PX7xjH2sfd4Zco1vnu66uPDHDpmYtGuiuaXszrF0pYcXPZSMlK+puOIW2r93By2EhKufx40ugoKIOuLJ9FrPCu4v4XYGBFLaEIH3++pnz6K216KoiikpafDihkIjRaNMdhXWqIoMp64MGOtMjUU786/8umjttBTqP60cSokprUkAh0G+jkwDIgVQhwDnpFSfhRImQJNQ7JUA0HlWjrlZV7w03ay8mxsSXXz2iY3UUGCfKtEpxXEhFhwuhSCbPnMWbaOu68ZVkF51LRrrzy/14S0fn8J6UVOPtjuAN0xwkM8SWc19QGoKWu5MDvdl73cPd7InRdGQ7uzq4xlLijmvJuf4+mhQTy39jOy9fEElTl8vZm9/grDgcAQ1QZT0HEfQGFEDPH1WKzd9lLa3vIW9qxDniqiofEIvYGMT+6v8xgninfnXz7sFOoWelrdaaOmXgoqjU+go4BuDOT8zY2G1LUJBOVPKbd/8xtajWDZDeHAcfPLj3OeZ87SdRT8tZEHzjcwZ4sNgymEtftKCNUJHhtk5IlVKSCrloKoi8KrGM8fBMYgwo2QGB9bp4S0Vb/tZec+Mwt2WtFpPaYVt1uSU5DLlxPbMGHRAd6d2tF3T/6+h/Mmz2BUZ8n/Mty0C9WS+ccatMNuLzPVKGioutB16dEXjSkIlyWbojwn3kR8W0E2GRZPr2B/tnONRuOL7AFPUxfpdCD85neq+KO1lIwoKiqioKCAqKgoHnn8cfLNOXzxxWK/71VNQM2IunSkag6UP6XE6c30SdBWkXnO0nUsW7OZhVcZsDoll3bTMe7LAnrGaxjZTUe/BA0XtXey6IcUfr6zDU6Xm0FtbTy8bkudFJ53ka/sfDYXFDP2sfdqdaCPOq8HzqJskkcM8n22Xp9CymGr39aSL877gb49PS0dLaVWCvPzORAWjAk7H0zswi3LsnCHRKCUFKL1n3kPHI/SKZ9tm6PRoQ2LJttiJy19j28n7EkSpIYAACAASURBVFUGfXqegXnDbN8YSkmBp7Q04HA40UkJTgfuSjkHzZGanMZNuUifiqGeVquVxV8uo++ZZ3L40CEWf74IrdNCjjmPtglxtA3VMPvf1e+zVQVwkqkpwqe2jlTNgcqnFJvDxbxtpaw4ICpUybS7tjEyycnpscHoNYLQIIXIICt2RXDH2cFEmARje0jWH7YjhCC3sJgInYuhifKEGsZU/r26XgP+KpB67+u2L9I5VqAwb2cWcVFWNBpBfokTu+YvCiN7MPTiEXw5+y3ahQseGh5PDAVgy+SKNjY+mT8Vu0uAdKPXiiomjeo6dkkpSbp1JgDWnFR6lfUGqK5shDEi1tdfuDjrCK7CLAQeZ7HXBGMICgFcNX5+jRHBUz7vAI7nHlS3aNenVpFKRbKzs/nk86UcPHCAXHM20RFhFB7Zw//WRuBwuhjWOY67kyv972iqr/qvKoAmxN/iU1OET31r6Zwsyt9H5VPK93d2ZMbGwio28v4Tnue/f7vYkGoBIK9UoWOEhlFdtcSGeP4go02CoR01nDPzKC6Xk2iThjyrm96Fe+vVxN27kHvLTpdf2CtHJ9356mf0P7293wqk3vtafofH2Vr+vgZM+5gf120kLMyj+JbNm83+Ug03Ly3wNXgBPSFxbRClVpyWXC558ZsK8m6aOQ2Hzcbqsq5dLpcLEJ4yXYrCoQ/v9bxRq6NPrw/q/P2EJnTw9RoWgnK+BFetO+fGiOCpnNHc0nIPmhsWi4WgoCDy8vLQ6XTcfsf/kZ2VSd9+fdm86RfuuuxMru4cDp3DaRsTRr+JYxs8l6oAmhB/u9GWEOFTmfL3UddTSoeEaNLF8cQmq8XCH1ku/jI7mLX1+I5Tq9UQHRnBpL56HhwSUbbo9qizXOUX8vKO2+RuNl9yWPnopKy0VJYdPsraOxKA4/Z9Q1Ao5nz/9zXl2osIDQ3FaDzupF3+w4906dEX99B7fGYcq82KQULhpw+hKIqv3r83KsZhKyHp5td8nb9WvziJxNtm4TB7qvIbYpMASP/43lrvXYOs4my1F+UhK5mAzHkFhEXHE5dQtcvYiZpVWotNvakpLinl2+X/JS4uFoSGhx+Yxvln9eafg4fRauD12y+ie/tBAGhvPAO9rnFKh4OqAJoMf4t9S4nwKU/l+6hrlE5dTzPeejyTzjoew1+Xhi7jn/6I3fuPsu4uT/37G/sFM2f2AabfkeQbZ/D7nuSw7vFGLutSysc/pHB1dwMOu5VIk+cU4rXv065Htd/FYx+upUffczEYDBWez8jMJNrhxJG2v+wZCQhcJfnoI9uQdOubQNMUZGub2K7Kzn3d9NuJTX7QZz7ysvrJq5skTr+miqTlTV+tudSCP2bNeY/9h47QvkMHNm/6GXtuGvERRvQ6LUa9ju9fGEdiXCRwYZPLoiqAJqLyYj9n6TrW/fZ7s4/wqUxTK62GOL4XrExhzz+HSQqHFXuKeTDeiHB5HLfe3wGM0u5LDru8KyzcZmdnupsDZhf/feN4uCjU7Gd5btJQkp9cxI/rf+biYYOPv+BWKFw9y1f+2ddbQ1GQTjupnz7qt92jxxRUglJaSPq8+5Buz65dExRKm3HP1+PTazy8MnlxWnKrjUjyx4CBQ/j9zz1Vsp4NQSHgx8dwKiOlpKioiKCgIJxOJ6+98SapqYc4uH8/Xbp2pSjjABOH9wJrPqedFc4lZ51JaHDT5WvUhKoAmgB/4ZyXfLiZsb2Dm12ET3VO6fJN2cuHeDa20qqv49tbY8ikk/x7kJH7V+Wx4A8neUUlOJwKNpeZBX84KSq1M7qbBgNOnC43OsXG+N56CuySeTd0ZPzS4jqfZowGPQsfv4Zxzz2NXvsCQwZ7juPeXbg3msdqtfpi8dvc9B8yFz7idzyHrYSkW2dSlHkYQ2wS0ukAARkLHoLibLAV1VrAzZ/5xWnJbXBnMa9MXryO6LqeEsx5BbS98aUqhe+OzrsP9BUXt1PNdFRaWsqx9AzS09LJy89j5++/89MPK+jQPpH8gkKSooy8dftFgKdMeHhIfzQ1OGZPJqoCaAL87WpHdFSYt62Ib/92VnhvoCN8qnNKeyt5XtfH5MuUvfPLDC7qEMqcpevY+Y//dov1pTpTUXXhnN4aQ9eca2JAkp4JZxmJ7O4J5aycUfxzlpkN30iy8g4QoheE6CHGJMFprZPyLa8c46PCGH12O9546UmW9DiXosICHHYbf3z4MO4zr616sfDE6ltzUrHmZrD6yatRFIWMr6ejlBZx6MN7kRodiZNeB8AUZEKv19OnVy+fEzUsOp609HSMEbEVhjZoNVjysqtM2aVH3yoO2drwLsbl21NC47Wo9EdLNwdJKXns6efISEvnitHX8PpLT9O7o+fk43S6GNavA7+8MTHAUtYNVQE0Af53tUH07lq3JKXqaOwicf6iaB6f85WvDEK7cA3ztllYcUBQUGIjUufgf1luwkN3EK2zN+npxauYyisbb7N4rd3OpH4hRJgEl3d28mhZpVF/vooZC1fz5sLvkVo9ZqsDh1vQY0YGSXHhdKpF+VaOIPply/949a6rueXFzxh/+YUsSU/FIA7iPLgb0+QPQeiRbrfHFFRmDcpc8RZotBAUjhZwFechNFpcxfmAJO0jz9+D0BlRirJZ++Ro+vT22PAdipsu0z6rItc/b473mzFbXYipy+Hw24BesZh90TpdevSt4juojfIhpGnp6cQ4nDgzD6MRmgplK+pyfXnKm50CVcJZSonD4UAIwf79B7jz7imcd/55bN+6FcVl5/oLu9CvSxDKrq94e/IwLuiZ1GSyNCWqAmgCmiqcs65F4uqqKBasTGFYEvx7ZTYXdQitUgbhwSGeEM/i6D6eaJrkYCZ/W4JbSt69uukimcorpusXbSZMLys0ix/cSe8LJe0UpfVVGq3sq5h0xYWs2LCVtXd14PpFZiadHU6Izs2X/8snum08er3ObxOYyjLcvWIrJXYH+ZlH+fecZYS48inMyyPeJBl2Wjhr9hRw9NOHibriIXTR7ZFuBUdBJkppIQAJ17+ALioRjUaQ+dkjtJk0A0fuMQRgiPMslBmf3E9QZDzxYcYqC5s3xNOLlJJsi90XXeS135cPMQVP9nDbNm0QWh2xyQ9WucesxU+d2PdULoQ0e/rtGKLbIfQGX1RTfa4vT3nz0MkoNOdwOFi3bj2RkZEkJCSwZu1aflzzA0dTDxMaGkKIycBrE86mU5swGDQck1FPRKip9oFbAKoCaCHUJ4S0LorCO95F7ZzklzgotTnY9dcBvro5kWvmVx9NM7RdPruyFLrHxzSJU9hcUMzIaW9xY08NXaL1XJzkxGA0sWKDp4LoziM2thxx88Zm2/GLhCBYX8rjfUJwKWE+X0WJzUFyt+PjlFjtrDti5YPRIVy58CDtooKqlb+883tYUinLVm9m1pWRXD1vH4smJHL/yhQuP03HrswiFo41MWbxUbI+fxxNSBTakCiMcR3QhUZXGNPtlkgpfeUfKpc9czqdpB7O8Jl8XC6Fgx9MRQIaYwhtx7/suV2NhqRbZ/qii7z2e2tOqi/EFDyLZE5WJlK6cTgcdf4OyncxyyjXhKbWXbcA6XQgFVeFhjSxHXvWee6TyZKvlvP9D99TmHUUg7Ri0OsxBRkpLLLw1uThtIkZEmgRmxxVAbQQ6hqNU1dFMWfpesy5Bawulnx4VQjXf2nh6u5agmVJtdE0TpebyzsrbDhgJ7dEaRKn8Jyl6ynKz+XyrrHkFhZz25kG7v2+lIu6Gwjp3IPvZ1YNqZyxcDUFf/9ChM6FuaCYNjHhXNYFPi4rM+Ed59olFm4700j3WC1Xd9eiaGDFhqryV3biC7eTi5Oc/Ph3AadFa5i1MQ+jdBFhMjK2ZxDnJGq4vpeOD3dacZdqEFo9aR9NRaMPArcnE1fo9J7iEKIs8QtAcfl2y67ifHQRcaDVEjvuRQCky4k+vhNIyFzwQL0+x00zp1GSk46iKIAAjedfXQgN+pj2uJ32Cg1oyjtm09LTfdE8IXEd6DXFU9mzpl23ISgE8+ePAZ5Fv11iIgD9evdsdjb/l6f/hxXLl3PB6bEMSorm4kvPpVOb6NovPAVRFUAzp77ROHVVFF+t244WF3oNuNxuhnbQ4FQkpTYHo7rpmPh1fpVomtzCYjpFaRndXc/8rQU8OCymWmdqQ/wV5oJiPl+Vwi39DThKi8l1ajFoJJd102JTnKzYsLVCVzHvuGu27OXPfyx8u1tDnrWUuCgrxVY7RuFxXD86UI/T5UaLpHs0XPFpIU8MNvLEOjujeoX6dYB7nfjmYhfr9pfw/FAdj64t5YOrgkheWIJJr2H9/lK+GR/Gr8ec/GWWtIsJI08bR9xNr/lMIbkr3qhyn8Jb118IX4OXwogYYpPv5+injx1PCJv/EEgFpKfEQ3pZpU/pqn0377CV0PbGl3A4nJhXvIEh1mNqcpiP+H1/+UW6S4++fs0uNVG+/HNzK+lQWlpKYWEhP6xey0dz53B2tzYseXgk7eOjAi1awFEVQDOncjQOVB9CWtdqouaCYiKCtDw2yMSrvzgQ+mAmnwv3fm+nXds2xIRomWr2lEHwRtP8vByy83NQFM+u0Y2DRbs9ZgJ/kUwNaWqzYGUKRhx8sN3Fu1slihv0WjDpNZwRD8mnGyt0FfOOO2JAD0a0Ky2XSeyR+88DRzmUa+OGrzwyj+6mZ3OaxK7AlgzJNT2MlJQplvKfUXknfp7FyuhusPxvF1eerqNPvI4zYrVklUjSLG6eW2flQL7C9b2N/F3gZt5ej8MyY9G/cVuLcFuLQLpx5h4DQCou3C4HuBWqGoEqIl122kz0KBBXXhre0p8naruvD+XzA6y5x81TGo0Gt9vtsf3Xof5/IHC73fyxZx+Tb7+ZXp3iURx2/vvU1USFB9d+cStB+JJXWgKtpCWkF2+WrMZexN85DuKiwisUXKtc+thbzbJ856rX1ufz+R7JmlkP+BY4r8lkylmw6A8nZqubCX31fLDdzrf7NUSHmfyOX1+5300O5u4VpXWKt/de8/JFRiYsOsbisSauWVxK21BBRqkgKsKj1KylVpbflsjdK0p578n/48GZS7AUFvDFdWGUWAoIDY9k/NJi3nvy/7jrxQ98MhhNoWTk5FJQWMTMUUYeWGUnPEhDhygDw06P8FvvH+Cqh97hSEY2+QVFzL/akzj22Fob/x5k5L5VNoocEotdEBoWRmhIMEWWEqxBsSilhcRf9xy5q2ajFGWjDfHsNl0WM6LMHCPdLl9TGE8JB+lpFKPVoQ2JRCnOQxsajTCYiL54sq/428G5U2g75lEyPn+CdomJpKWn0/bGl9Bptb4wUG9WsMPhJHfVO2UKB9+YUnGhtRdhLcz13Wv5Bi9eE5CtMBdDTDs6TpzOwblT6DLZczKw5qSi02pxKYpPDi+VfQXVRfLkZGVWW6LiRKOAPl30BXNmv8MZCSZuHtGXYf06VfveU57wROg91m95WvUE0IzxmiK80TjVLVJe/IWfFpXYsNrsVeoRvTII8qxuzmsvmPi1k+9Sjei0ISccqlpe7vpkD3uvmb4ul/G99bQLF1zXS8+KfU7Oah/C4CGe5CvStleo/eM9HQmXFcXp8MX4V44K8tYXOvq/tZwWo+HK7jr+e1DLkVID038yYzT85NektvyNqT7FOqxvBDPW53JNTzf922q5obeBr/frcFlc6Nv3Jv6Cq+jeoTuHMswcXepx2La98n4yvp5O2wmveWz/lmyfo/b7x6+i/YRXfHOlf/UqbSa+gaswC11EAq7CLPTR7clY8ABIeTxO31aEZsNs+vX2OFcz0tPI+PwJz/2VjaUobnRaLQ6cxF52H/oyE1DG/PtJLGskE7R5boV79dfgpSjzsF8zFhwvAldb8bcTqf5ZV/+BzWYjNTWVBx98EHNOFud2b8+n9w2nW/u4Ol3fWlEVQDOlPs1hvPb2eU/fWsXU49mJJ1SpR3Te6cd3Xl5zT2NE8zS0qc36Hfs4eKyEYksprw8PJt8qGdtDx+ajCpmFNpas2ozRoPX5Qby1f9qF65i31cLHWy3EBHt8ANERYeQV5fLBAx18Mly96DeQkteH6OkSo+PGPhq25xspckDnKA15Vhcjpr7JmnceqFA2+s5XP6Ok1I45384nOzIoLLIwf3QQhTbJ6NO1LP/bSrjGTf7Rvew8sAvcbsLbn45Skk/uyhno9XqUknyOvf9/nhuVCpokb8y4rJI5CxLcCq7CLHArSMXp2717FUf5BbdLj760mzDdF7Xj5dhnHoesRoBbceHIPgiAq8jM0VkTAMFZ/Xr7/S7Kl3eWisuX0BZI3v/wIw4ePsLoMWP59utldOjYiejoaHb+bwcXDb+E6S8+Q1SQ5NnrzuPc7pcGVNaWhKoAmin1qZFTUzZv5Z14Q3sO1Ce3oCFNbZa/MZUxj8ymj85BiFGHtCt0jhJc00PHz0cUUi3FjOx03A/irf0TGR5GQamTXVkKX9/ajhkbC/nZHM7NsUUVZIjT2+gW6aZTlJ4gnYZOUVrOjytl0e9W3r8ymMd/tOGw5PDGwtW8PGVMhc81ecRQHrxpJGMemU0Hl5W4EMHpsVrcbsn43no+2ulE63JgTOyJ215McbZnsWw76Y0KbR8BDr49wbd4V87w9SBAo0Uf3R5n3jGEzuBJJBOeBjL+MnRdioIpriOpnz6KIy8dpCcZ7dAnDyOEx7wktDq0Wg0GnYa2iZ4Ceua8AgYMHFJll93jjDMqhIKWx2qzVrmnpiA7O5sFXyzjp7WrCAsNI8SZQ+eEcH7+9FVCXS4KC/+mSAhC3Qo7l+/j0dF9ufTcrk0u16mGqgCaIeaCYmYuWUdUiL5KI/LqmqNXDvusbifuzx5fYrVzIM3M4YxcOrWtWMzLS01O3Y9/2Mms5Vvp37cPX3+zjhiT4MNtJQghMBm01cpdWaH87++jbHE4mbvNjgBiggUaAZFBgqP5Dub+5mTFAY8pMzuvCI2Q9Ewo5tkhOtYfsLP1nyzG94/m/TnHm7i7FDcZeSWe8syKm1X/6DDoBIobMi0uok2CLpFwSWctpQ7BsjUpPHTTyCqN7pMH92fLnwf5TXHx3T9OIowaiuwK5lKwKxAfrmDq0o32w25k/6dPkJaefkILpRCeaCFn7lHcJflkf/kcQRExOC25PtPPgIFDPA3hv55ell2ch8YUjsYUTvx1z6IBTCYTR+fdh9OSy8hK/Qmg+tBOr1JxZh5GaLSY4joiNNra/NaNQlZWFpeOGsVDY87mlbFnoNNq6Nn5XJ+/RKXxCHRT+EuBmYAW+FBK+Wog5WkuLFiZQtcoTYV2hTW915+9vS47cUVx89GqnXz0/XYGDLuUPb//Qo8EA1OSz6Znx3jfHDXlFqTsPsJv2QZ+/iWF0NBQXkpP54VXX0NxKezetZNhPeJ58eYhVf55/SmUw996vn6vzX18L0FhkYWI8DDuXm4hs8jJdZcPBODnjRsoLLFxQZKOTlFakk/T8NWuUu6LNlVo4u6tD5SvGAlyFHBNvwjGnA5BBj1vrM8j3OhRMDf00vH4j3aGtnfzxsLVxEaEVOk1MCApiH2ZxeSUSjQoHC6AmGBwuaFNqCD3YApi+E1A1R6+XupTBEwf095zjSkcg8HARY9+xO45U9iyaaOv+mbM2GdB42lAKd0KuqhEMj99CFdBJgDOQoGtMLdOoaP+0AgNrmJPlzGXxcyx925Dq9Wi0WjQtPGYERuziFtaWhqPPfow/7l9KCPO7tZo46r4J2AKQAihBWYDI4BjwFYhxHIp5Z5AydQcqE/Gb0329tpMPdOXbGZ5yl7GT76PF6dPZMQlwykpKeG9Dz7mmaU/4S7N472po4iLCqtWyUgpmbHsVzbvPcqaDZuqyBcTFUGOPpHV2w8w6pzj/8y13eP6Hfs4lmnjzfVFRJs05JSUEKQTvHtlKFOWrCHPKgnTOZl1WRD3flfM7M0STZmC+ezPLOKiwmmftc9XCuLt0TEkf3iEVy4J4vG1+czY4NnGhhoE3WM0hBsFkSbB5afpyCmVLFm1iXZxkVX8DR0jdRQ7oX24hn25bkIMYHMJ3FISpNcQas9jx0dPEKqVtG3Txldbx1FcwF9fvERU/1EU6DRMuG0yhQX5uO1W9r1+HRqtHgS4S/I5+s4ktIYgRFAISnE+GmcpIrZz1e8+rwB9WAyG6Hag1YHQ+GL8hVaHPqY9Ak/WsC40CpfF7JPjjBufxBDiiRRzOh1cdc11nHfhIAza4yeCjHKRQOEJHXxhnl7HbVpaGi+/9iZavZ5DB/bz0utvs2PbFjQawWfzPsJoPN47oabqn1abndsm30VJSQmDhlzE5/Pe4627LmFo307V/s3XNb+ksWtnnYoE8gQwANgvpTwIIIT4AhgNtGoFUJ8Impp2+f4ieQospXyT8hdnT/mAm269g/duf5w+ffr4Xg8JCWHxl1+SlW2mpMRC5xv/g1txEqVz8u6VwUCET8lMvPwCXlj8K+cMH832w/OrjfI4f8C5vPbhLIb37+zrZFT+HnuHZXH6jS9RYneB0GA0GAgPC8EgtTwwLJ4Hh0QwZl4afRK0jOrXhov3HGZlXmdGtC3AFBvBiD6FrM6O4ZrYg9x1bjCv/VLC4r2lHCrMoeeE6Vx3mg2HpYQbe+vYkeFm9Ok6tmUo5JZKjDrBkUI3g+eVUOr0KIXTojUkhUKvyFLyrKGUOJwYpcffoDcGY3M46Z2g40CeHYsdYkIE7yYHc+93VqyKBmE6RqnixOV0Yv/sZRxFeZRmHybUlc8/xw4RYRTce0EYEMaBXbEUlHiqw9pLi4mIEBwpdaHYihGOUgwGPTF6SWbOQWx6E/9b+Cq5Rw9TWFh4/EMW4HY5fTkCQBUzjWIvQbGV8Ovb9+LOP8q2uY/iFlqE0FCcup8rrj2bHsEH+Urn5t135nD2Wf3pf96gKt+p4rCRk3mMiTeNZ+/e3fzrmnPpnBABp3cAUrnk4gQKSuyMvGQYzz7/Mueffx7Z2dn89ssGDhw4QEhICFu2b+e5p5+mf78+7N69h0uHD+apGwYQZooG9jP+2bE1JmjVJ7+kIbkoNXEqKpRAKoB2HI9aA88p4LzKbxJCTAYmA7z/yPVMHj3w5EgXAOobQVNXh66lxMa8Nb+zeOM+ho5KZu26GURFVfwnqxIDrgmG8GDcBRl0TzTy9I9FbM02c/M54VzeVXDxg+8zeORoHnvkX8ydt6Dae7rt5ols3baVnf+kcW6PDr57fGCAjvd/LSTliAO3COace2YR1fEMDm78mrRtq3Fn7qFnXCLmYhd5xXYuP9/Ikt/S+CfHSUH63xzSBrNmr5t/MkrIPZJJSaiemSkWjhZKNG43MQPGkLb+Mwps8M1fCuFBWj7cbufqM/T8k+vGqJO4dcGU2OxItxshwC3hQAEczlf47VgxH20rwe0GnZAYdSCxcW6iFr0GJvY38sF2Ox3CNZwWZ6BnnI1CuyTL5SapQ1vP95mzF52iECLzeTs5iGnf5xMd1YGu7WK589XP+Pntu33+mnGPzORfZ2mZsqIUGZZARq6FWF0pLw4L4oFVNvrfPZ3Q2Lb8tHsjGRkZvs/XFGSqUiwOjlebcOSl4S7MAr2RBJOLWdd25d6VhXQe/yJZ21cjSv+kxFLEkP7n88NLCTz94Vv8a88hHPbjvqfCjIMc27IaW0EWQrqZMb43d03/nRFnd/P7d9kxIZL7nnucTh2S2Ll7H73OPp8Df+4gIS6aIB2seWlc2XXnVPt344+GnI4bs/1qYyuU5kDAEsGEENcCl0op7yj7fSJwnpSy+iD0UzwRzF8iV13i/2uisNjKzTN+oOf5wxl/7Rh69/Zf8teb/r+rXAw4QPpbY4mICMdelEtwaDh5hcUIAV26dmPH739WuLYyXnPBzp2/c+stE1j46Gg+/OYXUrZsQ6/V8Nq1XUn54wAZMoY1QSNJGu6poX7kxwV0P/ApR4t1dIkSHM2z0idByy+pLs5ppyUhVMv158aBIQTsxSzaks3Gwy76d4rirqFtmbt2PytLezOmTRYDwnNZd9hFv7Y6Nh60k14CnSK1rDvoQNEFEx8dRnZeIU5Forglep0eq7WUqK796XeXp0FK2u8bObBqATLnH9qFwRNXdiXCpOWehf/QMdbEC1d14LElf/PMRSZe3R7MV29UTLrzfqfe7xIo61swlElXXMjwKTPAYWHd3R2Yv70Y2p3N7G9/5Yr2FoJ1knWHXBywGAiPbYO1tITzBl/Mj2tX4w6OIfGGF8j/7g2iL/8XVksBitNO1pfPoNEaUOzFCJedM2IgtRBuP0vPbWca+WBrKV/8YyBUOJiTHMzrO4wVggO2/X2Mkf/6CLtLQSCQbgW9TkNkRDjxESZuGHSaT/7a/i5dLoXlm/9mzKAefp249dlV+/ssq5u/Pu+tCw1Jbmw2NCQRTAjxHTBFSnm4icRKA8oX0W5f9lyrpaEhmtWRV1TCZU8sYtq//s1NN97QIJmUiPb0K3M+Htz7BxkZGaSlpXHOOXXfvfXv34+NP29m/Pgb+OXnHbSPjUCv0zJ1eT5paXb0YTZE5HaShk9k08xpKFl/kyGdCI3C/4460WrgL7OClPDVHjdGvcLHOzMhKAxpsyCkgt3p5pBD8s3+LJRiF27dXyzLC2FRgRUhBMv/diKQSARFDi3twrUM6xvP98eCGT9mIvfcfReXX3U1NodCYVYWmsGT2bV7NwA6Yzwd+p7PoNyjDEnS0CcphAWbs5jQz0BKmsK7GzIYfYaOM9toOSuyiDnL1vHUbcl+T3RjP9+CW0o+LNuZ5hSUUFyYR3yoYM4vuWw5aiN792bahnh8EtN/sfHuFSbGLbPz/SsT6Ngmml93H2bzRi15+RkcfHsC0QY3B96+CbQGpOJCo9XSdXAyYbGJ5P38Kc9cYuLhpYeYPCiBh75OY9q5Or47YOPW82K4vH8UfxUVVtjVntO9Pevfx0nqxwAAIABJREFUvIOpr3/BvyaM5IJenYiL8tyDbyGs485ap9NyzeDqq4HWp8R5ffJiGpKLUhMtsZ93XajJBDQPWC2EmA/8R0rprOG9DWErcJoQojOehf8GYHwjz9GiaMw+Ajn5Fsb/ZwULl/6Xbp0rJxvVTHmTgtPpZNfu3WSkp/tixtu2bVtvecLCQlm+/L8AFXaClU8PDlsJSfcv81vaGCDbYqdNWevCwoxDGGI74HY5KFj4CMHJD2GITSL943sZ+aTHLLVu+u1EjLwX+7p30JeaEUC2AkpRAcd+zeDsARfyxmv/8cytQJ9738c8/fYKpyBrTipFqX/yzVEXy/5UYNVunE4XRi3YXBJHqpW7xgezz+xiZ7qTnNQUpoy9yK+PZmg7h6+c9rCkUhas3kRCqODpoUYeW1tEuBEcLoUhXXT8dkwh+TQdveM1jOupZcQ9M+h9WnvmP30rHdtEYzSWICxZvH1ZCNO+tyHDoskrLCYuOgLH3z9zbFsh406zse2vPG7qo2fJNjOlDje/Z7m5spvA5fREBvlbINf+thudLY/9qRlcNei4n6i2hbC+TtrqQpgrj1HfvJiG5KLUJmdL6+ddF6pVAFLKL4UQ3wNPAduEEJ8C7nKvzziRiaWULiHEVGAVnjDQj6WUu09kTJXjTHr9v9xy17R6L/4ASBB6TxSHNwZcHxbjtyYL1L3Ha2PEcRuCQnx18G2FZl9dG11wOFJxoTgdSCl9u3en04lEEjfhrQrjHJw7BWxFrNm8E2NELC6HAzRajr0wEbe1iIMfTEUIgcYYTPylU+h751vsnjOFjPQ0tGGeBC6HdGPPPszgJA3hJi1Ld3t6+7Yx2pizbB1bdx+ucKJzuyU5+RZ6J5R9tm4nSSEKo7rp6B2nYWhHDTYX/LDfwbwddsINGhZcHcT+fDcju2j57A8r+/YfZv6KTWx59x6fmWP0OREcKC2Edv19C5y5oJixD73FTf3ghQ12UvMcFFgdvHN5ENO+tyGQdIspBhKIDdVxWRcYce+brJn1QJUciNpyS8ovhP529NUphZpCmCuPUZ/TcWOfpBtboTQnanMCO4ASwAiEUU4BNAZSyu+A7xpzzNZEXlEJxaV2Xli6g70H0wkODiY2JpojR4/Rs99Z3DBuXL3H1Gm1lOalIbSePw1vDLghKARw+b3mROq9V1Ye3t601fWkLV918rvHkn0/u+2lmMtq1igWM+YVnv2JUpJP1uKnyQ097vSWUnpaMLolCoL2d35AxmcPE5P8EEJoPOUXymLrsxY/SfpXr5K5Ighp8VRDjbveU79HAOlzJrKnJPj/2zvz+Cir6/+/7/PMZN8JkAQCAVFBQBHXlioqCoIoWi1ft6KCYt2r1n39aWnFBQUBFSsKCBaRWhVcQAQ3VETEQgRRtkD2fWOS2e7vj8lMZpKZZBKSPDPkvl+veTWzPc9JKufce+45n8O4JaXEmWHehGhu+dBCwdrNbH/rcR/bvfPSJTV2PvmlBumEa0ZEkhQlmDzUzEPrbUweEc+63+q5YqjgtL4m16AV6eCGkREs2Wbn3XXfeUZgBnLGi1dvZHQfK4kmB69eksSiH+sor6rhqGSNy44zs3KHje1Fdk6YXYDZpPloRgFB95aclYlHQiNQ4AgUFPzZ33S0p/sabdkdd/REvo4OKKFES2cA5wOzgPeBkVLKQ11mlaJFtu0pYPG6bRysj+XgwTwefPhhzjrjDwghMJlM2Gw2zGYzehsGe3s74tIWasDbgreSY35BgWcAiYb0yBGkpiT5CII1nU3rliO2VZeiaRq5DSMPtYYcVY/xrt2A0E1Ihx2h6RQuf4Sz73vNc401D19M+iX3edI6FosFJ1C49F4cNWWu3Y5blVM6MaX0ASlBCLToBFIn3k3RisdJ6N2PyoK9PtLMcb+/ivLt64iXJdwwMpILBkfzcyks3G5lV06Rz+yCpjLTWXEOxg4ykRwFIBmU4toFVFmtHKywMmsjzP62HqeEGBPERghiTIJUc51H7C7QqtR7RkJxbS1mDRZNikIIuG6EmS35TkZm6OwWvXn1wWs8mlHT33OdUbx7pasQobXekrJqCylme8DA4e7F8BcU/Nnvb7Rne1NMHUVnjXgNBVraATwE/EmlZUIDS72Vuxesw2KTFB6CQUOGsWTmPzGZmv9f6O+11jjcgSD+8FaBzJt5A8Lh2kHYasopqnaVGebs+9EzcjC/oACbzUbdj1sRgDnCTG11BelTnvNR0QRXMMovKHBp3Uhcq3YJemJvtOh4tvy4FXOEOeBOoiU0UwRIJ0LTEJqO0E1EJfZg1B1z+OjBizH16IummxCaRmTvAWi1RdRt2cO4o1z3um5EJEu31XDn8//GUl7ocWILH7nW47yue+J1vv95L7+U2pnznQ2QCAG6JhiREcWNp8WzdGstn0zvx40r8lgyyUxlneTOT+oprKxjX84e9qfEBZQK8Z6RcMnrufSNqSclRpARL8iplAzrpbFoq5XYmAM+qRj3yM/UONcCoKXeEu/KmECBo7be6teh+wsmdocTy6EyXh2b6XON1lJMivbT0hnAGV1pSDBU1Vowm3SivboMj2Tq6m3U2+zct/Azii0mRv7ubH53+qmcc9boTrunW1+maOY0n9cjomJJMrf/utJWT8bUFwGwlhzwTML69fkrPEGifutWSte+QumHL+CoLUePScRxqBJr6UFiopvr6qSnpeE0m7FabbgSMhJ7eR6O2goKVzwGQN+r/hG0je70j9NuxT24115dQvF7M3HUVvDRgxcjnQ4KFt+FMEeS2rD7cP72NadkaDz1tZUnxrj+SZ3VX2Px1t28P60v1y5fw5pNOxl1wkCP8/J2phfdPZe8ohLP87x6+GFzJU7pZPRLB5g8RKe8TrL0fzbqHZLesRq9EyM58ZRT+Om3g81Ww03TK3VWOyv32/lkt5OEKEFVnQRTBL87PouFj1zL5Htnez57wSB480cLI+YUYNIbZSsCDf0ZPxB0axVnpNvILpY+geOsTFi55hs+vb434OvQ/a2q3SmyQLuazqjtD8SR2PTlj7ASg7vgiQ9w2K1MO/c4UhN9HYJJE4w/9Zg2aa2EIja7g4837aKwvJYXP/iBM886B1IGsXTWs0RFRXX6/UvKKsi8+qlmSpD5bz3EoGHtH+4tpUQ2pICklFgsFs/P6xuCjdVqdaVynE6k3eoSH2vA7nCwY+dOjwZ9UyJ6Zrly+5qGKSGVtCmzyJ1/LVarDbvVysE37/cMZXEcqgIa7cl74684aspcF9J0dHMEDms9ekQkQtPJmDoXW0kOET37UV+wB3OvARQsutOjsa8lpvNdTikxEZIpH7r+SRWXW4gywbqdFWTFOyg4uI+VhYUsv7K582ppZX3Rwjze2elgebaNSF0yZ7zrELfO4WRvzQ+kmK0tjrQEWHJVH859eT9L/y+FoZnJlNTYmfx2Na8/eh2LVn3t89nTjknj1jNar5t3O+MXzwOHzcr5A2DZT76Bo6zawqXHiqAPT1vLtXdlKWZ32WmEVQD48ssvkVJy3yNPsPanfYy94ELWrP6AlB49iI2L4+m/LWLkkCyqqmvRTTqRZjOHLHXEx0Ty2JWjQn4U3Msf/sjStT9y9ImjOGbwKaz+cAZ9+/btsOsHO13Jn5PVMjJaPOz1d+3cvDw0b6fdMAtX0FhlBILMhrLO2kOH0MyROG315C24gfRrXyDvjb9iSu6Do7oEq7XOU92Tn5fn+vaqF0gZewu2slykdDl0e1UJufOvRTqdFC5/GM0ciZQSPTqe/n+eye5XbiJ9yiwkYC89CEJQ+vFcCpa5NPRNcclIKdF0E409tS4kElvpARy1ZeQvapjR63Rgcwh6pWaweck9/LK/kAtum8mqKQlc/99qTLrg5HRIjLJxVA9zqxUk3o7OLWzn+oP+wKRTEtltqaQmZTjrvtnK/afpzFi/yadS58UV60mOjfCkh1xjLV1zncHXEbt1l2Z/UUqPxFjPxLnWDjjdq3+To47+ySYQTm4alYqeebLnexfdPZf1eSWcPC+4w9OWcu1dWYrZlTsNowmrAACuUsKn//6Y5/nUy//o+fmTM0cx7PgRfLbuU5KTk+nfP4utW3+kb79+jL/7dnomJ5KUmEBeQREZab0oLa9g4sn9mDZuhN97RUYcRs6jFaSUWG12tu8tYvbHO9ibk8fpZ57LnAWLOPGE4zvlni1NZmorTR2+W0LCez5s0cxpWCyNTtvtoCXgtFnRzMGn8pzSSURKH6IbUkHm+B6kTbqHvW/c45mRK9y7P6ed3lc+i57QE3t5Hol9BlFTmEP+Ww+6VC2rSshffJfn2u7yVCEdjDxxhEcSwxTfAzsSa0kOQgikzYpAYE7pixabTPpVT3uukTNvCnUNu5r7573DlcNMDO4hSI8XDErR2JTr5MUJOiUVNW1uYnI3j3nn1894ZSOXHqvRP14yOsPqU6kzIElj4nmjfByxe64zNDrjjMJdnolnrs7eUUGvdjds2cWOPVW8/FU9ydE6VfUSTDYGFzc69448PO3KUswjtenLH2EXAFpi3NjzAPjzVVd4Xhs+1LX6/HjNOux2O9HR0VRVVZGQkEB1dTV3/+1evnp1M/v27mXAwIGUFBdTXV3N4MGDqSvawzXnDm92n+MHppGemtjs9WD5Nnsfc1dtxRrVg5ycAyz/97+JiIggLS3tsGrl2zs/tT00DSbuMYLuGn1wnRsUvv0IUUm9cNRWYHPLI0uJzavUtCVERAwFS+7GUV2KMJlxr8iFEBS894zL2V/+D1dVTkPKqOT9p5EOG/bKRmcX17sfUYk9OPu+1/jogQs56saXmt1rz5yrPX8n90H4+pnTSExvVOO0ChBOO0I6oabx+iZN4/w/jKSkooafd+3jbxea2ZhjpbAGMhNgwtEmBiZp5FbXMigprk1NTO7mMXd+HSDSWce4rEj6J0cwYYCd+9Zv4vcnHMOsZWt5Z0pvHlzXvISyaV67pKKGC++eR0V5maczOdjV7sJHruXcv/yTly/UyOqdiCkyxpNW6gy6qhTzSG768scRFQBaIimpsSkpNjbW879L3/QvZCal5OHHnuAHZwp7d++mvLyUMeMmsO6TDyn9z1aO7ZOA0ymJj42muuFwWtc1xp80gPGnNNcx/+1gMc+s3ITF6qBKT+L0P0zg/nvu7tDfsSNX+K2Rn5frc1Bss9kQmo6tosCT0/dBCMo+mu15aq8pJyqxBzjtHt18u9VKQ9E7IKgvzkHaG6pcNJ1e//d3z/d1TSeudz92zXIFe1Nyhmt6FriGrms6rU0vaSqi5nA4GDjk+Fb07QXR0dGYzWafqiRrz55ERppZvHojN/4+haPSBK9sLONPQ82s2W3jqwMOlmfbqbaCZraREBsVVBOT0ynJL6kCoXlSKWXVFi4cqJMSLTzTzUZnWLlp5mIy4xxs3Gth4iCT37MB77z24tUbKcnbT1qCmWN79WjTavellRsYk2ljREY0+ytqOaqFoNYRdFUp5pHc9OWPbhMA2ooQghlPPNbs9ZuuuQKnU/LOf9+jvLyMcedP4JOPP6RPn76kpKRw5+238N8thezNOUh8bAyRUZGUlJbTM70Pp4+exMABA7hgfOjOLA22q9eJIOu6RodusVgQ5ghy5lztyekDVOb+RmKfQexZcDMDrn/R8/qB1+/g7PteY83DF3scqXsModVqQ49JcM3EtdWTPmUW+YvvcmncCw2kE1uZSzZKCBrT9M2EDWXLuwzpfRYBCJ2hN88ne/7Nnr+Do7qEPXOu9nzE4XBSqmtoSJ+/U3Kia3aA24G/8EU1tXV2zF41Cbou0HWNEQP6BnRoTV9vTM80Cq+Nv2M2/9m5jy9znGhaPU4nFFQ7MOuw+up4bv+oipf/lMFf/HTxek84e++zTTx6pomnvqqntNbRptXuyvVbOFRl5/P9NQ1VRQcDBrVw4khu+vKHCgDtQNMEk/94sef5jdOmen7+fMPnCCHIz88nOjqaiIgIKisrSU5OJjGx/WmjtuJuoAJXd+3AIceTm5dHxezbfbppm9LRqSJvvCdk2apLyZ5/MxG65uNINaC8oADN6aB05eM4nbgGpLdARISrkUu4yxaFuyhUIB2uHUbBqhewVxSx5uGLkdIVmNzLf6G7znq8029t/Tvk5eUx+fLLyeg1gKevHEtibBQnDe7Xpms0JdBhpHeNv5vxr+xjWKpkWC8TE482sernGsYP1DzyDk3z2nc+v5yy8jL6J8Uw6Vgz874q46e8Os7uF+dp4ApUBllSUUNKjM6n12aRGmfyVBWFlUJmAI7kpi9/qADQwbhLNbOysjyvNdXe7wqsdbWelbileD9Dhw5F27mTA2/e32yF35aRfu5zBofDwd5/3db4hjmKtMlPeO7nxu1Tm6ZMtIwMnw5gfwwccjxF1fUkpGVRDEi7zZOxkQ4blbm/4ZEzFyAbxM2EOYrC5Q+DdGI2m0lPS0NWF5N1zTMMGTzYldfvMwiLxYKtstDTk1CZkBLwd972805PJ7Pnd0AyfNhQNn39BRkZGXz1xResWbuO5196hYEDB/DkW28x/YJTmHBqcKMNm+boAx1GNl2l2h1Oyius3Pe7aH4utnFaX8Gf3y1H6GasVivzVqxnw6afPHntK06I4cXP95AWK1n8Yz0XDjZz2fJy0uMFPxY6GVa+CyBgGaS7Aqiiopyk6B5HfJrkSEYFgG7EkMGDcQbheFvCfc5Qv3Ur5uQ+ntfzl9wNNUUIIXwc/Y6dO7EU78dWXcqnD0/C2ZCv0TTN0wEc7CG1Zo50/SCdCN1MQloWRUKQ/9ZDHukKcP1HHdO7P0lmu+d3HTjkeE85qltQzmaz4ThURWViD9cZhjnSo3zqbVtJWQW9/+9JH4VQcKWxmh66jz1vDGPPG4PT6eS1Nxbx/LIlnH/ywKD6U7xz9G4JBX+HkU0PdUcc05fYkm2cdXzjjuCmonIW/lDLh1P7cfGSjUw9Kc6T15bWQ1x8rE6UWeO7PMnUP/Sid/wB5lyUzKNfCZ69YzJ/+furLY7s3Lm3mjmf1xEdbSEh1rXoOVLTJEcyKgAcQXjn792iakC75BBaw2w2e0oyLXUWr3caG7u8S0K1jAyAdh9SC3OUp+4eKXHUVlCZ2AOzrjF82HF+qp/sfnc2O3buJOHcGwGwWm2Urp5F4tjbkEgiUhp6LqIScI6+BZOuU/JZ83RZTWEOTumkrrKU3Gr8BjJN06isqCQlKjgV1KbpHreEQkuHke6AsfJgESbh9MlbV9XWEaPbGZhiRlgtLPjOwfJs1w4pv7iSKJOTrCSdE9J0Rr+Uw+VDdXpH25k4KLJVPR539/BLE3uH33AUhQ8qABxBNNPz8VqJdzQmXfcEGKvVtZIuWTULc1IaqRNdjjr/rYc8zt29km6JpmWs+QUFWOvq+PV5V6WPu5MXGkXqsuff3KZ8vd3h8KzkCxbeib2mnIKmfQRAdM/+WIr342/d7pROIlIzMcUlkzbpb56/c9NAtjV7B7ddcHyzANCS3r3b6S7+bEszpw6Nq2zfgHGIFc/c7bmWu5P47cnx7MqvJC0Oiqw6n8y9Byml573UOBO/FNbzwa4D3De2L2kJZq5IsDF/3m5mXt+yHk93qZM/0lEBQNEuvLuFt2Vne2rsvWma53evlAPRtIzVHb7cjtX93o6dOzn43nOs+fsUHLXlRCa69Pk1TWP4cYM9AcE7oOTm5ZHzwIWubmShYYpNwl5TBkiEZkKLjvdUDDlqyti78E5Sxt1CaUPHMe/ORGg6WmQMyefd1Orfp7i4mEMVxWSkNu8jaVqO6a/2fNVv1T5O3d81Ajlh93uJURrPba5A0jijIDYywmdnsXpHDVcOM4HNApgRdgtXDnMdIt/VKzKgHk93qZM/0lEB4Agl2HLOcMTucIDDTsbUF32E5SzF+yn5fJ7nc94BRdu5kwPv/AMRGYuzrganw44WnYDTUoUWHY8WFUePcbci7a40SeHbj1K04jHXwHhNxxQZS/pVT5H/xl+DsvG52XPpH2tlYJ9Un9e9V+7T39vEZ1t2cdrQrDbVnrfmhN2HxPM2VuCwWn1mFAzMSPU5QM4tqUbDyRv/K6ZXch1F5dU4HE6cVLAsu1EPqqkeT3epkz/SUQFAAfhJv+Tl4kSgaRrpaWme14sLC5oFlvy8PGJ7Hl7Joz/8zQJwTe7SAEHua7cCglJd90zuCsSQwYMpMJuxWS2kTZnlEnyzWbFXFGBK7E3B0ntdUhW6CXNKX/T4HqQ1SD3Yy/MoWvE49YV7sVeXUPjWA+ixyQhzpN/zlTVr17F7+/fMvu53Pq+XVNQw9vYXmDy4UUFzZfZ+DhaWtZjuaUprTvj9526lpKKGM274B1NPjPaZUfD6o9cd1kr9k+92sHVXCYu3WlpVC1WEPioAHKG0tSu46eeLZk4j67rZnhJS7+83rSJyySYE7i1w09ZdibuU1Xs+8PqZ00gYextCNxGRmun5bLArczdOm9VP41gjAuHqDxB4VElPOnEE2d+47hloXsKGL77kgb/dzoczrqR3SoLPe/Pf2UBVeSnnZCbgsNkZl+Vkwx6JiBD89/l7gnbMwTQrzX9nA5GynutGxAGNMwrmv7OeR6ZNbHbNYBl32hBsVUVMPO8PyuEfAagAoDhsgnXsndlk5o/8ggKc2Y3zjGw2G1JoIGUzkQhB80odIURjI4MXgX7fxLgY3ly6jMX3TGrm/Esqanjrk41cPzKCaGGld5wJu1My6VgTG/N8c/itadEH06z0n/U/cHaWRtEhB0WHXKmcs7M0Vn72Q7sDgDv19I/zk7lsyVouPHMER2f2ate1grlXd9DjNxpDAoAQ4k/A48AQ4FQp5WYj7AgHulLgrb10lB1tnQ/cGk6n06d233u+gCaETxCQTjs4HS4NIbfP93L+0ulg/cxp2KpLm9m86esvsDucnH3mH6BsD0OyJjSzZfHqjZicVuZvsvHqD2CxuUY8CiE4qkcEqz5veYZuW+mX1oMvCyVf+kzcNtEvrbFfoq1O1p162rjPQmacg3tfXMG7T9/SLvuCuVd30OM3GqN2ANuBPwKvGHT/sKErBd6MpmkgCVTKKgTgsFNfuNfzmr26hMLljzD8uMbqJIe1nl9faNTxkXYraLpnpq/QTeC0Yy/Pw2mppmjF44BEj0tBREaDl3w1QOrEuzDpuk8FVPb8m5FSctMtt3LWsAyevKb5tDb3yvnS4XGs31XJqX103t1h47LjzHyXB29e3ZdFP9S0OEO3rQSzS2iLk/UcXl8Qw03v5PHqpFgu/vdufj1Q1OG7gO6kx280hgQAKeUOCK5BRqFoSlNZCYDsbzKbnU3oEZEMvP1Nn9f2L7mPohWPouu6T/dwQm/XIXbFwV+RVa7xjAfmTmn8otPe7J7gUo1d9OYyag5k8/8e+GPAGv+zMuHTHdXMmxDFTavquGK4meXbrZwz0MwpLx4kISaS8q/XB5yhG4j2pkoCOdlA13Ov/lfvqGHi0SaG9TJx5TBTp+wCOrrPQKWTAhPyZwBCiOnAdIBXXnmF6dOnG2xReNDWA9emn3erYGqahuZVBdSVZaTeNuUXFOB0Oj3jHfMb0kLuKqXUlKRm6TKHw+EaPSkgOsrVtdz/zzPZM+dq+mRk+N1ZffTARfS9+p/NXj/45gPNXpNSUpx/kG9WLWbZg5cihPC7qt6wZRfbd1cxcYDA6YST0jWW/GQj2ixYs19n2FGZnHJcFis//Ix3PtnIuhtcf+9gauwXr95IWX6OR/QtWAcXyMkG2hVs2LKLnHwLVdU1LLkkip+LbYwbZGL5+/soraztMMfaGX0GKp0UmE4LAEKIT4E0P289JKV8L9jrSCkXAAvcTzvCtq7GiDx+W6/bmecJ7f39m3U2B0iFeev9eH8m58GLEeYIj0gcuGQrHA4H+Xm55D7cqOjqcDjRdQ3psPtc353yydeb9wRbD1Vhq7cw/9YJCCECrqrd0gkPnB9HVXkJ9482s63E0iDZfIhn75jM5Htnc1qGRkyEjaRo172C7Qd4ckwM164oDbrCJ5CTnXjGiICpF/fkMHJ/YNRxjZpDN5ZUdqhj7eg+A5VOaplOCwBSynM769rhRnfK4/vDqN9f2q0NvQJNXnc4OPefH/i8tubhixn79/+yfuY0n4Njb2VTN+65BQB2KUgY/xC9eqai2Wq55WSz31X1xEEawm4hMUqQFqd7JJsnDjJx1/PLGZNp45diJztKnKx69gCJcdGe+7XUDzB+IPSMqOf6kRHMfWcdY08fxtNLPm4x3RHIybamAdQVWvkdfQ8lW9EyIZ8C6u6EYkdvqFQm7di5k1wv5c7cvDyc2dmeVbswmcmYOhen3YreMPjFYbOS+9LUZlPLHA4HX8++PeC9vAfAuOcfAyRmDmHA2ZPJ27Qa555vmTIyC/BNXbgHrz+zrhJNCE+VkRMr6Slx5JUWMXNKLEN7xZJdZOOq9yWfzG25L8C9sn3xPEg0C645wcybP9Vz/Yw36Blha9HR+XOyTqekuKKU+bdn8tvBYq4ckcSV7zTfBXQ2HXkPJVvROkaVgV4CvAj0BFYLIbZKKccZYUuoEyqlnt505oo+UHDJz8ul6RGs3eHAHN/DY0tRw+q9cdUusJXkIJ0OHA06P+4Uj/fUMnANiKla8yKBSM/oEzDVBFDw/WqSoiWLf6jmrtHJPqkL38Hro30c85OvraJi5xcck+qy75hUE2MyDzF/5XoemRo4neNe/ZscdaQk6DgdTv58gpnnvynj5WszeWRDYEfnz8m60zvCbsFhs4LNEvYSD0q2onWMqgJ6F3jXiHsrGgmVlbw3gYKLd74+WPSYBCJ69vPRC6oq2Oej+tkU96wAN7bqUrSMjFZ3XCa7hYp6nRkbapj5eRWZPVwpnIzCXS2WdjaOVqz2XKuqThKTv8UnADStZHFr8r+60UqsGVzHY5IeMRqf7qxg4qC4Njk69y7l+Q3UoT1zAAAV0ElEQVRVpERrlFkO0TM5gb5hLPHgb3BOflktJx6zI2x/p45GpYC6MeF0NqFpWqsaRJ5BLw1O21FbjrXkAJpofRiLm6bjMr0Pmd0BMzcvjyKvFJJ77kH2/JuZ/Y8n+fztl5l3W2Mz2KylawLmofv1TiFP+E4aS4iEjF6+08nclSzzVqznp98O8vqj13HdE69zsKCY4vIGp33ITmqMxpd7LLw5pVezFE5LeB/y3nVmIrO+qIQ+J4W1oww0X3nsaUMMsij0UAGgCwjFPH5H0zQf7yY1JalDfv/0tLRmjhgg4dwb2dYg95Ay7maGDB7scdqRiamelb8bTWhIp5OqvN8o+Wgu0l7f8I7EUVvJRw9chFkXpGf0aWajO2A6s7N9Doq9dwwL//Uvrj4to/E7LVTcPDD/P0GJs3lXsly8ZCNpMfiklsj9AZx2sB7irt9HUVDjaHMKJ9Ty5R1du6+qgfyjAkAXEIp5/I6maT7ejT/xuLby9ezbqS32Pew1x/fA4TXcBZpX7EToGnvmXE1ThHRgNpsR0kHGtLme160lBzDrAu3zeS3a7D0MBxoH3KemJLF08RvcccftJMb9yoWnH91ixU1lUV5QDtp9jR4xOpGynifHJPPo540HzHlF9R5Z5+e+qQNA12vplRwfdPVMqOXLO7p2X1UD+UcFAEWb8beib48ktL8ziNy8PLSdO33kFqx1taRfMYOhQ4eyY+dOeljqELoJy1sPNEo9SAe6rvvk66vLivzeJz8vl4Nv3o/E5fTduFJFrbeaeNsGzQff3Hvvffz15uu58PSj/Vbc2B1OLIfKeH9qRqurUe+V+eLNlVw13EzPiHrGD4z27AI6gq4o8QyWjlytl1TUcO2Tb1BdWcHKy10CfUbvbkIJFQAUbcbfjiZYSWhvvM8g3Nr/DoeDfYvu4YBXp6/NZsdmtbEtOxur1YYpOQPNZMYU14OBN7hW8Adev4Ne8ZF+V+7+Jo1ty87m4NKHmqWI/NX9t4Xs7J95Ye5L2M0JfLRpV4sVN8GsRt0rV4BV2VW8fVkMdimZcJTktrUd58S6osQzWDpytb549UZ279nPn4ZHh8zuJpRQAaAbE0pnE27tf8BH/z97/s3k5uWR0GcQALaCfS41uDYc7HY2dRYL540bT1JSEpaqEsafkM555x7FuJMHNftsW3Pt7pX53I0VTBqER9o5wmRj4qDILnViXaGp05FnEe5r9UnQeH1zNat2CzStUX9MDbFRAaBbEypnE1/Pvp26ylKqCvYBrlr9bdnZFK56AWd1MQ6Hw+c9e2UhET0yA1+wk0hNSWL7vJuw1tdRUdpQWmizERcdySvXX4kQgpSEE326eJsSbK7d7Wzdh8QX3T2XLwtLmsg713epE+sKTZ2OPItwX+uuM/sfEVVNnYEKAAof2tsbcDi7CWtdLaa4ZM+EL2mzEh0djdNWT/oVM8h/d6bnPfcYR6fdinQ6PCkbW3Upqf2PC+p3BNdBrrRbmx0SuwfL+2PZooWMH38+px0/kDHDz+CGCSd63vNeHbdEsLn2ps62aYom2Pt1FF1VRdNRZxGhVtUUqqgAoPChvb0BnbmbEOZIz8hHp8OO01KFKS4FLSLKkyrSMjLabIMpIoI+GRk+r7UU6AYNGsRNt97Brm8/Yeq4E3zeC3Z1HEyuvTVnW1JRw5hbnsNsrWq1Y7ij6KoqmvacRQSS4A6lqqZQRQUAhWG4dw226lKISmhU7WwyJiJt4l895Z41hTnkv/UgJl3DVl3sCUwt7TT87U5yG6qWmh5c+wt0TXdFZUX5LH5/PUOP6sv3L7sGsL/32SYe+r3OjPWbDnuV2Zqznf/OBqoqypk3IYoH13zDzZee7blfZ+TpQ301HUiCO1SqmkIZFQAUhuFeaQ8ccjwVNhMl/77f531HbblnHKQ71aNrrkev+EhS+x8X1Kq/paolb2VPcJWzDhxyvM9OwN+uKH/7RnYsexKb3cHi1RsZ3cdK/3gHozOsh7XKbM3ZllTU8OaHX/PHISZGZeqMybT57AI6I08fyqvpQLulUKpqCmVCp5RC0a0Zdccczr7vNZ+H3mT8Ymdgb2gmcz/czWz+zkG8SR/2e9BMPLZ4Pe99tokJAxz0TzYxYYCD99ZvorSytl32tORswbX6F/Y6po4wE2MWXHuCiZVrvqG0stbHGa76/Pt229CUDVt2sWxbPSfPK/I8lm2rZ8OWXR1y/cPBd7fU+HdSBIfaASgMJ9ABcoSuecpAvcc3ulM3RmsWJSSlsGn7bkb3sZKVrBNl0shK1g9rF9BS6mLKBb/nzQ+/5sJjdI5J1dE1GJAkPLuA2MiITsnTh+pqOtRTU+GACgAKHwI54+LCgmY6P+7PH+4BcGvfDzQN7HDIz8ulaOY0bDYbQtM9r9urS4K+htVaz54DlfxSW82qnzWcUpJf7UDXBCdUNipOtiUv35KznbV0DTZrHR/8Ivl8n2t175BQbYWog5vpFW/uVs4wlFNT4YIKAAofAjnjlkYyhiWaTurEu7BabQi98Z9B0fJHgvp66d4d1FZVMuZ3x3BaXIRLQXNDKau2V5AYG8UZpzYqTrY1Lx8oYGzYsos6h4YVJ7Vekyt1XSNOE93OGaqD3sNHBQDFEUlr/QzpaWkMHTqUbU2UPSsTUvx+xzvQlRUVYK2r5ag+PbHU1rBsbz2LtxZQVV3Di+Mjue0jC5bvXDuA9tTPBwoYLe0OLrp7Lsu2lXQrZxiqqalwQgUAxRFJsP0MLSl7unHvir7e+A2ff/k1v32/llfvmIDuNSjere9zwchEfqmphD6uHUBb6+fb23ClnKGiPagAoAh5OlOzqDVlTzd79uXwwN23cd7IAc2cf0ua/209pFSyxYquRAUARYfQ0eMlQ21c5VVXXs6qRy/z67hb0vxvS15eVbUouhqjhsI/A1wIWIHdwHVSypYLrxWG0toqvKPHS3b2uMq27iri42KJi47w+16gw8iSqgMcyI8KOi+vqloUXY1RO4C1wANSSrsQYibwAHCfQbYogiBUlEM7irb+Pr169Qr4XrgOZekKeWdFaGNIAJBSrvF6+i1wmRF2KI5cOvrcYM+ePcBJh2lVy3T1QW5nyEaooBJehIIUxFTgo0BvCiGmCyE2CyE2L1iwoAvNUoQzm77+gj07/tfs0d6dTNaArA61z2g6SzbCO6goQp9OCwBCiE+FENv9PCZ5feYhwA4sDXQdKeUCKeXJUsqTp0+f3lnmKhQtUlZexVfZOUab0WF0hoZOZwUVRefRaSkgKeW5Lb0vhLgWmAiMkVK2PolbEdJ0dMqlI6/XERVFr726gBtvvAGB4Izh/TGb9Na/FKJ0VrWRKmENP4QRvlcIcT4wCxgtpSxuw1dVoFA0ozUH35KMhb+a/0A4HA7GjR9PdWkhnz51NfGxUYdlt1G4m9buOjOx8bXDHJlYUlHD5Htn8/bkeFLjTJTU2Jn8djUrnvmrOgswmoQMGHap8PeWUVVAc4FIYK0QAuBbKeVfDLJFEeZ0dsmoG13X+XTNGh589HGKK2rCNgB0RrVRuJewdtfDa6OqgAYZcV+FoiP4/rtvuX74aUab0W46o9oo3IXZumLgfSiiOoEVijaSktIDTfO7ow6KI3G1Gc5aRF018D4UCYUyUIUibHhixlOkiAr6pzVXDQ0WVSoZWnTnqWJqB6A44unIiqIDuXmMOjadhrOrNtOdV5uhSHfXX1IBQBH2tObgO1LG4qRTT0fb/1m7v69KJUOLcD+8PlxUAFCEPV2lU/Ttd5tYOOcp1j8zpV3f7+6rzVAk3A+vDxcVABSKIOmTmclpwwcRGx3Zru9399VmKBLOh9cdgQoACkWQfL7hcyqqqtv9/VBebR6JlUmK1lEBQKEIktcWvMS86We0+/uhvNrsrnXw3R1VBqpQBEFVVRUpCTEcl9XbaFM6HCXi1n1RAUChCIK6ujrKysNvaF1JRQ2X3v9yi069O9fBd3dUAFAogiApKYmklBTeWLOVcBKvba3pzL36nzLSlfefMjJW7QK6ESoAKBRBEBERwbXX38R/fqrgntfWh0UQaJra2ZVT1Gw30FJlkuLIRwUAhSJIJl04kfffXcmvFRq7copa/0IbCSZd0xaapnbum7ui2W5gw5ZdLNtWz8nzijyPZdvq2bBlV4fYoAhtVBWQQtFG/njxJdzx6kv8+76LSIqP6bDrdmQlTtOmsytOiGH+vN28eVUGD65rbD4L5cokReejdgCKsOfUUWcycMjxzR6njjqzU+53zZSreWTGLK6fHXCUdZvp6EqcpqkdYbdw5TATG/daVIpH4UHtABRhT1cNhPHm2KOPoqDSytbdBYw4Ku2wr9fRGkHeTWdOp6S4vIqeMRp9k2pZeHmGkqBQAGoHoFC0i9TUVJ6aNYfZ72467Gt1RiXO+8/dyuYlj7N5yeNcPWEUd57Viy1/O4r3r++nDnoVHlQAUCjaySkjhpOdV83/fss9rOt0diWOOuhVBMKQFJAQ4klgEuAEioBrpZR5RtiiULSXyMhIZs99mb8/cjtvPXgput6+9VRnawSpg15FIIw6A3hGSvkIgBDiduBRQA2FV4Qdvzt5BG8fdypTnnmPpfdf0q5rKAetMAqjhsJXeT2NBUK/q0YRsrR14tepo86kpKy5rENqSlK7Zgs8+/RMJl92CQWllaT1SGzz9xUKozCsCkgIMQOYAlQCZxtlhyL8aavT7uiqIV3XGTV6DPe89gFL7p3UrmsoFEbQaYfAQohPhRDb/TwmAUgpH5JSZgJLgYB7YCHEdCHEZiHE5gULFnSWuQrFYfHnq65EJKTx0+58o01RKIKm03YAUspzg/zoUuBD4LEA11kAuD2/ShUpQpKePXvSK70f89//nlfuvMhocxSKoDCkDFQIcbTX00nATiPsUCg6kqdmPEFlRC8OFJYbbYpCERRG9QE81ZAO+h8wFrjDIDsUig7DZDJx9jnnMnXW+1htdqPNUShaxagqoEuNuK9CAW2vGmoLN067jnqLhYeWfMYzU0cf9vUUis5EhIOuuRdhZayie1JRUcF5557DigcuIiu9h9HmKLo7CRkw7FLh7y0lBaFQdDBJSUlMmXYTL36wxWhTFIoWUQFAoegEbrvpBrYePMSvBzp+cIxC0VGoAKBQdBLHDT+Blz78KSzGRyq6JyoAKBSdxJxZz9Jr2GjufGWN0aYoFH5RAUCh6CSEEFx/3TV890sBtZZ6o81RKJqhAoBC0YmkpqbyyBMzeWhR20XmFIrORgUAhaKTGXz0ADb8tJe9+aVGm6JQ+KACgELRyQwcOJAZs+byr49/MtoUhcIHFQAUii7grNNPZsPPRcz/4HujTVEoPKgAoFB0AbGxsaxdu5YNuypVWagiZFABQKHoImJiYohN6smdL6uyUEVooAKAQtGFPP3UP8mpdFBRfchoUxQKFQAUiq6kZ8+e9Bk0lGfe+c5oUxQKFQAUiq7m7ttv5ediOweL1OAYhbGoAKBQdDFZWVlk9D+aV1YrtVCFsagAoFAYwKyn/8EBezKvqt4AhYGoAKBQGEBkZCTPPP00i9b+hMPhNNocRTdFBQCFwiB69uzJH8aM5/GlXxltiqKbYmgAEELcLYSQQohUI+1QKIziicce5dMtuykurzbaFEU3xLAAIITIBMYCOUbZoFAYTYTZxNHDT2bFlzuNNkXRDTFyB/A8cC9q0Luim/Pay/P4ZEc5q7/dZbQpim6GIQFACDEJyJVStloCIYSYLoTYLITYvGDBgi6wTqHoWsxmMwsW/ItHF28w2hRFN0N0ljCVEOJTIM3PWw8BDwJjpZSVQoh9wMlSypIgLqt2C4ojljnzXiLNuo/J54w02hTFkURcTzjqHOHvrU4LAIEQQgwH1gFuMZS+QB5wqpSyoEuNCRIhxHQpZVhtP8LRZghPu8PRZghPu8PRZghdu7s8ADQzoG07AEMQQmyWUp5stB1tIRxthvC0OxxthvC0OxxthtC1W/UBKBQKRTfFZLQBUsoso21QKBSK7ojaAQRHyOXugiAcbYbwtDscbYbwtDscbYYQtdvwMwCFQqFQGIPaASgUCkU3RQUAhUKh6KaoABAkQognhRD/E0JsFUKsEUJkGG1TawghnhFC7Gyw+10hRJLRNgWDEOJPQohsIYRTCBFypXPeCCHOF0L8IoT4TQhxv9H2BIMQYqEQokgIsd1oW4JFCJEphFgvhPi54b+NO4y2KRiEEFFCiE1CiJ8a7P5/RtvkjToDCBIhRIKUsqrh59uB46SUfzHYrBYRQowFPpNS2oUQMwGklPcZbFarCCGGAE7gFeBvUsrNBpvkFyGEDuwCzgMOAt8DV0gpfzbUsFYQQpwJ1ACLpZTDjLYnGIQQ6UC6lHKLECIe+AG4OAz+1gKIlVLWCCHMwFfAHVLKbw02DVA7gKBxO/8GYgkDWQop5Roppb3h6be4uq5DHinlDinlL0bbEQSnAr9JKfdIKa3Av4FJBtvUKlLKL4Ayo+1oC1LKfCnlloafq4EdQB9jrWod6aKm4am54REyvkMFgDYghJghhDgAXAU8arQ9bWQq8JHRRhxh9AEOeD0/SBg4pXBHCJEFnAh8Z6wlwSGE0IUQW4EiYK2UMmTsVgHACyHEp0KI7X4ekwCklA9JKTOBpcCtxlrrojWbGz7zEGDHZXdIEIzdCkVThBBxwErgr0125SGLlNIhpRyBawd+qhAiZNJuhncChxJSynOD/OhS4EPgsU40Jyhas1kIcS0wERgjQ+jApw1/61AmF8j0et634TVFJ9CQQ18JLJVS/sdoe9qKlLJCCLEeOB8IiQN4tQMIEiHE0V5PJwEhP8JJCHE+rqE7F0kpD7X2eUWb+R44WggxQAgRAVwOvG+wTUckDYeprwE7pJSzjLYnWIQQPd3Vd0KIaFwFAyHjO1QVUJAIIVYCx+KqTtkP/EVKGdKrPSHEb0AkUNrw0rehXrkEIIS4BHgR6AlUAFullOOMtco/QogJwAuADiyUUs4w2KRWEUK8BZwFpAKFwGNSytcMNaoVhBB/AL4EtuH6NwjwoJTyQ+Osah0hxPHAIlz/fWjA21LKJ4y1qhEVABQKhaKbolJACoVC0U1RAUChUCi6KSoAKBQKRTdFBQCFQqHopqgAoFAoFN0UFQAUinbSoFC5VwiR0vA8ueF5lrGWKRTBoQKAQtFOpJQHgJeApxpeegpYIKXcZ5hRCkUbUH0ACsVh0CBP8AOwELgBGCGltBlrlUIRHEoLSKE4DKSUNiHEPcDHwFjl/BXhhEoBKRSHz3ggHwgZlUeFIhhUAFAoDgMhxAhcAl+nA3c2TK5SKMICFQAUinbSoFD5Ei5t+hzgGeBZY61SKIJHBQCFov3cAORIKdc2PJ8PDBFCjDbQJoUiaFQVkEKhUHRT1A5AoVAouikqACgUCkU3RQUAhUKh6KaoAKBQKBTdFBUAFAqFopuiAoBCoVB0U1QAUCgUim7K/wdvw5t1owQJIAAAAABJRU5ErkJggg==\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAYAAAAEWCAYAAABv+EDhAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nOydd3xT5frAv29m070pLWXLXi4cIO5dRcWJilf06gUR10/cXscdehUUByq4QEBlOLigAipDgct0IHsWupu2aZM0aZKT9/dHmtCR7pa0cr6fTz405+S85zlpeZ/3faaQUqKioqKicuKhCbUAKioqKiqhQVUAKioqKicoqgJQUVFROUFRFYCKiorKCYqqAFRUVFROUFQFoKKionKCoioAFZVGIoToKoSwCSG09XxGCiF6H0+5VFSai6oAVNotQojDQoiLqry/WQhRIoQ4NxTySCmPSCkjpZRKpTyrhRB3N3c8IcRzQoi5Vd6nCSF2CyHeEEKIJozzHyHEUSFEmRAiUwjxZI3zw4QQW4UQ5ZX/DmuuzCp/LlQFoNIhEELcAbwNXCmlXBNqeVobIUQ3YC2wREo5WTYtQ/MDoJ+UMho4G7hVCHFd5bgG4GtgLhAHzAa+rjyucoKjKgCVdo8Q4l5gKnCplHJ95bHuleaWO4QQR4QQZiHEU1WueU4IsUAIMUcIYRVC7BBCnFbH+M8LId6s/FkvhLALIV6pfG8SQjiFEPFV7qkTQvwTOAd4q9Is9FaVIS8SQuwTQliEEG83tJoXQvTCN/nPk1JOaer3I6XcI6W0VznkBfxmqPMAHfC6lLJCSvkGIIALmnoflT8fqgJQae9MAF4ALpRSbglyfiTQF7gQeFYI0b/KuauBz4BYYAnwVu3LAViDb6IEOB3IA0ZVvj8L2COlLK56gZTyKeAnYFKlWWhSldMZleMMAW4ELq3n+Xrim/zfk1I+W/WEEGJGpRIJ9vq9xmcfF0LYgCwgAphfeWog8HuNHcXvlcdVTnBUBaDS3rkY+B+wvY7zz0spHVLK34DfgKFVzv0spfym0mb/SY1zVdkAnCSESMA38X8ApAkhIoFz8SmIpvCSlNIipTwCrALqs7kPwjdhf17zhJRyopQyto7XkBqffQmIAk7B96yllaciq/zsp7TysyonOKoCUGnvTAD6AO/XYUrJq/JzOb4Jr65zYUIIXc0BpJQOYAu+yX4Uvgl/PTCC5imA+mSqyRLgQ+DHSj9As5E+fgEcwPOVh21AdI2PRgPWltxL5c+BqgBU2jv5+Mw75wAz2vA+a/DZxU8GNle+vxQYjs9EE4xWKaUrpXwYWIpPCaT5jwsh3q30LwR77ahnSB3Qq/LnHcCQGspzSOVxlRMcVQGotHuklDn4lMBlQojX2ug2a4BxwE4ppQtYDdwNHJJSFtZxTT4+G35rMAmfuegHIUQnACnl3yr9C8FeAwGEEBohxL1CiDjhYzhwH/BD5birAQWYLIQwCiH8voofW0lulQ6MqgBUOgSV9vQLgOuFEP9ug1usB0wcW+3vBJzUvfoHmF4pT4kQ4o2W3LzSSXsPsAn4XgiR2ITLrwUO4DPrzAXerHxRqcyuwafcLMB44JrK4yonOEJtCKOioqJyYqLuAFRUVFROUFQFoKKionKCoioAFRUVlRMUVQGoqKionKDUSopp1+xdoXqsVdoVM7/Zxh0THsJoNIZaFBWV+ghaj6pjKQDznlBLoKJSjeUrV9DvlLMZNWpUwx9WUWlnqCYgFZUWYDQYiImJCbUYKirNQlUAKirNpLjMTlaBhSFDhjT8YRWVdoiqAFRUmsnMb3+j39DTaULzLhWVdkXH8gEEwYvAro1H0YVRh5+jnSHRepxEKMVoWqeWmEqI0Gq1jLt1fKjFUFFpNh1eAdi18egjY4kUCh1hISYlVMgw7DaIUopCLY5KC/AoCl8uXsjI4SeHWhQVlWbR4U1Aii4MYweZ/AGEAKNQKncsKh0ZIQRd0tNDLYaKSrPp8AoARIeZ/P345O1gQqvUQghBSufOoRZDRaXZ/AkUgIrK8cfr9bL21wMUFeaHWhQVlWajKoBWZPfBLM665VGMQ6/j1Q+/DLU4Km3Ir/uyGTjyMu67955Qi6Ki0mw6vBO4PREfE8kbT97DVz/8L9SiqLQxXq9k5/btagioSofmhFIAw297CnOpo9bxxBgTm+b+s8XjJyfEkpwQy7I1m1s8lkr7ZuO+fPr17x9qMVRUWsQJpQDMpQ4G3lu7peyO9x4KgTQqHRWv18snq3bxv41zQi2KikqLUH0AKipN5InZazntjLNDLYaKSotRFUALeXv+MoZd+wDDrn2AnAI1setE4GiJixee+3uoxVBRaTEnlAmoLbhv7JXcN/bKUIuhchwxF5VgsViIj48PtSgqKi1CVQCtSF5hCafd+DBltnI0Gg2vf7KEnf99m+jI8FCLptKKdEntRHJycqjFUFFpMSFTAEKIMGAtYKyUY5GUsk331YkxpqAO38QYU6uMn5IUR9aqj1plLJX2SanNwY49B6moqCAyMjLU4qiotIhQ7gAqgAuklDYhhB74WQjxrZSyzYLoWyPUU+XE5rl5P3PHX+8jISEh1KKoqLSYkCkAKaUEbJVv9ZUvtT6ySrvG7YWhQ9UGMCp/DkIaBSSE0AohfgUKgJVSyo2hlEdFpT6klOw6lEN+Xk6oRVFRaRVCqgCklIqUchjQBRguhBhU8zNCiHuEEFuEEFtmfr3u+AupolLJN5v2MvKKG7l29OhQi6Ki0iq0iyggKaVFCLEKuAz4o8a5mcBMANa/qZqIVEKG0+Vh7+7dav0flT8NIdsBCCGShBCxlT+bgIuB3aGSR0WlIQ7mlTJw0MBQi6Gi0mqEcgfQGZgthNDiU0QLpJRLQyhPsxn/1HSWrtlCcnwMfyx5K9TiqLQBJWXlfLUpk3XrPm3T+wwfMQpzsaXW8cT4WDatW9um91Y58QhlFNDvwJ+imepfrr2QSbdmMO7x2oXmVP4cuBUFo6ntE/rMxRYGTpxR6/iOGRPb/N4qJx4nZC0gc0kZYya9QJGlrFXGG3XaIOJj1KSgPzP7s4sYNGRYqMVQUWlVTkgFMOeL5ZRk72f24uWhFkWlg/DQzB+4Z/xfQi2GikqrcsIpAHNJGUtXruKd6zqxdOWqVtsFqPy56d+vLwMGDAi1GCoqrcoJpwDmfLGcjF6Cvp3CyOgl1F2ASqM4eDgTt9sdajFUVFqVdpEHcLzwr/4X3BgDwLhTo7lxwSruGHMpCbHRIZZOpT2j9XrYtWcvw4YMbtP7JMbHBnX4JsbHtul9VU5MhK8kTwchSCKYxdiF2PDG6bFpHyyEg6t5+NxjddynrSmGnufx8F03NFusW/7vFVZv+gOzpYxOCbE8P+kW7hpzSb3XWMo9xFZkNfueKseXPZn5/P2/h/hs/rxQi6Ki0hyCZi+eUDuA1Zt+Iye3gvnbc6sdTzX/1iIF8Omrj7ZUNJV2zqMfrOL8q28JtRgqKq3KCaUAlrz3j1CLoNJBiU/pwgOT1Fh8lT8XJ5wTWOXExGyxMebxdykqtTf5Wiklu/bsU53AKn86/gQKQNKR3BhApbwdTOgOzpxl6ynJO8rspU2vKDt9yTYuv+paDAZDteNms5kxV19JUVFRa4mponJc6fAmIK3HSYUMw4hCRyjSKCVUSC1ajzXUopwwmC02lq7ZzDvXJTJh6WbuyBhBQkxEo64td7qY//0vfPzJlFpVQOd8OItD235g0KCBmGKr9whWa/eodAQ6vAKIUIqx28CpC6MOR3c7Q6L1WIlQikMtyAnDnGXryeitoW+ykYzeTmYvXcfDt9YfpeXn3WW/cPVN42olgZnNZpYunMNz55v4vw1h9Ljj3xgiYgLn1do9Kh2BDq8ANEiilCJQQi2JSnvEv/pfcGMUAONOieDGBY3bBRSWWJm/6g8Wf/Vvxlx9JTM/mhPoBTznw1lk9IIecTpGnyRYuXEJ6Rfc3ubPo6LSmnR4BaCiUh/+1X9ipO9PPTFSR0ZvTaN2AV//bx8DTx7O4s/mUnJgC7M/mMnDU54IrP4X3BxHbqaZ64dG8/Wi5bjOuLraLqAuQlXyWS01rVITVQGo/KlZvW0vOQUVzN9eUO14av7eBhXA/J8OsmDRYm68/BzeubErExbO4Y677gms/hMj9eQC8RFN2wWEquSzWmpapSaqAlD5U7Nk6qRmX2svLw9M9n1TwsnoZWP2BzNZ/eP35BxxMP/3TLKzy9BH+ZrEi9itqhlIpUOhKgAVlSD8cSiPnr16B0w9AONOj+PGz+aw8LufA76AamYVxRVYTVet3VPT9JKdk4N3xw50Wi39+/U7Tk8EuTnZFLx8V63jitV83GRQaV+oCkBFJQjTvtjI7oNmbu/rM/WA79+MXgR8AUCjbOc1TS8FL9+FKakbjsLMthG+DrwIut85vdbxg2/cdlzlUGk//AkSwVSq0pKMV5VjzHrwKopyj/LG2kJOm54ZeM3/3cHqH78PtXgqKq1CyHYAQoh0YA7QCV9a7EwpZe3liUqTqJrx2thY95Zgtti496W5zHzi9kYnV3UEtFoNhxc9S8bT87n8pju5f8LfWm1sQ1gEB2dORLGXkKvVBo5rkAwfMarNInI0Gk3QXYdGo64DT1RCaQLyAI9IKbcJIaKArUKIlVLKnSGUqUPTkozX5nK8Fc7xRKPRcP+1Z/Ltnj04HA5MJlOrjDvigTfYvmMH5qXTOP+xD6qda8uInM4pKQwcOLDWcU1KSpvdU6V9EzLVL6XMlVJuq/zZCuwC0kIlz5+B6hmvmibXvWmq+aiqwlm6ZnOD14XSPNXce19+em8O79zKxo0b20gyFZXQ0S6cwEKI7sDJQK3/ZUKIe4B7AN6bchP3jB5xXGXrKLQk49VPU1fzTS2x0NzdQmuYmVqyU0mMj6Fr167Nuq/v+tpdvnJzcohIav6YrSWH/3hLUZPMOiYhVwBCiEhgMfCglLJWh3Yp5UxgJhC0I5iKj5ZkvELTzUdNVTgtMU+11MzUUtNYWkwYb779Dq9NfaXJ94bgkUI9+w9h4MQ3mjVec2nLiVhNMuuYhNT7I4TQ45v850kpvwilLB2d1dv2Mn97Bae9XRB4zd9eweptext1fVPNR/UpnNYY349/8v7XZXFMm7+SfUcLGr6ogXvPWLSqSeag528fyeYNa3G5XE2+t4pKeyaUUUAC+ADYJaWcFio5/iy0JOO1OeajppRYaIl5yj95rz/sID1SYcqbC/nyP/e16Nkuen8DUXrZ6B1Fmd1JfHxCrX4ALTF7qM3fVdoDoTQBjQBuB7YLIX6tPPaklPKbEMp0QtIc81FTFE5zzVMB082V4UxYlMOs0RFc89kB9h0t4KT05Dqvq+/eMWEaLkx3YzCaWLqmYSVUUlZOxrOfMfGhx2rL1wKzh2oXV2kPhEwBSCl/pmMU8P/T05KCaW05vn/yXrbLRsZJOgYl6xg7SNekXUDNe5fZneDx0C+5gow+YQ0qoY+//4Pxk6dw6y03B46ZzWbuHX8HiuJplAx+GrNj6OjO1HXTJ+NyHjOtua1F9Ow/pMPIf6IRciewSuhpifmotcYPFumzettejuQ6KLPa+OTaMHYWurm0t47PlxymqNRebeVeV6RQ1XubLTZunDKdBTdGkRipw2zzNGiKGntePy5/8h8kxMZy+cUXYDQamfPhLEoObMFlbdr6paEdw/ARo/jtj510vuWf1c7rtFrMPx5fh3FT8Zu07IU51eT31ztSncHtEzUFUKXVaU7MfbCevUumTmLclSOZdE4SIwZ0YUCPVEYM6MK9Z8dX+5zZYuOSya9TnHukXudyUx3XAJ3io/nuX7fyw6dvcenlVwZ6AbxzY1eM7lJc9tI6rx0+YhQ9+w8JvLJzclj18l2smz456OfNxRb0UQmYkrpVe3mU9t/taNO6tRzc9TtpqakMHjgw8Dqexe5Umo66A1BpdZoatllfmGZjzEczFq2mrKSIN25I4Nl67PrNNUUlx0fx6l8v5MIpc7nqqisZlVxB35RkRvfVsqaeHgA1V/zeHTswJXXj6EcPNPidqKgcD1QFoNKqNCfmvr6EsobMR2aLjU+Xr+fuUw0kGSq4vKepTsXTElOX0aDnq+du4PLJU/kxx4H1ks5cfZKGRV99yM7vFyKq1NMxaNWNtUrHQP1LVWlVmhrv71cY407xKYlxp0Q0qqyE/9oL7puGwevktsE6YoyCK3pJvv5xExmPvNXqJSfmLFvPLYMMnN0jAq1GkBxtZOxZXRhw0Q1c8o+vAq+kTmptHZWOgboDUGk1mhPv35IM5hmLVmM2FzHpDAOJJpBISiucnJMqWfxHZosyh4M5lP0mpCNmB3N/+RW9dGGI1jW6E5hOq8VRmInbWlTNKVo19t8QFlHLROS2FjF00IAmP0coUPMbOhaqAlBpNZozmTfXLu83/SSGCz7b7mbxTg8er6TcLSh3S/p3MjYqzr+u5wjmw/CbkKSU3PDC56zdkc3Qx+Y2ely/Q1STmsrBXb8HQj7NxRZ69h9Cbl4eXq8XDZLOqcfqIiZ2G3DChVB29HDYjoKqAFRajeZM5s21y89Zth4jLsoVgdcridIIHB5BuSIYO1TPK9d2Zdra0mYVnmvIhyGEYH+OBYPBGHSM3Lw834Sek03209cEjituF1q9AY1GE4gK0kclYAiLYMQDb+Av1LxjxkQO7vq9yd9Je6C1agKptYWOD6oCUGk12jqfwI9/kv78tjQmLMph3hgTZU6JJyyO0R9m8ciFnYHmV0RtqMLpm19tYszNt/LR3M+CjuH1ehk4cUZgQvcnRymWAvRRvl7CBdYKRFQS6Xe+1uZRQepqWqUuVAWg0uGomSHcOVKLQOG9bUWMHaQDtwPQN7sian0+DLPFxj8+XMp/v7mf/37zXdAVqYbqRWtdTjvpd06nNHs/MWm9A8cPzmz91WzVyd5vUlIUBV1sCikZDwJqcpbKMVQFoNLh8Juass1WNHiZusEJgNPjJUyn4ePfC0mOcwY+39iSFo3xYcxZth7psrN40YI6V889+w+p8x4OpwO/fpBS4nA4cLvd7Nq9u1WSpqqaTvx5B2V5h8mb/wR5X7/qu69XIU+vx20tatMWlMcLdYfTfFQFoNLq1BVF05zGLsGuCWZqao2mMQ35MPw7hP/e2ZlLZrzNlMeeICEhoWk3kSD0x6qKui15KOWlHF30L/L0egAUq7nBYeqa9HLz8gKmp6oIjYbOf3ndJ4LbhclkwlGYyfbPnwmqsDrS5Kn6C5qPqgBUWp26omia09ilsde0Rm/ihnwY/h3Cin1OhqWZmP3BTB6e8kSz7uVHG5uCxhRNwpUPYzD4FED+5880eF1dk15Vp3Nj8PsratLcybO1wkDVcNLjg6oAVFqVuqJo6ouuCbZ6N1ts/OXFj7GWWpjZQFZxc7KPm7pjqOofWLbLjk5UsHThHO64655au4Cak5fbWoSjMBONAFdxNkLr+2+n2C0UzJuCLjwag0HP4MqG7R25SXtr7Ro6yu6jo6NmAqu0KnVlAteXIRysENycZes5cDCTc1NdDWYVN6fbWLB7Nua5EiN1rDvsZPyIFDJ6wewPZtb6rL8wmv81dNAANGvexrB+JkWLn6P029co/fY1hIAed79Jt9tfbpQMzUUjNEivF5f5qO9VnI2jMBOdVlvnNf5Q1pqv4SNGtamsKscXdQeg0mrUFUWTcc6wOqNrpJS1Vu9SSr74YSMJJskVPRQ8irfOkM7mZB83Z8ewctMudh4oYu5vTrJLnCzacZSeXZJItXzfoBmo6mrW1wvYZ3JZ9fJdDXyjTUeD5PtnrwtE/xxDgteDXq9HZwgLOJyP1jFOa5uGVNonqgJQaTXqiqJ57K2F9ZZhrhl3D5CkdzKyu460KCgosZKaGBM0pLOue769cBW/7c8KauJpTKx/Tc4a3IvtezO59oLTSUpK4hdrHO+9/WaTv6Oq5iG/aQiodzXeFPwZxDUn73XTJ2Ne9Bxpqal4gR0/+o7XDFntiKj+guYjpOxAfwDr3+xAwp54XP3IW+QU1I5gMZc5SYwOq3U8KT6OCoetWoOWa+aXotUIwhUreWVuPF4vxQ7olBCDRiNITU7kw2f+ErDf3/nCR0Hv6fEK4vUuzht5VjVFELwpjJWFrzxY747h7PH/JFrjxOoNY+iwoRg79eG1qa9w7/g7mPnRnKDRQA2FJ7YkfLG+a+uLiqmZYRwsbwDA43JhSvAl1PkzlesaQ6VDELR7kboDUGk1mpoJPG3eCpSjm7FYSog1JZAYqSNJ72RwJy3PXJLOwax8usVqeOoHB7H9T+eZ8RmB6/z2+7pCQm+cMp13MqK55pP1pIQTWOXX3DEAWEoszFi0imfuyggq54xFqxEeJy9eauTB5U76Jofx3S/refT//o+SA1vqjAZqKDyxrkne30imJlUVQ81rq9YVys7JoaDSvFR18g5GXeap7ZU5BIDav+BPTEgVgBDiQyADKJBSDgqlLCrHn9Xb9rL7kJU31jgxmRxER4SRbXayNRs+/f0o5U4nnSJ12FyS8NxtPDM+o1H2e/8knxCuxSgrePHCuECjmJqx/sVWB7E6D4t/3BpUAZgtNuZ+s46r+mg5r4eOK0/y8Nbinxhy5rn8umEVn43tyoQ6ooHqIjcnu94Jvjlx7cESwKD9Tt5q8lb7INQ7gI+Bt4A5IZZDpQ3wh3IKBB8/+5daE/WHz/ylcqXeiQlLywNmGLPFxjl//Rd9InRcNTiWcafFcOMCK0Wl9nrt92aLjTtfnI2lpJgvx8YwZ0sptw7WV2sUE6xH8DsZ4UxYWl6rzzAcW/2PHxaGUQvjT9Yza5sdvbuc208Op29KOBm9bHXuAnbt3l2rpaNb8aK5YHKtzN/25GD1l64GqpWvbi27upq81T4IqQKQUq4VQnQPpQwqbYc/lDM2TAR1tNY1mc9YtBqjrODdqyKYsKyMO06PDTh2V2/6rVrEz5hPN/Hjtr3MfvZO5ixbjzknk5RoPRDD0h1lLLg+HI+UXNFLcv/K6juGOcvWc3lP0LrKuLynPqiMC77fwmW9tHSL1eD0SLrFaIgLg92/b+Kz0af75Dg9jhs/C74L8ChKYDXuRwLlDifbd+yodjw/L6/O73LX7t1k5+TU2jkEWzG3xuRdVTn5y1d3dNRdR21CvQNoECHEPcA9AO9NuYl7Ro8IsUQqjcFssQVCOZ86R89LqzaRcc4wnpjxBTOfuD0Q/hksfPOLVVs5v7sGRXoZ2glOfzOL+CgTHu9Wxg01VIv4OTfNxcLtmQHl8Nx5RiYstXPqG1lc1wcKyn2rb4POTUZvY2CS95uS3rzYV6b5il66WgoCQKfT8O0BL2uPOACJxeGlyAF3nawhMVJfKYc+kBPQqMxgCYb4NEwmU7XDfgdsMLK+nori9VURrUpuzo5an+3Ik7c//6AmrTFJq7uO2rR7BSClnAn4sm1OkCig1qhrc7ypKfOcZetJ0js5p7uekzvrODfVxWNvLaS0IKda+Gew8M34CB1PXZZOYqSOp5I8/FYZpXPnCx8xf7s5YL/3eiWFJVb6Jhn4dPl6xp8ayaVDOzOptJQ5v7n4KV/y0zdVpawI1PXxr/51ipNucToyLc5a/YTNFhslVgcx4RGYy2wkhWuICxdkWz18+IuLH17ah8lkIDcvH6/ixfPdv3jro08DdyvMz8P16VOBEtAtQbor6HTzP4hO6V7t+ME3bmP4iFHVHL9+DGERxOobf4/mhlO25spazT84vrR7BXAi0hp1bY43VWUed+XZfPHDRrQVFdwyJByrU+Gy7jD/qwPMvTWVJ3/YjNEUSWGxzxnrUbzkFtvpHB8BovYq3x//XzPiZ9q8FZC9lXGnRHDRu5lc0atKX+H93npDO/0O6FnrXUSHCcqcEnRu+hXurVb5s1echpjkFM5JLOPhUTEAVHi83Dovj+0VMXy39if69O7J6U98iiEipto9/JNW1Qlt3fTJOIDcuY8ixLHIPI0xPPBzsIlYsZegEcET983FFpKufw5vjeVRwYJncBsarwGau8JWV9YdF1UBtDOak6UaCqqu+Gtm89qdrsDqX0iJ4vWSaBJc21fLyt02zGYbmBRWzXiUhJgIps1bwdKVa8i4eCSrt+2ttsr3U7Okc9UMYL+zV6c48SjeRvUB8Duga+YDvPrAjYx5/F3+PfG6wDNd/eFhDmWZmL/9mPllf34FvXvrmPPhLLqFO8nfuKRRfYFdTjudbnoBNLpqCiD/s6fRa3wzeLCJ2BiTSGSnroH3mZ88hreiHEVRyM7JgaXTEBotGmN4oLREWWwySVHBu5a1Bv6Vf83dR0Ohp1D3buPPkJjWkQh1GOinwHlAohAiC/i7lPKDUMoUapqTpRoKatbSqSrznB+3kl/sZFOml1fWeYkLE5Q4JDqtICHCitujEOYsYcbiVUy47rxqyqO+VXvN+/tNSKv328kpczNrqwt0WURH+JLO6usDUF/WcmlBTiB7uW+ykXvPjoe0U6uN9cXPu3hh/nre+M+LTL3YyMM/L6Eopg/asEjgWGZvsMJwIDDEpWAKO+YDKI1JILkJk7W3opzOf3mdivxDviqikckIvYHcjx9s9Bgtxb/yrxp2Co0LPW1OLwWV1ifUUUC3hPL+7Y3m1LUJBVV3KXd9tRGtRrD45mjgmPnlhxkvMGPRKiy71/LQmQZmbHJiMEXw/V47kTrB4yONPLV8PcjapSAao/Cqx/OHgTGMaCOkJic2KiFt+cZd/LrXzJxfHei0PtOK1ysptBSx8PYUbpt/gHcmdQs8U83fw3Uj+zP+xdlc3NVDtxgDo/to+HT3TxgGX1ZpqlHQUHui69l/CBpTGB5rAWXFbvyJ+E5LAblWX6/gYLZzjUYTiOwBX1MX6XYhguZ3qgRDLRlRG9UE1I5oTEeq9kDVXUqS3szgTtpaMs9YtIrFKzcw72oDDrfkst46blxoYUCyhkt66xjaScP5XdzM/249P92bgtvjZWRnJ4+u2tQoheef5Gs6n80WG2Mef7dBB/qlZ/THXVZAxsUjA9+t36ew/rCjwdaS327cg8Ph4LaR3RHaUsacHMeSRdvwnnkTir0UbfDMe+BYlE7VbNtCjQ5tVDwF1na3C30AACAASURBVAqyc3YGVsJ+ZTB4QD/Ma94OjKHYLb7S0oDL5UYnJbhdeGvkHLRH6nMat+UkfaKGetaHqgCOM/VF+DTUkao9UHOX4nR5+GhLOUsPCDSaY5NehWcLl6S76ZMYjl4jiAxTiA1zUKEI7j41nBiTYEx/yerDFQghKCq1EaPzcG6qbFHDmJrv6+o1EKwCqf+5xn+WQ5ZF4aNf80mKcwSeq+rv4dGZKxg71EiPxDA8pVYiHblcmeLk49mTqPAIkF70WlHLpFFXxy4pJel3TgfAUZjJwMreAHWVjTDGJAb6C9vyj+ApzUfgcxb7TTCGsAjAU+/31xoRPFXzDuBY7kFdk3ZTahWptC2qAmhDgk0+9UX4NLWWzvGi6nPU3KV8e283pq0trWUjH3bbC/x3j4c1mVYAissVusVouLSXlsQIn8kl3iQ4t5uG06YfxeNxE2/SUOzwMqh0V5OauPsncn/Z6aoTe83opHtfmsuwPl2CViD1P9eSu33O1mDPBfDqog2Yi0v4LsfLd+8XVDZ40QJ6IpJSEOUO3NYiLvrHV9WuWzd9Mi6nkxWVXbs8Hg8gfGW6FIVD79/v+6BWx+CBsxr9+4ns1DXQa1gIqvgSPA2unFsjgqdmRnNHyz04kVEVQBsSbDXaESJ8alL1ORq7S+naKZ4ccSyxyWG18nu+h91mF29uPrbi1Go1xMfGMG6InodHxVROuv0bLVfVibyq4zajtzOQHFY1Oik/O5PFh4/y/d2dgGP2fUNYJOaSxu2+1u7IZeu2XznnosvxnntfwIzjcDowSCj95BEURQnU+/dHxbicdtLveCXQ+WvFP8aROv5NXGZfVX5DYjoAOR/e3+Cza5C1nK0VZcXIGiYgc7GFqPhkkjrV7jLWUrOKalPv+KgKoI0INtl3lAifqtR8jsZG6TR2N+OvxzPulGMx/I1p6DL22Q/Ysf8oq/7mq39/y9BwZrx9gJfvTg+Mc857vuSwvslGLu9ZzoffreeavgZcFQ5iTb5diN++T1r/Rv8urjk9nb+Mv5vcvDziXW5c2fsrz0hA4LGXoI9NIf3O14C2KcjWOTWt1sp91ct3kZjxcMB85GfF09e0SZx+fRVJq5q+TuRSC+0dVQG0ETUn+xmLVrFq42/tPsKnJm2ttJrj+J6zbD079x0mPRqW7rTxcLIR4fE5bv3vAYyyIpAcdkUvmLelgl9zvBwwe/jv1GPhotA0P8uSbdlMf+1NTj3rHEpXvInb7QZ8dnwAFAXpriDzk8eCtnv0mYLsKOWl5Hz0ANLrW7VrwiJJufGFRsnQ2vhl8uO2FtUZkRSM4SNG8dsfO2tlPRvCIiCIj0GlfaAqgDYgWDjnRe9vYMyg8HYX4VOXU7pqU/aqIZ6trbSa6vj21xgy6SRPjjTy4PJi5vzuprjMjsut4PSYmfO7m7LyCkb31mDAjdvjRac4GTtIj6VC8tHN3Ri7yNbo3UxNjEYjycnJgVW4P5rH4XAEYvFTbv0PefOmBL3e5bSTfud0yvIOY0hMR7pdICB3ziNgKwBnWYMF3IKZX9zWomZ3FvPL5MfviG7sLsFcbKHzLf+sVfju6EcPgL56foNqOmo/qAqgDQi2qr24m8JHW8r4eo+72mdDHeFTl1PaX8nzhsGmQKbsvQtzOb9rJDMWreLXfcHbLTaVukxFdYVz+msMXXe6ieHpem47xUhsX18oZ82M4p/yzaz5SpJffIAIvSBCDwkmCW5Ho5RvXcqxxFJGWVkZisfD7+8/ivfk62tfLHyx+o7CTBxFuax4+hoURSH3y5dRyss49P79SI2O1HGvAmAKM6HX6xk8cGDAiRoVn0x2Tg7GmMRqQxu0GqzFBbVu2bP/kFoO2YbwT8ZV21NC67WoDIZqDmo/qAqgDQi+qg1jUK/GJSnVRWsXiQsWRfPEjC8CZRDSojV8tMXK0gMCi91JrM7FL/leoiO3Ea+raNPdi18xVVU2/mbx2ooKxg2NIMYkuKKHm8cqK40G81VMm7eC1+Z9i9TqMTtcuLyC/tNySU+KpnsDyjdYBNG/J17H3n37MRgMuGzFdHLlcGjZK5jGvQFCj/R6faagSmtQ3tLXQaOFsGi0gMdWjNBo8dhKAEn2B76/B6EzopQV8P3Toxk8yGfDdyleek6eW0uufa+NDZoxW1eIqcflCtqAXrGaA9E6PfsPqeU7aIiqIaTZOTkkuNy48w6jEZpqZSsac31Vqpqd1BLObYuqANqAtgrnbGyRuMYqijnL1nNeOjy5rIDzu0bWKoPw8ChfiKctfrAvmiYjnHu+tuOVkneuabtIpqqK6ab5G4jSy2rN4s/prg+EknaP0wYqjdb0VYy78myWrtnM93/ryk3zzYw7NZoInZeFv5QQ3zkZvV4XtAlMTRkmLN2MvcJFSd5Rbn/+Y4qLivhg5jsY3aWc2Tsasb+Igq1foT/9BrweN9Kr4LLkoZSXAtDpphfRxaWi0Qjy5k4hZdw0XEVZCMCQ5Jsocz9+kLDYZJKjjLUmNn+Ipx8pJQXWikB0kd9+XzXEFHzZw51TUhBaHYkZD9d6xvzPn2nZ76lKCGnBy3dhiE9D6A2BqKamXF+VquYhtdBc26IqgA5CU0JIG6Mo/OOdn+amxO6i3Oli++4DfHFHKtfNrjua5ty0ErbnK/RNTmgTp7DZYuOSya9zywANPeP1XJjuxmA0sXSNr4Lor0ecbDriZeoG57GLhCBcX84TgyPwKFEBX4Xd6SKj97Fx7I4KVh1xMGt0BFfNO0haXFid8ld1fp+XXs7iFRt486pYrvrgKANSwpkz610u66Vle2YxUy8xcMfXCyncswmP14smLBJjUld0kfHVxvR6JVLKQPmHmmXP3G43mYdzAyYfj0fh4KxJSEBjjKDz2H/5HlejIf3O6YHoIr/93lGYGQgxBd8kWZifh5ReXC5Xo38HVbuY5VZpQtPgqluAdLuQiqdaQ5rEbgMafW+V44uqADoIjY3GaayimLFoNeYiCytskvevjuCmhVau6aslXNrrjKZxe7xc0UNhzYEKiuxKmziFZyxaTVlJEVf0SqSo1Mb4kw3c/2055/c1ENGjP99Orx1SOW3eCix7fiZG58FssZGSEM3lPeHDyjIT/nGuX2Bl/MlG+iZquaavFkUDS9fUlr+mE1943VyY7uaHPRb6JWqJ0nnZnlNCfmI4YwaZOC0Vru2r4f3t2SiaMDTSZ9rR6MPA68vEFTq9rziEqEz8AlA8gdWyx1aCLiYJtFoSb/wHANLjRp/cHSTkzXmoSd/juumTsRfmoCgKIEDj+68uhAZ9Qhe87opqDWiqOmazc3IC0TwRSV0ZONFX2bO+VbchLALzp48Dvkk/LTUVgKGDBqimmnaMqgDaOU2Nxmmsovhi1Va0eNBrwOP1cm5XDW5FUu50cWlvHbd/WVIrmqao1Eb3OC2j++qZvdnCw+cl1OlMbY6/wmyx8eny9fxlmAFXuY0itxaDRnJ5by1Oxc3SNZurdRXzj7ty0y7+2Gfl6x0aih3lJMU5sDkqMAqf4/qxEXrcHi9aJH3j4cpPSnnqHCNPrarg0oGRQR3gfie+2eZh1X47L5yr47Hvy5l1dRgZ8+ykRgp+OmDnzqHR6LSCu041sfSoIF8mkHTrKwFTSNHSqbWeU/jr+gsRaPBSGpNAYsaDHP3k8WMJYbMfAamA9JV4yKms9Ck9Da/mXU47nW/5Jy6XG/PSqRgSfaYml/lI0M9XnaR79h8S1OxSH1XLP6slHToOqgJo59SMxoG6Q0gbW03UbLERE6bl8ZEmXvrZhdCHc8/pcP+3FaR1TiEhQssks68Mgj+a5qclUFBSiKL4Vo1eXMzf4TMTBItkak5TmznL1mPExaytHt7ZLFG8oNeCSa+hXzJk9DFW6yrmH/fi4f25OK28SiaxT+4/DhzlUJGTm7/wyTy6t54N2ZIKBTblSq7rb8ReqViqfkdVnfjFVgeje8OSPR6u6qNjcLKOfola8u0Su1vyzEobu4fouayPiYweHj7a5XNY5s5/Eq+jDK+jDKQXd1EWAFLx4PW4wKtQ2whUHempIOV2nwLxFGfjL/3ZUtt9U6iaH+AoOmae0mg0eL1en+2/EfX/VdonIpC80hE4QVpC+vFnyWoqythT6CIpLrpawbWapY/91Sz9nasAXlldwqc7JSvffCgwwflNJhNPgfm/uzE7vNw2RM+srRV8vV9DfJQp6PhNlfudjHAmLC1vVLy9/5p/nW/ktvlZfD7GxHWfl9M5UpBbLoiL8Sk1R7mDJeNTmbC0nHef/isPT1+AtdTCZzdEYbdaiIyOZewiG+8+/Vf+9o9ZARmMpkhyC4uwlJYx/VIjDy2vIDpMQ9c4A+f1iQla8wfg6kfe4khuASWWMmZf40sce/x7J0+ONPLAcidlLonDLQiPjCY83ESZ1Y4jLBGlvJTkG56naPnbKGUFaCPiAPBYzYhKc4z0egJNYXwlHKSvUYxWhzYiFsVWjDYyHmEwEX/hPYHibwdnTqTztY+R++lTpKWmkp2TQ+db/olOqw2Egfqzgl0uN0XL36pUOATGlIoHbUUZjtKiwLNWbfDiNwE5S4swJKTR7faXOThzIj3v8e0MHIWZ6LRaPIoSkMNPTV9BXZE8hfl5dZaoUKOAWp2g5WnVHUA7xm+K8Efj1DVJ+QkWflpmd+JwVtSqR/TvkVDs8HJGF8HtX7r5JtOIThvR4lDVqnI3JXvYf83Lq4oYO0hPWrTghoF6lu51c0qXCM4ZNdL3weyt1Wr/+HdHwuNAcbsCMf41o4L89YWO/vI9JyVouKqvjv8e1HKk3MDLP5oxGn4MalJbMnVSQLGeNySGaauLuG6Al2Gdtdw8yMCX+3XkWj24w5PolPFXhg48m127d3N0kc9h2/mqB8n98mU63/aK77+gtSDgqP32iavpctu/A/fK+eIlUm6fiqc0H11MJzyl+ejju5A75yGQ8licvrMMzZq3GTrI51zNzckm99OnfM9XOZaieNFptbhwk3j5A+grTUC5sx8ktbKRTNiGmdWeNViDl7K8w0HNWHCsCFxDxd9aUv1TneTbFlUBtFOa0hzGb2//6Nk7a5l6fCvxTrXqEZ3R59jKy2/uaY1onuY2tVm9bS8Hs+zYrOW8ekE4JQ7JmP46NhxVyCt1smD5BowGbcAP4q/9kxat46PNVj7cbCUh3OcDiI+JorisiFkPdQ3IcM38jSAlr47S0zNBxy2DNWwtMVLmgh5xGoodHi6e9Bor33qoWtnoe1+ai728AnNJBR9vy6W0zMrs0WGUOiWj+2hZssdBlPCSm3eIHV/PZNfSDzCERaDYSyhaNg29Xo9iLyHrvb/6HlQqaNLTK59a1sqcBQleBU9pPngVpOIOrN79iqPqhNuz/xDSbns5ELXjJ2uuzyGrEeBVPLgKDgLgKTNz9M3bAMEpQwcF/V1ULe8sFU8goU2l9flt+x/M/2wBQ08+BYulhMzDh7n6mutY8tUXjL7ycs4+68wW32PPnr307dsn6DlVAbRTmlIjp75s3por8eb2HGhKbkFzmtosmTqJa6e8zWCdiwijDlmh0CNOcF1/HT8dUci02rik+zE/iL/2T2x0FJZyN9vzFb68M41pa0v5yRzNHYll1WRI0jvpHeule5yeMJ2G7nFazkwqZ/5vDt67KpwnfnDishYydd4K/jXx2mrfa8bF5/LwrZdw7ZS36epxkBQh6JOoxeuVjB2k58PfPERrw3FodBjSBmDZthR0RrqMm1qt7SPAwTduC0zeNTN8fQjQaNHHd8FdnIXQGXyJZMLXQCZYhq5HUTAldSPzk8dwFeeA9CWjHfr4UYTwmZeEVodWq8Gg09A51VdAz1xsYfiIUbVW2f379asWCloVh9NR65lUGo+UknmfL+LHVavIy8kmQutmSJdIMtfuQ0pJpPTy89yXifR4+Off15LcvS/5eXmMHHUeP69dTUxMDN269+T3336h/4CBFBTkU2Q2B84nJCTQKaUzO3f8waDBQ8k8fJCywhy+XfFDUHlUBdAOMVtsTF+wirgIfbVG5FB3c/SaYZ91rcSbW/+msU7dxiqYYArllz1H2eRyM3NLBQJICBdoBMSGCY6WuJi50c3SAz5TZkFxGRohGdDJxnOjdKw+UMHmffmMHRbPezOONXH3KF5yi+2+8syKl+X7dBh0AsULeVYP8SZBz1i4qIeWcpdg8cr1PHLrJbUa3WecM4xNfxxko+Lhm31uYowapJR4vBChF/RM0pCd0pekISPZe2QDBeYSChb8nS7XP402PLrJ37cQvmghd9FRvPYSChY+T1hMAm5rUcD0M3zEKF9D+C9frswuLkZjikZjiib5hufQACaTiaMfPYDbWsQlNfoTQN2hnX6l4s47jNBoMSV1Q2i0DfmtA2RlZVFcXEzPnj1xVTix5h4iLDYZd3kp4QmpDQ/QTigrK0Oj0XDw4EHi4+ORUlJSUkLPnj05dOgQOp2O1NRUMjMzSUpKwuVyUVpaSu/evdm/fz9Go5F3Z85i/U+rGTRwANv/2EG/1BgeuW44EE2P1HiiI4Ir1DK7g0M5xUAskMeVY/xlPhzc0rsfoED/RCCxxnkP9OsHVECfNPoOuqLO5wt1U/jLgOn4umm8L6V8KZTytBfmLFtPrzhNtXaF9X02mL29NdtLNiUJrbH+g2AK5fDXvl+/3+Y+dqCgtMxKTHQUE5ZYyStzc8MVIwD4ae0aSu1OzkrX0T1OS8ZJGr7YXs4D8aZqTdz99YFKFCNhLgvXDY3h2j4QZtAzdXUx0Uafgrl5oI4nfqjg3C5eps5bQWJMRK1eA8PTw9ibZ6OwXKLXeNFpBDaXpLRCEhHmwnNkG2HnXIfJFIYhIhJtVAKlezagMUXjKc0nvMcwNBpNo793fUIXADSmaAwGA+c/9gE7Zkxk07q1geqbCWOeA42vAaX0KujiUsn75BE8ljwA3KUCZ2lRo0JHg6ERGjw2X5cxj9VM1rvj0Wq1aDQaNCk+M2JifCxWq5V9h7NYuWI5WVlZZO39FbfLRVpKMsUFuez55gOMUXFYsvbS86LbcRbnonjq7la2Y/dedu7ew+6dO7niqqsY2r8POl3Tp6s/du7my6++5trRVzFoYOMS0qSU/LxhI1k5eUz99wucOqAn2XkFxERFIoEyq40unTuRk1eIRiNISownN7+QuJho3B4PNns56akpHM3Jw6DXc/Ep3Xnt9TsqRz+90bJHR5gYelJak5+5FkZDnadCpgCEEFrgbeBiIAvYLIRYIqXcGSqZ2gNNmWzrs7e3pL2kx6Pwwmf/Y/vBfHQ6LUeOZnFBZ6VOp+7wCW9jtlYgpaSoxIKUoCgK4WFGrr/4DC47tQcuj8Iv+3OZcv1ZKF5vvc+4ettesvKcvLa6jHiThkK7nTCd4J2rIpm4YCXFDkmUzs2bl4dx/zc23t4g0VRG08z9I5+kuGi65O8NlIJ4Y3QCGe8f4d8XhfHE9yVMW+NbxkYaBH0TNEQbBbEmwRUn6SgslyxYvo60pNha/oZusTpsbugSreFIqSTKCBIN3WNhZO9I0ApWbl0BQOf4KERiAoW//JekPieTu/V7dMUHiY05thuo2tRFKgra0iyy3rkTjVaPNiIWKb3obfkQXXsSMBdb0EclYIhPA60OhCYQ4y+0OvQJXRD4soZ1kXF4rGZcNgu7P/sn/W55GkNETK0xqyaD5VaJBIru1DUQ5ul33Hq9Xm4Zdycej4dTTjuD884/nxH9U4gIM9A9OozpT1wVUHa//P4H5rJMKMskVno59MUrKB4FoRFMengKCXExPP+Mz4ldWFzCnePvxp5/mBFDeuJRFD5+6Sc27C3gzHPOw263c3DHNr74eikJCQm1nsGPlJKbbxnLhjUrueaC4Ty3+Wek0ffdn3L6mfxv3VpOPe00nnvyMQAKCgr464RJnDlyFCu+WUK0tDG4VyrvP3AZw3p3rvM+HZ1Q7gCGA/ullAcBhBCfAaOBE1oBNCWCpr5VfnMjeU7721vsPJBFeEw8BoMR6fUiyrL4OtdLuUfDpsN2dv/wA+sOO3jmhlMJDzOQW2yj9w2PsePbT+h09gX0HDUGe2EWR75+jf4jrmTmd9+ClAwedgrXvLAIj8NKYUEp9y62U2p3knL1M+iNvm2wongwGIy4neXcc0Ysk0bEcN/ifIZ21nLp0M5k7Mvka0sfbkgvZkC/OG4qLmHBkTjOC9vDoyMjmLXVwYJ9YMl3MfiOV7iuZzk2i42bB2pZc1jxlW8o8FJULjFoYV+RwsgPbdjdPiVyUryG9EgY0dlJYmUpB7+/QW8Mx+ly887VUdyywMrRMoVYk45nzwtj4rJi7B4tkWm/4F9v9b/4Jk4aNZq8Ld8Rm+DFatRytCCXM88YzoAB/dEoLrylucTEJeF1W0mJk+x3GfHoI309hV2l9I52s7c0C0Nq9SqfXq+X8sIj2Pf8TPm+TWijE9HFpRFuikYqCq7iHCyrPiD5mscC1+Rv+i9J1j3kb1xC+gW347JZsOQepqioiISEhFrJYP3unobDUoA+LBJnWREepx1raQmnn3YqkREmJl8xiNT4CCCTm6dcQa8uSUH/pja9c1/Q45l5xeQVlTF9yUpuv20He/fuI9Ko4cXbzmZ4/3PQ6Y75O/YeKaDEWs7HS7fx67YtXHbJRWi0OpKTffcsKCikf/9+7Nm7D61WS9f0LmTu2EqvyAq6x2p5ZuxZHMzxh7we5qLLu7Lt4E5OP+0UDAYjSYlxXHdyMv0iD3Hp2GGc3KdLIETXT2sXY2wPhFIBpHEsag18u4Azan5ICHEPcA/Ae1Nu4p7RI46PdCGgqRE0rdlE3r+Kz8zKQ2eKwKkJx+kBvcvB3WelMe4kG4MH+iahaasK2BWRziPzf2PEOediLilF+WkZfa+eSGwXX6y6ISKGHL2BByZN5IFJx+zMc+b15cUnHmbDYyeTGKln7ZY/uHtVFD3ufjuwKnXZLPz+0nXYFS1Tf7bzS7aDMKFlypeZuFwKZYe3402J55P/ufC6FYoOZpHbRcvEJaVc1icMneIg9szx2FZ8QM84LQ8vr8CghV9yXZyVrmVfkRePV1Lh1SKlRFEkEjDqfEliReUKW3LKeGOdDZNBgFcikFQoTm4bYqDIpnBaqpajVslVffV0idXTO85BaYVCfkkeianJAOz8YAqKoiCs+bxxeRiTv/2R/j26svTv13LvS3M5svAptBrBLf/+ko3bcrl1RDgvrS0mOjqKoqIS4nR2HjpTz0PLnQy95VHydm7A5XLxyrTXyc86jD48Gk/BAXTRiegTu2LbsRpX/n7cJTlY/7eQsK5DKPnxY7xFmShaA5ZtS3nvms7cv2w5rjOuJn/Tf+kW7mT2BzN5eMoT1f4e3K4Kfv3sFRSHDX14JFKCx2HD5bDxzfMT+NvL8xg1pHuLJsJuKfF0S4ln/sDulUfOqvOzfbomY7bY2HPgEJsmpzNhaW4d/qzhgD8Cbg3vjEkK7DLPCNzHxxkDuzPhqtMaLW9zkhvbO+3eCSylnAn4Apb/5IlgTbXbtyRef/pXG/lpRw6pcSZO7d2ZnYdyiRs4EoPLRNfbX0Kj861jc14fw+fbo5m7voy0tGOhgKldj/BDZWTB3PmfMnDc0426rzn7CBPOjicxUg9AnEnD6JMEKytXpeBbqd44yMD0cf2YtvIIT54bwUU9tLy6rpwCu+SsdC3msgqGDUxg1a4izuuuo2+ilk6JcRwp9aKThexbPpe+0V42Z3mQEv5vhIlt2RUUOgR2tyA5XLDLmUjX7r3Yt3cX0REm8orKcHi9GPUOXGHxpF9wG4U71xMel0RUUhoHv3kPc7nkgZUeOkWHoShWshwG/rlBkG/18toVEby0Vc8XL/2lWtId2Vu5+tQY9ttLIa1frTLT2YcPkBTmIafcxOBUEyVaqNBJRp8keH2DE5PWy//+Mw6p0RMXHcGRrd+TEBeDxWsi8ewbKPn2deJHXI+pywCcufsp37sBd/4B3PkHwG7GpPGgVLhxFJXzzaYSLop1s+DV24nEwYyMaF5dOIc77rqHhIQE7rnvAdJSU6got1JRtJGE+Dgo9/3ujEC3rp345JsNrTYRNmVV3ZzdcWt1suuo/bwbok4FIIT4BpgopTzcRvfOBtKrvO9SeeyEpakreq/XS1ZB49rtKV7JC59vosDqxlxUzDXX38ikR++mqNTKG69NJS4phd4X3oo8dCgw+QMoMV0YWul83LKz5fVdVv/4PTlHHMz/3adMsrPL0EfpELFbSb/gdtZNn4ySv4ccWcGCKf+jwu3BoJH85yeBlOBSJEa9BvIqWH7UinRWIKSXdUc8GKNdIDQ4KwR6g50CdyRHDllBCO7+2o5AIhF0itKj13i5e3g0nHI53/1YPes0OyeHzje8gB3QD4nBlrWb0q0/ctlJRiYMN1AekcY324vpZHBy7ckmnlluIdYkODlFyymxZcxYvIpnxmcE3dGN+XQTXil5v3IiKbTYsZUWkxwpSAiDaL2XcpcFPA52mxWsLsnz54Xx3Bo337/7EP27+xyvyzbswICJvI8n0zPMysGPJyNNcTjLiohN6cqIvz6Py17GofnP8I8LOvHwgoN8Nq4Lkxbn4PJ4sZda6NElkixPPP2jyzl52FB69+7F9Wd05bft+7h65BCK844w68lxwXNLWmkibEqJ86bkxTQnF6UhOTtaP+/GUN8O4CNghRBiNvAfKaW7ns82h83ASUKIHvgm/puBsa18jw5FzRX9L3uzGHZSWi1bJMB3m/fz9pLNlHnDOP2MM9n+269ohIaBgwfzy7atpKd3xePxkJubw+nDz2DTxo1ce+21TJr4t8AY/nHHjL6Knv2HENmpKzqztVr9ebfbzfYdO8jNyQkaM97kZ/yuejxyzcJjLqed9AcXBy1tDGC3VpBS2bqwNPcQhsSueD0uLPOmEJ7xCIbEdEo+vJ9Lnp4D+EoixFxyPxWrBlczcgAAIABJREFU3kJfbkYABQrkFljYs+Iwp1q+D5g//BmrBS/fFUjQMiV1wxHTCVmyl/VHvfx02A6a/bjdHoxaWL4/H62QxMZp2JHv5tccN4WZ65k45vygO7pz01yBctrnpZczZ8U6OkUKnj3XyOPflxFt9Dnhxw/VEqmDK3pruWOonkMWyeWTX2fQSV2Y/eydJEYZUSylCGHjxQtMTP7WhtRHUKwTxGJjx6xHcFhLufEkJ1t2S8YNNbByZwnRBrisv548m5fwCC0r/yggxqSlR5SOBY9eRmJsJODbuSz9LatRuSUNhffWRX0hzDXHaGpeTGtFwFWVs6P1824MdSoAKeVCIcS3wDPAFiHEJ4C3yvlpLbmxlNIjhJgELMcXBvqhlHJHS8b8M7A/q5BpS37jSK4ZpzaCCPE/IsIMxMVEUWwpI9wUhqXMRrFLz6wPP6d3t/SGB20qEoTetwvwx4DroxKC1mSB49vj1RAWEYiccZaaA3VtdOHRSMWD4nYhpWT7Dt+fktvtRiJJuu31auMcnDkRnGWs3PArxphEPC4XaLRkvXg7XkcZB2dNQgiBxhhO8mUTGXLv6+yYMZHcnGy0Ub4ELjcgyou4o68DjdfD/d86SYqAFKOTGYtXsXnH4Wo7Oq9XUlhiZVCnyu/W6yY9QuHS3joGJWk4t5sGpwe+2+/i418k0QYNc64JY3+Jl0t6apn7u4O9+w8ze+k6Nr1zXxDz0tDABGe22BjzyOvcOhReXFNBZrELi8PFW1eEMflbJwJJ7wQ7K+/rBfhqRl0y+XVWvvlQrRyIhnJLqk6EwVb0dSmF+kKYa47RlN1xa/rGqsrZ3vp5twYN+QBcgB2f+S+KKgqgNZBSfgN805pjtmfcHoUSa3nQcxUuD4/P/pk/Duby6YJF5GZnc95557J69RoUr5dhw4axZcsW0tPT0QhBv3590bZB31adVkt5cTZC6/vT8MeAG8IigOBx2y3ZFdRUHv7etHX1pK1adfKbxzMCP3sryjFX1qxRrGbMS33rE8VeQv7nz1IUGRf4rJTS14LRK1EQdLl3FrlzHyUh4xGE0PjKL1TG1ud//jQ5X7xE3tIwpNVXDTXpJl/9Ho0Q2L76O4sP5+MuK0QnJEadhqJyD3krt/DHp89Vk71qsT6zzcPyPTakl/9v78zDm6zSBf47X5LuCy0F2kLZRGQVXJkZVMZ9Q9FxGbdBxBH3/Sru47gzjqgIqHgVRdFBYLw6uOECiqIyiChUatmX7um+pM2X5Nw/0qRJm6RpaZqkPb/nyfM0X76cvInyvue8K1dOjKVPnODisSbuX6Nz8cRkvtjRxKVjBZMGGZ2DVqSda46M4c0tNt774gf3CEx/ynjJh+uZMtBKqtHOK+f34Y2fGqmsqeOQNI0Lx5hYuU1na6mNCc8XYzJqXj2jgKBrS/6Yg7uFhj/D4c8o+JK/9WhP1xodiXd19US+rjYokUSgGMAZwFzgA+BIKaVvzaUAnP74/3yfj6XJf3HLh5sOUFSrIxCMHjOGX37+mYE5g7DpNgoLC5j77Dwmjh+DyWRizKjDADj55JPc7z/rzDNCJr+nIi4PkAPeETw7ORYVF7sHkGhIdzuCjPQ+Xg3BWs+mdbUj1mvL0TSNguaRh1qzj6rvmc7TgDAYkXYbQjNQsuxBTpz9qnuN1Q+cR9b5s91uHYvFggMoWXo39roK52nH1ZVTOjCmDwQpQQi0+BQypt5J6fKHSRkwmOri3V6tmWNOmIWjsQ7x/n3cPCmWPgkxvL7JQp3NSv6+Uq/ZBa3bTA9NsnPaCCNpcQCSEenOU0CN1cqBKitz18Pz3zfhkJBghMQYQYJRkGFqdDe787cr9ZyRUFZfj0mDN6bFIQRcNdHEpiIHR2Yb2CkG8Mp9V7p7Rs163xmjeO8yZ0ZWe7UlFbUW0k02v4bDVYvhyyj4kt/XaM/Oupi6ilCNeI0EAp0A7gcu6mlumbe+zGX1pl3EmIzEmEzUNVhITkygobEJu91OWmoyldW1xMaYMBgMNFgaSUlKpK7BgsPh8Hg9Bk0TWBqb6JOcxNbt+xg+8XcMHTaavF9zOeX0M1n31ZcAHD/lJD7/9GMumnE9086Z2o6E4eFgB4L4wrMLZOGcaxB2p3HU6yoprXW2uNi35yf3yMGi4mJ0Xafxp80IwBRjor62iqzpz3h10QSnMSoqLnb2upE4d+0SDKkD0OKT2fTTZkwxJr8niUBoxhiQDoSmITQDwmAkLrUvk2+dx8f3nYex7yA0gxHRXOhU/80S+icK/jIhhiKLkU/yBftrm7j92X9hqSxxK7HXHpzhVl5XPbKY//66m9/Kbcz7QQckQoBBE0zMjuPaScks3VzPp7MGc+3yQt6cZqK6UXL7p02UVDeyZ98u9qYn+W0V4jkj4fzFBQxKaCI9QZCdLNhXLRnXX+ONzVYSE/Z7uWJcIz8zkpwbgEC1JZ5tv/0Zjvomq0+F7suY2OwOLA0VvHJajtca7bmYFJ0nUAzg+O4UJBhq6i1+XzNX1XP1cx+RlZ1NVXUN9fUNjDx0OPnbd5GUlEhKchIFhSX8/o8nc+4Vp9O3b1/69+/Ptm3bOHzCBHbv3kVtTS3HHX8836xbx4ABA0hJSWH79u0cedRRbNv2K42WRiYfdxzfrFvHoEGDMJlM7N69m2MnTWLPrl2ccPxxXjLNuORPPv+OZFz9ZUrnXO11PSYukT6mzq8r9SayZ74AgNW83z0Ja/uzl7qNRNPmzZR/9jLlHz2Hvb4SQ0Iq9oZqrOUHSIhv2y8lKzMTh8mE1arj7LUssVUWYq+vomT53wAYdPkTQcvocv84bFZcg3tttWbK3p+Dvb6Kj+87D+mwU7zkDoQplozm04e+7UtOOsRIpUVyzyd1TJ9oZGOBnXd+2ckHVw9ixrLVrN6Qx+QJw93Ky1OZnnvnfApLze7nhU3w48ZqHNLBlBf3c/FoA5WNkqW/6DTZJQMSNQakxnLEMcfw844DbXbDrd0rjVYbK/fa+HSng5Q4QU2jBGMMvz98KK89OIOL737efe/ZI+CtnyxMnFeM0dDStsLf0J8zh4PBWsPxWTq5ZdLLcPwxB1au/o7P/zoA8FbovnbVLheZv1NNd6Zi9sSiL19EfB2AJ2c/8h8Sk5LIyspix/btDBs+nIrycqqrqxk/YSJ3PfAoJ534R3Rdx2azkZycTG1tLUajEZPJhMViISUlxct3Pna0s7hp5CHD3dcu/NP57r8njHe2zB0+ZLDP1486YiIAgwdGT4OrQJgrqsi54qk2nSCL3rmfEeM6P9xbSolsdgFJKbFYLO6/1zQbG6vV6nTlOBxIm9XZfKwZm93Otrw8dw/61sT0G+r07WsaxpQMMqfPpWDhDKxWHZvVyoG37nEPZbE31AAt8hS+fhv2ugrnQpoBgykGu7UJQ0wsQjOQPXM+unkfMf0G01S8C1P/YRS/cbu7x74hbSD/yq1kRZ6V9Ix+3Lq6HKtVJ9Eo+SKviqHJdooP7GFlSQnLLmurvALtrM99rZAVeXaW5erEGmRzQVkjjXYHu+t+JN1kDTjSEuDNywdyykt7WfrndMbmpGGus3Hxu7Usfugq3lj1rde9k0ZmctPx7bcHdynjF04Fu27ljGHw9s/ehqOi1sIFh4mgg6ft+dq7MxWzt5w0osoArFu3Lqj74uLi3H+npaX5vN4bCXa6ki8lq2VnBwz2+lq7oLAQzVNpN8/CFbRkGYEgpzmts76hAc0Ui0NvonDRNWTNeI7C12/DmDYQe60Zq7XRnd1TVFjofPeq50g/7Ub0igKkdCp0W42ZgoUzkA4HJcseQDPFIqXEEJ/MkL/MYefL15M1fS4SsJUfACEo/2Q+xW87e+gbk9KQUqIZjLQepCSR6OX7sddXUPTGbe7rNnsCQ3KGkrvtF/Ly8vjDUeO4ZZKJj7bVYzQIjs6C1DidQ/qa2s0g8VR0rsZ2zh/0R6Ydk8pOSzV16eP54rvN3DPJwONrNnhl6rywfA1piTFu95BzrKVzrjN4K2JX36Xnvy6nb2qie+JcewFO1+7faG9kSJoRhIPrJ2dgyDna/b5z75zPmkIzRy8ILngayNfenamYPbXoyxdRZQAUB0egyUwdpbXCd40R9JwPWzrnaiyWFqXtUtAScOhWNLcRaB+HdBCTPpD4ZleQKbkvmdPuYvfrd7ln5Lp88jhsDLjsnxhS+mGrLCR14AjqSvZR9M59zq6WNWaKltzhXttVDyGknSOPmOguBjMm98WGxGrehxACqVsRCEzpg9AS08i6/B/uNQ68NJOM9D6sW/8Df/7TuQxOgXsnx/JToc6IdI0NBQ5eOMuAuaquw0VMruIxT//68S+v54LDNIYkS6ZkW70ydYb10Zh66mQvReya6wwtyji7JN898WzVZ195vac91m7KZ9uuGl76pom0eAM1TRKMOqPKWpR7VwZPuzMVs6cWfflCGYAeRHfOT21tTFxjBF05+uCMG5S8+yBxffpjr69Cd02VkhLdI9U0ECImgeI378ReW44wmnDtyIUQFL//tFPZX/KEMyun2WVk/uAfSLuOrbpF2SUNGExcal9OnP0qH997Dodc+2Kbz9o17wr37+QKhK+ZczWpWcPc91gFCIcNIR1Q17K+yWRiw7df8/vJx6FZKph/QRzf7dcpqYOcFDjrUCPD+2gU1NYzok9Sh4qYXMVjLv86QKyjkdOHxjIkLYazhtmYvWYDf5gwkrlvf8aK6QO474u2KZSt/drmqjrOuXMBVZUV7srkYHe7rz04g1Oue5KXztEYOiAVY2yC260UCrorFbMnF335QhmAHkRX7vDbo6iwwCtQrOs6QjOgVxW7ffpeCEHFx8+7n9rqKolL7QsOm3vcoM1qpTnpHRA0le1D2pqzXDQD/f/8mPv9Bs1A0oDB5M+9FABjWrZzehY4h65rBtqbXuJZ8QzOFtbDRx/eTgGbID4+HpPJ5JWV5OqNf8T40TgKfmZEVgovr6/gorEmVu/U+Wa/nWW5NmqtoJl0UhLjgipicjgkReYaEJrblVJRa+Gc4QbS44V7utmUbCvXz1lCTpKd9bstTB1h9Bkb8PRrL/lwPebCvWSmmDisf98O7XZfXLmWk3N0JmbHs7eqnkMCGLWuoLtSMXty0ZcvlAFQeBFsVa8DwdCrWhS6xWJBmGLYN+8Kt08foLpgB6kDR7Br0Q0M++sL7uv7F9/KibNfZfUD57kVqWsModWqO6doOexIvYms6XMpWnKHs8e90EA60CucbaOEoMVNL1srfBn4lCE9YxGAMDD2hoXkLrzB/TvYa83smneF+xa73UG5QUNDev1Ort/nwJ5d/FqqM/75YhwOiclj/ovBIDAYNCYOG+RXobW+3uKemeJWQGfe+jz/ztvDun0ONK0JhwOKa+2YDPDhFcnc8nENL12UzXU+qng9J5y9/+UGHjrByFPfNFFeb+/Qbnflmk001Nj4am9dc1bRAb9GLZroyUVfvlAGoIfiKqACZ3Xt8NGHU1BYSNXzt3hV07amq11FnngOFtdry8ldeAMxBs1LkWpAZXExmsNO+cqHcThwDkgPQEyMs5BLuNIWhSspVCDtzhNG8arnsFWVsvqB85DSaZhc239hcOa3evZc6uzv8MEnX1BeXs61113L/5xxCL8bPahT64D/YKRnjr+LM1/ew7gMybj+RqYeamTVr3WcOVzj1Juf5bMXbm/j17792WVUVFYwpE8C0w4zseCbCn4ubOTEwUnuAi5/aZDmqjrSEwx8PmMoGUlGd1ZRZ8eNRhI9uejLF8oA9FCsjfXunbilbC9jx45Fy8tj/1v3tNnhd6RnjyvOYLfb2f2/N7e8YIoj8+JH3J/nwqVT27hMsrO9KoB9MXz04ZTWNpGSOZQyQNp0t8dG2nWqC3YgXbt+AVJ3jj0UpjhKlj3gHKpiMpGVmYmsLWPolU8zetQop19/4AgsFgt6dYm7JqE6Jd3vd97ya567ktn9HZCMHze2jbHQNI1NGzcydPoRAb9fa1r76P0FI1vvUm12B5VVVmb/Pp5fy3QmDRL85b1KhMGE1WplwfI1rN3ws9uvfemEBF74aheZiZIlPzVxzigTFy6rJCtZ8FOJg3GV+QB+0yBdGUBVVZX0ie/b490kPRllAHoRo0eNwhGE4g2EK87QtHkzprSWUYVFb94JdaUIIbwU/ba8PCxle9Fry/n8gWk4mv01mqa5K4CDDVJrpljnH9KBMJhIyRxKqRAUvXO/u3UFOP+nThgwhD4mm/u7Dh99uDsd1dVQTtd17A01VKf2dcYwTLHuzqeespkrqhjw50fdrSRc7F98q8+ge1paGk/981nu+N+FLL79TGJjgqugaz0nwF8wsnVQd+LIQSSat/DHw1tOBNeXVvLaj/V8NHMw5725nplHJbn92tLawHmHGYgzafxQKJl5XH8GJO9n3rlpPPSN4J+3Xsx1j70ScGRn3u5a5n3VSHy8hZREZ3p1T3WT9GSUAehBePrvXU3VgE61Q2gPk8nkTsm0NHpWaLcUdnmmhGrZzkK5zgaphSmuJe9eSuz1VVSn9sVk0Bg/bowPRWzzebLZlpdHyinXAmC16pR/OJfU025GIolJb3bXxKXgmHIjRoMB85dt3WV1JftwSAeN1eUU1OLTkF18wfksfv0NNubtZ/Lhw9us0ZrW7h5XC4VAwUiXwVh5oBSjcHj5rWvqG0kw2BiebkJYLSz6wc6yXOcJqaismjijg6F9DEzINDDlxX1cMtbAgHgbU0fEttuPx1U9/OLUAVy/qqFHuH56K8oA9CDa9PPx2Il3NUaDwW1grFbnTtq8ai6mPplkTHUq6qJ37ncrd9dOOhCt01iLiouxNjay/Vlnpo+rkhdamtTlLryhQ/56m93u3skXv3Y7trpKilvXEdA8B6BsL5qPNRzSQUxGDsakNDKn/Y/7d/Y0ZFJK+vXLIDGuba1DoH73LqW75MtNbZQ6tOyyvQ1GA8ufvtO9lquS+N2Lk8kvqiYzCUqtBj6dfxdSSvdrGUlGfitp4j/5+5l92iAyU0xcmqKzcMFO5vw1cD+e3pIn39NRBkDRKTyrhbfk5rpz7D1p7ed37ZT90TqN1WW+XIrV9dq2vDwOvP8Mqx+bjr2+kthUZ39+TdMYP2aU2yB4GpSCwkL23XuOsxpZaBgT+2CrqwAkQjOixSe7M4bsdRXsfu120k+/kfLmimPem4PQDGixCaSden3A76HrOudMm8aJI/swceSENq+3Tsf0lXu+aketl1L3tYY/Jex6LTVO45mNVUhaZhQkxsZ4nSw+3FbHZeOMoFsAE8Jm4bJxziDyHf1j/fbj6S158j0dZQB6KN05pKW7sdntYLeRPfMFr8ZylrK9mL9a4L7P06BoeXnsX/EEIjYRR2MdDrsNLT4Fh6UGLT4ZLS6JvqffhLQ53SQl7z5E6fK/IR0OhGbAGJtI1uVPUfT6bW3kac3DjzzGpMHxzL647ZBzz537rPc38OWmfCaNHdqh3PP2lLArSLxgfRV2q5UFZ8Vz40cWij/byPDsDK8AcoG5Fg0Hr/9SRv+0Rkora7HbHTio4u3cln5Qrfvx9JY8+Z6OMgAKwIf7pbAABwJN08hqLnICKCspbmNYigoLSew3mK7G1ywA5+QuDRAUvHoTICg3GNyTu/wxetQoik0mdKuFzOlznQ3fdCu2qmKMqQMoXnq3s1WFwYgpfRCG5L5kNrd6sFUWUrr8YZpKdmOrNVPyzr0YEtMQplif8RVdt7J1RxF2uwODR0dNc1Udp93yHBePaumguTJ3LwdKKgK6e1rTnhL+4JmbMFfVcfw1TzDziHjOHhXPr+Xw2lYrix+66qB26p/+sI3N+WaWbLa02y1UEfkoA9BD6WhVcOv7S+dczdCrnnenkHq+v3UWkbNtgv/aAhcdPZW4Ulk95wOvmXM1KafdjDAYicloGYcZzM7cE4du9VE41oJAOOsDBO6upEcdMZHc75yfGWhewj+eepIlb73DzGcX87+3nYXJ6Hz/whVrqaks56ScFOy6jdOHOli7SyJiBP/37F1BK+ZgipUWrlhLrGziqonOGb9XTYxl6ZY6Fq5Yw4NXd34mxemTRqPXlDL11OOUwu8BKAOgOGiCVeyhLDLzRVFxMY7clnlGuq4jhQZStmkSIVp1/YTmwjDR9now33f6FZeSn5/HSfe+yzmThjPzlLG88+l6/npkDPHCyoAkIzaHZNphRtYXevvw2+tFH0yx0r/X/MiJQzVKG+yUNjhdOScO1Vj55Y+dNgAu19MTZ6Rx4Zufcc4JEzk0p3+n1grms3pDP/5wExYDIIS4CHgYGA0cK6XcGA45ooHubPDWWbpKjo7OB24Ph8PhlbvvOV9AE8LLCEiHDRx2Zw8hl873UP7SYWfNnKvRa8vbyOzv+z/2yN/hkb9zxfQruerJf2F0WFm4QeeVH8GiO0c8CiE4pG8Mq74KPEO3owzO7Mu6Esk6r4nbRgZnttRLdFTJulxP6/dYyEmyc/cLy3nvHzd2Sr5gPqs39OMPN+E6AWwF/gS8HKbPjxq6s8FbuGmtSP2lsgoB2G00lex2X7PVmilZ9iDjx7RkJ9mtTWx/rqWPj7RZQTO4Z/oKgxEcNmyVhTgstZQufxiQGJLSEbHx4NG+GiBj6h0YDQavDKhg/jsMGTaMtz95jysnJrEmv5pjBxp4b5vOhWNM/FAIb10xiDd+rAs4Q7ejBHNK6IiSdQevz07g+hWFvDItkfP+tZPt+0u7/BTQm/rxh5uwGAAp5Tbw7r2iUARL67YSALnf5bSJTRhiYhl+y1te1/a+OZvS5Q9hMBi8qodTBjiD2FUHtiNrnOMZ98+f3vJGh63NZ/rCbDZz7cwrWbR4CX37Otdf+vpipgwx8GV+LQvOiuP6VY1cOt7Esq1WThpu4pgXDpCSEEvlt2v8ztD1+3mddJX4U7L+1nPt/j/cVsfUQ42M62/ksnHGkJwCurrOQLmT/BPxMQAhxCxgFsDLL7/MrFmzwixRdNDRgGvr+11dMDVNc7c6DvT+UOApU1FxMQ6Hwz3esajZLeTKUspI79PGXWa3252jJwXExzmrlof8ZQ675l3BwOxsnyerj+89l0FXPNnm+oG37g1K5iWvvULlzo288eoi7rj7Xpqamqivq+HzmgYuGClwOOCoLI03f9aJNwlW7zUw7pAcjhkzlJUffcmKT9fzxTXO3zuYHPslH66nomifu+lbsArOn5L1dypYuymffUUWamrrePP8OH4t0zl9hJFlH+yhvLq+yxRrKOoMlDvJPyEzAEKIz4FMHy/dL6V8P9h1pJSLgEWup10hW3cTDj9+R9cNZTyhs9+/TWWzH1eYZ78fz3v23XcewhTjbhIHzrYVdrudosICCh44z33dlbIp7Tav9V0unyKDr5pgb8xmM6uWL+HFiwdz/fIl/O64Kdxy0w2seHQGf1/4DveekURNpZl7ppjYYrY0t2xu4J+3XszFdz/PpGyNhBidPvHOzwq2HuDRkxOYsbw86Awff0p26vET/bpeXJPDKPiRyWNaeg5da67uUsXa1XUGyp0UmJAZACnlKaFaO9roTX58X4Tr+0ubtblWoNV1u51TnvyP17XVD5zHaY/9H2vmXO0VOPbsbOrCNbcA8GocJ5pqufHYOA7LTGDqIXU88NBDPHjJJH7M3cHUERrCZiE1TpCZZHC3bJ46wsgdzy7j5Byd38ocbDM7WPXP/aQmxbs/L1A9wJnDoV9ME389Mob5K77gtN+N4x9vfhLQ3eFPybbXA6g7euV39WeothWBiXgXUG8nEit6IyUzaVteHgUeCrigsBBHbq571y6MJrJnzsdhs2JoHvxi160UvDizzdQyu93Ot8/f4vezPAfAuOYfAyT2G8zYG+Zhravit2cuYvoxzS2g7U1s3vAtR9x4Aq++t5YDxY08/UU1mhDuLCMHVrLSkygsL2XO9ETG9k8kt1Tn8g8kn84PXBfg2tm+cCqkmgRXTjDx1s9N/PXx1+kXowdUdL6UrMMhKasqZ+EtOew4UMZlE/tw2Yq2p4BQ05WfodpWtE+40kDPB14A+gEfCiE2SylPD4cskU6kpHp6EsodvT/jUlRYQOsQrM1ux5Tc1y1LafPuvWXXLtDN+5AOO/bmPj8uF4/n1DJwDoipWf0C/sjKHujX1QRQsuE/TDvMQEaSifzSBlZvNXPXCams+Py/rQavT/FSzI++uoqqvK8ZmeGUb2SGkZNzGli4cg0PzvTvznHt/o32RtJTDDjsDv4ywcSz31Xw0owcHlzrX9H5UrIu946wWbDrVtAtUd/iQbWtaJ9wZQG9B7wXjs9WtBApO3lP/BkXT399sBgSUojpN9irX1BN8R6vrp+tcc0KcKHXlqNlZ7d74qrc/iPv7tdZ99wefttTxGGZSazcppNdnh8wtbNltGKte62aRklC0SYvA9A6k8XVk/+V9VYSTeAMj0n6Jmh8nlfF1BFJHVJ0azflc6C4kWfX1pAer1FhaaBfWgqDorjFg6/BOUUV9RwxclvUfqeuRrmAejHRFJvQNK3dHkTuQS/NStteX4nVvB9NtB/AddF6XKZnkNllMAsKCyn1cCG55h6sf+zPDDtsPCceO4Fnrj3V/frcpav9+qEHD0inUHhPGkuJhez+3tPJXJksC5av4ecdB1j80FVc9chiDhSXUVbZrLQbbGQkaKzbZeGt6f3buHAC4RnkveOEVOZ+XQ0Dj4pqRelvvvJpk0aHSaLIQxmAbiAS/fhdTWt/vIuM9D5d8v2zMjPbKGKAlFOuZUtzu4f0029g9KhRbqUdm5rh3vm70ISGdDioKdyB+eP5SFtT8ysSe301H997LiaDICt7YBsZXQbTkZvrFSjev/hW6kr3U1tl5s1bTiTBYwZAoIybexf+O6jmbJ6ZLOe9uZ7MBHhj1bdeShuHDawN3PGHOIrr7B124USav7yrc/dVNpBvlAHoBiLRj9/smhXhAAAS/0lEQVTVtPbHu/DVPK6jfPv8LdSXeQd7Tcl9sXsMd4G2GTsxBo1d866gNULaMZlMCGkn++r57utW835MBoH21YKAMnsOwwGnm2jviifJGJDFB9/lc8mJ49yvBcq4qS4tDEpBu9bom2AgVjbx6MlpPNTcOsLl5nC1dX7mu0YADIZ6+qclB509E2n+8q7O3VfZQL5RBkDRYXzt6DvTEtpXDKKgsBAtL8+r3YK1sZ6sSx9n7NixbMvLo6+lEWEwYnnn3pZWD9KOwWDw8tfXVpT6/JyiwgIOvHUPEqfSd+F0FbVfauIpG7QMvjn/okuwtxoc7yvjxmZ3YGmo4IOZ2e3uRj135ks2VnP5eBP9Ypo4c3i8+xTQFXRHimewdOVu3VxVx4xHX6e2uoqVl6QA4T/dRBLKACg6jK8TTbAtoT3xjEG4ev/b7Xb2vHEX+z0qfXXdhm7V2ZKbi9WqY0zLRjOaMCb1Zfg1zh38/sW30j851ufO3deksS25uRxYen8bF5GvvP9gsNvt7PltC+dfP9PreqCMm2B2o66dK8Cq3BrevTABm5ScdYjk5s+6Tol1R4pnsHTlbn3Jh+vZuWsvF42Pj5jTTSShDEAvJpJiE67e/4BX///chTdQUFhIysARAOjFe5zd4DoQ2O0OdF2ntqGJ3UXljB2W5fe+jvraXTvz+eurmDYCd2vnGKPO1BGx3arEuqOnTlfGIlxrDUzRWLyxllU7BZrW0n9MDbFRBqBXEymxiW+fv4XG6nJqivcAzlz9Lbm5lKx6DkdtGXa73es1W3UJMX1z/C8YIgIZzO07d3PS0SMDKn8I3tfuUrauIPG5d85nXYm5VXvnpm5VYt3RU6crYxGute44YUiPyGoKBcoAKLzobG3AwZwmrI31GJPS3BO+pG4lPj4eh95E1qWPU/TeHPdrrjGODpsV6bC7XTZ6bTkZQ8YE9R3BGciVNmubILFrsLwv/H3/2tpafjfpWAYl6pRXnxBwpxqsr721sm3tovHcjXcH3ZVF01WxiEjLaopUlAFQeNHZ2oBQniaEKdY98tFht+Gw1GBMSkeLiXO7irTs7A7LYIyJYWB2tte1zhTBfbdhI0kmB3p1abs71WB87e0pW3NVHSff+Awma027FcNdRXdl0XQmFuHLNRVpWU2RijIAirDhOjXoteUQl9LStbPVmIjMqbe50z3rSvZR9M59GA0aem2Z2zAFOmn4Op0UNGcttQ5c+zJ07Z2K7rrjNhItFdzzBwOPr9lw0LvM9pTtwhVrqamqZMFZcdy3+jtuuOBE9+eFwk8f6btpX66pSMpqimSUAVCEDddOe/jow6nSjZj/dY/X6/b6Svc4SJerx6A5H/2TY8kYMiao3XqgrCXPzp7Q0t3T8yTQ3qlo7OhR7P7+N4YkxzAl23pQu8z2lK25qo63PvqWP402MjnHwMk5utcpIBR++kjeTfs7LUVSVlMkE1mpFIpey+Rb53Hi7Fe9HoZW4xdDga25mMz1cBWz+drx+8JsNrM797+YsDMkzchZw+y8v2YD5dX1nZInkLIF5+5f2BqZOdFEgkkwY4KRlau/o7y63ksZrvrqv52WoTVrN+Xz9pYmjl5Q6n68vaWJtZvyu2T9g8H7tNTyOymCQ50AFGHHXwA5xqC500A9xze6XDeR0LNoyWuvkGgtIy5GEGsQDE0zHNQpIJDrYvrZf+Ctj77lnJEGRmYYMGgwrI9wnwISY2NC4qeP1N10pLumogFlABRe+FPGZSXFbfr8uO4/2ABwe+/3Nw3sYCgqLKB0ztXouo7QDO7rtlpzh9b57NOP+bnAgkV3MPCfVdilxKAJJlS3dJzsiF8+kLKdu3Q1urWR//wm+WqPc3dvl1BrhbgDG+mfbOpVyjCSXVPRgjIACi/8KeNAIxmjEs1AxtQ7sFp1hKHln0Hpsgc7tMypp5/Jqf3KuPKYNC566RewW0lNjOP4Y1s6TnbUL+/PYKzdlE+jXcOKg3qPyZUGg0aSJnqdMlSB3oNHGQBFj6S9zJ2szEzGjh3LlladPatT0n2+x1+Nw9ovP6dgbwMPvb+LeION18+L5+aPLVh+cJ4AOpM/789gBDodnHvnfN7eYu5VyjBSXVPRhDIAih5JsPUMvjp75i68wSuttD0XVXl5BX+cfAxXjbJw9pGp/FZXDQOdJ4CO5s93tuBKKUNFZ1AGQBHxhLJnkb/Onh3hrLPPJsFWzfQj0wDvnv8dDVKqtsWK7kQZAEWX0NXjJSNxXKU/Ksyl/HW0yWfP/4745VVWi6K7CddQ+KeBcwArsBO4SkoZXOK1Iiy0twvv6vGSoR5X2ZWnivTUZP6xtoDlv1q9rptr9rO/KC5ov7zKalF0N+E6AXwG3CultAkh5gD3ArPDJIsiCCJt132wdOX3mf3g31n03JN88sTlB7VOd2e1dEd7Z0VkExYDIKVc7fH0e+DCcMih6Ll056yDX7ZuZUxO2+yhjtLdgdxQtI1QRiW6iIRWEDOBj/29KISYJYTYKITYuGjRom4USxHNbPj2a3Zt+6XNIxQnmftn3832ahNPr/ihy9cOFaFqG+FpVBSRT8gMgBDicyHEVh+PaR733A/YgKX+1pFSLpJSHi2lPHrWrFmhEleh6DQmk4n/fPA+P5eb+OS/O8ItTlCEoodOqIyKInSEzAUkpTwl0OtCiBnAVOBkKWX7k7gVEU1Xu1y6cr3uyChyOBzk5W4h8+TID9aGKttIpbBGH+HKAjoDuBuYIqVsCIcMiq6lq10rHVmvPQUf6owicE4SS09PQ4j27w03ocg2Uims0Um4soDmA7HAZ8L5L+Z7KeV1YZJFEeV0h4IPhsOPOIZXP/mZeTcGngscbkKRbRTtKay9NXgdriygEeH4XIUilMx54lGunDmTA6WVDOqfFm5x/BKKbKNob8zWHQPvIxFVCaxQdBELXn6Fgvyt9E+bGPC+nrjbjOZeRN018D4SiYQ0UIUi6vktfztrP1zBx09cTowp8L5KpUpGFr15qpg6ASh6PKEuCpNScseddzJlZH/iYk0B7+3Nu81IpLcHr5UBUEQ97Sn4ULaxsNlsPPzIYxyTE8vdF/2+3ftVqmRkEe3B64NFGQBF1BPOPkV/uvBCxvaVPHZ1wLIXQO02I5FoD14fLCLKarCiSlhFz0XXdW66+RbGpjZwy7Sjg3rP3KWroeBH7jghteXa19Uw8KheoWwUYSIlG8Zd4LNCRZ0AFIpOsGnTJnZt+4mXnwy+A2gk7zZ7YmaSon2UAVAoOsFLL7/Mg5dO7tB7IjlVsrfmwfd2VBqoQtFB/v1/77N960+ccPjQcIvSJagmbr0XZQAUig7y1dffsOjWM8MtRlCYq+q44J6XAir13pwH39tRBkCh6ADX3XgTBbnfMWrIgHCLEhTtFZ25dv/Tj3T6/acfmahOAb0IZQAUiiCprqmleOdW3n3wIjQt8v/ptHbt5O8rbXMaCJQHr+j5RP7/xQpFhPDZ55+THB8TMuUfjLumI7R27cyev7zNaWDtpnze3tLE0QtK3Y+3tzSxdlN+l8igiGxUFpBCESRx8QmYDKFbvyszcVoXnV06IYGFC3by1uXZ3PdFS/FZJGcmKUKPOgEoop5jJ5/A8NGHt3kcO/mELvuM6upqnv3H48y95uQuW9OTrs7Eae3aETYLl40zsn63Rbl4FG7UCUAR9XTHQJimpiYcNp0+yQldtqYnXd0jyLPozOGQlFXW0C9BY1Cfel67JFu1oFAAygAoFEGRlpbGiEOGhmTtUPQI8nTt+GpB0Zsanin8owyAQhEElZWV7Ni5B/hDl68d6o6UkdyCQhFewjUU/lFgGuAASoEZUsrCcMiiUATD1998z5CM0LhLQq2gVaBX4Y9wnQCellI+CCCEuAV4CFBD4RURy4sLnmPVA2eHZG2loBXhIlxD4Ws8niai2jwrDoKOTvw6dvIJmCuqfN7va7ZAQ0MD5WWlmAwhzAFVKMJA2GIAQojHgelANXBiuORQRD8dHQjT0ayhJ555gfsv+T1GozIAip5FyOoAhBCfCyG2+nhMA5BS3i+lzAGWAn7PwEKIWUKIjUKIjYsWLQqVuAqFX7775isy+6h0SUXPI2QnACll+zPynCwFPgL+5medRYBL8ytXkaJb2b2vgFTqmHz4sHCLolB0OWGpBBZCHOrxdBqQFw45FIr2WLZsGcOz0qKi+ZtC0VHCFQN4SghxGM400L2oDCBFhNI/cwDV+cr3r+iZhCsL6IJwfK5CAcFnDe3du5e3X3uJd2eHJv1ToQg3qhJY0esINmuooqKChBgD6SkqAKzomSjHpkLhh5EjRzIws3+4xVAoQoYyAAqFH/Lz8ykoKm3/RoUiSlEGQKHwQ1paGklJ8eEWQ6EIGcoAKBR+uPe++znl8Jxwi6FQhAxlABQKP+zZmc/M08aHWwyFImQoA6BQ+GHUYSPDLYJCEVKUAVAo/PBr3m/hFkGhCCnKACgUfujXLyPcIigUIUUZAIXCDwIRbhEUipCiDIBC4YfSsrJwi6BQhBRlABQKP4wepYLAip6NMgAKhR/yt+8ItwgKRUhRBkCh8IOmqTbQip6NMgAKhR+GDx0SbhEUipCiDIBC4YfflAtI0cNRBkCh8EPmANUKWtGzUQZAofCDbrOFWwSFIqQoA6BQ+KG8vCLcIigUISWsBkAIcacQQgohVM29IuIYO2Z0uEVQKEJK2AyAECIHOA3YFy4ZFIpA5P66LdwiKBQhJZwngGeBuwEZRhkUCr/ExcaGWwSFIqSExQAIIaYBBVLKn4O4d5YQYqMQYuOiRYu6QTqFAqSUDByYFW4xFIqQYgzVwkKIz4FMHy/dD9yH0/3TLlLKRYBL86vTgqJbmLfgRWJlEySqVFBFlBOf5vclIWX36lQhxHjgC6Ch+dIgoBA4VkpZ3K3CBIkQYlazIYoaolFmiE65o1FmiE65o1FmiFy5u90AtBFAiD3A0VJKc1gFCYAQYqOU8uhwy9ERolFmiE65o1FmiE65o1FmiFy5VR2AQqFQ9FJCFgMIFinl0HDLoFAoFL0RdQIIjojz3QVBNMoM0Sl3NMoM0Sl3NMoMESp32GMACoVCoQgP6gSgUCgUvRRlABQKhaKXogxAkAghHhVC/CKE2CyEWC2EyA63TO0hhHhaCJHXLPd7Qog+4ZYpGIQQFwkhcoUQDiFExKXOeSKEOEMI8ZsQYocQ4p5wyxMMQojXhBClQoit4ZYlWIQQOUKINUKIX5v/37g13DIFgxAiTgixQQjxc7Pcfw+3TJ6oGECQCCFSpJQ1zX/fAoyRUl4XZrECIoQ4DfhSSmkTQswBkFLODrNY7SKEGA04gJeB/5FSbgyzSD4RQhiAfOBU4ADwX+BSKeWvYRWsHYQQJwB1wBIp5bhwyxMMQogsIEtKuUkIkQz8CJwXBb+1ABKllHVCCBPwDXCrlPL7MIsGqBNA0LiUfzOJREFbCinlaimla6rJ9zirriMeKeU2KeVv4ZYjCI4Fdkgpd0kprcC/gGlhlqldpJRfA1E17EBKWSSl3NT8dy2wDRgYXqnaRzqpa35qan5EjO5QBqADCCEeF0LsBy4HHgq3PB1kJvBxuIXoYQwE9ns8P0AUKKVoRwgxFDgC+CG8kgSHEMIghNgMlAKfSSkjRm5lADwQQnwuhNjq4zENQEp5v5QyB1gK3BReaZ20J3PzPfcDNpxyRwTByK1QtEYIkQSsBG5rdSqPWKSUdinlRJwn8GOFEBHjdgt7JXAkIaU8JchblwIfAX8LoThB0Z7MQogZwFTgZBlBAZ8O/NaRTAGQ4/F8UPM1RQho9qGvBJZKKf8dbnk6ipSySgixBjgDiIgAvDoBBIkQ4lCPp9OAvHDJEixCiDNwDt05V0rZ0N79ig7zX+BQIcQwIUQMcAnwQZhl6pE0B1NfBbZJKeeGW55gEUL0c2XfCSHicSYMRIzuUFlAQSKEWAkchjM7ZS9wnZQyond7QogdQCxQ3nzp+0jPXAIQQpwPvAD0A6qAzVLK08MrlW+EEGcBzwEG4DUp5eNhFqldhBDvAH8EMoAS4G9SylfDKlQ7CCGOA9YBW3D+GwS4T0r5Ufikah8hxOHAGzj//9CAd6WUj4RXqhaUAVAoFIpeinIBKRQKRS9FGQCFQqHopSgDoFAoFL0UZQAUCoWil6IMgEKhUPRSlAFQKDpJc4fK3UKI9Obnac3Ph4ZXMoUiOJQBUCg6iZRyP/Ai8FTzpaeARVLKPWETSqHoAKoOQKE4CJrbE/wIvAZcA0yUUurhlUqhCA7VC0ihOAiklLoQ4i7gE+A0pfwV0YRyASkUB8+ZQBEQMV0eFYpgUAZAoTgIhBATcTb4+h1we/PkKoUiKlAGQKHoJM0dKl/E2Zt+H/A08M/wSqVQBI8yAApF57kG2Cel/Kz5+UJgtBBiShhlUiiCRmUBKRQKRS9FnQAUCoWil6IMgEKhUPRSlAFQKBSKXooyAAqFQtFLUQZAoVAoeinKACgUCkUvRRkAhUKh6KX8Py5EOzMA0vVUAAAAAElFTkSuQmCC\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAYAAAAEWCAYAAABv+EDhAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nOydd3hUVdrAf2f6pPdK6L0oFrAgoGIXRWXFBlhXV3QtuGtZdT911dV1ZUUUFQuKglJsCLoCSlFxqSpdeoD0STLJzGTqnfP9MZlhkkxCEhKSwP09zzxP5s695753kpz3nLcKKSUqKioqKicemrYWQEVFRUWlbVAVgIqKisoJiqoAVFRUVE5QVAWgoqKicoKiKgAVFRWVExRVAaioqKicoKgKQEWlkQghOgsh7EIIbQPnSCFEz2Mpl4pKc1EVgEq7RQixXwhxQdj764UQ5UKIkW0hj5TygJQyRkqpVMuzQghxR3PHE0I8JYT4KOx9thBihxDiVSGEaMZ4SUKIEiHEj7WOj6oet0oIsVwI0aW5MqscX6gKQKVDIIS4GXgduFxKubKt5WlpqiflVcBCKeV9snkZmi8C22uNmwJ8BjwJJAHrgblHKa7KcYKqAFTaPUKIu4CXgYullKurj3WtNrfcLIQ4IISwCCEeD7vmKSHEPCHELCGETQixVQhxej3jPy2EmFb9s14I4RBCvFT93iyEcFWvroP31AkhngOGA69Vm4VeCxvyAiHELiGEVQjx+pFW80KIHgQm/9lSyoeb+R2dDQwEZtb66Bpgq5RyvpTSBTwFnCyE6Nuc+6gcX6gKQKW9czfwDDBKSrk+wufnAH2AUcDfhRD9wj67EvgESAAWAq/VvRyAlcC51T8PAQqBEdXvzwJ+l1KWhV8gpXwc+AG4t9osdG/Yx6OrxzkJGAdc3MDzdScw+b8lpfx7+AdCiOnVSiTSa1PYedrqZ7sXqL1zGAD8Fia3A9hTfVzlBEdVACrtnQuB/wGb6/n8aSmlU0r5G4GJ7uSwz36UUn5dbbP/sNZn4fwM9BJCJBOY+N8FsoUQMcBIAgqiKbwgpbRKKQ8Ay4HBDZw7EIgmgllGSjlJSplQz+uksFPvA9ZIKTdEGD8GqKh1rAKIbdITqRyXqApApb1zN9AbeKceU0ph2M9VBCa8+j4zCSF0tQeQUjoJ2MZHElAAK4HVwDCapwAakqk2C4H3gO+b45wVQmQRUACP13OKHYirdSwOsDX1XirHH6oCUGnvFBEw7wwHprfifVYC5wOnAOuq318MDCVgoolEi5TSlVJOBhYRUALZweNCiDer/QuRXlurTxsKZALbhBCFwFRgqBCisNo0tJWwnY8QIhroUX1c5QRHVQAq7R4pZT4BJXCJEOI/rXSblcBEYJuU0gOsAO4A9kkpS+q5poiADb8luJeAueg7IUQ6gJTyT9X+hUivoA3/G6ArATPTYODvwC/A4GrT1+fAQCHEWCGEqfrzTVLKHS0kt0oHRlUAKh2Canv6+cAfhBD/bIVbrAbMHF7tbwNc1L/6h8Bq+w/VuQmvHs3Nq8M+7wTWAsuqwzcbc51bSlkYfBGw73urf6ZaeY0FngPKgTOA649GVpXjB6E2hFFRUVE5MVF3ACoqKionKKoCUFFRUTlBURWAioqKygmKqgBUVFRUTlDqJMW0a3YuUT3WKm3Cw299zfMv/hudrmP9y6ioVBOxHlXH+mu2/N7WEqicoBQW5NGMCs0qKu0a1QSkotIIdu/dj8/na2sxVFRaFFUBqKg0goz0VLTaehuBqah0SFQFoKLSCJxOF263u63FUFFpUTqWDyACfgQObRKKzkQ9fo52hkTrcxGtlKFpmVpiKseAkX1T+eNddzPno1ltLYqKSovR4RWAQ5uEPiaBGKHQEXx0UoJbmnDYIVYpbWtxVBrJvVcO4aZXvmfPnj306NGjrcVRUWkROrwJSNGZMHaQyR9ACDAKpXrHotJRiIkyMuaUNP72f8+0tSgqKi1Gh98BgOgwk3+QgLwdTGgV0hJjGBDTra3FUFFpMTr8DkBF5Vhx2dBerPhyDl8sXNjWoqiotAiqAmhBduw9xFk3/BXjydfw7/c+b2txVFoYjUbD7ZedxqpVP6CWUVc5HlAVQAuSFB/Dq3+7k7/cenVbi6LSStx0/iA2r1/Nvn372loUFZWj5jjwATSeoeMfx1LhrHM8Jd7M2o+eO+rx05ITSEtOYPHKdUc9lkr7xWQyotfr21oMFZWj5oRSAJYKJwPuqttSdutbD7aBNCodlVN7pPPOzPd5+u9PtrUoKipHhWoCUlFpIk/deBZfLJir1gZS6fCoCuAoeX3OYgZffT+Dr76f/GI1setEQAjBzRcMYtqb77a1KCoqR8UJZQJqDe658XLuufHythZD5Rhz43kDueSJ17j0gnPp27dPW4ujotIsVAXQghSWlHP6uMlU2qvQaDS88uFCtn31OnExUW0tmkoLk5Ecx7UjB2CxVbW1KCoqzabNFIAQwgSsAozVciyQUv5fa94zJd4c0eGbEm9ukfEzUhM5tHxmi4yl0v7RCMHnC+ZzzpBT2loUFZVm0ZY7ADdwvpTSLoTQAz8KIb6RUv6vtW7YEqGeKirhpKamtbUIKirNps0UgAykUtqr3+qrX2p6pUqHQavR0LNvv7YWQ0Wl2bRpFJAQQiuE+BUoBpZKKde0pTwqKk3hl52H2LF1c1uLoaLSbNpUAUgpFSnlYKATMFQIMbD2OUKIO4UQ64UQ62d8+dOxF1JFJQKb9+ST0nsIj/xFTSJU6bi0iyggKaVVCLEcuATYUuuzGcAMAFZPU01EKu0Ct8fHvn371D7BKh2aNtsBCCFShRAJ1T+bgQuBHW0lj4pKU0lMSm5rEVRUjoq23AFkAh8IIbQEFNE8KeWiNpSn2dz2+FQWrVxPWlI8Wxa+1tbiqBwD0pNiqbDsID8/n6ysrBYbd+iwEVjKrHWOpyQlsPanVS12HxUVaNsooE3AcRFAfcvVo7j3ptFMfLRuoTmV45Oc9EQGZeh5+dXXePmF51tsXEuZlQGTptc5vnX6pBa7h4pKkBOyFpClvJKx9z5DqbWyRcYbcfpAkuJjWmQslY5Dp5RYeqlhoCodmBNSAcz67FvK83bzwafftrUoKh2YP15yCh9On8KGDRvaWhQVlWZxwikAS3kli5Yu541r0lm0dHmL7QJUTjx0Oi39enYhMzOzrUVRUWkWJ5wCmPXZt4zuIeiTbmJ0D6HuAlSOCkeVk6KiorYWQ0WlWbSLPIBjRXD1P29cPAATT4tj3Lzl3Dz2YpIT4tpYOpWOiMfrxWaztdh4KUkJER2+KUkJLXYPFZUgJ5QCCK7+U2ICj50SowvtAibffm2zx73hLy+xYu0WLNZKOp13K0/fewO3j72opcRWacdceEpXvl22jOHDhyOEOOrx1FBPlWOJCNRk6yBEyAS2GjuRENU4PXblXU+QX1BY53hWZgYL33r26OVrAtYqHwnuQ8f0niqtw5kPvM+Pq9eg051Q6ymVjkXE1ckJ9Rd7rCd5lROD7l27oNGccO40leMA9a9W5YTAYrUz9tE3Ka1wtPjYhcXF+P3+Fh9XRaW1OQ4UgKQjWbGAank7mNAdnFmLV1NeeJAPFrVcRdmgUqm02Y98sopKO6TDm4C0PhduacKIQgv44FodKcEttWh9LRc5otIwFqudRSvX8cY1Kdy9aB03jx5Gcnz0UY87a/Fq9u3ZxY4yLb0GnlLDCazW7lHpCHR4BRCtlOGwg0tnoh4/RztDovXZiFbK2lqQE4ZZi1czuqeGPmlGRvd08cGin5h809FFaQWVylPnmrnuMxc9JzyHKS4p9Llau0elI9DhFYAGSaxSCkpbS6LSHglO1PPGxQIw8dRoxs1r2i7AYrVz1wsfMeOxCaFrgkqlW6KWnHgtxeu+ovOom1vtOVRUWoMOrwBUVBoiOFHXyP3oqWnSLiDcfzD5potqKJUNux1kxenJ27wEz5lXYYiOP+J4bVXyWS01rVIbVQGoHNes2LiT/GI3czYX1zieVbSzUQogkv8gXKks3uUhNSaKIekalq5ZSM75E448ZhuVfFZLTavURlUAKsc1C1++96iuj+Q/CFcqh0q8VPqqSC7So0nc0CgFoKLSXlAVgIpKPdTnP5j/0gMhX8DQu1/nt50H0MWmIhRPaDUdXruntuklLz8f/9at6LRa+vXte8yepyA/j+IXb69zXLFZjpkMKu0LVQGoqNRDY/wHa9+4h/HTVjJr9rx6s4Frm16KX7wdc2oXnCW5rf8QYfgRdL11ap3je18df0zlUGk/qArgOCNSxIpK82iM/8DnU9i9dz8dqqaWiko1baYAhBA5wCwgnUBa7AwpZd3liUqTqB2x0toczwqnMf6DR2au4OLLr0Kr1TZ6XIMpmr0zJqE4yikIu06DZOiwEa0WkaPRaCLuOtQ6RicubbkD8AEPSSk3CiFigQ1CiKVSym1tKFOHprUyXhviWCuc9kapw8ekm25o0jXD7n+VzVu3Ylk0hfMeebfGZ60ZkZOZkcGAAQPqHNdkZLTaPVXaN22m+qWUBVLKjdU/24DtQHZbyXM8UDNiRdPkujdNLZgWrnAWrVx3xOtasyDbkWite5/dO43b77hDNQGpdEjaxd5PCNEVOAVYE+GzO4UQ64UQ62d82XKFvI43gpPxxFMDK/6Jp0Y3alIOp6kF05qqcJpbkK0lJu/WKAYHcOdlp5CZHMOTTz2D3R65KFywy1f4q+DjxzGYjq3JLJIcW6dPapFuY0OHjaB7v5PqvIYOG9ECkqu0Fm3uBBZCxACfAg9IKet0aJdSzgBmABEbwqgEONqM16aaj5paYuFozFNHa2ZqbdPYE9ecxJuL13D//ffzxhtvYDAYanweyabfvd9JDJj0aovJ0BhaM9tXTTLrmLTpDkAIoScw+c+WUn7WlrJ0dFZs3MmczW5Of7049Jqz2c2KjTsbdX1zVvP1KZyWGD9IcPJ+/pJEpsxZyq6DxUe+6Aj3nr5geYuagwZ0zWDaPZdySU8DZw87G6/X2yLjqqi0Nm0ZBSSAd4HtUsopbSXH8cLRZLw2p2BaU0osHE1BtuDkvXq/k5wYhYenzefzf91zVM92wTs/E6uXR+24Hnr361hs7tD7ykobikbH2SPPZ93qHxq8Vm3+rtIeaEsT0DBgArBZCPFr9bG/SSm/bkOZTkiaYz5qisJprnkqZLq5PIq7F+Tz9phorvpkD7sOFtMrJ61Z9443aRiV48VgNLNo5dGZgyw2NwP++DIAisfNz+8/R78xkyj89s0jXqsWX1NpD7SZApBS/kjHKOB/3HO0BdNaa/zg5L14u53RvXQMTNNx40Bdk3YBte9d6XCBz0ffNDeje5uatQsI5j4oSqAGuV/xseWbj+gyfCzJPU6isJ7rGlONs6NX7Pxp6n14XIdNa15bKd37ndRh5D/RaHMnsErbc7QF01pi/EgJZSs27uRAgZNKm50PrzaxrcTLxT11zF24n9IKR42Ve30JaeH3tljtjHt4KvPGxZISo8Ni9zW5NwAcdkp7qnR4XVXsX7sER1kRJw+5sOFnPIKjdOiwEfy2ZRuZNzxX43OdVovl+2PrMG4qQZOWoyS/hvzBekeqM7h90i7CQFWOL5oTthkpTHPhy/cy8fJzuHd4KsP6d6J/tyyG9e/EXWcn1TjPYrVz0X2vUFZwoEHnclMd1/U9WzCiyKg42PL1LDQxqQy89oE659YOjczLz2f5i7fz09T7Io9dZkUfm4w5tUuNl09p/92O1v60ir3bN5GdlcWgAQNCr2NZ7E6l6ag7AJUWp6lhmw2FaTbGfDR9wQoqy0t59dpk/t6AXb8lTF3hEUVj+mp5P3c3nYZeSlxG17rPVWvF79+6FXNqFw7OvL9R91JRaW1UBaDSojQn5r6hnr1HMh9ZrHY+/nY1d5xmINXg5tLu5noVz9GaumpHFF3ZW8tHv+ay9u3H0JmiQ03hDVp1Y63SMVD/UlValKbG+x9NBrPFauf8e6Zg8LsYP0hHvFFwWQ/Jl9+vZfRDr7V42YfaJqRog44e6dGYomO56B+fc9GzX3DRs1+Qmq7W1lHpGKg7AJUWoznx/keTwTx9wQosllLuPcNAihkkkgq3i+FZkk+35B5V5nAkh3JtE9L+Iht2n5bETjmIRlTU1Gm1OEty8dpKazhFw2P/DaboOiYir62Ukwf2b/JztAVqfkPHQlUAKi1Gcybz5trlg6aflCjBJ5u9fLrNh88vqfIKqrySfunGZsf51+fDqG1C6j5+CobE7nQb8YdGjRt0iGqysti7fVMo5NNSZqV7v5MoKCzE7/ejQZKZdbguYkqX/idcCGVHD4ftKKgKQKXFaM5k3ly7/KzFqzHioUoR+P2SWI3A6RNUKYIbT9bz0tWdmbKqosm7gKb6MAzRCcSkd6lxrKCwMDCh5+eR98RVoeOK14NWb0Cj0YSigvSxyRhM0Qy7/1WChZq3Tp/E3u2bmvR9tBdaqiaQWlvo2KAqAJUWo7XzCYIEJ+m547O5e0E+s8eaqXRJfKZExrx3iIdGZQJNKzkRpCGHdCT0eh2/ffwiQ+44HPvu9/sZMGl6aEIPJkcp1mL0sckAFNvciNhUcm79T6tHBamraZX6UBWASoejdoZwZowWgcJbG0u5caAOvE5A3+yKqA35MML9A/jcHPhpIXFJKTVWphpqFq31uBzk3DqVirzdxGf3DB3fO6PlV7Phk33QpKQoCrqEDDJGB3IV1OQslSCqAlDpcARNTXkWGxr8vPyzCwCXz49Jp+H9TSWkJbpC5zc2zr8xPoygf+C+qZ8x/PyLeG3aNGJjY2uM073fSfXew+lyEtQPUkqcTider5ftO3a0SNJUuOkkmHdQWbifwjmPUfjlvwP39SsU6vV4baWt2oLyWKHucJqPqgBUWpz6omia0z840jWRTE0t0Zv4SD6M4A5hZHcj//lpC7v2Lq4z+R8RCUJ/uF+A11qIUlXBwQXPU6jXA6DYLEccpr5Jr6CwkLpNH0FoNGTe8kpABK8Hs9mMsySXzXOfjKiwOtLkqfoLmo+qAFRanPqiaJrT2KWx17REb+Ij+TBmLV5Nj1gvhVV6Hr04hw9nvsPkhx9r1r2CaBMy0JjjSL58MgZDQAEUzX3yiNfVN+mFO50bQ9BfUZvmTp4tFQaqhpMeG1QFoNKi1BdF01B0TaTVu8Vq55Z/vI+twsqMI0TkNCf7uKk7huA9XrssjlvmlnD/qBwmzZ/FzbffSXJyco1za09eXlspzpJcNAI8ZXkIbeDfTnFYKZ79MLqoOAwGPYOqG7Z35CbtLbVr6Ci7j46Omgms0qLUlwncUIZwpEJwsxavZs/eXEZmeY6YVdycbmPN7X/cP8PE4GwTGXEGRveAD96dUefcYGG04Ovkgf3RrHwdw+oZlH76FBXf/IeKb/6DENDtjml0mfBio2RoLhqhQfr9eCwHA6+yPJwluei02nqvCYayqj1+j2/UHYBKi1FfFM3o4YPrja6RUtZZvUsp+ey7NSSbJZd1U/Ap/npDOpuTfdycHcPStdvZtMvC49+UYDYa2GjNAyDLuuyIZqDw1WygF3DA5LL8xdsbvK45aJAs+/s1oeifw0jw+9Dr9egMppDD+WA947S0aUilfaIqAJUWo74omkdem99gGebacfcAqXoX53TVkR0LxeU2slLiI4Z01nfP1+cv57fdhyKaeJoa6w9w1qAebPp9P0lJSaz8YTU9e/Zs8Pz6CDcPBU1DQIOr8aYQzCCuPXn/NPU+LAueIjsrCz+w9fvA8dohqx0R1V/QfISUHegPYPW0DiTsiceVD71GfnHdCBZLpYuUOFOd46lJibid9hoNWq6aU4FWI4hSbBRWevH5/ZQ5IT05Ho1GkJWWwntP3hKy39/6zMyI9/T5BUl6D+eec1YNRRC5KYyN+S890OCO4ezbnkN6nORXacg9VEBKSgoWi4W7bruZGTNn1fEDwJHDE48mfLGhaxuKiqmdYRwpbwDA5/FgTg4k1AUzlesbQ6VDELH7oroDUGkxmpoJPGX2EpSD67Bay0kwJ5MSoyNV72JQupYnL8ph76EiuiRoePw7Jwn9hvDkbaND1wXt9/WFhI57eCpvjI7jqg9XkxFFaJVfe8cAYC23Mn3Bcp68fXREOacvWIHwubh+kI53f/HxxrSpPPn0P5j13tuU71nPB+/OiGgGOlJ4Yn2TfLCRTG3CFUPta8PrCuXl51NcbV4Kn7wjUZ95anN1DgGg9i84jmlTBSCEeA8YDRRLKQe2pSwqx54VG3eyY5+NV1e6MJudxEWbyLO42JAHH286SJXLRXqMDrtHElWwkSdvG90o+31wkk+O0mKUbv4xKjHUKKZ2rH+ZzUmCzsen32+IqAAsVjsfff0TV/TWMjBNS7LJy4fvvs51N01g0fxZvDGuM3fXEw1UHwX5eQ1O8M2Ja4+UAAbtd/JWk7faB229A3gfeA2Y1cZyqLQCwVBOgeD9v99SZ6J+78lbqlfq6dy9qCpkhrFY7Qz/4/P0jtZxxaAEJp4ez7h5NkorHA3a7y1WO7f+4wOs5WV8fmM8s9ZXcNMgfY1GMZF6BL8xOoq7F1XV6TMMh1f/t55sZNYmH2P765m9pZLJ9/6J0T2gT0YUo3vY690FbN+xo05LR6/iR3P+fXUyf9uTgzVYuhqoUb66pezqavJW+6BNFYCUcpUQomtbyqDSegRDORNMIqKjtb7JfPqCFRilmzeviObuxZXcPCQh5Nhdsfa3GhE/Yz9ey/cbd/LB329l1uLVWPJzyYjTA/Es2lrJvD9E4ZOSy3pI/ry05o5h1uLVXNodtJ5KLu2ujyjjvGXruaSHli4JGjYWKFzcQ8ewToLv1//A+48PCcgxJJFxn0TeBfgUJbQaDyKBKqeLzVu31jheVFhY73e5fccO8vLz6+wcIq2YW2LyDldOwfLVHR1111GXtt4BHBEhxJ3AnQBvPXwdd44Z1sYSqTQGi9UeCuV8fLieF5avZfTwwTw2/TNmPDYhFP4ZKXzzs+UbOK+rBkX6OTkdhkw7RFKsGZ9/AxNPNtSI+BmZ7WH+5tyQcnjqXCN3L3Jw2quHuKY3FFcFVt8GnZfRPY2hST5oSpp2YaBM82U9dHUUBIBOp+GbPX5WHXCh+CUv/OTG7YMksyAlRl8thz6UE9CozGAJhqRszGZzjcNBB2wkDn35Moo/UEU0nIL8rXXO7ciTdzD/oDYtMUmru466tHsFIKWcAQSybU6QKKCWqGtzrKkt86zFq0nVuxjeVc8pmTpGZnl45LX5VBTn1wj/jBS+mRSt4/FLckiJ0fF4qo/fqqN0bn1mJnM2W0L2e79fUlJuo0+qgY+/Xc1tp8Vw8cmZ3FtRwazfPPxQJPnh63Ap3aG6PsHVv05x0SVRR67VVaefsMVqp9zmJD4qGkulndQoLd2StORV+Ch2SAb+azcmo56CwiL8ih/ff5/ntZkfh+5WUlSI5+PHQyWgjwbpdZN+/bN1ms/vfXU8Q4eNqOH4DWIwRZOgb/w9mhtO2ZIrazX/4NjS7hXAiUhL1LU51oTLPPHys/nsuzVo3W5uOCkKm0vhkq4w54s9fHRTFn/7bh1GcwwlZQFnrE/xU1DmIDMpGkTdVX4w/r92xM+U2UsgbwMTT43mgjdzuaxHWF/h3f4GQzuDDui3V3uIMwkqXRJ0XvqW7KxR+bNHoob4tAyGp1QyeUR86Pp7Pivm+7IE/rtqJb17dmfIYx9jiI6vcY/gpBU+of009T6cQMFHfw01kQfQGKNCP0eaiBVHORoROXHfUmYl9Q9P4a+1PCqe9yReQ+M1QHNX2OrKuuOiKoB2RnOyVNuC8BV/7Wxeh8sTWv0LKVH8flLMgqv7aFm6w47FYgezwvLpfyU5Ppops5ewaOlKRl94Dis27qyxyg9Su6RzeAZw0NmrU1z4FH+j+gAEHdC18wH+ff84xj76Jv+cdE3oma58bz/7DpmZs/mw+cXq8OI1VDLrvbfpEuWiaM1Ccs6fcMTvzeNykH7dM6DR1VAARZ88gV4TmMEjTcTG+BRi0juH3ud++Ah+dxWKopCXnw+LpiA0WjTGqFBpicqENFJjjUeUqbkEV/61dx9HCj2F+ncbx0NiWkeircNAPwbOBVKEEIeA/5NSvtuWMrU1zclSbQtq19IJl3nW9xsoKnOxNtfPSz/5STQJyp0SnVaQHG3D61MwucqZ/uly7r7m3BrKo6FVe+37B01IK3Y7yK/08vYGD+gOERcdSDprqA9AQ1nLFcX5oezlPmlG7jo7CbJPqzHWGffPZNHX33LmgK78a5SRyT8upDS+N1pTDHA4szdSYTgQGBIzMJsO+wAq4pNJa8Jk7XdXkXnLK7iL9gWqiMakIfQGCt5/oNFjHC3BlX942Ck0LvS0vt1GQ70UVFqeto4CuqEt79/eaE5dm7YgfJdy+xdr0GoEn14fBxw2v3w3/RmmL1iOdccqHjzTwPS1LgzmaJbtdBCjEzx6jpHHv10Nsm4piMYovJrx/CYwmogzQlZaSqMS0r5ds51fd1qY9asTnTZgWvH7JSXWUuZPyGD8nD28cW+X0DMFfw+/7i3mneV7yOzcjTPPGMol3fx0idczpreGj3f8gGHQJdWmGgUNdSe67v1OQmM24bMVU1nmJZiI77IWU2AL9AqOZDvXaDShyB4INHWRXg8iYn6nSiTUkhF1UU1A7YjGdKRqD4TvUlL1Fgala+vIPH3Bcj5d+jOzrzTg9Eou6alj3Hwr/dM0XNRTx8npGs7r5GXOf1fzw10ZeH1+zsl08dflaxul8IKTfG3ns8VqZ+yjbx7RgX7xGf3wVhYz+sJzQt9t0Kewer+z3taS24q9nH/pdVx15WiG9OvMuDE5CE8pY09JZOGCjfjPvA7FUYE2cuY9cDhKJzzbtkSjQxubRLHNTV7+ttBKOKgMBvXvi2Xl66ExFIc1UFoa8Hi86KQErwd/rZyD9khDTuPWnKRP1FDPhlAVwDGmoQifI3Wkag/U3qW4PD5mrq9i0R6BRnN40nP71nNRjpfeKVHoNYIYk0KCyYlbEdxxWhTxZsHYfpIV+90IISitsBOv8zEySx5Vw5ja7+vrNRCpAmnwuT64GY0AACAASURBVG77JJ9DVoWZvxaRmugMPVdW0U5OHTyI7bv3sfzP9zKmj5bEKB0+r4YYZwGXZ7h4/4N7cfsESD96rahj0qivY5eUkpxbpwLgLMllQHVvgPrKRhjjU0L9he1FB/BVFCEIOIuDJhiDKRrwNfj9tUQET3jeARzOPahv0m5KrSKV1kVVAK1IpMmnoQifptbSOVaEP0ftXco3d3VhyqqKOjbyweOf4avffazMtQFQVqXQJV7DxT20pEQHTC5JZsHILhpOn3oQn89LkllDmdPPwIrtTWriHpzIg2Wnwyf22tFJd73wEYN7d4pYgTT4XAvvCDhbIz2XlJLvNu5i7OtfEyW8zNtdXN3gRQvoiU7NQFQ58dpKueDZL2rI+9PU+/C4XCyp7trl8/kAESjTpSjse+fPgRO1OgYNeLvRv5+Y9M6hXsNCEOZL8B1x5dwSETy1M5o7Wu7BiYyqAFqRSKvRjhDhU5vw52jsLqVzehL54nBik9NmY1ORjx0WD9PWHV5xarUakhLimXiSnskj4qsn3X6Nlit8Ig933I7u6Qolh4VHJxXl5fLp/oMsuyMdOGzfN5hisJQf+bmEEHy6eg8fzJ7L5IcfxT/ynpAZx+lyYpBQ8eFDKIoSqvcfjIrxuBzk3PxSqPPXkmcnknXbNDyWQFV+Q0oOAPnv/fmIz65B1nG2uivLkLVMQJYyK7FJaaSm1+0ydrRmFdWm3vFRFUArEWmy7ygRPuHUfo7GRuk0djcTrMcz8dTDMfyNaehy49/fZevugyz/U6D+/Q0nRzH99T28eEdOaJzhbwWSw/qkGbm0exXv/Xc1V/Ux4HE7STAHdiFB+z7Z/Rr9u9hTWMlJA/pSUFhIkseLJ2939ScSEPgc5egTMsi59T9A6xRky8zKrrNyX/7i7aSMnhwyHwVZ8sRVrRKn31BF0nDT14lcaqG9oyqAVqL2ZD99wXKWr/mt3Uf41Ka1lVZzHN+zFq9m26795MTBom12JqcZEb6A4zb4HsAo3aHksMt6wOz1bn7N97PH4uOrlw+Hi0LT/CxpqckkJSWBX6FiyTS8Xi8QMA8BoChIr5vcDx+J2O4xYApyoFRVkD/zfqQ/sGrXmGLIGPdMo2RoaYIyBfHaSuuNSIrE0GEj+G3LtjpZzwZTNETwMai0D1QF0ApECue84J2fGTswqt1F+NTnlA5vyh4e4tnSSqupju9gjSGzTvK3c4w88G0ZszZ5Kat04PEquHwWZm3yUlnlZkxPDQa8eH1+dIqLGwfqsbolM6/vwo0L7I3ezdTG4ajC6XSGVuHBaB6n0xmKxc+46V8Uzn444vUel4OcW6dSWbgfQ0oO0usBAQWzHgJ7Mbgqj1jALZL5xWsrbXZnsaBMQYKO6MbuEixlVjJveK5O4buDM+8Hfc38BtV01H5QFUArEGlVe2EXhZnrK/nyd2+Nc9s6wqc+p3Swkue1g8yhTNm75hdwXucYpi9Yzq+7IrdbbCr1mYrqC+cM1hi6ZoiZoTl6xp9qJKFPIJSzdkbxD0UWVn4hKSrbQ7ReEK2HZLMEr7NRyrc+5ehxOlj9vzUoPh+b3vkr/lP+UPdiEYjVd5bk4iwtYMkTV6EoCgWfv4hSVcm+d/6M1OjImvhvAMwmM3q9nkEDBoScqLFJaeTl52OMT6kxtEGrwVZWXOeW3fudVMcheySCk3F4e0pouRaVkVDNQe0HVQG0ApFXtSYG9mhcklJ9tHSRuEhRNI9N/yxUBiE7TsPM9TYW7RFYHS4SdB5+KfITF7ORJJ27VXcvQcUUrmyCzeK1bjcTT44m3iy4rJuXR6orjUbyVUyZvYT/zP4GqdVjcXrw+AX9phSQkxpH1yMo30gRRP+cdA0aZxmzZr6L21ZKhieffYtfwjzxVRB6pN8fMAVVW4MKF70CGi2Y4tACPnsZQqPFZy8HJHnvBv4ehM6IUlnMsifGMGhgwIbvUfx0v++jOnLt+s+NETNm6wsx9Xk8ERvQKzZLKFqne7+T6vgOjkR4CGlefj7JHi/ewv1ohKZG2YrGXB9OuNlJLeHcuqgKoBVorXDOxhaJa6yimLV4NefmwN8WF3Ne55g6ZRAmjwiEeNqTBgWiaUZHceeXDvxS8sZVrRfJFK6YrpvzM7F6WaNZ/PCu+lAoaddEbajSaG1fxcTLz2bRynUs+1NnrptjYeJpcUTr/Mz/pZykzDT0el3EJjC1Zbh70Tocbg/lhQd55LX5OErzKbe6KbeUMObMFMSeUoo3fIF+yLX4fV6kX8FjLUSpqgAg/bp/oEvMQqMRFH70MBkTp+ApPYQADKmBibLg/QcwJaSRFmusM7EFQzyDSCkptrlD0UVB+314iCkEsoczMzIQWh0poyfXecaiuU8e3e8pLIS0+MXbMSRlI/SGUFRTU64PJ9w8pBaaa11UBdBBaEoIaWMURXC887K9lDs8VLk8bN6xh89uzuKaD+qPphmZXc7mIoU+acmt4hS2WO1cdN8r3NBfQ/ckPaNyvBiMZhatDFQQ/fWAi7UH/Lz8s+vwRUIQpa/isUHR+JTYkK/C4fIwuufhcRxON8sPOHl7TDRXzN5LdqKpXvnDnd/n5lTx6ZKfmXZFAlfN3Mmc8VnctqCAJLNgU24ZL19k5OYv51Py+1p8fj8aUwzG1M7oYpJqjOn3S6SUofIPtcueeb1ecvcXhEw+Pp/C3rfvRQIaYzSZNz4feFyNhpxbp4aii4L2e2dJbijEFAKTZElRIVL68Xg8jf4dhHcxKwhrQnPEVbcA6fUgFV+NhjQpXfo3+t4qxxZVAXQQGhuN01hFMX3BCiylVpbYJe9cGc11821c1UdLlHTUG03j9fm5rJvCyj1uSh1KqziFpy9YQWV5KZf1SKG0ws5tpxj48zdVnNfHQHS3fnwztW5I5ZTZS7D+/iPxOh8Wq52M5Dgu7Q7vVZeZCI7zh3k2bjvFSJ8ULVf10aJoYNHKuvLXduILv5dROV6++91KryQN01aVYa/ycNWAGE5Oh9Oz4Oo+Gt7ZnIeiMaGRAdOORm8CfyATV+j0geIQojrxC0DxhVbLPns5uvhU0GpJGfcsANLnRZ/WFSQUznqwSd/jT1Pvw1GSj6IogABN4F9dCA365E74ve4aDWjCHbN5+fmhaJ7o1M4MmBSo7NnQqttgisby8aNAYNLPzsoC4OSB/VVTTTtGVQDtnKZG4zRWUXy2fANafOg14PP7GdlZg1eRVLk8XNxTx4TPy+tE05RW2OmaqGVMHz0frLMy+dzkep2pzfFXWKx2Pv52NbcMNuCpslPq1WLQSC7tqcWleFm0cl2NrmLBcZeu3c6WXTa+3KqhzFlFaqITu9ONUQQc148M0+P1+dEi6ZMEl39YwePDjTy+3M3FA2IiOsCDTnyL3cfy3Q6eGanjkWVVvH2lidGzHaRFCT7bbOPynrFY3XD7aWYWHRQUyWRSb3opZAopXfRynecUwbr+QoQavFTEJ5My+gEOfvjo4YSwDx4CqYAMlHjIr670KX1HXs17XA4yb3gOj8eLZdHLGFICpiaP5UDE88Mn6e79TopodmmI8PLPakmHjoOqANo5taNxoP4Q0sZWE7VY7cSbtDx6jpkXfvQg9FHcOQT+/I2b7MwMkqO13GsJlEEIRtP8sBCKy0tQlMCq0Y+HOVsDZoJIkUzNaWoza/FqjHh4e4OPN9ZJFD/otWDWa+ibBqN7G2t0FQuOe+HQflyYXRWWSRyQe8ueg+wrdXH9ZwGZx/TU83OexK3A2gLJNf2MOKoVS/h3FO7EL7M5GdMTFv7u44reOgal6eiboqXIIdFpJLN/reKlHyXvXhXH6G4+Zm4POCwL5vwNv7MSv7MSpB9v6SEApOLD7/OAX6GuEagm0ucmY0JAgfjK8giW/jxa231TCM8PcJYeNk9pNBr8fn/A9t+I+v8q7RMRSl7pCJwgLSGDBLNkNe5Kfi/xkJoYV6PgWu3Sx8FqluGdq15aUc7H2yRLpz0YmuCCJpNJp8KcTV4sTj/jT9Lz9gY3X+7WkBRrjjh+U+V+Y3QUdy+qalS8ffCa588zMn7OIeaONXPN3CoyYwQFVYLE+IBSc1Y5WXhbFncvquLNJ/7I5KnzsFVY+eTaWBw2KzFxCdy4wM6bT/yRPz37dkgGozmGgpJSrBWVTL3YyIPfuokzaeicaODc3vF1av4EufKh1zhQUEy5tZIPrgokjj26zMXfzjFy33+dFDkCk2FSSipCCCptDpymFJSqCtKufZrSb19HqSxGG50IgM9mQVSbY6TfF2oKEyjhIAONYrQ6tNEJKPYytDFJCIOZpFF3hoq/7Z0xicyrH6Hg48fJzsoiLz+fzBueQ6fVhsJAg1nBHo+X0m9fq1Y4hMaUig+tuxJnRWnoWcMbvARNQK6KUgzJ2XSZ8CJ7Z0yi+52BnYGzJBedVotPUUJyBKntK6gvkqekqLDeEhVqFFCLE7E8rboDaMcETRHBaJz6JqkgkcJPKx0unC53nXpE/zwHypx+zugkmPC5l69zjei00Ucdqhoud1Oyh4PXvLi8lBsH6smOE1w7QM+inV5O7RTN8BHnBE7M21Cj9k9wdyR8ThSvJxTjXzsqKFhf6OAvy+iVrOGKPjq+2qvlQJWBF7+3YDR8H9GktvDle0OK9dyT4pmyopRr+vsZnKnlhkFGPtulZV+pG29af1J7n0afQcPYV2Dh4IKAwzbzigco+PxFMse/FPgXtBWHHLXfPHYlncb/M3Sv/M9eIGPCy/gqitDFp+OrKEKf1ImCWQ+ClIfj9F2VaFa+zskDA87Vgvw8Cj5+PPB81WMpih+dVosHLymX3o++2gRU8MEDZFU3kjH9PKPGs0Zq8FJZuD+iGQsOF4E7UvG3o6n+eaJN8sXFxURHR7Nt2zbMZjPp6ens37+fTp06UVlZSWVlJf3792fbtm0MHjwYrVbL77//TnJyMrm5ueTk5GC1WrHZbKHzYmNj6VtPfoiqANopTWkOE7S3z/z7rXVMPYGVeHqdekRn9D688gqae1oimqe5TW1WbNzJ3kMO7LYq/n1+FOVOydh+On4+qFBY4WLetz9jNGhDfpBg7Z/sOB0z19l4b52N5KiADyApPpayylLefrBzSIar5qwBKfn3CD3dk3XcMEjDhnIjlR7olqihzOnjwnv/w9LXHqxRNvquFz7CUeXGUu7m/Y0FVFTa+GCMiQqXZExvLQt/d5Fu9lO+71csv69n+6IZxGX2QHGUU7p4Cnq9HsVRzqG3/hh4UKmgycmpfmpZJ3MWJPgVfBVF4FeQije0eg8qjvAJt3u/k8ge/2IoaifIoY8CDlmNAL/iw1O8FwBfpYWD08YDglNPHhjxdxFe3lkqvlBCm0rr8PHc+eQeyqffgIE89ciDnDW4D/lFJRj0euJiY7CUlZOYEI/T6cLldpOVkca+A3lkdOuP3W6nqvQQmWnJWMqsJCXEUxU8Lz2V/KISunbtxitvzox4b1UBtFOaUiOnoWze2ivx5vYcaEpuQXOa2ix8+V6ufvh1Buk8RBt1SLdCt0TBNf10/HBAIddm56Kuh/0gwdo/CXGxWKu8bC5S+PzWbKasquAHSxw3p1TWkCFV76Jngp+uiXpMOg1dE7WcmVrFnN+cvHVFFI9958JjK+Hl2Ut4ftLVNb7X0ReOZPJNF3H1w6/T2eckNVrQO0WL3y+5caCe937zkWDUI658jNJVs6nM343fL+k08eUabR8B9r46PjR5187wDSBAo0Wf1Alv2SGEzhBIJBOBBjKRMnR9ioI5tQu5Hz6CpywfZCAZbd/7f0WIgHlJaHVotRoMOg2ZWYECepYyK0OHjaizyu7Xt2+NUNBwnC5nnWdSaToFBQXcduef6NmzN/s2reas/jlsP/g/5j5+Fb07pTZqjK/+twu7U8sN553d8IlxWfV+pCqAdojFamfqvOUkRutrNCKH+puj1w77rG8l3tz6N4116tanYFLytnPBGYdj1MttVbzwwX/56OnbQvL88vtB1nq8zFjvRgDJUQKNgAST4GC5hxlrvCzaEzBlFpdVohGS/ul2nhqhY8UeN+t2FXHj4CTemn64ibtP8VNQ5giUZ1b8fLtLh0EnUPxQaPORZBZ0T4ALummp8gg+Xbqah266qE6j+9HDB7N2y17WKD6+3uUl3qhBSonPD9F6Qfc4NyWWXzH16Muh4p24PG6w5kFGzyZ/11AdLSo0eEsP4neUUzz/aUzxyXhtpSHTz9BhIwIN4T9/sTq7uAyNOQ6NOY60a59CA5jNZg7OvB+vrZSLavUngPpDO4NKxVu4H6HRYk7tgtBoj+S3rhfF60EIgUanb/A8r9fL9u3bSUxMJCsrC20Ll6TYtWsXfr+ftLQ0Dh48SHp6OlVVVdhsNvr06YPR2Pi+zI1FURS2bt2K2Wzmvfdn8d2Sr+nSKZO7zulEtwwtA66+Fp2u6c95xZm9jlq2tm4KfwkwlUA3jXeklC+0pTxtwbyV29hdGHBy6bQafIqf1Ru3YRA+rrtoOI/dclmD19dnb4+0Eu+T4GXCcx8z8vTARKxISd+sJK4Z3nD9mKYkoQX9B5v2FPD1hn0IocHnU/jloJ1H528nM7sTRqOJ5UuWYi04wF+nfU6f3j1QpOSeCVfjVRTW/LqdYfFFTBykoaLSRnxcLHcvtFFY6eXay4YB8MOqlVQ4XJyVo6NropbRvTR8trmK+5PMNZq4B+sDlStGTB4r15wcz9W9wWTQ8/KKMuKMAQVz/QAdj33nZmQnPy/PXkJKfHSdXgNDc0zsLLRTUiXRa/zoNAK7R1LhlkSbPFTtWEX3m54l96cv0Oj0OPb+QsXmFUT3OROdOaCINRpNI/8yQJ/cKXCNOQ6DwcB5j7zL1umTWPvTqlD1zeSxT4Em0IBS+hV0iVkUfvgQPmshAN4KgauitFGho5HQCA0+e6DLmM9m4dCbt6HVatFoNGgyAmbE+oq4VVTaWLZiFeWlxWz/agbWA9voP/YBKnK3oXhcuNwu/vH8i/To3Ru9TseObduw2SrYvGYliQnxHCws5ezzLmbsuOv4dvEievXpixCCnTu2c9Fll7N82VJ0Oh3DzhnOsiXf0n/gQFwuF3t37+byK69i8cIviI2P55RTT2XV8uWkpKUz9/03SIqLISkhnsISC0mJ8bjdHhxVTgzRcfTsN5hzRp6LpaSYTlnpXDRqVI1n+unnNbgVyU+rVnLK6UMoLMinIC+P0WOuZtmSb7j/nrsxGAwA/G/dBpYuXcbendsoyduH0WhgSK9M1rxyc8j539a0mQIQQmiB14ELgUPAOiHEQinltraSKciqzfuZvngTRr2Oief2YubynTiq3KQkJ1BRacfr9ZGZkUJBoYWoKBN6nY6KSjupKYmUWSvwK37SU5MpLC4lJtqMEAKbvYr0tCSKLeUIIDU5kd25eZxx/mX44zPQ6bQMH3EeX3z+KXvzV3LNKam8OHs5N1x8Jl0zkyLK2ZC9PXwl7nD7KLC6MBqMxCZUcM2pl+P3S3b9vp31dh0zHv+YtOREpJTYHU6SE+O466J+DOmTzVuLNzJt/nKu7KLUUDJnntyX5+b+zJ8uG8w/Zi3DYnNjtVbg8njRarV4PB4ys7J5+tnn2bLpV5771y306R1YsVgsFsat/przBifx0crfePLiCVgKC7h8zFV8s+grthxYzaqScp5b4qFLghZLlQOTTvDGFTFMmreUMqckVudl2qUm/vy1ndd/lmiq/6E+2lJEamIcnYp2hkpBvDommdHvHOCfF5h4bFk5U1YGlrExBkGfZA1xRkGCWXBZLx0lVZJ53/5EdmpCHX9DlwQddi90itNwoEISawSJhq4JcE7PGNAKlm5YgtFgAClJ0DjxmwWOTYsp27uZLheMJzPjsO8lvKmLVBS0FYc49MataLR6tNEJSOlHby+CuOy6v/syK/rYZAxJ2aDVgdCEYvyFVoc+uROCQNawLiYRn82Cx25lxyfP0feGJzBEx9cZMzwZrCAsEiguvXMozLMpMf7nnjuCy4f0xKRRcO5YgUHCtnf+EiqbHW0y4Ni7hm256wCBT1E4s3cG/3r2egBKKxxM+WwtX8/4HZfby5bcdVS53CxasQ7b7p/RagPK9L87f8Tt8fJL7npA4lP8LHxjI+UVdj76YQNXjjoDrUaLodjIsudvqHe1XVhawasLN7Luy99RFD8fbM5l5U9/YNOvG+jbfyBFBfns2bSGUaf3xuP1sebgehTFj98v+XL6RvYeKmH82jXExCVx6GAuqQYXOSmx3HZWd4YPOr1R39mxpi13AEOB3VLKvQBCiE+AMUC9CmDngboVEAFeWbiRUo+B/bkH6NI5h/JyK5U2G4MG9Gfz1m3Ex8URHx/HgYOH6N6tK0VFxTiqqkKfJyYmEB0VxaG8fHr17E5uXiGvv/Y61opKJk+ezLy5cykpKaZ79+4UFBTgdDoZOHAgW7ZsISkpCaPRSEFBAb169SI3Nxev10u/fv3Ytm0bqamB8MDi4mL69u3Lrl27EELQo0cPdu3axWmnnVZjVbhl7Sp6Doln8nlpOHwaLv3bRwzulc3T44fXee73Fv5IaXklb/5PMu7kGAAGJHk55Y5XGHX++VjkbjQaDf179mbChAmcc845mM017beKorBhw+WkpqYipWT0Vddg313Ah58vRavTITQaYkUVGxGMmO6ic6KB5T98z1mFOib/7WnmzpvHpl0HicrsSfYl1xOf2ZXo1Bw0Wh2/v/cXbr7hWrjh2hr3nPXe24zuAQ+e2xPp+oUpLzyLOSGNT7/4KnCCKZ6YBIVORjsnZRhY8GsZMUYNWWmJDOtUwHeV3bmqi43+fZO5rqyc+QeTGJOwkz8NieKlHx18tU+hxOeg3/gXuKiTk10H9VzWU8vGAj+X99Ty8yGFCpckSi84UOFn+EwHVd7ApNQrSUNODAzLdJFSXcoh6G/QG6Nweby8cWUsN8yzcbBSIcGs4+/nmpi0uAyHT0tM9i/4vD7MUWb6nh+oErp36YckRrso/e17HEUH+PP99/PLxo306tGd3bt2Iv1+YqKMZCT42es14tPHBHoKeyroGedlZ8Uh9Bm9UDxuvB43BQUFKD4ffq8Hv9eFr7wctHqk9CN9HmRYhm8QKSUFP39Bqu13itYsJOf8CXjsVqwF+yktLSU5OfmoksEOHQrkOZjNZkpLS9lz4CBdkqN49uYRPHvziEaPE05yfDTP3XpejWNTZi+hk7GKDLPC5JtG1XPl4XOzjVVkmv1MvumCI94vIzme58PuV+XysHlPPldmdgYqsSZpeeN3N/dfeWq9O+Dt+wupdLjQDO3DaX1ymrTjawvaUgFkczhqDQK7gDNqnySEuBO4E6DfgIH0HzCQnM5d2LplM3369qOkpJisTgP55MUXWmVbtX7dWgC6d+8GQGrqYQfNGWccFrdz50DESVJSUsTPu3ULXH/66YdXAkOGDKlxL4vFwqL5s5h3fSBm/KnLstn2STk5A87i/W061q9bS+fOXVCkQt7BQ+zfnYvdY+CdXxT+/UMBAFFGAz16dWfmh3Ma9XxarZahQ4fWiQHXV2ej6j12JpyWyMRedgYN6I/b6+eclzfRv28fRo0axahRo1i26mcGTHq9UfcLf0YhBDcMMvCdxUS3m/8ZWpV67FZ+f/lavnrwFAB2FP7GY+foeXhhAXanjyrLTr6r0pNg9HFutyg+XL2FkYNMzN/kYO0hL84qL4bew3Fu/p4Yo5a3N3px+iS7St1kxgRW7zaPJMojkErAYSoE+CW4FSitUlifX8mba+zoNAKnJ3iOi4t66PArfkZ11/P+b5Ir+ujplKCnZ6KTCrdCUXkhg3oH/ha2vh1oDSlsRbx6qYk/f70DYY7lnLQqfrEepEtmF566YQKpsQbGPvoWGrOGBFmBR2eiotJOgtbONX01vPSTE5+7im0Lp2MpzOOBu2+jtCgPt0fB9r95uK3FSI8zoAR8Hnzl+Vh/mI25++m487dD+UH8Xh/7ln/MxxM7M/nbb/GccSV7/vsOWcYqbr/9Nm66+XaSU1LZ/NuvnH/eyHp/fz6fj+de+BdffjqXJ55+nn1799KpS1f+/czjZGekYDaZsJSV0yU1lgVPXlvvOM2hKabIlmi/GmUycMaArqH3U2YvobI4r0E/WL+udfMa2jPt3gkspZwBBAOWj+tEsODKOCUm4ChLidEzugeQHMfkhx9r1XtHigEHyH9lLHM3x/HR6kqys6tDAc2J/LphXbPuU/sZE80axvQSLK1elQIUrf2KMX20pMTombL0AGP6aBmcoeOFC0zM+s3D8G4wuEschU4998w7SHo0PLLMyfBeCcy6I5t3v9vN4qpi7h6Rzg1dy0mJEqTF6rjtUys6nYaxA83sL/OxxpaG1SVxVFpJiI3CWlmFNOrQuStRopIx9R6CqzSfrIHDqSorpPDH+azKVbjen8GFpwoW7tzLdWd3oUqjxe2r5J8XmHlhg57PXrilRtIdeRu48rR4djsC4bZ5+YUY3GWc12sQIwZkc/6kKWREKfztgjTeWWtjt8OLogezUPhok484IzjKc9Ec9DGoZyfmPnwZ3TftoNilJeXsP1D+zSskjP4z5TvXozFEUVayD/umJdh//S8axUWS3ovVJ7mos48nPttFLJJVz/wBv8fN2P4GfvjxOzJMHqLNRtweH6u+/Rzh97J52l2UFOaj0ekCZj23C5Nex9dz36Uwdz8v/9+DDOrdndItJr7/102YjYam/901oWRIU/JLWrqTXUft530k6lUAQoivgUlSyv2tdO88ICfsfafqYycsK75fRv4BJ3M21Yy5zrIua3UFUB9KfCdOrnY+rt929PVdaj9jXl4l+lgdImEDOedP4Kep96EU/U6+dDPv4f/h9vowaCT/+kEgJXgUiVGvgV/LwRSLzytwev043H4W74VvcotQ7D78uh3MLYtm1g+26p2hRCCR+PmtSJBs8jNhaBScOjH0AXwBvwAAIABJREFU3QZ3QU5nPpnXPoPitKO3leDN7EmidHHlUDNrct0YdYJVuyq4cZCOeOFg9iYvY/rqOCVDy6kJlUz/dDlP3jY6oo9m7Mdr8UvJO9UTSYnVgb2ijLQYwc4iFyaNQorRQwx+bh1gYOEOD1MuimLcp26++ed4euWkhb5Lg8lM4fv30d1kY+9Hf0GaE3FVlhKfnsOwPz6Nx1HJvjlP8uz5Rv66YB/PXJ7F3fMOcXlPLa+s9XLbsBSeuzQ5kGSYrAuZVKy2Ki5+7CNy8wr5992X0r/z4XDVxNgoHvjX+yy9M5u7F5Xx9PiJRzURNqXEeVPyYpqTi3IkOTtaP+/G0JCBaiawRAjxuBCi4dit5rEO6CWE6CaEMADXAwtb4T4dhoX//Y712/bXeS3873fHVA6ny4nTGXh5vV42b91KXn4+Q4c1z5YbTu1nNGf14eRH5nPSXa8AgSJmWQ98StT41zn92e8Y9uJKhvxzFVGdBhCdMwBvci8S719E4n1forniH8Tc8znGuxbgS+6JbsxzmG55j4qoTpz1zNec/Mh8HAk90V77Cr6UXhCVhIhKpFiJYUuxn5eX7GfF98tCsgV3QfrYZMypXYjpPICEAefiUxTKd21gwVYfu8r8XPPWTt5cWch7G1xc8OYhPllTzJnZWnZafPya72XuN6sprXBEjMQame0hRe+qLjMN85f8RHqM4P9GGlnwWyVWhwef08ElXX3Y3HBFbz0D0zSM66/lwnumMPqh1yitcJASayRWqSBZ2PnH+WaShZ1kvQezTpCAna1vP8SmtyZzaUYp63fkcdMgPfPWW0BK/FIwrp8GHYFKpRNPjWbRynWUVgRq/iTERjHuzC70i3PhtNsYeUqv0GvZmq1hE6Em1Kch9B1Wd3ILjtUQ4avq8PtHGqOh/JLaNOXcxhCUc+KpAeVR+/vqyNS7A5BSzhdCfAM8CawXQnwI+MM+n3I0N5ZS+oQQ9wLfEggDfU9KufVoxlRpISQIfWA7H4wB18cmR6zJAse2x6vBFB2KnHFVWEJ1bXRRcUjFh+L1IKVk89bAn5LX60UiSR3/So1x9s6YBK5Klv78K8b4FHweD2i0HPrHBPzOSva+fW8gbt0YRdolkzjprlfYOn0S1vw8dIlJOErz8JqT0fmquK6Pizjz/7d35vFNVtn/f98nSXdaKIWWQtlEAUHB/TvjqMOouKHoV2HEBREVx33Ur/sy/saZUVxQFFFRURBURHR0UEdcwA0VERGoIAKydU/3JW2S57m/P9KkSZs0aWn6pO19v155vcj25CTWc+4995zPsfBWrme2b1Z8PfNXrOb73N0BPRGGISkpr2ZsZuNva7jISdY5bYSVsf00ThqiUe+G/+5w8vKGBlLjNBafm8COcoOJwy0s2eRg+47dLFr5NeuevS5Iemmcb1Vqr6jh/Fuf5OJx8ODnDewpc1LhcDLvzARu/LAegWRE3xogk4wUK2cMh1NveIKPn74ZKSXvf7Ge587vF1Fvif/KOtiKPlSap7US5ubXaEsDY3ubHUPR3ubGrkC4MwAnUAvEA73wCwAdgZTyA+CDjrym4sCwWizUleUhLJ4/DW8NeFxCMjSuGJtzIHotzYOHdzZtqJm0/qqTH9w5yfdvo6EOe6NmjV5tx77Ssz7Ra8spWnY/pSl9fK+VUnpGMBoSHcGgq1+gYMlt9J10K0JoHvmFxtr6omX3kv/2wxSuTEBWe9RQs6fNxlmaR9XXS9Acpby1u4o3NttJscEzZyZy3QcOCj9ez5bXHwiw3V+sz17j5qNfapAGXDY+nt4JgqljbNyz2sXU8b34dEcD08YIjhtk9QxakTpXHRnHq5vdvPPpd74RmKGc8eL313LSQCdpVp0XzuvNoh/rKa+q4aA+GhccamPFVhdbit2Mm1uIzaoFaEYBEfeW/DEHn4RG8+Y5f1uCBYVg9jcf7em9Rlv0qTp6Il9HB5RYorUzgNOBOXjSMkdKKes6zSpFp+PviEtbqQFvC/5KjgWFhb4BJBrSJ0eQkd47oK68+Wxarxyxq7oUTdPIaxx5qDXWA/Q9w7MbEBYrUncjNAtFy+5jwh0v+a6x6t5zGXDeHb7DbYfDgQEULb0dvabMs9vxqnJKA2v6QJAShEBLTCVj0q0UL3+A1MzBVBb+hrssD00TpP7+Qso/exEHqSS4S/jdMCsDe9u47jhYuMXJ9r3FAbMLmstMD03RmTjCSp8EAMmIdM8uoMrpZH+FkzlrYe63DRgSkqyQHCdIsgoybPU+sbtQq1L/GQkltbXYNFg0OQEh4PLxNjYUGByZbWGnyOSFuy/zaUbNetdzRvHORZ6KrFC9JV7Kqh2k29whA4e3FyNYUAhmf7DRns073ztyLnYkRGvEayzQ2g7gHmCKSsv0DA50IEgw/FUg82dfhdA9OwhXTTnF1R6Ji727f/SNHCwoLMTlclH/40YEYIuzUVtdwYDpjweoaIInGBUUFnq0biSeVbsES1omWmIvNvy4EVucLeROojU0axxIA6FpCM2CsFhJSOvL8Tc9xYd3n4u17yA0i6dHIvGSR6he8yJa9U6sFnhlo5PD+gniZQM3P/EGjvIinxNbeN8Mn/O6/O8v8/3Pv/FLqZunvnMBnlJUiyYYn53A1cf1YunGWj6aNZirl+fz6mQblfWSmz9qoKiynt17d7EnPSWkVIj/jITzXs5jUFID6UmC7F6CvZWSsf01Fm10kpy0LyAV4x35mZHiWQD4B5bmjtBf9jtU4KhtcAZ16MGCiVs3cNSV8cLEnIBrhEsxKdpPa2cALTuPFN0er75M8ewrAh6PS0im9wGUAkhXA9kznwbAad/nm4T16xPTfEGiYeNGSj9+ntIPnkSvLceSlIZeV4mzdD9JiS0FyAZkZWHYbDidLjxayxJ3eT56bQVFy/8GwKCL/xWxjd70j+F24h3c6662U/LubPTaCj68+1ykoVO4+BaELZ6Mxt2H/utXTBsbx5VHxuEwLFy/soaBKYJvNu3kvSsGMWPZKlat28bx44b7nJe/Mz3n1nnkF9t99/Mb4If1lRjS4KRn9zF1tIXyesnSTS4adElmskZmWjxHHHMMP+3Y32I13Dy9Uu90s2KPm492GqQmCKrqJVjj+N3hQ1l43wym3j7X99qzRsCSHx2Mf6oQq6WpRiTU0J8zhoPFWcUJA1zklsiAwPHHHFix6hs+uTITCHTowVbV3hRZqF1NZ5ZimrHTMIOY7wNQdC72sgpyLnm4hRJkwev3MGJs+4d7Syl9HapSShwOh+/fqxuDjdPp9KRyDE9Hq9CaVu9uXWfrtm0+DfrmxPUb6sntaxrW1Ayyps8hb/4MnE4XbqeT/Uvu9A1l0euqgCZ78l/5K3pNmedCmgWLLQ7d2YAlLh6hWcieOQ+XfS9x/QbTULgLW/9hFC662aexb+kzkDdyy3lrm5OBAwew16Gzp9JBghU+3VbB0F46hft3s6KoiGUXtXRera2sz1mYz1vbdJbluoi3SJ46w3OIW68b/FbzA+k2Z6sjLQFevXggpzy3h6V/TmdMTh/sNW6mvlnNy/dfzqKVXwe89rhDsrj+hPDy4F5n/PSpHqG304fBaz8FBo6yagfnjxQRH56Gy7V3ZilmT9lpqADQg4h0ulIwJ6tlZ7d62Bvs2nn5+Wj+TrtxFq6gqcoIBDmXzwWgtq4OzRaP4Wogf8FVDJjxJPmv/BVrn4Ho1XacznpfdU9Bfr7n3SufJH3idbjK8pDS49DdVXby5s9AGgZFy+5Fs8UjpcSS2Ishl85m5/PXMGD6HCTgLt0PQlD633kUvubR0LemeHSRNIuV5oOUJBJX6T702jIKFv3V97hbT2JIzlDW/7yJkSNH4ijawfsXp3Llv6uxWgRHD4C0BBcH9bWFrSDxd3ReYTvPD/oDk49JY6ejkpr0w/j0m43ceZyFf65eF1Cp8/Ty1fRJjvOlhzxjLT1znSHQEa/ZsJ39hfXM/aKUvmnJvolz4Q44vat/q17PkD5WEAbXHJ+BJedo3/vOuXUeq/PtHP1MZIenreXao1HbH+6zulvTVzBUAOhBtDaZqa00d/heCQn/+bDFs6/A4Why2l4HLQHD5UTzBYHwGNIgLn2gT8vI1qsvWZNv47dXbvPNyBVe3RXDTeZFj2FJ7Ye7PJ+0gSOoKdpLwet3e1Qtq+wULL7Fd22vhIiQOkceMd4niWHt1Rc3Eqd9L0IIpMuJQGBLH4SW3IcBFz/iu8b+52b6yl4HD+hHVe1ORvUVDOglGJGusS7P4OkzLdgratrcxORtHvPPr5/w/FrOH6kxpJfkpGxnQKXOsN4ak049PsARe+c6Q5Mzzi7a7pt4tvLjzwPeE441G7azdVcVz33VQJ9EC1UNEqwuRpU0OfeOPDztzFLM7tr0FQwVALoRnTk/tXkw8UpIeGv0wXNuUPTmfST07o9eW4HLO1VKSlx+paatIeKSKHz1VvTqUoTVhndFLoSg8N1HPc7+wn95qngaU0b29x5B6i7clU3OLiVzMAlpfZlwx0t8eNfZHHT1sy0+a9dTl/h+J+9B+OrZV5A2YJjvNU4BwnAjpAE1Tde32Wys+/oL7HY7v2z+gZG9BWv3OimqgZxUOPNgK8N7a+RV1zKid0qrw32CNY/5H8wCxBv1nDY0niF94jhzmJs7Vq/j9+MOYc5rH/PW9Ezu/rRlCWXzvLa9ooazb32GivIyX2dypKvdhffN4JS/PMRzZ2sMzUzDGp/kSytFg84qxezMnUYsoAJAN6IjV/jhKMjPCzgodrlcCM2Cq6LQl9MPQAjKPpzru+uuKSchrS8Ybt+4QbfTSWPROyBoKNmLdDdWuWgW+v/5H773WzQLKZmD2T5nGgDWPtme6VngGbquWQgnHeWodwS8RNd1ho8+PEwDmyAxMRGbzRZQleTVxl+88AUu+Z9s9hYUsWaPzpQxNlbtdPHVPp1luW6qnaDZXKQmJ0TUxGQYkgJ7FQjNl0opq3Zw9nAL6YnCN93spGwn18xeTE6KztrfHEwaYQ16NuCf1178/lrs+XvISrUxsn/fNq12n12xhpNzXIzPTmRPRS0HtRLUOoLOKsXszk1fwVABQBFApF29BoKhlzc5dIfDgbDFsfepS3w5fYDKvB2kDRzBrgXXMuzKp32P73v5Jibc8RKr7j3X50i9YwidTheWpFTPTFxXAwOmz6Fg8S0ejXuhgTRwlXlko4SgKU0vmzt82fouQ/qfRQDCwphr55M7/1rf76BX29n11CW+l+i6QalFQ0MG/E7e32fNZ5+we2cDu/Y6iLdIbH5iKxaLwGLRGD9sUEiH1vzxpvTMST4HdMZNc3l7226+3GugaQ0YBhRW69gs8P4lvbjxwyqem5LNX4J08fpPOHv3s3Xcf6KVh79qoLRWb9Nqd8XqDdRVufl8T01jVdH+kEGtK9Gdm76CoQJAN8XbQAWe7trhow8nLz+firk3BnTTNqejU0X++A8Wd1WXkjv/WuIsWoAj1YDywkI0Q6d0xQMYBp4B6a0QF+dp5BLeskXhLQoVSN2zwyhc+STuimJW3XsuUnoCk3f5Lyye+lZ/OfH2/g7v/fdTqqqqOHvyZHrFCRbfPJH01PalDkIdRvrX+Hs54/ndjM2QjO1vZdLBVlb+XMMZwzWfvEPzvPbNTyyjrLyMIb2TmDzSxjNflfFTfj0TBqf4GrhClUHaK2pIT7LwyYyhZKRYfVVF7R03Gkt056avYKgA0E1x1tf6VuKOkj2MGTMGbds29i25s8UKvy2aPd5zBl3X+e3FG5qesCWQNfXvvs/z4vWpLVIm2dlhJ0sNH304xdUNpGYNpQSQbpcvYyN1F5V5O3zTpRAgXZ6xh8KWQNGyez1DVWw2BmRlIatLGHrZo4weNcqT1x84wiN2V1nk60moTA0+ee3Y409k88/bfJ3Mvu+A5LCxY1oEi9TUVO6/9z6mXTiV738dx2lHDW/1e3ppnqMPdRjZfJXq1g3KK5zc8btEfi5xcdwgwaXvlCMsNpxOJ88sX82adT/58trTxiXx9Oe7yEqWLP6xgbNH2bhgWTkDegl+LDIYW74dIGQZpLcCqKKinN6Jfbt9mqQ7owJAD2L0qFEYETje1vCeMzRs3IitT9OowoJXb4WaYoQQAY5+67ZtOEr24Kou5ZN7J2M05ms0TfN1AEd6SK3ZGgd2SwNhsZGaNZRiISh4/R6fdAV4/qiTMofQ2+b2fdfhow/3laN6BeVcLhd6XRWVaX09Zxi2eDbn5lKQnx9gm72sgsw/PxgwJwE8aaxQAnkTJvyR9z78iFtuuJZTjxga0WQo/xy9V0Ih2GFk80Pd8YcMItm+mT8e3rQjuKa4nIU/1PLBzMGc++paZh6V4strS2cd5460kGDT+C5fMvMP/cnstY+nzunD/V8JHrtpKn/5xwshyyDXbNjOtt+qeerzehITHaQmJwDdN03SnVEBoBvhn7/3iqoB7ZJDCIfNZvOVZDrqHX7PNDV2+ZeEatnZAO0+pBa2hKa6eynRayuoTOuLzaJx2NhDgzhid9CdzdZt20g95WoAnE4Xpe/PIW3iDUgkcemeIewkpGKcdB1WiwX7Zy3TZTVFezGkQX1lKXnVBA1kmqbxP0cfhRHhCKPm6R6vhEJrh5HegLFifzFWYQTkratq60myuBmebkM4HSz4TmdZrmeHVFBSSYLVYGhvC+OyLJz07F4uHGMhM9HNpBHxYfV4vN3Dz07K5JqVdd0i9dNTUQGgG9FCz8dvJd7RWC0WX4BxOj0rafvKOdh6Z5ExyeOoC16/x+fcvSvp1mhexlpQWIizvp5fn/BU+ng7eaFJpC53/rVtyte7dd23ki9ceDPumnIKm/cRAIn9huAo2RN0YIYhDeIycrCm9CFr8v/5fudggezQsYfx6347Iwc3DXIJJjPQPN2z+LMNLZw6NK2yAwNGHcsfvdV3LW8n8ZtTe7G9oJKsFCh2Wvho3m1IKX3PZaRY+aWogf9s38cdEweRlWpjWqqL+c/sZPaVrevx9JQ6+e6OCgCKduHfLbw5N9dXY+9P8zy/d6UciuZlrN7w5XWs3ue2btvG/ncfZ9U/pqPXlhOf5plYpWkahx06yhcQ/ANKXn4+e+8629ONLDSsyb1x15QBEqFZ0RJ7+SqG9Joyflt4M+mnXUdpY8cx78xGaBa0+CT6nHpNxL/Ttddcy5QZl/LmPf/LqMYg0LwcM1jt+cod1QFOvTmtOWHvc2kJGo+vr0DSNKMgOT4uYGfx/tYaLhprBZcDsCHcDi4a6zlEvqV/fEg9np5SJ9/dUQGgm9KZQ1o6G7eug+4me+bTAcJyjpI92D9vGk7vH1C0bdvY99a/EPHJGPU1GLobLTEVw1GFltgLLSGFvqddj3R70iRFb95P8fK/IQ0DoVmwxicz4OKHKXjlry3saY2jjzqSZW+9y7MP3cbcWX8KWLnPencdn23YznFjhrap9jycE/YeEj+ztgLd6QyYUTA8OyPgADnPXo2GwSubSujfp57i8mp03cCggtdym/Sgmuvx9JQ6+e6OCgAKIEj6JT8PA4GmaQxobHICKCkqbBFYCvLzSe43uMNtCjYLwDO5SwMEeS9dDwhKLRbf5K5QjB41ikKbDZfTQdb0OR7BN5cTd0Uh1rRMCpfe7pGqsFixpQ/C0qsvWY1SD+7yfIqXP0BD0W+4q+0UvX4XluQ+CFt82POVysoq7rr7LrJsDuwVNUy88UmmjmpS0FyRu4f9RWWtpnuaE84Jv/f49dgrajjhqn8x84hEzhqVyM+lnhkFL99/+QGt1D/6bisbt9tZvNERVi1UEfuoANBNaWtXcPPXF8++gqGXz/WVkPq/v3kVkUc2IXRvgZe27kq8payOkj2+yqLVs68gdeINCIuVuIwc32vbujI3XM4gjWNNCISnP0DgUyU96ojx5H7j+cxI5yVcedVVjO2rc+fUU5jz2sdUlZfyp5xUdJeb04YarNklEXGCfz9xW8SOOZJmpflvrSFeNnD5+BQALh8fz9LNNcx/azX3XTGpxTUj5bTjRuOqKmbSqX9QDr8boAKA4oCJ1LFHs8ksGAWFhRi5TfOMXC4XUmggZQuRCNFM9RMaG8NEy8cj/b4vvrwI+/4dvHnTZZRW1vL6R2u58sg4EoWTzBQrbkMyeaSVtfmBOfxwWvSRNCu9vfoHJgzVKK7TKa7zpHImDNVY8dkP7Q4A3tTTv07vwwWvfszZJ47n4Jz+4d/Yzs/qCXr8ZmNKABBCTAEeAEYDx0op15thR1egMwXe2ktH2dHW+cDhMAwjoHbff76AJkRAEJCGGwzdoyHk9fl+zl8aOqtnX4GrurSFzaG+f0lVHQ9eegJCCBa/vxar4WT+Ohcv/AAOl2fEoxCCg/rGsfLz1mfotpXBWX35skjyZcDEbSuDs5r6JdrqZL2pp7W7HeSk6Nz+9HLeeeS6dtkXyWf1BD1+szFrB7AF+F/geZM+v8vQmQJvZtPckYYqZRUC0N00FP3me8xdbado2X0cdmhTdZLubODXJ5t0fKTbCZoFd1leo3SEFQw37vJ8DEc1xcsfACSWlHREfCL4yVcDZEy6BavFElAB1dp/hx25myht2MeoIZms/Px7zj8shdXbKzl2oIV3trq44FAb3+XDkksGseiHmlZn6LaVSHYJbXGyvsPrs5K45q18XpiczLlv7OTXfcUdvgvoSXr8ZmNKAJBSboVA7RWFIlKay0oA5H6T0+JswhIXz/AblwQ8tufVOyhefj8WiyWgezg103OIXbH/V2SVZzzjvnnTm95ouFt8ZjDsdjtXz7yMBS8v5rlnnmL2o49x6T9e44858MnWap45M4FrVtYz7TAby7Y4+dNwG8c8vZ/UpHjKv14dcoZuyM9rZ6oklJMNdT3v6v/9rTVMOtjK2P5WLhprjcouoKP7DFQ6KTQxfwYghJgFzAJ4/vnnmTVrlskWdQ3aeuDa/PVeFUxN03xSx629Pxr421RQWIhhGL7xjgWNaSFvlVJGeu8W6TJd1z2jJwUkJni6lodcOptdT13CwOzsoDurD+86h0GXPNTi8f1L7orI5sULX6B853oWvbSAW26/ixnTL+XJxx7mF6uLScMEhgFHDdB49ScXiTbBqj0Wxh6UwzGHDmXFB5/x1kdr+fQqz+8dSY394vfXUlaw1yf6FqmDC+VkQ+0K1mzYzt4CB1XVNbx6XgI/l7g4bYSVZe/tprSytsMcazT6DFQ6KTRRCwBCiE+ArCBP3SOlfDfS60gpFwALvHc7wrbOxow8fluvG83zhPZ+/xadzSFSYf56P/6v2Xv3uQhbnE8kDjyyFbquU5CfR9695/oe13UDi0VD6u6A63tTPgWW8Fo+drudlcsX8+zUwVyzfDGXXTGLlJQUfn/c0dTsy+Wu01OoKrdz50k2NtsdjZLNdTx201Sm3j6X47I1kuJc9E70fFak/QAPnpzEjOWlEVf4hHKyk04YHzL14p0cRt4PHH9ok+bQ1fbKDnWsHd1noNJJrRO1ACClPCVa1+5q9KQ8fjDM+v7S7WzsFWj2uK5zykP/CXhs1b3nMvEf/2b17CsCDo79lU29eOcWAAHCcaKhmuuOTWBkVhKTDqph0UsL2FNop6asiEkjNITbQVqCICvF4pNsnjTCyi1PLOPkHBe/lBhstRusfGwfaSmJvs9rrR/gjOHQL66BK4+MY95bnzLxf8byyKv/bTXdEcrJhtMA6gyt/I7+DCVb0ToxnwLq6cRiR2+sVCZt3baNPD8HnJefj5Gb61u1C6uN7JnzMNxOLI2DX3SXk7xnZ7aYWqbrOl/PvTHkZ/kPgPHOPwZI7jeYMdc+hbOmgl8en8L0Y44AYPoxfZj6xmJqtV70E06W/FTPo59WognhqzIycDIgPYX80mJmT09mTP9kcotdXPye5KN5rfcFeFe2T58KaTbBZeNsLPmpgSv/+Qr94lytOrpgTtYwJCUVpcy/MYcd+0u4aHxvLnqr5S4g2nTkZyjZivCYVQZ6HvA00A94XwixUUp5mhm2xDqxUurpTzRX9KGCS0F+Hs2PYN26jq1XX58txY2r96ZVu8Bl34s0dPRGnR9visd/ahl4BsRUrXqaUAzIHhgy1QRQtO4/TB5pISPFM1wm0abRUFFIjdXNty/ewBOvfdxishfAgy+tpGLbFxyS4bHvkAwrJ+fUMX/Fau6bGTqd4139W/V60lMtGLrBpeNsPPFNGc/NyOG+NaEdXTAn603vCLcD3eUEl6PLSzwo2YrwmFUF9A7wjhmfrWgiVlby/oQKLv75+kixJKUS129wgF5QVeHuANXP5nhnBXhxVZeiZWeH3XGV//oDb+5z8fXcPRiGJK+4DAsGo4e4Ka2sDZmHbhqtWO27VlW9JKlgQ0AAaF7J4tXkf2Gtk2QbeI7HJH2TND7ZVsGkESltcnRrNmxnf2E9T6ypIj1Ro8xRR78+qQzqwhIPwQbnFJTVcsQhW7vsd+poVAqoB9OVziY0TQurQeQb9NLotPXacpz2fWgi/AGul+bjMv0Pmb0BMy8/n2K/FJJ37kHu/GtZ//MmHA4HRxx5JC/cfBYnjB3CnKWrQuahB2emky8CJ42lxkN2/8DpZN5KlmeWr+anHft5+f7LufzvL7O/sISS8kanXecmI0njy10Olkzv3yKF0xr+h7y3nJjGnC8qYeBRXdpRhpqvPPG40SZZFHuoANAJxGIev6Npno/3kpHeu0O+/4CsrBaOGCD1lKvZ3Cj3kH7atYweNcrntOPTMnwrfy+a0JCGQVX+DuwfzkO6Gxqfkei1lXx41znYLIIB2QNb2OgNmEZubsBBsf+OAeDbdesZPTSL8cMyW624uWv+2xGJs/lXspz76lqykmDRyq8DnDaGG5x13PL7BApr9DancGItX97RtfuqGig4KgB0ArGYx+9omufjvQQTj2srX8+9kdqSwMNeW6++6H7DXaBlxU6cRWPXU5f6U5ERAAATj0lEQVTQHCF1bDYbQupkXzHP97jTvg+bRaB9/kyrNvsPw4GmAfcZ6b2RUnLT9dfwzZMzSE6M54XG1X+wipvK4vyIHLQ3l903yUK8bODBk/twf6N0hDfN4ZV1fvybegAsllr69+kVcfVMrOXLO7p2X1UDBUcFAEWbCbaib48kdLAziLz8fLRt2wLkFpz1tQyY9k/GjBnD1m3b6OuoR1isOF6/q0nqQepYLJaAfH11WXHQzynIz2P/kjuReJy+F0+qKHyrib9t0DT4RkrJi68s4vixOSQneuYXB6u4cesGjroy3puZHXY16r8yX7y+kosPs9EvroEzhif6dgEdQWeUeEZKR67W7RU1zHjwFaorK1hxYSpg/u4mllABQNFmgu1oIpWE9sf/DMKr/a/rOrsX3cY+v05fl8uNy+lic24uTqcLa59sNKsNa0pfhl/lWcHve/km+veKD7pyDzZpbHNuLvuX3tMiRRSs7j8SDMNg6oXT6KdVMv+GM32Pt1ZxE8lq1LtyBViZW8WbFyThlpIzD5Lc8HHHObHOKPGMlI5crS9+fy07d+1hymGJMbO7iSVUAOjBxNLZhFf7HwjQ/8+dfy15+fmkDhwBgKtwt0cNrg0Hu51BTZ0DUVfCs3ef1+rr2ppr967M562tYPIIfNLOcVYXk0bEd6oT6wxNnY48i/Bea2Cqxsvrq1m5U6BpTfpjaoiNCgA9mlg5m/h67o3UV5ZSVbgb8NTqb87NpWjlkxjVJei6HvCcu7KIuL45oS8YJVoLmK+/9joJ1vCy1ZHm2r3O1ntIfM6t8/iyyN5M3rmhU51YZ2jqdORZhPdat5w4pFtUNUUDFQAUAbS3N+BAdhPO+lqsKX18E76ky0liYiKGq4EB0/5JwTuzfc95xzgabifS0H0pG1d1KRlDDo3oO4LnIFe6nS0Oib2D5YPR2vc//g/Hk1BXEFYYLdJce3Nn2zxF478a7ww6q4qmo84iYq2qKVZRAUARQHt7A6K5mxC2eN/IR0N3YziqsKako8Ul+FJFWnZ2m22wxsUxMDs74LH2NsGlp/Vmw5bvw65UI8m1h3O29ooaTr7ucWzOqrAdwx1FZ1XRtOcsIlhqKtaqmmIVFQAUpuHdNbiqSyEhtUm1s9mYiKxJf/WVe9YU7aXg9buxWjRc1SW+wNTaTiPY7iSvsWqp+cF1sEAXbldkt9tZ9+2XXHOkjXdXrzvgVWY4Zzv/rTVUVZTzzJkJ3L3qG649f4Lv86KRp4/11XSw1FQsVTXFMioAKEzDu9IePvpwKlxW7G/cGfC8XlvuGwfpTfVYNM+tf694MoYcGtFqvbWqJX9lT2hS9/TfCYTbFT1w/z30ttQzbUwChuY8oFVmOGdrr6hhyQdf87+jrRyfY+HkHFfALiAaefpYXk2H2i3FUlVTLBNbpRSKHsvxNz3FhDteCrhZmo1fjAbuxmYy783bzBZsxR8Mu93O8mWvc/YIjSF9rJw5TOfd1esoraxtlz2tOVvwrP6Fu56Z420k2QQzxllZseobSitrA5zhys+/b7cNzVmzYTuvbW7g6GeKfbfXNjewZsP2Drn+gRC4W2r6nRSRoXYACtMJdYAcZ9F8ZaD+4xu9qZtY0CxavPAFrj4mibXbHSzb4uS0ETZOym7/LqC11MX0s37Pkg++5uxDLBySYcGiwbDewrcLSI6Pi0qePlZX07GemuoKqACgCCCUMy4pKmyh8+N9/YEeAId7f6hpYAdCQX4exbOvwOVyIbSm8k13tb1N1/n4ow/ZsqGM9ESNWz9ycOP7tSTHa4yrbFKcbEtevjVnO2fpKlzOev7zi+Tz3Z7VvS6h2gkJ+9fTv5etRznDWE5NdRVUAFAEEMoZtzaSsUuiWciYdAtOpwthafrfoHjZfW26zKmnncGp/Uq4ZUJ/Hl+1h7+/v5dx2YmcemyT4mRb8/KhAsaaDdup1zWcGNT6Ta60WDRSNNHjnKE66D1wVABQdEvCVe4MyMpizJgxbG6m7FmZmh70PaF6HNZ89gn5ex0s3rCLqrJizh1t471tdcjvPDuA9tTPhwoYre0Ozrl1Hq9ttvcoZxirqamuhAoAim5JpP0MrSl7eokkxTXnkYdgw2JumdCfEfet44TxHumKttbPt7fhSjlDRXtQAUAR80RTsyiUsmdbsNvtrFy+mDcv7APAzScP4h9vf8mUU45p8yGlki1WdCYqACg6hI4eLxmL4ypDsXjhC0w6CDJSbMz+aC+fbi3nD0PiuGPe8jbl5VVVi6KzMWso/KPA2YAT2AlcLqWMrPBaYQrhVuEdPV4y2uMqO3JX4T0HeG3THvKKy8lIEpQ5Nez797GvICHivLyqalF0NmbtAD4G7pJSuoUQs4G7gDtMskURAbG26j5QOvL7vPffTwEoLCxk0lln8t8Hp5DRO6XN1+nsqpbOkHdWxDamBAAp5Sq/u98CF5hhh6L7Ysasg1dee5MLTxzZLucPnX+QGw3ZCBVUuhaxIAUxE/gw1JNCiFlCiPVCiPULFizoRLMUXZl1X3/Brq2bWtyiuZMxDElmn/Y5/84mWrIR/kFFEftELQAIIT4RQmwJcpvs95p7ADewNNR1pJQLpJRHSymPnjVrVrTMVSgOmIqyEj7ftNtsMyIiGho60QoqiugRtRSQlPKU1p4XQswAJgEnSynDT+JWxDQdnXLpyOt1VkXRQw/+P66+9jr2FZWTk9mnw67b0USr2kiVsHY9zKoCOh24HThJSllnhg2KjqWjUyttuV5Yvf4oVxR5EUKwZdNPcHp2+BebSDSqjVQJa9fErCqgeUA88LEQAuBbKeVfTLJF0cXpLAcfjnU/bmFkVlJMr/4hOtVGXb2EtaceXptVBTTCjM9VKKLJiy8sYMK4oWabEZZoVBt1dWG2zhh4H4uoTmCFooO4cMr5PPbQA0w5YTTJifEhX9cdV5tdWYuoswbexyKxUAaqUHQLTjl5AplDDuGDdb+2+jpVKhlb9OSpYmoHoOj2dGZT2CP/+gfnnHU6U04aG/T5nrzajEV6+uG1CgCKLk84B9+ZMhaZmZlMnjKN2xas4tFZofV+VKlkbNDVD68PFNHFSvC7lLGKnomu61wwZSpHDLBy/8V/8D1ur6hh6u1zeXNqLzJSrNhr3Ex9s5rlj/61R6w2Y5Fzbp1HfnHLMaDZ/TO69LlGAKnZMPZ8EewpFQAUiihx8YyZ3HxCX44ePRjwzPQl7wduOTHN95o5X1TCwKN6xGpTYRKtBAB1CKxQRInfHXss9776Jd5F1poN23ltcwNHP1Psu722uYE1G7abbKlnd3L+nc8p+YYehjoDUCiixLQ/T+Gj999FSokQIqZTCj21Dr6no3YACkWUuPKa6znr8L5oWmz/b6ZE3Housf2XqVB0UXJ/3orWUMkFJ4wx1Y5IUjs9uQ6+p6MCgEIRBR56+BGOGtyr3cNhOopwTWfe1f/0Iz1VSNOPTFa7gB6ECgAKRQcjpaSqZC+3TfmdqXY0T+1s31vcYjfQWh28ovujAoBC0YG43W7OOPNMfndwP2xWS5ve29GVOM1TO3fMW95iNxDLlUmK6KOqgBSKDuTVN5ZzRHYcd114fJvf25GVOM0lDqaNS2L+MztZcnE2d3/aJHUQy5VJiuijdgCKLs+xx5/I8NGHt7gde/yJnWpHXl4ecx99iP+7oO2pn46uxGme2hFuBxeNtbL2N4dK8Sh8qB2AossTKwNhXn/7PS475bB2yTp0tEaQvz6/YUhKyqvol6QxqHctCy/M7lGCZ4rQqACgUHQAmzZtZuWyxbx19zltfm80FCn9UzvBJCh6kuCZIjQqACgUHcC+vDyGD+jdrrLPaCtSdvVpXYroYdZQ+AeByYABFAMzpJT5ZtiiUHQEBx8ykqTEhHa9N9oOWh30KkJh1g7gUSnlfQBCiBuB+wE1FF7RZflxwwaqa+ra9V7loBVmYdZQ+Cq/u8komWfFAdDWiV/HHn8i9rKKoK9v7/CYMYeOZlmDG5dbb3P9v0JhFqadAQgh/glMByqBCWbZoej6tNVpR6NqaOyYQ7GmDWT5Fz9z0Z8Oa/d1FIrOJGp9AEKIT4QQW4LcJgNIKe+RUuYAS4GQe2AhxCwhxHohxPoFCxZEy1yF4oAZPGQw9qr2pYEUCjOI2g5ASnlKhC9dCnwA/C3EdRYAXs+vUkWKmOXRfz3In/40gYv+OMZ0ETiFIhJM6QQWQhzsd3cysM0MOxSKjkQIwaAhw3j6Pz+YbYpCERFmSUE83JgO2gRMBG4yyQ6FokNZ/PJCNu6vw+lym22KQhEWs6qAzjfjcxUKaHvVUFsQQjBm3FFc9eQHLLqt7V3BCkVnIrwDq7sIXcpYRc+ktraWW6+dwXNXd64YnUIRlNRsGHu+CPaUUgNVKDoYXddZn7uL1Rt3m22KQtEqKgAoFB1MamoqDz36BK+u3mK2KQpFq6gAoFBEgVMnnMiuMoP1W/eabYpCERIVABSKKDFlygU89cFmutg5m6IHoQKAQhElrvvL1RRUuVUAUMQsKgAoFFHEkIKV3+0w2wyFIigqACgUUeTf77zN0q93mW2GQhEUFQAUiihSXV2N3V5uthkKRVBUAFAookhaWhoDsvqZbYZCERQVABSKKFJXV0dlZbXZZigUQVEBQKGIIi6XizpHvdlmKBRBUQFAoYgiGRkZHDRssNlmKBRBUQFAoYgidrudnb+pbmBFbKICgEIRReLj40lJSTLbDIUiKCoAKBRRJC4ujuSkRLPNUCiCogKAQhFFqqurKSgsMdsMhSIoKgAoFFEkMzOTP5xyOi9+9JPZpigULVABQKGIIhaLhdGjDuWrLfvMNkWhaIGpAUAIcasQQgohMsy0Q6GIJlkDsrBYLGaboVC0wLQAIITIASYCqkZO0a3500kn8pvdweZdRWabolAEYOYO4AngdtSgd0UPYNCwg9n0W7HZZigUAZgSAIQQk4E8KWXYkzEhxCwhxHohxPoFCxZ0gnUKRcdz5uTz0A3DbDMUigCs0bqwEOITICvIU/cAd+NJ/4RFSrkA8Hp+tVtQdEnSE+N48qtfuXTyKQghzDZH0ZNI7BPyKdHZ4+qEEIcBnwJ1jQ8NAvKBY6WUhZ1qTIQIIWY1BqIuQ1e0Gbqm3V3RZuiadndFmyF27e70ANDCACF2A0dLKe2mGtIKQoj1UsqjzbajLXRFm6Fr2t0VbYauaXdXtBli127VB6BQKBQ9lKidAUSKlHKo2TYoFApFT0TtACIj5nJ3EdAVbYauaXdXtBm6pt1d0WaIUbtNPwNQKBQKhTmoHYBCoVD0UFQAUCgUih6KCgARIoR4UAixSQixUQixSgiRbbZN4RBCPCqE2NZo9ztCiN5m2xQJQogpQohcIYQhhIi50jl/hBCnCyF+EULsEELcabY9kSCEWCiEKBZCbDHblkgRQuQIIVYLIX5u/Nu4yWybIkEIkSCEWCeE+KnR7v9ntk3+qDOACBFCpEopqxr/fSNwqJTyLyab1SpCiInAZ1JKtxBiNoCU8g6TzQqLEGI0YADPA/8npVxvsklBEUJYgO3AqcB+4HtgmpTyZ1MNC4MQ4kSgBlgspRxrtj2RIIQYAAyQUm4QQvQCfgDO7QK/tQCSpZQ1Qggb8BVwk5TyW5NNA9QOIGK8zr+RZLqALIWUcpWU0t1491s8Xdcxj5Ryq5TyF7PtiIBjgR1Syl1SSifwBjDZZJvCIqX8Aigz2462IKUskFJuaPx3NbAVGGiuVeGRHmoa79oabzHjO1QAaANCiH8KIfYBFwP3m21PG5kJfGi2Ed2MgYD/pJf9dAGn1NURQgwFjgC+M9eSyBBCWIQQG4Fi4GMpZczYrQKAH0KIT4QQW4LcJgNIKe+RUuYAS4HrzbXWQzibG19zD+DGY3dMEIndCkVzhBApwArgr8125TGLlFKXUo7HswM/VggRM2k30zuBYwkp5SkRvnQp8AHwtyiaExHhbBZCzAAmASfLGDrwacNvHcvkATl+9wc1PqaIAo059BXAUinl22bb01aklBVCiNXA6UBMHMCrHUCECCEO9rs7Gdhmli2RIoQ4Hc/QnXOklHXhXq9oM98DBwshhgkh4oALgfdMtqlb0niY+hKwVUo5x2x7IkUI0c9bfSeESMRTMBAzvkNVAUWIEGIFMBJPdcoe4C9Syphe7QkhdgDxQGnjQ9/GeuUSgBDiPOBpoB9QAWyUUp5mrlXBEUKcCTwJWICFUsp/mmxSWIQQrwN/BDKAIuBvUsqXTDUqDEKIPwBfApvx/D8IcLeU8gPzrAqPEOJwYBGevw8NeFNK+XdzrWpCBQCFQqHooagUkEKhUPRQVABQKBSKHooKAAqFQtFDUQFAoVAoeigqACgUCkUPRQUAhaKdNCpU/iaESG+836fx/lBzLVMoIkMFAIWinUgp9wHPAg83PvQwsEBKuds0oxSKNqD6ABSKA6BRnuAHYCFwFTBeSuky1yqFIjKUFpBCcQBIKV1CiNuA/wITlfNXdCVUCkihOHDOAAqAmFF5VCgiQQUAheIAEEKMxyPw9T/AzY2TqxSKLoEKAApFO2lUqHwWjzb9XuBR4DFzrVIoIkcFAIWi/VwF7JVSftx4fz4wWghxkok2KRQRo6qAFAqFooeidgAKhULRQ1EBQKFQKHooKgAoFApFD0UFAIVCoeihqACgUCgUPRQVABQKhaKHogKAQqFQ9FD+P40iTgUaJBGQAAAAAElFTkSuQmCC\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}}],"execution_count":15},{"cell_type":"code","source":"# Linear separable\ndata4 = pd.read_csv('linearsep.csv')\nfor i in [1,5,20,30,40,60]:\n    knn_comparison(data4, i)","metadata":{"id":"1nxkQjNiWbXc","colab":{"height":1000,"base_uri":"https://localhost:8080/"},"cell_id":"b227178cef6848ce8752248f4b2a08c2","outputId":"1b779cac-e024-4bb6-d3a1-31c8502746bc","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":26057,"user_tz":300,"timestamp":1642260491133},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAXgAAAEWCAYAAABsY4yMAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nO3deXwU9f3H8ddnN3cCISTc9yW3giAeyO1VTbV4VariUQWx9LKttUWp9ai2tlp/HhweFepBKd6gIi2HaAQEKyIgiNwgR4AIAXJtvr8/kmBCrt3NzM7s7Of5eOTxIHvMfFbwPd/9zHe+I8YYlFJKeY/P6QKUUkrZQwNeKaU8SgNeKaU8SgNeKaU8SgNeKaU8SgNeKaU8SgNeqRqISHsRyRcRfx2vMSLSNZJ1KRUKDXjlCiKyVUTOq/T7NSJySESGOVGPMWa7MSbNGBMor2exiNwS7vZE5F4RebHS721E5EsR+T8RkRC2c7WI5IjIMRFZHG49KjZowCvXEZEbgKeAS4wxS5yux2oi0gH4AHjLGPMzE9rVhgeBvwMP21Kc8hQNeOUqIjIe+BtwoTEmp/yxjuXtkBtEZLuI5IrIpErvuVdEZovITBE5IiJrRWRgLdv/o4g8Uf7neBE5KiKPlP+eLCIFItK00j7jRORBYAjwZHnb5slKmzxPRL4SkTwReaq+0biIdKEs3F8yxtwZ6n8fY8x/jDGzgd2hvlfFHg145SYTgPuAUcaYlTU8fy7QHRgFTBaRnpWeuxSYBTQB3gKerP52AJYAw8v/fAawBxha/vvZwAZjzMHKbzDGTAKWAhPL2zYTKz2dXb6dU4GrgQvr+HydKQv3acaYyZWfEJGnyw8SNf18Xsc2laqVBrxyk/OBZcCaWp7/ozHmuDFmNbAaOK3Scx8aY94p75n/86TnKvsY6CYimZQF+3NAGxFJA4ZRdgAIxcPGmDxjzHZgEdCvjtf2AVKBf538hDHmdmNMk1p+Tg2xJqUADXjlLhOAU4Bna2l17Kn052NAWh3PJYlI3MkbMMYcB1ZSFuZDKQv0HGAw4QV8XTWd7C3geWBheR9eKVtpwCs32UtZ+2UI8LSN+1kCjAT6A5+U/34hMIiyFkpNLFl21RhzBzCXspBvU/G4iEwt7+/X9LPWin2r2KMBr1zFGLObspC/SEQes2k3S4CxwDpjTBGwGLgF2GKM2V/Le/ZS1kO3wkTK2jn/FZEWAMaY28r7+zX99K54o4j4RSQJiAN8IpIkIvEW1aU8RgNeuU55P3skcKWIPGTDLnKAZL4bra8DCqh99A7weHk9h0Tk/xqy8/JpkeOAFcB/RCQrhLdfDxwHplD2Tec48ExD6lHeJXrDD6WU8iYdwSullEdpwCullEdpwCullEdpwCullEdVuxDEURvf1zO+ylZrNu1g/jYfA0Zc4nQpSlliRI/mta5/5K6Az93gdAXK4/o2gadnf0R6b0dWIVbKciN6NK/1OW3RqJgTH++ucY1SdtGAVzEnRYrYv2ur02UoZTsNeBVz7r/uHDYseLH+FyoV5Vz/XbUU4ai/KYG4JCDoO5tFkMFfUkBq4CA+a9ajUjaLj/Pj9+nYRnmf6wP+qL8p8WlNSJMAwd+5MnKMgUKTxNF8aBQ44HQ5KkjH8/ZRWHCcxKRkp0tRyjauH8YE4pJIdGm4A4hAogTKv2GoaHFndg++zHnP6TKUspXrAx7EteFeoaw+lxepqkhNSkRMqdNlKGWrKAh4payXnpZE7tb16Gqqyss04IPw3tJVdL94Al0vHMfDz8xxuhxlgRZNGzMwq4iD+75xuhSlbKMBX49AIMBPHpjGu9P+wLq3n+KVdz5g3abtTpelLNA4JQFTqm0a5V2un0UTikHXTSL32+PVHs9KT2bFiw+Gtc0Va76ia/tWdG7XEoBrvjeENxcup1fX9g2qVSml7OapgM/99ji9x1e/jefaab8Me5u79h6gXcvv7qjWtmUWyz/XNXO8oF/n5kxd+jpZV//U6VKUsoW2aFTMOqN7Gxof3+V0GUrZRgO+Hm1aZLJjT+6J33fuyaVN80wHK1JW8ukVrcrD9F93Pc7o042vtu1my849FBUVM+vdpVw64kyny1JKqXp5qgdvh7g4P09OGs+Ft95LoLSUm0efR+9ueoJVKeV+ngr4rPTkGk+oZqU3bL2Ri4cN5OJhAxu0DeVOSf5SDu7bTdPmrZ0uRSnLiauu5Mt5oloxeYltaZLi/uNQ3rESmhTudLoMFaLComJufX4VQ2653+lSlArLrUM717pOivbgVUxLTIgnJSHe6TKUsoUGvFJKeZQGvIp5Rm/UojxKA17FvA6NStixbqXTZShlOQ14FfN+nt2fXV/kOF2GUpbTgA/CzZMep/m519Pn0olOl6KUUkHTgA/CjaNH8d70e50uQymlQuLJgM89dJgrJt7HgbzDlmxv6MA+NE1Ps2Rbyn38Ph/5B3Prf6FSUcaTAT/ztfkc2rWJGa/Od7oUFQWSEuMZ3sHH9o1rnS5FKUt5LuBzDx1m7oJFTLm8BXMXLLJsFK+8rUuLxhQWVL9ZjFLRzHMBP/O1+WR3Ebq3SCK7i+goXikVszwV8BWj97EDGgMwdkBjHcUrpWKWpwK+YvSelVa2OFlWWpwlo/gxv36Es8fcyYatu2g74iaee/V9K8pVLtKrY3N25LyBqxbfU6qB3L9MYwgWr1jN7m8KeXnNN1Ueb527mjt+fFXY233lr79paGnK5do2z6BjWjGmtBTx+50uRylL2B7wIuIHVgK7jDHZdu7rrWkP2Ll55XFS66KrSkWnSLRofg6sj8B+lFJKVWJrwItIW+AS4Nnwt2Jwe1u0rD6XF6nqFe8X8g8fcroMpSxj9wj+78CdQGltLxCRcSKyUkRWTn/zo2rP+0sKKDR+14a8MVBo/PhLCpwuRTXQr0efwf/+9Veny1DKMrb14EUkG9hnjFklIsNre50xZjowHajxln2pgYMczYeCuCTAjU1Sg7/kCKmBg04XohqoUWoSTVMTnC7DMx6aOIb8/CPVHk9La8TvnnzFgYpij50nWQcDl4rIxUAS0FhEXjTGXBfKRnwYGgUOQMCWGpVSNsnPP0LnW56o9vjmZ3/qQDWxybYWjTHmd8aYtsaYjsA1wMJQw12pSDPFx1mz+E0CJSVOl6JUg3nqQielGuovN5zDD1vuZPEzkykpKXa6HKUaJCIBb4xZbPcceKWskJyYwOA+HXnw8u4smX4Phw/pMsIqeukIXqkadGmTxZ+v7s2xBX/j4389rksYqKjkqaUKlLJSh5ZNuedH57L482288MqjnDPmDkQvdw1aWlqjGk+opqU1cqCa2CSuGpnUME1SKTf4aO0OZn6wmZRuZ9Nr+Giny1HqhFuHdq511KEtGqWCMLh3O6ZNGMap5kvWLPiX0+UoFRRt0SgVgpvOP5W4hV8wb+rddBs2mvY9BzhdUoPpBUnepQGvVIiuH9mH60YY/vDSHLYUFdHptLOdLqlB9IIk79IWjVJhEBH+eO1gkja+zar5s8k7sM/pkpSqRgNeqTCJCJPHDOaWzgfYMPtB9u/c4nRJSlWhAa9UAw3s2Z4pE0axfd7j7N2+yelylDpBe/BKWSA+zs+T40fyt9dn8N838jnrpntJbZTudFmeoSeCw6MBr5RF4uL8/Paqszh0+Bg/eXYyZ9xwL2npGU6XVa9ouCBJTwSHRwNeKYtlNE5h6vgh/HbmgxQkNWPQmDuIi4t3uqxa6QjYuzTglbJB49RkpkwYwVc79zP5mckMveWPxMU7dzMRbXHEJg14pWzUrW0z/nSljzuf/i2t+g6hz4jRjqxnoy2O2KSzaJSyWadWmbz0s+FckrmTj195TFemVBGjI3ilIiAhPo4LB3QhJXEbz7z4CD3PG0NWq3ZOlxU1ouFEsBtpwCsVQUP6dCCz0V5eXfo0azIH0HfUlU6XFBX0PEF4tEWjVIT16tCCe350LgPjvubDZ+5m+7qVTpekPEpH8Eo5ZOyoPlw/0nDPP+ewLVBCh75n2bYvbXHEJr3hh1IOM8Zw3ys5bPO1p8fQ75PRvI3TJakoojf8UMrFRIQ//Ggw941MY+OrfyF39zanS1IeoQGvlEu0bZ7BlAmj2PrWY2xd/xnFRYVOl6SinAa8Ui4SH+fnqdtG0u2beSydehfHjhx2uiQVxTTglXKZuDg/N17Qj6duOZtl/5jM0cN5TpekopQGvLJUbl4+V9w1lQPfHnW6lKjXtHEqU8edy7bX/sSHLzxAoKTE6ZJUlNFpkspSM+flcGjPDmbM/Yg7rr3A6XKiXnpaMo/dMowNO/Zz77Pli5a5dGVKXdDMfTTglWVy8/KZu+QTplyexYS5n3BD9mAy01OdLssTurdrxgOjhUlP30nWKQM57aJrnS6pGl3QzH20RaMsM3NeDtldfXRvnkh2Vx8z5n7kdEme0qVNFrPuOI8ftDnEx7P+TmHBcadLqmbPjs3s2vpVlZ9Duft4aOIYp0uLSRrwyhIVo/exp5eN2MeensrcJZ9oL94G5/XvxPiBKXz10u9Z9vqzrpo3HwgESMxqX+UnPq1pja0bZT8NeGWJitF7VlpZ1y8rLU5H8TY6s0cbHh9/Hr8+Q9j//hN8MONhjuQdcLos5TLag1eWWPzpRnbvK+TlNfuqPN5670Y92Wqjnh1b8ugtLck/VsjvX3yYb33pDBrzaxISk5wuTbmAbQEvIknAB0Bi+X7mGGP+YNf+lLPe+ttEp0uIaWkpifzfuOFs+eYAU2bdzTf+lnQdfCmtO50SuRrSGrFj1t3EpzWt8rg/KQUoilgd6ju2LTYmZfclSzXG5ItIPPAh8HNjzLJa36SLjSllia937ufB2cs4fdxjJCYlR2y/k27MrnUmzYMvzI1YHbGkrsXGbBvBm7IjR375r/HlPxrgSkVAl7bN6Nomi9JAZC+O0mWJ3cXWHryI+IFVQFfgKWPMcjv3p5RyltMXNOnFVlXZGvDGmADQT0SaAK+LSB9jzBeVXyMi44BxANPu/CHjLhtsZ0lKKQ/Ti62qisgsGmNMnogsAi4CvjjpuenAdEB78EopZSHb5sGLSLPykTsikgycD3xp1/6UUkpVZecIvhUwo7wP7wNmG2P0NLpSSkWIbSN4Y8znxpj+xphTjTF9jDH32bUvpaKVLq+s7KRXsirlIDuXV8799iiNfX5Lt+l2Ok2zKg14D8rNy2f8wy8y/XfX63K9Lmbn8srPvPcZgQ6DSUxOsWR70SIWp0LWRRcb86DKo0LlXsEsrxxqC2fJmu2Mf3ox6+L70GfUlVaXrKKMjuA9Rm+6ER0q/p5mX13WOhh7eipXz67+9xVsC+fb/OMsXL2Vt7fEcdatf6FspZDQ6EVC3qMB7zFVR4UFeus8l6preeWKv69gDtZHjxfy4sK1LPzqMG0HXsjZ15wXdk16kZD3aIvGQ/SmG1W5eYbK4k838vKaQgY+te/Ez8trCln86cYTr6mvhXPkaAG3TVnCnu7XMOK2h+hxVvjhrrxJR/AeEsyoMJY8PWcxy1dv5Ok5i7jnx9lOl1NFfcsr19XCyWiUzO9mfsg3Ran0H/sHGjVpWue2VOzSgPcQvenGd3Lz8nllfg5dMuDl93K4/coRUXUuoraD9e+nvY2kNKX1BbcxpHNPh6tUbqcB7yF6043vPD1nMYmmkOmXpvHDOUcjOoq3YprqyQfrw8dLyDtWTONm+5j42BOkNm5iZclB0xOx0UUDXnlOxej95r7xdM/yc23feJ6P4CjeiouXKg7WxwqKmL9qM+/sTGbQFbfz0MQx/Oln11V7vRUBG8xFQhUnYvfs2EwgEDjx+I5ZdzPpxmwNepfRgFeeUzF6v6lfGgA39UvkpTX5ERnFhzpNdeuegyz/cjcAfTs1o1eHFiee+3L7fia/upa2p49g0BUXA/bOdAklmAOBAIlZ7U/8Hp/WlM63PKEzblxGA155zmuLVjGio499xwLsO1Y2yhzR0cerC1fZHvChTFNdu3UvD8zbwinnlY3I31n0FpmBDfh8ZXPY9xQlM3LCQ/jj9H9TFR79l6M8p33LTJbuNSx9p/KjcbRvmWnrfoO9eAng8817eHj+Dobfci8+f9l6MW27/KbKa7rbWq2ztJcfGRrwynOcOtkc7DTVVRt38+jCbxj248n4fLF5KYpeVBUZGvBKWSSYaarLv9zFk0v3M/Tmu6My3CtOxB7K3Ud82nfz7/1JsbWoWbTQgFeqFqFOdwzmm8NzCzcw5Na/hrVWDDi/HG5F+6R6i6WIzc/+NGaX5XUrDXilamH1Wu1Pz/2U1B7DqoV7KP1ot/Sn3VKHqpsGvFI1sHpVzr+/sZIdGWfQa/DF1Z7TfrSyiwa8qtKKMMbozUKwdlXOR15dwb4Wg+lxVmwtF1EXp1tNsUIDXlW7QYhdt5CLFqFMd6xJ/rFCVm/axZe78nhv4zFOOTebU04bbHfZUUVbPJERfafxlaUqtyLeXLiC1/+7nCmXZ8X0MsN1TXcMxr2vLOPf+afydZtsLvjJQ3TUcFcO0RF8jKvcihjW5hBr9gbo3jwzpm8W0tBVOft1yuJ/hYfpNGiYXSWqBoqVC6004GNY5VZEcUkpF3cKsOTrQg4cDYTclnCrcFZ2bOiFUteN7M0Hz38KQ74f1Ovd0o+OldCD2DmxrQEfwyq3IvYcOEzHDD+XdY9nxid53DE80xM3C7F6qmOwio8e4lj+EVJOCmk3h2ishF4sqTXgReQd4HZjzNbIlaMiqXIrYt+hIwQCpQCUUsTLa8sW6Yrmm4U4eQPyP17Vn/sXzGLQ6FurPK4hqiKprhH8P4D3RWQG8BdjTHGEalIR4vUbhDRkqmNuXj433v8CgvDC5BtDPjCkpyVz7Ntd4ZStlGVqnUVjjPk3cDrQGFgpIr8WkTsqfiJWoVJhaOgNyGfOy+HrzdvI3b0t6NkzlaWnJdO30RH2bN8c8nuVskp9Pfgi4CiQCDQCSm2vSHmCFbeta4iG3IA8Ny+f1/67nMxkw6Qh8Ty8aEWd7Z3aPmuvdhl8fORbSz6Pm3v30cgtJ7btVlcP/iLgUeAt4HRjzLGIVaWinlMnNys0ZKrjzHk5NIsvYEjHePq3imNY6yKenrOIz77aWeMBq7bPOrRvB15+Ziade/dv8Oexq3df+cCRt38Pqx7+IQA+8ZGemQVEb+jpQbHuEfwk4CpjzNpIFaO8wcmTmxXCPb9QMXr3FxYy9rRU0pOFizsVM/69HBonUC3E6/qsTRql0D4jvsr23TZyrOvA8eALcx2oyDp6QruOgDfGDIlkIco7rFzHJdIqj96zUstOUbVP9zGybQFJySnMXVI1xOv7rIO6tWDpwlfpM/IKoOol+pVHmPn5R5h0Y9ntBBs6wtSRq6qg8+CVpRq6jovTFn+6kU+2F7Bieyl/+7gAgNJSQ0o89G5ZSPYpSSdCPJjPeuW5PVj0/HLgimr7smuEqSNXVcG2gBeRdsBMoAVggOnGmMft2p9yRm5ePjfdPwODYcbkm5jy6mIGZOTTJDkdCO3kphuc3NrJzcvn6jsfZ/bVjchKiyM3v+REiAd7Ijfcm3uE46GJYziUu4/Pn5xQ5XF/UgrJEatCv0W4hZ0j+BLgV8aYT0WkEbBKRBYYY9bZuE8VYTPn5ZC7ext5BYYZcz/i1UWfcuDAcd7YsIOikgCZ6an4fBK1F0zVFeLBnMj9YstejvnSGlxHsL37/PwjtLzmARKz2ld5fPcLv4CkyH1h128R7mDb37gx5hvgm/I/HxGR9UAbQAPeI3Lz8nlz4QomD43jwaVFzFmwjEYJwr8mdOAH/9xP23Q/379gcFQGe4W6QjyYE7kzFn3Jmdc93OA67Br1uu2kr5W8/NmCFZFDuoh0BPoDy2t4bhwwDmDanT9k3GW6tGq0mDkvh2FtiujfKo7LexgWbMknKT6ezJR0Ek0h94/KYPKS4PvvTs+dr0lDr/YVwdU31/Zyu8TLny1Ytge8iKQBrwK/MMYcPvl5Y8x0YDoAOU8Yu+tR1qgYvf/53ACZKfFcd1o8/15bgBwPMCXnENf2jadZQiHf65wcdP/d6bnzdjB1/IuuaYRpjEEK88mZ+ScASsXPgMtvJzk1+FGn3++nMHd7lceK8w+SltUl+MKVJ9ga8CIST1m4v2SMec3OfamGCXX0XDF675jhJ94nZCTC6B5x5Owo5eVP81h6U2NKjOHiLoafLqh/FO+GufNW27rnILsKkjil0mPGGAqPl10z+Mu/PEugpJhVsx+jaWLZkaCwsIDbL+jOqZ1bArDsiy3M+nwZvc8+P+j9tmzXudpjhVnNdUQbg+ycRSPAc8B6Y8yjdu1HWSPU0fPiTzfy2YajPPdJ+QqUpaUYA0UBQ4s0H/uOla1GmRBXTHbXRGbM/Yixl5xT60EkmufO1+bzzXtpPegS1i3774nH9ny2iJ5NS/H5vptZ8+cretO6WXqN24jz+0Pap1v6zm6pI9bZOYIfDFwPrBGRz8of+70x5h0b96nCEM7oubbe9KW/epLd+3IZW+VvuZDWezcCNd/vNdrnztemc8smTJsxlbtG9ycxoex/tQ4/6k2Lpo1rfH1936KCmXrollF6JOvQKZm1s3MWzYdA5CYAq7BZOXquLfgr5pPXdBBpyMJgdrDqZG+fzq2Y98crg359fd+idOphzfS/S+30StYYZ9Xoub5QrOsgUttUxMyd6/lozeaIz6px4mRvJM5B6Eg39mjAxzirRs91hWJ9B5HaRv2PvvQ+cxcs8VzQ1iQS5yBCHenqASH6acDHuIYsq1uhvlAM5yDi5aA9WV0HQCd5ufURKwcvDfgYZ8Vt++oLxZMPIqWlhgPfHqVXl/W1hmdd27TrgiinTvbWdQAcenoP2/ZbWU2Bdyh3H2uf/RW9b/lbRGqIJC8fvCrTgFcNEkwonnwQqWi9nD+oZ43b3LBtL9PmLGDJhLY1btOuHrlTJ3vr+hZVOeCtnHq4Z8dmAoGyqayHcvdxKHcfLa95AL/ff2Ie/a6tX3FgrvtnOOuUzNppwKsGCTUUg2m93PXUHLK7AMXHgfgq2xx7yTm2tW6saFeFo65vUSvXf3dFqpWtg0AgcGJBsvi0pgAkZrWvdgVsNPBSS8VqGvDqhHBaH6GGYn3tnNy8fFau3cLmJMPsdXtplnH8xEVBFXPp7eqRW9GucrPKI91DuftOBLs/KYVAgd6R04s04NUJ4bQ+QgnFYNo5M+fl8MthmdwxNJ1HP/gW2gyo0nuvWJu9tver2lUe6U66MbtKD/rk9eOhbE2b4vyD1dof2vqIHhrwCrB/1kpuXj4X/OzvjOlVezunvgOA2y6IquwfC9bwv51HEcrubjOkaxOuGhL6CdKCwmLueeljiiQBgLz84/T4wSXWFhuklu06cyyr+Yl7s1aciK18e0GIzMwTq2e9xErfXgNeAfZPD5w5L4f9uQd4ZkUi/1pbVOW5inZOfQHuVI+8sv2HjrDvUD4GwxPvrqM4uRkAmd0G0Pf6C0+8bsn8lzg471PO7dmqyvtf+ehrdhWl1XqXp5KAoU/2L8lo1tK+D1EDf1IKu1/4BcX5BynMan7i8cqB5+TME6v3HSt9ew14Zfv0wIrt/+e29kyYe4x/P/KLGrdbX4A71SN/I2cD2/YdprgkwMo9hhY9BwHQ9crLaJLZvMb3nHbhtWxZs4J1W/ZUeTzz7CGc07G77TXX5+QRbDJAUhxpWV1iJvxigQa8sr31Eey3A7ec5Dx6vJA/vLyMgC+B44VFJPcYSttzzkKAkRmZQd9jtVPfQfYW2gAa4rFBA17Z2vqIlpUiN+/K5Xf/+pxGTZpSFCjltMvupHHTLKfLUqpBNOAjwI23oqvMzpGzm0+MVrZp1wE6DB9Dt1MHOlZDrFw+ryJHAz4CvHgrumC54cRotHD75fNWzTwJ50AWK7NerKYBbzMv3oouFG7pq6uGs+pbRDgHMv0GEx733u7dI6qeYCxrTdgtNy+fK+6ayoFvj0bkfUopd9KAt1HF6H3s6WUj9rGnpzJ3ySe2B2jlllAk3qeUcidt0djIiROM4baEvNpKsuIEt578tFbe/j01Lo1QciTXgWq8TQPeRk6cYAz3ilQnbnRhl8qhbsUJ7kid/IyVE4lGfLS+8e+UFBViKj2+c+rNTLoxWw+cFtKAt1GkTzCGO+c8WuaqB6si1J/69yIWr1gdNd9KrAo1t3/j8ImPwtztBEpKEN93ESS+ODrf8oRrZg15gQa8TZyY+x5uSyha5qoHo3Kr6Qf/zOHmAWme+FYSCrdPt0zPzKJNx27s2vrViTXpARLSMqq8zu0HqmigAW8TJ+a+h9sS8sJc9YoDar9ubcnu6iMzxU+iKeTiLt+d4I7mbyWxyO0HqmigAW+RyiN2Y4wjJyzDbQl5Ya76zHk5HPxmOy9/vZ2l41syc+W3XNs3nrhAASWB0qj+VqJUuDTgLXLyFEOvnLCMBhVtmftHpTDxrUOICIs3HWX34WKeWVUEcTtpnJoE1P6txOeDksLjNW4/Vk5+RkrFf8/Kd5WCsiWLlbU04C1Que/74zeW4/cJr17TGNDWQCRUnENokVzIiI4+znhiJ00bJUNiEo0ToXXzrHq/pQw5tTOzps7hi0AxcfFJVZ4bfVN5uAt06tWfxKRkuz6KYyLZ767YXvV9FrH52Z/qgdNCGvAWqDzFsFl8Ln1b+G07Yen2hcsirfIMoKy0dCZllLB69pFa15yvTWJCPE9PGMnytV9gqkze+05xSYBpU2aR2LR1rdtJbdqS07NvCHpJ4WCFEsChfuN4aOIYdmz9uspoGspH1DXs0yp6otR+GvANdPIUw4KiEv6x8hhzv5YTN4sG605YxuLCZXUd1KycAZQQH8eQfl3qfM2ogXXfrGP5+p1Mf+YukpKrj/IPFxrOuWEScfEJIdUFoZ1wDDU48/OP0PKaB6rMaAHY/cIvIMm5iNDWWMNpwDfQyQHz7vgO1W4WbRWvXm1an7oOam6bAXRmz7ac2bNtjc89/sYnHDtyOKrWmc/bv6fK/VcrRGKqoo7wG04DvoEiGTBuu9o0Eu2i+g5qkZoBFKutMSM+naoYxTTgGyiSAeO2q00j0S5yy0EtmltjesFQ7NLVJKNEXb1mJ1QeWYVQzZgAAAyLSURBVNu1QqZTq3HWVoedn9VOu7ZtIfG8n1X72bVty4nX+P1+CnO3V/kpzj+ITzQiopltI3gReR7IBvYZY/rYtZ9Y4bZecyRG1m5ZQsGqz9q+WSM+WLeMXudW72nXpyEnHEtNabUTqBWPV2wjf/5j1Z5v17FLjSN/FT3sbNG8ADwJzLRxHzHDTVeb5ubl8+bCFTwyvJiSQCPb2kVuOKhZ2RobPbgH86cshjAC3s5WSl3brukEq520nWQt2wLeGPOBiHS0a/vKOTPn5TCsTRHpcQFy8/JpmdnYlpG1Gw5qVn+LSE4KfYqkkyI9VVHXn7GW4ydZRWQcMA5g2p0/ZNxlgx2uSNVnwYr1fPHVEd5c6+Pg8WM0yziOzydhj6zdPEPFDd8i7FTfiFlHzdHN8YA3xkwHpgOQ80TNlxAqVzl/UE/Ob3OMO4amBz3nv76Lldw6Q8UN3yIaSkxp2UVLNTyuI2Zv01PkKiThzmyp7X6v0T5DxQmlpaWUFBfV+ZqHJo5h0o3ZTLoxG/HFUZx/kOL8g5QcySUtKY60pDjaduoWoYqVUxwfwavoEk5Puq6LlU6eofLUvxexetNOV7ZrrJDkC/C/d19EGjD9cP+m1UhJAWf/+D5SG6XX+Jq6RuYPvjD3xO+RPomqIsvOaZKvAMOBLBHZCfzBGPOcXftTkRFOT7q2aYY1zVAZMi2Hlim4sl1jhfuvPYddud8CgbC30WT4GRhjuP2ZyZxxw72kpWfU/6YooevPWMvOWTRj7Nq2ck6oPem6phme/G0AINEUcv+oDCYv8eZaO3Fxfjq0bFr/C4MwdfwQbp92L/2vv4fGGc6tb2Pl1EY9qWstbdEoW9XV0jn528DBI8e5rKuPFsklZHdN9Owo3iqNU5OZetswJky7j1N/dDdNMpuHvA0rRsx6ota9NOCVrepq6VT+NpCbl8/Vdz7OpIsakZUWx9iMEsfX2okGaSmJTJswgttmTmXIzZNDfr+OmL1NA17ZKtiWjluWJYhGKUkJdGtUyJbVH9HptLLrSLSXrUADXrmEVy8oyj9WyPyVm7hgQBcapSbV/4Yw3TPmHB6Y9Q5fB0rocvowHZkrQANeuYRTFxTZeRXtkaMFTJj2AW1GXM+caS/RNiMRYwyjz+zE4N7twt5ubTXffc05PPzv//BVSTHdBp1nxUdQUU4DXsU0O6+inbdiI+1G3Ujn3v3p2ncgAMYY/vnGNF5csZK44nzuu2YQCfF+4uP8JMQH979jXTXfddVZPPr6h2z4OED3sy+09PPURttB7iXGuGh1AF2qQEVQxYndKdkpTJh7LOQbddfls03f8Mh/djP0pkn4/P4aX5OXu5cvF84GDN/u2cHo0zJompbI+QO6ERdX83uCrfnJt1fxddrp9BqiFzJ53a1DO9d6h3cNeBWzHn3pfdi1KqQ1dYJ13eOLGDLhL/h8wV2xWlpayvYNX3A8P489H82mbWYqxhjGX9CLrm2bhVXz1Hc+Y0NCb3oN/4Eln0m5U10Bry0aFZPsvgViSuP0oMMdwOfz0bHnqQD0PGMoACUlxTz4yqOksJVSY+ieYXhr8QpmXxVczbdd3I/n3l/N6v+W0HfUlQ3+TCr66GJjKia57RaINYmLi+ec63/Lu8s38OrCVdwzfS6FRw5x+5ydTF28k7c/28vA5oE6a/7xBacxwL+Jz9/XWTWxSEfwKiZF07TMiitFt//zN+w4vJvtBw1L9hQTOH6E+CQhdcMy9hYmkNk4iV+NHoTfX3XcdsN5fUlYvI4P332Rft+7zpkPoRyhAa9ikp3TMmcv3UBq216Wb7f99Y9U+X3zsz/lgUorQ+7ZupGbpz5HUpyfKwa24oIBnU88N2Z4L+KWrue/bz/PgO/fbHltyp004JWy2LJNufS6/o6I77dlx1NoOf7PALz9/ixeen4NpYEALeQQl5/ZgTO7tSDBn8u815/hjNG3Rrw+FXka8Ep50KkXXHPiz/t3b2fOri3s/XgpHRMPs2nNZroOziajeSsHK1SRoAGvlMc1a92eZq3b0/OMYRQXFnLV1UJcfHTd/FuFRwNeKZez8krR+MREK0pSUUIDXikLHTlawJ5vC+lp4TZ14TAVLp0Hr5SFZi78gl6XObNwmlIn04BXykLGCInJKU6XoRSgAa+UUp6lAa+UUh6lAa+UhQ4cOYbPV/NSv0pFmga8UhbZtucgm4qzaNw0y+lSlAI04JWyzOGjBTRt38PpMpQ6QQNeKaU8SgNeKaU8SgNeKYvM+Xgzme26Ol2GUidowCtlkS3H02jVSXvwyj004JWyiM+v/zspd9F/kUop5VEa8Eop5VEa8EpZYNueg0h8ktNlKFWFrQEvIheJyAYR2SQid9m5L6Wc9MBrqznjitudLkOpKmwLeBHxA08B3wN6AWNExPpbzSvlAknJqcQn6N2SlLvYOYIfBGwyxmw2xhQBs4DLbNyfUkqpSuwM+DbAjkq/7yx/rAoRGSciK0Vk5fQ3P7KxHKWUii2O35PVGDMdmA5AzhPG2WqUCk9RSYnTJShVjZ0j+F1Au0q/ty1/TClPeWHBGtJ7j3C6DKWqsTPgPwG6iUgnEUkArgHesnF/Sjli/c6DdBt0ntNlKFWNbS0aY0yJiEwE5gN+4HljzFq79qeUUqoqW3vwxph3gHfs3IdSSqma6ZWsSjVAcUmA7fvznS5DqRppwCvVAP9Z9RWth13rdBlK1UgDXqkGCJRCQnKq02UoVSMNeKWU8igNeKWU8igNeKUa4MCR4/j9fqfLUKpGGvBKhelYQRFvr8un/Sl9nC5FqRppwCsVpqLiEjJadUBEnC5FqRppwCullEdpwCullEdpwCsVJqOLWyuXc3w9+CpSmztdgVJBm/HuUvoNu5ysRglOl6JUjcToMKReIjKu/MYkUSvaP0O01w/R/xmivX6I/s8Qav3aognOOKcLsEC0f4Zorx+i/zNEe/0Q/Z8hpPo14JVSyqM04JVSyqM04IMTtT27SqL9M0R7/RD9nyHa64fo/wwh1a8nWZVSyqN0BK+UUh6lAa+UUh6lAR8kEXlERL4Ukc9F5HURaeJ0TaESkatEZK2IlIrIQKfrCZaIXCQiG0Rkk4jc5XQ9oRKR50Vkn4h84XQt4RCRdiKySETWlf/7+bnTNYVCRJJEZIWIrC6v/49O1xQOEfGLyP9EZG6w79GAD94CoI8x5lRgI/A7h+sJxxfA5cAHThcSLBHxA08B3wN6AWNEpJezVYXsBeAip4togBLgV8aYXsBZwE+i7O+gEBhpjDkN6AdcJCJnOVxTOH4OrA/lDRrwQTLGvG+MKSn/dRnQ1sl6wmGMWW+M2eB0HSEaBGwyxmw2xhQBs4DLHK4pJMaYD4CDTtcRLmPMN8aYT8v/fISykGnjbFXBM2Xyy3+NL/+JqtklItIWuAR4NpT3acCH52bgXaeLiBFtgB2Vft9JFIWL14hIR6A/sNzZSkJT3t74DNgHLDDGRFX9wN+BO4HSUN7krsXGHCYi/wFa1vDUJGPMm+WvmUTZV9aXIllbsIL5DEqFQ0TSgFeBXxhjDjtdTyiMMQGgX/m5s9dFpI8xJirOiYhINrDPGLNKRIaH8l4N+EqMMefV9byI3AhkA6OMSy8gqO8zRKFdQLtKv7ctf0xFkIjEUxbuLxljXnO6nnAZY/JEZBFl50SiIuCBwcClInIxkAQ0FpEXjTHX1fdGbdEESUQuouwr0qXGmGNO1xNDPgG6iUgnEUkArgHecrimmCJl9yR8DlhvjHnU6XpCJSLNKma9iUgycD7wpbNVBc8Y8ztjTFtjTEfK/v0vDCbcQQM+FE8CjYAFIvKZiEx1uqBQichoEdkJnA3ME5H5TtdUn/IT2xOB+ZSd3JttjFnrbFWhEZFXgI+B7iKyU0R+7HRNIRoMXA+MLP+3/1n5aDJatAIWicjnlA0YFhhjgp5qGM10qQKllPIoHcErpZRHacArpZRHacArpZRHacArpZRHacArpZRHacArVYvyVRS3iEjT8t8zyn/v6GxlSgVHA16pWhhjdgBTgIfLH3oYmG6M2epYUUqFQOfBK1WH8kv0VwHPA7cC/Ywxxc5WpVRwdC0apepgjCkWkd8A7wEXaLiraKItGqXq9z3gG6CP04UoFQoNeKXqICL9KFuc6izglyLSyuGSlAqaBrxStShfRXEKZeufbwceAf7qbFVKBU8DXqna3QpsN8YsKP/9aaCniAxzsCalgqazaJRSyqN0BK+UUh6lAa+UUh6lAa+UUh6lAa+UUh6lAa+UUh6lAa+UUh6lAa+UUh71/4kswgE+nkr5AAAAAElFTkSuQmCC\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAXgAAAEWCAYAAABsY4yMAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nO3de3xU9Z3/8ddnkpAAgQiJgICIXOoNb2iprVUUtbU0aLXrhbZSb8W10tbaLb+67Nr7T7e2tl1FK15WqRewKqvFW2m5uWYrCCqICChyF2KAYMIlQPLdP2aSTshtZjJnzpkz7+fjkYfMTOaczyi+z3c+3+85x5xziIhI+ET8LkBERLyhgBcRCSkFvIhISCngRURCSgEvIhJSCngRkZBSwIsAZjbIzGrNLK+d33FmNiyTdYl0hgJefGFm68zs/LjHV5rZTjMb7Uc9zrkNzrli51x9rJ75ZnZ9qtszs5+Y2WNxjweY2Xtm9p9mZkls51dmttHMPjGz9Wb2r4e8foqZLTGzPbF/npJqzRI+CnjxnZl9E5gKfNk5t8DvetLNzI4CFgLPO+e+65I7u/Ah4FjnXE/gc8DXzezS2Ha7AM8BjwG9gEeB52LPiyjgxV9mdgPwG+CLzrmK2HODY+2Qb5rZBjOrMrMpce/5iZk9ZWbTzazGzFaY2eltbP+nZnZ37M8FZrbbzO6MPe5qZvvMrHfcPvPN7JfAWcA9sbbNPXGbPN/M1phZtZlN7Wg0bmZDiYb74865ycn++3HOrXLO7Y57qgFobBOdA+QDv3PO1Tnn/hMwYEyy+5FwUsCLn24Efgac55x7o5XXPw8cA5wH3GZmx8W9dhEwAzgMeB64p+XbAVhANAgBPg1sBc6OPf4ssMo5tyP+Dc65KcCrwKRY22ZS3Mvlse2cBFwOfLGdzzeEaLjf75y7Lf4FM7s3dpBo7WfZIb/7IzOrBTYB3YEnYi+dACw75BvBstjzIgp48dUFwN+B5W28/lPn3F7n3NvA28DJca/9j3PuxVjP/I+HvBbvf4HhZlZKNNgfAgaYWTEwmugBIBl3OOeqnXMbgHlAez3vEUQDeeahLzjnvu2cO6yNn5MO+d07gB7ASKKfdVfspeK4PzfaFftdEQW8+OpG4FPAg220OrbG/XkP0UBr67UiM8s/dAPOub3AG0TD/GyigV4BnElqAd9eTYd6HngYmBvrw6fMRb0J7AV+Gnu6Fuh5yK/2BGo6sy8JDwW8+Gkb0fbLWcC9Hu5nAdG+9KnA4tjjLwKjiLZQWpOWy6w6524BZhMN+QGNz5vZH2L9/dZ+VrSzyXxgaOzPK4CTDjk4nhR7XkQBL/5yzm0hGvIXmtlvPdrNAmAC8K5zbj8wH7ge+NA593Eb79lGtIeeDpOItnP+ZmZ9AZxz/xzr77f2cwKAmUXM7AYz62VRo4CbgL/FtjsfqAe+a2aFZtY4VzA3TXVLllPAi+9i/ewxwD+Z2e0e7KIC6Mo/RuvvAvtoe/QO8PtYPTvN7D87s/PYJOhEYBHwVzMrS+LtlwAfEG27PAbcHfshdrD6CtGDVzVwLfCV2PMimG74ISISThrBi4iElAJeRCSkFPAiIiGlgBcRCakWJ4b4avVfNOMrgfHoX99m0Jhv+l2GSLvOPbZPm9dDClbAV63yuwKRJsveXML+EV/1uwyRdp17bJ82X1OLRkQkpBTwIiIhpYAXEQmpYPXgW9GAsTuvN/X5RUTvZRA0jryD++hev4NIeq5PJSKSFoEP+N15vSkoPoxiqyfxO1lmjnNQ54rYXQs96rf7XY6ISJPAt2jq84soDGi4A5hBodXHvmGIiARH4AMeLLDh3ihaX8CLFJGckwUBL+KPkiJj6/o1fpchkjIFfAJefnUJx4y9kWFfnMgdDzztdzmSIVMuP4MP/jrd7zJEUqaA70B9fT03/eJ+Xrr/x7z756k8+eJC3n1/g99lSQbk5UUo6lLgdxkiKQv8KppkjPrGFKp27W3xfFlJVxY99suUtrlo+RqGDTqCIUf2A+DKL53Fc3Nf5/hhgzpVq4iI10IV8FW79nLCDS1v67ni/u+nvM3N27ZzZL9/3GFtYL8yXl+ma+bkgrlvrcNKBnT8iyIBpRaNSBv+vHQjIy+6zu8yRFKmgO/AgL6lbNxa1fR409YqBvQp9bEiyZSI6X8PyW76G9yBT48Yzpr1W/hw01b27z/AjJde5aJzP+N3WSIiHQpVD94L+fl53DPlBr74rZ9Q39DAtZeczwnDNcEqIsEXqoAvK+na6oRqWUnXTm137OjTGTv69E5tQ0Qk00IV8KkuhRQRCSP14EVEQkoBLyISUgp4EZGQUsCLiISUAl5EJKQU8Am4dsrv6fP5qxhx0SS/SxERSZgCPgFXX3IeL0/7id9liIgkJZQBX7XzE7466Wdsr/4kLds7+/QR9C4pTsu2REQyJZQBP/3ZV9i5+X0efeYVv0sREfFN6AK+aucnzJ4zj/su7cvsOfPSNooXEck2oQv46c++QvlQ45i+RZQPNY3iRSRnhSrgG0fvE07rCcCE03pqFC8pqd1Tx0e79vldhkinhCrgG0fvZcXRa6iVFeenZRQ//l/u5LPjJ7Nq3WYGnnsNDz3zl3SUKwH2xPwVHFv+bb/LEOmUUF1Ncv6it9nyUR1PLP+o2fP9q97mlusuS3m7T/76h50tTbJMA9Claze/yxDpFM8D3szygDeAzc65ci/39fz9v/By8yIiWSUTLZrvASszsB8REYnjacCb2UDgy8CDqW/F4Vy6KvJGtL6AFykiOcfrEfzvgMlEW5qtMrOJZvaGmb0x7bnXWryed3AfdS4vsCHvHNS5PPIOasWFiASLZz14MysHKp1zS8zsnLZ+zzk3DZgGQMXdLWK8e/0OdtfCvvwiwDyqtjMceQdr6F6/w+9CJI1OHdKXaQufpfQyXWAuVbdPGk9tbU2L54uLe3DrPU/6UFHu8XKS9UzgIjMbCxQBPc3sMefcN5LZSARHj/rtUO9JjSKt+syxA3h84TwO1NVRUFjodzlZqba2hiHX393i+bUPfseHanKTZy0a59ytzrmBzrnBwJXA3GTDXcRPk79yCotm3uV3GSIpC9WJTiLpNLBPL4rsgN9liKQsIyc6OefmA/MzsS8REYnSCF5EJKRCdakCEQmO4uIerU6oFhf38KGa3KSAFxFPaCmk/9SiEREJKY3gRXKcTkgKLwW8SI7TCUnhpRaNiEhIKeBF2rBs7VYOFGjFh2QvBbxIGx6au5pRl3/P7zJEUqYevEgb8vPyiEQ0BgoCTQSnRgEvkuOy4YQkTQSnRgEvkuM0Ag4vBbxIDlCLIzcp4EXa0Kur8dGH73HE0cf6XUqnqcWRmzSDJNKGf738DHbMe4Ata5b7XYpISjSCF2lDJBLhruvPYfLD09nU8DUGHnOq3yXlrGyYCA4iBbxIOyKRCHdeN5oJv5nGwGPu87ucnKV5gtSoRSPSATOjf2kxDfW687tkF43gRRLwzTHHcecTv+ZzV/0/v0tJiVocuUkBL5KA44/qSzHr/C4jZWpx5Ca1aEQS1NDg/C5BJCkKeJEEnT28hJULnvO7DJGEKeBFEnTF2cexc/27fpchkjAFvEgSHGrTSPZQwEtaVVXX8tUf/YHtu3b7XYonivdto3Lzer/LEEmIVtFIWk1/oYKdWzfy6OzXuOXrX/C7nLRbX/kJx5X19buMQNIFzYJHAS9pU1Vdy+wFi7nv0jJunL2Yb5afSWlJd7/LSqvvjTuZ2W/M54QzL/S7lMDRBc2CRy0aSZvpL1RQPizCMX0KKR8W4dHZr/ldUtr1713Mvppqv8sIrK0b17J53ZpmPzurKrl90ni/S8tJCnhJi8bR+4SR0RH7hJHdmb1gceh68cce1Rf3YQV7aj7xu5RAqq+vp7BsULOfguLerbZuxHsKeEmLxtF7WXG061dWnB/KUXwkEuHkow+nbm+4DlwSTurBS1rMX7qaLZV1PLG8stnz/betDuVkq0g28CzgzawIWAgUxvbztHPux17tT/z1/G8m+V1CxvQoymfj1g306nOE36UESnFxDzbO+DcKins3ez6vqBuw35+icpyXI/g6YIxzrtbMCoD/MbOXnHN/93CfIp77+pgRXHv3DIac9Bm/SwmUW+95kilXl2slTYB4FvDOOQfUxh4WxH50GqBkvUgkQu+eXf0uI5B0WeJg8bQHb2Z5wBJgGDDVOfe6l/sTEX/5fUKTTrZqztOAd87VA6eY2WHALDMb4Zx7J/53zGwiMBHg/slXMPHiM70sSSQtSrvnseX9d+g/bITfpUgcnWzVXEaWSTrnqoF5QIvT/5xz05xzpzvnTle4S7a49Z9G8cHc3BsRSnbxLODN7PDYyB0z6wpcALzn1f5EMikSiXDusO6sWfRXv0sRaZOXI/gjgHlmtgxYDMxxzs32cH8iGTV+9PGs/fsruhm3BJZnAe+cW+acO9U5d5JzboRz7mde7UvED0WFBVx2aikfrnw75W3UVO/ggSnXUbtrZxorE4nSmawinTB21HCeufcRho4YmdL7F780k/xty1n04gzGjL8xzdXlHi3TbE4BH0JV1bXccMdjTLv1qtBdrjdoenQv4qxPlbJx5VKOPC65kK+p3sGqhbOYeskAbpo9i1Fjr6S4pJdHleaGXFwK2R5dbCyE4m+6Id6bdNFpbFw4I+n3LX5pJuOGw7A+XRk3HBa92HIbauFIZ2gEHzK5cNONoDEzxp7Uh4r5szj+nEsSek/j6P3HV5QAMH5kCV+b2XIUn8kWjk4SCh+N4EMmF266EUSXnXUcOzckvgq4cfRe2r0AiP7z0FF840HgN5cMYNXCWZ6P4htPEjr0R9dyz14K+BDJlZtuJCrINwBf8+ZrzFy2j7Ombmr6mblsH2ve/McBOZEWjkh71KIJkfZuupGL12S/9+n5vP72au59eh7/fl255/ur27sn4d+94VePtft6oi0ckfZoBB8i85eu5onldZw+tbLp54nldcxfutrv0jKuqrqWJ1+pYGgveOLlioyM4scM6cLat9NzNexEWjgiHdEIPkRy6aYbHbn36fkUujqmXVTMFU/vzsgo/jPD+/LOhipqqncw484fMn7yr1Meba958zXerNzHzGWbmj1fvPU1X9fLayI2uyjgJXQaR+/XnljAMWV5fP3EAh5+uYJv/9O5nq4o+v1L73Lc5ZekZeVLWy2c2yeNZ8rVLQ9U6QjYRE4SapyI3bpxLfVxl2jYOOPfmHJ1uYI+YBTwEjqNo/drTikG4JpTCnl8ea3no/hd+yNg5unJS15eDjeZYK6vr6ewbFDT44Li3gy5/u6cvSxvUKkHL6Hz7LwlnDs4QuWeet79+ACVe+o5d3CEZ+Yu8XS///6V43ny5/9M+TCnlS8SCBrBS+gM6lfKq9scr74Y/2w+g/qVerrfAaU9+OSjDzj/3OjIVitf2qZefmYo4CV0/Jpsnv5CBZ/pH2HnnmhvOn7liy4k1pzuvJQZCniRNJm/dDWbdxjXP76O0tLeTc/7vfIlnRonYndWVVJQ/I/PmFfUzceqpC0KeJE2JHtVzsZvDt99YAEnTLidSF5e2mvy+3K4je2Tli2W/ax98Ds5e1neoFLAi7Qh/qqcyZwJPPH8Y/nt0/dwxhXfS+j3k+lHB6U/HZQ6pH0KeJFWdOaqnCOO7kve/M0J70v9aPGKAl6atSKcc7pZCIdelXNfzl7Pxyt+t5pyhQJeWtwgJJW2RJg0jt6fujwaNhNGdufypxIfxX+yey91Bxq8LjOrqcWTGTrRKcfFtyKem7uIWX97nfsuLcvpywy3d1XORPxsxiJOvlTtFfGfRvA5Lr4VMXrATpZvq+eYPqU53ZaYv3Q1WyrreGJ5ZbPn+29bndC/j4ZIPj0O693h74l/cuVEKwV8DotvRRw42MDYo+tZ8EEd23fXJ92WCKpUbkCe6ROlgtKPzpXQg9yZ2FbA57D4VsTW7Z8wuFceFx9TwKOLq7nlnNJQ3Cwk1aWOXglyiOZK6OWSNgPezF4Evu2cW5e5ciST4lsRlTtrqK+PTgw2sJ8nVkRPt0+0LRFEft2A/MSBJSx/9c8cd9a4Fq8pRCWT2hvB/xfwFzN7FPiVc+5AhmqSDAn7DUI6s9SxqrqWq3/+CIbxyG1XJ3VguOaCEdw3eylrl5YwZOTZqZYv0mltrqJxzv0JGAn0BN4ws38xs1safzJWoUgKOnsD8ukvVPDB2vVUbVmf8OqZeFecfQxV61cm/T6RdOqoB78f2A0UAj0ALe6VhKQyuZlOnbkBeVV1Lc/+7XVKuzqmnFXAHfMWtdveycRnDXLvPhsFZWLba+314C8E7gKeB0Y65xK/ZbzkPL8nNzuz1HH6CxUcXrCPswYXcOoR+Yzuv597n57HW2s2tRrimfisXvXu4w8c1R9vZckdVwAQsQglpWVA9oaeDortj+CnAJc551ZkqhgJB78mN+OlOr/QOHrPq6tjwsndKelqjD36ADe8XEHPLrQI8WQ/a9BGju0dOH75yGwfKkofTWi3E/DOubMyWYiERzZfxyV+9F7WPTpFNagkwpiB+yjq2o3ZC5qHeLKfNX7kGD/CrK2tabqZdmdHmBq5SiOtg5e06ux1XPw2f+lqFm/Yx6INDfzmf/cB0NDg6FYAJ/Sro/xTRU0h3t5nNet4X16NMDVylUaeBbyZHQlMB/oCDpjmnPu9V/sTf1RV13LNzx/F4Xj0tmu475n5nNarlsO6lgDJTW4GwaGtnarqWi6f/HueurwHZcX5VNUebArx9iZyrx53ph/lc/uk8eysqmTZPc3vIJVX1I2uGa5D3yL85+UI/iDwA+fcUjPrASwxsznOuXc93Kdk2PQXKqjasp7qfY5HZ7/GM/OWsn37Xv571Ub2H6yntKQ7kYhl7QlT7YV4exO5N112Lrs2vMf+un10KSzqdB2J9u5ra2vod+UvKCwb1Oz5LY/cDEWZ+8KubxHB4Nl/cefcR8BHsT/XmNlKYACggA+Jqupanpu7iNvOzueXr+7n6Tl/p0cXY+aNR/GVP37MwJI8xn3hzKwM9kbthXhHE7lf+0x/Fq9dzeDjTup0HV6NeoM26ZtOYf5sicrIId3MBgOnAq+38tpEYCLA/ZOvYOLF/ny1leRNf6GC0QP2c+oR+Vx6rGPOh7UUFRRQ2q2EQlfHz8/rxW0LEu+/+712vjWdOdt31eZqCo8IxudoS5jbJWH+bInyPODNrBh4BrjZOffJoa8756YB0wCouNt5XY+kR+Po/T8+X09ptwK+cXIBf1qxD9tbz30VO/n6iQUc3qWOLw3pmnD/3e+18+m0q3Yvb39SzLlHDW3zd7waYebl5VFXtaHZcwdqd1Bc1nYtEk6eBryZFRAN98edc896uS/pnGRHz42j98G98iiIGL0K4ZJj86nY2MATS6t59ZqeHHSOsUMd35nT8Sg+CGvn0+n/P72Y48dc2+7veDXC7HfkkBbP1ZX10Yg2B3m5isaAh4CVzrm7vNqPpEeyo+f5S1fz1qrdPLQ4dgXKhgacg/31jr7FESr3RK9G2SX/AOXDCnl09mtM+PLn2jyIZPPa+dbsdMUMO+qYjO83KH3noNSR67wcwZ8JXAUsN7O3Ys/9q3PuRQ/3KSlIZfTcVm/6oh/cw5bKKiY0+69cR/9tq4HW7/ea7Wvn06Wmegcz7vwh4yf/muKSXi1eT2TpYVBG6ZmsQ0sy2+blKpr/ARI43UP8ls7Rc1vB37ievLWDSGcuDOaFzk72NjQ0cODAwaTft/ilmeRvW86iF2cwZvyNLV7X0sPW6d9L23Qma45L1+i5o1Bs7yDS1lLE0k0reW352oyvqunsZO/tTy9i8NlXJPWemuodrFo4i6mXDOCm2bMYNfbKVkfxnaGRbu5RwOe4dI2e2wvFjg4ibY3673r8L8yesyCjI/l0TPZu313PccNGJPWexS/NZNxwGNanK+OG725zFN8ZyY50dUDIfgr4HNeZy+o26igUUzmI+LWqxo/J3sbR+4+viF7eYfzIEr4205tRfDLC3PrIlYOXAj7HpeO2fR2F4qEHkYYGx/Zduzl+6Mo2w7O9bXp1QpRfk72No/fS7gVA9J/jhuPJKL4trQXezqpKVjz4A064/jcZqSGTwnzwiqeAl05JJBQPPYg0tl4uGHVcq9tctX4b9z89hwU3Dmx1m16dEOXXZO+aN1/jzcp9zFy2qdnzxVtfaxbw6Vx6uHXjWurro0tZd1ZVsrOqkn5X/oK8vLymdfSb161h++zgr3DWksy2KeClU5INxURaLz+a+jTlQ4EDe4GCZtuc8OXPeda6SUe7CmDkUYfx5qt/5tizxiX0+zf86rGEfi+drYP6+vqmC5IVFPcGoLBsUIszYLNBmFoq6aaAlyaptD6SDcWO2jlV1bW8seJD1hY5nnp3G4f32kskYk3bBDzrkaejXQXwjTEnsPDhpZBgwGdK/Eh3Z1VlU7DnFXWjfp/uyBlGCnhpkkrrI5lQTKSdM/2FCr4/upRbzi7hroW7YMBpzXrvjddmb+v9gRHAM0DiR7pTri5v1oM+9PrxEL2mzYHaHS3aH2p9ZA8FvADer1qpqq7lC9/9HeOPb7ud09EBIGgnRLXl+b+voahP9l/Yq9+RQ9hT1qfp3qyNE7HxtxeEzKw8Sfeql1zp2yvgBfB+eeD0Fyr4uGo7DywqZOaK/c1ea2zndBTg6eqRe2n91h08+/o6zrzpZr9LSUpeUTe2PHIzB2p3UFfWp+n5+MDzc+VJuvedK317Bbx4vjywcft//edB3Dh7D3+68+ZWt9tRgKerR+6VdR9t5/tPreaUsZlZ2tgZh45guwIU5VNcNjRnwi8XKODF89ZHot8Ogh7gHanZU8egE8+g/9GZv4pkshTiuUEBL562PnSlSBH/KOAzIIi3oovn5cg5WyZGgyBXTp+XzFHAZ0CYbkWXrGyYGE0n5xpSfm/QT59P18qTVA5kubLqJd0U8B4L263okpXtffVkDB94OBuenM0Jn/8ykbw8v8tJu3R9i0jlQKZvMKmJ+F1A2DWfYIy2JrxWVV3LV3/0B7bv2p2R90lU5c4aivsPD2W4S3ZSwHuocfQ+YWR0xD5hZHdmL1jseYDGt4Qy8T6J2rV7H6WDW7+Amogf1KLxkB8TjKm2hMLaSkrHBPeoG6dSVVPX4vmyHoUsuu+mzpaYc6o/3trqpREO1lT5UE24KeA95McEY6pnpPpxowuvxId6Oia4q2rqOOFbLa+JvuKBH3S21GZyZSLRWYT+V/+Og/vrcHHPb/rDtUy5ulyrhtJIAe+hTE8wprrmPGxr1RtDfeqf5jF/0dtZ860kXaEW9OWWEYtQV7WB+oMHscg/Isgi+Qy5/u7ArBoKAwW8R/xY+55qSyhMa9XjW01f+WMF155WnLFvJbv31uHM/2mtoC+3LCktY8Dg4Wxet6bpmvQAXYqb354w6AeqbKCA94gfa99TbQmFYa164wH1lOEDKR8WobRbHoWujrFD/zHB7fW3krteXsM5N37Lk23noqAfqLKBAj5N4kfszjlfJixTbQmFYa369Bcq2PHRBp74YAOv3tCP6W/s4usnFpBfv4+D9Q0Z+VbSrXc/CgoLPdm2SCoU8Gly6BLDsExYZoPGtszPz+vGpOd3YmbMf383Wz45wANL9kP+Jnp2LwJS+1ZS1qOw1QnVsh4K81Q0TibH31UKopcslvRSwKdBfN/3uv9+nbyI8cyVPYHsn7DMBo1zCH271nHu4AifvnsTvXt0hcIiehZC/z5lnfqWkgtLITPZ727cXst97mftg98J3aohPyng0yB+ieHhBVWc2DfPswnLoF+4LNPiVwCVFZcwpddB3n6qps1rzmerZAI42eWWt08az8Z1HzQbTUNsRN3KPtNFE6XeU8B30qFLDPftP8h/vbGH2R9Y082iIX0Tlrl44bL2DmpBWgHUve5jdmzdRO9+A9O+7WQmHJMNztraGvpd+YtmK1oAtjxyMxT5FxG5cl6AlxTwnXRowLx0w1EtbhadLmE927Qj7R3UgrQC6ObyE7m94kU+e+nEjO7XS9Ufb212/9VGmViqqBF+5yngOymTARO0s00z0S7q6KCWqRVAiXzWoQPK2Lr8TzRcfF1oLjjmLKKlillMAd9JmQyYoJ1tmol2UVAOaol81nfXbeWoz40LXLjrhKHc5f9pd5KQ9nrNfogfWXt1hUy/rsbZVh0dfVbnoEth14zWlojN6z+k8PzvtvjZvP7Dpt/Jy8ujrmpDs58DtTuIBODMXEmdZyN4M3sYKAcqnXMjvNpPrghSrxkyM7IOygRqEL5FdGbCscE1tJhAbXy+cRu1r/y2xetHDh7a6shfsoeXLZpHgHuA6R7uI2cE6WzTqupanpu7iDvPOcDB+h6etYuCcFBLpjX2yLzV9Dn/PE/q8LKV0t62W5tg9ZLaSenlWcA75xaa2WCvti/+mf5CBaMH7Kckv56q6lr6lfb0ZGQdhINaMt8itltvjh04xI8yPZPppYq6/kx6+T7JamYTgYkA90++gokXn+lzRdKROYtW8s6aGp5bEWHH3j0c3msvkYilPLIO8slbSX2LMLJORyNmjZqzm+8B75ybBkwDoOJu1/5vSxBcMOo4Lhiwh1vOLkl4zX9HJysF9eStIHyL6CxzDdGTllp5XiPmcNMUuSQl1ZUtbd3vNROrcXLR7ZPGM+XqcqZcXY5F8jlQu4MDtTs4WFNFcVE+xUX5DDx6uN9lisd8H8FLdkllZUt7JysdukJl6p/m8fb7mwLZrskm7Y3Mf/nI7KbHmZ5Elczycpnkk8A5QJmZbQJ+7Jx7yKv9SWaksrKlrWWGra1QOev+Cvp1I5DtGvGerj+TXl6uohnv1bbFP8n2pNtbZnjotwGAQlfHz8/rxW0LcudaO9kunUsbNambXmrRiKfaa+kc+m1gR81eLh4WoW/Xg5QPK9QoPgPSMWLWRG1wKeDFU+21dOK/DVRV13L55N8z5cIelBXnM6HXQd+vtZMM5xxk4RowjZjDTQEvnkq0pROUyxKk6j+eWcyg04MzYaletoACXgIiCJcl6IzNNXDSCZ/2u4wmGpkLKOAlIPw6oShdZ9E6l7n+TE31Dmbc+UPGT/41xeJKL4EAAAcqSURBVCW9MrZfyT4KeMlp6TiL9pUla3FlQ9NcWdsWvzST/G3LWfTiDMaMvzFj+22L2kHBpYCXnJWuWyDOXbaRU676lQcVtlRTvYNVC2cx9ZIB3DR7FqPGXun7KF7toODSpQokZzU/ASv1m6dksj2z+KWZjBsOw/p0ZdxwWPTijIztW7KPAl5yUjrvFlU+aghLZv0h3SW20Dh6Hz+yBIDxI0tYtXAWtbt2er5vyU4KeMlJ6bwF4tkjBlFQ+1G6S2zSeOGwX1w3ljNLtrKvcj2bP3yfA9s3aRQv7VIPXnJSNi3LbDxTdMMff8is9VuYtT76/MHanRxWWkDx1tcCMdkqwaOAl5yU7mWZw8vy+XDpAo4eOTqt24036Ko7mz1e++B3+EHclSFFDqUWjUgafHfcSLa8U+F3GSLNKOBF0mTvjq3sr9vndxkiTRTwImlyy5c+xapFc/0uQ6SJevAiadKtqAvmGtK+XZ0pKqlSwIsEnM4UlVSpRSMiElIKeBGRkFLAi4iElAJeRCSkFPAiIiGlgBcRCSkFvIhISCngRURCSgEvIhJSCngRkZBSwIuIhJQCXkQkpBTwIiIhpYAXEQkpBbyISEh5GvBmdqGZrTKz983sR17uS0REmvMs4M0sD5gKfAk4HhhvZsd7tT8REWnOyxH8KOB959xa59x+YAZwsYf7ExGROF4G/ABgY9zjTbHnmjGziWb2hpm9Me251zwsR0Qkt/h+T1bn3DRgGgAVdzt/qxERCQ8vR/CbgSPjHg+MPSciIhngZcAvBoab2dFm1gW4Enjew/2JiEgczwLeOXcQmAS8AqwEnnLOrfBqfyJ+e+hvq+g37ES/yxBp4mkP3jn3IvCil/sQCYrqvFJO6H+U32WINNGZrCJp8Pp7myk8rI/fZYg0o4AXSYOH5q/ltIuu9bsMkWYU8CJpUFhYiJn5XYZIMwp4EZGQUsCLiISUAl5EJKQU8CIiIaWAF0mDw4vq2bx6md9liDSjgBdJg3+/8gw+rJjtdxkizSjgRdLAzLCIlklKsCjgRURCyvfrwTfTXad6S/bq3/8Iynp08bsMkSbmnO6x0REzmxi7MUnWyvbPkO31Q/Z/hmyvH7L/MyRbv1o0iZnodwFpkO2fIdvrh+z/DNleP2T/Z0iqfgW8iEhIKeBFREJKAZ+YrO3Zxcn2z5Dt9UP2f4Zsrx+y/zMkVb8mWUVEQkojeBGRkFLAi4iElAI+QWZ2p5m9Z2bLzGyWmR3md03JMrPLzGyFmTWY2el+15MoM7vQzFaZ2ftm9iO/60mWmT1sZpVm9o7ftaTCzI40s3lm9m7s78/3/K4pGWZWZGaLzOztWP0/9bumVJhZnpm9aWYJX/RIAZ+4OcAI59xJwGrgVp/rScU7wKXAQr8LSZSZ5QFTgS8BxwPjzex4f6tK2iPAhX4X0QkHgR84544HzgBuyrL/BnXAGOfcycApwIVmdobPNaXie8DKZN6ggE+Qc+4vzrmDsYd/Bwb6WU8qnHMrnXOr/K4jSaOA951za51z+4EZwMU+15QU59xCYIffdaTKOfeRc25p7M81RENmgL9VJc5F1cYeFsR+smp1iZkNBL4MPJjM+xTwqbkWeMnvInLEAGBj3ONNZFG4hI2ZDQZOBV73t5LkxNobbwGVwBznXFbVD/wOmAw0JPOmYF1szGdm9legXysvTXHOPRf7nSlEv7I+nsnaEpXIZxBJhZkVA88ANzvnPvG7nmQ45+qBU2JzZ7PMbIRzLivmRMysHKh0zi0xs3OSea8CPo5z7vz2Xjezq4Fy4DwX0BMIOvoMWWgzcGTc44Gx5ySDzKyAaLg/7px71u96UuWcqzazeUTnRLIi4IEzgYvMbCxQBPQ0s8ecc9/o6I1q0STIzC4k+hXpIufcHr/rySGLgeFmdrSZdQGuBJ73uaacYmYGPASsdM7d5Xc9yTKzwxtXvZlZV+AC4D1/q0qcc+5W59xA59xgon//5yYS7qCAT8Y9QA9gjpm9ZWZ/8LugZJnZJWa2Cfgs8IKZveJ3TR2JTWxPAl4hOrn3lHNuhb9VJcfMngT+FzjGzDaZ2XV+15SkM4GrgDGxv/tvxUaT2eIIYJ6ZLSM6YJjjnMuJ+yvqUgUiIiGlEbyISEgp4EVEQkoBLyISUgp4EZGQUsCLiISUAl6kDbGrKH5oZr1jj3vFHg/2tzKRxCjgRdrgnNsI3AfcEXvqDmCac26db0WJJEHr4EXaETtFfwnwMPAt4BTn3AF/qxJJjK5FI9IO59wBM/sh8DLwBYW7ZBO1aEQ69iXgI2CE34WIJEMBL9IOMzuF6MWpzgC+b2ZH+FySSMIU8CJtiF1F8T6i1z/fANwJ/NrfqkQSp4AXadu3gA3OuTmxx/cCx5nZaB9rEkmYVtGIiISURvAiIiGlgBcRCSkFvIhISCngRURCSgEvIhJSCngRkZBSwIuIhNT/AVi6bZkP/gu1AAAAAElFTkSuQmCC\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}}],"execution_count":16},{"cell_type":"code","source":"# Data outliers\ndata5 = pd.read_csv('outlier.csv')\nfor i in [1, 5,20,30,40,60]:\n    knn_comparison(data5, i)","metadata":{"id":"oVeanCWCWsRl","colab":{"height":1000,"base_uri":"https://localhost:8080/"},"cell_id":"b251cfe9ea7742a4915455c726075a1f","outputId":"56c7b1eb-2e21-4ff9-ee92-0b473ffe0e97","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":26385,"user_tz":300,"timestamp":1642260565043},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAYgAAAEWCAYAAAB8LwAVAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjIsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+WH4yJAAAgAElEQVR4nOydd3hUVfr4P+dOyaSTRui9qIAgKlYQRbBFUVFUVMSVrwhi5be6rmXdVRddFyw0l2VVUFApFgwWUMq6wiqChUUEBIHQEiZ9kky7c35/TO5wM5mZdCYk9/M8eUjuzD33TID3PW8XUkoMDAwMDAyCUaK9AQMDAwOD5omhIAwMDAwMQmIoCAMDAwODkBgKwsDAwMAgJIaCMDAwMDAIiaEgDAwMDAxCYigIA4NGRgjRRQjhEEKYIrxHCiF6nch9GRjUFUNBGJz0CCH2CSEu1f18sxCiUAhxUTT2I6U8IKVMkFKqlftZL4SYWN/1hBBPCyHe1v3cUQjxixDiVSGEqMM6bwoh3JXKy1GTEjMwMBSEQYtCCHEHMAe4Skq5Idr7aWyEEF2BfwMrpZT3y7pXuv6tUnkl6JWYgUEoDAVh0GIQQkwCZgCXSSk3Vl7rVunOuUMIcUAIYRdCPK6752khxFIhxCIhRKkQYrsQ4qww6/9ZCDGr8nuLEKJMCPFi5c+xQginECJV90yzEOI5YCgwu/LEPlu35KVCiN1CiCIhxJyarAEhRE/8ymGxlPKRBvyqDAxqhaEgDFoKk4G/ACOklN+FeP1CoC8wAnhKCHGq7rVrgHeBNsBKYHb12wHYAAyv/P5s4CgwrPLn84CdUsoC/Q1SyseBr4CplSf2qbqXsyrXOR0YC1wW4fP1wK8c/iGlfEr/ghBibqWSCfX1U9A6U4QQBUKILUKIMRGeZ2BgKAiDFsNI4L/AtjCv/1lKWSGl/BH4ERioe+0/UspPKt0tbwW9pmcT0FsIkYZfMfwL6CiESAAuwq9A6sLzUsoiKeUBYB0wKMJ7+wPxwHvBL0gpp0gp24T5Ol331leB3kBb4EngTSHEBXXcs0ErwlAQBi2FyUAfYEEYV81R3fflQEKE12xCCHPwAlLKCuA7/MpgGH6FsBG4gPopiEh7CmYl8DqwtjIOUWeklFullPlSSq+U8hNgMXB9fdYyaB0YCsKgpZCL3300FJjbhM/ZAFwCnAFsrvz5MmAIfhdQKBqlZbKU8mEgG7+S6KhdF0K8FpSZpP/aHmlJoNZZUAatD0NBGLQYpJSH8SuJy4UQLzXRYzYA44GfpZRuYD0wEfhNSnkszD25+GMIjcFU/O6oL4UQmQBSynuCMpP0X/20G4UQNwghEoQQihBiFHAbfsvEwCAkhoIwaFFU+vMvAW4QQkxvgkdsBGI5bi38DDgJbz0AvFK5n0IhxKsNeXhlWuvdwLfAF0KI9Drc/gBwCCgCXgT+T0q5viH7MWjZCGNgkIGBgYFBKAwLwsDAwMAgJIaCMDAwMDAIiaEgDAwMDAxCYigIAwMDA4OQVCsGOhn5bl+BLHV6o72NZonq9bLpnb/zxPjLqEPjTwMDg9ZAn1ERhUKLUBA5heXYS93R3kazxdP1fH7/t/n87c5hKIphNEYDe5GDO59ZiESy8Kk7SUuOD1yf9PzbzH/s9sA1A4MTRp9REV82pEUroPMpg0k4bzwPL1iPz+eL9nZaHfYiB6Puf5ljh/exZ+9+FmZ/HXht0aqNFB7NqXJNu2fMH14jv7gs7JqRXjcwaAwMBdFK6NhnAKnDJ/LAP9ehqoaSOJHMXb6eksJ8Hr/ATFqs5IMvvyG/uAx7kYPsDZuZd3062Rs2B4S9vcjBqPteJu/QgWqKQyOcYjEwaEwMBdGKaN/jVNqOuIf75q/F6zXmxJwI7EUO3vl8I3eeYaFHimB0XzPpFicLs79m0aqNZPVS6Ns2hqxeSkDYz1uxHlFRwIVdLVUUx3+3/UbqyIdY/c2OkIrFwKCxaRGV1B98f1AGxyAEkmSLD5uJZhuclVLiVKHYoyBPYM+03Jw95Kyaxex7LsFiNiZONiV/WZDN+5+uJfsWG2ZFkF8BUz5x4TQnYrOYWHFzEukJZuwOL2OXlvLaE//H2EdeYfYoeGqdm4v7tiG++9k8fOsozrj9L4jyAgpVG/edn8zDw5KZ+e9i6HgmD98a2ZdsYBCS8+9r+UHqUCRbfLSJt+ETZmimCgIpsUkvlDkp8pw4QZ3ZuSemax5i8ryZzJl0MTFWywl7dmtCsx7u6G8mM14BAcUuH1l9zCz5n4PLTo0FYMwbOcwf24GsXgoPvfQeIzp7OKdTHFm9fZSpHrI3bKZfj04U5ufzxuhYJnxUwZjTMgAYPziesUs3c0fWBUaQ26DRabEWRDubijU2ofkqBw0pcVc4OOo88Sf5gqMH2fn+35k7aTi2GENJNDYzF69m0YerkaqK1vHb4ZaUewQuVZJgM2M2m2ljdlPktZIUF0NJiYOPx8XRr62FvDKVa98ppdRjothj4vbTVNJiBfnlklsHxdK7cyb7j+bzwa8WTJ3PMqwIg7pTgwXRYmMQQojmrxwAhIiaCyy1XSdOueFR7pm3jnKnkSbc2KzfuguzLQFLfDKW+DZY4tuQkpLC2f17UfDFK2x9+890a5vEO+O70K1tEmMuHcKYflaEgJ+PecgtVTmznYLD6cFRVsG9Z1tZv0/lk1+9jHijhFNePMDwfxXy8oZjrPl2R7Q/rkELpMW6mAxqR0rb9vS75XHumfcc8+65iPjYmGhvqcWwcsbUiK9XDVI7WbR2K2ZhY91h8PkkeQUlIH10ThIkWAUxJsHro2OZlF3BRV0Fy3d4uP3MZFb/Usr5A3ueoE9l0JposRZEc+G7/6zlrqsv5M4rz+O9BbOivZ2QtElry8DbnmTSaxsoLXNGezutAi3Fdfxgf9xg/OB4kmMU2rVN5/PZv+e2Ky/g7C5xPHx+HHOviuXibib6zCql76xS9hT4eOtHDzaTj2/2l/PKlbGsWL3JyGYyaHQMBdGEqKrKnOf+yLNzFzP/ow2s//RD9u/ZGe1thSQpJZ3Bt/+Je/7xFcWOimhvp8WjWQ/pCX4jPj3BzEUd3ezZu5+5y9fx/pffUOBwMX6glf7tYxh3uo1Tu6RzWtcM3r69CynxZm4cmExWbzPndLIworOHuSvWRflTGbQ0DBcT8MD46yguKal2PTkpiVcWfVDvdXdu+572XbrRvrN/xvxFV4xm07rP6dqzb73XbEoS26Ry9oSneeztZ5l7z8XR3k6LZv3WXRzOc7FkWx7gdykdKyylb4aVFWs20SlBcklfC+nx/jNcl2SFM1NK2e+wkG61cHM/Myu2l/LVnUlYFMHvzrBy68pNTBlzsZHNZNBoGAoCKC4poffds6td3z0/sg+5JvLzjpLRLjBbnvTM9uz86fsGrdnUxCe1QW3TlQf/uZ4nbjyL9DYJ0d5SiyQ4PjFz8Wo4tIWHhyXz/94/wOtbKvj+oMKLX5ejCAVV+hASTs2UlJY7GdXDxIc73OzK95BXriAEjOyqsjD7ayObyaDRMBSEQTXOuuE+nOUO/t/yWSR58/n7nUOxWox/Kk2FFo9YOjYRgDvPTuTDHS769upORWEuwy88j/kfruemU+DOM2Lo3iEdsDOyl5fbVqqkJlorVzLTwbvLUBAGjYbxv74JSWvbjmNHDwV+tuceIS2zXRR3VHtscQlcMP4x7If3c/ecGVw3pCujzz8l2ttqkejjER6vD7Pq5HdnWJn97V7WTOrCtW99jdft4Yu9Cu/+z0FcbA7JCbFAPP17pvP6kxOMjrAGTULUgtRCCJsQ4lshxI9CiO1CiD9XXu8uhPhGCPGrEOI9IYS1prWaK337D+Lw/t84evAAHo+bDZ9+xLnDL4v2tupEeoeunDHhOTaoA/jz4q9pCYWV0SJcB9Y13+7glX/nM3hWLv1mHuTqJWW8+YObVBvgrcDjquDB82L4cUobHjwvFrPZxOezf893bz3NyhlTjcZ9Bk1GNLOYXMAlUsqBwCDgciHEucALwEtSyl5AIXBXFPfYIExmM1P++Fcev+cW7r5mGMMuu5puvZpngDoScQmJnHreKDynXcOTb/2HwpLyaG/ppCScIB855FR6psdw3SVn0yk9kY/v6kynZDNrJiQxf1MhbWLgtgFmJJI7B8UQI13MXe7PWArXEdbAoDGImotJ+o+ijsofLZVfErgEGFd5fSHwNDCvKfeSnJQUMiCdnJTU4LWHDBvBkGEjGrxOc6DrgHM5bItn6tJVjOoGd1w6INpbOmnQC/LJ2cd7J+mv37RkE2P6x7Fqh4Os3mbaJ5hYu9fLpT3MFDolhUc9mEyCi7sprFi7hSfvyqpWbGcEqQ0ak6jGIIQQJmAL0AuYA+wBiqSU2vzQg0DHMPfeDdwNcM/jzzN41I313kdDUllbGx16D6BD7wFs+XI5/533JXcM78u5p3aK9raaPeEEuf76yK4qb3xXQoXLi4KPGZucOD2Sd7d7WLpDxWRSaJuSCJjp0i6tWnDbaNxn0NhEVUFIKVVgkBCiDfABUOsoqJRyPjAfQjfrM2haBoy4AXnJGOa9/SJur8qwAV2jvaVmSzhBnjV0UJXrj47swJbCUpa9+GCtBPzMxaurFdtpcyUMK8KgMWgWldRSyiJgHXAe0EYIoSmuTsChsDcaRBUhBBfc9nve+MHFP1dt4Yi9ONpbapaEqprO6qXw6OxlYQV8bVi/dRdLtrk4a05e4GvJNhfrt+5qss9i0LqIWrtvIUQG4JFSFgkhYoHV+APUdwArpJTvCiFeA36SUs6NtFYoC6J9rA9L7MlR5OWpcHCkolno6nohpeTgnl/Y+fmbTL+xHz06pEV7S82Ka6bN5nCevdp1e4mT9CRbtesd2qbX2OjPwKBRqKHddzQVxOn4g9Am/JbMUinlX4QQPYB3gVTge+A2KaUr0lqGgmgeeD1u/r3gaf50TS/6dM5AUU7+z2Rg0KJprgqiMTEURPPB6/Ww5eM3ceZsY+6kYSTFx0Z7SwYGBuForQODmgMzn3yImy7qz6Trhkd7KycMs9nCOdf9H2dN+AuT5xs1EwYGJzOGgmhCRo4ey7PzlkR7G1EhPqkNQyb8hSkLvjaKtwwMTlIMBaGjuDCf5+6/jZKigkZZb8BZ55GYnNIoa52MxCUmcd5dz3DvvzaRV1ga7e0YGBjUEUNB6Fj74WJ8h3/kyw/ejvZWWgyx8YlcMPFZ7n9zMy8s3YTb4635JgMDg2aBoSAqKS7M5/s1y3n5+k58v2Z5o1kRBmCLi+eSqX/Hd+7/cc+8dbjcnmhvycDAoBYYCqKStR8u5upe0Dszlqt7YVgRjYwQgvQOXel7wyNMmruO73flGJ1hDQyaOYaC4Lj1MO7MZADGnZlsWBFNRGrbDgy49Unm/5rGYwv/bSgJA4NmjKEgOG49pCVYAP+fjWFFTH9kMg/dlsXBfXu4bcRgPnu/dWY0BZOUks7gUTdiPetmfv/6Bnw+X7S3ZGBgEAKjUA74y+QbKTqyv9r1Nu278tS8ZY2yx0i0pEK5unJ49zZ2rVvGsO4xTLpiULS3Y2DQujAqqZs/rVlBaPz875Uoe9Zz07BTGdK3Q7S3Y2DQOjAqqQ1OBk4bdg1dbvwz874tY/WWPdHejoGBAS1YQUgp4WSwjqQ0ArWVxCUkcv4tD7Jst4lPvv012tsxMGj1tFgF4VRBkd7mrSSkRJFenGq0N9K8GHLDvXy438ZHG425BgYG0aTFxiAEkmSLD5vJn4PfHJFS4lSh2KMgaZ57jCZbP34DkbudKZedSv/u7aK9HQODlkdrDVIbtAx8qsrmFXNQ7b8xY8J5pCYZs5YNDBqNGhREVGdSGxjUhGIycc7Y+yl3lHLvgqe4elAmNw47DYvZFO2tGRi0eFpsDMKgZRGXkMjQSc+zLW0kv5u1ltc+/SHaWzIwaPEYCsLgpMESE0OPfmcy7L6X2Z82lDvmfs37X++M9rYMDFoshoIwOCnpMXgYF979V9YcS2XZv3dEezsGBi0SQ0EYnNQMzprA+uJ2TH1tLd//eiTa2zEwaFEYCsLgpGfQFbcx4HcvMufbcu6avdaYXmdg0EgYWUwGLQJFUThn7P04y8u4/19PcfOQdlw5pA9Wi/FP3MCgvhgWhEGLwhYXz9C7n+PrmKHc8coXzMv+3mhlYmBQTwwFYdDisMbY6DPoXC55cBY57Ufwp8Vf4/Ea/UwMDOpK1BSEEKKzEGKdEOJnIcR2IcQDlddThRBrhBC7K/9MidYeDU5+ug88D3HGWG77xxYWffm/aG/HwOCkIpoWhBeYJqU8DTgXuFcIcRrwB+BLKWVv4MvKnw0M6k2nvmdw6aQ/s9nTg3vnrGbzrsPR3pKBwUlBs+nFJIT4CJhd+TVcSnlECNEeWC+l7Bvp3mj0Ypo+9RYcjurZMgkJiTw2+50TuheD2iOl5D9vv8jdZydyYf8u0d6OgQEA9iIHk55/m/mP3Y6UMvB9WnIT9x47GXoxCSG6AWcA3wCZUkotof0okBnmnruBuwHuefx5Bo+6scbnNKZQdzhK6TFxVrXrexfcV6d1DE4sQgguvO33LP70LV759HPuubgbFwzogS3GEu2tGbRiFq3aSOHRHBZmfw0Q+P7hW0dFdV9RVxBCiARgBfCglLJE35pbSimFECFNHCnlfGA+1N6CaAyhrimZQnseP82eHLhussXRb+KMWq9jED2EEAy+cjyeETfx8Q+b+NesFQw7rS2Trjij2baGNzi50FsENVkB9iIH2Rs2M+/6dO7+6Ft8UrLg+nQmZ2/mjqwLmt6KiEBUFYQQwoJfOSyWUr5feTlXCNFe52LKi94O/egtj0J7Hu1ufpYMrxdrakfM1hgADr/5IABFx47y+ISsamsYrqfmhyUmhn7nDOfUs4ZyYMcW7pq7gktOTeO2S/pFe2sGJzl6i0CzAsIpjUWrNpLVS6Fv2xgu6ljItlyVvm3TyOrljLoVETUFIfxHtX8BO6SUM3UvrQTuAJ6v/POjhjwnWLhrp36TLQ4A1VmOx1FQRagHC3O95fHT7MnEpHehIu8AoUwbKZQ6WSlGLCP6KCYT3foPoVv/Ify48RM+mrmWW4dkctHp3UhJiov29gxOMvQWgd4KCKc0sjdsZunYRDxeH1d2V9mwx0V+mcr4wfGMXVqzFVEXa6WuRNOCuAC4HdgmhNB6N/8Rv2JYKoS4C9gPjK3LosECVzvxm0wmYlSVmHR/YFI78XeY8DIu+wE6dusduKeucQSv24XX6+HQvt34fCqH9u0GwGQy0a5zj4j3GrGM5kWf86+k93lX8J8tX/Huv1ZyegcbndLiuX3EAMP9ZFAr9BaBZgWMv+r8sEojq5dCeoKZo/kldEsxMbqvhYWbi3h4eBpZvZQarYhQiqexiJqCkFL+B8LO2RxR33WDBa524nfZD9R3yZAIRcFTcAif2Yzq9eKrKCU/eyZCMQeUUGM/0+DEIISg71nD6H3GBbic5fy88wf+b+7HXD4wkxsuPCXa2zNoxugtAiBgBZS53NWUxsO3jmL91l0cznOxZFseeYWlqKoPAB9ulmz3F3d2yN0VVvCHs1Yai6gHqU8kJpMpILQ9jgLAL8R9Xm/g1A9+q+PxCVnV3DzbF0zDXVpARV6w4JdYE1M5feq8gAvLaT9YZd1waxo0XxSTidj4RHoOHkrPwUP5ev2HLJu5ljsv7MQF/bqQGG+L9hYNokgo147eIgBITzAzvDOsWL2JLyb6EzL1rqOVM6Y2aA+hrJXGtCJajYJQvZ6Q100m/+hK7dQPYElIpcfEWdXcPKqzHEtqR+yr/NlKUvViNltwlRwjrm3XKu+VPh+W1I5YKoPY4dYMhxHsbn6cNvxaThl2DZ//9wve/MdnDO/ThrsuH2SMP22lhHLt6C0CjYLSCsb0FVWURm1cRzURzlppTCui1SgIEMSkd8HrdiEBYfP/Ut0uF+CPI2gZScEkJCSyd8F9eBwFtLv52cB1Lcaw5fmbAimuJlsch998EHdpAUpsImazJXC9LtQ12G1wYlAUhdPOH0WfIRdzdP+v3DV3ASnxNi7tl8HV5/aueQGDFkE4104oi+CaabNZd9jOWXOqJmRGch3VhlDWSmMoHj0tXkG4S/PZN2s80qciFBPoco8sqZ3IW/Y0QECYq6oXYY7h0L7dAbcQ+JUEUCWYHQpNUfw0ezJpWQ9jMplQVb8vUb9macExElMzKM63s+X5mwL3C+n3QUpJlToL8CuZ2BDPNDKhTjxms4WOPU+l4xT/3/eaL95j8UtrmXJJd87q25E4mzXKOzRoSuri2mmoGykcemvF55PkF5eRlhxPpwYqHj0tTkFop30NIQTtbn4W1eslrl0PPG4XucuexltwEJ+7vMq9JlscaZfeE3A3aW4hiHxyV4RS7XWPoyCgHEK5r777643EXHo/bYPWynvvKZLT0om59P7AfYcWP4bPXY772EGcgipK67HZ7xiZUM2AAZfehO/iG1jxn0947cu1XDYgg9suGYDJZDRMbq6EiiHUJmW0Pq6dpkhF1SuemYtXk71mA1kjLzBiEJEIPjE/PiGLjt16c2jfbr+gdZWhlhWixCYBfstBWGy0u+WvHFvyaL2emZyWznNvZld7brvOPaoEv/VIZBXFoeGrtCCqXHOX0/6Ol/HYc1CU41aMoQCaF4rJRP+LrsZz7ih27f2Zqa8tYt69l0Z7WwZh0GIIc5at48dfDzL/sdtrlTKqWQ8AY97IYf7YDgHXzvirzg9bDNdUqahNmcnU4hREJHzucjJvexFv0VHMycdbPB19axqe/IN4HAUcffcJLAmpQPW4QbB1or8e6treBfdRaM8LrBdqzYZQnG/n8QlZFNrzqiii2tRfGDQdlpgYUjM7c8xXXdkbNA/0QvXatzbSLg7mLl/Hum9+rFHQaq6d2RuLaGN2c/asg6QmxtIhdxdQvY9SU6eiNmUmU6tRECaTCal6/c79SoTJAgKEyQxCkJLud/iEctdAdeskEtp7H5+QFXY9Daf9ILJSmPh8KoX2PJSP/oYwx5Bx1QNI1Yv0upE+LybL8UC6T/roMXFWoNZDw6i/iD4V5aWY8fLjniMM7Nk+2tsxCEITqmlxJmKki2dGpDD1k02M6R9Xo6BdOWMq9iIHYx95hXlZcUzOLmfZiw8ipfRfC1MM1xQCvKkzmVqNgmjXuQd55qCOnVqZXpRbnkufD0t6ZwBMcW3IvPZRYtK7cPjNBwNpuBqq6q/UDr4eCSOIfeLJ7NQd6w1P8sLSGSx5wFAQzQm9UF30XTG3DrCQbnUxorMHVH86fE2CNpTQB8JWUDeFALcXORh1/8tc0xMmLTvC/LEdGj2TqcUrCL1byOMowFvoHxYjhEAIpfJk7s8yKrTnoQiFLc/fhJA+2mS0q7JOMLURvOHcUqjeQLsPd2kBpgT/4DzFYgsU9HkcBRxa/BhSgrcoF8VsJSa9E1DVStBSazU8jgJc6W0DezaC2NHBkZfD6R2MYrrmhj6GkL29hKU3xFHk9DJhoJkHPi9jyoVqREEb6tQ+5h1/F9YPxiUHro1dupkyp7vJUlEXrdrIMXs+/7QrZMb5Aq4uaHgKrUaLVxD6E/LjE7Iwmc1IFLxFuUgk+FR8FSXYs2dgSswg46oHMJlMlH/+UrXAczC1EbzhTuhVmgg6oO3V04Cq8QNXpcurAiu5S5+sYulIqYKqsn3BtGptxvcuuK/GvRs0PUd3/cD0UQOivY1WQV2yhPQxhNG9IK9cxeOVCGBgJjUK2lD1Bxd1dLMtVyU9IS1wLauXwqK1WzArskrhXLh16/p5szdsZtn4jty25DBv3dqZ+z6tYNmLDxqtNupLQkIiObogtNfrwVdRgjm1E2kjJ2Npk4kE3AWHqtVANLYrJlhxRaqv6DdxBj/NnkyHCS8HrmkWRH72zHC3GRi0GuqSJaSlh14zbTZf5dr56hP9q1b690yvkkIarHxCVUvnFZbhUalWDNelXXqj1kFoexnUuxNZvRQ27qtgXH8zaVZ3oxfJQStTEI/Nfieo/XcBIEgbORmhKP4Ka7MVoZhrXQMRTUwmEx5HQbX9hXKHGRi0VLTT9F8vT+GGt9Zw9bBB9O4cXGFUnVCCWxPA+cVlgdGfg3p3qqJ8tCD1nc8sRCJZ+NSdJ2yoz6JVGyk4coAlew7w4W0ZTF5+mMVjYikuLWPcoHTGLTfSXBtE8Mnd4fQS29afAeRxu5r02eFiFqUFx8Kmz4Z6v0a7zj0oT29ruJMMWjWay2fjvgo6J6g8MmsZH/zt3nqvpR/9GRDGt2dUy0yyH95PkVOesKE+9iIHH639lkfOgT9+6WTpjyVk9TbTPsGEQAVPhdFqo6EEDxCSEnLeeADFGkfbG59u0mfrYxZHc/YGWnAUvvtE4D3a6f/gb/62HD6Pm/y/3gASyo/uAQQms7lOWUyR6jeMDKemwetxU5jzC/G2odHeSosmUGNwVRyTlx/mn6PjufbdPezOyauVFaGxc38uo+5/mfZtbCwck85dH36DSRE8NyKOqSsLSY83VymG+2jttzw1zMxzX7n54MtvTsho0EWrNnJRRzfdk2F4V4VXviokxiyYsckJgMlURtuUxEYLUEMrVBB6IX1o324kCtLnI/e9Jziy6GGEyYzqKCQ2o1ONa9WlcC4YfQuOUO4sc2J6lZhDzhsPYEnthK8kt8Z+UMFEEvTh6jSaq1vtZOHgnl8Ye2ZbbDGWmt9sUG8062HVDgdZvc30b2tmXH8zj8xaxj//eEetA9d/mLOcdLMTV7mXvm0zyLDY6ZchyLAKbh3gH+Az/qzkwGyHizq6OaO9mVE9fLz+fSFzl6/jybuqd19uLHbuz+W1ZWtYONpKjzQLtwwQ/FDShvdnPFSrmdf1bfPRIhVEpFOxHq1XklBACJDOUswJqVgzOlXLDArFiTxhK9Y4Ds67ExAc1o1ZEhLuveosOnXvbZz4mxlWi9EGvKlZv3UXB45UUFLq4K3rbPx8zMNlvcy8t3If895fX6vA9c79uWz7ZQ/vXmfj5hUVfLO/ggKHi8vOtpAcY+HOQTGMXV7CHWe3YXhnWP7ZRv5xhSAtzoLAR1qsj7dXfc2UGy5uMiviD3OWc2UPSZW/b+sAACAASURBVJckgc2s0C3FxEUd3LVyJzWkzUeLVBCh0k+3L5hG4b49QNUuqSZbHP0mzgjUDfgVi7vKCbo5BH073jqdAwvuJT1rGnHtqrbROPzmgxFjFfXFcD8ZNHdWzpjKzMWr4dAWLjgtOXD91kOFLP9sIy9eaua5dd9GdAH9Yc5ybupnYmA7E+MGWLhn+RFuH2AhNVZwrEzFZBKB9FeA0b0k3VJsFFdI1v3m5ZXLY7lrpZO/v/05u3LymD7leh6b+36jNeazFzn49n972ezz8uVvXmLMJnwSjpX76F+8I6LQb2ibjxapIEKhOssDsxz0bSn0BWbBQk8TkA5HaZXhPfURkNOn3kKhPS+gnLxeD8JkRrHGhZ27Gm2MAjuDk4FwQ3pG95J0TRQRT9qa9fDS7Ta8En53hpm5m8v4+0YvMzYJTCaFtimJgJn+PdMBWPHLbyzdXorb6+OW/hYSY+CynibeWf0tPVJMPDp7GcV5h6v1Y6qvm2fRqo0M6WxjaEcf4063gCWOdmlJzPx3MXQ8tcZ7G9Lmo9UoiPrQmALS4Sil463TA4Fp1etFKGZy33uixniH1u7bV1ECyMDIU6Eo2NJrjpUYGLRkgtNV7UUOxkx7mZv6VdA1xcyV3b08GsaK+MOc5Yzrb6Zbir/HWbdUC1OGqGzzdo2YCaX1YnrqqkTSE8w81tbDJ3P285dR7Znw7h7evrUDf/yyatZTfdw8mgUQ4/Gy5H9e3v7JzbHyUlKSysgtKueMPuEtiMbo09TqFIR+LjUQqCNobDdSsHum0J5HjKoGKqUDWUzSh9N+MDA0SEgfQjHjdVewf/Z4wN/AL3PsM9izZ2BO6YhS2bDPY89p8P6Kjh1l8zPXQWVWlEAgFAVFKEift97rGxhECy3bp1uKqUZ//fc7c/jW7eFf3xdVuW6xRv6/FVxNLbwV3NzPzL3LD3NtXzOrfymjqNDB3OXrmDxmeL3dPNpzHh52fKTxzH8X85U9iXTbYUadE96CaIyJc61OQQS3wXY1UR1BsPWhdVzVlJO2j6OVVoDqrDq8yCd9dO7Wk8dmv8PUq8/FZD7+V+XzuAEaJMD1+9NXabvsBwJZUvpJdwYG0aA+BWlrvt3B/3aXkv2zgqKAzxfeX7/vo+frta/1W3dx8KiTV/6dT5vEOAqKS7GZoMLjI8EqeOf7ItrGCZZ8thFE9SZ+tRXQodxnXtVHRXkBK3/XgcnZm8kaOihkzCPUvVC3Nh8tUkGESj91Fx9D9XqrDfApzrefyK2FRHWWV0lpBb+gdnzxKuBXFjHpXTDFJpG7+JHAe7yl+SgmE0L6SEgPnfoaLtBcdOxonfa4fcG0gBLzOAqatA2JgYFGfQrSRg45lZEdy3l42PGgdW389bXFXuTAYjFz3SVns+6rTSS3zWTMaTF8saOAuVfauCfbiVVInhsRy72rnLz36UbWT/I3/qyrmyeU+2zU/S8z8VxbQOHoYx76gUWN0eIjqgpCCPE6kAXkSSn7V15LBd4DugH7gLFSysK6rBtKYN171VkUffZqtev1OYVrg3r0FB07ilDMJKf5A1laQFrLkqot2mwI6fMG+kH5fCpO+0E63jq9ynv3zx7P3OxvAb8iCN6TttczHq3++9Csg+0LpuEuLSDnjQcAkKqXfLMFky2uyihVpz0vEOTXNxQ0AtYGTYVWOVzXgrTGODlHokq7i9szuOb1fWz1CUb3FKgSLAoM62oi0QrDuyn8fMzVaN1c5y5fT0lhPldWBsxvGRjH3DnHYx5lTnejTq6LtgXxJjAbWKS79gfgSynl80KIP1T+XOdZoMEnZykU0rIerjZtLZKAC1cIJ33easHrn2ZPJi3r4YB75tC+3YGZDnC8JbfWiltDBI0Y1WZDSK87UEBX9PLEwEChcIQLqNfkJlKd5WTe9Cz5a+Yh3eUIxYQqJe5jBxHiuIVQU0NBA4PGRoslnNHezPWnSL46VDv3jNYracIzbyIQvPnUhEarT9ACv8/oKqwnntuG17eU8dRVfivB5dvP9mOSdpmZjBuUzy3LHAx69Shm3XzyjEM7+Hrb3jplNdmLHLzz+UYmnmnFrDrxqj6E19+sb+NvFVzRQ+H1zzZWawvSEKKqIKSU/xZCdAu6PBoYXvn9QmA99VAQmsDcvmAaFXn7kRJyP3wBgMP450FY45OIjbBGONdJqJN6TWhWRHArbq0flJapJFWvf8KdlKhlRWxfMA3FYiP3vSewJqZWWTNYuTQEWTn3WkofQiiB+deamysYzeWkdzeB4XIyqBvh0j816+GFC1XS4iyMH2jlw51lzF26ulbN+Bat2sievftpYxON2pto0aqNXNEDMqyuQIX1lT0VFn/nQgjBws1FZMYLCit8vPafPP50ZUemDi2GjmdW2cPMxavJXrOhVnsLdHDt04kY3Cz/WfL6Vg/SlIPT5SYjTqFTmzKmX5bI4u9cVdqCNPRzR9uCCEWmlPJI5fdHgcxQbxJC3A3cDXDP488zeNSNIRdTneWYEtNJu+phrOldAgJQet0cW/Io2JrmV6Af+hOp6C4hIZFC+x6ELZH242cipaws65Z4Cw+Tt+xplFj/PcHuqoa4dzT3kcdRgPR5kKoXn6eyWaEQ1cabBqM6y2k77gXcBQdBV8mxf+mTRmW3Qa0Jl/6pz0SyKIL0eEFWb4XVv3oYdd9LfLfwCdKS49m5P5fLH3iF1bMeDCgNe5GD97/8hrRYyeNDLTxfQ6FcbdGsh1kjIdkiAhXWF3aI5eJuCmfPOkhZhQebSeXVK2zc/2kZH/zqtxz07q26Fq8tWrWR3EP7WbEvhy8mdSE9wYzd4eXSBbmMPzOJJy9NweP1sfdgbrW2IA393M1RQQSQUkohRMh5oFLK+cB8gA++Pyjtpe5GeWZNbTocjtIqBW/gF9zB6If+RMqS0lqQ5+zbg68kF9VbGRNRTAiTBVNCCu1v/RvugkMcW/50o1V4J6el89yb2Tw+IYsuvU6jyGzBGnN8+pmvMmtKi4MU2vMCAX6tUaAEUMxYdYWH5sR0TEI0SWX3yYSvBpegQXVBqc/GWb91Fz/sLONfmyt/jxJUnw9VglkpZ+6KdTz5uyz+MGc5qeaKKh1cF63aSIbFydBuFs5ob651S4qa0NJGrbgoqPDva2Am3Py+i9TEePr3TGf44D5waAujz05mT0V1y0G/Tm2ymrTf0dCuVtyuCtrE+t1U6QlmRnZVeeO7Ej7a6aGkzAleN0k2QUa8g69/K+fiLgkN/tzNUUHkCiHaSymPCCHaA3k13lELhFBwV6aYCvwnZI+jgIT0nlXeV1NxXI+JswLxBQ19NXZ90Pv4D+3bjc9HYEY1gNkag2o2k1KPlFwhfbVuKOh1u9C0ser1onq9SOmfaGdL7xQYTuRxFPj/LDjkd4cZVOO3LxbyyMTzo72NZkWwOylYUOqzcYIzcGYuXo1j72bW7yriLxdbmbp6EyOH9GfbL3t4f2w81y/1d3BNSYzj/S+/weRyMX5gPMmxgiu7e8IWytWF48FvOC46zYEBQzv353LNg39nw2R/8WqojKVIxWva/In5j91eZRZFVi+F9btc/JLn5eMZB0mK1w5ytsCzr5k2mwNH8sgpKOOYU5JmdfJ9ro/+hQ0LzDfH/90rgTuA5yv//KgxFrWk+f/SpNeNxRqDy36AlPS29XKDhCq2E9JH3ntP4arMYtKo6ynfZDKhel1Ib2Wtg+rFZT9QY3vvcAH1mlw92n0eRwHugkMIxf9PQjFbMSVlYEpIQXWWc/rUeYF7tOeYzGaUpJAewFZPlxQrKUnVLcvWjN6dNP6q86sIyuBsnFBC9eKOHrJ6mzmnk4URncuZNH0h4/qbOb2dJdDBdejA3iSLCk7rIGgTKzArok6N7SJRU9roH+YsJ6sn+Fzl/HrQTbf2adViAZGK18qcbg7s3c3cFeuIj7EGMqW+mtSOh4clY3d4Gbu0NORYUa0n1cer13O0HN65vT2Ts8t546k76/15Ifppru/gD0inCyEOAn/CrxiWCiHuAvYDY+uztl7wCVtiQOA2Rt+jmort9G4qfR+n2gRw23XuwaF9u7FY/f5/Ifw7VlU14hjU+vr7tfumT72FnOVPB8axgr9flCk2CTwVwPEZFoV2v1GX4fWiFh1FCCWggA0MQrFzfy7/WL6G98e3575P/S2zgyuRtWycrF7makJ1eGdYt6uMpTfEYVEE1/YxsWJ7AXePSQJg8hAbQ1/fQ7HDxbYD5fxwSPL2Tx4Uxf//x2RSGFTWeHMSgrEXOfhu+2/stUne+V8uJgGxsRUkxduqxB/CpeCmHdxBbl4e04db+f2nX5OWHB+YRaHJgEgpsqGyq/TvrW8vqGhnMd0S5qURDV1bE3z3X3MO7tJ8Dr72uyqvC6BLjz4NfUxIHI5S4i57KNB3SSPn3SeYPvWWkMJcbwEU2vMCglqYYyLOjdCjKabifDs+XYaTkD7aZLSLqKA0N5fevRacqqvNsLAkpGKyxWHPnuFPiy0rxFS5X8UaF1AoBgYa2ulam528aO1WzMLHkm15+HySY4UlgWyc12/uUMU1s37rLv63p4TRvSCvXCWvXOXjXR5uHWDBXHnia59gYlx/M1sqLAzonsG8rDgmZ5eHPG2Ho6EN9R66KI3xg+O59LX9zL4mhaf+I6o9P5wV8sy/sin65RAX94il3cZSzm1vIjPWHAh+pyYez7cMVc8RKrtKH6iuby+o5uhialQSUzOqCD19emZdT/d1QT8QSMOSkBo2eKt/dvDUO30tRSS0+MmBX39GKMcH1eS+9wQOp5eiY7sj3F03+k2cwdGcvbhdLnKXPomvzF/L6CsrjFjZbdD60DqmzpoQH5idnP2rg2UvTiMtOT7Qrltf+aw//Wo+9q9y7Xz1if/13456sAj41/ceTLr6AlXu45FL0gNxjbnL1/HD7oO1EvrhhGhNikMfV1j0XTG3DrCQYXVxRY/YWqexrlizicXXWHG4oMIrubybSvcO7Xj88lR+DONWCn5+cHbVHWe3IauXwpxl61j/7Y/16gXV4hVEMFpbC33PITh+Iq9pSlx9J8gBqKqXQntBtTqKSO6icBPfgtHaiQcyjZL9sQEhwJSQQocJLwea/9WW4FTdgryjKHHJKBbb8eeYzaCqpLRtX+Veh6M0rLXU0tnx1cec3SMj2tuIOppgdbrcjOtvplOSmaOO6rOTa1P5XJu2EVqH1fGD/cJv/OB4Ll2wiURLzW06IqWe1nT61uIKANnbS1h6QxxeKbmyp+S+NTUL5Hkr1jOis4c+6XHM2lTB9aea6ZosyCsspUN6co01DeGyqzTLw+vbwviB1nr1gmp1CqImmlKgSSmruIk0GqNdhcNRiiUhlZj0LpTn7UexWIHjjf1qg6YcQ7mowB8w7zJxTvUbTSZjboSOij2buWXiOdHeRtTRWlJsP1LBkSSFT34tqWycV0pGShKdKhVAY/QM0p6nj2sk2xRGdPZgjYkle0NkQR2cUaVZHtOnXE/2hs28OjqNMYvWhCzS0xTc7I1FATcYgNXsIatXTI0CecW6rZSXeNmwv5RDxV4UATM2uhFKBe3T/bVJkdqERMquev3JCdWUZl3qIwwFEYaapqnVdqxpQ55dnG/Hq3ow/7qj8hWJyWwJm9HkdhT6Z0X41ONFb4AMioWEQ1OO4ayW/L/eULcP0kpxuLyUljlJjLfV/OYWStWgqYs1k7uRFu//d+tvnHdmteCpPs2zPumo2vjRF9baaZ8aT7nTDV4vp7R1kdXHFja4e+czCykqLOCDcX4Xl97yeOil9zgzxUGqRSGrJ1XqLTQ0BRfsBvPjqrEHVJfMVA4L/yGso073dGibXivlGek9MxevblDL71ahIPSdSLXGdFL1UpSQHLaRXk31EJFeT0hIJOfdJ6pkBAEoFhvIyMJaK5qzJKQiY+IRTgd5y/6E9PkQiglrYioeRwGdu/WsfrOUWNI747YfCMyM8PdwCllrWGeEDF3zEbqUsfVyxk3TeGHF33h2/LBobyVqaCfyzFhXxECr3n0DNKjRnJbqmb1mAxcPHcK6b35k6djEQOVxqJPzvBXrObR/Dx3a2EhPSAOOWx5eEcPK7Xt54nobhSUOHjrfxvA3/fUWoVp91NcSaiwLCqrHSxrauLDFK4iEhEQK9+0JdCJVvV4sqR0RQN6SOrd4qhWhLIyiY0dRpUQo5mpV2Pp+UA5HKe1ufpaY9C543C6E2e8qOrLwQUxCcPrUeexdcF9oV5hUObLwQVRHAaZ4v3KSSITZX/ehCKX6PXVAmExV6iE0jLkRVUlsk8bR2hltLRJ90DbZlsgtAyVbiyy8P+OhKrUNV0+bQ1FhAQuuT+euD7/BpAjm13N2sv65865P56YlmxjTPy7iyVkLDj833Mq9n5YHGur5q5K9WE1eru1romOSghCSjkmmQL1FqGlzDcmCaiyC4yUNVT4tXkEEdyI9mrMXtSQXoEqfpMaeKBcswB+fkEXMpfdXy2w6/OaDFJUebx9eaM9DfPgCwmRGWGy0G1f7gSbWpAw6THg50PgPAFXFV16E64tX6di1e8M+lEGtyS10IKUM5LC3JvSxgKP5JSSbvVzUQVarbbAf3k+7JAt926aRYbEzINNE37ap9ZqdrH9u37YxVdpQ6NGfnLXg8CU9Yxnd10t8rzN4eNxIxj7yCvOuimP43P18vMvHsp89pMUJFOFECMGxit/ILy6rpgTqm0raWOgV5N0ffcvarbtqPWQpHC1eQQSjL3KrzTQ5vXsKjg/L0Q/cqe0wneAKbO39imIOuKsO7duNkpSJMFs58uYDtf5cWtM/l/0A6ZfpLBSTifLPX2qUqXn6+RB6zIpoUHZXS6TNmdfw+eafuXxI09TaNGc0t8bbP+ZyrLCE1FiFgorjE930cx6e/4+LXXluChwurjw3Bq/qq9fs5OAWFo+O7MCWwvDpofrUUrOQ/G6QhbEfbCQ2xkJWL4X3figh3gJjTrOQFgv3nWPjQAn07JzJq1+XhkyFre9Y0cZCryAv6ljIsm37GDFlBp3apdZbUbQ6BVFXgqe9aemxereK/j369NlgoRlcgQ1UmQ3RECLNbNhbx7XCpfp27Nq9Vaat1oceA8/n7Tc+YcTgnljMkduktDQ0t4a+vkE/0U0/52F0X8mj2bmM7muhW4oJe5GDdmlJdW5XXdf5y5r10DstDlX1cmqGicu7e3hn9WasJklufglTzraw7jcv+RWSxdu8VHgFmA9Wq47WP7+uqaSN5ZbSK0iP18eV3VXW7PRxpDCfckdJva0aQ0GEQd+qQ3/q1zKI9Kdp/Xtq6plUGwT+nlHSp+LO+w0Ab6kdKUQgCB5pz6Gu1wVDCTScuIRE4jr1p6TMGTV/dDTRCyy7w8u6XcUU/fINWUMHkb1hM9MvhIIKH+d0Ekz/qoxvDyjM2OTEZCqjbYoTqNsEuLoGY/2ppR6+2FOEIsAkBEVOSZGrhAduGcGKT9fz0S4fJU4B5hiS4m1YCJ1ZFKkBX12K8/TjQsNZPeFeD3brdWujMLqvif8ckOwqUGs9jS+YVqEg6iM49SmfJ3KSmslkCsRIpLMU7/q5AHTt0adGwW0IdoPmgl5gzVyfT5nTQ3q8v2NrVi+Fc/q0C7z3sZGh22LXhZqCscHCtUtmKjvKyrCXO4mzKCTHKsRbfRQ5VZZ/vpEvdXMXwjXIC/VZoWbrRduLVmOhuaXKXJHHhUaKcVRz69lAEZK2cYI4MyRSzsj7XmLNrIfqpCRahYJoTLSGdV7VQ8yl9wMgPnwBU1Im5sousaEIp6RKC47h9clAZbKGyWSqU3vvUHUZxfl2pM9Lm4x2Va6HaitSU92HgUFd0ATWoh+OUlLqYNYVMdz3aQWewwfIaRNbq5N+Y2YFBQvX15+cwKX3TOeNqxN4ap2bJbd1orjQziOry+jexlNl7kJN7q66Wi/aXjRl2bdtDMM7l7Ni9SbeGxc6hlFTjEPv1lNzNnN1NyedEnzEWQUzvnbxz60VeHwVzF2+jifvqv1EzFahIGqqadAIJSQL7XkczdkbiB9oPZaEMAUykoTJXGOlQaTxpRVYA7MWNMLWOoQh1Gc8tG83+dkza1W5XdvfkYFBbQiOQ1w1OJmdjrpZCo2VFRRKuC5atZGRXVVSY80MzIQzXzlAvFlS6lL57rDKsh17yExNCnSDjeTuqm0qqTYnu7S4iDmj07j2jT28MNE/90X4PIzo7KFnmiWkQqptjGP91l388lsp//jaRaIVTJVJdLFmODVFYclnG5lyw8WttxdTOCG/fcE00i67t0qHVa19tnZKDiUkty+YxqHFj1FeGUwOdFqVamDAjrDYOLLoYQDU8iLyTBaS09IpLTgWcn518Kk8VLFe2FoHg5OGpHZdWPP9j9w8vF+0t9JkRDrlN8Q3X5usoNpaGKHaaPiL6DqQnmDmkVQPH+/aT/bEzvRpG8P2nEJGL7Jz3SVn1+m0XRPanOwbB8SSbjUzrr+Z7J8djI8zse7XMmZdEYO9yFHt91SX36PW2HDLjr3Yi1RizaJyxIEkr1wlM6luczEaVjnVDNGEvPYVd9lDZNzwNC5HMW6XC58PfD6QKIG+SJHGY/abOCPg6nnuzWxS0tty+tR5WJMy/MrBbKXduOfJuOZRukycQ0xSRmCcp9ZJNvirtY/jbC30Pe8yPt/Zsv+ugyuhg18L55vXsBc5GPOH18gvLgt5r1+oK2HXLzyaw5xl60Kuoa2fvWFzlV5EK9Zs4uIuVJtFkf2zA4/Xh1l1MvFMK0s+2xhyzdqi/2z6OdlXdlcpKXNyWS8zs78u5KxXDzIw099Ys7TcWe33VJvfo56VM6Yy7dbLGdw5gSljL+WUrhn89PueHPlzX76Y1IXsDZtr/blanAURjKqqCMWMMJn9FdSVlckee06jP+vQ4sfwlBZQ6CAwx/mn2ZMx2eLCtvSA43UUqupFSr+zSi0r4p7LBqFYrChCITkt3YgHnIRYrNZob6HJqOmUH8k3r2XsDOrdqZobqTYnZv2zr31rI+3iCHkyDiVcg4vo8gpLUVUfPop47duywGznGNQGubeClac2J7tbigksNvp0actUezGLfvLwVa5P18MpL/B7qm23Wz364Uy3vldzRXkkWryCaCpMtjiOLHo4MJNZdfjnIbS75a8IfIH50vqBO+HQ6ii01ho+jxtv8VHyV82k852vBGorIsVMqrT6NplC1lwYGDQm4fzimuvnjQjFWTMXrw6M1Pzw9owqCqY2WUHae9LiTMRIF8+MSOGpEB1bQwvX47Oc9Wjtwmvq31Qb9ApMayMSp3pZ8j8vb//kruxoW4GiCLpkRm7KV9d2GfrhTLWpKI9EWAUhhPgEmCKl3Fen3TUjjubsRfV6ESYzqqPAL9AVf52CWlZEbEbdx2Rq2UixgNNZirmyIZ81oxOqsxxbeqewmUzh1tMqoFWvF6GYkT4vwmSp8V59zGT7gmmBQLfHUUB5ettAFlOwYgmV3ttYNRQGrYNIp/yagsuRxmOOv+p8Zi1bR0q8lSXbXFXu04RaXQb0hFICWtwi+Nqg3p3q3flUC0B7vT7MZoVzTusWUJ5aG5G/XNk18P7gjrZj/vBatVhKbWIswe8JHs40bUR7thQ66jRZT08kC+INYLUQYiHwNymlJ8J7myWae8mS1hlTQirpV03Dkt4Z6XVzbMmj1dw+tRGSkYb56Jvw1RZ9BbRmcVTkHajzjGf9Z9m74L46t9YwXFdNg8vtpcLlJjamZbmawp3yazO9LNJ4zDKXm+5tFLJGXlDjgByo/YCegBLoU9WlZS9yMOq+l4mnnBU5uZgVWafOp1q78P1H8nGWlZAUIynzCPYcOMxXk/zp5U63lze+Kyd7jwhkRenXDadQazPhLrjQ7vIHXua2CMOZ6kpYBSGlXCaE+BR4EvhOCPEW4NO9PjPcvdEkeLazlP6Jaoo1DqEoeOw5SJ83ZKO+ugrJYIWiVVRr1dTBE9n09zUFWo2Glp2lf56hAKJD/9FTePqdmbwwoWW1/g7nF69pepkWrI1TS7iqa0yV8ZjDOxOxFiD42dqAnoPFHixmBasl/ICeRas2kntoPyv25VRZf96K9YiKAi48JZFv8sx1PmkvWrWRY4f34Shxowh4aqiNZ7/yUO51Bho1fjqpaxWLQf+7yJo2m9LiompdbGsz4S5YGecVOnCUlbPyF4VPwwxnqis1xSDcQBkQAySiUxDNFb0gnHr1uYjENHweJ2pFCXkfTgfAV15Mlx69Gyw0Q3Vs1Vdda3GASE0B9aNCVa+XirwDSJ8X6a39JDgNrUYjeGpdU9Yy1DQ4KdRrpQXHSEytPpKzJSqyNumZHJEtL9QXyi8eauRnsA9/0aqNZFicFDi9LPoexp8RExiPCTCmr6gx118/oGfV3oMs315ObKyNpHgzwQN69LUHQ7tacbsqArUGc5at4/0vNjH7ylieWlfOxX2tdTppa00Hn7jQzDPrPTg8km5tFEZ2V9h0SGXwKzk43SrtU+Mxm5SQ/Zu0tNfgLraaldQj1cKZKQ7mrljHk7/Lqhac/92ZCfRtG8MVPcp55bONTLvAxnWnWOnZOROzSQmpmOpCpBjE5cBMYCUwWEpZHu69zRWf9NH1jurZQ/tnj29UQaQJyaJjR6s08dNnH4XD4SjFlt6J/OyZgSwmX0Up0qeCT2X/7PEoQsFVwzrRoqYCux4TZ1XriOv2eom59P5qwfSWWpRX7KhoFa2/axNc/vybHew+XMGsK2zc96mLzw4qmE3x9O6Sgsfp4NGRta+Z0MZpzsvKZHJ2ecjTvyaEr+obwzf7XVVqDS6c9zVX9VA5p1McWb19lKmeGkeTBq89tL2TgW0F151q4b8Hvaza7SWrj4UNORBjMdEjxczVoy4MWSWuT3vVd7HV+lUtHZtIfrGDMX3hntWbmDLm4mrB+St7+vd5ZU+Y95WXd7f5eH2rJ9BUEOrW0yqYSEebrQUpsQAAIABJREFUx4EbpZTb67XySUh9201EEpLBlkPwMwrtebS7+dmQwvK5N7OrvN/hKK3SSjzYxaUV8ZlscU36eetKcEfcAwvuJSa9S52C+SczKWdmsXTDd9zUggvmILTbyeeTFG5cFxC6l51zKpd1Kq9WWa1VXNclQFxTdbFeCHvdLq7qbaJPupm9BWUkW2KxSic39bNhUQTjB1oZu7yMi/u2qXVQ+qO13/Lc+SopsQp3DDTz6W4vq3Z5uLqPmeFdBW//VMEzo9NDZldplpSW9qrvYqu14Ei2Key1lzGog5URnSt4cfHnfPvDjirBebPqxOn2YladTB5iwxQTXxnPidw/qrZEikEMbdDKzQAhfdVSTN0lx0BSrcI5ISGxTu0mglNMtQB1TTUPwc/4afbkiMKyLson3Czp2u5Fv7ZB45HZsz95//0q2ttockK5nbQRoFoQNVzmU11z/WtTK6EXwqt/dbFhv8o7//NQ4pSUecsZ09dEjEnw8zF//s3ATHjjuxL6Fx7PlorUPfWijm66Jisowj+m9PLeZlb/6uGiN8owmwSpsYLMWG+1uIi2d4vHy6If3Lz1kxu7Lu3VXpJDzhEbr/23GLxuEmMERRUqnp3fMPHsJCYtO0KZy4e93Ms/t7hx+cqJUSRJNkGHpDIeHp7WoMC0nmbrHK10cb0CmIAFUsraj1arpE1Gu2oC8KfZk0nLerhah1a9UAw3JEh/stYLVy37CELPbDYwaG3off9aALbM6Q7rgqprrn9N7ixNCMd4/LUHPp/AXuEjIyWRpBiBu8TJRruNjav1q5qr1EfU1D31h51lLPhGBSSa99AnoUMbKyZLDF9MzCQ9wcz4lKr1FNrex/VLobiklOSkRJZsl1ViBfqaDK+rnH25xVy71Mkbm4tJsXoo8lpJTUwkKQbsJU6SkvzupMMuOGtO1UK7htAsFYQQwgTMAUYCB4HNQoiVUsqfT8Tzww0JCneyVr1ePG5/zrbX6wkUrBXn28M+Q1NC7tKCQGD60L7dtS5yKzp2tJoVVJxvZ+v0G0N2bzUwaArCnbKDA7DDO5cza9k6OqTGh61vqAs1WRyaEH54WOjag1Cf485nFuJDkl9chpSS7A2beXV0GmMWreHqYYPo3fn4cC99oPxwXtX/5wWlFYzppYZVXuu37uLgUScvrdem7ZVXyzTS9q+5mTq1MZNk9RETY+Kd29uHjbk0Ns1SQQBDgF+llHsBhBDvAqOBOimIUHUNHkdBowz1CUZr4SFM5oA14ZPhk740JXRo8WPYV81Aql585UVI4JBiQhFKoF3H9gXTqrmtpFBq7XqqLXVNk50+9ZZqgXnwB+e1+dehhi4pVhuH33zQf103Uc9QZCcfoU7ZoQKwPtVDx3iVKy48g79Oua5ez9Iro5osjvq04LYf3k+RUwZaY2T1Uki3usnqCY/MWsYHf7u32n2h9nHNtNmsO2wPnOSDn71yxtQQ0/aqKi5t/5qbyevzISVc0dkbtnK9MdqiB9NcFURHQN8s6SBwjv4NQoi7gbsB7nn8eQaPurHaIqGE2uMTsurchuLYqlfIl2qVedNV24DLQG8n1VEYcDOJCApCo+Ot/tRbl/0A+dkzq7m/tJbdJ4K6psk6HKUMfmxZtevBnWinT70FxxevBn5OsgqKjtlRlKr//ByOUqZPvaXFpbq2VMLl6s9bsZ5YTzGXn2KmW4qJnYeLWburlJdG2Zj02Uam3TqqXoKsLu2/6+Ky0s/Ifu4rN0s/30SM1cS7NyZSXGjnofNtDH9zD7tz8qpYEfV9dk3xE3uRA4vFzJLnpnDPs/9k3lVx3PXeIaRPZcypJpxub9jK9Zqm0tWV5qogakRKOR+YD/DB9welvdRfN9CQzJxwY0al10WHu2ZTfuRXEAogEdkzcTudHPj1Z38KIyAUBWtiKqdPnQeEFqz6ZxxcOA2fxz9eUQiBWl6C6vUGFI+/VYgHV8mxaumzimh4I966ZEHVZlZGOKopC0cpUihk3vSXwHXNtWYEyE8eQmURjb/qfFas2USyovL2jz4W/+ThYHExN/e3kJEgGNVNMmPx6ipWRG1bStTU/rshn0ObkX39KZK3tjkY1S0W4a0g2SZol2BiXH9zWCsiEsGfTavcvq6vCOuCCh4otGqHg4xYGNrFQs9UhYN5hfTqlEFWLyXQunyeLs7TGDM0NJqrgjgEdNb93KnyWo04HKVUYK0SZAYotO9h+tRbQrqdio4dRQSdZvOzZwYEpVpeQs4bDyBVf18nJP7Cu+VPY0pIxVtix5yUjuoorLG/k36UqcPppdPEOYHXct54AEtqx8DIUVVViWvXk5ikDEy2uMBn8jgK/L+kCDGL2ijKUIV+4bKgQmU8/TR7cpX5GrVBW0fL3tJoLSmvLYVwp+BjRf+/vfeOk6q6//+fZ+p22MrCskhXELuiMRaMFVzFii1BVKKi2H8xIajxo0nU+LWjWIiFCKKCLWBDA8aIFazYAKkLy+5sn20zc+f8/rhzhzuzU7cwu8t5Ph77YObOnTvnDLvnfc+7vN5NHF/q5W/H57C5zk+/vAJOenwTvz3Azuh8O9MPgimvhu4iEtkZJNIwpyOuFmP3cM9RGvkZdqYe4OD+VS08/bmPZ75opDDDgsWitwioatlIdX1T0pXW5rnNX7YKS2stz3xhY8n3beyoaQoppDMyveaeVcDpT29i3WYnzc3NDM6WPPe1j2e+8lDd3ERxgR+LReCTa5i6vz1YLPf026vaiR92hp5qID4HRgkhhqEbhvOBCxN9c3iQGfQFaNsLf24XwK2rqsDvlyC91FQZPkOJp7EG2VAFmsaAC/6OPa8EKSUWuxMpJRXzbwBg4MUPsu3RqZRe8hDbn70+ZoqrgVE9LSW0VJp2KjEWW/OcDHdUR9Njk6WuqgIpLO20pjwNVUlfS9E3iJZF9Mi7n2KXPj7Y7NbTSb1NnL2Plf5Ogeb3M6bQyinDvMFdRKKNgRJpmNORDnTG7mForpX6FskV/3ZzxaFpvPKTxmlj0rlj0q714v7/1iddaW1WdH3n0x9obW5kwe8GM2NpM8cdfgArPvyYshN3FdLdv+DdoCG84sg8PnTlcHRBAzce0y9kHJQcwtRTjwypXJ80AhZ80RYiftgns5iklD4hxEzgHfQ016e7omAvUmD3mzkz0LCgNVZhzcrdda7mw2JP04/bbNgdTjxtrVGvnYzmktvdSMlFd7F9yd+x9R9gHiGJ1tpa0zJ2W6BXCgvF5/815I4fYNMjU9FMWVsGta5KFUvo40QrivP5fHx+w9CgXPbYezfy9gY/H25pBSRWAXWtEm3Dp/z9qjMT2hkkUqHdUReUka76z8/9eHx+SrIF/93sQ5Pw7Bo/b25MXLgvHPPcCu0uvttYywUHZbF3UV7Eu30jc8psCB94YCOb+0fO/AKC34vR6Chc/LCzu4geaSAApJRvAm/GPbErPsvXRtF5f8VhWgD9Xg8V/7oxwSsISoaOiqm5FE5x6XAqbXbsDueu1qU2J9vn34jWXEeFxYr0+3HkFIS4lwyMnUpHspaiuZ8aa6oi7jCixjuEYOdLt+HMCdVVSisYHLVrXn21i/JN6/D5vMHUYNBThRW9h2hFceHV0INyrDR5rbhaPBRmWMACOWlQ1eLjk+828cTi5XwwQ3fLRtsZRDJGPs1P7Ucr2tUWxNNxijYPo+5gbllGl6SQmnc9LrePnfWt5KVJJgayuiaNgAWft9JQX8fE4c7QzCnT93fDsflRU3P1FFv9e2loag02OurKYrkeayB6EoYqq+bzgsVoEFSDLS/5fhKRMFqXFky6nvQivcHQ/jPnsvru84IB745IiUcjmepsaF91bmBNz8bXVEt+WaghtVqtNL/zQERD5NO8SCxY03OoWHDzruONLnxFA1Wqay/FVefmoZdWkJtpD7nbtaVlkekQzDiyfzs3yYx75lM2AvC2AHr/k7raOh5bvCKkF3RnKrQTWeRddW5OuvZBLhibvIEx3h8e+zDveu5fWc2ATMGvBtsYkiOorG3EprVy7r42LllSzxNn5XPrB5/jTM+iqibx1Fzz92Kux+jKYrk+ZyDMDXjMJFP74Pd50Jdt8Gsa25f8HdAX8fxTZoIE6ffjrd7C1jm/BU1vypPs4ma4iXw+b6CpUS2O7F1ZREL6g3f05syqeHMxK8SGfF4n6j8MI2nG11SLsNjauZ6M8yIZooZHZ1Lxwp/1eZrE66QQHa7fUKSe+ctWMSLXEuJPNzj9pjks/NbVbgdQXtXA242Cl77fSWFuC3VNrfS3+Vjyn9UhBiKccHdSrArtRNI+/9+Cd6mvdjFxuL4TnnpwJmcs/JQVa9bx7G3T4hqZSLEPY9cz/6sKGhrdDM6WLPhW8q9vfNS0uMmwC6T00+rTe1pMHJ6LtXRM1MB7rOC4kRb7zpw/7DF1EB1m1pwX2uXdG8RLDZVG3YKUekc3ixVrZi6Fp+t3uhWLZlH58v8hpYbVIoIB7/AU2kRTbQ03kbk1qbFjAF0qxFg0w+f0i+ma4ZgVYs143TWUDh0R1f0Ti0iZUhUWK3ZT3MagatlDaI16ANu887GmZVB46nVUL70/ZJ6g9J96M/H8/9F2AHU//Y+Lxmgs+MGKbchhem+DgIsn2oIY6W5//n9WhzT68fv1auixI34AiNvdbtHbH3PZQXaErxmf1o+CLBuF9lYqtm+Ou5OINndjzuaCOIM/vLqF57/x4BTwRFk6V7/ZgtVRz75V7e/2oxUimo1eR4LzidLnDAREb/xz18wLggtRfbULv/Tj93rAYgXNh7dqk7FxAKsNf1Mt1hw9ACwsFoSwMvSa+UHpDQPjmoZhMBRaDcJz/DuiwhprTuEuoFpXJWkFgyMuwkYHu2SI1mkvUiFg+YJZ+BoqsaTnAKBJ/Qu1ONrHURR9g2T9/+bU0r1ybUwa5mPa0o+47LDsuNd4bPFKGmqrmTSiANDv9peu94fEDAz306/2GxE3cD13yUrSLV5e+1Hw7FdeLPatZKY7aWhsYW5ZJvdEUGIN7+gWa+6Rg/lONH8bVx+Zzqn7pPN9NTz9nYVnbruk3fcUafzhhXHdVR8CfdRARCNau9C1826i7h39cVtDFUJYsWblYssdRPGFukagUSkdi1g5/hVbf2knYQG7dgDJqLBG+kyDiq2/YGtrw7X0vhAXU2fcS9GM0+xpZbTgCBEo9DbWUHTu7TjyBgdjKwA7nrs+xKWk6BskmoJqxpxammazkO0UOGQrk0ZkxbyGq87NC++sYvohDmxaKz7NT0GWjYnD4cRrHmD5IzcEM4GMhjrnjcvgz8sqOW5IVkQ58CXLP2bxeVnsW2RnbaWXi96QnH3CeDJd33LyAf1YW98+tTW8o1usuUfaPd0xbymvvL2CSw50AnDJgU4WfOtuF3uJVogY4l5r83QoOJ8oe5SBiIa5dmH13edhz8pj0LQHaanagsfwu/s1pF9j6zPXISw2Sq6ek9RnaJrWTsICCMYu4vXCTuZzhMUWogkFoYVoWVnZrLnrXGSYy80iLEmnp4bXfeguJYHN4QzJUjKwWq3t0oGNMSl6H4mkoIaz/LMf+G5dI0u/14vQqps0Thttwx5oex/tGvOXrcKJh8Xfy5CmOA1NrbS0toVkAhkNdVpaobbJAxGaAc1dspLjS72MLtB37qMLbBxZ3MTid1bx/u9193EkGYzwjm7JzB3glRWrOW6ohcpmjcpmvfbpuKGWkNhLNMNrNggTSptZ8u7HvDd9QMSxdgXKQMRAShlMffV7PVgz+zPw4gfZ/nRy0sSJYhSkGdRXu9rJjEfCLE/u8+l/ZP6WBsoXzApqPZkx3EwdLaQzXGn11a6gBIjUdAOKxQJS0ly5OeQ9mrsWv4Dmdx6gdOgIVSPRR0hWFA/gxPFjOLGkOeiXP33eFt7e4OHtza3kZFZGvIaxYL53xZBgjcWUlxp5/Jbf63pFZQO4/PXP8EvJqxf2Y/4X9Zyxt433NrQw74wsrlrWvhnQkhVraG7w8cHmXTG5HQ0aU8bFlsEwFmgnHp76rIEX1+oyPz7Nz46aJg4a/UNMAzGkOJ8Pd0o+DEnitzGkOD/4LJLhNXp2GwZB+L0cX+qlf7ol4li7AmUgImBkF3kaq7Fm6kFY6dcQNifS54nYOtKcOWTO8U/EqWJ2TQ2a9mCwLsJbU47VZmProltiGgpzlbXxud6acipfvj3o/jEC1F1BpOwkQ1TQ06in/1rsumtJSj8iYPRyk6gTUfQOEhHFCw+qtjcqaeT0S2NQUUHU60XbqRh6RXsXOTm2pJZvd2pAPx76bw1CSCbvrReRhTcDAhgyII/tIjSO5heNLPlR48MISqzh6bTvXTEkpHObEfs46fAxnf7OIhnemsYWzjZpOH2+tZUfK338+75d7UWNsSoD0Y0YbhNjwQbdRWO1WtEaduJvaWhXMe12N2LPysNZMCQkx19qPmSrfoeSVpBY3YThuzdSSA3XVHgwHAhKdmx95josjgyKzr09+F6zcOCX91wQ0rLUMGaJ9p9IBiH0HVdwNkIgpbbHupG2ffcJvynMSfUwdivhgVxzlk2yzYEgeuV2VV01T92g7/JPHQnPf9nCoQ9vo1+apKENpoxzkOa0M/uUAXz9UmMwEBwtNTSSuJ7x/LmlH8VMp43WP8K4xl1XncWsx15JSCvK/B0Z7y9saWPF9lqTjHgaGVkOapu83ZLiCnuwgYjm97dZRNTaA2MhjVQxPXtaWXDnISAYkPW2NgZTS4fH0WnSNL3xkJQSpB+JxOtpQ9NCq4zNd/AVW3/B09aGPa+EHfNvxFtTrscgLLtcVWvn3YRP8+Ju3XUdKfXqZc3nCwlmd1omQ2ohBXBS82Gz2bEKsce6ldp+/i+TZxyX6mHsVsIDuZ3Nskmkcvvw0cVMG1/LK2ubmTgyHU9bC4fvPQibVf9biKSY+ujLK/h6/TaenPU7pJScdO2D9BPN7c57bulHMXtuG7GBSP0jzOqs9ZXbk3YBGe8vO/HYdv0fnlv6UbBgsKtTXGEPNhCJLFazp5W1a00ai0hCfUZqqTnF1oyx+wA95iFsDqTXE3TLCJtDNxhRKC4dTvmmddgdTmw2Ow6nM6Cw6g8Gg1tdlQyYcgcZxbtcTFufuQ4Ae14JdoczeNyelRe1TuKumRewbeM6NCmpues8pC+QIixAbwIICCuFp/0huFuK141vTyAjzRn/pD5EpEBud2TZxHLDrK3QorpfzJlAZ/xrFcUZ8NzSj3C3eGiorebhc/O57YPPKTv6wJCMoUjyG/cveJdX3l7Bknc/5q1Litr1j8jNzmDpB5/z91Ny+e3CDbx+yWCueSu5Ku/wNNauNr6x2GMNRCJ0ZXZRLIOUbF2CmbXzbqLNXR+sxK58/V5Aj6MYPv/Z08qw2uwh77M4Mtj54q1YM/tjC7ymaT6EzRm1o9y2jevwY8GW1R+EQHPXYEnvh7A7yD85oGmz9D78Pg+trm0Ju9QUfQsjXmBkEk0aoS9aXZ1l8/St09q5g6bc/BB/PDE7JJAdvrAbiqnG+O48PpfZ//mMitomph/ioNDRxsTh6SHxjUjGzVi8j97LgaetBeltbtc/4ugDRlE20sKqTS1cOM5GvsOTVCA5PNXVbBQiGV/VMChFmDOMjOwiSKwRUTwMQ6Q1VrPt0Yv1gLjFAsKCNbM/Fnta1Pdqrc0Mmnp/SFAboGLRLRTGCEqXXHQXmx6ZyoAz/hjcJZkruiN1lJPCwoApf8WeX6J/XvU2bP0GsHPBH7HlDgLAkpZF5ct/QUo/lkDr1Lb8gj02/rCnYU7PnP9FPRftZw+pWehMlk28CuJkVF/N4yt0tHFwnsbrFc18tNnK6XvbmThc8sSqDdwzXW9LE8m4GZ+38uc2fqz08sK3OynOsgb7R1Q2b8TlqmHe5CxmLN7OgrPTqW9s4sIDC7hwcXxDGSnV9egndKMQzfjuKQ2DegRmX394wNpYVKNVRxsksjCamwgNn/5ISNoqgLexKqbWky3gIvLbbMFxtRUUdZ/PX1jaZWcJIbA7nAz+7T1sf/Z6stJsKmMpQENTi+4+3AMKBc2L9Mr1TWxv8PLUak+wZgHap68mescbr4I4kZRbY3ygayC9dE4GHs2P5vVQki1Ys0Pjpe88nLuv5Px9bSz93s2NRc52xsa8eN94TD/Wbq3lohdrWD5jKPmZurv1tjcr+HZnK8t+gLJRNgZmWRFo4G1JyFCGGzwgaBQiGd+Jw9ljGgb1OrpyMQ6PZYSrrJqNUTwRPyP91vL6P0JiGRZ7mq4p1YkK6+q3HkJqPvxNtVQ8/wc9fQnQGl2QNrBT7V/7ErmHlPHSB19w3oR9Uz2Ubid0kU4DZxo5TqKmsCaqI/TT5p3cv3A5i6cO4M/v7xLoM7tXkkkfnbOqjskjobJZl9/+ptLHuho/I/OsPPF5G49/3qrHAS11LFy7q5GXYWzCF28HXo4bauGwR7aRl50OQGVtE14NPtnSivRr3PFBM+k2gd3eRFFudtx01HCDV9PYwuSRFhx4Wbm+tZ3xbWhqJcPq69J4jzIQCVCx9ZeQ2gYj88dYXLtqIUy0wjlcMqRk6Ci9f7WmBTOSjDhCXVUFJb+9p11r0IpFt+Cw2Wh+54Gg8F8imlBmpLeNgdMexluzDXv+4GBgfdujFwNd29WuN1M4dCyVn32Y6mHsFqIt0q46N2f/6fGQnUIyTX7+9OhiSrM0Vm1sYeJwC0+/vYoPr9CrnU/dO43jnwxNLY03vtNvmsOHO118+CbscNXT4vEzMNvCnElpXPRKC41tkry8XL5a8JeI14m8W8lk3IjIhtCokTAykRIh/DrBMb8B4cb36VunMeXmh3hpSjZen5+jBrbyhxWf9d2GQT0JTdMQVltQV8ioT4glaw3JL4SdqXDWNA1rzoCg1qBIy8Z5wrVoC2cBtMvGipaqG0sTyiIsSL8XT+XG4DGpecGv4a3ehjA5nqp3bAOrFdv6H0Ku4XDuWRk9AN++Ppc7zxiZ6mGklEg7hURF/n7avJNvf9zAa+dncu1bDdx5Yg4LvmgLuuyW/eCmNEvjhvtfxOm0J1Vn4Kpzc8aND+By1TDtABv7D7By4Tg7z33tI9tpiaoqG754m11l4cfuuuqsYI3EWc8t551Pf2ThnZfFlO+O5HaLtUMyAu8FWTYqqhvoZ/Nx7CCpGgZ1J3VVFXwzZwY+nxd/S4NJlyl69zNz/MDrrunSYHYkDHdTrasSkZaNsOr/pdb0HJwFQxDCGrJ7MHYakTKV4sVRSvYahnvlLoVY2dqIr3Y7ILFaTL0dpIawO7Fm9sdRNGzXcZ8HrWFnl829t1Do9DG0OC/Vw0gZkXYKkdprRstw+tOji7lwnI1xRTbKRtlY9oM76M7JyXDS0OjmkYlOrnlzIyW5aUll88xftooc0YzbBpcc5EDzwyUH2Xj5ey85oiXmtWIVAxrXNuofjBqJScMly9Ztirlwd0S+29jRPP/1TqpqG8hLt1DT4mdcfWzZj3j0OQPRlX5vYbGRX3Yjms9H9TuP4nrjHwBozXU4cwoj9lcwy15ECmZ3NeYAt/OEa9s17wlH07SQ6myDRFqXhn9/s6eVMWRke1kBo0+EFqN+Q7HnEGmnAO3ba0YK3Lrq3Hz/8yZuOs3OV9vbGF8imPqal5zsLMaNKGLCwaOhfDUn7Z/NmRu34HDaWfqBLmqXyCK7cs3PfLZFT0Etb/BTDtgscHiJlVd/bKLh/U+jZgYZC/lji1ew4tOvIxpAo/7hkRml1NXXcN6+dj7e2sri5Z9ENIaJuN0i7TAi9Z+4/7/1UBJb9iMefc5AJOruScSQ9MsvoGToKMo3raP04l2BY6OxT0f7K3QV4ZIbhT69ElugZza1urYh/Ro7X7uH6kCtg8/nxZqek5BGlELRWaKpkjrSsnDVxhf5m79sFVccmcfIYkF9QyMOu4UZvy7AWnooU089kjNufIBcSxOnDJNcepCDa95qZvwwG0ve/ZgXL4wf23jjvpmcftMcVlW6ePu1XX2da5o1hvSzkG9rYWFYZpCUkml3PktjfR1PnlXAeQs/5uxxGRENoFH/0NrUgE34GZZr4eyxNlZscUc0XvOXrWLicLB6Gpg43B71nEgGqyPS6/HocwYiUco3b6TovDvaH3/xtoTeb+7vYG7vGS6LYWCunTBjuG/MC71xrXg6SeFpuMKix0mkT9dBkn4/1sxcCspuDNZHaD4flS/fTnph54vYDJdUuAqt1DQ8jTWAZMdz15uO67pUXSUaqOj5RKtNoGRMQqmuK9f8zLaKVh5Y2UB/J7ia/WRleBhT9TMAhfZW6pu8/OuLWu44PpOyURr/2eTm+FLJiHx7Qumk5sD19koXPs0Pws3//cbJ1cuayUqztlv8N/yymXP3S2d4Xn+OL/WCpqsoG+1KrRbBkvNzuHTRdrbWaTy1ugargKJMC0JAlgNeDwsiGwv8IyeC5vUwaYSNa5Z/HvGcv5+Syzn/2hWYN3faS1Z+PBZ7rIHwS39Ed4w/Qpe08H7MXncN5QtmkVYwmOHT72PtvJuC7T19TbUR00790h9zZ2NuXmRcy+uuoblAz8qIV09hTctg54u3YM3KDeofeRprsOeVYDXVR5RvWocjOy+iLEiyhNdvGJRvWoffD65l91F6yUPB422uLbS99/AeleIKINlzXW2J1iZEcwe9cd9M7l/wLtrWzzl9aCuv/ujhubVWnrntEi68dR7rtrfw4ElOrn2rmbfW67G2Fq+fe07IwlXnTuouOtxNc9L+2Zy9cQv9s/SsvqkHZ3L2C5/R6tPIT5dMGqZRVdcY2Lk0cdVRWrBd6X4DrBRk2Xhj+hAqqhu45KVKDiuxccdv9DFUuDUeW+NpF7OYOBxsWit75drYXNfKxOHpEQP7qza1UJqlBTWf5i9bRZWrmqc+cwblxyN918myxxoIM+ULZuH36IFlv18L3unXV7uA9v2Y2wKLtiG+F95wKBkxfQghAAAgAElEQVT9pnDM10okLmB+nxEg97Y2klVQRK0bCk6ekXCtQ1fFb6xWK5qvFV+ji81zpgaPW4SFkr2GxXhn36TBXsQXP2/n0NGDUj2U3U682oR4PnfzXXU/u2D6QWks+k7vvnby4WM4eXAzY4rbOHOsj9fX67vYyaP9CAGNza2Mys9J6i7a7Kaprne3W/yPLfHw7x9aOG8/O0NzrVQ3NCMEHDCAYA1EuauV1eXw5kbdKFbWNtLUqvHlDo1/fukNfpbVauHApl2L98o1P/PjxkaeWqW7uRpaJdi87BPoVR38rk7NYMbi7Tw1OZMzFm3g07Wb9F4ZVw5hxtLmoLRIpMyqZEmJgRBCnAvcDowBxkspvzC9Ngu4DNCAa6WU73T3ePyeZgZerAeWPZUbg4HXNXedG1dgLxwh/Qn3b+5qDONiGJZIYoOROrrVV7uQfl+wl7bm82J0skikH0U4hkH1FQ1U1dTAPideyMefzN0jDUQ84qW6mu+q8/tZsVsEF+1n58llHzEoL5Ml5+dQkNWP2bk+vn6pEWd6Fh/urDU149EX6UTvos0usXW1rSGLf//MNKpqG7EgWfidn+e/8VDV7KcwNweLJXoNRKKYaxnMWlKGRPn8ZauYUAoXPF/OmXvrWV0XjrNx5d3z+d1+9nbfYUeyocJJ1Q7iO+As4AnzQSHEWOB8YF9gEPCeEGK0lFJrf4nIdKXAXv/C4qgL3NWnHhpor9ke83uMu3IpLCHnW9MyusTNkyzFpcNpDquBMFxERi/tlsot2AtKkT4PdoezXT8KRXKkpWeyeqMLn0/DZut45XpfI5GgavhdtYHX4+fYQfagv71fmoVDct3k7H0At17a8aSR9i4xG2Bj3IiCYMaU0QkPCGQKHdIuWNwRwbx4WlIr1/zMN+vqybX7cDXD91VeTh5h47mvaijbZy9g13cYrkTb0UB1SgyElPIHIJI2zWRgkZSyDdgohFgPjAc+TvTa5jtcs8vE3CwnKysbIf3Bbmuauxava6sxuoQ+R/P5EBHSODVf5N4NhhCegfHZnSGeMexKY6noOGkZmWSP/Q3fb6pg/5ElqR5OjyERcT0jy2h7pSvkvW2NjTy7pinoxmloaqWlpZX88jWdMhCxdgD6OBLLvIp35x7JiMSL1zx96zROuPIuHjnJzm0rPAwoGkBeaxMXH+gLakYB1NXWccMDixIqQoxHT4tBlACfmJ5vCxzrENs2rsOWXdDueF3VOgYPG7Urc8itt1IGsMZQTjUjrDaKL/pHu+Plj18W8fxIgW6zAF9HFvJ47p5Yr4enyH4zZwaexhpaXdtiXjMSyhDFx5Hdnw0V65WBMBFrQTQXpyUSx5hy80PMLRvAjKXNUaufO0ui7VUTuXOPZETiXX/+slWcuJeGwMKOBi8HP7QV6dfQND9+dM2omsYW+tt8fL52I8+dqsf7OpPu2m0GQgjxHlAc4aXZUsrXu+D6lwOXA1w5+24OPuncdudIYQkWrZnZPGdqRD2jpD7fYglptGM+HolIge5E/fPdIXpnTpE1djdbn7kO6U8+VrKnZSV1hL0PncDCOW9y5lFjUz2UHkM86QijCO2rddtiumsSlezYHSQylmQ0qMLf89KUQcz/op7irDYqPDb+N+8vISmwU25+iDuOksx8ozbooelMumu3GQgp5QkdeFs5UGp6PjhwLNL1nwSeBHj1y23S1eiJdFpC9LQ74HCDUOuqpPCc2wEZ0vhn66JbOtceNAy9idAtu/pRACBAarrkSKMr5vsV0RFCkNlvz5XbSAbzAnrewo/JtsuIhsJV5+aSO5+jrraGVy/U4wJd3ZQo0tiixRfMMZVYgnkdMWjhMuWPn5bJeYubeGzxCm69rCzknAHpbe2UZaFj6a49zcX0BrBQCHE/epB6FPBZd39oZxdYvWJZv/M2p8l21MCEV4N/M2cG9rwSfHU7Q+IYRnvQaDuMxpoqsvMK2x0PH5fh/io4eQYVi24BoOjc/9Nfs+36FalMsIhQoegMxkI3PM/O8aVeHM50lizXDUV4TYBr+2aKc+wUZOUDXVMcFm9s0eIL5phKNMG8jlY7h8uUa9LPcUMtLPnPam69rCzkuuasrkhtUpMhVWmuZwKPAIXAMiHEV1LKk6WUa4UQLwHfAz7g6mQymLqT8EVY+v00V/yCHtQW2PN037ItMze4uBsxhu7enUSTF1l993kJyY6Y3V9GjUckjaW2/PbxHIWiK3HVuXn9P59x7wQvVXVw6UEOZr7VzJHFIBHB6mND6+j2CU5mLG3iwIcrsFl3uXc7UxwWa2yxXENG1feD/3Xh1/wIJBLBfibBvEQC85F4476ZQRfS7FP0NNjZhboRqK5v6vB145GqLKZXgVejvPY34G9d8TkWYQkJDJuPJ0v4Itwy7ybq3n4Yr7sG0O/mARyZOSHvU/55hcGAMeN5/K1PuHLigakeSo9l/rJVHFviIcemUdvgZnSBnYkjPLia/Kza6uOIYaFaRycfMJCZ9e1TTSPR0fRT89hiuYaMqu+Xl75Hq89CrtNPv8w0jh6/62YrkcryaGOOZQSSvW6i9DQXU5dSstcw3O89HPF4ZzEXpcEuqYyKrb+0a9oDPa+LWqydTbQiQEXnGHnY8Xw1/4NUD6NHs/yzH/huXSMLvwQpJf3Trfg0jcHZgjP3sbG1oY3Fyz/BbrOw5Hz9ZixRN01nCscScQ0Zu5/rxlu55f0Wnj8zm6uWtfDq+59SdvSBzHrsFZ657ZKkayOMMccyAp0p0ItFnzYQqViQDTltIERSuzNFZta0DHbMvxF/SyOO7Dw87lqQEulroy3Q/6HuwekIIbBabTGL8NbOu4lW165fsPpqF37pR0g//QuLcbsbqXVVUrH1l5hCgYqO0egVPPza58woOxi7Kpprx4njx3BiSTMrf67nx0oPrhawC8F2N7zwnY+CDEE/q5vDBqUl5U7pSOaQGXOQ+OxntvLklEHtPtPY/fzk0rhwPzv56TB5bzsflrfyxzkvU1+5PSnjFD7mzsYTOkKfNhDJ0JP6J5tVUv0yIPYmASRtDVVIzYcjbzB+byuDpt6Pt25nSOVzrCI8rbWZ4vP/GiLe5ywYwvZnrw8RDCxfMCsoFGgel6JzHHnxrVRu+4VL5z5FboaD48cWMvlXHdfu6kuY79JvPKYfLrePIx/ZgrtNkuO0ggUqm2FzXRtrK7VgkZxBLHdKZ1NhzUHi/jYPo+/aQGlRDkN2huok/fEQP3es8LLgrDQq3T7GDxLM+awZy46NLJtewmWvfcqKNet49rZpcRf7npC+qwxEgM60DTW7a4y+zkDE3s53zbyA8s0b26nGCuln8LBRzJrzQtwmQFvmXY1FalhsdmwOJz6LBa9rK9Lvw2+zBYvwbBbRbvxed01c8b59p9+XlFCgInGsNhsDh45m4Ix7AVjx/mIW3v8+lx+7F8W5meyz1wCs1uRjZH2BSD728w/I4NudGq9esqvAMJK8RSy6ok+COUh8x1GSaS9Xc/bx49ulmK6tdXL2WI2SHDvWRh8Z6U5+e7CNb3dq7F3kpNDuomL75riLfXf0dugIykAkSCyffXjRnflO3NBfMtqP6jUNfyGjOLQnwvZnr++w7z+tQO/tYHSwaysoinq3L6RfuY56EPsefw5jJpzJvz9ZTltlI21vvMvp44dxxpF7p3pou51IPvbK2ia8Ghz6qH7Mp/nZUdPEQaMTb6XZVRk+hnBgoaON6Yc4eO7tVVx1znFIKXnopRXkZtrZWduERfr5x/+asVpA8zcBMG5gGi63jxp3G7cd4+DuCPUR3THmztLnDURXuY5mzXkh4rWMOoRI14rUflQ3GN3fzy1W6quiZ2GxWtn316cA0HbUqXywegXrlnzGH84en+KR7V4SCbTev+Bdli7/gJMOb5+GHS1LKdzw+P2S6vomxo5I3MjEkh3PTHMwItdC2YlHMfXUIznpmgc5c2/BrSfkMvGJTVS5vUwak8X8L+qZvLedgwbaOHaQJ+Zi311ZScnS5w1EZ1xHHbmWeafhdddEbB6kUETDmZ7B2KNOZeOaTC569F1OG9uPUw4dTv/s9u7KPY14geZoWUrhhscwMieODzUysdJgo8mOP7XsIwbmZfJkYExVdU2IlhrQcnC5fdQ1e7ntGAfXvFWN1SL411np1LT4OXWkhVkfRHcZJZOV1Nn03Vj0eQOxu+msxlMiCCHwumsQ0t+uIU9bfkHMVFWLsLTrBWFkMYUbOkXqGHbwBIYdPIHVn6/g1aff4djh6Vx03L70y0qP/+Y+SqygbaJZSrHOi5UGG092fO+iPCaUNrPgvVX887R0blvRBEJw7r5pjC+1M3aA5LDSNH49dpc8XVlFfZe4jLqi70M0+pyBiKRj9M2cGXH7L/Q0PSbjs8tfvC1iQLs0ENCORqT+1wD98gtU8LkXMfqw4xh58DFUlm9mxj/nMqbIwZ+nHLHHBbLjBW0TzfiJdl48AxNJdtyn+RHCzakj9efC7+WUYZLcNMEBA+Cxj2pZfF4GNS1+Wjw+nvmikaUbBBbLLgPTWZdRZ9N349HnDES4G8icxhmLaIvtXTMvCC62hrGBjjf8saZlUPnSbe1UX4X0k1UQutvoSYV1itRhsVopHjKc4qvvpWLTz0x76l8cWGTh/KNH0y8znayM9qrCfY1YQduppx6ZUMZPLCMTb3dyxd3PtytyM3pXHz5aT8n9z/omHjzJTm5OJtMPT2fFphr22Wsg+ZlWVl6TfPZVMt9Ld6XC9jkDkQhGsVj4XXakwHUkWWxIrOFP+K6krqoCKSxYrTb6mXSNuqPWoifuiBSdp3joaIqn38nmtZ/z14+/p3rDx0wa259zjh7Tpw1FrKAtkFDGTzQj8+jLK1j52dfMPTWDs5/Zyl2nFnGpqV4hmgvHPKaaxhZOG66nn9Q2NGO3WTm6VHDQg1to8/oZmJeJzWrp0iDz7kiF7fMGwlAqNfdhbnVVUnLRXe3SPc0LquGqqnVVBqUzNJ+X5opfsJpqDSD6ohu+6M887QgGnHdHu/PKu0ElVe0++jZ77XsYe+17GJrPxy+b1nH5E08xsL+TQ4blceGEvtdzois6vUUzMj7/aqYe4GDZD25qmzws+rKBbTvraXU38NjiFaz49OuILhzzmCZe9xCv/LiJlZv91LS0kuZ00Nrqw+ZIY99iB2UnHtXl8YG5S1ZySK6b/um61Hl3pML2eQNhGAFzg57Z08ri1gIYOwejT7OBudYgWV++X/rbFb0ZxxWKjmC12SgdOYbSa+4HYPX/lvL2nP/yu1+VcPS4IaQ57XGu0PtJNOMn2nmn3zSH+V9V0tDo5pGJTi59rYZB2YJDB1pZsvxjzh6XEdeFY0iE3HhMP+5YXssra5t5deoAznhmG3+fOIg/v5/8nX287KQlK9ZQXd3C6+u2kZO5qxNmV+5S+ryB6E30JLkPRe9kn6PK2PvXp7J05Ws8NecDzj5kAKf/am/SnY5UD63HYqiwUr6akSVppNk28cDJ6fzfhz6OLPaAphvZRGMbwu/l+FIvefY2LhxnY9XGFspG2jpUmBctO8lV5yYvw8qLU/ZixtLmmDpNnUmD7XOpEIbv3fj58p4LWH33edRVVTB7WlmwmnntvJuAXdXOX/z9HKord3BV2XiuKhtPzc4dep9md+1uG7uxa2nBgbvVF/zZumkDs6eVcdfMC3bbWBS9FyEE4447k+Ouuoevck/misdW0tTSluph9ViMBX7qwZnc9HoFZ+1jZ3iuYOIIQbYDVqxvorpJC3HhmDHHNlxuHyvWN3HpgXZq6t3MGJ/G0rUNlO2TxtIPPqe6vimpMc09qyDi+0KD0+3HFH6uYWiSpc/tIMLvtM3SFwblm9ZRvVTfkhvVzlufuY7ii/4R7DPdXPELGcXD2fTwRSEBaa+7JqaURTIYneiMLnS1rkq+uPt8pOaj+IK7gudJvw+H04n7nQc6/ZmKPQeb3cHwfQ+iYGApM557iKFZGrPOPUztJsIwFtvqJo3vd7Yy5+QMmr2SKWOtXPRKK/sNsIa074wV26hpbOGkvSQ3vN3CXyY4GTfAQdkoG0u/dye0izDu9g8cNThuzUe81qbmczuaBtvnDEQiWK3WYJDZqHaWmi+iAIYjp5D9Z84NPu+MiJ2Q/hBj42mswZqVi71fMcOnP0L5pnX4/bDzxdnYC3a15pY+D1rDzg59pkKRk1fA0dPvpGLD91z23KscWwpXqKZFQYwF/t4VVUzbz05RlgVXs6SmRTJ+sI3X11sYN6I0agzDfPz0m+bw7oat9LP6OGNRMw5bKwB+PJQUZMeND8xftoqaHVtYuGELH16hF9VFq/mI1drUfL3OpMHukQaiuHQ4zYEgs1HtXB1QRjUTnv0EnUsTHTxsVGgRnxuKTrtJyXAodgvFI8ZSPGIsP3z4b66c8y4XTRjD0eNK47+xj2MotR500e2884tk+aZW/H6oavZTmJvDuBGFCQfCn751GlNufoi5ZRlxYwPhGHf7dx6fwcw3ahFCv2UNz04yDNrzX++kqraBvHQLNS1+xtWHakt1RRrsHmkgEsFqs3U4Wykakdxf3SHFoVDEYszRpyGPKmPB60/y7MoV/PnM/Rg+KD+4IO2JzF+2ihuOzefGY/oFj3WksC3ZO/ZILUXttNDm1Tj4oa0U9tulwWXsPgxjZQTWbzymX2CsodpSXaEIqwzEbiBadlJ9tSvkudVqRfPpwUTp8wSP77l/toruQgjBIWdcgc/r4e+v/xNvxWoeu3xCny62i0VXqKcmExswMALIRrHeS1Oymf+Fj+IsKxUeG+/M+QNSyqARifRZEHl30BVz6vMGIl5FsfG6r9EVVfguGSIZg1pXJWkFg9tJc4RLbxeXDteL8qSfqoV/DHnN666hdGhoDwmForPY7A6OOGcGDbUupj92B0eMyOPayYdgsfS5BMeYdEVP52RiAxAaQD7jX6u49JAsAJaubeDx0zI5b3FTUE48PN01kd1BV8ypzxuIePUDXV1fEEkS3Jw1ZSZcQRX0XYVFCLLSQv9rsgpGqFoIRbeRk1vA8dc/zPb133HZ48/zq2E5XD7xgFQPq1eRaGzAwOyOcuLhqc8amPtJPZNHgib9HDfUwovLP6cox9EuCyne7qCrJMD7vIFIlt1ZrNa/sFgpqyp6FINGjmPQyLv54X/LuPvFVUw5ajTDSwriv1GRcGwA2ruI3rtiCGcsrMdqEcw+JYeCLBuzC328/UQFE4c72bvIyYTSZk6c+QDL59wQd3fQVRLge9Y+MgGMHUD4T0fbgSoUvZExR51K64G/4y/vVvL2FxtSPZxeg7noDvTYQKxCN7OLqNDeyrGDPMFjAE7ZxqQREtArtEVLDY8tWZHQGKIV2SVDSgyEEOJeIcSPQohvhBCvCiH6m16bJYRYL4T4SQhxcirGp1AooGTEPhzzuz+wZIONpZ+uS/VwegWxYgNmVq75mYXftnHoo5XBn0+2tPLsmqbg8/FzyjluqAUH3mCF9kOT0lny7scxF/1kqqzjkSoX03JglpTSJ4S4B5gF/FEIMRY4H9gXGAS8J4QYLaXUUjTOLsFcmGdGSW8regPjz76Kf782D1fdV0waP4KiXPV7G41EM4cSCSCfftMcPtzp4sM3oKaxnMkjIS9dcOJevriB766SAE+JgZBSvmt6+glwTuDxZGCRlLIN2CiEWA+MBz7ezUPsMNGypkqHqiCzovdy6BnT+enbz3h7wRscVASXn3IAuTmqT3Y4XZE5FH4tV52bKTc/xOxTsinIsvHHQl/URb8rah/M9IQg9aXAi4HHJegGw2Bb4Fg7hBCXA5cDXDn7bg4+6dzuHGPCKCOg6KsM3288w8YdRp1rJ9f86yGG9hPcfv4R2GxKCaA7SWbR74raBzPdZiCEEO8BxRFemi2lfD1wzmzAByxI9vpSyieBJwFe/XKbdDV64rwjMVQnNoUiOkIIcguLOfaKu9i5ZT2X/HMBY/t7mfqbMZQU9o9/AUXSJLPod+UOBkBIKbv0ggl/sBDTgCuA46WUzYFjswCklHcFnr8D3C6ljOli6koDoVAokmPbz9+y4ZO3GOWs4aIJYxlZkp/qISkS5chrYgo1pMRACCFOAe4HjpVSVpmO7wssRI87DALeB0bFC1IrA6FQpJ6GWhdfv/Y4+aKB288fT7+s9FQPSRGPHmog1gNOoDpw6BMp5ZWB12ajxyV8wPVSyrfiXU8ZCIWi59DUUMeaJY9SKOr5xyVHY7WqcqseS080EF2NMhAKRc+jYtPP7Fg+l4d/f5wKZPdU4hgIZdoVCkW3UDx0NCUTr+Hqx/+D19erS5n2WJSBUCgU3UbR4OEMPf0GZjz2PuVVdakejiJJlIFQKBTdSsGgvRh9zs3c9n4jty/4H33Brb2noAyEQqHodnKLSjjinCvxjZ3Mrc9/pIxEL0EZCIVCsdvYa78jEAeczZ+e/S/17pZUD0cRh54gtaFQKPYghow9lApnBlcteoOxmfWceeQoxu41INXDUkRAGQiFQrHbKR4xluIRY6ks38w9/3mRfO0Hbpp8oJLr6GEoA6FQ9BJ2Z7fD3UVRyV4U/e5mPG2t3PjUrfztnH0ZPih/j+uJ3VNRBkKh6CbiLejJLviR+p0DEcUlexsOZxrHXv5X7l42H++25Tx25QQy052pHtYejzIQCkU3EW9BN15fO+8mtNZmPA1VIKxUV+7gqrLxWISFfvkFvXqHkAx2h5PDz/w99dVVXDn3rzx2xTFkZ6alelh7NMpAKBQpRmttZtC0B9n6zHUUlP1/SOlHIJB+H1abja2LbuHa0w/H55eUbwpt/Wm19j0Ji375hRw09TaufOIO5kw/iv7Z6QgRUxFC0U0oA6FQ9CCk9GPPH4wQFqTPg93hxJ6Vh9ddgz0rD2fBkJDz21xbUjTS7iW7fz6HXnw7173yNKPT6rjl/CNSPaQ9EhUJUih2M3VVFcyeVkatq5LyTevw+bx4PW2gisdCyOqXy9G/vYnvdnr4x8sf41N6TrsdtYNQKHYzUlgYPv0RvpkzA2fBEITVhrA5wk7yI6XE62nD5/Pi92v4hZWt/5yJ1brrz9brrqF06IjdPIPdy2+uupvKrRuY+cQcHrniN9iVMuxuQxkIhaKbiNa+1iIsVGz9Bb+wsmXe1fhbGvC4tiD9+h2yAGTgkbA5dAMirAy++D7aXFsoGToqeK1f5l3T5wPYQggGDBmJpex6Lv7nv9gv18OsKcrltDtQBkKh6CaiLdyzp5WhaRqDL74PgPIFs6heeh9ao4udL/wZa6a5WExgTc9Go3Y3jLhnU1gylOMuu5UNaz7kjhfe4tbzj1TB625GGQiFIoWUL5iFt3Y7SD9Y9D9HrakO/D6w2BAWKzabDZBsevgiJFBh2eVisQgLd828oM/vIsyMOPhoNlptTH/sVU7er4gpx4xJ9ZD6LMpAKBQpxO9ppmjKHdjzS5E+DyCw2B3sePY6EAKrEOw/cy4A38yZQX7ZjSEuJugbhXLJMuyAXzHsgF/x33cWUL30C844YhQDC/qlelh9DmUgFIrdTFZWNlsX3YI9Kw/NXQt+TTcOQoAE6fMg/Rr+lgY0BN/MmQGAx63cTOEccPJFbPp+NTctXsp1EwZy+D4lqR5Sn0KluSoUu5lZc14gt6CI/WfOxZGdh7DYEDZ74FWp90qwWLGk51B07l/of8o15JfdqBfO9cHCuM4ydOwhTLjsNh79uI6P1m5N9XD6FGoHoVB0I9H0lhprqvhl3jV43TVIzYu3elvI6/6mWqTfjz1vMP6GnZQMHUWFxUpx6fDgORVbf0HTNGpdlcyeVhY8vqdIc5gRQnDUb//AUwvvx+vbxIQDhqZ6SH0CZSAUim4klh7T355dqi/sQuDIH6zXyQkBUmLNzENrqiFWjo6nrQ17XgkiLRvnCdcGj5e/eFvXT6QXIITgyAtvZP6LD+PxbeCkQ/p2fcjuQBkIhSKFZGVls+Wl27Bk7Aqwak21CIsNKf3sWHAzmruWHYDf28rqu88DQGoaErBm9kfY0/D79fcKiwW/9O/+ifQQhBD86vzreHnxo/i0DUwar4xEZ0iJgRBC3AlMBvxAJTBNSrld6EnNDwGTgObA8TWpGKNCsTuYNecFZk8rY/j0RyjftA5nwRC2zLuaQZfOwePagqNgSPDf7U/P5ODr5wF6RpPP52XQpXNCrud1KR88wPhzrua1V5/A6/uZyUeOTvVwei2pClLfK6XcX0p5ILAUMPbEE4FRgZ/LgbkpGp9CkRJaXXoswu9tA82Hp3IjaD681VtVUViSHHbmFby1sx+L//djqofSa0mJgZBSNpieZmIoC+i7ivlS5xOgvxBi4G4foEKRAqxWK36fB2Gx6llNVhv2vBJseSUgCdFgUiTGIaddyn9qCnlh5fepHkqvJGW/cUKIvwFTgXrguMDhEsC8R94WOLZj945OoegaoukxZWVlRzyn1lWJlOCrLsdisWJ3OHWl1wgIm5Mdz10fckxz12Jhz41BROKgSVP56J2FNL/9FecevTc5mempHlKvodsMhBDiPaA4wkuzpZSvSylnA7OFELOAmcBfkrz+5ehuKK6cfTcHn3RuZ4esUHQ5iaSbms+ZPa0Md6uP9KIhMd6hk3/KTKy20D/hikW3MDis0loBB5x8IevWfMj0p9/mxhOGcMSYwakeUq9AyBRr0AshhgBvSinHCSGeAFZKKV8IvPYTMEFKGXMH8eqX26Sr0bMbRqtQdC+zp5XRggOttTl4TNN8+JpqsQpB/0L9nquuqgJhsdEvvyDk/XtiDUQySCn53/P3csX4HH69b2mqh5N6jrwmZmArVVlMo6SURu/EyYARRXoDmCmEWAQcDtTHMw4A/dMd8U5RKHoFFiE44PL72x1f/+Q1zF38TgpG1Pc4Y8ZsPnzlPn49vijVQ+nxpGQHIYRYAuyNnua6GbhSSlkeSHOdA5yCnuZ6iZTyiwHIxrAAAAVjSURBVA5+xuVSyie7asw9ib46NzUvsKZlfY7VXtjuBc1bpbW6D+vywXUC9f/Vu+jIvFLuYuouhBBfSCkPTfU4uoO+Ojc1r96FmlfvoiPzUmJ9CoVCoYiIMhAKhUKhiEhfNhB9zodooq/OTc2rd6Hm1btIel59NgahUCgUis7Rl3cQCoVCoegEykAoFAqFIiJ9zkAIIe4UQnwjhPhKCPGuEGJQ4LgQQjwshFgfeP3gVI81GYQQ9wohfgyM/VUhRH/Ta7MC8/pJCHFyKseZLEKIc4UQa4UQfiHEoWGv9dp5AQghTgmMfb0Q4k+pHk9nEEI8LYSoFEJ8ZzqWJ4RYLoRYF/g3N5VjTBYhRKkQYoUQ4vvA7+B1geO9fV5pQojPhBBfB+b1f4Hjw4QQnwZ+H18UQsSvMJZS9qkfIMf0+Frg8cDjScBbgACOAD5N9ViTnNdJgC3w+B7gnsDjscDXgBMYBmwArKkebxLzGoNeNLkSONR0vLfPyxoY83DAEZjL2FSPqxPzOQY4GPjOdOwfwJ8Cj/9k/E72lh9gIHBw4HE28HPg9663z0sAWYHHduDTwJr3EnB+4PjjwIx41+pzOwjZR6XEpZTvSil9gaefAIba2GRgkZSyTUq5EVgPjE/FGDuClPIHKeVPEV7q1fNCH+t6KeUvUkoPsAh9Tr0SKeV/gZqww5OB5wKPnwPO2K2D6iRSyh0y0JBMStkI/ICuHt3b5yWllO7AU3vgRwK/ARYHjic0rz5nIECXEhdCbAUuYlczomhS4r2RS9F3Q9C35mWmt8+rt48/EQbIXVppFcCAVA6mMwghhgIHod9t9/p5CSGsQoiv0Dt2LkffzdaZbjIT+n3slQZCCPGeEOK7CD+TAaSUs6WUpcACdCnxXkG8eQXOmQ340OfWK0hkXorejdT9Fr0yZ14IkQUsAa4P80D02nlJKTWpd+wcjL6b3acj1+mVLaqklCckeOoC4E30XhPlgFnfd3DgWI8h3ryEENOAMuD4wC8u9IF5RaHHzysOvX38ibBTCDFQSrkj4K6tTPWAkkUIYUc3DguklK8EDvf6eRlIKeuEECuAX6G71W2BXURCv4+9cgcRCyGEuVtKuJT41EA20xEkKCXeUxBCnALcDJwupWw2vfQGcL4QwimEGIbez/uzVIyxi+nt8/ocGBXIHHEA56PPqS/xBnBx4PHFwOspHEvSCCEE8E/gBymlWWO9t8+r0MhyFEKkAyeix1dWAOcETktsXqmOuHdDBH8J8B3wDfBvoMQU2X8U3Rf3LaaMmd7wgx6k3Qp8Ffh53PTa7MC8fgImpnqsSc7rTHR/aBuwE3inL8wrMP5J6JkxG9A7KaZ8TJ2YywvorX+9gf+vy4B84H1gHfAekJfqcSY5p6PQ3UffmP6uJvWBee0PfBmY13fAbYHjw9FvstYDLwPOeNdSUhsKhUKhiEifczEpFAqFomtQBkKhUCgUEVEGQqFQKBQRUQZCoVAoFBFRBkKhUCgUEVEGQqHoYgIqoRuFEHmB57mB50NTOzKFIjmUgVAouhgp5VZgLnB34NDdwJNSyk0pG5RC0QFUHYRC0Q0EJBxWA08DvwcOlFJ6UzsqhSI5eqUWk0LR05FSeoUQfwDeBk5SxkHRG1EuJoWi+5iILk8xLtUDUSg6gjIQCkU3IIQ4EF0k7Qjght7UnEqhMFAGQqHoYgIqoXPR+wtsAe4F/l9qR6VQJI8yEApF1/N7YIuUcnng+WPAGCHEsSkck0KRNCqLSaFQKBQRUTsIhUKhUEREGQiFQqFQREQZCIVCoVBERBkIhUKhUEREGQiFQqFQREQZCIVCoVBERBkIhUKhUETk/wc+jjX1rn4+0AAAAABJRU5ErkJggg==\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}},{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/mlxtend/plotting/decision_regions.py:244: MatplotlibDeprecationWarning: Passing unsupported keyword arguments to axis() will raise a TypeError in 3.3.\n  ax.axis(xmin=xx.min(), xmax=xx.max(), y_min=yy.min(), y_max=yy.max())\n"},{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 1 Axes>"},"metadata":{"needs_background":"light"}}],"execution_count":17},{"cell_type":"markdown","source":"# Regresion logistica","metadata":{"id":"fMd1aWdeYu1o","cell_id":"15b5de985c194c4f875b87b052b7432b","deepnote_cell_type":"markdown"}},{"cell_type":"code","source":"from sklearn.datasets import load_breast_cancer\nfrom sklearn.linear_model import LogisticRegression\nfrom sklearn.metrics import accuracy_score\nfrom sklearn.model_selection import train_test_split\nX, y = load_breast_cancer(return_X_y=True)\nX","metadata":{"id":"YEbgPD9TYwd7","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"0baf2481fbf248ada7102256d2cc26ba","outputId":"2aea7d4c-20af-436a-f86a-7876f3365055","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":419,"user_tz":300,"timestamp":1642262062612},"deepnote_cell_type":"code"},"outputs":[{"output_type":"execute_result","data":{"text/plain":"array([[1.799e+01, 1.038e+01, 1.228e+02, ..., 2.654e-01, 4.601e-01,\n        1.189e-01],\n       [2.057e+01, 1.777e+01, 1.329e+02, ..., 1.860e-01, 2.750e-01,\n        8.902e-02],\n       [1.969e+01, 2.125e+01, 1.300e+02, ..., 2.430e-01, 3.613e-01,\n        8.758e-02],\n       ...,\n       [1.660e+01, 2.808e+01, 1.083e+02, ..., 1.418e-01, 2.218e-01,\n        7.820e-02],\n       [2.060e+01, 2.933e+01, 1.401e+02, ..., 2.650e-01, 4.087e-01,\n        1.240e-01],\n       [7.760e+00, 2.454e+01, 4.792e+01, ..., 0.000e+00, 2.871e-01,\n        7.039e-02]])"},"metadata":{},"execution_count":18}],"execution_count":18},{"cell_type":"code","source":"y","metadata":{"id":"0dssdL91cnJO","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"46daba039865462a911ffd9fdc6462fa","outputId":"dc52441a-77a7-4fec-c772-55f6a015b9a5","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":391,"user_tz":300,"timestamp":1642262068528},"deepnote_cell_type":"code"},"outputs":[{"output_type":"execute_result","data":{"text/plain":"array([0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1,\n       0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0,\n       0, 0, 1, 0, 1, 1, 1, 1, 1, 0, 0, 1, 0, 0, 1, 1, 1, 1, 0, 1, 0, 0,\n       1, 1, 1, 1, 0, 1, 0, 0, 1, 0, 1, 0, 0, 1, 1, 1, 0, 0, 1, 0, 0, 0,\n       1, 1, 1, 0, 1, 1, 0, 0, 1, 1, 1, 0, 0, 1, 1, 1, 1, 0, 1, 1, 0, 1,\n       1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 0, 0, 1, 1, 1, 0, 0, 1, 0, 1, 0,\n       0, 1, 0, 0, 1, 1, 0, 1, 1, 0, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1,\n       1, 1, 0, 1, 1, 1, 1, 0, 0, 1, 0, 1, 1, 0, 0, 1, 1, 0, 0, 1, 1, 1,\n       1, 0, 1, 1, 0, 0, 0, 1, 0, 1, 0, 1, 1, 1, 0, 1, 1, 0, 0, 1, 0, 0,\n       0, 0, 1, 0, 0, 0, 1, 0, 1, 0, 1, 1, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0,\n       1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 0, 1, 1, 0, 1, 1, 0, 0, 1, 0, 1, 1,\n       1, 1, 0, 1, 1, 1, 1, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n       0, 0, 1, 1, 1, 1, 1, 1, 0, 1, 0, 1, 1, 0, 1, 1, 0, 1, 0, 0, 1, 1,\n       1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 0, 1, 0, 1, 1, 1, 1, 1,\n       1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 0, 1, 0, 1, 1, 1, 1, 0, 0,\n       0, 1, 1, 1, 1, 0, 1, 0, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 0,\n       0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 1, 0, 0, 0, 1, 0, 0,\n       1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 0, 0, 1, 1,\n       1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 0, 1, 1, 0,\n       1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 0, 0, 1, 0, 1, 1, 1, 1,\n       1, 0, 1, 1, 0, 1, 0, 1, 1, 0, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0,\n       1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 1, 1, 1, 1,\n       1, 1, 1, 0, 1, 0, 1, 1, 0, 1, 1, 1, 1, 1, 0, 0, 1, 0, 1, 0, 1, 1,\n       1, 1, 1, 0, 1, 1, 0, 1, 0, 1, 0, 0, 1, 1, 1, 0, 1, 1, 1, 1, 1, 1,\n       1, 1, 1, 1, 1, 0, 1, 0, 0, 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, 0, 0, 0, 0, 0, 0, 1])"},"metadata":{},"execution_count":19}],"execution_count":19},{"cell_type":"code","source":"# Separacion train/tet\nX_train, X_test, y_train, y_test = train_test_split(X, y)\nmodel = LogisticRegression(max_iter=10000, n_jobs=-1) \n# Ajustar modelo\nmodel.fit(X_train, y_train) \n#Predicciones\npredicciones = model.predict(X_test)\npredicciones","metadata":{"id":"CIciBxg2cny8","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"cce12ae4b3b1496b8ed3410c2ea567f8","outputId":"d32414b6-b218-4528-8ec3-a4348926ded8","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":1465,"user_tz":300,"timestamp":1642262237615},"deepnote_cell_type":"code"},"outputs":[{"output_type":"execute_result","data":{"text/plain":"array([0, 0, 1, 0, 0, 0, 1, 1, 1, 0, 1, 1, 0, 1, 0, 1, 0, 0, 0, 0, 1, 1,\n       0, 1, 0, 1, 1, 0, 0, 0, 1, 1, 1, 1, 1, 1, 0, 0, 1, 1, 0, 1, 1, 1,\n       0, 0, 1, 1, 1, 1, 1, 0, 1, 0, 1, 0, 1, 0, 1, 0, 1, 1, 0, 1, 1, 1,\n       1, 0, 0, 1, 1, 1, 0, 1, 1, 0, 1, 0, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0,\n       1, 1, 1, 1, 0, 1, 0, 1, 1, 1, 1, 1, 1, 0, 0, 0, 1, 0, 1, 1, 1, 1,\n       1, 1, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 1, 0, 0, 0, 1, 0, 1, 1, 1, 0,\n       1, 1, 0, 1, 1, 1, 1, 1, 1, 0, 1])"},"metadata":{},"execution_count":20}],"execution_count":20},{"cell_type":"code","source":"print(accuracy_score(y_test, predicciones))","metadata":{"id":"Vk7PgudBdRqW","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"19b561577cef4b35975091465cb6447c","outputId":"f623e43f-365b-4f84-da35-99e8ef50d57a","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":442,"user_tz":300,"timestamp":1642262376174},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stdout","text":"0.916083916083916\n"}],"execution_count":25},{"cell_type":"code","source":"from sklearn.metrics import confusion_matrix\n#Matriz de confusion\ncf_matrix = confusion_matrix(y_test, predicciones)\nimport seaborn as sns\nax = sns.heatmap(cf_matrix, annot=True, cmap='Blues')\nax.set_title('Matriz de confusion con labels\\n\\n');\nax.set_xlabel('\\nValores predichos')\nax.set_ylabel('Valores reales ');\n## Ticket labels - En orden alfabetico\nax.xaxis.set_ticklabels(['False','True'])\nax.yaxis.set_ticklabels(['False','True'])\nplt.show()","metadata":{"id":"uqpAz45kd98E","colab":{"height":337,"base_uri":"https://localhost:8080/"},"cell_id":"c10651690fe44766b0912f9c4734dc66","outputId":"ee3c97ac-df10-413e-bcc1-f5ab38e94844","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":800,"user_tz":300,"timestamp":1642262495191},"deepnote_cell_type":"code"},"outputs":[{"output_type":"display_data","data":{"image/png":"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\n","text/plain":"<Figure size 432x288 with 2 Axes>"},"metadata":{"needs_background":"light"}}],"execution_count":27},{"cell_type":"markdown","source":"## Agregar datos de varias empresas\n\nCombinemos los cinco archivos CSV para analizar las cinco empresas juntas que hamos trabajado antes. Esto también reducirá la cantidad de trabajo de programación requerido, ya que el código se compartirá entre las cinco empresas.\n\nUna forma de realizar esta tarea de agregación es utilizar el método ```pd.concat ()``` de ```pandas```. Una entrada en este método puede ser una lista de DataFrames que le gustaría concatenar. Usaremos un bucle for para recorrer cada símbolo bursátil, cargar el archivo CSV correspondiente y luego agregar el resultado a una lista que luego se agrega usando ```pd.concat()```. Echemos un vistazo a cómo se hace esto.","metadata":{"id":"Xwrwn_PfD9m8","cell_id":"dadb149e786b4fecb6b91bd62509b8db","deepnote_cell_type":"markdown"}},{"cell_type":"code","source":"print(\"Definiendo los simbolos de stock\")\nsymbol_data_to_load = ['D','EXC','NEE','SO','DUK']\nlist_of_df = []\n\n# Ciclo sobre simbolos\n#llenar la lsita de dataframes\nprint(\" --- Inicio de Loop --- \")\nfor i in symbol_data_to_load:\n    print(\"Procesando Simbolo: \" + i)\n    temp_df = pd.read_csv(i+'.csv',sep=',')\n    temp_df['Volume_Millions'] = temp_df['Volume'] / 1000000.0\n    temp_df['Symbol'] = i # Agregar nueva columna con el simbolo \n    list_of_df.append(temp_df)\n\nprint(\" --- Completado loop simbolos --- \")\n    \n# Combinar en un Dataframe unico usando concat\n#permite pegar los dataframes de la lista\nprint(\"Agregando la data\")\nagg_df = pd.concat(list_of_df, axis=0)\n\n# Agregar estadisticas de retorno y volatilidad\n# es mas rápido agregarlo al dataframe que a cada uno de los registros\nprint('Calculando estadisticas finales')\nagg_df['VolStat'] = (agg_df['High'] - agg_df['Low']) / agg_df['Open']\nagg_df['Return'] = (agg_df['Close'] / agg_df['Open']) - 1.0\n\nprint(\"agg_df DataFrame dimension (filas, columnas): \")\nprint(agg_df.shape)\n\nprint(\"Head del DataFrame agg_df: \")\nagg_df.head()\n\n#print(\"agg_df['Symbol'].unique()\")","metadata":{"id":"gzJ2uvfxEMvu","colab":{"height":432,"base_uri":"https://localhost:8080/"},"cell_id":"7a6f0ee7ff8342829cfc778abb7a01ce","outputId":"fec4e7c0-8975-4f0d-a7e7-4545b7284a6d","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":10484,"user_tz":300,"timestamp":1641151634038},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stdout","text":"Definiendo los simbolos de stock\n --- Inicio de Loop --- \nProcesando Simbolo: D\nProcesando Simbolo: EXC\nProcesando Simbolo: NEE\nProcesando Simbolo: SO\nProcesando Simbolo: DUK\n --- Completado loop simbolos --- \nAgregando la data\nCalculando estadisticas finales\nagg_df DataFrame dimension (filas, columnas): \n(6295, 11)\nHead del DataFrame agg_df: \n"},{"output_type":"execute_result","data":{"text/html":"\n  <div id=\"df-c7016afe-d686-49f4-b093-814ed02ca163\">\n    <div class=\"colab-df-container\">\n      <div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>Date</th>\n      <th>Open</th>\n      <th>High</th>\n      <th>Low</th>\n      <th>Close</th>\n      <th>Adj Close</th>\n      <th>Volume</th>\n      <th>Volume_Millions</th>\n      <th>Symbol</th>\n      <th>VolStat</th>\n      <th>Return</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>2014-07-28</td>\n      <td>69.750000</td>\n      <td>71.059998</td>\n      <td>69.750000</td>\n      <td>70.879997</td>\n      <td>57.963978</td>\n      <td>1806400</td>\n      <td>1.8064</td>\n      <td>D</td>\n      <td>0.018781</td>\n      <td>0.016201</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>2014-07-29</td>\n      <td>70.669998</td>\n      <td>70.980003</td>\n      <td>69.930000</td>\n      <td>69.930000</td>\n      <td>57.187099</td>\n      <td>2231100</td>\n      <td>2.2311</td>\n      <td>D</td>\n      <td>0.014858</td>\n      <td>-0.010471</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>2014-07-30</td>\n      <td>70.000000</td>\n      <td>70.660004</td>\n      <td>68.400002</td>\n      <td>68.970001</td>\n      <td>56.402020</td>\n      <td>2588900</td>\n      <td>2.5889</td>\n      <td>D</td>\n      <td>0.032286</td>\n      <td>-0.014714</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>2014-07-31</td>\n      <td>68.629997</td>\n      <td>68.849998</td>\n      <td>67.580002</td>\n      <td>67.639999</td>\n      <td>55.314388</td>\n      <td>3266900</td>\n      <td>3.2669</td>\n      <td>D</td>\n      <td>0.018505</td>\n      <td>-0.014425</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>2014-08-01</td>\n      <td>67.330002</td>\n      <td>68.410004</td>\n      <td>67.220001</td>\n      <td>67.589996</td>\n      <td>55.273487</td>\n      <td>2601800</td>\n      <td>2.6018</td>\n      <td>D</td>\n      <td>0.017674</td>\n      <td>0.003861</td>\n    </tr>\n  </tbody>\n</table>\n</div>\n      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-c7016afe-d686-49f4-b093-814ed02ca163')\"\n              title=\"Convert this dataframe to an interactive table.\"\n              style=\"display:none;\">\n        \n  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n       width=\"24px\">\n    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n  </svg>\n      </button>\n      \n  <style>\n    .colab-df-container {\n      display:flex;\n      flex-wrap:wrap;\n      gap: 12px;\n    }\n\n    .colab-df-convert {\n      background-color: #E8F0FE;\n      border: none;\n      border-radius: 50%;\n      cursor: pointer;\n      display: none;\n      fill: #1967D2;\n      height: 32px;\n      padding: 0 0 0 0;\n      width: 32px;\n    }\n\n    .colab-df-convert:hover {\n      background-color: #E2EBFA;\n      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n      fill: #174EA6;\n    }\n\n    [theme=dark] .colab-df-convert {\n      background-color: #3B4455;\n      fill: #D2E3FC;\n    }\n\n    [theme=dark] .colab-df-convert:hover {\n      background-color: #434B5C;\n      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n      fill: #FFFFFF;\n    }\n  </style>\n\n      <script>\n        const buttonEl =\n          document.querySelector('#df-c7016afe-d686-49f4-b093-814ed02ca163 button.colab-df-convert');\n        buttonEl.style.display =\n          google.colab.kernel.accessAllowed ? 'block' : 'none';\n\n        async function convertToInteractive(key) {\n          const element = document.querySelector('#df-c7016afe-d686-49f4-b093-814ed02ca163');\n          const dataTable =\n            await google.colab.kernel.invokeFunction('convertToInteractive',\n                                                     [key], {});\n          if (!dataTable) return;\n\n          const docLinkHtml = 'Like what you see? Visit the ' +\n            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n            + ' to learn more about interactive tables.';\n          element.innerHTML = '';\n          dataTable['output_type'] = 'display_data';\n          await google.colab.output.renderOutput(dataTable, element);\n          const docLink = document.createElement('div');\n          docLink.innerHTML = docLinkHtml;\n          element.appendChild(docLink);\n        }\n      </script>\n    </div>\n  </div>\n  ","text/plain":"         Date       Open       High  ...  Symbol   VolStat    Return\n0  2014-07-28  69.750000  71.059998  ...       D  0.018781  0.016201\n1  2014-07-29  70.669998  70.980003  ...       D  0.014858 -0.010471\n2  2014-07-30  70.000000  70.660004  ...       D  0.032286 -0.014714\n3  2014-07-31  68.629997  68.849998  ...       D  0.018505 -0.014425\n4  2014-08-01  67.330002  68.410004  ...       D  0.017674  0.003861\n\n[5 rows x 11 columns]"},"metadata":{},"execution_count":2}],"execution_count":null},{"cell_type":"code","source":"agg_df.Symbol.unique()","metadata":{"id":"U5KWsZ8g8Foa","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"9fe2ce9174fa42ee965f91818a21f760","outputId":"b9b00b9e-26e6-4fc0-fc7c-0cdaff967e80","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":15,"user_tz":300,"timestamp":1641151634040},"deepnote_cell_type":"code"},"outputs":[{"output_type":"execute_result","data":{"text/plain":"array(['D', 'EXC', 'NEE', 'SO', 'DUK'], dtype=object)"},"metadata":{},"execution_count":3}],"execution_count":null},{"cell_type":"markdown","source":"# Modelo de regresión (Volstat)","metadata":{"id":"N4wqLIw28OaT","cell_id":"383bb1be54f94cbea5f4ddb6719a1558","deepnote_cell_type":"markdown"}},{"cell_type":"code","source":"### Load relevant packages\nimport pandas                  as pd\nfrom   scipy import stats\nimport numpy                   as np\nimport matplotlib.pyplot       as plt\nimport seaborn                 as sns\nimport statsmodels.formula.api as sm\n# https://community.plot.ly/t/solved-update-to-plotly-4-0-0-broke-application/26526/2\nimport os\n\n#%matplotlib inline\n#plt.style.use('ggplot')\nfrom bokeh.resources import INLINE\nimport bokeh.io\nfrom bokeh import *","metadata":{"id":"PvYkFjgLS2BA","cell_id":"7ebfb842295c4075a527dc75a7785346","deepnote_cell_type":"code"},"outputs":[],"execution_count":null},{"cell_type":"markdown","source":"Primero debemos estandarizar con el proceso min-max scaler","metadata":{"id":"AzRXXs5kTfTY","cell_id":"21cdf2ef68f543a6b68e4cb6f60c7ed5","deepnote_cell_type":"markdown"}},{"cell_type":"code","source":"data= agg_df[['Open','High','Low','Close','Volume_Millions','Symbol','VolStat','Return']]\ndata.head()","metadata":{"id":"_hAtYKXjTiLu","colab":{"height":206,"base_uri":"https://localhost:8080/"},"cell_id":"01aaa4e7155748ec8091dfd77e829acd","outputId":"1415a055-a1c8-43ee-a638-8c7b347c0f49","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":403,"user_tz":300,"timestamp":1641152448913},"deepnote_cell_type":"code"},"outputs":[{"output_type":"execute_result","data":{"text/html":"\n  <div id=\"df-afc67d5b-7273-42b2-b04f-c925c6cc50e5\">\n    <div class=\"colab-df-container\">\n      <div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>Open</th>\n      <th>High</th>\n      <th>Low</th>\n      <th>Close</th>\n      <th>Volume_Millions</th>\n      <th>Symbol</th>\n      <th>VolStat</th>\n      <th>Return</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>69.750000</td>\n      <td>71.059998</td>\n      <td>69.750000</td>\n      <td>70.879997</td>\n      <td>1.8064</td>\n      <td>D</td>\n      <td>0.018781</td>\n      <td>0.016201</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>70.669998</td>\n      <td>70.980003</td>\n      <td>69.930000</td>\n      <td>69.930000</td>\n      <td>2.2311</td>\n      <td>D</td>\n      <td>0.014858</td>\n      <td>-0.010471</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>70.000000</td>\n      <td>70.660004</td>\n      <td>68.400002</td>\n      <td>68.970001</td>\n      <td>2.5889</td>\n      <td>D</td>\n      <td>0.032286</td>\n      <td>-0.014714</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>68.629997</td>\n      <td>68.849998</td>\n      <td>67.580002</td>\n      <td>67.639999</td>\n      <td>3.2669</td>\n      <td>D</td>\n      <td>0.018505</td>\n      <td>-0.014425</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>67.330002</td>\n      <td>68.410004</td>\n      <td>67.220001</td>\n      <td>67.589996</td>\n      <td>2.6018</td>\n      <td>D</td>\n      <td>0.017674</td>\n      <td>0.003861</td>\n    </tr>\n  </tbody>\n</table>\n</div>\n      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-afc67d5b-7273-42b2-b04f-c925c6cc50e5')\"\n              title=\"Convert this dataframe to an interactive table.\"\n              style=\"display:none;\">\n        \n  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n       width=\"24px\">\n    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n  </svg>\n      </button>\n      \n  <style>\n    .colab-df-container {\n      display:flex;\n      flex-wrap:wrap;\n      gap: 12px;\n    }\n\n    .colab-df-convert {\n      background-color: #E8F0FE;\n      border: none;\n      border-radius: 50%;\n      cursor: pointer;\n      display: none;\n      fill: #1967D2;\n      height: 32px;\n      padding: 0 0 0 0;\n      width: 32px;\n    }\n\n    .colab-df-convert:hover {\n      background-color: #E2EBFA;\n      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n      fill: #174EA6;\n    }\n\n    [theme=dark] .colab-df-convert {\n      background-color: #3B4455;\n      fill: #D2E3FC;\n    }\n\n    [theme=dark] .colab-df-convert:hover {\n      background-color: #434B5C;\n      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n      fill: #FFFFFF;\n    }\n  </style>\n\n      <script>\n        const buttonEl =\n          document.querySelector('#df-afc67d5b-7273-42b2-b04f-c925c6cc50e5 button.colab-df-convert');\n        buttonEl.style.display =\n          google.colab.kernel.accessAllowed ? 'block' : 'none';\n\n        async function convertToInteractive(key) {\n          const element = document.querySelector('#df-afc67d5b-7273-42b2-b04f-c925c6cc50e5');\n          const dataTable =\n            await google.colab.kernel.invokeFunction('convertToInteractive',\n                                                     [key], {});\n          if (!dataTable) return;\n\n          const docLinkHtml = 'Like what you see? Visit the ' +\n            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n            + ' to learn more about interactive tables.';\n          element.innerHTML = '';\n          dataTable['output_type'] = 'display_data';\n          await google.colab.output.renderOutput(dataTable, element);\n          const docLink = document.createElement('div');\n          docLink.innerHTML = docLinkHtml;\n          element.appendChild(docLink);\n        }\n      </script>\n    </div>\n  </div>\n  ","text/plain":"        Open       High        Low  ...  Symbol   VolStat    Return\n0  69.750000  71.059998  69.750000  ...       D  0.018781  0.016201\n1  70.669998  70.980003  69.930000  ...       D  0.014858 -0.010471\n2  70.000000  70.660004  68.400002  ...       D  0.032286 -0.014714\n3  68.629997  68.849998  67.580002  ...       D  0.018505 -0.014425\n4  67.330002  68.410004  67.220001  ...       D  0.017674  0.003861\n\n[5 rows x 8 columns]"},"metadata":{},"execution_count":8}],"execution_count":null},{"cell_type":"code","source":"def min_max_scaling(series):\n    return (series - series.min()) / (series.max() - series.min())\nfor col in data.columns:\n  if col == 'Symbol':\n    pass\n  else:\n    data[col] = min_max_scaling(data[col])\ndata.head()","metadata":{"id":"6G2YA8KTUOdu","colab":{"height":311,"base_uri":"https://localhost:8080/"},"cell_id":"620b8f1033e2454fa1da2f041f2c50c3","outputId":"7fd2360a-399c-4f81-e476-032877ff6de8","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":457,"user_tz":300,"timestamp":1641152649047},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stderr","text":"/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:7: SettingWithCopyWarning: \nA value is trying to be set on a copy of a slice from a DataFrame.\nTry using .loc[row_indexer,col_indexer] = value instead\n\nSee the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n  import sys\n"},{"output_type":"execute_result","data":{"text/html":"\n  <div id=\"df-7638fc75-db5c-43b7-90f0-5e1e4bf2d239\">\n    <div class=\"colab-df-container\">\n      <div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>Open</th>\n      <th>High</th>\n      <th>Low</th>\n      <th>Close</th>\n      <th>Volume_Millions</th>\n      <th>Symbol</th>\n      <th>VolStat</th>\n      <th>Return</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>0.237520</td>\n      <td>0.241568</td>\n      <td>0.242309</td>\n      <td>0.243018</td>\n      <td>0.048378</td>\n      <td>D</td>\n      <td>0.133693</td>\n      <td>0.774064</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>0.242458</td>\n      <td>0.241139</td>\n      <td>0.243286</td>\n      <td>0.237935</td>\n      <td>0.064767</td>\n      <td>D</td>\n      <td>0.099260</td>\n      <td>0.567006</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>0.238862</td>\n      <td>0.239423</td>\n      <td>0.234985</td>\n      <td>0.232798</td>\n      <td>0.078575</td>\n      <td>D</td>\n      <td>0.252211</td>\n      <td>0.534066</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>0.231508</td>\n      <td>0.229717</td>\n      <td>0.230536</td>\n      <td>0.225682</td>\n      <td>0.104740</td>\n      <td>D</td>\n      <td>0.131268</td>\n      <td>0.536311</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>0.224530</td>\n      <td>0.227358</td>\n      <td>0.228582</td>\n      <td>0.225415</td>\n      <td>0.079073</td>\n      <td>D</td>\n      <td>0.123977</td>\n      <td>0.678273</td>\n    </tr>\n  </tbody>\n</table>\n</div>\n      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-7638fc75-db5c-43b7-90f0-5e1e4bf2d239')\"\n              title=\"Convert this dataframe to an interactive table.\"\n              style=\"display:none;\">\n        \n  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n       width=\"24px\">\n    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n  </svg>\n      </button>\n      \n  <style>\n    .colab-df-container {\n      display:flex;\n      flex-wrap:wrap;\n      gap: 12px;\n    }\n\n    .colab-df-convert {\n      background-color: #E8F0FE;\n      border: none;\n      border-radius: 50%;\n      cursor: pointer;\n      display: none;\n      fill: #1967D2;\n      height: 32px;\n      padding: 0 0 0 0;\n      width: 32px;\n    }\n\n    .colab-df-convert:hover {\n      background-color: #E2EBFA;\n      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n      fill: #174EA6;\n    }\n\n    [theme=dark] .colab-df-convert {\n      background-color: #3B4455;\n      fill: #D2E3FC;\n    }\n\n    [theme=dark] .colab-df-convert:hover {\n      background-color: #434B5C;\n      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 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Visit the ' +\n            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n            + ' to learn more about interactive tables.';\n          element.innerHTML = '';\n          dataTable['output_type'] = 'display_data';\n          await google.colab.output.renderOutput(dataTable, element);\n          const docLink = document.createElement('div');\n          docLink.innerHTML = docLinkHtml;\n          element.appendChild(docLink);\n        }\n      </script>\n    </div>\n  </div>\n  ","text/plain":"       Open      High       Low  ...  Symbol   VolStat    Return\n0  0.237520  0.241568  0.242309  ...       D  0.133693  0.774064\n1  0.242458  0.241139  0.243286  ...       D  0.099260  0.567006\n2  0.238862  0.239423  0.234985  ...       D  0.252211  0.534066\n3  0.231508  0.229717  0.230536  ...       D  0.131268  0.536311\n4  0.224530  0.227358  0.228582  ...       D  0.123977  0.678273\n\n[5 rows x 8 columns]"},"metadata":{},"execution_count":12}],"execution_count":null},{"cell_type":"code","source":"agg_df.columns","metadata":{"id":"oJ-bkMVXTGR3","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"9f7464783b924d0499c8bc2ed6419804","outputId":"de6ee87b-6af2-40d3-bac6-2636665eca9b","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":285,"user_tz":300,"timestamp":1641152638227},"deepnote_cell_type":"code"},"outputs":[{"output_type":"execute_result","data":{"text/plain":"Index(['Date', 'Open', 'High', 'Low', 'Close', 'Adj Close', 'Volume',\n       'Volume_Millions', 'Symbol', 'VolStat', 'Return'],\n      dtype='object')"},"metadata":{},"execution_count":11}],"execution_count":null},{"cell_type":"markdown","source":"# Parte 3","metadata":{"id":"75o2v1TuV3m1","cell_id":"8fb645c2b82e4c7b99fdd0a456010149","deepnote_cell_type":"markdown"}},{"cell_type":"code","source":"model1 = 'VolStat~Open+ High+ Low+ Close + Volume_Millions +Symbol'\nlm1   = sm.ols(formula = model1, data = data).fit()\nprint(lm1.summary())","metadata":{"id":"ZXHx7gFOTAm-","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"4ec9c5551d4242c5bfeaf76e20ebbe40","outputId":"8e2b9117-c0fb-440b-9eff-0acefc174e2f","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":304,"user_tz":300,"timestamp":1641153073105},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stdout","text":"                            OLS Regression Results                            \n==============================================================================\nDep. Variable:                VolStat   R-squared:                       0.834\nModel:                            OLS   Adj. R-squared:                  0.834\nMethod:                 Least Squares   F-statistic:                     3516.\nDate:                Sun, 02 Jan 2022   Prob (F-statistic):               0.00\nTime:                        19:51:12   Log-Likelihood:                 14263.\nNo. Observations:                6295   AIC:                        -2.851e+04\nDf Residuals:                    6285   BIC:                        -2.844e+04\nDf Model:                           9                                         \nCovariance Type:            nonrobust                                         \n===================================================================================\n                      coef    std err          t      P>|t|      [0.025      0.975]\n-----------------------------------------------------------------------------------\nIntercept           0.1281      0.001     89.511      0.000       0.125       0.131\nSymbol[T.DUK]      -0.0020      0.001     -1.927      0.054      -0.004    3.36e-05\nSymbol[T.EXC]      -0.0043      0.001     -3.174      0.002      -0.007      -0.002\nSymbol[T.NEE]       0.0072      0.002      4.292      0.000       0.004       0.011\nSymbol[T.SO]       -0.0188      0.001    -15.499      0.000      -0.021      -0.016\nOpen               -0.5613      0.161     -3.478      0.001      -0.878      -0.245\nHigh               17.0916      0.184     92.739      0.000      16.730      17.453\nLow               -16.1575      0.184    -87.950      0.000     -16.518     -15.797\nClose              -0.4239      0.165     -2.565      0.010      -0.748      -0.100\nVolume_Millions     0.1905      0.005     37.250      0.000       0.180       0.201\n==============================================================================\nOmnibus:                     1459.013   Durbin-Watson:                   1.482\nProb(Omnibus):                  0.000   Jarque-Bera (JB):            32545.425\nSkew:                           0.562   Prob(JB):                         0.00\nKurtosis:                      14.082   Cond. No.                     1.11e+03\n==============================================================================\n\nWarnings:\n[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n[2] The condition number is large, 1.11e+03. This might indicate that there are\nstrong multicollinearity or other numerical problems.\n"}],"execution_count":null},{"cell_type":"markdown","source":"En general el modelo tiene un alto valor de $R²$ con un valor de 0.834 lo cual implica que el modelo explica el 83% de la varianza de todos los datos, de igual forma la regresión es significativa (al menos un coeficiente es diferente de 0) del valor p obtenido de la prueba F.\n\nRespecto a los coeficientes se puede decir que:\n1. Las acciones DUK, SO y EXC presentan una menor volatilidad respecto a D mientras que NEE una mayor volatilidad\n2. El coeficiente de mayor valor tiene que ver con la variable High (relacion proporcional) mientras que la variable Low tiene una correlación negativa con la volatilidad en ambos casos significativos por el valor p obtenido\n3. El efecto común de volatilidad esperada cada día es en promedio 0.1281","metadata":{"id":"lSctmZSNUv8v","cell_id":"2ecaaae9f8494badb3a9d17e0bd4071f","deepnote_cell_type":"markdown"}},{"cell_type":"markdown","source":"# Parte 4","metadata":{"id":"3icgmiyjV8HD","cell_id":"aee2830935854fe48e851d6e20aa7ed7","deepnote_cell_type":"markdown"}},{"cell_type":"code","source":"model2 = 'Return~Open+ High+ Low+ Close + Volume_Millions +Symbol'\nlm2   = sm.ols(formula = model2, data = data).fit()\nprint(lm2.summary())","metadata":{"id":"2ozu5YefQrM4","colab":{"base_uri":"https://localhost:8080/"},"cell_id":"c752fc449a6e4980ad4b8cd824bd9eea","outputId":"747c3ed1-a676-4f32-abbb-017cc34c53eb","executionInfo":{"user":{"userId":"04741209928239412574","photoUrl":"https://lh3.googleusercontent.com/a-/AOh14Gi4e7mWJaOA2l-1KUn-omyigRGSrm83lG6XLzS5=s64","displayName":"david francisco bustos usta"},"status":"ok","elapsed":454,"user_tz":300,"timestamp":1641153116013},"deepnote_cell_type":"code"},"outputs":[{"output_type":"stream","name":"stdout","text":"                            OLS Regression Results                            \n==============================================================================\nDep. Variable:                 Return   R-squared:                       0.788\nModel:                            OLS   Adj. R-squared:                  0.787\nMethod:                 Least Squares   F-statistic:                     2589.\nDate:                Sun, 02 Jan 2022   Prob (F-statistic):               0.00\nTime:                        19:51:55   Log-Likelihood:                 12186.\nNo. Observations:                6295   AIC:                        -2.435e+04\nDf Residuals:                    6285   BIC:                        -2.428e+04\nDf Model:                           9                                         \nCovariance Type:            nonrobust                                         \n===================================================================================\n                      coef    std err          t      P>|t|      [0.025      0.975]\n-----------------------------------------------------------------------------------\nIntercept           0.6495      0.002    326.192      0.000       0.646       0.653\nSymbol[T.DUK]       0.0002      0.001      0.158      0.875      -0.003       0.003\nSymbol[T.EXC]       0.0010      0.002      0.548      0.584      -0.003       0.005\nSymbol[T.NEE]      -0.0006      0.002     -0.255      0.799      -0.005       0.004\nSymbol[T.SO]        0.0015      0.002      0.885      0.376      -0.002       0.005\nOpen              -16.2288      0.224    -72.296      0.000     -16.669     -15.789\nHigh                0.1291      0.256      0.504      0.615      -0.373       0.632\nLow                -0.0505      0.256     -0.198      0.843      -0.551       0.450\nClose              16.1929      0.230     70.439      0.000      15.742      16.644\nVolume_Millions    -0.0142      0.007     -1.992      0.046      -0.028      -0.000\n==============================================================================\nOmnibus:                     1183.972   Durbin-Watson:                   1.963\nProb(Omnibus):                  0.000   Jarque-Bera (JB):            28613.068\nSkew:                          -0.227   Prob(JB):                         0.00\nKurtosis:                      13.435   Cond. No.                     1.11e+03\n==============================================================================\n\nWarnings:\n[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n[2] The condition number is large, 1.11e+03. This might indicate that there are\nstrong multicollinearity or other numerical problems.\n"}],"execution_count":null},{"cell_type":"markdown","source":"Curiosamente en este caso se observa que:\n1. Las variables mas significativas son Open (relacion inversa) y Clase (relacion proporcional) respecto al retorno\n2. No hay evidencia significativa de diferencias entre acciones\n3. Las variables High y Low no tienen contribución importante en el indice de retorno\n4. La variabilidad esplicada por el modelo es 78.8%","metadata":{"id":"mqsXYCZoWVS5","cell_id":"aee23e4865ae4513a6608a593663a6e4","deepnote_cell_type":"markdown"}},{"cell_type":"markdown","source":"<a style='text-decoration:none;line-height:16px;display:flex;color:#5B5B62;padding:10px;justify-content:end;' href='https://deepnote.com?utm_source=created-in-deepnote-cell&projectId=4f9037d8-f2e9-4683-9ce3-67576f784ec7' target=\"_blank\">\n<img alt='Created in deepnote.com' style='display:inline;max-height:16px;margin:0px;margin-right:7.5px;' src='data:image/svg+xml;base64,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' > </img>\nCreated in <span style='font-weight:600;margin-left:4px;'>Deepnote</span></a>","metadata":{"created_in_deepnote_cell":true,"deepnote_cell_type":"markdown"}}],"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"name":"Clase_14.ipynb","provenance":[],"authorship_tag":"ABX9TyPe3jOLieWB+Q8OAvEO1cO+","collapsed_sections":[]},"deepnote":{},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"},"deepnote_notebook_id":"f8e9b619060a4b26b5512fbddca10c5d","deepnote_execution_queue":[]}}