{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "provenance": [] }, "kernelspec": { "name": "python3", "display_name": "Python 3" }, "language_info": { "name": "python" } }, "cells": [ { "cell_type": "markdown", "source": [ "# Numpy\n", "\n", "NumPy est une bibliothèque numérique pour le langage Python. Elle est conçue pour effectuer des opérations numériques sur les tableaux multidimensionnels. Nous allons l'uiliser dans notre cours" ], "metadata": { "id": "2FxImV4_vg8D" } }, { "cell_type": "code", "source": [ "import numpy as np" ], "metadata": { "id": "ouJ19Mptth2O" }, "execution_count": 1, "outputs": [] }, { "cell_type": "markdown", "source": [ "# Exemple d'Opérations Vectorielles" ], "metadata": { "id": "7NWUW1fNvWlh" } }, { "cell_type": "code", "execution_count": 2, "metadata": { "id": "iekjjP-2mjw8", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "22dce449-c594-4712-8b2f-379049517779" }, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Addition de vecteurs : [4 6]\n", "Multiplication scalaire : [2 4]\n", "Produit scalaire : 11\n" ] } ], "source": [ "# Définir les vecteurs\n", "u = np.array([1, 2])\n", "v = np.array([3, 4])\n", "\n", "# Addition\n", "print(\"Addition de vecteurs :\", u + v)\n", "\n", "# Multiplication scalaire\n", "alpha = 2\n", "print(\"Multiplication scalaire :\", alpha * u)\n", "\n", "# Produit scalaire\n", "print(\"Produit scalaire :\", np.dot(u, v))" ] }, { "cell_type": "markdown", "source": [ "# Exemple de Produit Extérieur (Outer Product)\n", "\n", "\n" ], "metadata": { "id": "RWgmm6Wzw825" } }, { "cell_type": "code", "source": [ "# Définir les vecteurs\n", "x = np.array([2, 3, 4]) # Vecteur x\n", "ones = np.ones(5) # Vecteur de 1 avec 5 éléments\n", "\n", "# Calcul du produit extérieur\n", "outer_product = np.outer(x, ones)\n", "\n", "# Affichage des résultats\n", "print(\"Vecteur x :\", x)\n", "print(\"Vecteur de 1 :\", ones)\n", "print(\"Produit ext´erieur :\")\n", "print(outer_product)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "JF57e8UZqljv", "outputId": "f5804c16-15d7-435a-d3de-187898daa156" }, "execution_count": 3, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Vecteur x : [2 3 4]\n", "Vecteur de 1 : [1. 1. 1. 1. 1.]\n", "Produit ext´erieur :\n", "[[2. 2. 2. 2. 2.]\n", " [3. 3. 3. 3. 3.]\n", " [4. 4. 4. 4. 4.]]\n" ] } ] }, { "cell_type": "markdown", "source": [ "# `np.arange` et `np.reshape`" ], "metadata": { "id": "8P1eHaOoxVO0" } }, { "cell_type": "code", "source": [ "np.arange(1,10,1).reshape((3,3))" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "n_xjs30-vD94", "outputId": "df6b030c-eac1-4c1a-804e-7e3dfb3d279b" }, "execution_count": 4, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "array([[1, 2, 3],\n", " [4, 5, 6],\n", " [7, 8, 9]])" ] }, "metadata": {}, "execution_count": 4 } ] }, { "cell_type": "markdown", "source": [ "# Exemple de Produit Matrice-Vecteur" ], "metadata": { "id": "yFy9eqIyxhHx" } }, { "cell_type": "code", "source": [ "# Définir la matrice A et le vecteur x\n", "A = np.arange(1,10,1).reshape((3,3))\n", "x = np.array([1, 0, -1])\n", "\n", "# Calculer le produit matrice-vecteur\n", "y = np.dot(A, x)\n", "\n", "# Afficher les résultats\n", "print(\"Matrice A :\\n\", A)\n", "print(\"Vecteur x :\", x)\n", "print(\"Produit Matrice-Vecteur (y = A x) :\", y)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "27d6EOJQuyDS", "outputId": "77c49fa4-4038-4a3a-9a33-4870dd8a84fc" }, "execution_count": 5, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Matrice A :\n", " [[1 2 3]\n", " [4 5 6]\n", " [7 8 9]]\n", "Vecteur x : [ 1 0 -1]\n", "Produit Matrice-Vecteur (y = A x) : [-2 -2 -2]\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Normes $\\ell_p$ et $\\ell_\\infty$" ], "metadata": { "id": "NHTpvSof6JJh" } }, { "cell_type": "code", "source": [ "# Définir le vecteur\n", "v = np.array([3, 4])\n", "\n", "# Calculer les normes\n", "euclidean_norm = np.linalg.norm(v, ord=2)\n", "manhattan_norm = np.linalg.norm(v, ord=1)\n", "infinity_norm = np.linalg.norm(v, ord=np.inf)\n", "\n", "# Afficher les résultats\n", "print(\"Vecteur:\", v)\n", "print(\"Norme Euclidienne:\", euclidean_norm)\n", "print(\"Norme Manhattan:\", manhattan_norm)\n", "print(\"Norme infinie:\", infinity_norm)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "D-Wycha6IthO", "outputId": "bbd37609-6d4e-4c63-d573-fc47971cb5fb" }, "execution_count": 6, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Vecteur: [3 4]\n", "Norme Euclidienne: 5.0\n", "Norme Manhattan: 7.0\n", "Norme infinie: 4.0\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Visualization des Normes $\\ell_1, \\ell_2$ et $l_∞$\n" ], "metadata": { "id": "txcPzml-6RX1" } }, { "cell_type": "code", "source": [ "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "sns.set()\n", "\n", "# Fonction pour générer la boule unité pour les normes l1, l2 et l_infini\n", "def generate_unit_ball(p, num_points=1000):\n", " if p == 1:\n", " # Forme en losange pour la norme l1\n", " x = np.linspace(-1, 1, num_points)\n", " y1 = 1 - np.abs(x) # Limite supérieure\n", " y2 = -1 + np.abs(x) # Limite inférieure\n", " return np.concatenate([x, x[::-1]]), np.concatenate([y1, y2[::-1]])\n", " elif p == 2:\n", " # Cercle pour la norme l2\n", " theta = np.linspace(0, 2 * np.pi, num_points)\n", " x = np.cos(theta)\n", " y = np.sin(theta)\n", " return x, y\n", " elif p == np.inf:\n", " # Carré pour la norme l_infini\n", " x = np.array([1, 1, -1, -1, 1])\n", " y = np.array([1, -1, -1, 1, 1])\n", " return x, y\n", " else:\n", " raise ValueError(\n", " \"Seules les normes l1, l2 et l_infini sont prises en charge.\"\n", " )\n", "\n", "# Tracer les boules unités\n", "fig, axs = plt.subplots(1, 3, figsize=(15, 5))\n", "\n", "# Tracé pour la norme l1\n", "x, y = generate_unit_ball(1)\n", "axs[0].plot(x, y, color='red', label=r'$\\ell_1$')\n", "axs[0].set_title(r'Norme $\\ell_1$ (Losange)')\n", "axs[0].set_aspect('equal')\n", "axs[0].grid(color='gray', linestyle='--', linewidth=0.5)\n", "\n", "# Tracé pour la norme l2\n", "x, y = generate_unit_ball(2)\n", "axs[1].plot(x, y, color='green', label=r'$\\ell_2$')\n", "axs[1].set_title(r'Norme $\\ell_2$ (Cercle)')\n", "axs[1].set_aspect('equal')\n", "axs[1].grid(color='gray', linestyle='--', linewidth=0.5)\n", "\n", "# Tracé pour la norme l_infini\n", "x, y = generate_unit_ball(np.inf)\n", "axs[2].plot(x, y, color='blue', label=r'$\\ell_\\infty$')\n", "axs[2].set_title(r'Norme $\\ell_\\infty$ (Carré)')\n", "axs[2].set_aspect('equal')\n", "axs[2].grid(color='gray', linestyle='--', linewidth=0.5)\n", "\n", "# Ajuster les limites et étiquettes pour tous les sous-graphiques\n", "for ax in axs:\n", " ax.set_xlim([-1.5, 1.5])\n", " ax.set_ylim([-1.5, 1.5])\n", " ax.axhline(0, color='black', linewidth=0.5)\n", " ax.axvline(0, color='black', linewidth=0.5)\n", " ax.legend()\n", "\n", "plt.tight_layout()\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 417 }, "id": "dH8GS8i654qG", "outputId": "e32f04cf-f54e-4eb9-f377-6cf2710d520c" }, "execution_count": 7, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Exemple d'Addition Matricielle" ], "metadata": { "id": "j2qNTR6_zFik" } }, { "cell_type": "code", "source": [ "# Définir les matrices\n", "A = np.array([[1, 2, 3], [4, 5, 6]])\n", "B = np.array([[7, 8, 9], [10, 11, 12]])\n", "# Addition de matrices\n", "C = A + B\n", "print(\"Addition de matrices:\\n\", C)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "DWy1UbPPx30y", "outputId": "a2d647f0-966b-4a98-e9de-502864280b65" }, "execution_count": 8, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Addition de matrices:\n", " [[ 8 10 12]\n", " [14 16 18]]\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Exemple de Multiplication scalaire d'une Matrice" ], "metadata": { "id": "wwViZLXNzJbB" } }, { "cell_type": "code", "source": [ "# Définir la matrice\n", "A = np.array([[1, 2, 3], [4, 5, 6]])\n", "# Scalaire\n", "alpha = 3\n", "# Multiplication scalaire\n", "B = alpha * A\n", "print(\"Multiplication scalaire de la matrice:\\n\", B)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ua8ByB19zvhZ", "outputId": "b2f906f6-f1c4-4f7a-820e-f8d106122997" }, "execution_count": 9, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Multiplication scalaire de la matrice:\n", " [[ 3 6 9]\n", " [12 15 18]]\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Exemple de Multiplication Matricielle" ], "metadata": { "id": "KpL5FSB0zUym" } }, { "cell_type": "code", "source": [ "# Définir les matrices A et B\n", "A = np.arange(1,7).reshape((3,2))\n", "B = np.arange(7,11).reshape((2,2))\n", "# Calculer le produit matrice-matrice\n", "C = np.dot(A, B)\n", "# Afficher les r´esultats\n", "print(\"Matrice A :\\n\", A)\n", "print(\"Matrice B :\\n\", B)\n", "print(\"Produit Matrice-Matrice (C = A x B) :\\n\", C)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "nvgDSpE7k0Nd", "outputId": "83499e2f-0421-4bb3-961a-4926480645f1" }, "execution_count": 10, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Matrice A :\n", " [[1 2]\n", " [3 4]\n", " [5 6]]\n", "Matrice B :\n", " [[ 7 8]\n", " [ 9 10]]\n", "Produit Matrice-Matrice (C = A x B) :\n", " [[ 25 28]\n", " [ 57 64]\n", " [ 89 100]]\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Comment définir une Matrice d'Identité et une Matrice Diagonale" ], "metadata": { "id": "SGSJInRRzgeM" } }, { "cell_type": "code", "source": [ "import numpy as np\n", "# Matrice Identité\n", "I = np.eye(3)\n", "print(\"Matrice Identit´e :\\n\", I)\n", "\n", "# Matrice Diagonale\n", "d = [3, 5, 7]\n", "D = np.diag(d)\n", "print(\"Matrice Diagonale :\\n\", D)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "iXhNkYoGuQJZ", "outputId": "92c13ab8-5841-4157-a426-4478a790b34c" }, "execution_count": 11, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Matrice Identit´e :\n", " [[1. 0. 0.]\n", " [0. 1. 0.]\n", " [0. 0. 1.]]\n", "Matrice Diagonale :\n", " [[3 0 0]\n", " [0 5 0]\n", " [0 0 7]]\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Obtenir la Transposée d'une Matrice" ], "metadata": { "id": "ml8ARdZXzo24" } }, { "cell_type": "code", "source": [ "# Définir la matrice\n", "A = np.array([[1, 2, 3], [4, 5, 6]])\n", "# Calculer la transpos´ee\n", "A_transpose = A.T\n", "print(\"Matrice originale :\\n\", A)\n", "print(\"Transpos´ee de la matrice :\\n\", A_transpose)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "-1yWBfBJuZ96", "outputId": "86a11232-ca41-40cc-eaad-46378ee4930f" }, "execution_count": 12, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Matrice originale :\n", " [[1 2 3]\n", " [4 5 6]]\n", "Transpos´ee de la matrice :\n", " [[1 4]\n", " [2 5]\n", " [3 6]]\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Obtenir la Trace d'une Matrice" ], "metadata": { "id": "_mKVx6VoByIP" } }, { "cell_type": "code", "source": [ "# Définir la matrice\n", "A = np.array([[1, 2, 3],\n", "[4, 5, 6],\n", "[7, 8, 9]])\n", "\n", "# Calculer la trace\n", "trace_A = np.trace(A)\n", "\n", "# Afficher le résultat\n", "print(\"La trace de la matrice A est :\", trace_A)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "xhXhKE17BxpL", "outputId": "2908d3f6-544e-4788-f368-3a19c8507354" }, "execution_count": 13, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "La trace de la matrice A est : 15\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Matrice Symétrique" ], "metadata": { "id": "q0_PnU-aGKSN" } }, { "cell_type": "code", "source": [ "# Définir une matrice sym´etrique\n", "A = np.array([[1, 2, 3],\n", "[2, 4, 5],\n", "[3, 5, 6]])\n", "\n", "# Vérifier si la matrice est sym´etrique\n", "is_symmetric = np.allclose(A, A.T)\n", "print(\"Matrice A:\\n\", A)\n", "print(\"A est-elle symétrique?:\", is_symmetric)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "dHVyJRCtGMwX", "outputId": "aa560b48-75bc-43c7-8df8-db44cdabe52d" }, "execution_count": 14, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Matrice A:\n", " [[1 2 3]\n", " [2 4 5]\n", " [3 5 6]]\n", "A est-elle symétrique?: True\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Obtenir le Déterminant d'une Matrice" ], "metadata": { "id": "H8vgoPl_QKt0" } }, { "cell_type": "code", "source": [ "# Matrice 2x2\n", "A = np.array([[4, 3],\n", " [6, 3]])\n", "\n", "# Calcul du déterminant\n", "det_A = np.linalg.det(A)\n", "print(f\"Déterminant de A : {det_A:.2f}\")\n", "\n", "# Matrice 3x3\n", "B = np.array([[1, 2, 3],\n", " [4, 5, 6],\n", " [7, 8, 9]])\n", "\n", "# Calcul du déterminant\n", "det_B = np.linalg.det(B)\n", "print(f\"Déterminant de B : {det_B:.2f}\")" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "9IO2UoG1QH1t", "outputId": "793c593d-eca3-4ae4-97be-ff771c329588" }, "execution_count": 15, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Déterminant de A : -6.00\n", "Déterminant de B : 0.00\n" ] } ] }, { "cell_type": "code", "source": [ "# Définir une matrice 2x2\n", "A = np.array([[2, 1],\n", " [1, 2]])\n", "\n", "# Définir le carré unité\n", "unit_square = np.array([[0, 0],\n", " [1, 0],\n", " [1, 1],\n", " [0, 1],\n", " [0, 0]]) # Fermer le carré pour le tracé\n", "\n", "# Appliquer la transformation\n", "transformed_square = unit_square @ A.T\n", "\n", "# Calculer le déterminant\n", "det_A = np.linalg.det(A)\n", "\n", "# Créer le graphique\n", "fig, ax = plt.subplots(figsize=(8, 8))\n", "\n", "# Tracer le carré unité original\n", "ax.plot(unit_square[:, 0], unit_square[:, 1], 'b-', label='Carré unité')\n", "ax.fill(unit_square[:, 0], unit_square[:, 1], color='blue', alpha=0.2)\n", "\n", "# Tracer le parallélogramme transformé\n", "ax.plot(transformed_square[:, 0], transformed_square[:, 1], 'r-',\n", " label='Parallélogramme transformé')\n", "ax.fill(transformed_square[:, 0], transformed_square[:, 1], color='red',\n", " alpha=0.2)\n", "\n", "# Ajouter les vecteurs (colonnes de A) pour plus de clarté\n", "origin = np.array([0, 0])\n", "ax.quiver(*origin, *A[:, 0], angles='xy', scale_units='xy', scale=1,\n", " color='green', label='Colonne 1 de A')\n", "ax.quiver(*origin, *A[:, 1], angles='xy', scale_units='xy', scale=1,\n", " color='purple', label='Colonne 2 de A')\n", "\n", "# Mise en forme\n", "ax.set_xlim(-1, 4)\n", "ax.set_ylim(-1, 4)\n", "ax.axhline(0, color='black', linewidth=0.5)\n", "ax.axvline(0, color='black', linewidth=0.5)\n", "ax.grid(color='gray', linestyle='--', linewidth=0.5)\n", "ax.set_aspect('equal', 'box')\n", "ax.set_title(f\"Transformation par la Matrice A\\nDéterminant = {det_A:.2f}\")\n", "ax.legend()\n", "\n", "# Afficher le graphique\n", "plt.show()\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 724 }, "id": "wU4-cd7YSd9w", "outputId": "392f1519-5062-4b36-d6c3-26c6877421db" }, "execution_count": 16, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "# Définir une matrice 2x2\n", "A = np.array([[-2, 1],\n", " [1, 2]])\n", "\n", "# Définir le carré unité\n", "unit_square = np.array([[0, 0],\n", " [1, 0],\n", " [1, 1],\n", " [0, 1],\n", " [0, 0]]) # Fermer le carré pour le tracé\n", "\n", "# Appliquer la transformation\n", "transformed_square = unit_square @ A.T\n", "\n", "# Calculer le déterminant\n", "det_A = np.linalg.det(A)\n", "\n", "# Créer le graphique\n", "fig, ax = plt.subplots(figsize=(8, 8))\n", "\n", "# Tracer le carré unité original\n", "ax.plot(unit_square[:, 0], unit_square[:, 1], 'b-', label='Carré unité')\n", "ax.fill(unit_square[:, 0], unit_square[:, 1], color='blue', alpha=0.2)\n", "\n", "# Tracer le parallélogramme transformé\n", "ax.plot(transformed_square[:, 0], transformed_square[:, 1], 'r-',\n", " label='Parallélogramme transformé')\n", "ax.fill(transformed_square[:, 0], transformed_square[:, 1], color='red',\n", " alpha=0.2)\n", "\n", "# Ajouter les vecteurs (colonnes de A) pour plus de clarté\n", "origin = np.array([0, 0])\n", "ax.quiver(*origin, *A[:, 0], angles='xy', scale_units='xy', scale=1,\n", " color='green', label='Colonne 1 de A')\n", "ax.quiver(*origin, *A[:, 1], angles='xy', scale_units='xy', scale=1,\n", " color='purple', label='Colonne 2 de A')\n", "\n", "# Mise en forme\n", "ax.set_xlim(-3, 2)\n", "ax.set_ylim(-1, 4)\n", "ax.axhline(0, color='black', linewidth=0.5)\n", "ax.axvline(0, color='black', linewidth=0.5)\n", "ax.grid(color='gray', linestyle='--', linewidth=0.5)\n", "ax.set_aspect('equal', 'box')\n", "ax.set_title(f\"Transformation par la Matrice A\\nDéterminant = {det_A:.2f}\")\n", "ax.legend()\n", "\n", "# Afficher le graphique\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 724 }, "id": "GbA3ioxLZhMr", "outputId": "b5956475-da31-4283-a08c-8d90583aca2e" }, "execution_count": 17, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "# Définir une matrice 2x2\n", "A = np.array([[2, 1],\n", " [4, 2]])\n", "\n", "# Définir le carré unité\n", "unit_square = np.array([[0, 0],\n", " [1, 0],\n", " [1, 1],\n", " [0, 1],\n", " [0, 0]]) # Fermer le carré pour le tracé\n", "\n", "# Appliquer la transformation\n", "transformed_square = unit_square @ A.T\n", "\n", "# Calculer le déterminant\n", "det_A = np.linalg.det(A)\n", "\n", "# Créer le graphique\n", "fig, ax = plt.subplots(figsize=(8, 8))\n", "\n", "# Tracer le carré unité original\n", "ax.plot(unit_square[:, 0], unit_square[:, 1], 'b-', label='Carré unité')\n", "ax.fill(unit_square[:, 0], unit_square[:, 1], color='blue', alpha=0.2)\n", "\n", "# Tracer le parallélogramme transformé\n", "ax.plot(transformed_square[:, 0], transformed_square[:, 1], 'r-',\n", " label='Parallélogramme transformé')\n", "ax.fill(transformed_square[:, 0], transformed_square[:, 1],\n", " color='red', alpha=0.2)\n", "\n", "# Ajouter les vecteurs (colonnes de A) pour plus de clarté\n", "origin = np.array([0, 0])\n", "ax.quiver(*origin, *A[:, 0], angles='xy', scale_units='xy',\n", " scale=1, color='green', label='Colonne 1 de A')\n", "ax.quiver(*origin, *A[:, 1], angles='xy', scale_units='xy',\n", " scale=1, color='purple', label='Colonne 2 de A')\n", "\n", "\n", "# Mise en forme\n", "ax.set_xlim(-1, 4)\n", "ax.set_ylim(-1, 7)\n", "ax.axhline(0, color='black', linewidth=0.5)\n", "ax.axvline(0, color='black', linewidth=0.5)\n", "ax.grid(color='gray', linestyle='--', linewidth=0.5)\n", "ax.set_aspect('equal', 'box')\n", "ax.set_title(f\"Transformation par la Matrice A\\nDéterminant = {det_A:.2f}\")\n", "ax.legend()\n", "\n", "# Afficher le graphique\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 724 }, "id": "KtxmZN7rdJ_I", "outputId": "9343199f-5cbd-49d6-c0e5-cd9b99d34637" }, "execution_count": 18, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Obtenir la Norme de Frobenius d'une Matrice" ], "metadata": { "id": "SbM46b30QBFv" } }, { "cell_type": "code", "source": [ "# Définir la matrice\n", "A = np.array([[1, 2, 3],\n", " [4, 5, 6]])\n", "\n", "# Calculer la norme de Frobenius\n", "frobenius_norm = np.linalg.norm(A, 'fro')\n", "\n", "# Afficher le résultat\n", "print(\"Matrice A :\\n\", A)\n", "print(\"Norme de Frobenius : {:.4f}\".format(frobenius_norm))\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "mGEa5o6Z73O3", "outputId": "d4107114-d330-4f9a-b63a-2c58f2d8998a" }, "execution_count": 19, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Matrice A :\n", " [[1 2 3]\n", " [4 5 6]]\n", "Norme de Frobenius : 9.5394\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Visualisation de Vecteurs Colinéaires dans $\\mathbb{R}^2$" ], "metadata": { "id": "UF40NuoXQaBj" } }, { "cell_type": "code", "source": [ "# Visualisation en R^2 pour les vecteurs dépendants\n", "def plot_R2_dependent():\n", " # Définir deux vecteurs linéairement dépendants dans R^2\n", " v1 = np.array([2, 3])\n", " v2 = np.array([4, 6]) # v2 est un multiple scalaire de v1\n", "\n", " origine = np.array([0, 0]) # Origine\n", "\n", " fig, ax = plt.subplots(figsize=(6, 6))\n", " ax.quiver(*origine, v2[0], v2[1], angles='xy', scale_units='xy',\n", " scale=1, color='b', label=r'$\\vec{v}_2$')\n", " ax.quiver(*origine, v1[0], v1[1], angles='xy', scale_units='xy',\n", " scale=1, color='r', label=r'$\\vec{v}_1$')\n", "\n", " # Définir la grille et les étiquettes\n", " ax.set_xlim(-1, 7)\n", " ax.set_ylim(-1, 7)\n", " ax.axhline(0, color='black', linewidth=0.5)\n", " ax.axvline(0, color='black', linewidth=0.5)\n", " ax.set_aspect('equal')\n", " ax.grid(True, which='both', linestyle='--', linewidth=0.5)\n", " ax.set_xlabel('Axe des x')\n", " ax.set_ylabel('Axe des y')\n", " ax.set_title('Dépendance linéaire dans $R^2$')\n", "\n", " # Ajouter une légende\n", " ax.legend()\n", "\n", " plt.show()\n", "\n", "# Appeler la fonction pour générer les visualisations\n", "plot_R2_dependent()\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 577 }, "id": "fBIywHaPQ8cD", "outputId": "4fbad19b-589a-4f4d-9178-bb59172f0ae0" }, "execution_count": 20, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Visualization de vecteurs Indépendants dans $\\mathbb{R}^2$" ], "metadata": { "id": "gHE_iKbrQn40" } }, { "cell_type": "code", "source": [ "# Visualisation en R^2\n", "def plot_R2():\n", " # Définir deux vecteurs linéairement indépendants dans R^2\n", " v1 = np.array([1, 2])\n", " v2 = np.array([3, 1])\n", "\n", " origine = np.array([0, 0]) # Origine\n", "\n", " fig, ax = plt.subplots(figsize=(6, 6))\n", " ax.quiver(*origine, v1[0], v1[1], angles='xy', scale_units='xy', scale=1,\n", " color='r', label=r'$\\vec{v}_1$')\n", " ax.quiver(*origine, v2[0], v2[1], angles='xy', scale_units='xy', scale=1,\n", " color='b', label=r'$\\vec{v}_2$')\n", "\n", " # Définir la grille et les étiquettes\n", " ax.set_xlim(-1, 4)\n", " ax.set_ylim(-1, 4)\n", " ax.axhline(0, color='black', linewidth=0.5)\n", " ax.axvline(0, color='black', linewidth=0.5)\n", " ax.set_aspect('equal')\n", " ax.grid(True, which='both', linestyle='--', linewidth=0.5)\n", " ax.set_xlabel('Axe des x')\n", " ax.set_ylabel('Axe des y')\n", " ax.set_title('Indépendance linéaire dans $R^2$')\n", "\n", " # Ajouter une légende\n", " ax.legend()\n", "\n", " plt.show()\n", "\n", "# Appeler la fonction pour générer les visualisations\n", "plot_R2()\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 577 }, "id": "XpY5X9TlYGzR", "outputId": "44df5ad8-8f26-40dc-e903-83685bfdd5df" }, "execution_count": 21, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "# Définir une matrice\n", "A = np.array([[1, 2, 3],\n", "[4, 5, 6],\n", "[7, 8, 9]])\n", "# Calculer le rang\n", "rang = np.linalg.matrix_rank(A)\n", "print(f\"Le rang de la matrice est : {rang}\")\n", "# Vérifier l'indépendance linéaire des colonnes\n", "def verifier_independance_lineaire(matrice):\n", " rang = np.linalg.matrix_rank(matrice)\n", " return rang == min(matrice.shape[0], matrice.shape[1])\n", " independance = verifier_independance_lineaire(A)\n", " print(f\"Les colonnes sont-elles linéairement indépendantes ? {independance}\")\n", "\n", "independance = verifier_independance_lineaire(A)\n", "print(f\"Les colonnes sont-elles linéairement indépendantes ? {independance}\")" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "SIUaR28Ei8z4", "outputId": "ee945f7f-1cba-4599-acd7-e89d753937d7" }, "execution_count": 22, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Le rang de la matrice est : 2\n", "Les colonnes sont-elles linéairement indépendantes ? False\n" ] } ] }, { "cell_type": "code", "source": [ "# Function to apply an orthogonal transformation\n", "def apply_transformation(matrix, points):\n", " return np.dot(matrix, points)\n", "\n", "# Define points for a square (cube in 2D)\n", "square = np.array([\n", " [-1, 1, 1, -1, -1],\n", " [-1, -1, 1, 1, -1]\n", "]) # Coordinates of the square vertices (closed loop)\n", "\n", "# Define points for a triangle\n", "triangle = np.array([\n", " [0, 1, -1, 0],\n", " [1, -1, -1, 1]\n", "]) # Coordinates of the triangle vertices (closed loop)\n", "\n", "# Define a rotation matrix (45 degrees)\n", "theta_rotation = np.pi / 4\n", "rotation_matrix = np.array([\n", " [np.cos(theta_rotation), -np.sin(theta_rotation)],\n", " [np.sin(theta_rotation), np.cos(theta_rotation)]\n", "])\n", "\n", "# Define a reflection matrix (reflection across the y-axis)\n", "reflection_matrix = np.array([\n", " [1, 0],\n", " [ 0, -1]\n", "])\n", "\n", "# Apply the transformations\n", "square_rotated = apply_transformation(rotation_matrix, square)\n", "triangle_rotated = apply_transformation(rotation_matrix, triangle)\n", "\n", "square_reflected = apply_transformation(reflection_matrix, square)\n", "triangle_reflected = apply_transformation(reflection_matrix, triangle)\n", "\n", "# Plot the original, rotated, and reflected shapes\n", "plt.figure(figsize=(12, 6))\n", "\n", "# Original shapes\n", "plt.subplot(1, 3, 1)\n", "plt.plot(square[0, :], square[1, :], label=\"Carré\", color=\"orange\")\n", "plt.plot(triangle[0, :], triangle[1, :], label=\"Triangle\", color=\"green\")\n", "plt.axhline(0, color=\"black\", linewidth=0.5, linestyle=\"--\")\n", "plt.axvline(0, color=\"black\", linewidth=0.5, linestyle=\"--\")\n", "plt.title(\"Formes originales\")\n", "plt.axis(\"equal\")\n", "plt.legend()\n", "\n", "# Rotated shapes\n", "plt.subplot(1, 3, 2)\n", "plt.plot(square_rotated[0, :], square_rotated[1, :],\n", " label=\"Carré (rotation)\", color=\"orange\")\n", "plt.plot(triangle_rotated[0, :], triangle_rotated[1, :],\n", " label=\"Triangle (rotation)\", color=\"green\")\n", "plt.axhline(0, color=\"black\", linewidth=0.5, linestyle=\"--\")\n", "plt.axvline(0, color=\"black\", linewidth=0.5, linestyle=\"--\")\n", "plt.title(\"Formes après rotation\")\n", "plt.axis(\"equal\")\n", "plt.legend()\n", "\n", "# Reflected shapes\n", "plt.subplot(1, 3, 3)\n", "plt.plot(square_reflected[0, :], square_reflected[1, :],\n", " label=\"Carré (réflexion)\", color=\"orange\")\n", "plt.plot(triangle_reflected[0, :], triangle_reflected[1, :],\n", " label=\"Triangle (réflexion)\", color=\"green\")\n", "plt.axhline(0, color=\"black\", linewidth=0.5, linestyle=\"--\")\n", "plt.axvline(0, color=\"black\", linewidth=0.5, linestyle=\"--\")\n", "plt.title(\"Formes après réflexion\")\n", "plt.axis(\"equal\")\n", "plt.legend()\n", "\n", "# plt.suptitle(\"Interprétation géométrique des matrices orthogonales (Rotation et Réflexion)\", fontsize=14)\n", "plt.tight_layout()\n", "plt.show()\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 601 }, "id": "etFYTDe-tcGu", "outputId": "42a1326a-b690-423d-d050-35426173e983" }, "execution_count": 23, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "# Exemple : Matrice de rotation en 2D\n", "theta = np.pi / 4 # Angle de 45 degrés\n", "R = np.array([[np.cos(theta), -np.sin(theta)],\n", " [np.sin(theta), np.cos(theta)]])\n", "# Vérification de l'orthogonalité\n", "# R.T @ R est equivalent à np.dot(R.T, R)\n", "orthogonal_check = np.allclose(R.T @ R, np.eye(2))\n", "print(\"Matrice R :\")\n", "print(R)\n", "print(f\"La matrice R est-elle orthogonale \"\n", " f\"? {'Oui' if orthogonal_check else 'Non'}\")\n", "# Norme préservée\n", "v = np.array([1, 0])\n", "transformed_v = R @ v\n", "original_norm = np.linalg.norm(v)\n", "transformed_norm = np.linalg.norm(transformed_v)\n", "print(f\"Norme du vecteur original : {original_norm:.2f}\")\n", "print(f\"Norme du vecteur transformé : {transformed_norm:.2f}\")" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "-S9NlDLb-wEd", "outputId": "16bc1456-db01-498e-f32b-b493a5f4e805" }, "execution_count": 24, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Matrice R :\n", "[[ 0.70710678 -0.70710678]\n", " [ 0.70710678 0.70710678]]\n", "La matrice R est-elle orthogonale ? Oui\n", "Norme du vecteur original : 1.00\n", "Norme du vecteur transformé : 1.00\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Visualisation des Valeurs et des Vecteurs Propres" ], "metadata": { "id": "4z2QrUKnYVkL" } }, { "cell_type": "code", "source": [ "# Définir une matrice 2x2 (exemple)\n", "A = np.array([[3, 1],\n", " [1, 3]])\n", "\n", "# Calculer les valeurs propres et les vecteurs propres\n", "eigenvalues, eigenvectors = np.linalg.eig(A)\n", "\n", "# Générer des points sur un cercle unité\n", "theta = np.linspace(0, 2 * np.pi, 100)\n", "\n", "# Cercle unité sous forme de tableau (2, 100)\n", "unit_circle = np.array([np.cos(theta), np.sin(theta)])\n", "\n", "# Transformer le cercle unité avec la matrice A\n", "transformed_circle = A @ unit_circle\n", "\n", "# Tracer le cercle unité d'origine\n", "plt.figure(figsize=(8, 8))\n", "plt.plot(unit_circle[0], unit_circle[1],\n", " label=\"Cercle Unité (Avant Transformation)\", color=\"blue\")\n", "\n", "# Tracer l'ellipse transformée\n", "plt.plot(transformed_circle[0], transformed_circle[1],\n", " label=\"Ellipse Transformée\", color=\"orange\")\n", "\n", "# Tracer les vecteurs propres (mis à l'échelle par leurs valeurs propres)\n", "for i in range(len(eigenvalues)):\n", " eigenvector = eigenvectors[:, i]\n", " eigenvalue = eigenvalues[i]\n", " # Mettre les vecteurs propres à l'échelle des valeurs propres\n", " scaled_vector = eigenvalue * eigenvector\n", " plt.quiver(0, 0, scaled_vector[0], scaled_vector[1], angles='xy',\n", " scale_units='xy', scale=1, color='red',\n", " label=f\"Vecteur Propre {i+1} (λ = {eigenvalue:.2f})\")\n", "\n", "# Ajouter des labels, une légende et une grille\n", "plt.axhline(0, color='black', linewidth=0.5)\n", "plt.axvline(0, color='black', linewidth=0.5)\n", "plt.grid(color='gray', linestyle='--', linewidth=0.5)\n", "plt.gca().set_aspect('equal', adjustable='box')\n", "plt.legend()\n", "plt.title(\"Interprétation Géométrique des Valeurs et Vecteurs Propres\")\n", "plt.xlabel(\"Axe des x\")\n", "plt.ylabel(\"Axe des y\")\n", "plt.show()\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 727 }, "id": "1laAT3tm5dzK", "outputId": "99ed5f3a-db48-4ecc-f996-168c0f167274" }, "execution_count": 25, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "iVBORw0KGgoAAAANSUhEUgAAArcAAALGCAYAAABf47kTAAAAOnRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjEwLjAsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcvlHJYcgAAAAlwSFlzAAAPYQAAD2EBqD+naQABAABJREFUeJzsnXd4U9Ubxz8Z3U0ntMyyW0YZhbLLKhRkI7I3yBJQQRFxg4IiP0VlDwGRDSoyZA/Ze+8pu7RAd5umGff3R2ggdKUjTZPez/P0gdx77jnv/ebk5M2573mPRBAEAREREREREREREREbQGppA0RERERERERERETyCtG5FRERERERERERsRlE51ZERERERERERMRmEJ1bERERERERERERm0F0bkVERERERERERGwG0bkVERERERERERGxGUTnVkRERERERERExGYQnVsRERERERERERGbQXRuRQoly5cv5++//7a0GVZDfHw8s2fP5tSpU5Y2xcDJkyeZPXs28fHxljZFRERERKQAITq3IoWO5cuXM2fOHGrVqpWv7QYEBDBr1qx8bTOv+Oyzzzh48CCBgYGWNgWAR48eMXr0aFxdXVEoFLmu76+//iIgIICHDx/mgXX5izXbnsrx48cJCAjg+PHjljZFRETEBhCdWxHDl+PFixezfa1SqWTWrFlW86V04cIFZs6cyfz58ylbtqzRuYiICGbNmsXVq1dzXP/+/fsLrAN77do1PvnkE0JDQ6levTpBQUF07tyZ6dOn8+DBgwyvW7ZsGdevX2fevHk4Ojrmo8Xpo1arGTduHG+++SaDBg1Kc37lypX89ddf+W9YIaFjx440b96czHZu79WrF40aNUKj0eSjZQUbU/vlzp07CQgIYP369RmWOXz4MAEBAfz+++95aWKBHr9MIfW7LPWvevXqtGnThq+//ppnz55Z2jyRfER0bkVyhVKpZPbs2Zw4ccLSppjErVu3mDlzZrqztpGRkcyePTvXzu3s2bPTPXfhwgXeeeedHNedG9atW0fXrl05cOAArVu35osvvuCjjz6idu3abNy4kbZt26LVatNcl5KSglKp5Ndff8XLy8sClqfl1q1btGvXjokTJ6Z7fvXq1WzYsCFbdXbu3JkLFy5QsmTJvDDRpunYsSPh4eEZhqg8fPiQc+fO0a5dO+RyeT5bV3AxtV82b94chULB5s2bMyyzZcsWZDIZ7du3z0sTMx2/rIn33nuP6dOn8+WXXxIUFMTq1avp2bMnSqXS0qaJ5BPiyCNSIElKSsLZ2TlXdeh0OtRqNQ4ODoZjXbt2za1pOeZVO/KTM2fOMGnSJGrXrs38+fNxdXU1Oj9x4kTmzZuX7rX29vaMHDkyP8w0mSpVqlClSpU8qSu1n8lkMmQyWZ7Uaet07NiRGTNmsHnzZurWrZvm/D///IMgCHTs2NEC1mWP9MYIS2Nvb0+bNm3466+/iIiIwNfX1+i8SqVi165dNGrUCG9vbwtZaR7yYtwHaNq0KdWrVwege/fueHh4sHTpUvbs2UOHDh3M2rYp5GdbhRVx5lYkXSZOnEhQUBARERGMGjWKoKAgGjRowPfff2+Y4Xv48CENGzYEYPbs2YZHQa8+1rp9+zbvvfce9erVo3r16nTt2pU9e/YYtZX6KOnEiRNMmjSJhg0b0qxZMwBmzZpFQEAAt2/f5v3336d27drUr1+fKVOmoFKpjOoJCAjg66+/ZtOmTbRv357q1atz8OBBQB9y8Mknn9CoUSMCAwNp3749f/zxh+Ha48eP061bNwA++eQTw72kPkY8deoU7733Hs2bNycwMJBmzZrx7bffkpycbKTZypUrDbak/r1q3+uP/K5cucLQoUOpXbs2QUFBDBw4kHPnzqWrz+nTp/nuu+9o0KABtWrVYvTo0URFRWX5Xs6ZMweJRMIPP/yQxrEFvdM9duzYNM7d+fPnefvtt6lTpw41a9akX79+nD59Os312bmHU6dOMWXKFBo0aEBwcDBffvklKSkpxMXFMWHCBOrWrUvdunWZPn16msfeOp2O3377zfDeNmrUiC+//JLY2FhDmdDQUG7evMmJEycM+vfv39/IhvT6WXpxq4IgMHfuXJo2bUrNmjXp378/N2/eJDQ01GjWOLWPvk5GsbD79++nT58+1KpVi6CgIIYPH87NmzfTXJ8eN2/eZMCAAdSoUYOmTZsyd+5cdDpdumVNaefp06d88sknNG3alMDAQEJCQnjnnXcyjd8tXrw4devWZceOHajV6jTnt2zZgp+fHzVr1uTRo0dMmjSJNm3aUKNGDerXr897771ncnywKX1w4sSJhIaGprk2vfclszHin3/+oWvXrgQFBVG7dm06duzIsmXLsrQxt/0yPTp16oROp2Pr1q1pzv3777/Ex8cb/XjYuHEjXbt2pUaNGtSrV49x48YRHh6e5trz588zbNgw6tatS61atYzuMavxy5T7TL02vdCG1z83mX0eExISmDp1KqGhoQQGBtKwYUMGDx7M5cuXM9QsMxo0aABg6Hep32/3799n2LBhBAUFMX78eEDveE6bNo1mzZoRGBhImzZtWLx4cZrx6NW+1KZNG8P328mTJ43KpfbDW7du8eGHH1K3bl369OljOG/Ke3f37l3effddGjduTPXq1WnatCnjxo0TF9NmgjhzK5IhWq2Wt99+mxo1ajBhwgSOHj3KkiVLKF26NH369MHLy4tJkyYxadIkwsLCCAsLAzAMiDdv3qR37974+voybNgwnJ2d2bZtG6NHj2bWrFmG8qlMnjwZLy8vRo8eTVJSktG5sWPHUrJkST788EPOnTvH8uXLiYuLY/r06Ubljh07xrZt2+jbty+enp6ULFmSZ8+e0aNHDyQSCX379sXLy4sDBw7w2WefkZCQwKBBg6hQoQLvvfceM2fOpGfPntSpUweA2rVrA7B9+3aSk5Pp3bs3Hh4eXLhwgRUrVvDkyRNmzpwJQM+ePYmMjOTw4cNp7EqPmzdv0rdvX1xcXBg6dChyuZy1a9fSv39/VqxYQc2aNY3KT5kyBTc3N8aMGcOjR49YtmwZX3/9NT///HOGbSiVSo4dO0a9evUoVqxYljalcvToUYYNG0ZgYCBjxoxBIpHw119/MXDgQFatWkWNGjVyfA9FihTh3Xff5fz586xduxaFQsHZs2cpXrw448aN48CBAyxevBh/f3+6dOliuPbLL79kw4YNdO3alf79+/Pw4UNWrlzJlStXWL16NXZ2dnz66ad88803ODs7G2acixQpYmRDZv3sVX755RfmzZtHs2bNaNasGZcvX2bIkCHpOnSm8vfffzNx4kRCQkIYP348SqWS1atX06dPHzZs2ECpUqUyvPbp06cMGDAArVbL8OHDcXJyYt26denOOprazrvvvsutW7fo168fJUuWJCoqisOHDxMeHp6pLR07duSLL77g0KFDtGjRwnD8+vXr3Lhxg9GjRwNw8eJFzp49S/v27SlWrBiPHj1i9erVDBgwgH/++QcnJ6cM2zC1D2aX9MaIw4cP88EHH9CwYUODk3Pnzh3OnDnDwIEDM60vr/rlq9StW5dixYqxefNmBg8ebHRuy5YtODk50apVKwDmzZvHL7/8Qtu2benWrRtRUVGsWLGCvn378vfff+Pm5gbo43RHjBiBj48PAwYMoEiRIty+fZt///2XgQMHZjl+mXKfOSG9z+NXX33Fjh076NevHxUqVCAmJobTp09z+/ZtqlWrlu027t+/D4CHh4fhmEajMfxw+vjjj3F0dEQQBN555x3DZEeVKlU4ePAg06dPJyIigk8//dSo3pMnT7J161b69++Pvb09q1evZujQoaxfvx5/f3+jsu+//z5lypRh3LhxBkfZlPcuJSWFt99+m5SUFPr160eRIkWIiIjg33//JS4uLk8W1Nokgkih588//xT8/f2FCxcuGI59/PHHgr+/vzB79myjsl26dBHefPNNw+vnz58L/v7+wsyZM9PUO3DgQKFDhw6CSqUyHNPpdELPnj2F1q1bp2m/d+/egkajMapj5syZgr+/vzBy5Eij45MmTRL8/f2Fq1evGo75+/sLlStXFm7evGlU9tNPPxUaN24sREVFGR0fN26cUKdOHUGpVAqCIAgXLlwQ/P39hT///DPNvaSWeZUFCxYIAQEBwqNHjwzHJk+eLPj7+6cpm2rfqzqNGjVKqFatmnD//n3DsYiICCEoKEjo27ev4ViqPoMGDRJ0Op3h+LfffitUqVJFiIuLS7c9QRCEq1evCv7+/sLUqVPTnIuOjhaeP39u+Et9n3Q6ndC6dWthyJAhRu0plUohNDRUGDx4cI7v4fU6e/bsKQQEBAhffvml4ZhGoxGaNm0q9OvXz3Ds5MmTgr+/v7Bp0yajezhw4ECa4+3btze69nUb0utnqecePHggCIK+X1erVk0YPny4kb0zZswQ/P39hY8//thwLLWPZtReap0JCQlCcHCw8PnnnxuVe/r0qVCnTp00x19n6tSpgr+/v3D+/HnDsefPnwt16tTJUTuxsbGCv7+/8Ouvv2babnrExMQIgYGBwgcffGB0/IcffhD8/f2FO3fuCIKQ/ufm7Nmzgr+/v7BhwwbDsWPHjgn+/v7CsWPHBEHIXh/8+OOPhRYtWqRpJ733JaMxYsqUKULt2rXT9IusyIt+mRHff/+9kZaCIAjx8fFC9erVDbo/fPhQqFKlijBv3jyja69fvy5UrVrVcFyj0QihoaFCixYthNjYWKOyr+qb0fiVnfvM6PugRYsWRp+bzD6PderUESZPnpy+MJmQWueRI0eE58+fC+Hh4cI///wj1KtXT6hRo4bw5MkTQRBefr/98MMPRtfv2rVL8Pf3F+bOnWt0/N133xUCAgKEe/fuGd2nv7+/cPHiRcOxR48eCdWrVxdGjx5tOJbaD1//rJj63l25ckXw9/cXtm3blm09CjNiWIJIpvTu3dvodZ06dUx6pBgTE8OxY8do27YtCQkJREVFERUVRXR0NCEhIdy9e5eIiAija3r06JFh3GPfvn2NXvfr1w+AAwcOGB2vW7cuFStWNLwWBIGdO3cSGhqKIAgGO6KioggJCSE+Pt6kR12vZglISkoiKiqKoKAgBEHgypUrWV7/OlqtlsOHD9OqVStKly5tOO7j40OHDh04ffo0CQkJRtekzj6nEhwcjFar5dGjRxm2k1pHevFdrVq1omHDhoa/vXv3AnD16lXu3r1Lx44diY6ONuiVlJREw4YNOXnyJDqdLkf30K1bN6N7qFGjBoIgGEJCAGQyGYGBgUYZHLZv345CoaBx48ZG72G1atVwdnbOVraOzPpZKkeOHEGtVtOvXz8je7Oaxcuqzri4ONq3b290D1KplJo1a2Z5D/v376dWrVpGM5ZeXl5pYltNbcfR0RE7OztOnDiR5tFyVri7u9OsWTP27t1rmG0TBIF//vmHwMBAypUrZ2gjFbVaTXR0NH5+fri5uWX6uTG1D+aE18cIADc3N5RKJYcPH85WXXnZL1+nU6dOgH6mNpUdO3agUqkM7/muXbvQ6XS0bdvWqP0iRYpQpkwZQ/tXrlzh4cOHDBgwwDCTm8qr/dsS95ne59HNzY3z58+n+Y4wlUGDBhnCHMaNG4eLiwuzZ89OE7/8+vfbgQMHkMlkaUJGhgwZgiAIab5vgoKCjNIjlihRgpYtW3Lo0KE0C3R79epl9NrU9y41lOzQoUPigrhsIIYliGSIg4NDmhXy7u7uJn0R3r9/H0EQ+OWXX/jll1/SLfP8+XOjwSazx6BlypQxeu3n54dUKk3jaL9eR1RUFHFxcaxdu5a1a9emW7cpcauPHz9m5syZ7N27N839v+7AmUJUVBRKpdLgBLxKhQoV0Ol0hIeHU6lSJcPxEiVKGJVL/ZKKi4vLsJ3UgTG9x+9z585Fo9Fw7do1vv/+e8Pxu3fvAvDxxx9nWG98fLwhk0Ju7iH1kVrx4sXTHH9V53v37hEfH2+I8X6d58+fZ2jr62TWz1J5/PgxQJp0cV5eXri7u5vc1quk6pqRg5xePPTrNr0e5gGk0d/Uduzt7Rk/fjzff/89jRs3pmbNmjRv3pwuXbpQtGjRTG0BfWjCrl272LNnDx07duTMmTM8evSIAQMGGMokJyezYMECw+Io4ZW4xcziBU3tgzl5L9J7//v06cO2bdsYNmwYvr6+NG7cmLZt29K0adNM68rLfvk6lStXxt/fny1btvDuu+8CekfX09OTkJAQQK+TIAi0bt063TpSs1Wk/lB8/VG5qZjzPtN7P8aPH8/EiRNp3rw51apVo1mzZnTp0sXoR3RmfPnll5QrVw6ZTEaRIkUoV64cUqnxXJ5cLk8TqvXo0SN8fHzSfBYrVKhgOP8qr38vgX7MUCqVREVFGX2OXr9PU9+70qVLM3jwYJYuXcrmzZsJDg4mNDSUTp06iSEJmSA6tyIZkpvV46mzKkOGDKFJkybplvHz8zN6nZ0VyxnNNryehzXVjk6dOvHmm2+me016i4FeRavVMnjwYGJjYxk6dCjly5fH2dmZiIgIJk6cmOMZpOzy+uCcipBJvlE/Pz/kcnm6C5bq1asHpH2fU+ubMGFChlkJnJ2dSUlJMcnuV8noHjI6nopOp8Pb25sffvgh3fPZSVOW1yvjM+qLr8/cpOo6ffr0dJ3HvMrWkJ12Bg0aRGhoKLt37+bQoUP88ssvLFy4kGXLllG1atVM22nRogUKhYItW7bQsWPHdNNTffPNN4Y42Vq1aqFQKJBIJEZxh5ndQ1Z9EEzXP5X0cjV7e3vz999/c+jQIQ4cOMCBAwf466+/6NKli9EPv9fJy36ZHh07duTHH3/k4sWLFCtWjOPHj9OzZ0+D46PT6ZBIJCxatCjd/pNXK/Lz4j4zej/S+zy2a9eO4OBgdu3axeHDh1m8eDGLFi1i1qxZhkVnmVGjRg1DtoSMsLe3z3LcyUtev8/svHcTJ07kzTffZM+ePRw+fJgpU6awYMEC1q1bl621FIUJ0bkVyRUZfbGk/sK2s7OjUaNGuW7n3r17Rr/a7927h06ny3IWzsvLCxcXF3Q6XZZ2ZHQvN27c4O7du3z//fdGC5zSe4RpyiO+VLucnJz477//0py7c+cOUqk0zWxmTnB2dqZevXqcPHky3bRC6ZGqs6ura6aa5dc9gN5JP3r0KLVr185yIwlT34PMSJ1hvnv3rlG/i4qKSjNz/+oM+quPfFNnf1NJrcfb2ztHn4kSJUpw7969NMdf1z+77fj5+TFkyBCGDBnC3bt36dKlC0uWLMnQkUklNWXVxo0befbsGdu3b6dBgwZGDvWOHTvo0qWL0Sp5lUqV5SpvU/sg6PVP7+nF6/pnhb29PaGhoYSGhqLT6Zg0aRJr165l1KhR6c7Qgfn7ZYcOHZgxYwZbtmyhRIkSaLVaozAUPz8/BEGgVKlS6T5BSSVVzxs3bmSqZ0Y2Zuc+3d3d07wfKSkpPH36NNPrXsfHx4e+ffvSt29fnj9/zptvvsn8+fNNcm5zSsmSJTl69CgJCQlGs7d37twxnH+V9D6Pd+/excnJKUuH39T3LpXU7BWjRo3izJkz9O7dm9WrVzNu3DhTbq3QIcbciuSK1NXOrw9m3t7e1KtXj7Vr1xIZGZnmOlNCAV4lNUVNKitWrADI8rGhTCajTZs27Nixgxs3bmRqR0b3kvrr/tWZJkEQ0t0dKKM60rOrcePG7Nmzxyi04tmzZ2zZsoU6depk+ZjaVEaPHo1Wq2X8+PEkJiamOf/6DFpgYCB+fn4sWbIk3fKpmuXnPaRuMjF37tw05zQajZHeTk5OWeqfFY0aNcLOzo4VK1YY6ZNeaqjUJxCvpgBKSkri77//NirXpEkTXF1dWbBgQboZF7L6TDRr1oxz585x4cIFo2teT/ZvajtKpTJNOj0/Pz9cXFxMnpXv2LEjarWaL7/8kqioqDTxv+nNSC1fvjzDWbxUTO2DqTbHx8dz7do1w7HIyEh27dpl0j0AREdHG72WSqWGJzqZaWHuflmiRAmCg4PZunUrmzZtolSpUoYMLgCtW7dGJpMxe/bsNJ9jQRAM91WtWjVKlSrF77//nsaGV6/LaPzKzn2WLl06zQYf69aty/I9T0Wr1ab58ePt7Y2Pj0+OnhZlh6ZNm6LVatN83/z2229IJJI03zdnz541WrMRHh7Onj17aNy4cZZPYkx97xISEtLs9Ofv749UKjW7HtaMOHMrkiscHR2pWLEi27Zto2zZsnh4eFCpUiX8/f356quv6NOnDx07dqRHjx6ULl2aZ8+ece7cOZ48ecKmTZtMbufhw4eMHDmSJk2acO7cOTZt2kSHDh2oXLlyltd++OGHHD9+nB49etC9e3cqVqxIbGwsly9f5ujRo4bd1VIXuqxZswYXFxecnZ2pUaMG5cuXx8/Pj++//56IiAhcXV3ZsWNHul9UqWlqpkyZQkhISKa7CI0dO5YjR47Qp08f+vTpg0wmY+3ataSkpPDRRx+ZrE1WBAcH88UXXzBlyhTatGlDx44dKV++PCkpKdy9e5fNmzdjZ2dnSE0klUqZMmUKw4YNo0OHDnTt2hVfX18iIiI4fvw4rq6uzJ8/P1/voV69evTs2ZMFCxZw9epVGjdujJ2dHXfv3mX79u189tlnvPHGG4D+PVi9ejVz586lTJkyeHl5ZRgrmBFeXl4MGTKEBQsWMGLECJo1a8aVK1c4cOAAnp6eRmUbN25MiRIl+Oyzz7hz5w4ymYw///wTT09Po9lDV1dXJk2axIQJE+jatSvt2rXDy8uLx48fs3//fmrXrs2XX36ZoU1Dhw5l48aNDB06lAEDBhhSgZUoUYLr169nu527d+8yaNAg3njjDSpWrIhMJmP37t08e/bM5J2vUlPM7dmzB0dHxzTp/Zo3b87GjRtxdXWlYsWKnDt3jiNHjhilZEqP7PTBdu3a8cMPPzBmzBj69+9PcnIyq1evply5cibnRf3888+JjY2lQYMG+Pr68vjxY1asWEGVKlUM8ZYZ3b+5+2WnTp344osviIyMTLOhip+fH2PHjuXHH3/k0aNHtGrVChcXFx4+fMju3bvp0aMHb7/9NlKplEmTJvHOO+/QpUsXunbtStGiRblz5w63bt1i8eLFBhsh7fiVnfvs3r07X331Fe+++y6NGjXi2rVrHDp0KM3nJiMSExNp1qwZbdq0oXLlyjg7O3PkyBEuXryY4a6EeUVoaCj169fnp59+4tGjRwQEBHD48GH27NnDwIED04TS+fv78/bbbxulAgMMMdKZYep7d+zYMb7++mveeOMNypYti1arZePGjYaJG5H0EZ1bkVwzZcoUvvnmG7777jvUajVjxozB39+fihUr8ueffzJ79mw2bNhATEwMXl5eVK1a1ZAH01R+/vlnfvnlF3788Ufkcjn9+vVjwoQJJl1bpEgR1q9fz5w5c9i1axerV6/Gw8ODihUrGnJagj6EYtq0acyYMYNJkyah0Wj47rvv6Nq1K/PnzzfEOTk4OBAWFkbfvn3p3LmzUVutW7emf//+/PPPP2zatAlBEDJ0FCpVqsTKlSv58ccfWbBgAYIgUKNGDf73v/+lu3AoN/Tp04egoCB+++03tm/fztOnT7Gzs6N06dK8+eab9O7d22jgrl+/PmvXrmXu3LmsWLGCpKQkihYtSo0aNejZs6dF7uHrr78mMDCQNWvW8NNPPyGTyShZsiSdOnUyms0aPXo0jx8/5tdffyUxMZF69epl27kFveNub2/PmjVrOH78ODVq1GDJkiWMGDHCqJydnR2zZ89m8uTJ/PLLLxQtWpSBAwfi5ubGJ598YlS2Y8eO+Pj4sHDhQhYvXkxKSgq+vr4EBwdnuXuej48Pv//+O1OmTGHhwoV4eHjQq1cvfHx8+Oyzz7LdTrFixWjfvj1Hjx5l06ZNyGQyypcvz88//2zyl6ZUKqV9+/YsXryYFi1apJmp/+yzz5BKpWzevBmVSkXt2rVZunQpQ4cOzbJuU/ugp6cns2fPZtq0afzvf/+jVKlSfPDBB9y7d89k57ZTp06sW7eOVatWERcXR9GiRWnbti3vvvtulnGZ5u6Xbdq04ZtvviElJcWQQeFVhg8fTtmyZfntt9+YM2cOoH9vGzdubLS5RZMmTVi2bBlz5sxhyZIlCIJA6dKl6dGjh6FMZuOXqffZo0cPHj58yB9//MHBgwepU6cOS5cuZdCgQVneK+gnTHr37s3hw4fZuXMngiDg5+dnmCwxJ1KplHnz5jFz5ky2bt3KX3/9RcmSJZkwYQJDhgxJUz51M4w5c+bw+PFjKlasyHfffWfSpAuY9t4FBAQQEhLCvn37iIiIwMnJiYCAABYtWpTuNvIieiRCZlH9IiIWZtasWcyePZujR4/menGGiEheEBoaSr169Zg2bZqlTREREbEQAQEB9O3bN9OnLSKWQ4y5FRERERERERERsRlE51ZERERERERERMRmEJ1bERERERERERERm0GMuRUREREREREREbEZxJlbERERERERERERm0F0bkVERERERERERGwG0bkVERERERERERGxGcRNHNJBEAR0OusIRVarU7Czs7e0GTaLqK/5ETU2L8+fP8fb29vSZtg0Yh82L6K+5scaNJZKJUgkEpPKigvK0kGr1REVlXY/84LI/v27adaslaXNsFlEfc2PqLF5ads2lG3b9lraDJtG7MPmRdTX/FiDxl5eLshkpgUciM5tOliTc6vRaJDLxQl4cyHqa35Ejc1L3749WLlynaXNsGnEPmxeRH3NjzVonB3nVoy5tXJ27txiaRNsGlFf8yNqbF6ePo2wtAk2j9iHzYuor/mxNY1F51ZERERERERERMRmEJ1bK6d8eX9Lm2DTiPqaH1Fj8+Ls7GJpE2wesQ+bF1Ff82NrGovOrZWjUCgsbYJNI+prfkSNzUtBj6OzBcQ+bF5Efc2PrWksjnq5QKfTodVqLGrD1asX8fHxtagNtoyor/kRNTYvzs5OqNUp+dKWTCZHKi18cybnz5+mZMnSljbDZhH1NT+2prHo3OYAQRCIi4tCqUywtCmUL1+O58/DLW2GzSLqa35Ejc3Lhx9+mK/6Ojm54ubmZXI+ShEREZG8RkwFlg5ZpQKLjX2OUpmAq6sn9vYOFh3ErSF9hzUj6mt+RI3Ny/379/DzK2P2dgRBICVFRUJCNE5Orri7F56NI2JiovHw8LS0GTaLqK/5sQaNs5MKTPxGySY6ndbg2Lq6ulnaHFJS1AV+VxFrRtTX/IgamxedTsg3fe3tHQBISIhGofAsNCEKt2/fpE6depY2w2YR9TU/tqZx4Rh58hCtVgu8HMQtjUaTP7F0hRVRX/MjamxeBEGXr+2ljo2WXo+Qn0REPLa0CTaNqK/5sTWNRec2hxSUeDKJRHwLzYmor/kRNTY3+TtWFZSxMT9xdHSytAk2jaiv+bE1jcWY23TILOZWrU7h+fNwvL2Li49SRURECjx37tymfPkK+daeOEaKiIiYA3H73UJEbGy0pU2waUR9zY+osXnRaNSWNsHm2br1b0ubYNOI+pofW9NYdG5FRMzEw4cPCAtryt69uy1tioiIiIiISKFBdG6tnLxY2Hbo0H7GjRtN27ahNG/egO7dOzF9+lTu37+XBxaaRkhIMKtWLc91PVu3biYkJJiYmJg05w4c+JeQkGDCw00PnLe3d2Dx4gWEhTUxHAsPf8zixQt49uxphtdptVqmTPmKbt16EhrayqS2oqOjCAtryp07t9Kcu3HjGiEhwfTs2cVk283FmTOn+P33JVmWCwkJzvJv69bNFl+c+fjxI95//x3CwpoSEhLMzZvXLWqPKSxevICLF8+nOZ7e5yivMhaMHTuKZcsW50ldtkaZMuUtbYJNI+prfmxNYzEVmJUjk+XuLZw3bxYrVy6jefOWfPzxZ3h4ePLo0UP++WcTX331CUuXrsojS60TmUxOx45daNQoxHAsPPwxS5cuonHjJhQpUjTd61as+A2FQsGwYe+Y3NayZUsICqpD+fIV05zbuXM7AI8ePeTy5UtUqxaYzTvJO86ePc2aNSsYMGBIpuXmz19q9HrkyMF069aTVq3eMBwrWbJUrvtwbvn11/k8fvyIKVO+x8XFldKlzZ8TNrcsXboIJydnqlevaXR8/vylFCtW3OhYXi3YGzBgCJ9++hFvvtkdNzfLp0EsSHh5FbG0CTaNqK/5sTWNRefWylEqE7G3z9mijaNHD7Fy5TIGDRrK0KEjDcdr1apN+/adOHz4YK7tU6mScXBwzHU9lkKpTMTHxzfb28MOHPh2tsonJSXxzz8b+fzzr9Oc0+l07N27ixo1anHt2lV27dpmUefWVAIDq6c55uNTLM3x2NhoQx+2RH+5d+8uNWrUon79hrmuy9L9PT3N8yolV+3awSgUbmzfvoUePfrkSZ22wtmzJyhevIulzbBZRH3Nj61pLIYl5BGCAImJ+f+XlCQhMVHffnZZs2YlXl7eDBo0NN3zjRu/fBQvCAKrVi2nV6+utGjRkO7dO7N27Uqj8qmP769cucSIEYMJDW3En3+uB+Du3f/49NOPaNs2lJYtGzNwYG927dqeqX1Hjhxi2LCBhIY2pkOHVvzww3colcrs32gGhIc/JiQkmB07tjJjxve88UYLOnduw+zZP6PRvHQIXg1LOHPmFO+9p/8hMHToAMPj9VTi4+P54YdpdO7chhYtGjJkSD9OnDiWpS3//rsHgAYNGqU5d+7cGSIjI+jS5S0aNWrMnj27DPmWz5w5RUhIMNeuXTG6RqvV0qlTG+bPnw3oHbivvvqErl3b07JlY/r1687q1SvQ6V7mQDVFj8WLF7B06SKUSqXh3seMGZ612OmQquv169fS9Jd582YxYEBPwsKa0KVLW7766lOePXtmdP2YMcOZMGEs+/btpnfvroSFNeG990by6NFDo3LLl/9Gz55dCA1tRIcOrXj//VE8fvzIcL/Xr19lx46thIQE061bR8N1f//9J7176/t7t24d+e23X430Sg2BuXTpAmPHjqJVqxDmzPnF8J4cP36UL76YSFhYE7p2bW+YfV+/fg1du7anbdtQpk37hpSUl3l+nz17xrffTqZ7986EhjamV683WbBgjlGZ1P42d+4vhvfgzJlThnOvhyX8++8ek+7jxo1rfPjhe7RqFUKvXm+ybduWNO9ZixYt0z0uIiIiUpAQZ27zAEGADh2cOXlSZoHWFQDUq6dh82YlpqaY1Gg0XLx4nmbNQk3a+vSXX35g8+a/GTBgCFWrBnLp0gXmzZuFg4MDXbp0M5RTq9VMnvw5PXr0YcSI0bi5ufPgwX1GjhyMj48vY8eOx8vLm//+u01ExJMM29u3bzdfffUp7dp15O23R/D8+TPmz59NfHwckyd/Z9pNmsjChXNp0qQZ33zzHRcvXmDJkoWUKlWKLl264eLialQ2IKAyH3zwMTNmfM+nn36Fn19Zo3sfN240UVHPGTZsFEWL+rBz51Y++uh9lixZSYUKacMNUjl16gT+/pVxcEgbf7pr13YcHR1p0qQ5Dg4O/PvvXk6dOkH9+g2pVas2RYoUZffunVSuXNVwzZkzJ4mKek5YmD4E4OnTSPz8yhIW1hZnZ2du3brB4sULUCqTGDLE2DnNTI+OHbvw9Gkku3Zt55df5gPg4uKSbc1f1eyHH6bRs2dfQ38Bffxx//6DKVKkKDEx0axZs5IxY4azYsU6o/568+YNoqOXM3Lku+h0WmbN+omvv/6CBQv0IRHbtm3h11/nMXToSKpVq05iYgLnz58jMTGRMmXKMn/+UqZM+YrSpUszcOBQ7O3tAPjjjzX8/PMPdOvWk0aNmnDx4nmWLl1EQkICY8aMNbqHyZM/p1OnNxkwYAgODo6oVMkA/PDDNNq160CnTl3YtOlvpkz5klu3bvDff7f56KNPePz4EbNm/USJEiUNIR6xsTG4ubnz7rvjUCgUPHhwnyVLFvL8+TM+/fQrQB968HqIR7ly5dLV948/1vD770tNuo+vv/6Cjh270KtXHzZt+ptvv51MlSrVKFv2Zd3Vq9dg1arfiY6OxtOzYG/VmZ/Ur9/Y0ibYNKK+5sfWNBad2zxCIrGudMFxcbGkpKTg61ssy7KPHj3kzz/XMX78J3Tu3BWAunXrk5yczNKli+jUqath0YpGo2H48FG0bNnacP3kyZ8jl9sxb95ig7NYt279DNsTBIE5c34hNDSMiRO/MBz39i7CRx+9z8CBQ/M0b2fVqoGMHfvRC7sacObMKfbt20uXLt2MZswAXFxcDV/25ctXMHIod+7cxs2b1/ntt9WUK6cPzq9fvyEPHjzgt99+5ZtvpmVow9Wrl9PVRK1W8++/e2ncuClOTk40bBiCq6srO3duo379hkilUlq2DGPv3l2MHv2+IYH+rl07KFeuvMGhDg6uR3CwfmtFQRCoUaMWycnJ/PnnujTObWZ6+Pj4UrSoD1KpNN1H4NlFo9EwaNBQ2rXraHQ81ZED/Sx0YGAN3nyzHWfOnKJevQaGcwkJ8SxZstLgaCmVSr79djKRkRH4+Phy9eplKlSoRP/+gw3XNGnS3PD/wMDqODo64uHhabgfrVbLb7/9SsuWrQ061KvXAI1Gw5o1K+jffxDu7h6GOjp37kq/foMMr1NnUVu0aMngwcMAqFIlkAMH9rF79w7WrdtocNDPnj3Nvn27Dc5thQoVjZzO6tVr4ujoxNSpX/HBBx/j6OhosDO9EI9XSb2P+vUbmnQfXbv2oGvX7i90qcnRo4f49989Rk92Klb0B/T99dU49MLOgwf38PZOP/5eJPeI+pofW9NYdG7zAIkENm9WkpSU/23HxcXg5uaBszMmz9q+iim7CZ08eRyA5s1DjR7XBwfXY+XKZURGRhgtYmnY0PhL7/TpkzRv3jLNLGhGPHhwjydPwnnvvQ+N2gsKqo1UKuX69at56ty+6iwBlC1bnjNnTgL6hPSmcuLEMSpUqEjp0n5GdtetW5+dO7dleu3z58/x8Eg7E3bs2GHi4+MMM7D29vY0bdqCffv2GOI7W7Vqw9q1q7hw4Rw1awahVqs5cOBfevfuZ6hHpVKxYsVv7Ny5jYiIJ0b2JSUl4ezsbJIe5qB27Tppjh09ephlyxbz33+3SUx8uaHKgwf3jOyrWNHfaAYx9YdHZGQkPj6++PtXZsOGP5g1awZNm4ZSrVpglk8q7t27S0xMTJosF6GhYSxfvpQrVy7TsOHLWY6MnLxXf6y4urri4eFJrVq1jdovXboMZ8+eNrwWBIH161ezadMGHj9+TEqKynDu8eOH6S42zOo+Un/UZHUfr+rq5OREsWLFefo00ujaVGf4+XPjEJHCzuPHD6lVKzjrgiI5QtTX/NiaxqJzm0dIJJCLp7M5RqvNWbtubu7Y2ztkGhqQSmxsDIIg0L59+imtIiJeOreOjo5GjlLq9UWKmL4SMzWN16efjs+gvYxtlsn0oSE6nTbNudRjrzs3rq7GTrednZ1hxjY7W4nGxsZw48Z1mjdvkOZcql0ZkZKiSnc3p507t+Pq6kq1atWJj48H9LHQW7du5tChA7Rs2ZoqVapRsmQpdu3aQc2aQRw7dpiEhHhatWpjqGfevFls3ryBwYOHERBQBYVCwcGD+1m2bDEpKSlG71lmeuQ16fWXq1cvM3HiBzRp0ox+/Qbi4eGFRCJhxIhBqFTGdigUijS2AgansF27jiQlJbFp0wbWrl2Fq6srb7zRgXfeGZPhwq9UnT09vYyOe3l5vTgfZ3Tc09M73XrSs+11beVyuZG269atYs6cX+jTZ8CLBVwKrl69wowZ32f7PUi9j9RQj6zuw9XV2F65PO37/urCP5GXpPY7EfMg6mt+bE1j0bm1ctzcPHJ0nVwup3r1mpw+fQKNRpPpbJabmzsSiYS5c39N9wPg5/cydVJ6zqC7u0eaxUCZkfplPG7chHSzAmSUfgswzH4+f/4cLy9jp+PZs6dIpdI0X/aZ2+KRjbLuVKhQiU8++SLrwulcm5AQb3QsKSmRI0cOolKp6NgxLM01O3duM4R/tGrVho0b/2Ls2PHs3r2TqlUDKVmylKHsvn270zw+P3LkULbtzGskEkkajQ8c+BdXV1e+/nqaIdzlyZPwHNUvlUrp0aM3PXr05unTSHbv3sn8+bPw8PDIcCFlapqr6GjjndOioqIAUCiM02Bl5wdQVuzbt4fGjZsycuQYw7G7d//LUV2p9/HqzDdkfB+m8NJh9siRTbZKWFh7S5tg04j6mh9b01jMlmDlxMbG5PjaXr368Pz58wwT8h89qnd+6tSp+6KtWCpXrprmz9k586nj4OB6/PvvHpKSEjMtl0qZMmXx8fHl8eNH6baXmXNbtWog9vb2HDq0P825gwf3U6VKtXQXbWVEevqmOvivzyIGB9fj8eNHFClSNF27M8PPr0yazSX279+HSqVi/PhPmDlzvtFf27YdOH78KHFxsYDeuY2Jiebw4QMcPnzAaNZWb6sKufzlDxOtVsuePTtN1uH1+8/LmdzXNVapkpHL5UZOY1ZhHaZQtKgPvXv3o0KFSpk6jH5+ZfDw8GTfPuOd5fbu3YWdnR1Vq1bLtS0ZoVIlp/kBmd6962d8VWmOv0rqfRw/fsToeG7u48mTx4a6RV6yY8dmS5tg04j6mh9b01icubV6cr6QrWHDEPr0GcCSJQu5e/c/WrZsjYeHB48fP+KffzaRmJhAw4Yh+PmVoWvX7kyZ8iW9e/enatVANBoNDx7c5+zZU3z33Y+ZtjN48DCOHDnIO+8MpW/fAXh7F+Hu3TskJyfTt+/ANOUlEgljxoxj8uTPSE5W0rBhCE5OTjx5Es7Ro4cYPnx0hl+uCoWCnj378ttvv6JUJlG7dl1UKhU7dmzl7NnT/O9/v2RTpbT6li5dBplMxj//bEQmkyGXy6hcuSpvvNGejRv/YsyYEfTu3Y/Spf1ISEjg5s3rqNVqo9m416levSZ79+4yOrZr13aKFStO585d08wOurm5s23bFvbu3U2XLm+9WDxWiZ9++h8pKSm0bGk801u3bn02b/6bcuXK4+7uwYYN60lJUWdTCz1lypRDq9Wybt1qqlevgYuLi1HWiOxjrHHduvVZt241P/00naZNW3Dp0gV27Niao5qnT5+KQuFGtWrVUSgUXLx4ntu3b9K1a7cMr5HJZAwa9DY///wDnp5eNGzYmMuXL7Jq1e90797baBFWXlO3bn3Wr1/Dn3+upXTpMuzYsZWHDx+mKVemTDkOHTpAzZpBODk54edXJs2PzFfv45dffsyT+7h27SpOTs5UquSf01u0SVJT84mYB1Ff82NrGovOrZVjZ5e7rUtHjXqP6tVr8Oef6/juu69JTlZStKgP9eo1oHfv/oZyY8d+hJ9fGTZu/IvffvsVJydn/PzK0KJFyyzbKF3aj3nzlrBgwWx+/HEaWq2W0qX9jB6Rv05oaCsUCleWLVtimLkqVqw49es3ShNu8DrDh4+iSJEibNz4F3/8sRaZTEZAQBV++GFmmsVSWZGevh4eHowbN4FVq35nx46taLVaDh06hb29PTNnzmPJkoX8/vsSnj9/hru7B/7+Abz5ZvdM22nevCXLly/lwYP7lC7tR3R0FKdPn6Rfv0HpPvauWLESlSr5s2vXdrp0eQvQz94uWDCbOnXq4e1tHOM8btxH/O9/3/HTT//D0dGRtm070LRpC77/fkq29AB9zO+bb3ZnxYrfiI6OombNIGbPXpjtelJ5XeOGDUN45513+fPPdWzdupnq1WsyffrP9O7dNdt1V69ek02bNrB5898kJydTokRJ3n13HB06dMn0um7deiGXy1mzZhUbNqzH27sIgwcPy3JXttwyaNAwYmJi+PXXBYC+X4wdO56PPx5nVO6DDz7ml19+YPz491CpVMycOZ/atdMuBunWrRdRUVHs3bs7T+7j2LHDNG3aPMsY8sJGqVKFcCZbEECXjFQTi0Qdi0QT8+L/MUg0sa8c1/9J1TFINHEvVj7LECRykMpBIkNABi9eCxI5IH1xTv+6pVs0zrcuoHMohs6+mP5fh2LoHHxBatntu20FW+vDEkHISfp/20ar1REVlf4jdLU6hefPw/H2Lp7uAqD8Rq1W21wgeEEiP/UdMqQfTZo0M6SPKiyIfdi83L59K9Mcy6YSFxdH585t+OmnOdSqVTvDcgVtjMwPnj6NoGjR7O1iWODRKpEp7yNT3kGmvItUeRdZ0l39/9XP9I6rYJ6FptlBZ+f10tm1L4bOoThaB1/9a6cyaFyqgMx6d8nML6yhD3t5uSCTmRZNK87cWjlJSQm4u4vJ1M1Ffuo7ePBQfvhhGn37DszxlsrWiNiHzUtebb/7559rqV69ZqaObWHl5MmjtGvXxdJmZA9BQJISiUx5F5nyP2RJ/734/wtHVmXaIk4BKYKdO4LcHZ3c45X/6/8V7F75v9wNkICgAbRIdJoX/9e98n8tEkEDOi0IGiRouXn9AgFliyJVPXnxF4FUFY5EUCNVRyFVR0HClfTtk8jRulRB7VYTjaIGGrdaaFwDQW5aasrCglX24UwQnVsRkQJCkybNefDgAZGREZQqVdrS5oiIGOHm5sbYsemn5xMp2Eg08cjjLyCPO4s8/jzy+IvIku4i0WWenF0nd0PrVA6dU1m0hr8y6ByKG5xYQeaasyTr2eD81b8pWbmL8UFBQKKO0ju7KU8Mjq9MFW5wfmVJt5Cqo5AnXESecPHlpUjQulTSO7uKWmheOL6Cnfgj21YQwxLSQQxLEElF1Nf8iBqbl7wKSzCVgjZG5gcREU9M2u0xP5Bo4pDHXUAef07vzMadQ5Z0C0k6i2MFpOgcS+mdVudyaJ3KGjmygp2X2R1XU8ixvoKANPnhC4f+PPI4/b8ZzUprHcuQ4tWElKLtSPFuATILJK+3EAWpD2eEGJZQiBAdA/Mi6mt+RI3NiyDoLG2CzRMZaRnHQKKOfeG0nXvhzJ5DnnQr3bJah5L6R/JutdAoaqJxqYTOsTRIC/4PkBzrK5GgcypNilNpUnw6vDysikQefx67Vx1e5V1kyfdwenwPp8crEKQOpHg21Tu6Rd9A51gyD++o4GGpPmwuROfWylGrVYBzluVEcoaor/kRNTYvOp3o3JqbBw/uUr16LfM2IghIlXewjzqAXfRB5LFnkCvvpFtU61j6hRNbC/ULh1awzzg/eEEnr/UVHHxQO4ShLvIyZaJEHY087gz2z3bi8HQbMuVdHJ7vwuH5Lrg2DrWiFilF3yClaFs0iloFYkY7L8mXPpyPiM6t1WNbH7CCh6iv+RE1FrFuJBLz7IckVT3BLmo/dlH7sY/ajyz5QZoyWkc/w4ysWpHqyJq+3bk1YC59X0Ww80Tt3RK1d0sS/achS7yO/dOtODzdhjz2BHbx57CLP4fLnWloHUqQUkTv6KZ4h4LU+p885YfG+YkYc5sO1hRzKyIiIpIZd+7cpnz5CvnWnjhG5hyJOhq76MPYR/2LXdR+5InXjc4LEjvU7vVQezVF7VEPjaIWgn3meb9Fco8k5alhRtf++R4k2pf+gdahBMmlhqAsNdiqZ8etATHmthARFxeLm5u7pc2wWUR9zY+osXnRaPImFZhIxuzatZWwsHbZv1CbhF3MMeyj9mMX9S/yuPNIeBlGIiDRhxZ4NSXFqxlqz4aFapFTKjnWN48Q7IuiKtEXVYm+oE3GLvogDk+34RC5EZnqMS63p+B8ZzqqYm+hLD0Cjbv1pcuztMZ5jVU7t/v372fRokXcunWLhIQEfH19adWqFWPGjEGhUFjavHxBXCxiXkR9zY+osbkRH86ZG7XaxM0MBAF5/Dnsn+3UhxvEnEizEYLGuRJqr2akeDVH7RWiz1hQyDFZ3/xA5oi6iD5eNyHgOxwiNuB0fwF2cadxDF+NY/hq1O51UZYegcq3i1Us2IMCpnEeYNXObUxMDDVq1KB///54eHhw8+ZNZs2axc2bN1myZImlzcsXxMd+5qWw6vvhh+8hl8uYNm1Gutv/5iWFVeP8wtZi6QoixYtnspJe0OpnZyM34RC5JU3crNah5Atnthlqr2boHEuY2VrrI1N9LYnUAVXxXqiK90IeewqnBwtwePIXdrEnsYs9ifbGZy9CFoYgOBTs3b8KrMY5xKqd286dOxu9rl+/Pvb29nzxxRdERETg61uwO1NeYG+f8321Fy9ewNKli9I9N2LEGPr3HwRASEgwo0a9T58+/QEYM2Y4zs7OTJ/+s6GeNWtWsGvXwRzbkldkdk+pFCtWnD/+2GxSfbnRNyvWrl3J2rWrePbsKY0bN+G77340W1vZ4a+/1vPkyWMWLvzN7I4tmFdjEZBKRefW3JQpU974gE6FfdR+7CO34BC5Ban6meGUIHUmpUhLUrxaoPZqhta5os2tvM9r0uhbANG4BxPvHkxCpSk4PVyK48MlyFKe4HLnO5z/+wGV75sklf8YrUslS5uaLtagcXawauc2PTw8PAB97szCQGJifK62LnVwcOCXX+anOV6smOn57jp27EKjRiE5tiEv6dixC/XrNzK83rLlb3bt2m50j/b2pq9sza2+GfHgwX1mz/6Zvn0H0rhxE9zdPfK8jZzw4MF9fv99CTNnzsfFJX+2pzSXxiJ68mr7XZGMOXbsIO1at8L++W4cIjdj/2wHUk2c4bxO7kFK0baofDq92BxATH2XHY4dO2g1W8MKDr4kVZhIUrkPcIjcpA9ZiD2O45N1OET8hbL0CJLKf4xg52FpU42wJo1NwSacW61Wi0aj4datW8yZM4fQ0FBKlSplabOsAqlUSmBg9VzV4ePji49PwZglf92W48ePZHmPKlUyDg6O+WGegfv37yEIAh07dqFkydz11ZSUFORyeZ7M0JUu7cfff2/LdT0iIoUBiToK+6fbaSFbSJH9w5Hokg3ntPa+pPh0QOXTEbVnE5tIFyWSDaT2qIp1Q1WsG/K4szjf/haHZztwvj8Hx/A1JFb4nOSSA0FqE25YgcMmVG3RogUREREANGnShB9/LBiPd/MDJyfLr5x9PSzhzJlTvPfeSP73v5/ZvHkjJ04cxcXFhbfe6smAAUMM10VGRjBr1k+cO3eGxMQEvL2L0KRJM95770NDmbt3/2P+/FmcPXsarVZLUFAdxo79KFcOYUhIMCNGjCE+Po7t2/9BqVSya9cBLl26wPLlS7l27SqJiQmUKuVHt2496dDhZfhL6r399NNs/vlnM4cPH8TNzY2uXbvTt+9AQ7k7d24zd+4vXLlyGZUqGR8fXzp06EzfvgOZOnUS27ZtAaBnzy4AfPrpV7Rr15EnT8KZPfsnTp48jlarpUaNWowePdZo+9Ru3TrSqFEIvr7F+Ouv9URGRrB58y4+/3wCzs7OhIW9weLFC3j6NJI6derx+eeTSUpKZPr0qVy8eB5f3+J88MEEatcONtJl69bNrF27kgcP7uPm5k7bth0YOnQkMpnM6D2bP382x48fQalMpkqVqrz77gdUrlwlx+9HQejDtoxMZhPDfIFBqnryItxgM3bRB5AIWtykgA60TmVR+XRC5dMRjXtdEOOd84SgoLqWNiFXaNyCiAtaj92z3bje+AR54nUU18bh9PBXEvy/Q+3d3NImWr3Gr2MTo97ChQtRKpXcunWLefPmMXLkSJYuXWr0pZwd1OoUtm79G4BWrdpx/Pgh4uPj8PIqQtWq1UhKSsLePhYXFwWCACqVEgQBhYsdyqQktFoNMpkcJ2dnEuL1j6YcHByRSCQkJysBcHVVoFQmo9WqkUplOLu4vFLWAalUilKpL+vi4opKpUKjUSORSHFVKIiPiwX0i0UkWkeSVAJIJLi4KEhJUaFWpyCRSHFzcyc2NgYQsLNzwM7OjqSkBEC/c5EgQFTUM0CCm5s78fGxCIKAo6MT9vb2JCbqy2q1WpTKJFJSVIbHnHFxsQiCDrVajSBAbGw08DL10LRpU2jWrAVTpkzn6NFDLFw4FwcHB7p160VCQhyTJn1GdHQUo0a9j6urC0+fRnLv3l3i4+PQ6bRERkby7rsjKVOmDGPHjsfBwZGVK3/n3XdHsHDhEjw9i6BU6vWWSmW4uLgSHx/7QkMnJBIJKlUygiCg1WpJTlai0ejDVdavX01AQGXefXccUqmUlJQU7ty5RaVK/nTs+CYSiYSLF8/xww/fIZPJaNSoMQApKSoAvv9+KqGhrfjmm+84cOBf5s2bRfHixQkNbU1sbAwfffQ+Xl7efPTRJ8hkMsLDHxMbG0tSUhJvvdWdYsWKs3TpIj7/fDKenh6ULl2WuLhYRo8ehkQiYezYj5DL5axcuYxRo4aybNlqnJ2dEQQdgqDj33/3Urx4CYYNG4mjoxMSif7x8/XrV4mJiWHIkOEkJMSzYMEcvv/+Gx4/fkRoaBhvvdWDVauW8+mnH/Hbbyvx8SlGUlIif/yxhiVLFtGjRx8GDx76IjxhKWp1iiH2WhBg5MghODk5MXLkGLy8irBu3Sree28Ey5atwcvLm+TkJEP/Tk5ORqPR929XVwVxcTEA2Ns7IpPJUCr1uSLlcjvUajUaTdo+a2/vgFwuJylJX9bZ2RW1OuXFyl4J7u4er/Rve+zs7A3929nZBY1G8+I905dN7bNyuT0ODg4kJsYDegdbq9WSkqKfeXNz8yAhIR6dTotcboejoyMJCfqyjo7690Gl0pdVKNxJTExAp9PqP/dOziQkxL0o6/RyjHhRNikp0TBGODu7pOmzLzV0Q6lUGsYI4/7t+GKMSHoxRihQqZINY4RC4WbQW39fKQa9szNG6PVWv9hFLlXDGARBr/erY4ReQw1KZSJJSUl4e8PevTtITlbi61uCChUqceTIfgBq1qxDfHw8d+7cAKB16w4cPvwviYkJFCniQ5UqgRw8uBeAwMCaqFQp3Lx5FYCWLdty8uQR4uJi8fT0ombNOvz77y4AKlcOBODatUsANG8exvnzp4mOjsLNzZ26dRuxZ4/+yUSlSlVwcLDn0qXzADRpEsrVq5d49iwSFxdXGjduzs6d+h+hFcv6UUo4ht3D3ykuuYpE8jIDRQx+xChacSGqPNHq0pTxrICXsghnj2wCoH79xjx4cI/Hjx9iZ2dHWFh7duzYjFarpVSpMhQvXoKTJ48CUKdOAyIjn/DgwV0kEilt23Zi166tqNUpFC9ekjJlynPsmH4SISioLtHRUdy9exuAN97oxP79u1Eqk/DxKUalSpU5fPhfAGrUqE1iYgK3b+v1Dgtrz9GjB0hIiMfbuyjVqtXgwIE9AFStWgONRsONG1cACA1tw+nTx4mNjcHDw5OgoHrs27cDgICAashkUq5cuQhAs2atuHjxHFFRz1Ao3KhfP4Tdu7e+0LsyDg6OXLp0DoCQkBZcv36Fp08jcHZ2oUmTUHbs0K+FKFeuIu7uHpw7dwqAokWLER7+iCdPHuPg4EjLlm+wbdtGBEHAz68cRYv6cPr0cQDq1WvEo0cPefToPjKZnDZtOrBjxxa0Wg0lS/pRsmQpTpw48kLv+jx9Gsn9+/8hkUho27Yze/ZsR6VKplixEpQrV5GjRw8AUKtWMLGxMfz3n3574zZtOnLw4F6SkhIpWtSXgICqHDq070WfrYVKlczNm9eAV/2IBLw9/0fDchdwvfMdDgmX8TjTiSjnZvwb24F4fGnRog1nz54gJiYad3cP6tSpz969er39/asil8u5cuUCAE2btuTy5Qs8f/4UV1cFDRs2ZdeufwCoUMEfFxdXLlw4A0Djxs25efMakZFPcHJyplmzVmzfru+jZctWICYmmrNnTwLQoEET7t27Q3j4I+zs7AkLa8e2bZsQBB2lS5fFx6cYp08fA6Bu3YaEhz/m4cN7yGQy2rTpyK5d/6BWqylRohSlS5fh+PHDL/psPaKinnHvnn5nvXbtumRrjFAqlbi6mjYZYnObOFy7do3OnTvzyy+/8MYbb+Sojmxv4iAIeJxsjV3s8ZyanWvUHg2ICd6RrYUJmS2+mjPnV2rWrAVkf0FZ6uxmmzbt+OKLrw11fvPNl5w5c4o//9yCVColLKwJI0aMplu3XunaMGXKV1y4cI7ly9fh4KBfdBQdHU2PHp1555136dq1u0n3+Ppit5CQYMqWLc/y5WszXDCV6hBPm/YNDx8+YP78JUb31qdPf0aNet9QtkePztSpU5eJE78gJiaGDh1aMW3aDEJCmqZb/4ED//Lpp+NZv34TxYvrV0evX7+GmTN/ZPnydZQtWw7Q/4B4660OdOrUlXffHQfoZ26VyiT++GMLTk5OhjrHjBnO9etXWb9+syH2fPbsn1mzZgXjx0+kS5duANy5c4sBA3rx3Xc/0KRJc5KSEuncuS3duvVkxIjRhvr+/vsPZs36ib/++gd3dw8WL17A+vWrWb36Lzw99emJUlJS6N27Ky1bhhn0yC6xsdFizK0ZuXHjGv7+lfOtPZvZxEEQkMccw/HxShwiNiDVxhtOqd3rvpih7YDOuQJbt/5tU/GKBQ1b1FeijsL59nc4PfwViaBFkNih9HuHpHIfIdjlf95va9C4UG/iEBAQgJ2dHffv38/fhq10tauDgwNz5qR1cP38yua67qZNWxi9btGiJTt2bCUyMpJixYrh71+Z1atXIJPJqVu3PqVKlTYqf/LkMVq2bI1MJjPMBisUCvz9A7h27UqubGvQoFEaxzYuLo4lSxZw8OB+nj17ilarBcDdPe1AU7duA8P/JRIJZcqUJTIy0lC+WLHiLFgwm/j4OOrUqWtSTPL582cpX76CwbEFcHNzJzi4PhcunDMqGxRUx8ixTaViRX+DYwv6GFqA4OD6rxwrA+hDDAAuXryAUplEixYtjRL+BwfXR6VScefObYKC6nDixDGCgoJRKNwM5aRSKbVq1ebq1dy9HyIiBQWp8oE+X+njlciU/xmOa53KklyiL8nFe6FzKmNBC0VsAcHOi8TK/yO51FBcb3yC/fPdON+biePjVcRXnUmKTwdLm2jV2Jxze/78edRqdf4uKJNI9LOmuqT8a/MFgiDonTSpc44cbKlUSuXKVc1gGXh6er72Wr9N5PPnzyhWrBiTJ3/HwoVzWLhwLj/+OA0/vzKMGDGaZs1CAX0e43XrVrNu3eo0dcvluVuc4eWVNjH6t99O4tKlCwwaNJRy5Srg4uLChg1/sHfvrjRlX98kxM7Ojvh4/cyORCJhxozZLFw4lxkzvkepVBIQUIV33x1HrVoZ71wTHx9vmBF93db//rttdCxVS1PsAn2YwOvHVCp90m79I2kYMqRfunWmOsGxsTFcvnyR5s0bpCmTmxhoNzePHF8rkjW5/awUCrRJOERuwvHxKuyi9iN5sfGFTuaKyvdNVCX6ovZomOEY+8YbnfLT2kKHLeurdQ0gtvZf2D/dgcuNT5En3cT9fB+S/EaRWOnrfNsEwtY0tmrndsyYMQQGBhIQEICjoyPXrl1j8eLFBAQE0KpVq/w1RiKxyLaI8QV469Lo6OjXXj8HwNu7CABFihTh00+/QqfTcf36VZYtW8yXX37CqlV/UrJkKdzc3GnYsHG64QfOzrlNpWP8JaVSqThy5BBjxowzCpNQqVQ5qt3PrwxTpnyPRqPh4sXzLFw4h48/HseGDdsytN3NzY379++lOR4VFYVC4WZsfR4+KEite+rU/6WbGzo1bEIfQ9eIYcNGpimTm8fP8fFxBbYP2wLi9rsZkEnYQYpXM5KL90Hl28mkcX3//t20aNHanNYWagqDvilF25Di3QKXW5NxvjcL5/tzsYs5RlyNZfnypMDWNLZq57ZGjRps3bqVhQsXIggCJUuWpHv37rz99tvY21txrFc2KMhblx44sI9mzV6GJuzbt4ciRYri4+NjVE4qlVKlSjWGDRvFoUMHePToISVLliI4uB7//XebSpUCcrw40FTUajU6nc4wqwmQlJTI8eNHclWvXC4nKKgOffsOYuLED3j27Cl+fukPVDVq1OLff/dw//5dQ1hIXFwcp06doFOnN3NlR2YEBtbA0dGRp08jjN6v1wkOrsfOndsoU6ZcuiEROaUg92HbwKaWVeQac4QdpC7sEzEPhUZfqT2J/lNRezRGcXkkdnFn8DzWhPhqc80epmBrGlu1czt8+HCGDx9uaTMsSm4fOep0Oi5dupjmuKenZ67zr545c4o5c36hbt36nDx5nB07tvLBBx8jlUpJSEjggw/G0KZNO/z8yqDRqPnjj3W4uioMi1/efnsEQ4cO4IMP3qVTpzfx8vIiKuo5Z8+eoWbNWoSF5WzBYHq4urpSpUpVVqz4DQ8PD2QyOStW/IaLi6vhsb2p3Lp1k9mzf6Jly9aULFmKhIQEli9fSvHiJTLVtH37jqxbt4qPPhrLsGHvYG/vwO+/L0Emk9GjR+9c3mHGKBQK3n57JHPnziIyMpKgoDrIZDIeP37IwYMHmDp1Oo6OjvTq1Zddu7YzZsxwunfvha9vMWJiorly5TJFihShZ8++OWpffGxuXsTtdwGdGvunW3B6uDRHYQdZ4eNj+qY3ItmnsOmb4tOOaMUh3C4Owi72VL6EKdiaxlbt3IqQ680HVCoVI0cOTnO8Q4fOTJz4Ra7q/uijT9m06S82bFiPs7MLQ4eONIQY2NvbU6FCRf78cy0REU9wcHCkcuUq/PTTbMOCqFKlSrNo0TIWLZrHjBnTUCqVeHsXoWbNICpUyPstDL/6air/+9+3TJ06CTc3d7p160ViYgLr1q3KVj3e3t54e3uzfPlSnj17iouLKzVr1uLLL7/JdAba2dmFWbMWMGvWDKZP/xadTkv16jWZM2cRvr7mHXh69+5H0aJFWbt2JX/+uRa5XE7JkqVo1KgJcrl+mHB392DBgqUsWjSPefNmGVIxVa0aSNOmzXPcdn5voFHYKMzb70pSnuH06DccHyxGpnpkOJ7dsIOsqFQp/7JRFEYKo746Jz9igrenE6bwGzqnsnnenq1pbHOpwPKCbKcCsyAFMY1SarqsX3/93WyL1fKLgqivrSFqbF4KYyowedx5HB8swPHJeiQ6fdy8zr4oypKDSC45IM9jGK0hjZI1U9j1tX+6DcWlEUg1MejkHmYJU7AGjQt1KjARERERkUKITqMPPbg/H/uYl7HyakUQSr+RqIp1BamDBQ0UEckZKUXbEt3gEG4XB2MXexL3831IrPAZSeUmWG0aUnMjOrdWjpNTbrMGiGSGqK/5ETU2L+ZejGlpJCnPcXz0G04PfjWEHggSOSrfLihLj0DjXs/sDkCNGhmn+BPJPaK+r4Qp3PwK5/uzcbk9FXQqkip8kSf929Y0Fp1bK0enK3grzWvXDubQoVOWNiNPKIj62hqixubFVgPPZPEXcLq/AMcn616GHtgVQVlqCMml3kbnWDzfbEndgljEPIj6vkBqR2LAt+gciuN68zNc/vsBiTaZRP+puXZwbU3jwrvSwEZI3d9exDyI+pofUWPzotNpLW1C3qHTYB+xEfeTbfE6FoLT4+VIdCrUiiDiqs3nedOrJFX8PF8dW4Dbt2/ka3uFDVFfY5Rl3yW+8g8AON+fjeu1DyGXKRVtTWNx5lZEREREpECjDz1YhtPDX5ElPwRehB74dEbpNzJfQg9ERAoSyaWHg8QB16vv4fTwVxDUJFT5GSS2HYZkKmK2hHSwpmwJOp2uUKf6MTeivuZH1Ni83Llzm/LlK+Rbe3k5RkqTw3G6NxOnh0uRvNjeXB96MPhF6EGJvDA516jVaqMNYETyFlHfjHF4vBrF5XeQoCO5eE/iq84DafbnLa1B4+xkSxC/UawcW4uTKWiI+pofUWPzotVa3/a7UuVdXK+MxetQdZzvz0GiS0KtqKkPPWhyhaSKXxQYxxbg6NEDljbBphH1zRhVid4kun+FIEhxDF+L4tLboFNnux5b01gMS7BybCqergAi6mt+RI3NizU9nJMl3sD5vx9xeLIOiaDvFykejUgqNx61d8sCG3qQkBBvaRNsGlHf9JHe/Q+XaVNw+PtPEjZPwTX2KxwjNiDRpRBX47dspb6zNY1F59bKkckK9mMEa0fU1/yIGpsXa9h+VxZ/Qe/URvxt2Bo3xTuUpHIfofZsbGHrssbbu6ilTbBpRH2NkTx7hvNP03H6bTEStZrkt3qQXHcMuqeVcLvQD4en/6C4NJL46ktM/kFoaxoX/FFPJFOcnJxydN2ECePo1evNDM//8ccaQkKCefToYU5NM+LmzessXryA5OSCszK+W7eOhIQEExISTLNm9enevTM//PAdMTExhjI51deSREdH8/PPPzBs2EBatGhIWFiTbF1/+/YtwsKaEh0dbTg2ZsxwWrUK4bvvvs7z1F3Z0TgpKYk332xHSEgw165dybK8IAgsX/4bXbu2JzS0MSNGDObSpYtpyj179pTPPvuIsLCmtG0byrRp3xiFS+h0Onr37srOndtMtrWgYGqMmiWQxxzH7Wx3vI6F6GecEFAVbU90vX3E1v7bKhxbgGrValjaBJtG1PcFCQk4/zANr7o1cF40H4lajWBnR+LEzwFIKdqG2FprESRyHCP+xOneLJOrtjWNC+6oZ4UU9XHL979ixT0p6uOWbVvDwtrw8OEDrl69nO753bt3Uq1adUqWLJVbWQC4efMGS5cuKlDOLUDz5i2ZP38pM2fO580332L79n/45JMPDQ5cQkKchS3MPs+eRbJnz048Pb2oXLlKtq9ftGgu7dp1wNPz5Za4H344kX79BvHPP5vYt29PXpqbLY1/++1XtFrTwxhWrFjGkiUL6NmzD9On/4S3dxE++GCM0Y82jUbDBx+M4cGD+3z11RTGj5/IiRPHmDz5c0MZqVRKv36DWLx4ARqNdcWwFjh7BQG7qP24n+qA58kwHJ7tQEBKcrFuRDU4Slyt1Wjc61jaymxx4EDefiZEjCn0+qrVOC5ZhHf9WrhM/xbpKz+8lYOHoitT9mVR71ASAqYB4HLzS+ye7zWpCVvTWHRuCylNmjTHycmZXbu2pzkXHv6YS5cuEBbWxgKW5S1Z5VD18vIiMLA6NWsG0afPAPr1G8TFi+e5ceNajurLC1JSUnI1O1qhQiU2b97J9Ok/ERxcP1vXPnr0kMOHD9K+fSej4+XKlWfQoKFUqVKN7du35Ni23HDv3l02bFjPkCHDTSqvUqlYsWIpvXr1o2fPvgQH12Py5G9xc3Nj9eoVhnL79u3mv//uMGXK94SENKVly9ZMnPgFR44c4sqVS4ZyLVu2JirqOUeOHMrzeysUCAL2T7fhcbIVHqc7Yh99AEEiR1liANGNThFffQlaRTVLWykiUnDQ6XDY+BeeIXVRTPwQ6dNI49OuCpLGfpTmsuRSw0gu0RcJOtwuDkaqvJtPBhccROe2kOLo6EiTJs3Yu3d3Gkdq9+4dyGQyWrZsDUBkZARff/0F7du3JDS0MaNHD+Patatp6ty2bQuDB/chNLQR7du3ZPz493jyJJytWzfz7beTAejQoRUhIcF069bRcJ0p9YeEBLNq1XKjY+vWrSIkJNjw+syZU4SEBHPkyCE+/3wCrVs344svJmZLl4AA/Uzn48ePAWjfPozly39j7tyZdOrUhg4d9JqoVCpmzZpB585vEBraiEGD+rB//z6juqZOnUT//j04evQw/fv3IDS0EUOG9EvzWLxbt47MmPE9K1cu4623OtCyZWPi4vSzmVu3bmbgwF6EhjaiS5e2LFgwJ8uZy9yk1dq+/R9KlCiJv3/ldM+3atWaEyeOGYUs5BZHR9O23/3pp+l07vwWfn5lTCp/6dIFEhMTCQ1tZThmZ2dHs2YtOHbssOHYsWNHqFChEn5+ZQ3H6tatj5ubO0ePvizn6OhIw4YhbNtmGec+p0ilFs57KWhxePIXnsdCcD/XE7vYkwhSR5SlhxPV+DwJ1WajdaloWRtzSdWqtvVIt6BRGPW1O7gfjzda4DZsEPL/7qRbRjnmfYQiRdKekEiIr/wTarfaSNXRuJ/rC9qkTNuzNY3FBWWFmLCwNuzcuY2zZ09Tp05dw/Fdu7YTHFwfT08v4uLiGDVqKE5OTowd+xGurq788cc63n9/JGvWbMDT0wuAVat+Z+7cmXTo0Jnhw0eh0Wg4ffoUMTHRNGwYwsCBb7Ns2WJ+/HEWLi6u2NvrFxGZWn92mD59Kq1bt+Xbb7tl29ELD9c7tUVeGTD++GM1VatWZ+LELwxplb7++nOOHz/K8OGj8PMry/bt//D55xP47rsfCAlpZrj2+fPnzJjxPUOGDEehULBixTI+/HBMmnvbv38vpUr58f7745FKpTg5ObJmzQrmzZtFjx59GDNmLHfv3mXhwrnodDreeefdbOtiCqdOnSAwMONB7uLF82i1Wvbs2UG3br2yrM+UR+KmhBns27ebO3duM3XqdK5fT39W/XXu3bsLYOS0ApQpU46IiNWoVMk4ODhy//5dypQxdpglEgllypTh/v27RscDA2uwePF8MTevKQg6HJ78gfPt75An3QRAJ3MludTbJJUZg+Dga2ED844CF/phYxQmfWUXL+A65Svsswj/0hX1IWnE6EwqciSu5ko8jzdFnnARxeXRmS4wszWNRee2EFO3bgM8PDzZvXuHwbm9c+cWd+7cpk+fAQCsX7+ahIR4Fi1aZnDG6tSpR+/eXVm9ejmjRr1PQkICS5YspFOnN5kw4TND/U2aNDf8PzV2NyCgCh4eHobjptSfXUJCmjJq1HsmlRUE/Ydaq9Vw+fIlfv99CSVKlCQg4OXMpULhzrff/g/Ji0Hh1q2b7N+/j/HjP6FLl7cAaNCgEU+ehLNkySIj5zYuLpZvvplm0LdWrTp07dqetWtXMXLkGEM5jUbDDz/MNCyuSkpKZPHihfTpM4ARLwawunUbYGcnZ9asn+jTpz/u7h7Z1iZzLQSuX79q9L69Snj4Yw4e3I+rqys7dmwzyblt3rxBlmX69Omf6fucnJzMrFk/MXz4KFxcXLOsL5X4+Djs7e1xcDBOh6NQKBAEgfj4eBwcHImPj8fVVZHmeoXCzTCDnkrFipVITEzk7t3/8nVjhNyQ76nWBAG0ySgu9EMRvVNvg9wDpd9IlH4jEeyy/4O1oHPjxhUqVvS3tBk2S2HQNzWtl+Nf600qn/jRJ+DikmkZnWNJ4mosx/10Bxwj/kTjFoSybPrfjbamsejcFmLkcjktWrRi9+4dfPDBx9jZ2bFr1w4cHR1p2rQFACdOHCMoKBiFws3wy04qlVKrVm2uXtWvVr906QLJycl06NA52zaYUn92adgwxOSyGzasZ8OGl4NJlSpVmTDhMxwcHA3HGjRoZHBsAc6fPwtg9Lhb/zqMWbNmoFQqDU6qq6ur0ay4q6srwcH1jGI5AYKC6hhlDbh48QJKZRItWrQ0+kUdHFwflUrFnTu3CQrK20U38fFxpKSkGC0ke5U//liDh4cnI0eOYerUSTx4cJ/Spf0yrfPXX3/Pst3UWfyMWLZsMV5e3mnigC1B6g+z58+fWY1zm69oEpEmP0Ka8hS7xOvoZAqUZd9D6fcOgjz7C19FRGyd19N6mYKmfAWS+w4wqazasxEJAdNQXBuPy80v0Siqo/ZukRuTrQLRuS3khIW1YcOG9Rw/foSQkGbs3r2Txo2b4uysj4OMjY3h8uWL6c7Apc7GxsXFAlCkSPbz5JlSf3bx8jJ9Zig0NIw+ffojk8nx9fXFzc09y/ri4+OQy+Vpynp5eSEIAgkJ8QZH1cMjraPo5eXFvXv/GR3z9PQ2eh0bGwPAkCH90rU7MjIi8xvLASkpKQDpbsGYlJTIli0b6ddvEKGhrfj55/+xc+c23n57RKZ15nYm4MmTcNasWcG33/6PhAT9CmGlUvnCpiSSkpIMffV1FAo3UlJSUKlURrO38fHxSCQSFArFi3IKQ92vEh8fh4+P8aPz1O1kVSpVru4rP5HL8yGPsDYZqeoxUk0MOq3+h6CyeD8Syg5FsPfO4mLrJzTU+hffFmRsUt+EBJwXzMFpzkyk2dxAIfHTLyEbW+UmlxqGXdxZHB+vxO3iIKLr70fnVNaojK1pLDq3hZzq1WtSvHgJdu3agYeHF+Hhj3j//Q8N5xUKN+rXb8SwYSPTXJv6RZ/q5D179jSNM5AVptQPYG9vj0Zj/Ks2Pj79AUGSjV2MPDw8qFy5ahaljOtzc3NHo9EQFxeHm9vL2aioqCgkEonRI+6YmLQLr6KiovD2Nl4E8LrJCoW+3qlT/4evb1pNixfP+61HU9tMb6eaLVs2otPp6Nz5LRwcHGnevKVJzq0pYQl9+w7MMIb48eNHqNVqPvpobJpz7703kqpVA1m48Ld0ry3zIj3O/fv3qFTppZN9795dfH2LGWbn/fzKcufOLaNrBUHg/v17abJNpGrj7p72R1BBxazb7+pSkKrCkaqjAAGQoJN7oHNwR1lqnNFn2JY5ffo4jRs3t7QZNovN6ZucjOtnE3BcvwZJNmNd1UG1SenYJXvtvVhgJku4il3cGRSXRhIbvM3oi8fWNBad20KORCKhVas2rF+/GkdHR9zd3WnQoJHhfHBwPXbu3EaZMuUyTLYfGFgDR0dHtm7dTNWqgemWSZ09SkkxnvEypX6AokV90sx2njx53KR7zGtq1KgF6Bc5de7c1XB8377dVKoUYHQfCQkJnD590hCakJCQwKlTJ+jatXumbaRq+vRpBM2a5c8jJAcHB3x9ixkyRaSi0+lYv34t7dp1NDjzb7zRnn/+2cSlSxcyXYCW27CESpUCmDlzvtGxW7duMHPmDMaP/4QqVTJOHRUYWAMXF5cX74veudVoNBw4sI8GDV5uDtCgQSN27txmFGZx6tQJYmNjadjQeBOB8PBwAEqXNi1jQ0HALNvv6jRIU54gTXkG6LOt6J3a4gg6GSSG532bBZjUJy0i5sHm9HV0JOGXuSROmoL99q04bvwLuwP/muToJn7xdc62oZY5Elfjd7yO1MM+5ggO4atQlehrOG1rGovOrQhhYW1YvnwpW7dupnPnrsjlL7tFr1592bVrO2PGDKd79174+hYjJiaaK1cuU6RIEXr27IurqyuDBw9j3rxZ6HQ6mjRphk4ncObMKcLC2lC5clXKli0LwF9/radJk+Y4OjpSoUJFk+oH/WYL69evpnLlavj5lWHnzq08fS3nX35RsWIlmjVrwezZP6FSqV7Ys41Lly7w3Xc/GpV1c3Nn2rRvjLIlCIJAjx69M21DoVDw9tsjmTt3FpGRkQQF1UEmk/H48UMOHjzA1KnTcXR0zPD6fft2A3D37n9otTrD6ypVqlGsWPEMr6tevWaabAQHD/5LREQ4PXr0MRyrVas2xYuXYMeObZk6t1nPime+p7lCoaB27eB0z1WuXMVo4d/777/DkyfhrF37N6B31vv1G8zSpQvx8PCkQoWKbNiwntjYWHr3fhnu0aJFK5YvX8rnn09g+PDRJCcnM2fOzzRqFJLmx9q1a1coW7ac0aLIgk52nmRkiaBFmvIUiSoCCfqFaoJMgdahBMhfLG7RpeRde1ZCeuFHInmHreoreHqh6t0PVeeuuPfphn0WObRTQluhDmma4/Z0Tn4kVvgE15tf4Hrjc1KKvGEIG7I1jUXnVoTy5StSoUIlbt++SVjYG0bn3N09WLBgKYsWzWPevFnExcXi6elF1aqBNG3a3FCub9+BeHh4sm7dKrZt24KzszPVqtXAw0Mfr+rvX5khQ4azZctGVq36HR8fX/74Y7PJ9Q8aNJTo6CiWLl2EVCqhU6eudO8ewOzZP+eDQmn58stvWLBgDitX/kZcXBx+fmUNmwC8ire3N++88x5z5/7Co0cPKVeuPDNmzMLLK+s4xN69+1G0aFHWrl3Jn3+uRS6XU7JkKRo1amL0AyQ9Xs/vm/r600+/ol27juldAkCLFi2ZPPkLkpIScXbWOytr166iSZNmRjHQEomE1q3bsnHjn7z//odZ2pMZqe3kFq1WmyatWL9+AwGBNWtWEBMTTcWK/syYMcvoXuRyOT/+OIuff/4fkyZ9hkwmo1mzFrz33gdp2jh+/AjNm7fME3vzC5ksD4Z5QYck5TnSlCdIBH14kCB1RudQAkGuyNlMkg0RFFTP0ibYNDatb1IS7gN6Z+nYChIJCZ9PznVzSr9ROIavRp5wBZdbk0ioqt+i19Y0lghmeWZl3Wi1OqKiEtM9p1an8Px5ON7exQtEPFlsbDTu7rb1i6sgkRt9p06dxLVrV1i+fF0eW2U+NBoNb73VnpEj36Vt2w750qa19OE7d24zeHAfVq/+ixIlSlraHJO5ceNahptyZIkgIFFHI1WFIxH0IUWCxAGdY3EEuWe6Tm1BGyPzg61b/6Zduy6WNsNmsVl9Ux3bA/uyLJrcrSfxcxflSbPymGN4ntRvSBRddxcaj/pWobGXlwsymWn5xcUs5CIiIgbkcjl9+w5i/fo1ljalwLFmzQratGlnVY5tjhEEJOpYZInXkCXfRSKoECR2aB1Lo3Wtos9VW8hna0VEckUmjm1KoxCEV56GCXZ2JH78WZpyOUXj0QBlif4AKK6OA51tbeAAonNr9Tg4ZLwISyT3FEZ9u3R5i6ZNmxMTE5Mv7VmDxjqdjlKlSjN0aNqsHgWdbG+/q01GlnQbmfI2Ep0SARk6hxJoXasi2BcFifi18ToBARkvbBTJPTanb2aObdMWxK76A/UrYXnKwUPRvcj+klckVvoanZ0n8oRLOD2Yb3MaizG3Vo44eWJecqPvZ59NyjM78hN7e3sGDRqab+1ZQx+WSqUMGDDE0maYF0MGhKfo03pJ0dkXRWfvC1LxqyIzTH1UKpIzbErfrBzb31eDszOqTm9iv3c3OlcFSWM/ynMzBHtvEit9g+LKGJxvf4tj6dpApTxvx1LYUI8pnCQnKy1tgk0j6mt+RI3NS5bb7woCkpTnyBKvIk2JBAR0cnc0LpXROZYUHVsTuHLloqVNsGlsRl8THVsAVdv2CHI5yjHvIxQpkqZ8XpBcoh9qjwZItQl43PnCLG1YCtG5FRERESmsaBKQJV5HlnwPiaBGkDqidaqIzrkCyDJONSciIpJNsuHYwos0Yd16kjRitPlskkiJr/wTgkRGWelJ7J/uMF9b+Yzo3Fo5rq7ifu3mRNTX/Igam5d007TpUpAq7yJPuoFEl4SADK1DKbQulRHsxPcjuzRr1srSJtg0Vq9vNh3bVOKn/wQueZMqMSO0imoo/fQOtMutr8FGEmiJzq2Vo1QmWdoEm0bU1/yIGpsXrVb38oWgQ6KKQJZw9cWWuaCz89YvFnPwEReL5ZCLF89Z2gSbxqr1zaFjC0AmG/XkJUnlPkCDI/KEi9hF7c2XNs2NOJJZOWbdN15E1DcfEDU2L4Kge5naK+EqMtUjJGgRZC5onAPQOZUBacZbIItkTVTUM0ubYNNYrb65cWzzEcHOixvaZgA43/3FwtbkDaJza+VkO82PSLYQ9TU/osbmRQJIU1N7GfLVlkHr7P9yy1yRXKFQiKEc5sQq9bUSxzaVe87dECQy7KP+RR531tLm5BrRubVyXFxcLW2CTSPqa35Ejc2EoEWa/Ag7lEi1cehTe/m+yFfrbR052KyE+vVDLG2CTWN1+lqZYwtQo8GbqIp1A8DJBmZvRefWyomPj83RdRMmjKNXrzczPP/HH2sICQnm0aOHOTXNiJs3r7N48QKSk5PzpL68oFu3joSEBBMSEkyzZvXp3r0zP/zwndHmBTnV15KcPHmcr776hG7dOtKyZWP69evOqlW/o9GY9vj/9u1bhIU1JTo62nBszJjhtGoVwnfffY1Op8vk6uyTlcZ79+5m4sQPePPNdrRqFcKgQX3YsmUjpuwcLggCy5f/Rteu7QkNbcyIEYO5dCltWqFnz57y2WcfERbWlLZtQ5k27RsSExMM53U6Hb17d2Xnzm3Zv8H8JjW1V8IVpCkRpEntJRFnyvOa3bu3WtoEm8aq9LVCxxb0GieVeR8Ah4i/kSb9Z2GLcoeYwDAPKeqT/49Oir7492lkXLauCwtrw+TJn3P16mWqVEm7M8nu3TupVq06JUuWygMr4ebNGyxduoi33uqJYz4FyZtC8+Yt6dWrH1qthsuXL7JkyUJu377FnDmLkEqt87ffxo1/oVIl8/bbI/D1Lcbly5dYvHgBd+/+x6effpXl9YsWzaVduw54enoajn344UT279/Lr7/Op169hrRsGWbOWzBi7dqVFCtWnDFjxuLh4cnJk8eZPn0qkZERDBkyPNNrV6xYxpIlCxg5cgwVKlTir7/W88EHY1i6dKWhb2s0Gj74YAwAX301BZUqmTlzfmHy5M+ZPv1nQL+JQ79+g1i8eAGhoWHpZyAoCGiVyJLvI9EmAiBIHVEj6FN7iYiImBcrdWxT0SoCSfFuhf3z3Tjfn01C5R8tbVKOKaAjtIi5adKkOU5OzuzatT2Ncxse/phLly4wdux4C1mXd6hUyTg4ZOxMe3l5ERhYHYCaNYNISUnh11/nc+PGNSpXrprm2qzqywtSUlKQy+U5dq7Hj/8EDw8Pw+vatYMRBB2LFs1j1Kj3jc69zqNHDzl8+CCLFy83Ol6uXHnKlSvP4cMH2b59S546t1np+f33PxnZXKdOXWJjY1m7diWDBg3NUCeVSsWKFUvp1asfPXv2BfTvce/eXVm9egXjx08EYN++3fz33x1WrlyPn19ZQB/j98EHY7hy5RJVqwYC0LJla37++X8cOXKIpq9sjVkgEHRIVU8MM7X6LXOLIdgXRSK9bWnrbJ5KlSpb2gSbxir0tXLHNlXjpLJjsX++G8dHK0gs/wmCvXk2kDA31jk1JZJrHB0dadKkGXv37k7zmHn37h3IZDJatmwNQGRkBF9//QXt27ckNLQxo0cP49q1q2nq3LZtC4MH9yE0tBHt27dk/Pj3ePIknK1bN/Ptt5MB6NChFSEhwXTr1tFwnSn1h4QEs2qVscO1bt0qQkKCDa/PnDlFSEgwR44c4vPPJ9C6dTO++GJitnQJCKgCwOPHjwFo1aoJy5f/xty5M+nUqQ0dOug1UalUzJo1g86d3yA0tBGDBvVh/37jQW3q1En079+Do0cP079/D0JDGzFkSL80j8W7devIjBnfs3LlMt56qwMtWzYmLk4/E79162YGDuxFaGgjunRpy4IFc9BqM99xKj3ntVKlAARB4PnzzFcdb9/+DyVKlMTfP/0vk1atWnPixDGjkIXcIski/VR69+PvH0BiYmKmu5tdunSBxMREQkNf5si0s7OjWbMWHDt22HDs2LEjVKhQyeDYAtStWx83N3eOHn1ZztHRkYYNQ9i2bYsJd5V/SDTx+tReKU/QhyB4oHWtguDgK6b2yifM/YO3sFPg9bVyxxZeaqz2bIJaEYREp8TpwUILW5VzxJGvEBMW1oZnz55y9uxpo+O7dm0nOLg+np5exMXFMWrUUG7evM7YsR8xder3ODo68f77I4mOjjJcs2rV70ydOomAgCpMnTqdiRO/oFQpP2JiomnYMISBA98G4McfZzF//lK+/fZ/ACbXnx2mT59KiRKl+Pbb/9GrV79sXRserndqi7yy3eEff6zmwYP7TJz4BV9++TUAX3/9ORs3/kXfvgP49tsfKFu2HJ9/PoFDh/Yb1ff8+XNmzPiePn0G8PXX32Fvb8+HH45Jc2/79+/lyJFDvP/+eL777kecnBxZs2YF338/hXr1GvL99zPo23cgf/yxloUL52ZbkwsXzmFvb0/x4iUyLXfq1AkCA2tkeP7ixfNotVr27DFtJxuNRpPlX1JSQtYVvcaFC+coWtQHZ+eMV/vfu3cXwMhpBShTphwREU9QqfTx3/fv36VMmTJGZSQSCWXKlOH+/btGxwMDa3DmzMk8jzvOEToNUuU9ZEk3X2RBsEfrVB6dc3mQ2r8sltX2uyK55tKlc5Y2waYp0PragGMLr2gskaAsq4+9dXqwEF6EOFkbYlhCIaZu3QZ4eHiye/cO6tSpC8CdO7e4c+c2ffoMAGD9+tUkJMSzaNEyPD29AKhTp96LR7vLGTXqfRISEliyZCGdOr3JhAmfGepv0qS54f+p8Y0BAVWMZuJMqT+7hIQ0ZdSo90wqKwh6B0wfc3uJ339fQokSJQkIeDlzqVC48+23/0PyYnX5rVs32b9/H+PHf0KXLm8B0KBBI548CWfJkkWEhDQzXBsXF8s330wz6FurVh26dm3P2rWrGDlyjKGcRqPhhx9m4uTkBEBSUiKLFy+kT58BjHix/WLdug2ws5Mza9ZP9OnTH3d3D5Pu8cGD+/zxxxo6d34L50wGWUEQuH79qtH79irh4Y85eHA/rq6u7NixjW7demXZdvPmDbIs06dP/2y9z+fPn2PPnp2MGTM203Lx8XHY29vj4OBgdFyhUCAIAvHx8Tg4OBIfH4+rqyLN9QqFm2EGPZWKFSuRmJjI3bv/Ub68heJYBQGJOhqp6iESQQNI0NkVQedYQlwsJiKSn9iIY/s6Kp9OaJ3KIlPexfHRCpL9RljapGwjOreFGLlcTosWrdi9ewcffPAxdnZ27Nq1A0dHR5o2bQHAiRPHCAoKRqFwM6y2l0ql1KpVm6tXrwD6x7/Jycl06NA52zaYUn92adjQ9LQxGzasZ8OG9YbXVapUZcKEz4wegzVo0Mjg2AKcP6/PAfjq42796zBmzZqBUqk0OKmurq4Gxzb1dXBwPa5cuWR0bVBQHcM1ABcvXkCpTKJFi5ZGWQ6Cg+ujUqm4c+c2QUF1sry/xMQEPvvsI4oXL8Hw4aMyLRsfH0dKSorRQrJX+eOPNXh4eDJy5BimTp3Egwf3KV3aL9M6f/319yxtzKi99IiMjOCrrz4hKCjYJOc6r0n9Yfb8+TPLOLc6FTLlAyRavdMtSJ3QOpYGecbp1GQycZg3NyEhLSxtgk1TIPW1McfWSGOpHKXfO7he/xjH8DWicytifYSFtWHDhvUcP36EkJBm7N69k8aNmxpm+GJjY7h8+WK6M3Cps7FxcfpUTkWKFE1TJitMqT+7eHl5mVw2NDSMPn36I5PJ8fX1xc3NPcv64uPjkMvlacp6eXkhCAIJCfEGR9XDI63j5uXlxb17xmlWPD29jV7HxsYAMGRI+mEVkZERmd8YoFar+fTTj4iPj2f+/CVGznN6pKSkAPq41NdJSkpky5aN9Os3iNDQVvz88//YuXMbb7+d+aBXsaJ/lnaauv1ufHw848e/h7u7O1OnTs9ywZ1C4UZKSgoqlcpo9jY+Ph6JRIJCoXhRTkFCQtrQiPj4OHx8fI2O2dnpH/erVCqTbM4zBAFJSiQy1RNAC0jRORRDZ5/1lrkFIoTCxrl+/Qp16za0tBk2S4HT18YcW0ircbJvV1yuT8Qu7jRS5X10TplPZBQ0ROe2kFO9ek2KFy/Brl078PDwIjz8Ee+//6HhvELhRv36jRg2bGSaa1O/6FOdvGfPnqZxBrLClPoB7O3t0WjURufj4+PTrVOSjeT0Hh4eVK5cNYtSxvW5ubmj0WiIi4vDze1l+reoqCgkEonRI+6YmLQLr6KiovD2Nl6B+rrJqTvyTJ36P3x902qaVeysTqdj8uTPuX79KnPm/Iqvb7FMy7/aZkJCWl23bNmITqejc+e3cHBwpHnzliY5t3kVlqBSJTNhwlgSEhJYsGAprq5Zb/xQpkxZAO7fv0elSi+d7Hv37uLrW8wwO+/nV5Y7d24ZXSsIAvfv3yM4uL7R8VRt3N3T/ggyG9okZMr7SHT6HwGCTKGfrZWZtshGEETn1tw8fZr1j02RnFOg9LVBxxbSaiw4+KL2aIR9zGEcIjehLDMmgysLJqJzW8iRSCS0atWG9etX4+joiLu7Ow0aNDKcDw6ux86d2yhTplyGM3+BgTVwdHRk69bNhrRJryOX62cDU1KMZ7xMqR+gaFGfNLOdJ08eN+ke85oaNWoB+hRSnTt3NRzft283lSoFGN1HQkICp0+fNIQmJCQkcOrUCbp27Z5pG6maPn0aQbNm2X8kN2PG9xw5cpAff5xFhQoVTbrGwcEBX99ihkwRqeh0OtavX0u7dh0Nzvwbb7Tnn382cenShUwXoJkSlpBV3mONRsMXX3zCvXt3mTNnEUWL+phwN3oNXVxcXrwv/oa6DhzYR4MGjQ3lGjRoxM6d24zCLE6dOkFsbCwNGzY2qjM8PByA0qWNF6CZBUH7Ir1XJPr0XnJ0jiUR7LyyubuYuBOZuclsYaNI7ikw+tqoYwvpa6zy7aJ3biM2iM6tiPURFtaG5cuXsnXrZjp37mqUoL5Xr77s2rWdMWOG0717L3x9ixETE82VK5cpUqQIPXv2xdXVlcGDhzFv3ix0Oh1NmjRDpxM4c+YUYWFtqFy5KmXLlgXgr7/W06RJcxwdHalQoaJJ9YN+s4X161dTuXI1/PzKsHPnVp4+jbSEXFSsWIlmzVowe/ZPqFSqF/Zs49KlC3z3nXHSazc3d6ZN+4YhQ4ajUChYsWIZgiDQo0fvTNtQKBS8/fZI5s6dRWRkJEFBdZDJZDx+/JCDBw8wder0DJ3C339fwt9//0mfPv2xs7M3Sj1Wrly5TLe7rV69JtevXzM6dvDgv0REhNOjRx/DsVq1alO8eAl27NiWqXOb9aw4We409uOPekd9zJixJCYmGt2Pv38A9vb6Gf7333+HJ0/CWbv2b0DvrPfrN5ilSxfi4eFJhQoV2bBhPbGxsfTu/TLco0WLVixfvpTPP5/A8OGjSU5OZs6cn2nUKCTNj7Vr165Qtmy5THMF5wUSdRzS5AdIBP2PQZ3cE51jKZCmDRnJigK74YQN0aRJqKVNsGkKhL427NhC+hqn+HZGuD4Bu9iTSJMf6scgK0Ec9fKQ7O4SlhfExkbj7m76gpz0KF++IhUqVOL27ZuEhb1hdM7d3YMFC5ayaNE85s2bRVxcLJ6eXlStGmiUyL5v34F4eHiybt0qtm3bgrOzM9Wq1cDDQx+v6u9fmSFDhrNly0ZWrfodHx9f/vhjs8n1Dxo0lOjoKJYuXYRUKqFTp6507x7A7Nk/5+rec8qXX37DggVzWLnyN+Li4vDzK8uUKd8TEtLUqJy3tzfvvPMec+f+wqNHDylXrjwzZszCy8s7g5pf0rt3P4oWLcratSv588+1yOVySpYsRaNGTTJ1WE6cOAbAqlXL0+QGnjlzPrVrB6d3GQAtWrRk8uQvSEpKNPySX7t2FU2aNDOKgZZIJLRu3ZaNG//k/fc/zJUDFRcXk2kfPnlSfz/pvdfr128yhGhotdo0OYD79RsICKxZs4KYmGgqVvRnxoxZRvcil8v58cdZ/Pzz/5g06TNkMhnNmrXgvfc+SNPe8eNHaN68ZQ7u0kR0aqTJj5Bq9KniBIk9OsfSCHY5D4N4PZxHJO/ZsWMz7dp1sbQZNovF9bVxxxbS11jnUAy1R0PsY47gEPG3Vc3eSgRTNmgvZGi1OqKi0s/tplan8Px5ON7exY1iQi1FXji3IhmTG32nTp3EtWtXWL58XR5bZT40Gg1vvdWekSPfpW3bDvnSprX04Tt3bjN4cB9Wr/6LEiVK5m3lgoBEHYVU9ehlei/7ougciuc6vdeNG9cy3JTDHBS0MTI/2Lr1b9G5NSMW1bcQOLaQscaO9+ejuD4BtXt9Yurtyn/DXsHLywWZzLTtGcRNHKwce/sCvnOLlVPY9JXL5fTtO4j169fkW5vWovGaNSto06Zd3ju2OjVS5X/Iku8hETQIUmc0zv76R4B5kLdWKhVz35qbcuVMi2sXyRkW07eQOLaQscYpPp0RkGAXexxp8qN8tirniGEJVo5MJn5xmZPCqG+XLm+RlJRITEyM2WNLwTo01ul0lCpVmjfeaJ+n9UrUMS9ia9VkJ71XttrI1uIzkZxg6oYqIjnDIvoWIscWMtZY51gcjUcD7GKO4hC5EaVf5vnSCwrizK2Vo1Ra59Z41kJu9P3ss0lWFZKQir29PYMGDc0Xxxasow9LpVIGDBiS7VR3GZK6da7yDhJBjSB1QuPij86hWJ46tgBarSbrQiK54ty5U5Y2wabJd30LmWMLmWus8tVv0OQQ8Xc+WZN7ROdWREREJB+RaOKRJV5Dqn6OPrbWF61LAMhs68tSRMQqKYSObVaofPTOrV3MMaTJj7MoXTAQndscUlDW4bm4KLIuJJJjRH3NT6HRWNAiVT5ElnQTiZCCIHFA41wJnWPJPJ+tfZX83n63oIyN+UnDhk2zLiSSY/JN30Ls2Gamsc6xJGp3/YY29k+35pdJuUJ0brNJ6uIMnU6bRcn8Id+3AS1kiPqan0KhsSYRWeJ1pGp9bmadXVG0rpVBnvVOa7klv7ffTR0bC9NCtv/+u5V1IZEcky/6FmLHFrLWOMVbnwfXLvZEfpiTa8QFZdlEKpUilcpITk7C0dHyHV2jSQEKyO4tNoior/mxaY0F3YtdxiIA4UXeWj8EO7csL80zE/J5+93k5CSkUhlSaeGZO3nyxDoe1VorZte3kDu2kLXGanf9LpvyGNG5tUkkEgmurh7ExT0nIcEOe3tHi65G1ul0qNUpFmvf1hH1NT82q7E2GanqMTqdEgCdzBPB3heQQz7er0QiyRd9BUEgJSWZ5ORE3Ny8C1WWBgcH60hnZ62YVV/RsQWy1ljjrt/8R668gyTlOYJ91hsRWRJxE4d0yGwTB9AP4nFxUS9WeYvyiYiIvIIAEm08EnWM/rVEis7O02ILxp49e0aRIkXyqTUJTk4uuLl5FSrnVsRKER3bbOF5pC7yxOvE1lpHStE3sr4gj8nOJg7izG0OkEgkuLt7o1B4pNnuM785cGAPTZuacTvQQo6or/mxJY0lyoe43pqEXfxZAFI8mpBY8XME+/xyLtMyYcIEFi9ennXBPEAmkxWqWNtUtm3bSNu2nS1ths1iFn1Fx9YIUzRWu+udW3nsCYs4t9lBdG5zgT6uzLIDuUqlKjRbXFoCUV/zYxMaCwKOj37D9canSLSJ6GSuJAZMQ1WiP3ILz2A+efLE+vUt4IgPQM1LnusrOrZpMEVjjXtdeLwCu9iCn9dZdG6tHD+/cpY2waYR9TU/1q6xRBWB4vIoHJ7r911P8WhMfOA8dE5lLWvYC5ycCteXtCWw9j5c0MlTfUXHNl1M0VjtXg8AeexpELR5sj24uRCdWyunaFEfS5tg04j6mh9r1tju2W7cLo9AmvIUQepAYsWv9NtTmjFvbXZxcBBnbc2NNfdhayDP9BUd2wwxRWOta2V0Mlek2nhkCdfQKqrlg2U5o+CMwCI54vTp45Y2waYR9TU/VqmxTo3Lza/wONsVacpTNK7ViK5/AGWZMQXKsQWIiYmxtAk2j1X2YSsiT/QVHdtMMUljiQyNex0A7GJPmtmi3FGwRmERERGRAo5UeR+PU21xvvsTAMpSbxNdby9a1yoWtkxERCRdRMc2zzDkuy3gmzmIYQlWTr16jSxtgk0j6mt+rElj+4hNKK6MQaqJQSd3J77qLFJ8u1jarEzx9PS0tAk2jzX1YWskV/qKjq1JmKqx5oVzK87cipiVR48eWtoEm0bU1/xYhcbaZFyvfYj7hX5INTGo3YOJbnCwwDu2AEplsqVNsHmsog9bMTnWV3RsTcZUjQ0zt4nXkaijzWlSrhCdWyvn0aP7ljbBphH1NT8FXWNZ4k08T7TE6cEiAJLKjiUmeEeByYaQFcnJSkubYPMU9D5s7eRIX9GxzRamaizYF0HrWAoAWeINc5qUK0Tn1sqRycTIEnMi6mt+CrLGDo9X4nm8KfKEi+jsihAT9CeJlb4GqZ2lTTMZcacw81OQ+7AtkG19Rcc222RHY62jn/6a5AfmMifXiNvvpkNW2++KiIjYOJoEFNc+wDF8DQApnk2JD1yEzrG4hQ3LPv3792T58rWWNkNEJH8QHVuzo7g0DMfwtSRUnIyy3Lh8azc72++KM7dWzo4dWyxtgk0j6mt+CprGsvgLeB5vimP4GgSkJFb4jNg6G63SsQWIjIywtAk2T0Hrw7aGyfqKjm2OyU4f1jqWBkCWXHDDccRnKVaOVquxtAk2jaiv+SkwGgsCjg8X4XrjMyQ6FVqHEsRXX4La07pXwosP58xPgenDNopJ+oqOba7ITh/WvQhLkCpF51bETJQs6WdpE2waUV/zUxA0lqijUVwZg0PkZgBURd4gvto8BHtvC1uWexwdnSxtgs1TEPqwLZOlvqJjm2uy04e1TgU/5lZ0bq2ckiVLWdoEm0bU1/xYWmN5zHHcLg5BlvwAQWJHYqWvX2yhaxsLsZycHC1tgs1j6T5s62Sqr+jY5gnZ6cM6Q1jCAxCEAjlWijG3Vs6JE0csbYJNI+prfiymsSDgdPdnPE69gSz5AVqncsTU3YWyzOgCOVjnlOjogpuL0lYQxwnzkqG+omObZ2SnD6fG3Eq0iUjUUeYyKVeIM7ciIiKFDokmDsXldwxhCMnFupFQ5WcEuZuFLRMRETEJ0bG1HDJHdPY+SFMikSU/QFMAw7fEmVsrp06d+pY2waYR9TU/+a2xLPEGHidCcYjcjCCxJ77Kz8QHLrZZx9bDw8PSJtg84jhhXtLoKzq2eU52+3Bq3K20gMbdis6tlfP0aaSlTbBpRH3NT35qbB+5GY/jLZAn3kDrUIKYuttILjXEpsIQXkelSrG0CTaPOE6YFyN9RcfWLGS3Dxs2clDeM4c5uUZ0bq2c+/f/s7QJNo2or/nJF40FLc63vsb9fF+k2nhSPEOIrn8AzYt90m0ZpTLJ0ibYPOI4YV4M+oqOrdnIbh9OXVRWUGdurT7mdtu2bWzatInLly8TFxdHmTJl6N+/P2+99Vah2HayMNyjJRH1NT/m1liS8hy3S29j/3wvAEl+o61uC12Rgo04TpgXiUQiOrZmJrt9WOv0ImOCsmA6t1a//W7Pnj0pWbIkrVq1wtPTkyNHjvDrr78yevRoxowZk6M6xe13RURsA3ncedzO90OWfA9B6kR81dmoine3tFn5irj9rojVIzq2BQ77yC24n++D2j2YmHp786XNQrX97rx585gxYwbt2rWjYcOGfPjhh3Tr1o2lS5ei0+ksbZ7Z2bNnu6VNsGlEfc2PuTR2CF+Dx8kwZMn30DqVJbrenkLn2IIYD5ofiOOEGUlKQtshTHRszUx2+7Ag028OI9Emm8OcXGP1zq2Xl1eaY1WqVCEhIYGkJNuPNVOpCmbHshVEfc1PnmusU+Ny7SPcLg1HoktG5R1GdP39aBWBeduOlVAYfuRbGnGcMBMvZmyLXbqY5pTo2OYt2e7D0hc7H+qUeW9MHmD1Mbfpcfr0aXx9fXF1dbW0KWanWLESljbBphH1NT95qbFEFYHbhYHYx+gTkieWm0BShU9AIsuzNqwNBwdxhzJzI44TZkAMRchXstuHBal+XJHoVOYwJ9fYnHN76tQptm7dyscff5zjOtTqFLZu/RuAVq3acfz4IeLj4/DyKkL16rXYv383AFWrVker1XH9+mUAWrRow9mzJ4iJicbd3YM6deqzd+8OAPz9qyKXy7ly5QIATZu25PLlCzx//hRXVwUNGzZl165/AKhQwR8XF1cuXDgDQOPGzbl58xqRkU9wcnKmWbNWbN++CQAfn2KEhz/i7NmTADRo0IR79+4QHv4IOzt7wsLasW3bJgRBR+nSZfHxKcbp08cAqFu3IeHhj3n48B4ymYw2bTqya9c/qNVqSpQoRenSZTh+/DAAQUH1iIp6xr17dwBo164Le/fuIDlZia9vCSpUqMSRI/sBqFmzDvHx8dy5cwOA1q07cPjwvyQmJlCkiA9VqgRy8KA+RicwsCYqVQo3b14FoGXLtpw8eYS4uFg8Pb2oWbMO//67C4DKlfUzb9euXQKgefMwzp8/TXR0FG5u7tSt24g9e7YBUKlSFRwc7Ll06TwATZqEcvXqJZ49i8TFxZXGjZuzc+cWAMqX90ehUHD+/GkAGjVqxu3bN4mIeIxEon+4kdofypQpj5dXEc6ePQFA/fqNefDgHo8fP8TOzo6wsPbs2LEZrVZLqVJlKF68BCdPHgWgTp0GREY+4cGDu0gkUtq27cSuXVtRq1MoXrwkZcqU59ixgy/0rkt0dBR3794G4I03OrF//26UyiR8fIpRqVJlDh/+F4AaNWqTmJjA7dt6vcPC2nP06AESEuLx9i5KtWo1OHBgz4s+WwONRsONG1cACA1tw+nTx4mNjcHDw5OgoHrs26fvswEB1ZDJpFy5op81adasFRcvniMq6hkKhRv164ewe/fWF3pXxsHBkUuXzgEQEtKC69ev8PRpBM7OLjRpEsqOHfoNE8qVq4i7uwfnzp0CoFq1Gpw5c4InTx7j4OBIy5ZvsG3bRgRBwM+vHEWL+nD69HEA6tVrxKNHD3n06D4ymZw2bTqwY8cWtFoNVX3iqZXwNXbqCFIEJ8LL/sid5Orc37YZiURC27ad2bNnOypVMsWKlaBcuYocPXoAgFq1gomNjeG//24B0KZNRw4e3EtSUiJFi/oSEFCVQ4f2veiztVCpkrl58xpQ8McIEMQxwoxjhKOjE0FBdcUxgrwbIyoUL0XNLz/D/vhRXudJYHVkv69m2/5d2R4jSpb0o2TJUobduOrUqc/Tp5Hcv/9foR4jypatgKurwtCHTRkjbp8+Qmc7ENSJXLhwNl/GCKVSiaurS5o+kR5Wv6DsVZ48eUL37t2pUKECS5YsQSrNWdSFNS0o27r1b9q162JpM2wWUV/zk2uNBQHHh0twvT4BiaBG41KZuJor0bpUyjMbrZnWrZuxc+d+S5th04jjRB4izthahOz2YWnSf3gfrokgc+FZaLj5DHuF7Cwos5mZ27i4OIYNG4aHhwezZs3KsWMrIiJiRWiTcb32AU6PVwCg8ulCfLU5CHKFhQ0TERHJNqJjaz28WFCGVgmCUOA2wrEJ5zY5OZkRI0YQHx/P2rVrUSgKzxdbrVrBljbBphH1NT851ViqfIDb+X7YxZ9FQEpipckoy7xX4AZZS+Pu7mFpE2wecZzIAzJxbOPrNyRZdGzNSnb7sCHmFh0IapDYm8OsHGP105sajYaxY8dy584dfv31V3x9fS1tUr4SGxtjaRNsGlFf85MTje2ij+B5vCl28WfR2XkRW3sDyrLvi45tOqjVakubYPOI40QuyWLG9vzXU0XH1sxktw+npgIDkGgLXsYEq3duJ0+ezL59+xg5ciQJCQmcO3fO8JeSYvt7qqcGt4uYB1Ff85NdjR0er8T9dEek6ueoFbWIrn8AtXcLM1ln/SQlWcf6AWtGHCdygQmhCLfDH1rAsMJFtvuwxB6BF5MJuoKXCs/qwxIOH9avwps2bVqac3v27KFUqVL5bZKIiIg5EHS43PoG57s/Avr42rjA+SATZ3RERKwSMcbWepFI9LludUlIdEoKWmYCm8qWkFdYU7YErVaLTFZ4c3iaG1Ff82OSxtok3C4NxyFSn7omsdxHJFX4DCRW//DJ7PTr14MVK9ZZ2gybRhwnckA2HFtRX/OTE429/y2LVB1FVMMTaF0rm8mylxSq7XcLO6m5IEXMg6iv+clKY2lyOB4n2+IQuQlBYk9ctQUkVfxCdGxN5PnzZ5Y2weYRx4lsks0ZW1Ff85MTjYUXu5RJCuAuZVYfllDYEePpzIuor/nJTGN53HnczvVEpnqMzs6b2Jqr0Hg2zEfrrB+tVmtpE2wecZzIBjkIRRD1NT850ViQvdj9UCvG3IrkMUWLFq7sEPmNqK/5yUhj+8h/cLv4NhJdEhqXAGJrrUPnXC6frbN+7O0dLG2CzSOOEyaSwxhbUV/zkzON9U/PJELB+wEtPtezcgICqlraBJtG1Nf8pNFYEHC6OxO3832Q6JJI8WpBTN1domObQ1xdXS1tgs0jjhMmkIvFY6K+5icnGku0SQAIctO2xM1PROfWykndy1rEPIj6mh8jjXUpuF55F9ebnyNBQFnqbWKD/kSw87CYfdZOVNRzS5tg84jjRBbkMiuCqK/5yYnGEq0+lEGQFTznVgxLEBERKRBI1FG4ne+PffRBBKQkBEwjufQIcWMGERFrRkz3ZbMYZm4LYDpG0bm1cgIDa1naBJtG1Nf8BAbWQpZ4E7dzPZAn3UYnUxBffQkpRdtY2jSbQKFws7QJNo84TmRAHjm2or7mJ9sa69RIBP1GWaJzK5LnqFQFb5WiLSHqa34cYg7hcftTpJoYtI5+xNZai1ZRzdJm2Qw6nc7SJtg84jiRDnk4Yyvqa36yq3FqSAKAICt4cf1izK2Vc/PmNUubYNOI+poXx0e/U/XJu0g1Majdg4mut1d0bPOYxMQES5tg84jjxGvkcSiCqK/5ya7GhpAEiRyk9uYwKVeIM7ciIiL5j6DF5eYknO/9AhJI9n2L+GpzQeZkactERERygxhjWygoyIvJQHRurZ5WrdpZ2gSbRtTXDGgTcbs4FIen/wAQV+Yj/s/efcdJVd3/H3/d6Tuznd6b9C4iIGJBEcHeUdRoTIwl1pjYk5j4VROTmJ/RxJbE3mNDKWIBUWnSO0jv28vs9Ln398ewS1tgy9y5c+98no+Hj4TdKR/fHs5+9s6554R7PiQ3jumkVavWRpdgeTJP7KNTYyv56q+xGe9vbtPzFxVZlmBy8+d/a3QJlib5JpcSKSV/0Xm4iz9Ds7mpGvASX+wdLY2tjsrLy4wuwfJknkDXK7aSr/4am/H+nRLS88qtNLcmV11dZXQJlib5Jo8tuI38hWfhrPwB1ZFPxbAphNtdLhnrLBaLGV2C5WX8GNZ5KULG55sCjc5YliUIPRUWtjS6BEuTfJPDXr2SvMUXY4/sIe7pSOXQD4ln9wYkY725XOl3s4fVZPQYTsEa24zON0Uam3HdbglpuixBmluTGzhwiNElWJrk23zOsm/JXXYltlglMV9fKo//ANXToe77krG+ZJ9b/WXsGE7RzWMZm28KNTZjWXMrdDV79hdGl2Bpkm/zuPZ+TN6Si7DFKonmj6Ji+PSDGluQjPVWWlpidAmWl5FjOIW7ImRkvinW2Iz3r7lNvz1uQZpbIYROPNtfInf5tShqmHCrc6k4/iM0Z4HRZQkhmku2+8p46X7lVpYlmFy/fgONLsHSJN8m0DS8Gx/Ft/lJAIIdrsff569gq3+6kYz1lZOTY3QJlpdRY9iAxjaj8jVIYzO2hfcAoLrSc6tBaW5NLh6XozX1JPk2khoje+1dZO18BYCa7vcR6H7/Ubf6koz1pWlGV2B9GTOGDbpimzH5GqixGdtDOxLP83TUo5xmk2UJJrdu3SqjS7A0ybcR4gFyl19N1s5X0LBR3ecpAj0eOOYetpKxvvz+aqNLsLyMGMMGLkXIiHwN1tiMbaHtAKhp2tzKlVshRLMp0TLyllyBs3J+4nCGgf8h0vo8o8sSQiSDrLEVh7CHdgLp29wqmiYfWh0qHlcpK6sxuowGCQaDZGVlGV2GZUm+x2YL7SBv8UU4atahOvKpGvI20YKTGvx8yVhfV111KW+++b7RZViapcdwGjS2ls43TTQq43iIVl8l1tqWnLoZzdVCx8r2Kyz0Ybc3bMGBLEswuSVLFhhdgqVJvkdn968hf8GZOGrWEXe3p2L49EY1tiAZ662yssLoEizPsmM4DRpbsHC+aaQxGdvCiau2ms2L5izUq6RmkWUJJldRUW50CZYm+R6Zo3wueUuvwBarIObrReXQD1GzOjX6dSRjfUWjUaNLsDxLjuE0aWzBovmmmcZkvP9msg7HvKfCKNLcmlxeXr7RJVia5Fs/V9Fn5K64HkUNEc07kcoh7zT5oynJWF9Op9PoEizPcmM4jRpbsGC+aagxGdv2Nbfput4WZFmC6Q0bNsLoEixN8j2cZ8cr5C6bjKKGCLc8m4phnzRrzZVkrC9pDPRnqTGcZo0tWCzfNNWYjPdfuW38J3WpIs2tyX311QyjS7A0yfdgWVufJWfNbSioBNtfQ9XgN6GZJ9RIxvoqKSk2ugTLs8wYTsPGFiyUbxprTMb7r9x2OMYjjSPNrRCiQbyb/0L2+vsBCHS5A3+/Z4546pgQwmTStLEV6ccMV27lJ5PJ9erVz+gSLE3yZd9xun/Et/kvANR0v59A9/uSdiOBZKyv7Oxso0uwPNOP4TRvbE2frwk0JmMzrLmV5tbkHA75T6injM9X0/CtfwDvtmcB8Pf8I8GudyT1LTI+Y50pinxApzdTj+E0b2zB5PmaRIMz1rS6K7fp3NzKrGdyq1cvN7oES8vofDWV7LV31zW21b2fTHpjCxmecQpUV1cZXYLlmXYMm6CxBRPnayINzViJlaPEE4dcxdN4za38OiSEOJwaI2f1L/HsfhMNBX+/fxDqcK3RVQkhksUkja1IL3VLEpwtwZ6+p8ZJc2typ5xyhtElWFpG5qtGyVn5czx7P0BT7FT3f55wu8t1e7uMzDiFWrRoaXQJlme6MWyyxtZ0+ZpQQzN2+NcBEPd207OcZpNlCSa3apV8XKOnjMtXDZO7/Jp9ja2TqoGv6NrYQgZmnGKyLEF/phrDJmtswWT5mlRDM3b4VwIQyx6oZznNJlduTa60VPaw1FNG5RsPkLfsKlylX6HZPFQNeo1Iq/G6v21GZWyASCRidAmWZ5oxbMLGFkyUr4k1NGNH9QoAYjkD9Cyn2aS5Nbns7ByjS7C0TMlXiVWTu/QKXOXfotm8VA59h2jhqSl570zJ2Chyp7n+TDGGTdrYgknyNbmGZmz3rwIglpPeV24VTdM0o4tIN/G4SllZjdFlNEg0GpWz43WUCfkq0QryllyCs3IhqiOXyqHvE8sfmbL3z4SMjTR58uW88ca7RpdhaWk/hk3c2IIJ8rWAhmSsREppOTux1rbk9J1ojtT+0lFY6MNub9hqWllza3IzZ35mdAmWZvV8lUgpeYvO29fY5lN5/CcpbWzB+hkbrbh4r9ElWF5aj2GTN7aQ5vlaREMyrl2SEM/qlvLGtrHk8yohMpQS3kv+ovNx1KxBdbakYtgnxNN8HZUQohEs0NiK9FF3M1maL0kAaW5Nr0ePXkaXYGlWzdcW2kHeovNwBDYSd7ejctgU4j5j/l2tmnG68Pl8RpdgeWk5hi3U2KZlvhbTkIzrbibLTv+LINLcmpzPJ+fG68mK+doCm8lfdD720Fbins5UDPsE1dvdsHqsmHE6sdtlmtdb2o1hCzW2kIb5WlBDMnZUm+fKray5NbnlyxcbXYKlWS1fW2AT+T9MwB7aSiyrOxUnTDO0sQXrZZxuqqoqjS7B8tJqDFussYU0y9eijpmxGsFesxaAWE7/FFTUPPIrvRAZwhbcSv6i87CHdxHz9aZy2BRUd1ujyxJCJIsFG1uRHuw161G0KKojF9XTxehyjkmaW5MbPfo0o0uwNKvkawvtSDS2oe3EvD2pGPYpmruN0WUB1sk4XRUWtjC6BMtLizFs4cY2LfK1uGNlXLdTQnZ/UJQUVNQ8sizB5DZsWGt0CZZmhXxtod3k/XAu9uAW4ko7qjq+lDaNLVgj43RWU+M3ugTLM3wMW7ixhTTINwMcK2NH3eEN6X8zGUhza3pFRXuMLsHSzJ6vEi4ib9G5OIKbiGd1peq418kfdwG+P/wWpaLc6PIA82ec7sLhsNElWJ6hY9jijS3IHJEKx8p4/04J6X8zGUhza3pZWeaetNKdmfNVIiXkLzoPR2ADcU9HKoZNIdZ1OKGrr8P7zN8pHD6YrGf+HwSDhtZp5ozNwG63G12C5Rk2hjOgsQWZI1LhWBnv3+PWHFdu5fjdepjp+F1VVbHZ5HcUvZg1XyVSmmhs/SuJu9sdtCuCUlFO4fDB2CorAIi370DNvQ8SvvxKMKARMmvGZnH11Zfz+uty/K6eDBnDGdLYgswRqXC0jG3hPbT4phcaCiVjd4PdmHElx+9mkOnTPzG6BEszY75KtIK8xRclGltXGyqHfXrQdl9afgGBO35V92f7rp3k3nELBaeNwjV9KqT4910zZmwmRUVy/K7eUj6GM6ixBZkjUuFoGTvLvwcgnj3AsMa2saS5FcJClFgVeUsuxlm9FNXZct/JYz0Pe1zwhhuJt+9w0Ncc69aSd+0k8s8bj2P+vFSVLIRojAxrbIXxnOXfAhApGG1wJQ0nza3Jde3aw+gSLM1U+cb85C25FGflD6jOQiqGTSGe3af+x2ZlEfjNA/V+y7lgHgXnnUXutVdiX6f/XcqmytiEvNLo6C5lYzhDG1uZI/R3tIyd5d8BEC04OVXlNJs0tyZXUFBodAmWZpp84wHyll6Os2IeqiOfyuM/Jn6MU2RCl19JrPcRml/APf0zCk4dSfadt2LbtTPZFdcxTcYm5XS6jC7B8lIyhjO0sQWZI1LhSBkrkVIcNWsAiMqVW5EqS5YsNLoESzNFvvEgeUuvxFX+Laojl8rjPySWO/jYz3M4qHnw90d9iKKqZL35GoUjh+q2fZgpMjaxyn03Dgr96D6GM7ixBZkjUuFIGddetY35+qK5zHMgjDS3QpiZGiZv2WRcZV+j2rOpHPo/YnnDGvz0yPgJRE8ceczHKaFQWm0fJkTGyPDGVhirdr1ttOAkgytpHGluTW7kyDFGl2BpaZ2vGiF32bW4Sr9As3mpGvo+sfwRjXsNRcH/8B8a/HBbZQXZf3iYwlHH437rdYjHG1n04dI6YwuQj3T1p9sYlsYWkDkiFY6UscuE621BmlvT27p1k9ElWFra5qtGyV1xPe6SaWg2D5VD32nyb9axESMJn31Oo55Tu31Y/lmnNXs9btpmbBHBYMDoEixPlzEsjW0dmSP0V1/GSrQc+77DGyLS3IpU2r1bvxt9RJrmq8bIWflz3EVT0BQXlUPeIlp4arNesubB36E1cJN0zeUiPH4CVc++QOWHn6IesqVYY6VlxhYSCoWMLsHykj6GpbE9iMwR+qsvY2fFPBQ0Yt7j0NxtDKiq6RxGFyCaR+6E1lfa5aup5Ky+Fc/eD9AUJ1WDXyfa4oxmv2y8dx9CkyaT9eZrR39c23aUz/wGrU3yJrq0y9hi5GQn/SV1DEtjexiZI/RXX8b719ua66otyPG79TLT8bsig2gavvUP4N32LJpip2rQ60RaN245wdHYdu6gcNTxKMe40pepP2DN6pprruC1194xugzRENLYijSSP/9UnFVLqBrwIuF2Vxhdjhy/m0mmTZNjCfWUTvlmbXkK77ZnAaju/6+kNrYAaoeOBH920zEf5/rma/KuvRICyVnLmU4ZW9HevXuMLsHykjKGpbE9Ipkj9HdoxkqsCkfVMsBc+9vWkubW5DRNNboES0uXfD07XiH7x98D4O/1OOF2k3R5n8Dtd6Hm5R/0tXjbdoc9LpkNbrpkLERTNXsMS2N7VDJH6O/QjBPrbVXiWV1RPR0NqqrppLk1uU6duhpdgqWlQ76uoilkr7kDgEDXXxHscqtu76XlFxC441f7/+xyUT7zGyJjTju8riQ1uOmQsZVlZWUZXYLlNWsMS2N7TDJH6O/QjPcfuWu+q7Ygza3ptW7d1ugSLM3ofJ1lc8hd8VMUVIIdfkLNcb/V/T2DN9xIfN8OCJHTz0Br04bK197WrcE1OmOrc7s9RpdgeU0ew9LYNojMEfo7NOPam8nMtgVYLWluTW7RonlGl2BpRubrqFpG7tJJKGqYcOvz8Pd5ChRF/zfOyiLwmwcACJ9/UeJrXq9uDa6MYX1V6HBksjhYk8awNLYNJnOE/g7KOObHUbUEkCu3Qogkstf8SN6Si7HFq4kUnELVgH+DLXU794Uuv5LowMFExk/Y/0UdG1whMoo0tiKNucpmoWixfettuxhdTpNIc2tyw4ePMroESzMiX1toN3mLL8IWKSaaM5iqIW+CPcUfLTscVL32Nlpu3sFf16HBlTGsr/z8AqNLsLxGjWFpbBtN5gj9HZixq3gqAOFWE1LzaaEOpLk1ud27dxldgqWlOl8lWk7ekouwh7YSy+pO5dD/oTlyU1pDrSOePJbkBlfGsL7CYTmhTG8NHsPS2DaJzBH6q8tYi+Mung5ApNVEAytqHmluTW7Hjq1Gl2BpKc03HiBv6RU4/KuJu9pSOewjNHfr1L1/YySxwZUxrK9gMGh0CZbXoDEsjW2TyRyhv9qMHZU/YIuWoDryiOafZHBVTSfNrcnZ7XajS7C0lOWrRsld/hOcFfNQHflUHv8halbX1Lx3UyWpwZUxrC/FpB8rmskxx7A0ts0ic4T+ajN271uSEGk5DmxOI0tqFjl+tx5y/K5IKU0lZ9XNeHa/hWbzUDHsE2L5I42uquECAfKumYRrzqzDviU/uI0nx+8aTBpbYSIF3w/HUbOOqoH/Idz2UqPLOYgcv5tBZs78zOgSLE33fDUN3/qHEo2tYqdq0Kvmamyh2VdwZQzrq7h4r9ElWN4Rx7A0tkkhc4T+Zs78DHvNjzhq1qEpDiItzjS6pGaR5tbkotGo0SVYmt75Zm35O95tzwBQ3e9ZIq3O1vX9dNOMBlfGsL5UVT6c01u9Y1ga26SROUJ/0WgUV0niRrJowcloznxjC2omaW5Nrn178535bCZ65uvZ+SrZP/4OAH+vxwi3v0q390qJJja4Mob15fHICWV6O2wMS2ObVDJH6K99+451W4BFWk04xqPTnzS3Jtepkzk3WDYLvfJ1FX1K9urbAQh0vZtgl1/q8j4p14QGV8awvrKypInS20FjWBrbpJM5Qn9d2uXirJgL7Nvf1uSkuTW5+fO/M7oES9MjX0fFAnJX/BQFlWD7a6k57ndJfw9DNbLBlTGsr/LyMqNLsLy6MSyNrS5kjtDf3sUvomhxYtn903+nngYwfXO7detWfvvb33LBBRfQr18/zj33XKNLEuKIbMEt5C2dhKKGCLc8G3/fv5v2BJijkqN6RaaRxlaYWCfbEsAaV23BAs3thg0bmD17Nl26dKFHjx5Gl5NyQ4eeaHQJlpbMfBOnj12KLVqSOFZ34H/A5kja66edBja4Mob1lZeXb3QJlnd8n4HS2OpI5gidqWE6OVYB5j6V7ECmb27Hjh3L7Nmzefrpp+nfv7/R5aRcWVmJ0SVYWtLyVSPkLr8WR8164u4OVA15FxzZyXntdNaABrdi147U15VBotGI0SVYWyBAh1t/Lo2tjuTnnL6c5d9iV2uIu9oQyz3e6HKSwvTNrc1m+n+FZtm6dZPRJVhaUvLVNLLX3IWrbDaqPZvKoe+ieto1/3XN4hgN7nH33CFLFHQUkGz1s28pQuGiHw77ljS2ySM/5/TlPnCXBMUaPZWFPxMVIj1kbfkbWbteQ8NG9aCXiecMNLqk1NvX4NZ3kln7VauIXHulNAJNFA5DaalCTY1CTQ0H/a+mQUVFFlOnOnA4NBwOcDqhoECjRQuNwkINt9vofwOTkjW2wgo0jaztLwLW2AKslqWO373vvvtYuXIln376abNeR47fFcni3vM/cldcD0B1n78R6vQzgysymBzV22iaBjt2KKxZY2PdOjs7dyrs2qWwa5eNXbsUSkqOdaXlfOCTI343OzvR5LZrp9Ktm0b37irdu6t065b4JzsDVs80mjS2wiJcxdPJW3o5AMVj94I9y+CKjqwxx+/Kldt6RKMRpk79CIAzz5zI/PnfUl1dRWFhSwYOHMLs2V8A0K/fQOJxlXXrEguxTz99PEuWLKCiopy8vHyGDRvBV1/NAKBXr344HA5Wr14OwCmnnMGqVcspLS0mOzuHUaNOqTtisEePXvh82SxfvhiA0aNPY8OGtRQV7SEry8upp57J9OmJH1ahUIhRo8awZMlCAEaOHMPWrZvYvXsnTqeLceMmMm3aJ2iaSqdOXWndui2LFs0DYPjwUezevYsdO7Zit9sZP/48Zs78jGg0Svv2HenUqUvdFixDh55IWVlJ3cdDEydeyFdfzSAUCtKmTXt69OjJ99/PBmDw4GFUV1ezadN6AM4661y++24WNTV+WrZsTd++A5gz5ysABgwYTDgcYcOGNQCcccYEFi78nqqqSgoKChk8eBizZs0EoE+fAQCsXbsSgNNOG8eyZYsoLy8jNzeP4cNP4ssvpwHQs2df3G4XK1cuA2DMmLGsWbOSkpIifL5sRo8+jc8/T/wS1L17L3Jycli2bBEAJ510Khs3bmDv3l2Ul5cxefJP68ZDly7dKSxsyZIlCwAYMWI027dvZdeuHTidTsaNO4cZM6YQj8fp37qa4yvuAmBV/Gw017kUrVjK9u1bUBQbEyacz8yZU4lGI7Rr14EuXbozb96cfXkPp7y8jC1bNgJw9tnnM3v2FwSDAVq3bkvPnn347rtZAAwadDw1NX42bkzkPW7cOcyd+w1+fzUtWrSif/9BfPPNl/vG7CBisRjr168GYOzY8SxaNJ/Kygry8wsYOvREvv46MWZ79+6P3W5j9eoVAJx66pmsWLGUsrIScnJyGTHiZL74Yuq+vPvgdntYuXIpACeffDrr1q2muHgvXq+PMWPGMmPGlMT4fui3DP5tiJz58w76e+f65mvi547D/ulMps2eiaZpdO7cjVatWrNo0XwATjzxJHbu3MHOnduw2x2MH38uM2Z8Sjweo0OHznTo0JEFC74HYNiwERQXF7Ft22YURWHChAv48svphMMh2rZtT7duxzF37jcADBlyApWVFWze/CMA48efx5w5XxEI1NCqVRt69+7Ht99+vW/MDiEcDrFhw1oguXOE3e7g6683s25dG8LhQSxZEmHLFh/BoIujcTg0PJ4YLleErKw4rVt7CYVKUBSNrVtD9OwZoKoqQDyu4HTmUFqqUVnpRFVt+P0Kfr/Ctm025s8//LU7dAjQufMeevQo58or+1BUNBVFCWXsHGEPh7n4lVdwff/tYVnt6t+fH+9/kPzKCpbM+hw4+hzRsWMX2rVrz8KFc/eN2ZEUFe3J+DmiW7fjyMvLZ+nSxHIPRbHRpk1b9uzZhdvt4YwzzmbatI8zco5Idh9xou1V8uyJ8Tt1RuJ90rWPCAaDZGf7Dvt7Vx+5clsPM125nTr1IyZOvNDoMiyrqfnaApsoWHAGtmgp4VbnUDX4dVDsyS/QrOQKLpC4KrtmjY25c+11/xQXH35lwuHQ6NlTpU8flc6dVdq31+jQQaVdu8T/FhQceUe5s846lc8/n33Y11UVqqqgrEyhpERhxw4bmzfb2LQp8c/mzQplZfXXMnCgymmnxTj99DjDhsVxOpsdhTnIFVtDyM85nagxWszpgy1SxJexuxg04RGjKzoquXKbQdq0aW90CZbWlHyVaBl5Sy7DFi0lmjOUqoEvSWN7qKOswa3dRcGqjUI0CnPn2pk+3cH06Q527Dh4sna7NY4/Ps4JJ8Tp10+lb1+V445TcR394u0Rud31H79rs0F+PuTna3TvrnHiiephjyktVVi2zMaSJXaWLLGzeLGNkpL9f37qqcSyhpNPjjF2bJwJE2K0aWOZ6yUHO0pjWzL0eDSLjtd0ID/n9OEs+xpbpAjV2YJYwXijy0kqaW5NrkePnkaXYGmNzleNkLvsahyBDcQ9Haka+g7YG/YxSsbZ1+D6rrwE79yDTyCyWoMbi8GXX9r5+GMnM2c6qKzcf5k1K0vjxBPjjBoV56ST4gwZEsdTfz/aJD5f08dfixYaY8fGGTs2Duxf//vdd3ZmzXIwe7ad0lIb06c7mT7dyX33aYweHeeii2Kcc06UgoJk/VsY7BhXbCv+8S/yLDBO05X8nNOHZ/c7AITbXkL3tn0Nria5TL/nQzAYZPr06UyfPp2dO3fi9/vr/lxWZv1jJ2vXpwh9NCpfTSNn9W24yr9FtedQOeQ9VHdb/YqzAq+XD667zrInmW3YYOMPf3AxZIiPa67x8v77TiorFVq0ULnyyiivvhpgzRo/770X5O67I4wcmdzGFqCsrDRpr6Uo0KmTxqRJMZ57LsSqVTV8/nkN998fZtiwOKqqMGeOg7vv9jBgQDZXX53FlCkOotGklZB6DViK8N2+NfhCH/JzTgcxP+6ixBLOULtJlsvY9FduS0tLueOOOw76Wu2fX331VUaMGGFEWSIDeTf/Gc/ut9AUO1WDXiGek3mHijRF3O221BKFcBg+/NDBa6+5WLhw/3KUli1VLr44xrnnxhg+PI7dAitVbDYYMkRlyJAId90VYetWhY8+cvLhhw5Wr7bz+ecOPv/cQdu2Kj/5SZSrr46aa9mCrLEVFuUumoKiBoh5exDLHQZY6zAdS91QlixmuqFs587tdOjQyegyLKuh+bp3v0Puyp8DUN33/xHqeL3epVlGXcYmv8msogJeecXFiy86KSpKfChmt2uceWacSZOijBsXa/K62ea49NLzef/9I28Fppd162y8/76DN95w1m1X5nRqnHtujJ//PMIJJxy+xjetNKKxlXlYX5Jv8uUtugBX2dfU9HiQQPd7TZFxY24oM/2yhExXXV1tdAmW1pB8neXfk7PqVgACXe6QxraR6jJuwFG96bhEYccOhYcfdjNkSDb/939uiopstGun8tBDYZYureG114Kcc44xjS1ALBYz5H1791Z58MEIS5bU8M9/BjnhhDjRqMKHHzqZONHHpZdmMW9eml6+buQVW5mH9SX5JpcttBtnWWIZQqhtYo9bq2Usza3J1e4BJ/RxrHztNT+Su+wqFC1CuPUF1PRM761U0tFBGZuowS0qUrj/fjcnnujj+eddBAIKffvG+cc/gixcWMPtt0fS4iP4QMDYT6Hcbrj00hhTpwb44osaJk2K4nBofPONg/PP93LJJVnMnZtGTW4TliLIPKwvyTe53HveR0Elmj8S1dsNsF7G0twK0URKpJTcpZdhi5YRzR1G1YDnLXMut6HSvMGtroY//cnFiSf6+Pe/XcRiCiefHOPttwPMmhXgiiuMu0qb7gYNUnn66RDz5tVwzTURnE6NOXMcXHBBosldtcrgvz+yxlZkAPeexC4JobZXGFyJfmTNbT3MtOY2FovhcJj+vsC0dcR81Rh5Sy7GVTaLuKcz5Sd+ieZuk/oCLeCIGafZGtxYDF55xclf/+qqW0M6ZEichx8OM2ZMPGV1NNbkyZfzxhvvGl1GvbZvV3j6aRdvvukkGlWw2TSuuSbKvfdGaNkyxT+amtHYyjysL8k3eez+1RTOHYmmOCk9dQOasxAwR8ay5jaD1B6vKPRxpHx9G36Lq2wWmt1H5dB3pbFthiOO4TS6grt4sY3x473cf7+HkhIb3burvPRSkBkzAmnd2AKUlZUYXcIRdeqk8eSTYebNq+GCC6KoqsIrr7gYNcrHCy84U7eFWDOv2Mo8rC/JN3lq97aNtBxf19iC9TKW5tbkamr8RpdgafXl6979Nt5tzwBQ1f854tn9Ul2WpRx1DBvc4FZVwX33uZkwwcuKFXby8zX+9KcQc+bUcP75sSMeeZtO4vH0br4h0eS++GKIjz8OMGBAnMpKhYce8nDGGV6WLtX5x1QSliLIPKwvyTdJNBX37sSnOKF2kw76ltUylubW5Fq2bG10CZZ2aL6OqqXkrL4dgJpu9xBpc4ERZVnKMcewQQ3ulCkOTjrJx3/+40LTFC69NMp339Vw/fVRnM6kv51uXCZaADxqVJyZMwP89a8hWrRQWbvWzoQJXh57zEU4rMMbJmmNrczD+pJ8k8NZ/i328E5URz6RVgcft2u1jKW5Nbm+fQcYXYKlHZivEilO7Iyghgi3HE+gx4MGVmYdDRrDKWxw/X64/XYPN9yQRVFRYgnC++8H+Oc/Q7RqZb5bFHJyco0uoVHsdrjmmijffhvgoouixOMKf/+7m3HjknwVN4k3j8k8rC/JNzncu98GINzmIrC5D/qe1TKW5tbk5sz5yugSLK0uXzVK7vKfYA/tIOY9juoBL4KSRtsXmViDx3AKGtxFi2yMHevj7bedKIrGHXeEmTWrhlNOSf+P9o+ktDR919weTYsWGs8/H+I//wnSsuX+q7h/+YsLtbnnPyR5VwSZh/Ul+SZBPIB778cAhNsdvkuC1TKW5laIBvCtfwBX+beo9hyqBr+F5sw3uqTMpFODG4/DU0+5OPdcL1u22OjYUeWjj4I8+GAEjycJdYsmO/fcGHPm7L+K++c/u5k0KYuSkiYueJbtvkQGchd9ii1eTdzThWj+SKPL0Z00tyY3YMBgo0uwtAEDBuPe+Tre7c8DUD3gBeLZvQ2uyloaPYaT3OBWVMDkyVk8/ribeFzhoouifP11DaNGmfdq7YHMtiyhPrVXcZ9+OkhWlsasWQ7OOMPL/PmN/PREp8ZW5mF9Sb7Nl7XjJQBC7SfXux+71TKW5tbkwuGI0SVYmrNqCTlr7gSgpvv9RFqfY2xBFtSkMZykBnf9ehvjx/v46isHXq/GP/4R5LnnQuTlNb6kdKU2+zP89DFpUoxp0wIcd1yc3bttXHhhFv/6l5MG7dau4xVbmYf1Jfk2j716Bc6KeWiKg1DH6+p9jNUylubW5DZsWGN0CZalhPfSY9ddiaN1W51DoPu9RpdkSU0ew81scGfMsHP22V42b7bRqZPKlCmJ08XMsL1XY1hti59+/VQ+/3z/MoXf/c7DPfe4j74nrs5LEWQe1pfk2zxZ2xNXbcOtz0d1t633MVbLWJpbIeqjRshbfg0+pZyYrxfVcrRuempCg6tp8PTTLq69Ngu/X+Gkk2LMmBFg4EDrXOG0uuxseO65EI8+GkJRNF57zcXVV2dRXV3Pg2WNrchgSrSy7uCGUMefGVxN6sjxu/Uw0/G74XAYt9t97AeKRslecxdZO/6Nas+hYsQs4r6eRpdkWUkZww08qldV4Xe/c/P884m9X3/60wh//GPYVPvWNtZVV13Gm2++Z3QZupk2zcFNN3kIBhX69Yvz5ptB2rff92MtRY2tzMP6knybzrPtOXLW/YaYry/lo+ZxpI+mzJCxHL+bQRYu/N7oEizHs+Nlsnb8Gw2FefY7pbHVWVLGcAOu4EYrA9x+u6eusf3jH0M88YS1G1uAiooyo0vQ1YQJMT76KECrViqrVye2C1u3zpbSK7YyD+tL8m0iTau7kSzY6WdHbGzBehlLc2tyVVWVRpdgKY6K+WSv/RUAgeMeZkONNLZ6S9oYPkqDG/9mLjeO2Mi77zqx2zWeeSbIL35xtEWa1hGLxYwuQXdDh6pMmxagd+/EjWYXXeRhxyX3p2wpgszD+pJ8m8ZZ/g2OmvWo9ux697Y9kNUylubW5AoKCo0uwTJsod3kLrsaRYsSbn0Bga6/knxTIKkZ19PgBshiIlP5rOwkPLYwLz9fweWXW7/hq+W0+qXpfTp31vj44wAD+0cpKbFz1qI/sZyBBz1GrzW2Mk/oS/JtmqztLwIQbjcJzXH0LQGtlrE0tyY3ePAwo0uwBjVM7vLJ2CN7iWX3o6r/v0BRJN8USHrGBzS4YVxcxIfM4nRyqGKGOo7LX70kaUf1mkFeXr7RJaRMoSfAzNxLOIGFlNCK0/maJQwB9L15TOYJfUm+jWcL7cRV/BkAwU4/P+bjrZaxNLcmN2vWTKNLMD9NI3vN3Tgrf0B15FM5+E1wZAOSbyrokrHXS8l/3uayFl/yOePxUsN0zuYU5iTtqF6zKCkpNrqE1Ni3xrbN3CnMZBwnMp8yWnAGX7J42E913RVB5gl9Sb6N59n5MooWJ1JwMvHsvsd8vNUyluZWZDzPzlfJ2vUaGjaqBv4H1dvd6JJEM8XjcNu9hUwpPRm3EuETzuck5tZ9P9MaXMs75OaxfCr5nLMYxfeUU8g5O15gR5nP4CKFSBE1gmfHy0Bmbf91IGluTa5PnwFGl2Bq9uqVZK/7NQA1xz1MtOWZB31f8tVfsjPWNLj3XjcffODE4dD490s1jBlz+B62mdLgZmfnGF2Cvo6wK0IeVXw46gn69IqxZ6+dSZOyKC/XpwSZJ/Ql+TaOu+hT7JG9xF1tCLc+t0HPsVrG0tyKjKXEqsldfi2KGiLcYhzBrncZXZJIgueec/Lqqy5sNo1//SvEWec5knJUr0hDx9juy/bWi7z1Toj27VXWr7dz9dVegkED6hQihTz7biQLdbwObC5jizGINLcmt3btSqNLMCdNI3vNnTgCPxJ3t6d6wAv1nkAm+eovmRl//rmd3/8+sRH5I4+EueCCfbsiNPOoXjPz++s7tssCGriPbYcOGm+/HSQvT2PhQjs33eRBTfJhdDJP6EvybTi7fzWuiu/QFDuhDtc1+HlWy1iaW5GRPDtfwbPnPTTFTtWgl9FcLYwuSTTT6tU2fvGLLDRN4ZprItx44yH72GZwg2s5jTygoU8flddeC+J2a0yb5uSvf83Mq1nC+rK2Jw5tiLQ6B9XTweBqjCPH79bDTMfvBgI1eL1yo0Rj2KtXULBgLIoaxt/zDwS73nnEx0q++ktGxsXFCmef7WX7dhsnnxzjnXeCRz55rIFH9VrFVVddyptvvm90GcnTjJPH3n7bwe23Z6EoGm+8EeTMM+NJKknmCT1Jvg2jxKoo/KYPtrifimFTiBae2uDnmiFjOX43gyxbtsjoEkwlsc72JyhqmHDLswh2uf2oj5d89dfcjFUVbrnFw/btNrp3V/n3v4/S2ELGXcGtrKwwuoTkaeaRupMmxbjuugiapnDzzVls3nzk40gbQ+YJfUm+DePe9Ra2uJ+YrxfRglMa9VyrZSzNrcmVl1v73Pik0jSy19yxb51tB6r7P1/vOtsDSb76a27GzzzjYvZsB1lZGq+8EqSgoAFPyqAGNxq1yDHDzWxsaz36aJhhw+JUVipcf31WUv4zyzyhL8m3AdQY3m3PAhDs+HNQGveLm9UylubW5HJz84wuwTQS62zf37fO9r8NWmcr+eqvORkvXGjj8ccT6ycffzxE796NuFMoQxpch8NhdAnNl6TGFsDlgv/8J0jLliqrV9t56CF3s8uTeUJfku+xufd+iD24BdXZglCHaxr9fKtlLM2tyQ0ffpLRJZiCvXrFAfvZ/o5Y/sgGPU/y1V9TM66ogF/8Iot4XOHii6NceWWs8S+SAQ1ufr7Jz4xPYmNbq107jeefDwHw+usuZs60N6tEmSf0Jfkeg6bh3fJ3AIKdbwJ74+8ZsFrG0tya3JdfTjO6hLTX2HW2B5J89dfUjO+5x8OOHTa6dlV58slQYz+F28/iDW5JSZHRJTSdDo1trTFj4vziFxEA7rzTQ2lp09ffyjyhL8n36JylX+Dwr0Cz+wh2+nmTXsNqGUtzK6ytCetsRfr77DMHn3zixG7XeOGFIDnNPYTL4g2uKenY2NZ68MEwvXvHKS628ZvfuJG9g4QZebc8BUCww/VoTpN/UpMk8lPe5Hr27Gt0CWnNs/PlA9bZNn4/W8lXf43NuLIS7rsvsU7yl7+MMGRIknbkt2iD6/NlG11C46WgsQXweODZZ0M4HBpTpjj53/+atj5Z5gl9Sb5H5qiYj6v8WzTFSbDLrU1+HatlLM2tybndshn5kSTW2f4GgJrjfk8sf0SjX0Py1V9jM/7DH9zs3WujRw+VX/0qktxiLNjg2mwmm+ZT1NjWGjRI5Z57EuPo4YfdVFQ0/jVkntCX5HtktWttQ+0mNevQBqtlbLJZTxxq5cplRpeQlhLrbK/dt852PMEutzXpdSRf/TUm4++/t/Paa4lJ+G9/C+Hx6FCQxRrc6uoqo0touBQ3trVuuy1C795xSkttPPFE43dPkHlCX5Jv/ez+tbiLP0NDIdj1jma9ltUyluZWWE/dOtuN+9bZPifrbC0gGoVf/zrReFx7bYRRo5JzulS9LNbgmoJBjS2A0wmPPx4G4OWXnaxYIfOFSH+1V20jrc8j7utlbDFpRv4Gm9yYMWONLiHtNHed7YEkX/01NOPXXnOyYYOdFi1UHn44rHNVWKbBbdGipdElHJuBjW2tk0+Oc9FFUVRV4d57PaiNWMot84S+JN/D2YLbce95F4DAUY6QbyirZSzNrcmtWbPS6BLSir16ZbPX2R5I8tVfQzKuqoInn0wsR7jnngh5qdpv3AINbtovS0iDxrbW738fxufT+OEHO+++2/Cby2Se0Jfke7isbc+gaDEiBacQyzuh2a9ntYyluTU5U+9hmWzxELkrbmj2OtsDSb76a0jGTz/torTUxnHHxbn22hQfJ2vyBjcSSfJNd8mURo0tJA53+NWvEp8K/PnPbsIN/IBA5gl9Sb4HUyKlZO14BYBAt7uS8ppWy1iaW5Mz5TY/OvH9+AiOmjWorlZU9/9nUtbZSr76O1bGO3YoPP984qrtb38bxulMRVWHMHGDa7c37/Qt3aRZY1vrZz+L0q6dyo4dNl5/vWGDTeYJfUm+B8va/gKKGiCaM5hoYXKWE1gtY2luTW706NOMLiEtOEtn4d32LADV/Z5Fc7VKyutKvvo7VsZ/+YuLcFhh9OgY48freBPZsZi0wS0sTMM1t2na2EJi79s770xc7X7qKVeD/pPKPKEvyfcA8Rqytj8HQLDrXTT9aMaDWS1jaW5N7vPPPzW6BMMp0XJyVt0MQLDDT4m0Ojtpry356u9oGe/YofDuu4mrZw88EE7WPN50Jmxwi4v3Gl3CwdK4sa01eXKUTp1UiopsvPzysa/eyjyhL8l3v6ydr2CLlhPP6ka4zQVJe12rZdyk5nbZMmvthybMLXvtr7CHdxLL6o6/9/8ZXY5Ion/9y0UslrhqO3x4kk4iay4TNrhpwwSNLYDLBffck1hw+49/uPD7DS5ICAA1QtbWZ4B9OyQoabrkKA00qbm94oorGD9+PM8++yzbt29Pdk2iEbp3z+y97dy736vb9qt64Itg9yX19TM931Q4UsYlJUrdmsc77kizm6JM1OB6vcn9O9FkJmlsa112WYxu3VRKS228887Rr97KPKEvyTfBvec97KEdxF1tCLW7MqmvbbWMm9TcPvnkk3Tp0oV//etfnHXWWUyaNIm33nqLiqacWyiaJScnx+gSDGML7SB77d0ABLr9mlje8KS/RybnmypHyvjFF50EgwpDhsQ59VQD19oeiUkaXIej4Vta6cZkjS2AwwE33pj4peqFF1xH3fdW5gl9Sb6AGsO7+a8ABLvcCvbkHs9otYyb1Nyed955vPDCC3zzzTc8+OCDADzyyCOMGTOGW265henTp6f39jMWsmzZIqNLMIamkrPyJmyxSqK5wwh0+7Uub5Ox+aZQfRkHAvDvfyd2SLjjjojxa22PxAQNblVVpaHvb8bGttYVV0TJy9PYvNnGF18c+SNgmSf0JfmCZ/dbOAI/ojpbEOp4Q9Jf32oZN+uGssLCQq6++mrefvttPv/8c2666SY2bdrEXXfdxcknn8zDDz/MDz/8kKxahaiTte2fuMq/QbN5qR7wAtiM2B9K6OXjjx1UVSl06aIyYULM6HKOzgQNrmFM3NgCZGfD1Vcn9lWu3Y5OiJRTw3g3PQFAoOvdaA5rXWXVQ9J2S3C73WRlZeF2u9E0DUVR+PLLL7nmmmu45JJL+PHHH5P1VuIAJ510qtElpJzdvxrfj48A4O/1f8R9PXV7r0zMN9Xqy/jVVxONxDXXRLGZYU+XNG5wCwubfvx0s5i8sa11ww0R7HaNOXMcrFpV/2CUeUJfmZ6vZ8fL2EPbibvbEez0M13ew2oZN+vHht/v53//+x/XXXcdY8eO5W9/+xsdOnTg6aef5ttvv2XOnDk89dRTlJWVcf/99yerZnGAjRs3GF1Caqlhclf8rO4UslDHn+r6dhmXrwEOzXjVKhuLFtlxODQmTUrxaWTNkaYNbk1NTcrf0yqNLUDHjhoTJyY+PXjjjfo/IZJ5Ql8ZnW88gHfzX4DEvSXYs3R5G6tl3KTm9osvvuCOO+5g9OjRPPjgg9TU1PDAAw8wZ84c/vnPf3LWWWfhdDqx2+2cffbZ3HzzzaxZsybZtQtg795dRpeQUr4fH8XhX4nqbEF1v2eStoH1kWRavkY4NOPXXks0EBMmxGjdWjOipKZLwwY3HA6l9P2s1NjWuvLKxC9ZH33kIFrP71syT+grk/PN2v4C9she4p4uhDpcq9v7WC3jJjW3v/zlL1m+fDnXXXcdU6dO5b333mPy5MkUFBTU+/g+ffpw3nnnNatQUT+PR5/f4tKRs+xbsrY+DUB1v2fQ3G10f89MytcoB2YcDMJ77yWa22uvNdFV2wOlWYNrt6dwXYcFG1uA006L07KlSkmJja+/PvzGMpkn9JWp+SrRSrxbngKgpsd9YNNv3bfVMlY0TWv0pZH58+czYsQIPepJC/G4SlmZAR/liSNSopUUzDsJe2g7wfbX4u//jNElCR1Mnerguuuy6NhR5Ycfasyx3vZIAgHyrpmEa86sw76Vykbvmmuu4LXX3tH9faza2NZ6+GE3zz/v4oILorz4YoqvhouM5N34GL5NTxDz9aJ81PyMP7ShsNDX4F/Wm/Sjw8qNrdlMnfqR0SWkRPa6XycW1Gd1pab34yl730zJ10gHZjxlSmJP1nPPjZm7sYW0uYK7d+8e3d/D6o0twGWXJT5JmD7dQVXVwd+TeUJfmZivEimtO42spsdDuje2VsvY7D8+RAZw7f0Qz+630bBRNeBF2QbFosJhmDEj0dyed55JlyQcKk0aXF1lQGMLMHCgSu/eccJhhalT0+BgDGFp3i1PYYv7ieYMJtL6fKPLMR1pbk2uS5fuRpegK1toFzmr7wAg0O1uYvmp/dTA6vmmg9qMZ8+24/crtGunMmzYUY6DMhuDG1yvno1lhjS2kLh39ZxzErsmfPHFwc2tzBP6yrR8baHdZG1/AYBAj4dA0b9Vs1rG0tyaXGFhS6NL0I+mkbP6l9hiFURzhhLonvrt5Cydb5qozXjKlMSNZJZYknAoAxtcp1Onm1AyqLGtNW5corn9+uuDd02QeUJfmZavd/OTKGqIaN4IIi3PSsl7Wi1jq/0IyThLliwwugTduHe/jav0CzSb27BTyKycb7pYsmQBqkrd8aa1V8csx6AGt7KyIumvmYmNLcDQoSotW6pUVyvMn79/DaTME/rKpHxtwa14dr4CQM1xv9V9u8taVstYmluRlpRIMdnr7wMg0P1e4tm9Da5I6GnNGhulpTa8Xo0TTogbXY5+rLAGN0MbWwCbDcaOTYzPmTNl3a1IPt+mJ1C0KJHC04kWjjG6HNNqUnO7Zs0aPv3004O+NmfOHCZPnsxll13GK6+8kpTixLGNGDHa6BJ0kb3219ii5cSyBxLocodhdVg133QyYsRo5sxJXAUbOTKOS7+tHNNDihvcgoLCpL1WJje2tc46q3bd7f4rtzJP6CtT8rXXrMe96y0Aao57OKXvbbWMm9TcPvnkk0ydOrXuz9u3b+eXv/wlO3bsAOCJJ57gnXdSsK+iYPv2rUaXkHSuos/w7P0ATbFT3f9ZQ5Yj1LJivulm+/atfPtt4irYmDEWXZJwqBQ2uMFgkhplaWwBOOWUxBjdsMFOSUniI2OZJ/SVKfl6Nz6Ggkq41URieSek9L2tlnGTmtu1a9cybNiwuj9//PHH2Gw2PvzwQ9577z3Gjx/P22+/nbQixZHt2rXD6BKSSolWkL32bgCCXW4jljvE0Hqslm862r59J99/n7gKNmaMhZckHCpFDW4olIQDB6SxrZOfD336JMbpDz8kfoTKPKGvTMjXUbUscVEHJbGvbYpZLeMmNbfV1dXk5+fX/Xn27NmMHj2awsLEx1+jR49m61Zr/RaQrpxO465q6sG34bfYw7uJZXWnxoDdEQ5ltXzT0c6drfH7FfLzNfr3t9AWYA2RggbXZmvmDSnS2B6mdl34woWJX8pkntBXJuTr3fgoAOG2lxDPGZDy97daxk1qblu1asXGjRsBKCoqYtWqVYwevX+9Rk1NDTbL7eWTnsaNO8foEpLGWfYNWTtfBsDf7xmwG3/WtZXyTVcu1ykAHH98HHsmni6pc4PbqlWbptcmjW29hg8/uLmVeUJfVs/XWToLd8kMNMVuyJaXYL2Mm9SBnnHGGbz++us8+uij3HrrrbhcLsaNG1f3/XXr1tGpU6ekFSmObMaMKUaXkBzxADmrbwMg2PEGooUnG1xQgmXyTWPTpyc+Dhs0KIOWJBxKxwa3qGhv02qSxvaIapvbpUvtRCIyT+jN0vmqMbLXJxraYMefEff1NKQMq2XcpOb2zjvvZNy4cXz88ceUlpby+OOP07JlYgNgv9/P9OnTD7qSK/QTj1ujIfBtfAx7cDNxd3tqej5idDl1rJJvOtuypQBIHG+a0XRqcDVNa3wt0tgeVY8eGgUFGqGQwtq1NpkndGblfD27XsXhX4XqyCfQw7ileFbLuEkb9fl8Pv7617/W+z2v18s333yDx+NpVmGiYTp27GJ0Cc3mqFxM1tZnAPD3fQrNkWtwRftZId90Fo3Czp2J5nbAAGtNrk2yr8HNu2YSrjmzDvpWbYPb2MYyK6uRy3uksT0mRYHevePMm+dg/XobvXrJPKEnq87DSrQS349/BKCmxwNoziRu29dIVss4KQtjq6ur67p+m81GTk6O5RYnp6t27dobXULzqBFyVt+Kgkqo7aVEWk0wuqKDmD7fNLdunY1o1EZurkbXrk24wmhFSb6C63Y34kKDNLYN1rNn4pOGDRtsMk/ozKr5ejc/iS1aSszXi1DHGwytxWoZN7m5XbFiBTfccAODBw9mxIgRLFiQOLqtrKyMm2++mfnz5yetSHFkCxfONbqEZvFu+XviIxlnIf7efza6nMOYPd90t359Ygrq2zeeqlMmzSGJDW5FRXnD3lMa20bp1SvR3K5fb5N5QmdWzNcW2EjWtn8BUNPrMUP3cwfrZdyk5nbx4sVcddVVbN26lfPPPx9V3b9WrrCwEL/fL4c4iGOy+9fh3ZRoaP29/4TmamlwRSLVtm1LTEFdushV28Ok8iQzaWwb7cArt0I0Vvb6hxPH7LY4k0jLs4wux3Ka9LfyqaeeokePHkydOpW77rrrsO+PGDGCZcuWNbs4cWzDho00uoSm0eKJ5QhahHDLswi3vdzoiupl2nxNYvv2xOXazp0z/GayI0lCg5ufX3D095DGtklqr9xu2mRj0CCZJ/RktXnYWTYbd/GnaIodf6/HjC4HsF7GTWpuV6xYwcUXX4zL5UKp57PENm3aUFJS0uzixLEVFe0xuoQm8Wx/EWflAlR7Nv4+T5Gun0mbNV+z2Lo1MQVJc3sUzWxww+GjnFAmjW2Tdeig4XRqxGIKa9c2cOmHaBJLzcNanOx19wH7tv7K7mNwQQmWypgmNrcOh+OgpQiH2rt3L16ZEFNi+/YtRpfQaLbgVrJ/TGz3VdPzEdSs9N0T2Yz5mkntsoTOnWVZwlE1o8ENBoP1v6Y0ts2iKNC6dWLcrl0rF3P0ZKV52LPzgK2/ut9ndDl1rJQxNLG5HTx4MDNmzKj3e4FAgA8++IDhw4c3qzDRMIpisvVemkbOmjtQ4jVE80cZfofosZguXxNRVdi5M3HFvlMnuXJ7TMlcgyuNbVK0aZNobisrJSs9WWUePnDrr0CP+9FcLQyuaD+rZFyrSf82t99+OytXruTGG2/km2++ARKnkr333ntcfPHFlJWVccsttyS1UFG/CRPON7qERnHv/R+u0q/QbG6q+z0Daf4Xymz5mkl1NUSjiea2VSu5ctsgTWhw27Rpe/ADpbFNmtatE7+UdexorfWK6cYq87B381+wRUuIeXsS7Pgzo8s5iFUyrtXkK7cvvPACW7du5d577wXgiSee4OGHH0ZVVV544QX69EmPdSRWN3PmVKNLaDAlVo1v/YMABLr+yrBjBhvDTPmaTUVForF1OmPImS+N0MgGt7i4aP8DpLFNqtpfyubO/dHgSqzNCvNwYuuvfwLpsfXXoayQ8YGadEIZwKhRo5gxYwZr1qxhy5YtaJpGp06dGDBgQL03mQl9RKMRo0toMO+mP2MP7yae1ZVA1zuNLqdBzJSv2VRVJeYJn08ybrRGnGRWd3+ENLZJV7vmtqIivRoVq7HCPHzQ1l+txhtdzmGskPGBmv2ZcN++fZkwYQITJ05k4MCBKW9sN27cyPXXX8+QIUMYPXo0f/7zn4lErPUf6WjatetgdAkNYq9ZT9a2Z4HEnrbYzXGpziz5mlFlZWKuyM2VJQlN0sAruB6PRxpbnfh8ibFrt6fPkeFWZPZ5OB23/jqU2TM+VIOu3C5cuLBJL673TWWVlZX85Cc/oWvXrvzjH/9g7969PPHEE4RCIX7729/q+t7pokuX7kaXcGyaRvbaX6NoMcItx6fdEbtHY4p8Taq2uW3Rwg7IDWVN0oAruF6HUxpbndQup3E6c5ExrB9Tz8NanOx19wMQ6nhD2mz9dShTZ1yPBjW311xzzUFXZDVNa9AV2jVr1jS9sgZ4++23qamp4ZlnniE/Px+AeDzOI488wi9+8QvatGmj6/ung3nz5jBx4oVGl3FUrqKPcZV9jWZzJ67amogZ8jUrvz/xv9FoKSBXvprsGA1ult2OKx4/7GnS2Daf25343927y4B8I0uxNDPPw56dr+Hwr0R15FPT/X6jyzkiM2dcnwY1t6+++upBf45EIjz55JOEQiEuv/xyunXrBsCmTZt47733yMrK4te//nXyqz3EN998w6hRo+oaW4AJEybwu9/9ju+++46LL75Y9xrEMcRryF7/AACBLnegeq3126FoOm3fagRbem+YYQ5HaXBt0tjqxu1ODOJo1G5wJSIdKdEKfBtrt/66L622/rK6BjW3J5544kF/fvzxx3E6nbz77ru4a391BcaOHcvkyZO5+uqrmTNnDqNHj05utYfYtGkTl1xyyUFfy83NpVWrVmzatEnX904XQ4em937C3s1/xR7aQdzTmUC3u40up9HSPV8ryM3NA2TdbbMdpcE9kDS2yVO7ld3Kle2BamOLsTCzzsO+Hx/BFikm5utFsOPPjS7nqMya8ZE0abeEKVOmcPPNNx/U2NbKysriggsu4LnnnuO++/Q9faOqqorc3MM/zszLy6OysrLJr1taWsr48Ym7GVu1ak15eRmxWAyXy0VOTi6lpYnTaHJyctA08PsTk1rLlq2orKwgGo3idDrJy8unpKQYgOzsbBTFRnV1FQAtWrSkurqKSCSCw+GgoKAFxcV7AfD5fNjtDqqqEv8OhYUtqKnxEw6HsdvttGjRkqKixGNtNhs5OblUVlYAUFBQSDAYIBQKYbPZaNWqNXv3Jo7Vy8rKwu32UFGROCoyP7+AcDhEMBhEURRat25DcfFeVFXD4/GQleWlvLxsX6b5RKMRAvu2GGrTpi0lJUXE4yputwefz0dZWSmQaFZisRiRQCltlbUoCpQpTmriE+rJMBdVVamp8e/LsDUVFYm8D88wB6g/b4fDQX5+ISUlRfsyzMZmqz9vu91OYWHLury9Xh8Ox6F51xAOh1DVOO3adajL0Ov14nS6jpC3QqtWbSgq2oumaUfNuzbD4uIiVFU9Zt6tW7ehtLSEeDyO2+3G58s+KO94PEZNTc2+MduG8vLSI4zZXDRNxe+vzftoYzYHRYHq6uojjNnCum2mDs27sLAFfr+fSOTwMev1+nA6nWzeHAEKWbEiwnnnVREO1zdmvbjdLioqavMuIBgMEQrtH7O1eXs8WWRleSgvr807n3A4QjC4f8zW5u12e/B6fZSXlx6Qd5RAoOawvF0uN9nZ+/M+dMym2xzhUBTaFLbAtq/eeXY75++7ehvKySEGBCddlBZzRG3erVq1oaysNm/zzBFbtzqBPADOOmvHvsfKHJGsOaI2Q5fLjaIoppojbLEKcsPLAIjk5lHqPztt5ojD8/YSjUaJRqP1jNn0mSP+85+X6NixYTe+Nam5DQaDFBcXH/H7xcXFRz7y0QRatGjB55/PNrqMBpk69aP0XCejaeQtuQRX6RoiLc6gcugHifMqTSZt87WAt992cPvtWXTpspMpU2TNbVIFAuRdM4noiJGc/MUM3jpzPM4F8+WKbZJ98IGDm27KomfPIj7/PMvocizLdPOwGqVg/ik4/BBqP5nq/v8yuqJjMkPGhYW+Bj+2Sc3tqFGjePXVVxkwYABnnXXWQd+bMWMGr776KieffHJTXrpRcnNz635jPFBlZSV5eXm6v784MlfxVFylX6ApTvy9/2zKxlYI0/J6qXz7f+B0whczCPzmAYhGE38WSRMOJ/7X640A0tyKhKxt/8ThX4XqLMTf81Gjy8lITWpuf/e733Httddyxx130KpVK7p06QLAtm3bKCoqonPnzjz88MNJLbQ+3bt3P2xtbXV1NcXFxXTvnhk3Lp19dhoemRcPkr0usSQl2OV2U5xEdiRpma9FuFyJ/83JaQOY95OetLWvkW3dus1BfxbJEwolfmnv2LENEDK2GAsz0zxsC27Dt/FxAPw9HzXNTWRmyrghmnSfcps2bfjkk0+477776NmzJyUlJZSUlHDcccdx//338/HHH9O2bdtjv1AznXLKKXz//fdUVVXVfW369OnYbDbdb2ZLF7Nnf2F0CYfxbnkKe2grcXcHarrfY3Q5zZKO+VpFfn7iJrKdO+VGHD3Vru0TyVd75baycrexhVicaeZhTSN77a9Q1ACR/NGE2082uqIGM03GDdTk43fdbjc/+clP+MlPfpLMehpl0qRJvPbaa9x666384he/YO/evfz5z39m0qRJGbHHLVC3ED5d2AKb8W55CgB/78fA3vA1Muko3fK1ktqTyfx+J7Jbgn7i9WwFJpKj9sqtomTOqZhGMMs87Cr6BHfJjMRyvH7/z1TL8cyScUOZeofJvLw8XnnlFex2O7feeit//etfufTSS3XfpSGdtG6t/xXyxshedx+KGiZSeBqR1hcaXU6zpVu+VlK7LD4UOnzXFZE89e1qI5KjrCzRvLRu3eTrRKIBzDAPK7Eqstf9BoBA1zuJ+3oZXFHjmCHjxjD938gePXrw8ssvG12GYXr2TJ+j/FzF03GXTENTHPh7P2mq31qPJJ3ytZraK7c1NQ5UVQ5z0IvPl210CZZVVJSY43r1khuY9WSGedj746PYw7uJZ3Uj0M18y/HMkHFjyI8Tk/vuu1lGl5AQD5G97l4Agp1vJZ7d2+CCkiNt8rWgvLxEc6tpCs3YllocQ+2+kSL5apvbsrKVBldibek+DzsqF5O1/QUAqvs+BXbz7ZyR7hk3ljS3Iim8W/+BPbiZuLsdge6/MbocYQIeD7RooQKwY4dMRcJ89u5NNLf5+bLbR8ZSY2SvuRMFlVDby4i2GGt0RQJpbk1v0KDjjS4BJbwX75a/AVDT81E0R47BFSVPOuRrZZ07J67ebtsmU5FeEscbCz0UFSXG7fDh3QyuxNrSeR7O2vECzuqlqI58/L0eN7qcJkvnjJsiKT9Rqqur5Y5cg9QeSWkk36YnUOI1RPNOINz2UqPLSap0yNfKOnVKXLndvt3867PTVTweM7oES/L7obIyMW69XllXo6d0nYdtoZ14f0wc0lDT8/do7tYGV9R06ZpxUzW5uV2xYgU33HADgwcPZsSIESxYsACAsrIybr75ZubPn5+0IsWRbdy43tD3t9dswLPzZSBx1dYKN5EdyOh8ra5z50RzK1du9VNTU2N0CZb044+JMduypUpR0RqDq7G2dJ2Hs9fdiy3uJ5p3IqEO1xldTrOka8ZN1aSfKIsXL+aqq65i69atnH/++aiqWve9wsJC/H4/77zzTtKKFOnL9+PvUbQ44VYTiRacZHQ5wmRkWYIwq/XrE2O2Vy/1GI8UVuQqnoa76BM0xU5137+DInNYOmnSf42nnnqKHj16MHXqVO66667Dvj9ixAiWLVvW7OLEsY0bd45h7+2omIe7aAoaNmqOe8SwOvRkZL6ZoFu3RGOwYYP8YNBLq1aZcaBNqtWO2Z49VZkndJZ2+cZryF6b2O4r2OU24jkDDC6o+dIu42Zq0k+UFStWcPHFF+NyuVDq+Ri6TZs2lJTIkY+pMHfuN8a8saaRvf4hAEIdrrXM1l+HMizfDDFgQKK53bzZRrWcwquL8nLZCkwPB165lXlCX+mWr2/j49hD24l7OlPT/V6jy0mKdMu4uZrU3DocjoOWIhxq7969eL3eJhclGs7vN6YjcBV/irNyAZrNS6D7/YbUkApG5ZspWrTQKCxMrAldtcpucDXWFIvJDWV6OPDKrcwT+kqnfB1VS8ja9iwA/j5/Mf0R87XSKeNkaFJzO3jwYGbMmFHv9wKBAB988AHDhw9vVmGiYVq0aJX6N1Wj+Db8DoBAl1+ietqlvoYUMSTfDNOzZ+Iu3eXLZWmCHlwul9ElWE5VFWzcmBiv/fqpMk/oLG3yVcPkrLwJRYsTanMxkVZnG11R0qRNxknSpJ8mt99+OytXruTGG2/km28Sl7LXrVvHe++9x8UXX0xZWRm33HJLUgsV9evff1DK39Oz8xUcgR9RnS0Jdr0j5e+fSkbkm2lGjEh8yrNihVy51UNOTq7RJVjOokV2NE2hSxeV1q01mSd0li75+jY+gaNmDaqrFf4+fzW6nKRKl4yTpclXbl944QW2bt3Kvfcm1ps88cQTPPzww6iqygsvvECfPtY6pzhdffPNlyl9PyVWjW9TYqPqmh73WerAhvqkOt/M9AMAy5bJlVs9lJbK/Q/JtnBh4hex4cMT+7vLPKGvdMjXUbmQrC1PAVDd9+9orhYGV5Rc6ZBxMjma+sRRo0YxY8YM1qxZw5YtW9A0jU6dOjFgwIB6bzIT1pC19R/YIsXEsroT6nC90eUICzjuuETztXatnZIShZYtNYMrEuLoDm1uhcXFg+SsurnuiN1I6/OMrkgcQ5Mulaxbt67u//ft25cJEyYwceJEBg4cWNfYTp8+PTkViqPq1y91HyUo4b14t/4DSJzGgs2Zsvc2SirzzVQjR/aib99Ek/Ddd7I0IdlkWUJyxeOJZQmwv7mVeUJfRufr2/h/OGrWE3e1wd/nSUNr0YvRGSdbk5rbSy65hOeff77eHRMqKiq48847693/ViRfKu+EPvCY3UjrC1L2vkaSO831F4vFOOWURJMwZ440t8mmaXLIQDKtXGnD71fIztbo2zeRrcwT+jIyX0fFfLL2XdTx93sazVloWC16stoYblJze9FFF/HUU08xadIkNm3aVPf1L774gnPPPZfZs2fzwAMPJK1IcWTr169OyfvYa9Zb+pjdI0lVvpls/frVnHxyYmKdM6fJK6XEEfj91joz3mgzZybG6CmnxLDv+11M5gl9GZZvPEDOqptQ0Ai1u4pIqwnG1JECVhvDTfpJ8sc//pGzzjqLBx98kIsuuohbb72V9evX8+mnnzJ06FCeeOIJunTpkuxahYF8G+SYXaGfk06KY7drbN5sY8cOhY4dZd2tSE9ffJH4sTlunKy3tTrfj4/gCGwk7m6Pv/cTRpcjGkHRNK3JP0Wqq6u54YYbWLFiBQC/+MUvuOOOO0x/Q1k8rlJWVmN0GQ0SCgXxeLJ0fQ9HxTwKFp6Fho3yUfMtexpZfVKRb6arzficc7wsXGjniSdC/PSnUaPLsoyrrrqUN9983+gyLKGoSGHgQB+aprBihZ82bRI/PmWe0JcR+TrLviV/0UQAKob+j2jLcSl9/1QzwxguLPRhtzdswUGT994JBAI8+eSTLF++nN69e+PxePjf//5Xt++tSI1Fi+br+wYZcszukeier6jL+JxzEg3tp5/K0oRkqqysMLoEy/jqq8T+toMGxesaW5B5Qm8pzzfmJ2d1Yq/+YIefWL6xBeuN4SY1t/PmzeO8887jww8/5O677+aDDz7gww8/pEOHDtx00008+OCDss4rRfT+weUq/iwjjtk9EmkM9Feb8bnnJtbdfv+9neJic3/6k06iUbkKniwzZiR+8TrzzINvvpF5Ql+pzjd7w2+xB7cQ93Siptf/pfS9jWK1Mdyk5vb6668nLy+PDz74gBtvvBGbzUbXrl156623uOeee/j00085//zzk12rqEd+foF+L66p+DY+BkCgyy2WPmb3SHTNVwD7M+7cWWPIkDiqqjBtmly9TRan0/pb9qVCZeX+9bbnnHNwcyvzhL5Sma+zdBZZO14CoLrfM2iOzNhKz2pjuEnN7S233MK7775Lz549D/q6oijccMMNfPDBB7RoYa3TO9LV0KEn6vbaruKpOPwrUe05BLv8Urf3SWd65isSDsy49urtlCnS3CZLXl6+0SVYwiefOAmHFfr0iTNgwMHbq8k8oa9U5avEqshZfSsAwY43EG1xekreNx1YbQw3qbm97bbbcDiO/MOnR48evPTSS00uSjTc11/P0OeFNQ3vpj8BEOz8C8vu7XcsuuUr6hyY8bnnJj5C//ZbO3v2yNKEZCgpKTa6BEt4773Ez7xLL40dthOizBP6SlW+vvUPYQ9tJ57VFX/PP6bkPdOF1cZwUg9zj0QiTJs2jVtuuYUxY8Yk86VFirlKpuOsXoZm9xHsfKvR5YgM0b27xoknxojHFd56Sz5OF+lh2zaFefMcKIrGpZfKGmYrcpZ8Qda+vdyr+/0THNnGFiSapdmf/Wmaxty5c5kyZQozZ87E7/dTWFjIOeeck4z6xDH07t0/+S+qaXg3Jvb0C3a6Ec2VuUtMdMlXHOTQjK+9NsqCBQ5ef93J7bdH6jbKF02TnZ1jdAmm9/77iV+0Tj45Tvv2h++eKfOEvvTOV4lWkLM6sfQu0OkmooUn6/p+6chqY7jJze3KlSuZMmUKn332GSUlJSiKwsSJE7n66qsZMmSI6fe6NYuG7vnWGK6Sz3FWL0nskNDltqS/vpnoka842KEZn3dejIce0ti+3cbs2XbGjpXN8ptDpuLmiUbh1VcTze3ll9d/1VbmCX3pnW/2+vuxh3cRy+pOTc/f6fpe6cpqY7hR/zbbt2/n2Wef5eyzz+ayyy5jxowZnHfeeTz11FNomsb48eMZOnSoNLYptHr1iuS+oKbh3VR71fZnaK6WyX19k0l6vuIwh2aclbW/iXjlFVma0FzV1dVGl2Bqn33mYNcuGy1bqlxwQazex8g8oS8983Xt/QjPrjfQUKge8BzYfbq9Vzqz2hhu8JXbK664guXLl1NQUMD48eN59NFHOeGEEwDYtm2bbgWK1HKWfoGzahGaLYtAl9uNLkdkqGuuifLCCy4+/9zB9u0KnTrJcbzCGM8/7wLguuuieDwGFyOSyhbcTs7qxM+5YNe7iOWPNLgikSwNvnK7bNkyOnTowB/+8AcefPDBusZWGOvUU89M3otpGr7aq7Ydf4rmbp281zappOYr6lVfxr17q4wZk7ix7J//dBlQlXW0aJHZn740xw8/2Fi0yI7LpXHddUe+kUzmCX3pkq8aI3flz7DFKojmnUBNjweT/x4mYrUx3ODm9uGHH6ZVq1b88pe/ZPTo0fz2t79l3rx5aJpcUTHSihVLk/ZazrKvcVYuRLN5CHS9M2mva2bJzFfU70gZ33FHBIA33nBSVCRLnZqqurrK6BJM68UXE79YXXxxjNatj/yzTuYJfemRr3fzn3FWzEW151A14N9gy+wlUFYbww1eljB58mQmT57M9u3bmTJlCp9++invvvsuLVu2ZMSIESiKImttDVBWVpKcFzroqu31aO42yXldk0tavuKIjpTxmDFxjj8+zuLFdl580cmDD0ZSXJk1RCKSW1Ns2GDj448TPyJ//vOjZyjzhL6Sna+z/Hu8m/4MgL/vU6jebkl9fTOy2hhu9O1xnTp14pZbbmHq1Km8//77nHPOOSxYsABN03jkkUd4+OGH+frrrwmHw3rUKw6Rk5OcowGd5d/grJiHZnMT7HJnUl7TCpKVrziyI2WsKPuv3v7nPy4qK1NZlXUc7cAdcWRPPulCVRXOPjvKwIHqUR8r84S+kpmvEi0nZ+XPUFAJtbuScLvLk/baZma1MaxoSVhXoKoq8+bN45NPPmHmzJnU1NSQlZXFkiVLklFjysXjKmVlNUaX0SCRSASXq/lrEvMWTsBV8R3BTjfi7/OXJFRmDcnKVxzZ0TJWVTjtNC9r19r59a/D/PrXchWysSZPvow33njP6DJMZdUqG6efnrhr/uuva+jf/+jNrcwT+kpavppG7vJrcRd9TCyrOxUj56A5ZB9oMMcYLiz0NXjLsqRsbGaz2TjppJN44okn+P777/nb3/7GyJFy12EqfPHF1Ga/hrPsW1wV36EpLgJd70pCVdaRjHzF0R0tY5sNfvWrREP77LMu9u6VpU+NVVxcZHQJpvOnPyV+yF94YfSYjS3IPKG3ZOXr2fkK7qKP0RQn1QP/I43tAaw2hpO+a6/b7WbixIn861//SvZLC53U7msb6nANqqeDwdUIcbDzz48xbFicQEDhz39O7ysLwvwWL7YxfboTm02TTwosxO5fS/a6ewGoOe53xPKON7gioSdrHUmRgXr27NOs5zvLv8dV/g2a4iTQ9e4kVWUdzc1XHNuxMlYU+P3vE2v433jDyZo1Mm01hs+XbXQJpqGq8OCDic1sL7ssRs+ex75qCzJP6K3Z+cZD5K74KYoaJNJiLMEuv0xOYRZitTEsPyVMzu1u3q7i3k1/AiDU/mrUrE7JKMlSmpuvOLaGZDxiRJxzz42iqgqPPOJOQVXWYbPJNN9Q77zjYNEiOz6fxgMPNPymaJkn9NXcfH0bHsbhX4nqbElV/+dBkb8Th7LaGJb/wia3cuXSJj/XUfkDrrKv0RQHgW5y1bY+zclXNExDM37ooTBOp8ZXXzmYPt2ub1EWIvvcNkxFBfzxj4lfnO65J0y7dg2/11rmCX01J19X8TS8258HoLr/v2SbyyOw2hiW5jaDZW19BoBw20tRs7oYXI0QR9e9u8YvfpFYA3nvvR6qqw0uSFjKn/7kpqTERq9ecW688cinkQnzsIV2k7PqZgACnW8h0mq8wRWJVJHm1uROPvn0Jj3PFtyOu+hjAAKy/uiImpqvaLjGZHzPPRG6dlXZvdvGo4/K8oSGKCxsYXQJaW/5chv//W/ihKrHHw/jbORhVTJP6KtJ+WoqOat+gS1aRjRnEDU9H0l+YRZitTEsza3JrVu3uknPy9r+AooWJ1IwhnjOoCRXZR1NzVc0XGMy9nrhb38LAfDf/7qYN0+WJxyL3+83uoS0FgrBrbd6UFWFCy+MMmZMvNGvIfOEvpqSb9aW/4erbBaazUv1wP+CTX4ZPhqrjWFpbk2uuHhv458U8+PZ+TIAwc63Jrcgi2lSvqJRGpvxySfHmTw5sTzh7rvdhEJ6VGUdkYicFnk0jz/uZt06O61aqTz2WNOyknlCX43N11H5A76NfwTA3+dJ4r6eepRlKVYbw9LcmpzX62v0czy73sAWqySW1Z1Iq7N1qMo6mpKvaJymZPy734Vp3Vrlxx/t/OEPckXmaOx2ubp9JN9/b+e55xJrEJ56KkTLlk07sFPmCX01Jl8lVpXY9kuLEWpzMaH2V+tYmXVYbQwn5fhdqzHT8bvxeLxxP7y0OIXfHY89uJnqPn8h1OlG/YqzgEbnKxqtqRl/+aWdK6/0AvDyy0EmTowluzRLuPrqy3n99XeNLiPtVFfDaaf52L7dxtVXR/jb35p+hVvmCX01OF9NI2flDXj2vE/c05nykd+iOfN1r88KzDCGU378rjDOjBlTGvV4V/F07MHNqI58Qu2u0qkq62hsvqLxmprxGWfEueWWxPKEO+/0sGOHHM1bn6Iia33cmAyaBvfc42H7dhudO6v84Q/NW7oh84S+GpqvZ/sLePa8j6bYqRr4kjS2jWC1MSzNbYbJ2vYsAKGO14FDTi4S5vbAA2GOPz5ORYXCTTd5iMnFW9EAL7zg5MMPnTgcGs8+GyJbpkLTc1TMJ3v9AwDU9PwjsfyRBlckjCTNrcl163Zcgx/rqFqGq/xbNMVBsNMvdKzKOhqTr2ia5mTscsFzzwXJydFYsMAh24PVw2pr6Zpr7lw7v/99Ypw88kiYESMavzvCoWSe0Nex8lUixeQu/wmKFiXU5mK5UboJrDaGpbk1uby8/AY/tvaqbbjNhaieDjpVZC2NyVc0TXMz7tpV46mnElsm/POfLt5+25GEqqzD2dhNWy1szx6Fn/3MQzyucPHFUX72s+Qc1iDzhL6Omq8aI3f59djDu4j5euHv9w9QZIlSY1ltDEtza3JLl/7QoMfZQrtx73kfkO2/GqOh+YqmS0bG558f4+67E+smf/UrD3PnpveNEalUWVlhdAlpIRiEn/40i+JiG/36xfnrX0NJ64FkntDX0fL1bfwjrvJv0Ow+qga9gebISWFl1mG1MSzNbYbw7HgRRYsRzR9JLG+Y0eUIkXS/+U2E886LEo0qXH+9hy1b5OqNSIjH4aabPPzwg528PI3//jeIT1ZrmJ6r6FO8W54CoLrfs8SzextckUgX0tya3KhRpxz7QfEAWTv+DUBArto2SoPyFc2SrIxtNvjHP0IMGRKnrMzG1VdnUV6elJc2tYKCzD5+V9Pg/vvdTJvmxO3WePXVIN26JXcHTJkn9FVfvvaaH8lZdRMAgc63EG57carLshSrjWFpbk1u8+Yfj/kYz+63sUXLiWd1JdL63BRUZR0NyVc0TzIz9nrh1VeDtGunsn59Yh/c6uqkvbwpBQLm2LNbL3//u4uXX3ahKBr//GeIUaOafwPZoWSe0Ndh+cZryF1+DbZYFdH8UdT0/KMxhVmI1cawNLcmt2fPrqM/QFPJ2vZPgMQOCYqsRWyMY+Yrmi3ZGbdtq/H220EKC1UWL7Zz9dVZBAJJfQtTCYcz93ziN95w8vjjiZ0RHnsszHnn6bNXnMwT+jooX00jZ82dOPyrUF2tqRr0CtjkpsnmstoYlubW5Nxuz1G/7yqZiaNmPao9h1CHa1JUlXUcK1/RfHpk3LevyjvvJLYImzvXwfXXZxFu3j79pmWzZeY0/8YbTu6+O9HY3n57mBtuSM7OCPWReUJfB+br2fESnt3vJA5qGPQKqrutgZVZh9XGsBy/Ww8zHb97LHmLLsBV9jWBzrdS0/txo8sRIqXmz7dzxRVZBAIKEyZEefHFEC6X0VWl1jXXXMFrr71jdBkp9eqrTu65J/HD+oYbIjz2WFh2h7IAR8UC8n+YgKJF8ff8P4JdbzO6JJFCcvxuBpk27eMjfs8W2ISr7Gs0FIKd5dCGpjhaviI59Mx4xIg4r74axO3WmDbNydVXZ+H36/Z2aWnv3j1Gl5BS//nP/sb2xhtT09jKPKGvadM+RomU1B3UEG59IcEuvzS6LEux2hiW5tbkjnbh3bPrdQCiLcaiZnVNUUXWIh9s6E/vjE85Jc5rrwXxejVmzXJw2WVe2UXBov71Lyf33ZdobG++OcIf/5iaK7YyT+hMi5O74qfYwzuJeXtS3f9ZOaghyaw2hqW5NbnOnbvV/w01hmfXGwAEO1ybwoqs5Yj5iqRJRcannRbnf/8LUFCgsWiRnQsu8LJ7d2b8cMzK8hpdgu7icXjwQTe/+12isb3ttjC//33qliLIPKGvU/K/xFU2K3FQw2A5qEEPVhvD0tyaXKtWrev9uqt0JvbwblRnCyKtJqa4Kus4Ur4ieVKV8bBhKh9/HKBtW5W1a+2ce66X1autPwW63dZeZFxTA9df7+HFFxP/ng8/HOahhyIpvbAn84R+XEVT6VrzGgDV/Z4hnt3H4IqsyWpj2Pozu8UtWjS/3q97diYmg1C7SWBzp7IkSzlSviJ5Uplxnz4qn34aoHt3le3bbUyc6OWzzxwpe38jVFRUGF2CbvbuVbjwQi/TpycOaHjppSC33ZbaxhZkntCLLbCRnFWJ+0UCnW8m3PYSgyuyLquNYWluLUgJ78VVMg2AkCxJEOIgnTtrTJ1aw5gxMQIBheuvz+LJJ12oqtGVicb44QcbZ5/tZdkyO4WFKv/7X4Dzz9dnH1thgHiAvGXXYItVslftSU3PR42uSJiINLcmd+KJJx32Nc/ut1C0ONG84cSz+xpQlXXUl69ILiMyLiyEd94JcuONEQCefNLN9dd7LLmTQkFBgdElJJWmwQsvODn/fC87d9ro3l1l6tQAJ55o3G8nMk8kmaaSu/ImHP6VqK5WVA38rxzUoDOrjWFpbk1u584dB39B0/DsfBWAUIefGFCRtRyWr0g6ozJ2OODRR8M8/XQQlyuxVdjYsT4WLbLWtBgMWueEsqoquOEGDw895CEWUzjvvCgzZ9bQvbuxd3rLPJFc3k2P4y76CE1xUjnodbYWyxV5vVltDFtrFs9AO3duO+jPzoq5OAI/otl9hNtcZFBV1nFoviL5jM540qQYH30UoGNHlS1bbJx7rpennnIRjxtaVtKEQkGjS0iKJUtsjBvn49NPnTidGv/3fyFeeilEThrcOG/0GLYS957/4dv0JwCq+z1NrGCU5JsCVstYmluTs9sPvhnGs/MVAEJtLpHtUpLg0HxF8qVDxiecoPL11zVceGGUeFzh8cfdXHRRFtu3m3+7MMXk+4GGw/Dooy4mTPCyebONjh1VPvkkwM9/Hk2brU7TYQxbgaNyMTmrbgYg0OV2wu0nA5JvKlgtYzl+tx5mPX5XiVbS4pteKGqQ8uEzieWPMLokIUxF0+Dddx3cd5+HmhqF7GyNBx8Mc911Uex2o6trGjMfv7t4sY077vCwbl0i/IsvjvLYYyEKCw0uTCSdLbSL/AWnYw/vJtxyPFVD3gbFpH/phC7k+N0MMmPGp3X/373nfRQ1SMzXh1jeiQZWZR0H5iv0kU4ZKwpccUWMr76q4YQT4vj9Cvff72HiRC8rVphzuiwq2mt0CY3m98Mf/+hi4kQv69bZadVK5b//DfLcc+nZ2KbTGDaleIDcZVdiD+8m5utL9cB/H9TYSr76s1rG5pytRZ14fP9Ce8+u2hvJrpWjCZPkwHyFPtIx427dNKZMCfD44yFycjSWLLEzbpyXhx92m25HBTN9OKeq8N57Dk46ycc//uFGVRUuvjjKnDk1nHNO+o2TWuk4hk1D08hZdQvOqiWozkIqh7yN5sg96CGSr/6slrE0tybXoUNnAOzVK3BWLUFTnImDG0RS1OYr9JOuGdvtcMMNUb77LrEWV1UVnn/exciRPl5+2Uk0anSFDePxZBldQoMsXmzjnHO83HprFnv22OjcWeXVVwNpe7X2QOk6hs3Au/nPePZ+gKY4qBr0Oqr38GNgJV/9WS1jaW5NrkOHjgB1239FWp2D5mppZEmWUpuv0E+6Z9y2rcYLL4R4++0AXbuqFBXZ+M1vPIwZ4+Pjjx1pf/hDVpbH6BKOatMmhVtu8XD22T4WLbLj9Wo89FCYb7+t4eyzzbFlRbqP4XTl2vsxvo3/B4C/z1NEC0+u93GSr/6slrE0tya3YMH3EA/h2Z24YSQoJ5Il1YIF3xtdguWZJeOxY+N8+20Njz8eomVLlU2bbPz851mMH+/lyy/tpOun/+Xl5UaXUK8ff0w0tSed5OP99xMb9F9xRZR582q4/fYInvTuyQ9iljGcThxVS8ldeSMAgc63EOp45H3ZJV/9WS1jaW4twF00BVusgrinI9EWpxtdjhCW5XIlliosWFDDb34TxufTWLbMzpVXejntNC/vvOMgEjG6yvS2bp2Nm27ycPLJiaZWVRXOOivG55/X8I9/hGjbNk1/SxBJYwvvIXfplShqkEiLM+VoXZF00tya3LBhI3DvSVy1DbW7SrZOSbJhw2Q7Nb2ZMePsbLjnnggLF9Zw000RvF6NNWvs3HZbFsOH+3j2WSfV1UZXmZCfn290CcRi8NlnDi65JIsxY3x88EGiqT377MQJY6+/HmTIkDRf33EUZhzDhomHyF12FfbwTmK+XvuO1j36HquSr/6slrE0tyZXvncjrtKvAQi3vczgaqynuLjI6BIsz8wZt2yp8Yc/hFm61M+DD4Zp3Vpl924bjzziYeDAbG6/3cO8ecYuWQiHjbuUXFys8Pe/uxg+3Mf112cxZ44Dm03jnHOifPllDa++GmLwYPM2tbXMPIZTStPIWX0rzsofUJ0FVA55B82Zd8ynSb76s1rG0tyanLLzQxQtSszXl3h2b6PLsZxt2zYbXYLlWSHj/Hy4444IixbV8Pe/B+ndO04goPD2207OP9/LyJE+/v53F7t2pX6LvmAwkNL38/sT23lddVUWgwf7eOwxNzt32mjRQuX228MsXFjDf/8bYuBA8ze1tawwhlPBu+WvePa8t29nhNdQvT0a9DzJV39Wy9jU56199913fPDBByxbtozt27czefJkfvvb3xpdVkp1tS0AINzmIoMrsSazH11qBlbK2O2Gq66KceWVMRYutPHWW04++sjJ5s02HnvMzWOPuRk2LM6ECTEmTIjRs6c1Gjy/H2bNcvDhhw5mznQQCu3/b3r88XGuvz7CBRfETHWTWGNYaQzrxVU0Bd+PfwDA3+cvRAtPafBzJV/9WS1jUx+/+8QTTzBnzhwGDRrEF198wXnnnZeU5tYsx+8q0XJazD4ORYtSNmqhXLkVIg35/fDppw7efNPJvHkHX0/o0UPl7LNjnHpqjBNOiJOdnfz31+P4XVWFlSttzJrl4Ouv7SxYYCca3f/DsUcPlYsuinLhhTF69bJGAy+azl69goKFZ6HEawh2uhF/n78YXZIwocYcv2vq5lZVVWy2xL/o2LFjOe200zKquXXveoPcVTcT8/Wl/KT5RpdjSV9+OZ0zzjjb6DIsLZMy3rNHYfp0B9OmOfj224MbQodDY/BglZEj44walWh2k3F4wdlnn8706V836zX8flixws7ixTaWLrXz3Xd2SkoO/iHTubPKeefFuOiiKAMHqhl1SGImjeHGUsJFFCw4DXtoB5HC06kc+r9j3kB2KMlXf2bIuDHNramXJdQ2tpnKvfdDQJYk6CkcDhldguVlUsZt22pcd12U666LUl0NX37p4PPPHcyda2fnThuLFtlZtMjOs8+69j1epW/f2n/i9O2r0rmzSl5ew0/YVhtxykQgAFu22Ni0KfHPjz/aWLbMxrp1NlT14Df0+TROPjnOaafFOP30GN26aRnV0B4ok8Zwo8T85C25DHtoBzHvcVQNernRjS1IvqlgtYxN3dxmMiVavn+XBGluddO2bXujS7C8TM04JwcuvDDGhRcmznTfvl1h7lw78+bZmTvXwcaNNvbsSfzz9SEXXr1ejQ4dVNq10+jQQaN1a5Xs7ETD6fNpZGcnHqMoEAzmMHWqg3g8sSVXOAxlZQqlpUrd/5aW2tixQ2H37iNfMGjfXmXIkDjHH69ywglxTjghjsulZ0Lmkalj+KjUKHnLr8VZvQTV2YKqIe+iOQua9FKSr/6slrE0tyblKp6KokUJe3rJWlsddet2nNElWJ5knNCpk0anTjEuvzwGhKmuhrVrbaxebWfNGhtr1iSuoJaV2QgEFDZssLNhQ0NeOY/rrstqcB15eRrdu6t065b4Z9AglaFD43K4wlHIGD6EppG95g5cpV+g2bKoHPoucV/TM5J89We1jNOqua2urqao6Nh7rXXq1AmXjpcMotEIU6d+BMCZZ05k/vxvqa6uorCwJQMHDmH27C8A6NdvIPG4yrp1qwA4/fTxLFmygIqKcvLy8hk2bARffTUDgF69+uFwOFi9ejkAp5xyBqtWLae0tJjs7BxGjTqFmTM/A6BHj174fNksX74YgNGjT2PDhrUUFe0hK8vLqaeeSdWK58i1wdKynmTt3smSJQsBGDlyDFu3bmL37p04nS7GjZvItGmfoGkqnTp1pXXrtixaNA+A4cNHsXv3Lnbs2Irdbmf8+POYOfMzotEo7dt3pFOnLsyf/x0AQ4eeSFlZCVu3bgJg4sQL+eqrGYRCQdq0aU+PHj35/vvZAAwePIzq6mo2bVoPwFlnnct3382ipsZPy5at6dt3AHPmfAXAgAGDCYcjbNiwBoAzzpjAwoXfU1VVSUFBIYMHD2PWrJkA9OkzAIC1a1cCcNpp41i2bBHl5WXk5uYxfPhJfPnlNAB69uyL2+1i5cplAIwZM5Y1a1ZSUlKEz5fN6NGn8fnnnwLQvXsvcnJyWLZsEQAnnXQqGzduYO/eXZSUFHHttTfWjYcuXbpTWNiSJUsSu1SMGDGa7du3smvXDpxOJ+PGncOMGVOIx+N07NiFdu3as3DhXACGDRtJUdEetm/fgqLYmDDhfGbOnEo0GqFduw506dKdefPm7Mt7OOXlZWzZshGAs88+n9mzvyAYDNC6dVt69uzDd9/NAmDQoOOpqfGzcWMi73HjzmHu3G/w+6tp0aIV/fsP4ptvvtw3ZgcRi8VYv341AGPHjmfRovlUVlaQn1/A0KEn8vXXiTHbu3d/7HYbq1evAODUU89kxYqllJWVkJOTy4gRJ/PFF1P35d0Ht9vDypVLATj55NNZt241xcV78Xp9jBkzlhkzpgCJSTQvL5+lS38AIBKJ0LlzV/bs2YXb7eGMM85m2rSP0TSNzp270apVaxYtSqwpP/HEk9i5cwc7d27Dbncwfvy5zJjxKfF4jA4dOtOhQ8e6YySHDRtBcXER27ZtRlEUJky4gC+/nE44HKJt2/Z063Ycc+d+A8CQISdQWVnB5s0/AjB+/HnMmfMVgUANrVq1oXfvfnz77df7xuwQwuEQGzasBfSdI1R1Oa1aFdOtWw5//GNijgiH7WRn96e6Oo8ffthJWZmX7Ozj2LOnioqKKNGoG7e7Fbt3VwJQVBSmd+8AwWA1NptKy5Z5OJ1V2O3l5OXFGDGiJ1u3LiA/v4bjj8/nuONasnjxwXPE4sUyRxxpjvB4sgiFgtSSOWIpnSpeYIj9IzRsfBW5iR3f7aRnzxyZI9Ksj5g+/RMAunbtwdq1q/Ds284kXfuIYDBIdraPhkirG8ree+89HnrooWM+burUqfTocfD+eJl0Q9mBuyR8FH2c0RNvNboky5o69SMmTrzQ6DIsTTLW11lnncrnn882ugxLkzG8n2fHy+SsuR2A6r7/j1DH65v9mpKv/syQsWlvKLvsssu47DI5ZetYapckxHx96db1AqPLsbQhQ04wugTLk4z1lZeXb3QJlidjOMFVPJ3stXcBUNPtN0lpbEHyTQWrZZzZ2w2Y1IG7JFRWVhhbjMVJvvqTjPUVjUaNLsHyZAyDo3IRucuvQ9HiBNtfTaDHg0l7bclXf1bL2NTN7c6dO5k+fTrTp08nGAyybdu2uj9b1aG7JNSu/xH6kHz1JxnrKxBI3yVWVpHpY9gW2EjekstQ1ACRFmfi7/v/Gr5XXQNker6pYLWM02pZQmPNnz+f+++/v+7Pc+bMYc6cxGL7devWGVWWrg5ckpDYJWGN0SUJIYTIUEqkmPzFF2OLlhDNGULloFfB5jS6LJHh0uqGsnSRzjeU5S65FHfJ59R0f4BAj/uIx+PY7Xajy7IsyVd/krG+rr76cl5//V2jy7C0jB3D8RryfzgHZ9Vi4p4ulJ/4BZq7TfLfJlPzTSEzZNyYG8pMvSwh0yjRisMObqjdLkfoQ/LVn2Ssr9LSEqNLsLyMHMNqjNzl1+GsWozqLKTy+A90aWwhQ/NNMatlLM2tibhKv9q3JKF33cENsp5OX5Kv/iRjfcXjcaNLsLyMG8OaRvbau3GXzECzeagc8g5xX0/d3i7j8jWA1TKW5tZEnKWJTbYjLcbVfa1VK31+UxYJkq/+JGN9uVxuo0uwvEwbw97NfyZr58to2Kga+F9i+SN0fb9My9cIVstYmluz0DRcpYmPDSItxtZ9uXfvfkZVlBEkX/1JxvrKzs42ugTLy6Qx7N75Or6N/weAv89fiLQ+R/f3zKR8jWK1jKW5NQl7zTrs4Z1oNjfRgtF1X6897k/oQ/LVn2Ssr7KyUqNLsLxMGcOuks/JWXMbAIGuvyLU6Wcped9MyddIVstYmluTcO1bkhDNPwnsWQZXI4QQIpM4KheTu/wnKFqcULtJ1BzX/KPuhdCLNLcm4apbb3vmQV8fMGCIAdVkDslXf5KxvnJyco0uwfKsPoZtgY3kLb0MJV5DpPB0qhDSwK8AAE3xSURBVPs9k9RDGo7F6vmmA6tlLM2tGcRDOMu/Aw5ebwsQDoeMqChjSL76k4z1paqq0SVYnpXHsC20g/xFF2CLFBPNGUTV4NfA5kppDVbON11YLWNpbk3AWTEXRQ0Sd7cjnn3wou8NG9YaVFVmkHz1Jxnrq6bGb3QJlmfVMaxEislbdD720DZi3uOoHPoBmiP1nwRYNd90YrWMpbk1gdpdEqItxqb0oyAhhBCZSYmWk7/oQhyBH4l7OlE57BM0d2ujyxKiQeT43Xqk2/G7BXNPwuFfSdWAfxNud9lB34tEIrhcqf2IKJNIvvqTjPU1efJlvPHGe0aXYWlWG8NKrJq8xRfgrPyBuKsNFcOno3p7GFaP1fJNR2bIWI7ftRBbeA8O/0o0lMPW2wLMn/+tAVVlDslXf5KxvsrLy4wuwfIsNYbjIXKXXomz8gdUZwGVwz42tLEFi+WbpqyWsTS3ac65b0lCLGcImqvFYd+vrq5KdUkZRfLVn2Ssr1gsZnQJlmeZMaxGyV1+La7yb1Dt2VQO/eCw+zyMYJl805jVMpbmNs3VnUrW8ox6v19Y2DKV5WQcyVd/krG+0v2jRiuwxBjW4uSsvBF3yXQ0m4eqIe8SyxtmdFWARfJNc1bLWJrbdKap+28mKzx8SQLAwIFDUlhQ5pF89ScZ60v2udWf6cewppG95k48e/+HpjipGvw60cKTja6qjunzNQGrZSzNbRpzVK/AFi1BtWcTzT+x3sfMnv1FiqvKLJKv/iRjfZWWlhhdguWZegxrGr71D5C18xU0bFQNfIlIy7OMruogps7XJKyWsTS3acxZe+RuwZiUb5othBDC+rybHse77VkAqvs/S6TNRQZXJETzSXObxlxls4DDTyU7UL9+A1NUTWaSfPUnGesrJyfH6BIsz6xjOGvLP/BtegKA6t5/Jtx+ssEV1c+s+ZqJ1TKW5jZdaXEclYsAiBaMPuLD4nE5WlNPkq/+JGN9yU7m+jPjGPbs+C/ZGx4EoOa43xLqfJPBFR2ZGfM1G6tlLM1tmrLXrMcWr0az+4hn9z3i49atW5XCqjKP5Ks/yVhffn+10SVYntnGsHv3e2SvuROAQNe7CHT9lbEFHYPZ8jUjq2UszW2aclb+AEA0dygodoOrEUIIYQWuoqnkrLoRBY1gxxuoOe73cqy7sBxpbtOUY19zG8s74aiPO/308akoJ2NJvvqTjPXVsmUro0uwPLOMYWfp1+QuvxZFixNqNwl/n7+aorE1S75mZrWMpblNU/uv3B69uV2yZEEqyslYkq/+JGN9VVZWGF2C5ZlhDDsq5pO39EoULUK49XlU9/snKOZoAcyQr9lZLWNzjOxME6/B7k+sfznWlduKivJUVJSxJF/9Scb6ikajRpdgeek+hh0V88lbfDGKGiBSeDpVA/8DNofRZTVYuudrBVbLWJrbNOSsWoqCStzdHtXT/qiPzcvLT01RGUry1Z9krC+n02l0CZaXzmPYUTGPvMUXYYtXEykYQ+WQN8HmNrqsRknnfK3Cahmb51e3DNLQ9bYAw4aN0LucjCb56k8y1pfVfmilo3Qdw87y78lbcglKvIZI4alUDnkH7F6jy2q0dM3XSqyWsVy5TUN1620b0Nx+9dUMvcvJaJKv/iRjfZWUFBtdguWl4xh2ln93QGN7mmkbW0jPfK3GahnLlds0VHfl9hg3kwkhhBCHcpZ9S96SS+vW2FYOeRvsWUaXJUTKyJXbNGML7cYe3omGjWjukGM+vlevfvoXlcEkX/1JxvrKzs42ugTLS6cx7Cz7Zn9j22KsJRrbdMrXqqyWsTS3acZRlbhqG8/uB45j/1ByOOTiu54kX/1JxvpSTLLdk5mlyxh2ls0mb8ll+xrbM6kcbP7GFtInXyuzWsYy66WZxqy3BVi9erme5WQ8yVd/krG+qqurjC7B8tJhDDtLv97X2AYJtzyLysFvgt1jdFlJkQ75Wp3VMpbmNs00ZqcEIYQQwln6FXlLr0BRQ4Rbjqdq8BuWaWyFaAppbtOJFsdRtQRo+JXbU045Q8+KMp7kqz/JWF8tWrQ0ugTLM3IMO0u+OKCxnUDV4NdNt4/tscgcoT+rZSzNbRqx12zAFvej2rOJ+3o36DmrVlnro4R0I/nqTzLWlyxL0J9RY9hZMpO8ZVeiqGHCrc6havBrlmtsQeaIVLBaxtZaQWxy9pp1AInGVrE36DmlpbKHpZ4kX/1JxvqKRCJGl2B5RoxhV/EMcpdNRtEihFudS9Wgl8HmSnkdqSBzhP6slrFcuU0j9sCPAMR9xzX4OdnZOXqVI5B8U0Ey1pfV7oJOR6kew67i6fsb29bnUzXoFcs2tiBzRCpYLWNpbtOIo2YDAHFvzwY/Z9SoU/QqRyD5poJkrK+CghZGl2B5qRzDruJpBzS2F1A18L9gc6bs/Y0gc4T+rJaxNLdppO7KrbfhV25nzvxMr3IEkm8qSMb6Ki7ea3QJlpeqMewqmkrusqtRtCihNhdRNfA/lm9sQeaIVLBaxtLcphF7IHHlNuZr+JVbIYQQ1ucqmkLu8mv2NbYXUz3g3xnR2ArRFNLcpgklUootWg5A3Nu9wc/r0aOXXiUJJN9UkIz15fP5jC7B8vQew+5db5C7rLaxvYTqAS+BLXPWUsscoT+rZSzNbZqoW5Lg6Qj2hv8w8vnk3Hg9Sb76k4z1ZbdnThNkFD3HcNbWZ8lddTMKKsH2V1M94MWMamxB5ohUsFrG0tymiaastwVYvnyxHuWIfSRf/UnG+qqqqjS6BMvTZQxrGt4fHyV7/f0ABDr/En+/ZzOusQWZI1LBahln3t+SNLV/p4TGNbdCCCEsRlPJXvcbsra/AEBNj4cJdLsHFMXgwoQwB2lu00RT9rgFGD36NB2qEbUkX/1JxvoqLJStwPSW1DGsRslZdTOePe+ioeDv8xdCnX6evNc3IZkj9Ge1jGVZQpqw77tyG2vEHrcAGzas1aMcsY/kqz/JWF81NX6jS7C8pI3heJDcZZMTja3ioHrAixnf2ILMEalgtYzlym060OLYg5sAiDdyG7Cioj16VCT2kXz1JxnrKxwOG12C5SVjDCuxKnKXTsJV/i2azUPVoFeJtDo7CdWZn8wR+rNaxtLcpgFbaDuKGkazuVE9nRr13Kwsr05VCZB8U0Ey1pfdbje6BMtr7hhWIiXkLb4YZ/VSVEcuVUPeIVowOknVmZ/MEfqzWsaKpmma0UWkm3hcpaysJmXv5yz5gvwlFxPz9aX8pPmNeq6qqthssrpEL5Kv/iRjfV199eW8/vq7Rpdhac0Zw7bQDvIWXYAjsAHV2ZLK4z8gljskuQWanMwR+jNDxoWFPuz2htWY3v8mGcKx72Syxt5MBjB9+ifJLkccQPLVn2Ssr6IiOX5Xb00dw/aaDeQvPAtHYANxT0cqhs+QxrYeMkfoz2oZy7KENGAL7QAg7ulicCVCCCFSwVG1jLzFF2GLlhDzHkfl8R+jZjVuWZoQon7S3KYBW6QUANXVqtHP7dq1R7LLEQeQfPUnGevL67XWWrp01Ngx7Cz/ntyll2OLVRHNGUzl8R+gNWH+zxQyR+jPahnLsoQ0oERLANBcLRv93IKCwmSXIw4g+epPMtaX0+kyugTLa8wYdhXPIG/xhdhiVUTyR1M57FNpbI9B5gj9WS1jaW7TgC2SaG5VZ+M3W1+yZGGyyxEHkHz1Jxnrq7KywugSLK+hY9i9+z1yl12JooYItxyfuGLrzNO5OvOTOUJ/VstYmts0sH9ZgpwkJIQQVuTZ/hI5K3+GosUItb2MqsFvgj3L6LKEsCRZc5sGlGhtc9v4ZQkjR45JdjniAJKv/iRjfVnt48Z0dNQxrGl4N/4R3+a/ABDs+DP8ff4CilxbaiiZI/RntYzlb5fR4iFs8cTxmFoTliVs3bop2RWJA0i++pOM9RUMBowuwfKOOIbVMDkrf1bX2NZ0vxd/n79KY9tIMkfoz2oZy98wg9lqbyZTnGiOxq+92r17Z7JLEgeQfPUnGesrFAoZXYLl1TeGlWg5eYsvwrPnPTTFQXW/Zwn0eBAUxYAKzU3mCP1ZLWNZlmCwuvW2zhZNmvTkTmh9Sb76k4z1le6nDlnBoWPYFtxK3pJLcdSsQ7XnUDX4NaItxhpUnfnJHKE/q2Usx+/WI5XH7zpLvyR/8UXEsvtTPmpuSt5TCJE5rrnmCl577R2jy8gYjsrF5C29HFukiLi7PZVD3yeeM8DosoQwPTl+10TqtgFrws1kANOmWevIvHQj+epPMtbX3r17jC7B8mrHsKt4Gvk/TMQWKSKWPYCKE7+UxjYJZI7Qn9UylubWYLboAcsSmkDT1GSWIw4h+epPMhZmp2kqnu0vkbv0ShQ1QKTwdCqGT0f1dDC6NEuQOUJ/VstY1twaTIk0/XQygE6duiaxGnEoyVd/krG+srJkL1VdaSqn5U8jZ+1bAATbX4O/79/B5jS2LguROUJ/VstYmluDHXRDWRO0bt02meWIQ0i++pOM9eV2e4wuwbriIXJW3USrmg8AqOnxIIFuv5EdEZJM5gj9WS1jWZZgMFszDnAAWLRoXjLLEYeQfPUnGeuroqLc6BIsSYmUkr/4Ajx7P0DV7FT1f45A93ulsdWBzBH6s1rG0twaTIkndmXQ7D6DKxFCCNEQtsBm8heOw1kxF9WRx8z4rwm3v8rosoQQ+8iyBKPVLuJu4ok1w4ePSmIx4lCSr/4kY33l5xcYXYKlOCp/IG/J5diiJcQ9Hakc+j86BeWIYz3JHKE/q2UsV27TRtP+U+zevSvJdYgDSb76k4z1FQ7LCWXJ4ir6jPwfzsEWLSGaM5iK4V8Sz+4rY1hnkq/+rJaxNLeGq91+o2nrtHbs2Jq8UsRhJF/9Scb6CgaDRpdgCZ5tz5G77CoUNUikxZlUnjAV1dMOkDGsN8lXf1bLWJYlGK32gLgm3oRgt9uTWIw4lOSrP8lYX4rc4NQ8agzfhofwbvsnAMEO1+Pv81ew7f/xKWNYX5Kv/qyWsRy/W49UHr+b98M5uMrnUDXwZcJtL07JewohMoccv9t0SrSc3BXX4yr9CgD/cb8n2PUu2RFBCAPI8btmsu+GMq2Jk+XMmZ8lsxpxCMlXf5KxvoqL9xpdginZ/evIXzAWV+lXaDYvlYNeIdjt7nobWxnD+pJ89We1jGVZguFqL5w37feMaDSavFLEYSRf/UnG+lJV+XCusVzFM8hZeQO2WBVxTycqh7xFPGfQER8vY1hfkq/+rJaxNLcGU5p5Q1n79h2TV4w4jOSrP8lYXx6PnFDWYJpG1pa/4/vx9yhoRPJPomrwa2iuVkd9moxhfUm++rNaxtLcGq2ZN5R16tQlicWIQ0m++pOM9ZWV5TW6BHOIB8lZ/Us8e94DINjhp/j7/BlsrmM+VcawviRf/VktY1lza7jmLUuYP/+75JUiDiP56k8y1ld5eZnRJaQ9W2gn+T+cjWfPe2iKg+o+f8Pf7+8NamxBxrDeJF/9WS1juXJruOYtSxBCCNF0jor55C2bjC1ShOospGrQa0QLxxhdlhCiGUzb3Mbjcf7zn/8wa9YsfvzxRzRNo3fv3txxxx2ccMIJRpfXcM1cljB06IlJLEYcSvLVn2Ssr7y8fKNLSFvuna+Ts+ZOFC1CLLs/lUPeQs3q2ujXkTGsL8lXf1bL2LTLEkKhEC+88AL9+/fnT3/6E3/5y1/Iy8vj2muvZe7cuUaX1wjNu3JbVlaSvFLEYSRf/UnG+opGI0aXkH7UGL5195G7+hYULUK49fmUD5/ZpMYWZAzrTfLVn9UyNm1z6/F4+OKLL3jggQc47bTTOOWUU/h//+//0aVLF1555RWjy2s4Zd+pIFqsSU/funVTEosRh5J89ScZ6ysQCBhdQlpRomXkLbmk7sSxmu73UzXoVXBkN/k1ZQzrS/LVn9UyNu2yBLvdTl5e3mFf6927N9u2bTOoqsZTnYUA2KLlBlcihBDWZvevI3fpFTiCm9DsPqr6P0ekzQVGlyWESDLTXrmtTywWY9myZXTv3t3oUhpMc7YAQImWNun5EydemMRqxKEkX/1Jxvpq06at0SWkBVfxNPIXjMUR3ETc04Xy4TOT1tjKGNaX5Ks/q2Vs2iu39XnppZfYu3cv1113XbNeJxqNMHXqRwCceeZE5s//lurqKgoLWzJw4BBmz/4CgH79BhKPq6xbtwqA008fz5IlC6ioKCcvL59hw0bw1VczAOjVqx8Oh4PVq5cDcMopZ7Bq1XK6lZfT3w6Eiuves0ePXvh82SxfvhiA0aNPY8OGtRQV7SEry8upp57J9OmfAIm1x6NGjWHJkoUAjBw5hq1bN7F7906cThfjxk1k2rRP0DSVTp260rp1WxYtmgfA8OGj2L17Fzt2bMVutzN+/HnMnPkZ0WiU9u070qlTl7rtQYYOPZGyspK6jy4mTryQr76aQSgUpE2b9vTo0ZPvv58NwODBw6iurmbTpvUAnHXWuXz33Sxqavy0bNmavn0HMGdO4qz2AQMGEw5H2LBhDQBnnDGBhQu/p6qqkoKCQgYPHsasWTMB6NNnAABr164E4LTTxrFs2SLKy8vIzc1j+PCT+PLLaQD07NkXt9vFypXLABgzZixr1qykpKQIny+b0aNP4/PPPwWge/de5OTksGzZIgBOOulUNm7cwN69uygvL2Py5J/W/bfp0qU7hYUtWbJkAQAjRoxm+/at7Nq1A6fTybhx5zBjxhTi8TgdO3ahXbv2LFyYWAM+bNhIior2sH37FhTFxoQJ5zNz5lSi0Qjt2nWgS5fuzJs3Z1/ewykvL2PLlo0AnH32+cye/QXBYIDWrdvSs2cfvvtuFgCDBh1PTY2fjRsTeY8bdw5z536D319Nixat6N9/EN988+W+MTuIWCzG+vWrARg7djyLFs2nsrKC/PwChg49ka+/TozZ3r37Y7fbWL16BQCnnnomK1YspayshJycXEaMOJkvvpi6L+8+uN0eVq5cCsDJJ5/OunWrKS7ei9frY8yYscyYMQWAbt2OIy8vn6VLfwBAUWy0adOWPXt24XZ7OOOMs5k27WM0TaNz5260atWaRYvmA3DiiSexc+cOdu7cht3uYPz4c5kx41Pi8RgdOnSmQ4eOLFjw/b68R1BcXMS2bZtRFIUJEy7gyy+nEw6HaNu2Pd26Hcfcud8AMGTICVRWVrB5848AjB9/HnPmfEUgUEOrVm3o3bsf33779b4xO4RwOMSGDWsB/eeI0tJisrNzGDXqlLojMhszR+zevZPdu3dm7hyx9Ac6VL3K8fb3UdDYo/ZhVvVtdN7jxF2+udlzhMeTBUAoFARkjpA5wnxzRNeuPdi0aQM2W+J6Z7rOEcFgkOxsHw2haJqWNmczVldXU1RUdMzHderUCZfr4P0Hv/vuO2688UZuvvlmfvnLXzarjnhcpaysplmv0VDezX/B9+MfCLa/Bn//Zxv9/KlTP7Lcb1zpRPLVn2Ssr7POOpXPP59tdBnGiPnJWX0bnr3/AyDY8Wf4e/8JbM6kvo2MYX1JvvozQ8aFhT7s9oYtOEirK7fTp0/noYceOubjpk6dSo8ePer+vGrVKm677TbOPffcZje2qabuW5Zga+KyhDZt2iezHHEIyVd/krG+3O7MPH7X7l9L7vJrcNSsQ1Mc+Pv8hVDHn+ryXjKG9SX56s9qGadVc3vZZZdx2WWXNeo5W7du5ec//zlDhw7l0Ucf1aky/dQ1t5GmNbc9evRMZjniEJKv/iRjffl8DfsYz0rcu98hZ/UdKGqAuLs9VYNeJpY/Urf3kzGsL8lXf1bL2NQ3lBUVFfHTn/6Udu3a8fTTT+N0JvejplTQXM27oax2fYrQh+SrP8lYX2VlTZtbTCkeInvNXeSu/DmKGiBSeDrlI7/VtbEFGcN6k3z1Z7WM0+rKbWOEQiF+/vOfU15ezoMPPsiGDRvqvudyuejXr5+B1TVcc5clCCGEAFtgM7nLf4KzeikaCoHu9xLofu/+vcSFEBnDtM1tSUkJa9cm7kS8+eabD/pehw4d+Oqrr4woq9Fq97lVohWgxRs9EQ8ePEyHqkQtyVd/krG+cnPzjv0gk3MVTSVn1S+wxSpRnYVUDfw30RZnpOz9ZQzrS/LVn9UyNm1z27FjR9atW2d0Gc2mOQsAUNBQohV1yxQaqrq6Wo+yxD6Sr/4kY33FYk07/dAU1Bi+jX/Au+XvAETzTqRq0Muono4pLUPGsL4kX/1ZLWNTr7m1BJsT1ZGf+L9NWJpQuwec0Ifkqz/JWF+BQGq2NUw1W2g3eYvOrWtsA51voeKEqSlvbEHGsN4kX/1ZLWPTXrm1EtVZiC1WgRIphcy7sVkIIRrFWTab3BU/xRYpRrXnUN3/n3KMrhCiTlod4pAuUnmIA0D+grE4K3+gcvAbRFqf16jnxmIxHA75HUUvkq/+JGN9TZ58OW+88a7RZSSHpuLd/Be8Gx9DQSWWPYCqQa8S9x1naFkyhvUl+erPDBk35hAHWZaQBuKezgDYAxsb/dza4xWFPiRf/UnG+iorKzG6hKRQIqXkLrkM38ZHUVAJtr+G8hO/NLyxBRnDepN89We1jNO7Tc8Q8ey+sBcc/jWNfm5NjV+HikQtyVd/krG+4vG40SU0m6NyIbnLf4I9tAPN5qG6z98Id7ja6LLqyBjWl+SrP6tlLM1tGohlJ/bktTehuW3ZsnWyyxEHkHz1Jxnry+VyGV1C02kaWdufw7f+IRQtSiyrO1WDXyOeM9Doyg4iY1hfkq/+rJaxNLdpIO7rA4CjZh1oKigNXy3St+8AvcoSSL6pIBnrKycn1+gSmkSJVZG9+jY8ez8EINz6Aqr7PYPmTL99e2UM60vy1Z/VMpY1t2kg7u2OZnOjqEFswS2Neu6cOeY4rMKsJF/9Scb6Ki0135pbR8U8CuaOxrP3QzTFgb/3E1QNejUtG1uQMaw3yVd/VstYmtt0oNiJ+XoDTVt3K4QQlqDG8G78P/IXno09tJW4pwsVJ0wj2PkWUBSjqxNCmIQ0t2li/9KExjW3AwYM1qMcsY/kqz/JWF9mWZZgC2wm/4fx+Db9CQWVULtJlI/8llj+CKNLOyYZw/qSfPVntYxlzW2a2H9T2epGPS8cjuhRjthH8tWfZKwvVVWNLuHoNA337rfIXnsPtrgf1ZGHv8/fCLe7zOjKGkzGsL4kX/1ZLWO5cpsm4tl9AXD41zbqeRs2yDIGPUm++pOM9ZXOW/wo0XJyVlxP7qqbsMX9RPJPonzkd6ZqbEHGsN4kX/1ZLWO5cpsmYvuaW3vNelBjYJP/NEII63KWfUvOqhsTe9cqdgLdHyDQ7W5Q7EaXJoQwOTl+tx6pPn4XAE2l5VftUdQAZSf9QNzXq0FPC4fDuN1unYvLXJKv/iRjfV111WW8+eZ7RpexnxrFu+lxvJv/ioJGPKsbVQP/TSzvBKMrazIZw/qSfPVnhozl+F0zUmzEshM3lTXmMIeFC7/XqyKB5JsKkrG+KirKjC6hjr3mR/IXnolv819Q0Ai2v4aykd+ZurEFGcN6k3z1Z7WMpblNI3XrbquXN/g5VVWVepUjkHxTQTLWVywWM7oE0DQ8O1+lYN7JOKuWoDryqRz0Kv7+z4Ij2+jqmk3GsL4kX/1ZLWNpbtNINH8UAK6y2Q1+TkFBoV7lCCTfVJCM9eV0Og19fyVSSu7ya8hZ/UsUNUCk4BTKR80l0uZCQ+tKJhnD+pJ89We1jOWupTQSKTwdAEflDyjRCjRn/jGfM3jwMJ2rymySr/4kY33l5eUb9t7O0lnkrPoF9vBuNMVJzXG/JdjltkYdMW4GMob1Jfnqz2oZW2uGMTk1qxMxXy8UVJxl3zToObNmzdS5qswm+epPMtZXSUlx6t9UDeNb/xD5i8/HHt5NzNuTihO/JNj1Dss1tiBjWG+Sr/6slrH1ZhmTixSOBcBVaq1znoUQmcFevZyC+WPxbn0agGDHGygfOYdY7hBjCxNCZAxpbtNMtEVtc/slNGCXtj59BuhdUkaTfPUnGesrOzsnNW+kRvD++CgF80/D4V+B6iykcvDb+Ps+BXZvamowiIxhfUm++rNaxrLmNs1ECk5GU5zYQ1uxBzYS9x1ndElCCHFUjsrF5Ky+Bce+48PDrS+gus9f0dytDa5MCJGJ5MptunFkE80fCYCz7NhLE9auXal3RRlN8tWfZKwvv79avxePh/Bt+D35C8/A4V+N6mxJ5aBXqBr8WkY1tjKG9SX56s9qGUtzm4YiLWTdrRAivTkqFlAwfwzeLX9D0eKE2lxC2UkLiLS5yOjShBAZTo7frYchx+8ewFG1hIL5p6Lasyk9bSvYjrxPZSBQg9frS2F1mUXy1Z9krK+rrrqUN998P3kvGA/i2/goWVufRUFFdbWmuu/fibQ+N3nvYTIyhvUl+erPDBnL8bsmF8sZjOpsgS3ux1m58KiPXbZsUYqqykySr/4kY31VVlYk7bUc5XMpmHcS3q3/QEEl1G5S4mptBje2IGNYb5Kv/qyWsTS36UixEWmRONDBWfrlUR9aXp4+58ZbkeSrP8lYX9FotPkvEq/Bt/Y35P9wNo7ARuLudlQOeYfqAS+gOa11slFTyBjWl+SrP6tlLM1tmoq0OAMAd/H0oz4uNzcvFeVkLMlXf5KxvhyO5m2K4yz7hsK5o/Bufw4FjWD7aygfNZ9IqwlJqtD8ZAzrS/LVn9UyljW39TB6zS0kzmNv8U1vFC1C+YjZxHKH1vu4cDiM2+1OcXWZQ/LVn2Ssr6uuuow333yv0c9TYtX4NvyWrB3/BiDu6Uh136eJtjwz2SWanoxhfUm++jNDxrLm1gI0VwvCrc8DwLPjlSM+7ssvp6WqpIwk+epPMtZXSUlRo5/jLP2Kgrkj6xrbYIefUj5qnjS2RyBjWF+Sr/6slrE0t2ks1PE6ANx73oOY39hihBCWp0QryV59G/mLL8Qe2k7c04WK4z/B3+/vaI7c/9/enYdXVd37H3+f+SQ5mQlTgAgICRAmkUlGURCpWsQBbao4XFoHroreX8Gr1qLUau+1VnlaqQhSWut1qFoDAaQOzEYmmWdkiiQBMp2T5Mz790cglgKSQFZ29s739Tw8wD7D/vJ5Fjvf7Kyzlt7lCSFEnUhz24SFkocRiemINeLFVfTxOZ/TpUu3xi2qmZF81ZOM1YqL81z4SZqG69j7JK+5kpiCmp8UVbf/GSWD1xJKHam2QBOQMayW5Kue2TKW5rYps1ipTp8EQEzB/HM+xeVyNmJBzY/kq55krJbV+sOXeVvlHhI33kTCtvuxBYsIx3am7MrF+LL+F+x1aIyFjGHFJF/1zJaxNLdNXKDtT9AsNhzlX2Pz7Tzr8W3bNutQVfMh+aonGavl9Vac+4FIFbH7niN57WCcJcvRrG4qOz9dM7c2eUjjFmlwMobVknzVM1vG0tw2cVFXa4ItapbccZ/n7q0QQtSH8/hiUtYMIO7b/8WihQi0GEPJ4HyqOv0CrE37E9NCCHEhshTYOTSFpcD+lfP4UhK/uY2oI5mTw3aDzV37mNdbQXy8fNBDFclXPclYrTvvvIV33vk7ANbqQ3h2T8N1PA+oWd7Ll/lbgmk/AotFzzINTcawWpKvekbIWJYCM5lgi2uJuNKxhkpxFeee8djOndt0qqp5kHzVk4zV8norIBok5tuXSVkzANfxPDSLnarLplJy1bqarXOlsb0kMobVknzVM1vG0twagcWGP/2nALgLzlzz9mLWsBR1J/mqJxmrZQmeJPmrq/Dsm4ElWk0weSilg9ZQ2WUG2OL0Ls8UZAyrJfmqZ7aMpbk1CH/bu9Cw4CxdccYHy+q0zI+4aJKvepKxGtZAIfFb76eldR/2yj1EnWlUZL9Beb9FRDxZepdnKjKG1ZJ81TNbxjLn9hya2pzb0xI2/xRX8ScE0m6gos/fAAiHw5e8d7w4P8lXPcm4gUXDxBydQ+z+X2MNV3DTy/Du7ydT2fkZNEeS3tWZkoxhtSRf9YyQscy5NanKzs+gYcV1fCH2snwAPv10oc5VmZvkq55k3HDsZV+T9PVIPLunYQ1XEEq4gqJoJr6sl6WxVUjGsFqSr3pmy1iaWwOJeDLxt80BIG7vr0BuugshqJlX69nxKEnrRuPwbiFqT8Kb9QplAz4jSKze5QkhRKNq2vegxVmqOj+Ju/A9nGWrcZ5cRqdOXfUuydQkX/Uk40sQ8RNz5E/Efvu/WMPlAPjb/ARf1+fRnGkAxMbKh8ZUkzGsluSrntkylju3BhN1t6O6/c8BiNs7g3iPfOFSKT4+Xu8STE8yvgiahqvw76Ss6Y9n7zNYw+WE4ntRduVivNmzaxtboMnPozMDGcNqSb7qmS1jaW4NqOqyqUTtCdh9W6nY+ge9yzG1zZs36F2C6UnG9WMvyydp3bUkbL0Xm/8QEVcbKnq8TtnA5efcNreiolyHKpsXGcNqSb7qmS1jaW4NSHOmUn3ZYwD0tf0dokF9CxJCKGet+pb4LZNIXjcaR/k6NFsclZ3+m5IhGwm0zQGLTe8ShRCiSZDm1qCqOjxIxNmKeMtx3Eff0rsc07rqqhF6l2B6kvEPs4RKidvzFClr+uMu+ggNK9XpkygZsomqztMvuBFDSkpqI1XafMkYVkvyVc9sGUtza1S2OKo6TQMg7tvfQtinc0HmtH//Xr1LMD3J+DyiQWIO/5GU1X2IPTQLixYkmHI1pYNW4es+i6irdZ3eprKy6a3ZbTYyhtWSfNUzW8bS3BqYP30SFVorrMHjxB58Re9yTKmo6Du9SzA9yfjfaBrO4lyS1w7Es3s61lAp4bhulPX9O+VXfEwkPrtebxcI+BUVKk6TMayW5Kue2TKW5tbIrA622mrWvY09+Dvs5et1Lsh83O4YvUswPcn4e/byjSSuH0fi5hzsVfuJOtPwdnuV0kGrCbUYDRZLvd+zrjv6iIsnY1gtyVc9s2Us2++eQ1PdfvecNI34rffiLvqQcGxnSgetuuAcPCFE02KtPkLcvhm4C98DQLO6qcqYQvVlU9Hsl7ZEz113TeQvf3m3IcoUQgjdyPa7zUje4n/g6/YKEVdb7FX78ex5Wu+STCUv72O9SzC95pyxJVRK3N4ZpKzpV9vY+tvcQcmQjVRd/stLbmwBiooKL/k9xA9rzmO4MUi+6pktY2luTUBzJOPtMRuAmKNzcR5frHNFQogfYgmVE7v/RVJW9SL24MtYon6CyUMpHbgcb/YbRN3t9C5RCCEMS5pbg8vI6ARAKHUkVR2mABC//WEsgWI9yzKN0/kKdZpTxpawl9gD/0PKqp7EHXgBa7icsKcH5b3fobzfIsIJfRv8nLGxsQ3+nuJMzWkM60HyVc9sGcu+jAaXktKi9s+Vl/8SZ8kX2H3bid8xhYo+717UB1DE9/41X6FGs8g47CPmyBxiD72KNVRScygui8rOTxJs+WOwqLvP4HA4lb23qNEsxrCOJF/1zJax3Lk1uE2bvv7+LzY3FdlvolmcuE4swV0wX7e6zOKMfIUSps44UkXMwddIXdULz75nsYZKCMd2oSJ7LqWD1xJsdbPSxhagvLxM6fsLk4/hJkDyVc9sGcudW5OJxPegssuv8Oz5bzy7nySUPJRIXBe9yxKieYlUE3N0HrEHX8EarJkiFI7pRFXn6QRa3yZb5QohhELS3BrcwIFDzjpW3eEhnCeW4ixZTvy2yZT1XwpWlw7VGd+58hUNy1QZR/y4C/5M7LcvYwvWrFIQibmMyk7TCLSeCNbGv+QmJ6c0+jmbG1ON4SZI8lXPbBnLtASDO3Lk0NkHLVa8PWYTtSfhqNhI/LafgRZp/OJM4Jz5igZlioyjAdxH3iRldV/id/8/bMFCIu72eLvNouSqDQTa5ujS2AJUV1fpct7mxBRjuAmTfNUzW8bS3Brcd98dPefxqDudil4L0CwO3EUf4dn9C5D9OurtfPmKhmPojKMh3Efnk7L6CuJ3PY4tUEDElY436xVKhmzC324SWB26luj3y/a7qhl6DBuA5Kue2TKWaQkG53Cc/wtnKHUk3uw5xG+9l5gjc4g6W1LVaVojVmd8P5SvaBiGzDjix33sXWIPvoyt+mDNIVcbqjo+gT99UpOaBmS1yoopqhlyDBuI5Kue2TKW7XfPwVDb79aB+/CfiN/9/wDwdvs9/nb36VyREMZkCZUQc3QeMYdn135QLOpsSVXHx6lOvxdsTW9/dtl+VwhhBrL9bjOydGnuBZ/j7/BzKjvWNLeenY/jLPpEdVmmUZd8xaUxQsbW6oPE7foFqSt7ELfvOazBYiLudvi6vsDJoVuo7vBQk2xsAYqLi/QuwfSMMIaNTPJVz2wZy7QEg4tE6vZBsarOT2MNniCm4C0Stt5HueMjQinDFFdnfHXNV1y8ppyxvWITMQdfxVX0MRaiAIQ9Pam67BECrSboPp+2LuSHc+o15TFsBpKvembLWJpbg2vXLqNuT7RY8HX7HdbQCVzFuSRsvpOyK/OIxPdSW6DB1TlfcdGaXMZaFOeJZcQceg1n6craw8HUUVRlPEooZaShdv6LiWmad5TNpMmNYZORfNUzW8bS3BpcmzZt6/5ki42K7LkkbrwZZ9lqkjZOoLT/MqKxHdUVaHD1yldclCaTcTSA69j7xB56DXvlLgA0i51A61upyniESHy2zgVeHJfLrXcJptdkxrBJSb7qmS1jmXNrcOvWra3fC2xuKvq8Q9iTjTVYTNK667BXbFJTnAnUO19Rb3pnbAmVEvPt70hZ2ZOEHQ9hr9xF1BZPVcYjlAzdijf7DcM2tgBlZaV6l2B6eo9hs5N81TNbxnLnthnSHEmUX/EhiRvHY/ftIGnd9VT0nEuw5Y/0Lk2IRmOtPkzM4T8SU/BnLJGa1VEirrZUd3gIf/okNEeizhUKIYS4GNLcGly/foMu6nVRV2vKrlxKwtZ7cJ78jITNP6Gyy0yqM6YYaj6hahebr6i7Rs1Y07CX5xNz5A1cRR9hObVzX9jTg6qMRwi0vgWszsarpxEkJSXrXYLpyXVCLclXPbNlLNMSDK64uPCiX6s5Einv8z7V7e7HgoZn71N4dk6FaKgBKzS2S8lX1E1jZGwJleI+PJvktYNIXjcGd+EHWLQIwZSrKbviI0oHrSHQ9k7TNbYAgYDsUKaaXCfUknzVM1vG0twa3JEjBy/tDax2fFm/w9f1N2hYiCmYR+KmW7GEyhukPqO75HzFBSnLWNOwl+UTv+0BUldkEb/7F9grd6JZY6luexelA1dS3u8fhFKvMfVPK6qrq/UuwfTkOqGW5Kue2TKWaQkGZ7E0wPcnFgvVGQ8TielIwrb7cZZ8QdK60ZT3fZ9ojLmWB6mvBslX/KCGztgSKsdV+C4xR+dj922rPR729KC63b0EWk+U+bSiQcl1Qi3JVz2zZSzb756D2bbfrQ97xWYSvrkdW+AYUWca5b3fIZw0QO+yhPhhmoa9YgPuo2/hLvw7lmhVzWGrm0CrCVS3u5dw4gBT36E9H9l+VwhhBrL9bjOybFleg75fOKE3ZQO+IBTfG2vwOEkbfkTMwVmgmWv3krpq6HzF2S4lY0vYi/vIXJLyh5H89ShivvsLlmgV4bgsfJkvcXL4brzZswknDWyWjS3A8ePFepdgenKdUEvyVc9sGcu0BIMLhYIN/p5Rd1vKrlxMwrb/wHU8D8/ep3AVf4S3+x+JeLIa/HxNmYp8xZkuJmN7xaZTd2nfr13GS7O6CLQaT3X6fYSTBjXbZvbfRaNRvUswPblOqCX5qme2jA3d3L755pssXLiQo0ePEg6Had++PRMnTiQnJwdLM/nC1qZNupo3tnuo6P0O7oIFxO19Ckf5epK/GkpV5+lUZTwKVoea8zYxyvIVteqasSVQjKvoI9zf/Q2H9/uNR8KxXfC3uxd/mzvRnKmqyjQst1t2KFNNrhNqSb7qmS1jQze3Xq+XcePG0aVLF1wuF2vXrmXmzJn4fD4eeOABvctrFBkZndS9ucWCv90kgi2uwbPzMVwnPiVu33M4iz7B2+MPROJ7qjt3E6E0XwH8cMaWUBmu4lxchR/gKFmOhZq7kJrFSaDVTfjT7yOUPETu0v6AmJhYvUswPblOqCX5qme2jA0953bq1Kn87Gc/4+qrr+aqq67iiSee4Ec/+hEfffSR3qU1mq++Wqn8HFF3Oyr6vE9Fjz8RtSfh8H5Dcv4IYvf/GqLm+lHGv2uMfJu7szKOVOEq/DsJ39xJ6vLLid/xMM6SL7AQJZTQD1/XF2rm0vacRyhlqDS2F1BaWqJ3CaYn1wm1JF/1zJaxoe/cnktycjKhkGxC0OAsFgJt7ySYOor4XY/jKs4l7sBLuIpz8Xb/I+HEK/SuUBhZNIjz5Ge4Cj/AdTyvdh4tQDiuG4HWt+JvfQvRWHPdXRBCCNHwTNHchsNh/H4/69ev5+OPP2bKlCl6l9Ro+vbt36jn01ytqOj1V1xFH+HZ9V/YfTtI+noU1e0nU93xCaKu1o1aj2qNnW+zokVwlK7mhpa5JK94FGuotPahiDvjVEN7K5H4HjoWaXyJiUl6l2B6cp1QS/JVz2wZG765PXToEGPGjKn9+4MPPsg999yjX0GNrLS0pPEnglssBFpPIJgyHM/uX+Au/IDYI38ipuDPVKffQ/VlU4m62zRuTYrokq+ZnVqP1lX4Aa7CD7EFv9/yMeJsRaDVzQRa30o4sb9MN2ggZvsUdFMk1wm1JF/1zJZxk2puvV4vxcUXXpOxffv2OJ01e8C3adOGDz74gKqqKtavX8+cOXOwWq088sgjF11HKBQkL+9jAK69dhz5+avweitISWlBz559WL78nwB0796TSCTK7t3bAbj66uvYtOlryspKSUxMol+/gXz++VIAunbtjt1uZ8eOLQAMH34N27dv4eTJ43g88QwePJxlyxYB0LlzV+LiPGzZshGAIUNGsnfvLoqLC4mJiWXEiGtZsuSTU5lVkJycwqZN6wAYNGgYhw4d4NixAhwOJ6NHj2Px4k/QtCjt219Gy5at2bDhKwD69x/MsWPfcfToIWw2G9dddyPLli0iFArRtm072rfPID9/NQB9+w6gpOQEhw4dAGDcuPF8tmoDfv9NdE/pT7b2HjG+DcQemY376DwK425idelQqkhhzJgbWL36SyorfbRo0ZJu3bJZufJzALKzexMIBNm7dycA11xzPevWraGiopzk5BR69+7Hl18uAyArKxuAXbtqdp0aOXI0mzdvoLS0hISERPr3v4rPPlsMQJcu3XC5nGzbthmAYcNGsXPnNk6cKCYuzsOQISP59NOFAHTq1JX4+Hg2b94AwFVXjWD//r0UFX3HiRPFdO/es3Y8ZGR0IiWlBZs2fQ3AwIFDOHLkEN99dxSHw8Ho0T9i6dJcIpEI7dpl0KZNW9atWwtAv36DKC4u5MiRg1gsVq6//iaWLcsjFArSpk06GRmdauc99e3bn9LSEg4e3A/A2LE3sXz5P6murqJly9Z06ZLF6tVfAtCr1xVUVvrYv38PAKNH/4i1a1fg83lJTU2jR49erFjx2akx24twOMyePTsAGDXqOjZsyKe8vIykpGT69h3AF1/UjNnMzB7YbFZ27NgKwIgR17J16zeUlJwgPj6BgQOH8s9/5p3KOwuXy822bd8AMHTo1ezevYPjx4uIi3EyKjuGYxtep711IwmW7/+PB7RYvg1fgTf1JnaebImzIJZrsgawePE/0DSNDh06kpbWkg0b8gEYMOAqCgqOUlBwGJvNznXX3cDSpQuJRMKkp3cgPb0dX3+95lTeAzl+vJjDh7/FYrFw/fU/5rPPlhAI+Gndui0dO17O2rUrAOjT50rKy8v49tt9AFx33Y2sXPk5VVWVpKW1IjOzO6tWfXFqzPYhEPCzd+8uQ1wjKirKOXasQJdrxOefL8Xvr6ZVq7Z07tyFNWuWA9C7dz+8Xi8HDtSMWSNfI9zuGPz+6tr/q3KNqP81IjY2jmHDRrF0aS4AHTteTmJiEt98sx6AYDCI319NYeF3uFxurrlmrFwjaLhrxGWXdWbXru21Y6mpXiOqq6vxeOKoiya1Q9n777/P008/fcHn5eXl0blz53M+9uc//5mXXnqJ5cuXk5aWdlF1GGmHsry8jxk3brzeZYCm4Sj5krgDL+Ioq7lQaxYn/naTqLrscaJuY35H2GTyNRir/xjOE5/iPPkpjpNfYI34ah/TrLEEWo4j0Po2gqnXkLckTzJWaMyYEXz66XK9yzA1uU6oJfmqZ4SM67NDWZNqbhvC+vXrycnJ4d1336VPnz4X9R5Gam6j0ShWaxNa9ELTcJSuIHb/izjLar5b0yxO/Ol3UdXxCaLudjoXWD9NLt+mSotgL1+P88RSnCc+xeHdcsbDUWdLgi1GE2hxHcEWo8H2/XffkrFaP/3p7fz1r+/pXYapyRhWS/JVzwgZN+vtdzdu3IjFYqFdO2M1URfr9I82mgyLhVDKCMr7L6as3yKCyUOxaEFijs4lZVVvPDsexV6+EQzyPVWTy7cJsQRP4jr2LvFb7yN1eSeS140m7tv/xeHdgoaFUOKVVHb6b0oHLufk8D14e7xOsNX4MxpbkIxVO3nyhN4lmJ6MYbUkX/XMlnGTmnNbH16vl8mTJ3PTTTeRkZFBOBwmPz+fBQsWMHHiRFq0aKF3iY2iurpK7xLOK5QyjPKUYThKVhF74EWcpSuIKXiLmIK3CMd1JdB6Iv42E4nGdNC71PNqyvk2Oi2K3bul9u6svXw9Fr7/JiVqTyKYeg3BFmMIthiN5qzb/0HJWK1IJKJ3CaYnY1gtyVc9s2Vs2ObW5XLRsWNH5s+fT1FREW63mw4dOjBjxgzGjx+vd3mNpmXLpr/0VihlKOUpC3GUrsF9ZA6u44uwV+7Bvv954vY/TzBpCIE2Ewm0Go/mSNK73DMYIV9logHsFd/gKMvHUfYVjrKvsIbOvAsY9vQk2GIMgRZjalY4sNb/ktKsM24ELpdL7xJMT8awWpKvembL2HRzbhuCkebclpeXGW4dS0u4AmdxLu5j/4ejZEXt3T/N6iLY4nr8bSbWzMu0OnWu1Jj5XixL8CSO8q9rG1l7xUYs0cAZz9FscQRTrq69O9sQHxRsThnr4Y47JvB///eh3mWYmoxhtSRf9YyQcbOec9vcnF7qxUg0ewKBtjmU98ulZNgOfF2eI+zpjiUawFX8MYmb7yR1RVc8Ox/HeeJTLOEK3Wo1Yr51omnYKvfiKvgrnu1TSF5zJS2WdyTxm4nEHnwFR9laLNEAUUcKgbRx+Lo8R2n/Tzkx8iAVff6Gv909DbYChmkzbiJKSk7qXYLpyRhWS/JVz2wZG3ZagjCHqDud6sseozrjUWy+rbiPvYvr2PvYgoXEHH2TmKNvomElnNCbUPLQml9Jg5vc9IWmzhIqw+bb+S93ZvPPmmIAEI7tQihpEOGkQYSSBhGJvVw2UxBCCGEo0twaXK9eV+hdQsOwWIjE96IyvheVXZ7DUfIlrsKPcJauwFZ9EEfFJhwVm+DQLDQshON7EkoeQih5WE2z60xVUpbR8rWEyrFV7sLu23nG77bAsbOeq1ldhBP6EkoaRChxEKGkgcpy/CFGy9hoEhIS9S7B9GQMqyX5qme2jKW5NbjKSt+Fn2Q0Fhuh1GsIpV4DgNVfgKN0FY7S1ThKV2Gv2ofDu6VmLdXDrwMQ9vSoaXYT+hKJvZxIbGc0R+ol33Vsqvl+38Tuwla581QTuxtb4Lvzvibiavt9M5s0iHBCH7Dq/2GjppqxWUQiYb1LMD0Zw2pJvuqZLWNpbg1u//49ZGZ217sMpaLu9JrVFNpMBMAaKKxtdB2lq7BX7sbu247dt52Yf32dPZFIbOd/+3W68U2q07l1yVeLYAmewBY4hjVQiDVQhDVYiDVQiK36W2y+XRdsYiOeLMJxWUTiuhH2ZBGJy2yyUzmawxjWU2WlMT4ca2QyhtWSfNUzW8bS3ArDibpaE2h9C4HWtwBgCR4/1eyuxl65G1vVPmz+o1jD5VgrNuKo2Hj2ezhSa5vdqKs1UXs8mj0BzR6PZjv1uz2BeIqwBE+g2ePrd5dT00ALgxbEEg1CtOZ3SzSAJVx+qmktPNW0Fn3/90Ah1mAxFqIXPIXRmlghhBCiMchSYOdgpKXAQqEQDodD7zKankh1zV3Oyn3Yqvb/y6992IJFF/WWmtWFZotHs8cTtcdj0aIQDWDRQjW/R4OghWqWz4oGz9jgoN7nwkrUmVbTeLtaEXW2rvmzu73pmlgZw2rl5NzO22/L9rsqyRhWS/JVzwgZ12cpMLlza3Br165g+PBr9C6j6bHFEPF0J+I5+8cslrAXW9WBmka3aj+W0EksYS/WsBdLuKLmV8SLJexFC5Rix1/zumigpnENncB2ESVpVheaxVnTHLtONavOU82rq82p308dc6Zd1IYIRiRjWK3SUlkKTDUZw2pJvuqZLePm8dXTxHw+r94lGI5mjyec0JtwQu8LPjcv72PGXX8jltrG11vb+GKxgdWFZnGA1YlmdYHFUdPEWp1gdZw65gSLXZbUOg8Zw2qFw/KBMtVkDKsl+apntoyluTW41NQ0vUswtdTUNLDY0BxJppkG0NTIGFbL6dR/pz+zkzGsluSrntkylh3KDK5Hj156l2Bqkq96krFa8fEJepdgejKG1ZJ81TNbxtLcGtyKFZ/pXYKpSb7qScZqnTx59k50omHJGFZL8lXPbBlLcyuEEEIIIUxDmluD697dXD9KaGokX/UkY7VkWoJ6MobVknzVM1vG0twanHwSWi3JVz3JWC1Nu/CGIOLSyBhWS/JVz2wZS3NrcHv27NC7BFOTfNWTjNXy+cy1Z3xTJGNYLclXPbNlLM2tEEIIIYQwDdl+9xyMtP2u31+N2x2jdxmmJfmqJxmr9ZOf3Mrf/vaB3mWYmoxhtSRf9YyQcX2235U7twa3YUO+3iWYmuSrnmSsVnl5md4lmJ6MYbUkX/XMlrE0twYnX7jUknzVk4zVCoVCepdgejKG1ZJ81TNbxtLcGlxSUrLeJZia5KueZKyWw+HQuwTTkzGsluSrntkylubW4Pr2HaB3CaYm+aonGauVmJikdwmmJ2NYLclXPbNlLM2twX3xxVK9SzA1yVc9yVitEyeO612C6ckYVkvyVc9sGUtzK4QQQgghTEOaW4PLzOyhdwmmJvmqJxmr5fHE612C6ckYVkvyVc9sGUtza3B1XfNNXBzJVz3JWC2LRe8KzE/GsFqSr3pmy9hc/5pmaMeOrXqXYGqSr3qSsVper1fvEkxPxrBakq96ZstYmlshhBBCCGEasv3uORhp+93KSh9xcR69yzAtyVc9yVitO++8hXfe+bveZZiajGG1JF/1jJCxbL/bjGzd+o3eJZia5KueZKyW11uhdwmmJ2NYLclXPbNlLM2twZWUnNC7BFOTfNWTjNUKBoN6l2B6MobVknzVM1vG0twaXHx8gt4lmJrkq55krJbdbte7BNOTMayW5Kue2TKWObfnYKQ5t8FgEKfTqXcZpiX5qicZq5WTcxtvv/2+3mWYmoxhtSRf9YyQscy5bUb++c88vUswNclXPclYrePHi/UuwfRkDKsl+apntozlzu05aJpGNGqMWKqqKomNjdO7DNOSfNWTjNU6duw72rRpq3cZpiZjWC3JVz0jZGy1WrDUcVcaaW6FEEIIIYRpyLQEIYQQQghhGtLcCiGEEEII05DmVgghhBBCmIY0t0IIIYQQwjSkuRVCCCGEEKYhza0QQgghhDANaW6FEEIIIYRpSHMrhBBCCCFMQ5pbIYQQQghhGtLcCiGEEEII05DmVgghhBBCmIY0t0IIIYQQwjSkuRVCCCGEEKZh17sA0TDefPNNFi5cyNGjRwmHw7Rv356JEyeSk5ODxWLRuzxDi0QizJs3jy+//JJ9+/ahaRqZmZk8+uijXHnllXqXZxqrV6/mww8/ZPPmzRw5coScnBx++ctf6l2WIe3fv5+ZM2eyadMm4uLi+PGPf8xjjz2G0+nUuzTTOHToEHPnzmXz5s3s3buXTp06sXDhQr3LMo3FixfzySefsH37dioqKsjIyOCuu+7illtuka9pDWD58uXMmTOHffv24fP5aNWqFddeey1TpkwhPj5e7/IumTS3JuH1ehk3bhxdunTB5XKxdu1aZs6cic/n44EHHtC7PEPz+/288cYb3HzzzUyePBmr1cp7773H3Xffzdy5cxk8eLDeJZrCypUr2bVrF/3796e8vFzvcgyrvLycSZMmcdlllzFr1iyKiop48cUX8fv98s1CA9q7dy/Lly+nd+/eRKNRNE3TuyRTmT9/Punp6UyfPp3k5GTWrFnDM888Q2FhIVOmTNG7PMMrKyujV69e3HXXXSQlJbF3715mzZrF3r17mTdvnt7lXTKLJv8jTeuJJ55g27ZtLF26VO9SDC0SieDz+UhMTDzj2A033EBGRgazZ8/WsTrziEajWK01M6VGjRrFyJEjpRm7CH/605+YPXs2X3zxBUlJSQC8++67zJgxgy+++IJWrVrpW6BJ/Ot4nT59Otu2bZM7tw2opKSElJSUM44988wz5OXlsW7dutrsRcN57733eOaZZ1ixYoXhrxMyOkwsOTmZUCikdxmGZ7PZzmhsTx/LzMykuLhYp6rMR75YNYwVK1YwePDg2sYW4PrrrycajbJ69Wr9CjMZGa9q/XtjC9CtWzd8Ph9VVVU6VGR+p68ZZugb5H+nyYTDYXw+H19++SUff/wxd999t94lmVI4HGbz5s106tRJ71KEOMOBAwfOGpcJCQmkpaVx4MABnaoS4tJt2LCBVq1a4fF49C7FNCKRCIFAgO3bt/OHP/yBUaNG0a5dO73LumQy59ZEDh06xJgxY2r//uCDD3LPPffoV5CJvfnmmxQVFUm+osmpqKggISHhrOOJiYkyl1kY1vr168nLy2PatGl6l2IqV199NUVFRQAMGzaMl19+WeeKGoY0t02U1+ut04+827dvX/sJ6DZt2vDBBx9QVVXF+vXrmTNnDlarlUceeUR1uYZzMfmetnr1ambNmsVDDz1Edna2qhIN71IyFkKI0woLC5k6dSoDBw6Un0Y2sDfeeIPq6mr27dvH66+/zgMPPMBbb72FzWbTu7RLIs1tE7VkyRKefvrpCz4vLy+Pzp07A+B0OunZsycAAwcOxOPx8NJLL3HnnXeSlpamtF6juZh8AbZv385//ud/csMNN8gndi/gYjMWlyYhIQGv13vW8fLy8rPmjgvR1FVUVDB58mSSkpKYNWuWzHVuYFlZWQD07duXnj178uMf/5hly5YxduxYnSu7NNLcNlG33XYbt9122yW9R48ePYhEIhQUFEhz+28uJt9Dhw4xefJk+vbty8yZMxVVZh4NMYZF/XXq1OmsubVer5fjx4/LHHFhKH6/n5///Od4vV7effddU6y/2pRlZmbicDg4fPiw3qVcMvkWyMQ2btyIxWIxxeRwvRUXF3PffffRpk0bXnvtNRwOh94lCXFOw4cPZ82aNVRUVNQeW7JkCVarlSFDhuhYmRB1Fw6Heeyxxzhw4ABvvvmm4ZemMoLNmzcTCoVM0TPInVsT8Hq9TJ48mZtuuomMjAzC4TD5+fksWLCAiRMn0qJFC71LNDS/38/kyZMpLS3lqaeeYu/evbWPOZ1OunfvrmN15lFQUMDWrVsBqK6u5vDhwyxZsgTA8D8ia0x33HEHf/nLX3j44Yf5+c9/TlFREb/97W+54447pEFoQNXV1SxfvhyoGbs+n692vA4YMOCcS1mJuju9LvP06dPx+Xx88803tY91795d5ulfoilTppCdnU1mZiZut5tdu3Yxd+5cMjMzufbaa/Uu75LJJg4mEAwGefbZZ9mwYQNFRUW43W46dOjAHXfcwfjx4w0/MVxvR48e5ZprrjnnY+np6Xz++eeNXJE5ffjhhzz55JPnfGz37t2NXI2x7d+/n+eff/6M7XenTp0qDUED+qHrwoIFCxg4cGAjV2Quo0aNoqCg4JyPffbZZ6a4u6inN954g7y8PA4fPoymaaSnpzN69Gjuv/9+Uyy1Js2tEEIIIYQwDZlzK4QQQgghTEOaWyGEEEIIYRrS3AohhBBCCNOQ5lYIIYQQQpiGNLdCCCGEEMI0pLkVQgghhBCmIc2tEEIIIYQwDWluhRBCCCGEaUhzK4QQzUR+fj6ZmZnk5+frXYoQQigjza0QQjSgt99+m8zMTG677Ta9SxFCiGZJmlshhGhAubm5pKens2XLFg4dOqR3OUII0exIcyuEEA3kyJEjbNq0iSeffJKUlBRyc3P1LkkIIZodaW6FEKKB5ObmkpiYyIgRI7juuuvO2dy+9tprZGVlsXbt2jOOP/PMM2RnZ7Nr167aY5s3b+b++++nX79+9O7dm5/+9Kds2LChTrUUFhby0EMP0adPHwYPHswLL7xAMBg853Prch6fz8evf/1rRo0aRXZ2NoMHD+bee+9l+/bt563B7/czduxYxo4di9/vrz1eVlbG0KFDueOOO4hEInX69wghRF1JcyuEEA0kNzeX0aNH43Q6ueGGGzh48CBbtmw54zkPPvgg3bp146mnnsLn8wGwcuVK3nvvPR566CGysrIAWLt2LTk5OVRWVjJlyhSmTp1KRUUFkyZNOus9/53f72fSpEmsWrWKnJwcHnjgAdavX8///M//nPXcup7n2Wef5Z133mHMmDE8++yz3HfffbhcLvbv33/eOtxuNy+99BKHDx/mlVdeqT3+3HPP4fV6+c1vfoPNZrtwsEIIUR+aEEKIS7Z161ata9eu2urVqzVN07RoNKoNHz5cmzlz5lnP3b17t9ajRw/tqaee0srLy7Vhw4ZpEyZM0EKhUO1rx4wZo913331aNBqtfV11dbU2atQo7d577/3BWubPn6917dpVy8vLqz1WVVWljR49Wuvatav21Vdf1fs8/fr102bMmHERyWjayy+/rGVlZWnr1q3TFi9erHXt2lWbP3/+Rb2XEEJciNy5FUKIBpCbm0uLFi0YOHAgABaLhXHjxpGXl3fWj967du3KI488wvvvv8/9999PaWkpL730Ena7HYCdO3dy8OBBbrzxRkpLSykpKaGkpISqqioGDx7MunXriEaj561lxYoVpKWlMXbs2NpjMTEx3H777Wc8rz7nSUhIYPPmzRQVFdU7mylTpnD55Zczbdo0ZsyYwYABA7j77rvr/T5CCFEXdr0LEEIIo4tEIixatIiBAwdy9OjR2uO9evVi3rx5rF27lqFDh57xmvvvv59FixaxZcsWHn/8cS6//PLaxw4ePAjAtGnTzntOr9dLYmLiOR8rKCggIyMDi8VyxvGOHTue8ff6nOe//uu/mD59OiNHjqRHjx6MGDGC8ePH0759+/O+9jSn08kLL7zArbfeisvl4oUXXjirNiGEaCjS3AohxCX66quvOH78OIsWLWLRokVnPZ6bm3tWc3vkyJHapcL27NlzxmOapgHwi1/8gm7dup3znLGxsZdcd33OM27cOK688kqWLVvG6tWrmTt3LnPmzGHWrFmMGDHigudatWoVAIFAgEOHDtWpKRZCiIshza0QQlyi3NxcUlNT+eUvf3nWY8uWLWPZsmXMmDEDt9sNQDQaZfr06Xg8HiZNmsTs2bO57rrrGDNmDEBt4+fxeLjqqqvqXU96ejp79uxB07Qz7pB+++23Zzyvvudp2bIlOTk55OTkcPLkSW6++WZmz559weZ2165d/OEPf2DChAns2rWLp59+mtzcXOLj4+v9bxNCiAuRObdCCHEJ/H4/n376KSNHjqxd9upff51eieDzzz+vfc1bb73Fpk2beO6553j00Ufp27cvv/rVrygpKQEgOzubDh06MG/ePCorK8865+nnnc/w4cMpLi5myZIltceqq6t57733znheXc8TiUTwer1nPJaamkrLli3Pu7zYaaFQiCeffJKWLVvy1FNP8Zvf/IYTJ07wwgsv/ODrhBDiYsmdWyGEuASff/45lZWVjBo16pyP9+nTh5SUFD755BPGjRvH/v37efXVV5kwYULta1588UXGjx/PjBkzePXVV7FarcycOZPJkydzww03MGHCBFq1akVRURH5+fl4PB5mz5593ppuv/123n77baZNm8b27dtJS0vjH//4R+2d49Pqep7KysratXuzsrKIjY1lzZo1bN26lenTp/9gPq+//jo7d+5k/vz5eDwesrKyePjhh/n973/P2LFj6zSlQQgh6sOinZ50JYQQot4eeOAB1qxZQ35+PjExMed8zpNPPklubi4rV65k8uTJHD9+nIULF57xY/kFCxbw61//mldeeYVx48YBNasZ/PGPf+Trr7+mqqqKtLQ0evXqxcSJExk8ePAP1vXdd9/x/PPPs3btWtxuNzfeeCPDhw/nP/7jP1iwYEHtqg51OU8wGOT3v/89q1ev5siRI2iaRocOHZg4cSI/+clPzlvD9u3buf3227nzzjt5+umna49HIhEmTpxIUVERixYtIiEhoU5ZCyFEXUhzK4QQQgghTEPm3AohhBBCCNOQ5lYIIYQQQpiGNLdCCCGEEMI0pLkVQgghhBCmIc2tEEIIIYQwDWluhRBCCCGEaUhzK4QQQgghTEOaWyGEEEIIYRrS3AohhBBCCNOQ5lYIIYQQQpiGNLdCCCGEEMI0pLkVQgghhBCm8f8B1F2bfpeEbloAAAAASUVORK5CYII=\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# Valeurs Propres et Vecteurs Propres" ], "metadata": { "id": "JR1cL5NMYM_2" } }, { "cell_type": "code", "source": [ "import numpy as np\n", "from numpy.linalg import eig\n", "\n", "# Exemple : Définir une matrice\n", "A = np.array([[3, 1],\n", " [1, 3]])\n", "\n", "# Calculer les valeurs propres et les vecteurs propres\n", "eigenvalues, eigenvectors = eig(A)\n", "\n", "print(\"Matrice A:\")\n", "print(A)\n", "\n", "# Valeurs propres\n", "print(\"Valeurs propres:\")\n", "print(eigenvalues)\n", "\n", "# Vecteurs propres\n", "print(\"Vecteurs propres:\")\n", "print(eigenvectors)\n", "\n", "# Vérification : A * v = λ * v pour chaque vecteur propre\n", "for i in range(len(eigenvalues)):\n", " v = eigenvectors[:, i]\n", " lambda_v = eigenvalues[i] * v\n", " Av = np.dot(A, v)\n", " print(f\"Vérification pour λ = {eigenvalues[i]:.2f}:\")\n", " print(\"A * v =\", Av)\n", " print(\"λ * v =\", lambda_v)\n", " print(\"Égalité :\", np.allclose(Av, lambda_v))" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "f5L9sm12YKSE", "outputId": "ce7e1b78-15ac-46e6-b5dd-35963a13fc0a" }, "execution_count": 26, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Matrice A:\n", "[[3 1]\n", " [1 3]]\n", "Valeurs propres:\n", "[4. 2.]\n", "Vecteurs propres:\n", "[[ 0.70710678 -0.70710678]\n", " [ 0.70710678 0.70710678]]\n", "Vérification pour λ = 4.00:\n", "A * v = [2.82842712 2.82842712]\n", "λ * v = [2.82842712 2.82842712]\n", "Égalité : True\n", "Vérification pour λ = 2.00:\n", "A * v = [-1.41421356 1.41421356]\n", "λ * v = [-1.41421356 1.41421356]\n", "Égalité : True\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Formes Quadratiques et Matrices Semi-Définies Positives" ], "metadata": { "id": "RC4yAkfDJiKD" } }, { "cell_type": "code", "source": [ "# Définir la matrice A et le vecteur x\n", "A = np.array([[2, 1],\n", " [1, 3]])\n", "x = np.array([1, 2])\n", "\n", "# Calcul de la forme quadratique\n", "q = x.T @ A @ x\n", "\n", "print(\"Matrice A:\")\n", "print(A)\n", "print(\"Vecteur x:\")\n", "print(x)\n", "print(\"Valeur de la forme quadratique q(x):\", q)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Ks4wLDX4Jsa1", "outputId": "e23c106c-0d66-41b4-c0e8-f05f96dc7062" }, "execution_count": 27, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Matrice A:\n", "[[2 1]\n", " [1 3]]\n", "Vecteur x:\n", "[1 2]\n", "Valeur de la forme quadratique q(x): 18\n" ] } ] }, { "cell_type": "code", "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from mpl_toolkits.mplot3d import Axes3D\n", "\n", "# Fonction pour évaluer la forme quadratique\n", "def quadratic_form(A, x, y):\n", " return A[0, 0]*x**2 + A[0, 1]*x*y + A[1, 1]*y**2\n", "\n", "# Définir les matrices\n", "matrices = {\n", " \"Matrice Semi-Définie Positive (SDP)\": np.array([[2, 0], [0, 1]]),\n", " \"Matrice Indéfinie\": np.array([[2, -1.5], [-1.5, -1]]),\n", " \"Matrice Semi-Définie Négative (SDN)\": np.array([[-1, 0], [0, -2]])\n", "}\n", "\n", "# Créer une grille\n", "x = np.linspace(-2, 2, 100) # Valeurs de x\n", "y = np.linspace(-2, 2, 100) # Valeurs de y\n", "X, Y = np.meshgrid(x, y) # Grille pour les coordonnées\n", "\n", "# Tracer chaque matrice\n", "fig = plt.figure(figsize=(15, 10))\n", "for i, (title, A) in enumerate(matrices.items(), 1):\n", " # Calculer les valeurs de la forme quadratique\n", " Z = quadratic_form(A, X, Y)\n", " # Sous-graphe en 3D\n", " ax = fig.add_subplot(1, 3, i, projection='3d')\n", " # Surface 3D\n", " ax.plot_surface(X, Y, Z, cmap=\"viridis\",edgecolor=\"k\", alpha=0.8)\n", " ax.set_title(title) # Titre du sous-graphe\n", " ax.set_xlabel(\"x\") # Étiquette pour l'axe x\n", " ax.set_ylabel(\"y\") # Étiquette pour l'axe y\n", " ax.set_zlabel(\"q(x, y)\") # Étiquette pour l'axe z\n", " ax.view_init(elev=30, azim=45) # Angle de vue\n", "\n", "plt.tight_layout() # Ajuster l'espacement des sous-graphiques\n", "plt.show() # Afficher la figure\n" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 441 }, "id": "EieALwrb9KaX", "outputId": "c22f9ff7-9fba-4811-83b0-9e6047aeecfa" }, "execution_count": 28, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] } ] }