{ "cells": [ { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "T-YNhr8UYF-f", "outputId": "d8b51939-f3c5-407a-edd7-bce2bee0f16d", "tags": [ "hide-input" ] }, "outputs": [], "source": [ "# Install the necessary dependencies\n", "\n", "import os\n", "import sys\n", "!{sys.executable} -m pip install --quiet pandas scikit-learn numpy matplotlib jupyterlab_myst ipython" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "remove-cell" ] }, "source": [ "---\n", "license:\n", " code: MIT\n", " content: CC-BY-4.0\n", "github: https://github.com/ocademy-ai/machine-learning\n", "venue: By Ocademy\n", "open_access: true\n", "bibliography:\n", " - https://raw.githubusercontent.com/ocademy-ai/machine-learning/main/open-machine-learning-jupyter-book/references.bib\n", "---" ] }, { "cell_type": "markdown", "metadata": { "id": "H-oV1_NaYF-e" }, "source": [ "# Unsupervised learning" ] }, { "cell_type": "markdown", "metadata": { "id": "at_t_B8cYF-e" }, "source": [ "First, let's import a few common modules, ensure MatplotLib plots figures inline and prepare a function to save the figures. We also check that Python 3.5 or later is installed (although Python 2.x may work, it is deprecated so we strongly recommend you use Python 3 instead), as well as Scikit-Learn ≥0.20." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "id": "PS2PzC9GYF-f" }, "outputs": [], "source": [ "# Python ≥3.5 is required\n", "import sys\n", "assert sys.version_info >= (3, 5)\n", "\n", "# Scikit-Learn ≥0.20 is required\n", "import sklearn\n", "assert sklearn.__version__ >= \"0.20\"\n", "\n", "# Common imports\n", "import numpy as np\n", "import os\n", "\n", "# to make this notebook's output stable across runs\n", "np.random.seed(42)\n", "\n", "# To plot pretty figures\n", "%matplotlib inline\n", "import matplotlib as mpl\n", "import matplotlib.pyplot as plt\n", "\n", "import warnings\n", "warnings.filterwarnings(\"ignore\", category=FutureWarning, module=\"sklearn\")\n", "\n", "mpl.rc('axes', labelsize=14)\n", "mpl.rc('xtick', labelsize=12)\n", "mpl.rc('ytick', labelsize=12)\n", "\n", "# Where to save the figures\n", "PROJECT_ROOT_DIR = \".\"\n", "CHAPTER_ID = \"unsupervised_learning\"\n", "IMAGES_PATH = os.path.join(PROJECT_ROOT_DIR, \"images\", CHAPTER_ID)\n", "os.makedirs(IMAGES_PATH, exist_ok=True)\n", "\n", "def save_fig(fig_id, tight_layout=True, fig_extension=\"png\", resolution=300):\n", " path = os.path.join(IMAGES_PATH, fig_id + \".\" + fig_extension)\n", " print(\"Saving figure\", fig_id)\n", " if tight_layout:\n", " plt.tight_layout()\n", " plt.savefig(path, format=fig_extension, dpi=resolution)" ] }, { "cell_type": "markdown", "metadata": { "id": "_HfVME_gYF-g" }, "source": [ "## K-Means" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 870 }, "id": "H1ymUjS1YF-g", "outputId": "f30c912e-220d-4bbf-d515-00e25003998e", "tags": [ "hide-input" ] }, "outputs": [ { "data": { "text/html": [ "\n", "

\n", "\n", "A demo of linear-regression. [source]\n", "

\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from IPython.display import HTML\n", "display(HTML(\"\"\"\n", "

\n", "\n", "A demo of linear-regression. [source]\n", "

\n", "\"\"\"))" ] }, { "cell_type": "markdown", "metadata": { "id": "PN0PeTU0YF-g" }, "source": [ "Let's start by generating some blobs:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "id": "ykpxEkAxYF-g" }, "outputs": [], "source": [ "from sklearn.datasets import make_blobs" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "id": "qRDSYgOeYF-g" }, "outputs": [], "source": [ "blob_centers = np.array(\n", " [[ 0.2, 2.3],\n", " [-1.5 , 2.3],\n", " [-2.8, 1.8],\n", " [-2.8, 2.8],\n", " [-2.8, 1.3]])\n", "blob_std = np.array([0.4, 0.3, 0.1, 0.1, 0.1])" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "id": "IzpORwbDYF-g" }, "outputs": [], "source": [ "X, y = make_blobs(n_samples=2000, centers=blob_centers,\n", " cluster_std=blob_std, random_state=7)" ] }, { "cell_type": "markdown", "metadata": { "id": "rPrUE2ffYF-h" }, "source": [ "Now let's plot them:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "id": "Afhy504HYF-h" }, "outputs": [], "source": [ "def plot_clusters(X, y=None):\n", " plt.scatter(X[:, 0], X[:, 1], c=y, s=1)\n", " plt.xlabel(\"$x_1$\", fontsize=14)\n", " plt.ylabel(\"$x_2$\", fontsize=14, rotation=0)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 425 }, "id": "oWp7-O_HYF-h", "outputId": "e8357b23-dc39-488b-c57e-01a10435ec46" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure blobs_plot\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(8, 4))\n", "plot_clusters(X)\n", "save_fig(\"blobs_plot\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "0tliX_y4YF-h" }, "source": [ "Let's train a K-Means clusterer on this dataset. It will try to find each blob's center and assign each instance to the closest blob:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "id": "aJJeFMLaYF-h" }, "outputs": [], "source": [ "from sklearn.cluster import KMeans" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "id": "BUsDefzaYF-h" }, "outputs": [], "source": [ "k = 5\n", "kmeans = KMeans(n_clusters=k, random_state=42)\n", "y_pred = kmeans.fit_predict(X)" ] }, { "cell_type": "markdown", "metadata": { "id": "PTm1-pyeYF-h" }, "source": [ "Each instance was assigned to one of the 5 clusters:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "bKYMcKgmYF-i", "outputId": "ee018ad3-e7fd-4c22-8cc2-851771419980" }, "outputs": [ { "data": { "text/plain": [ "array([4, 0, 1, ..., 2, 1, 0], dtype=int32)" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "y_pred" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "fYADDAamYF-i", "outputId": "336dc0d1-c61c-422d-cd81-c5bf304822bc" }, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "y_pred is kmeans.labels_" ] }, { "cell_type": "markdown", "metadata": { "id": "bt4Pn4AVYF-i" }, "source": [ "And the following 5 _centroids_ (i.e., cluster centers) were estimated:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "YKzPsoV2YF-i", "outputId": "01a4c0d9-1a85-4286-ea43-6364117c2e68" }, "outputs": [ { "data": { "text/plain": [ "array([[-2.80389616, 1.80117999],\n", " [ 0.20876306, 2.25551336],\n", " [-2.79290307, 2.79641063],\n", " [-1.46679593, 2.28585348],\n", " [-2.80037642, 1.30082566]])" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans.cluster_centers_" ] }, { "cell_type": "markdown", "metadata": { "id": "SFS59Z6qYF-i" }, "source": [ "Note that the KMeans instance preserves the labels of the instances it was trained on. Somewhat confusingly, in this context, the _label_ of an instance is the index of the cluster that instance gets assigned to:" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "iJMjtqt7YF-i", "outputId": "c7cb3956-ab2e-4a5d-c486-bf6fe068a14f" }, "outputs": [ { "data": { "text/plain": [ "array([4, 0, 1, ..., 2, 1, 0], dtype=int32)" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans.labels_" ] }, { "cell_type": "markdown", "metadata": { "id": "hoIeh9NbYF-i" }, "source": [ "Of course, we can predict the labels of new instances:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "OuG02u8ZYF-i", "outputId": "253277ab-a0b6-4748-b3e1-6745552ed250" }, "outputs": [ { "data": { "text/plain": [ "array([1, 1, 2, 2], dtype=int32)" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_new = np.array([[0, 2], [3, 2], [-3, 3], [-3, 2.5]])\n", "kmeans.predict(X_new)" ] }, { "cell_type": "markdown", "metadata": { "id": "RH42cST5YF-i" }, "source": [ "### Decision Boundaries" ] }, { "cell_type": "markdown", "metadata": { "id": "5tL_ixdvYF-i" }, "source": [ "Let's plot the model's decision boundaries. This gives us a _Voronoi diagram_:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "id": "t9V4Wc-zYF-i" }, "outputs": [], "source": [ "def plot_data(X):\n", " plt.plot(X[:, 0], X[:, 1], 'k.', markersize=2)\n", "\n", "def plot_centroids(centroids, weights=None, circle_color='w', cross_color='k'):\n", " if weights is not None:\n", " centroids = centroids[weights > weights.max() / 10]\n", " plt.scatter(centroids[:, 0], centroids[:, 1],\n", " marker='o', s=35, linewidths=8,\n", " color=circle_color, zorder=10, alpha=0.9)\n", " plt.scatter(centroids[:, 0], centroids[:, 1],\n", " marker='x', s=2, linewidths=12,\n", " color=cross_color, zorder=11, alpha=1)\n", "\n", "def plot_decision_boundaries(clusterer, X, resolution=1000, show_centroids=True,\n", " show_xlabels=True, show_ylabels=True):\n", " mins = X.min(axis=0) - 0.1\n", " maxs = X.max(axis=0) + 0.1\n", " xx, yy = np.meshgrid(np.linspace(mins[0], maxs[0], resolution),\n", " np.linspace(mins[1], maxs[1], resolution))\n", " Z = clusterer.predict(np.c_[xx.ravel(), yy.ravel()])\n", " Z = Z.reshape(xx.shape)\n", "\n", " plt.contourf(Z, extent=(mins[0], maxs[0], mins[1], maxs[1]),\n", " cmap=\"Pastel2\")\n", " plt.contour(Z, extent=(mins[0], maxs[0], mins[1], maxs[1]),\n", " linewidths=1, colors='k')\n", " plot_data(X)\n", " if show_centroids:\n", " plot_centroids(clusterer.cluster_centers_)\n", "\n", " if show_xlabels:\n", " plt.xlabel(\"$x_1$\", fontsize=14)\n", " else:\n", " plt.tick_params(labelbottom=False)\n", " if show_ylabels:\n", " plt.ylabel(\"$x_2$\", fontsize=14, rotation=0)\n", " else:\n", " plt.tick_params(labelleft=False)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 425 }, "id": "YZPFhA2WYF-j", "outputId": "cdba3d88-26ab-4088-bae2-10e83da7aca2" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure voronoi_plot\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(8, 4))\n", "plot_decision_boundaries(kmeans, X)\n", "save_fig(\"voronoi_plot\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "D3aS7O9BYF-j" }, "source": [ "Hard Clustering _vs_ Soft Clustering" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Xjb8J2NCYF-j", "outputId": "addbd1c6-981a-4614-aa26-602257d086ba" }, "outputs": [ { "data": { "text/plain": [ "array([[2.81093633, 0.32995317, 2.9042344 , 1.49439034, 2.88633901],\n", " [5.80730058, 2.80290755, 5.84739223, 4.4759332 , 5.84236351],\n", " [1.21475352, 3.29399768, 0.29040966, 1.69136631, 1.71086031],\n", " [0.72581411, 3.21806371, 0.36159148, 1.54808703, 1.21567622]])" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans.transform(X_new)" ] }, { "cell_type": "markdown", "metadata": { "id": "wNN-yPr8YF-j" }, "source": [ "You can verify that this is indeed the Euclidian distance between each instance and each centroid:" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "iev5d0NyYF-j", "outputId": "60f16fee-d12d-407a-af9b-14f8815f8f52" }, "outputs": [ { "data": { "text/plain": [ "array([[2.81093633, 0.32995317, 2.9042344 , 1.49439034, 2.88633901],\n", " [5.80730058, 2.80290755, 5.84739223, 4.4759332 , 5.84236351],\n", " [1.21475352, 3.29399768, 0.29040966, 1.69136631, 1.71086031],\n", " [0.72581411, 3.21806371, 0.36159148, 1.54808703, 1.21567622]])" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.linalg.norm(np.tile(X_new, (1, k)).reshape(-1, k, 2) - kmeans.cluster_centers_, axis=2)" ] }, { "cell_type": "markdown", "metadata": { "id": "Ycv9tbL0YF-j" }, "source": [ "### The K-Means Algorithm" ] }, { "cell_type": "markdown", "metadata": { "id": "bYk3uyGyYF-j" }, "source": [ "The KMeans class applies an optimized algorithm by default. To get the original K-Means algorithm (for educational purposes only), you must set init=\"random\", n_init=1 and algorithm=\"full\". These hyperparameters will be explained below." ] }, { "cell_type": "markdown", "metadata": { "id": "wOHOqMYXYF-j" }, "source": [ "Let's run the K-Means algorithm for 1, 2 and 3 iterations, to see how the centroids move around:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 92 }, "id": "BdfS-jTlYF-j", "outputId": "4e6b6040-319a-4c47-f90a-e1e6afaabbb6" }, "outputs": [ { "data": { "text/html": [ "
KMeans(algorithm='full', init='random', max_iter=3, n_clusters=5, n_init=1,\n",
              "       random_state=0)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "KMeans(algorithm='full', init='random', max_iter=3, n_clusters=5, n_init=1,\n", " random_state=0)" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans_iter1 = KMeans(n_clusters=5, init=\"random\", n_init=1,\n", " algorithm=\"full\", max_iter=1, random_state=0)\n", "kmeans_iter2 = KMeans(n_clusters=5, init=\"random\", n_init=1,\n", " algorithm=\"full\", max_iter=2, random_state=0)\n", "kmeans_iter3 = KMeans(n_clusters=5, init=\"random\", n_init=1,\n", " algorithm=\"full\", max_iter=3, random_state=0)\n", "kmeans_iter1.fit(X)\n", "kmeans_iter2.fit(X)\n", "kmeans_iter3.fit(X)" ] }, { "cell_type": "markdown", "metadata": { "id": "-ITXfSmBYF-k" }, "source": [ "And let's plot this:" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 825 }, "id": "5wLyya0aYF-r", "outputId": "9989c749-6e7e-4695-f07a-151d0e173197" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure kmeans_algorithm_plot\n" ] }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAA90AAAMWCAYAAADs4eXxAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOydeVwU5R/HP7vLfbOINyLmVd6mplh4pJGZqYmYZIlZSYqZqYli3iiY5vFDpdLCLCxEy9SSzFsR79RKMy80FeW+lnN3fn9sM87uzuzO7A0879fLlzDzzPM888ywO9/5fA8JRVEUCAQCgUAgEAgEAoFAIJgdqa0nQCAQCAQCgUAgEAgEQl2FGN0EAoFAIBAIBAKBQCBYCGJ0EwgEAoFAIBAIBAKBYCGI0U0gEAgEAoFAIBAIBIKFIEY3gUAgEAgEAoFAIBAIFoIY3QQCgUAgEAgEAoFAIFgIYnQTCAQCgUAgEAgEAoFgIYjRTSAQCAQCgUAgEAgEgoUgRjeBQCAQCAQCgUAgEAgWghjd9Yzk5GRIJBIkJyfbeiom079/f0gkEltPo14hds0PHz4MiUSChQsXWmQ+Fy5cgEwmQ0pKisZ2iUSC/v37m9S3MXO/ffs2JBIJIiMjTRqba50tvZb2jL39rS9cuBASiQSHDx82uo958+bB09MTDx8+NN/ECIQ6jjn+9gxhju8PGlt9dpnru4hAIJgPYnRbCfqBWd8HoJA29oC1Hv7r0gsCS1GfDTEA+PDDD9G+fXu89tprVhuzZcuWaNmypdXGI9RNZsyYAalUigULFth6KgSCWaENvhdffNHWU7E45DlFDVkHAsEwDraeAIFAqD18/fXXUCgUtp4GAODgwYM4fPgwNm/eDKlU8/3hlStX4ObmZlL/vXr1wpUrV9CgQQPBxzRr1gxXrlyBt7e3SWMT6j6+vr54++23sXbtWsyZMweBgYG2nhKBQKgjkO8iAsH+IEo3gUAQTIsWLdC+fXtbTwMAsHHjRri6uiIsLExnX/v27dGiRQuT+ndzc0P79u1FGd2Ojo5o3749mjRpYtLYhPrBuHHjoFQqsWnTJltPhUAg1CHIdxGBYH8Qo7sWQLuzFhYWYtKkSWjcuDFcXFzQrVs3bNu2jfOY/Px8REVFoVGjRnBzc0PPnj3xww8/8I7x5ZdfYvjw4WjZsiVcXFwgl8sRGhqKQ4cOabRbuHAhBgwYAABYtGgRJBIJ8+/27dtMu6qqKnz66afo3r073N3d4enpieeeew4//fSToHOOjIzEhAkTAAATJkzQGEeb6upqLFy4EC1btoSzszPatm2LDRs2cPZLURS+/PJL9O3bF15eXnBzc0OPHj3w5ZdfCpoXm6NHj2LEiBFo1KgRnJ2dERAQgFdffRXHjx83ekx2vFpKSgq6du0KV1dXNGnSBNOmTUN5eblGW0PXIjIyEhKJBDdv3sSqVavw1FNPwdnZWSOE4Y8//kB4eDgaNmwIZ2dnBAUF4YMPPkBeXp7O/Pji08rLyxETE4OAgAC4uLigY8eO+OKLL3jX7vz58wgLC0OLFi3g7OwMf39/9OzZE3FxcXrXnKagoAC7du1CaGgovLy8dPZzxeTRa3Hr1i2sW7cO7du3h7OzMwIDA7Fo0SKoVCqN9tqu+7TLZFZWFrKysjTWW7uNdojIuXPnEB0djY4dO8Lb2xuurq7o1KkT4uPjUV1dLeictVGpVAgMDISfnx8qKys524SEhMDBwQH//vuv3r7Y875y5QpGjhwJPz8/jXvphx9+wNixY9G6dWu4ubnB29sbzz33HHbs2KG3v+vXr2PkyJHw9fWFu7s7Bg0ahIsXL3LO4/jx4+jXrx/c3d3h5+eHMWPG4O7du7zzLisrw4IFC9C+fXvmc2vo0KE4ceKETlv239ZXX32FTp06wdXVFUFBQVi3bh0A9d/qqlWr0K5dO7i4uKBNmzb4+uuv9a4dAPzzzz+QSqV46aWXOPeXlJTAw8ND54VVt27d0Lp1a+KSSai3FBUVISEhAf369UPTpk3h5OSEpk2b4s0338SNGzf0Hrt582Z06tQJLi4uaNasGaZPn46SkhLOtpcuXcJrr72GJk2awMnJCYGBgZg6dSrn95xQ7Pk5he+7iP4OFzqfiooKrFq1Cl26dIG3tzfc3d3RsmVLhIeHM5/jQtZB7Hcg/dxbWlqKadOmoWnTpnB2dkbnzp2RlpbGec5VVVVYvXo1evbsCU9PT3h4eOCpp57Chx9+iIKCAo22jx49wvTp09G6dWs4OzujQYMGGDVqFP744w+dfv/55x9MmDABQUFBcHZ2hlwuR5cuXfDBBx+Aoij9F4JAYEHcy2sJVVVVGDRoEEpLS/HGG2+grKwMqampiIiIQG5uLqZOncq0VSgU6N+/Py5fvow+ffqgX79+uHv3LsaMGYMXXniBs/8pU6agS5cuGDRoEPz9/XHv3j38+OOPGDRoEHbu3Inhw4cDUH9g3759G1u2bEG/fv00DBsfHx8AQGVlJV588UUcPnwYXbt2xcSJE1FdXY29e/di+PDh+N///ofo6Gi95ztixAgUFhZi165dGD58OLp27crbduzYsTh9+jSGDBkCmUyG1NRUTJkyBY6OjnjnnXeYdhRF4fXXX8e2bdvQpk0bREREwMnJCfv378fEiRPx119/YeXKlQauhJq1a9di+vTpcHV1xciRI9GiRQvcu3cPx48fR1paGp599lmTxkxMTMS+ffswfPhwDBw4EPv27cO6deuQm5uLb7/9VvC1oJk6dSoyMzMxdOhQDBs2DA0bNgSgNnJCQ0NRVVWFsLAwtGzZEidPnsTatWuxZ88eZGZmGlR6VSoVXnnlFfz222/o1KkTIiIikJeXh+nTpzMvBdj8/vvvCA4Ohkwmw/DhwxEYGIjCwkL89ddf+PzzzxEbG2tw/Y8ePYrq6mr07t3bYFttZs2ahSNHjuDll19GaGgofvzxRyxcuBBVVVV6jX4fHx8sWLAAa9asAQB88MEHzD5DSXe++OIL7N69GyEhIXjppZegUChw+PBhzJkzB2fOnOE0XA0hlUrx9ttvY/78+dixYwciIiI09v/99984duwYhg4diubNmwvq8/r16+jduzc6deqEyMhI5OXlwcnJCQAwZ84cODk54dlnn0WTJk2Qk5ODn376CWFhYVi3bp3GZxDN7du30bt3b3To0AFvvfUWbty4gV27dmHAgAG4cuUKGjVqxLQ9cOAAhgwZAqlUijFjxqBp06Y4cOAA+vbtC19fX52+KyoqMHDgQJw+fRrdu3fHBx98gIcPH+L7779Heno6tm3bhtGjR+sct2bNGhw+fJj529qxYwemTZsGNzc3XLhwATt27MDLL7+M559/Ht999x3Gjx+Pli1bIiQkhHfd2rRpgwEDBiA9PR13795FQECAxv6UlBSUlZXh7bff1jm2T58+2Lp1K65du4a2bdvyXxwCoQ5y5coVzJ8/HwMGDMDIkSPh7u6Oq1evIiUlBXv37sX58+c5Qy8+/fRTHDhwAGPGjMHQoUPx22+/Yc2aNcjMzMTRo0fh6OjItP3pp58QHh4OqVSK4cOHIyAgAH/99RcSExORnp6OU6dOcX7GGMLen1P0IXQ+48ePR2pqKjp37owJEybA2dkZd+/exaFDh3DmzBl06dJF0DoY8x1YXV2NF154AQUFBRg1ahQUCgW+++47hIeHY9++fRrPs+Xl5Rg8eDBOnDiBNm3aMHP9559/8Nlnn+HNN99krvGNGzfQv39//Pvvv3jhhRcwYsQIPHr0CDt27EB6ejoOHDiAZ555BgBw//599OrVC2VlZRg6dCjGjBmDsrIy/PPPP9iwYQNWrlwJBwdiShEEQhGswqFDhygA1Pjx40W3CQwMpABQISEhVGVlJbP97t27VIMGDShnZ2fq33//ZbYvWLCAAkC98847Gv3s27ePAkABoL766iuNfTdv3tSZz/3796mmTZtSbdq04ZznggULOM9j7ty5FADq448/plQqFbO9uLiY6tGjB+Xk5ETdu3ePdx1ovvrqK8650vTr148CQD3zzDNUUVERs/3q1auUg4MD1a5dO432n3/+OQWAmjBhAlVVVcVsr6yspIYNG0YBoM6ePWtwXr///jsllUqppk2bUrdu3dLYp1KpNM5N7Jj0tfP29qauXr3KbFcoFFTbtm0pqVSq0b+hazF+/HgKANW8eXMqKytLY59SqaSeeOIJCgC1b98+jX2zZs2iAFBvvfWWxnZ6zdnQ1+nFF1+kampqmO2XLl2inJycdOb34YcfUgCoH3/8UWe+ubm5nOehDT2//fv3c+4HQPXr109jG70WQUFB1P3795ntOTk5lI+PD+Xp6anx98W3toGBgVRgYCDnuLdu3eL8G87KytJYG4pS3ytvvfUWBYA6fvy4xj6udeaaz7179ygHBweqf//+OnOZOXMm7zrzzRsANX/+fM42N27c0NlWUlJCderUifL29qbKyso4+4uPj9c4Zt68eRQAavny5cw2pVJJtWrVipJIJNSxY8eY7SqVioqIiGD6YrNo0SIKAPX6669rfM6cP3+ecnJyonx8fKji4mJmO/23JZfLNc7lzp07lJOTE+Xt7U21bduWevToEbMvMzOTAkANGzZMY2y6r0OHDjHbvv/+ewoAtXDhQp11oj/32H3TrF27lgJAffnllzr7CITaCP33HxoaarBtYWEhlZeXp7P94MGDlFQqpd5++22N7fTfnpOTE3Xx4kVmO/uzYuXKlcz23NxcysvLi2rWrBl1+/Ztjb62bdtGAaCio6M1tnN9f/Bhr88pfN9FYuZTWFhISSQS6umnn9b5/qqpqaEKCgoEr4PY70D6uXf48OEa38u//fYb5701Y8YMCgD1xhtv6IxTWFhIlZSUML8HBwdTMplM57nn77//pjw9PalOnTox29atW0cBoNasWaNzTlz3LYGgD+JeXotYtmwZozoBQPPmzTFt2jRUVlbiu+++Y7Z//fXXcHJywuLFizWODw0NxfPPP8/Zd1BQkM62Jk2aYNSoUfjnn3+QlZUlaI4qlQobN27EE088wbg803h6emL+/PmoqqrCzp07BfUnhOXLl2u4GLdr1w59+/bF33//reFqlpiYCHd3d6xfv17jLbiTkxOjcPK567P57LPPoFKpsHTpUp0s1hKJBE2bNjV5zGnTpqFdu3bM766urhg7dixUKhXOnTtncI7azJo1SyfG+cSJE7hx4waGDBmC0NBQjX3z58+HXC5HSkoKqqqq9PZNu9/GxcVBJpMx2zt16oQ33niD9zhXV1edbX5+fgbPBQDjLs1WSoXy8ccfa8S5NWjQAMOHD0dJSQn+/vtv0f0JoUWLFhprA6jvlSlTpgAAfvvtN6P6bdq0KYYNG4YjR47g+vXrzPbq6mp8/fXXaNKkCYYOHSq4v8aNG/N6GrRq1Upnm4eHByIjI1FUVIQzZ87o7A8KCsKsWbM0tk2cOBEANNofP34cN2/exMsvv8x4iQDqNVq2bJnO2gHAli1b4OjoiPj4eI3PmW7dumH8+PEoLCzEjz/+qHPctGnTNM4lICAAzz77LIqKihAbGwt/f39m3zPPPINWrVrxusOzGTlyJBo1aoSvvvpKI1Th0qVLOHv2LIYPH67RNw19DxsKASAQ6iLe3t6Qy+U62wcMGIAOHTrwfja++eab6Ny5M/M7+7OCHa7x9ddfo7i4GMuXL9dRzF977TV0795d4/nJUlj7OcUc85FIJKAoCi4uLjrJSmUymY5HnT6M/Q5cvXq1xnPv888/j8DAQI3vj5qaGnz++efw9vbG2rVrdcbx9vaGh4cHAHWZ0YyMDIwfP17nuadt27Z45513cPnyZR03c67nFa77lkDQB/GJqCU4ODigT58+Otufe+45AOoPEgAoLi7GrVu38NRTT6Fx48ac7Q8cOKCz/ebNm1i+fDkOHjyIe/fu6cSI3r9/X1B23b///hsFBQVo2rQpFi1apLM/JycHAHD16lWDfQnl6aef1tlGu9MWFhbC09MTCoUCly9fRtOmTZGQkKDTno4pEjKv06dPAwCvqz6NKWMaOiex9OrVS2cbfc9wuUZ7eHigR48e+PXXX/H333+jU6dOvH1fvHgR7u7u6N69u86+5557Dps3b9bYFh4ejjVr1mDkyJEYM2YMBg8ejJCQEDRr1kzw+dBxeGK+9GnMvbZCqKqqQmJiIr777jtcvXoVpaWlGrFg9+/fN7rvSZMm4YcffsCmTZsQHx8PQO1O+ejRI8ydO1eU61uXLl00HnDYPHr0CPHx8fjll1+QlZWlkV+A7xy6du2q87DGtda0UUt/nrEJDAxEQECARs6I4uJi3Lx5E08++SSn6/yAAQPwxRdf4Pfff9d58cPl+ki/hOHbd+rUKZ3t2jg6OmLChAmIj4/Hr7/+ypRLonMbsF022dAPbrm5uQbHIBDqIocPH8aaNWtw6tQp5ObmoqamhtnH93mk77Pizz//RFVVFZycnJCZmQkAOHXqFGeMeEVFBXJzc5GbmysqaaZYrP2cYo75eHl54aWXXsLPP/+M7t27Y/To0ejfvz969uyp8UJACMZ8B/r4+HAKQs2bN8fJkyeZ369evYqSkhIMGjTIYJgAfT88fPiQs9QqvbZXr15Fx44dMWzYMMyZMwdTpkzBgQMH8OKLL6Jfv36cL6EJBEMQo9tK0A+e2sma2ND7tB9SAbUax7WdVkmKiooAqB9GATAxu3zt2Vy/fh29evVCcXExBgwYgGHDhsHLywtSqRSHDx/GkSNHeBM1aZOfnw8A+PPPP/Hnn3/ytisrKxPUnxC4EmnRhoZSqQSgTrxFURTu3bvH+TJAzLyKioogkUgMZgU1ZUwh5yQGrutO3yt8ajF9fnQ7PoqKinRiWPWN+8wzz+Dw4cNYtmwZUlJS8NVXXwEAevbsiYSEBM44cG3ot84VFRUG22pj7rUVQlhYGHbv3o22bdtizJgxaNiwIRwdHVFYWIi1a9cK/vvi4oUXXkBQUBC2bNmCpUuXwsHBAZs2bYJEImFUZaHw3Qv5+fno2bMn7ty5g759+2LQoEHw8fGBTCbD77//jl27dnGeg9C1pj+/9H1uaRvd+uar797VNye+fWwjQB/vvvsuEhISsGnTJrz44ouoqKjAt99+i6CgIAwaNIjzGPrlhakl7giE2sj27dsxZswYeHh4IDQ0FC1btoSbmxtT85nPy47vb5/+rCgpKYGfnx/zTLJ+/Xq98ygrK7Oo0W3t5xRzzAdQXx/6u5r2gvLy8sKECROwbNkywZ9bxnwH8pU7c3Bw0HiWpr8/hLy4p++HvXv3Yu/evbzt6DVu2bIlMjMzsXDhQvz8889ITU0FoK6QsnjxYs68IQQCH8TothL0h4e+TJm00sH1QZObmwuVSqVjeD98+FDjGPqD9NGjR5xj0O3ZrF69GgUFBdi6dSvGjRunsS8qKgpHjhzhnbM29PijRo3izTBpC+h5Pf300zh79qxJffn4+ICiKDx48EDvh7w5xzQVrmyq9Py47gkAyM7O1mjHh7e3N+PBoA1f38899xx++eUXlJeX49SpU9i9ezc2bNiAoUOH4o8//jD4Fpl206W/QO2ZM2fOYPfu3QgNDcXevXs1XN8yMzOxdu1ak/qXSCR49913MWfOHOzevZvxUHj++edFv43nuk8AdZbgO3fuYMmSJZg3b57Gvvj4eOzatcvo+QOPP7+Efm6Z6941N0FBQXjhhRcYT4P9+/ejoKAAM2bM4F1b+h7mcj0nEOo6CxcuhIuLC86dO4c2bdpo7NPn9s33t//w4UNIJBJ4enoCePwZcPnyZXTs2NFMs7YM9vTMQOPm5oalS5di6dKluHXrFg4dOoSkpCSsXbsW5eXl+Oyzzwz2YenvQNrj7d69ewbb0mssJKEvTceOHZGWlobq6mqcO3cOv/zyC9atW8ck/Ozbt6/RcyfUL0hMt5Vo164dnJyccObMGV7VhHaXYccp0dTU1Gi409AcO3YMgDqOEVB/oAQFBeH69evMgydXeza0yxWdoZyGoijO0jv0ByaXKvjkk0/Cy8sLZ8+eNboUkpBxxOLp6Yknn3wSV65cMdmFmHbV/vXXX602Jh+mrBF9zxw+fFhnX1lZGc6ePQtXV1eN2HIuunTpgrKyMpw/f15nH9f9xsbV1RX9+/fHqlWrMHfuXJSXl2P//v0G5067u1sqBlsfMplM1HrTf19Dhw7ViTUztD5CmTBhAhwdHbFp0yZ8+eWXUKlUvO7MxsD3GQGY5xy6dOnC21dWVpZO2TAvLy+0atUK169f53zQou9pfdmELcWkSZNQXV2NLVu2YNOmTZDJZEw5HS7oe1hfCAeBUFe5ceMGnnzySR2D+8GDB7h58ybvcfo+Kzp06MC4pdNZqLmen8yBvT6nWIKgoCC89dZbOHLkCDw8PDRKwOpbB0t/B7Zr1w5eXl44c+aMTmkwbUy5HxwdHdG7d28sWrQI69atA0VR2LNnj1FzJtRPiNFtJVxcXBAeHo6cnBwsXbpUZ//ly5exadMmeHp6YuTIkZx9zJ07VyOp1b///ou1a9fC2dkZr732GrP9jTfeQFVVFebPn69x/K+//soZz03HamvXl46Pj+esWUjHIHLVz3VwcMB7772HrKwszJw5k9Pw/uOPP3gVLaHjGMP7778PhUKBd955h9M969atWxourHxERUVBJpNh3rx5Oq5vFEVpxCaZa0w+TFmjvn374oknnsAvv/yik8Rk6dKlyMvLw9ixY3lj6mjomNnY2FiNL9zLly9j69atOu1PnjzJ6RZOKxcuLi4G596vXz8AEBRra27kcjlyc3MFu7bz/X39+eefWL58uVnm1KhRI4wYMQL79u3Dxo0b0aBBA4wYMcIsfQP855CSkoKff/7Z5P6fffZZBAUFYc+ePRpjUBSFuXPncj7IjR8/HtXV1ZgzZ45GbOClS5eQnJwMb29vs66BUIYNG4amTZti9erVOHLkCIYOHaqRXFGbU6dOwcHBAcHBwVacJYFgHwQGBuL69esaynVFRQXee+89vS/uv/76a1y6dIn5nf1Zwa5NPWHCBHh6eiI2NpYz5E2hUDBxvsZgr88p5iAnJ4fzGbCgoACVlZUa39X61sHS34EODg6YNGkSioqKMG3aNJ3vi6KiIpSWlgJQiybPPPMMtm3bhu+//16nL5VKpeHdee7cOc4wJTHPKwQCDXEvtyKrVq3CqVOnsGjRIuzZswf9+vWDi4sLrl27hp9++gkUReHbb7/lTA7VpEkTlJWVoXPnzhg2bBhTpzsvLw/r1q3TcHP+6KOPsHPnTnzxxRf4888/ERISgrt37yI1NRVDhw7ViWOJiorCV199hVGjRiE8PBx+fn7IzMzE+fPnOdu3b98eTZs2xXfffQdnZ2c0b94cEokEU6dOhbe3NxYtWoTz589j3bp12Lt3L0JCQtCwYUPcu3cPly9fxsWLF3Hy5Ene+E2aPn36wNXVFWvWrEFBQQHjfqnt3iqUSZMmITMzE1u2bMGJEycwaNAgNG3aFA8fPsTVq1dx6tQppKSk6GQk16ZTp05Ys2YN3n//fXTo0AEjRoxAYGAgsrOzcfToUQwdOpSp5WyuMfkwdC30IZVKkZycjNDQULz00ksYPXo0AgMDcfLkSRw+fBhPPPEEk5hLH+PHj0dKSgr27duHbt26YciQIcjPz8e2bdvwwgsv6LwJTkhIwKFDhxASEoKgoCC4uLjg/PnzOHDgAFq1asX70olN586d0apVK0GquLkZOHAgzp49iyFDhuC5556Dk5MTQkJCeOs49+rVC7169UJqaioePHiA3r17486dO/jpp58wdOhQs4VhREVFYfv27Xj48CFmzJhh8GWJGN544w0kJCRg6tSpOHToEAIDA3Hx4kUcOHAAr776qsnVCKRSKT7//HO89NJLGDRoEOO2d/DgQTx48ACdO3fWeMAG1J9ze/fuxdatW3HlyhU8//zzePToEb7//nvU1NTgiy++YFxMrYmDgwMmTpyIJUuWAOBPoAYApaWlyMzMxODBg+Hu7m6tKRIIVuHy5csaBjCb9u3bIyYmBlOnTsXUqVPRrVs3hIWFoaamBvv37wdFUejSpQtv5YDQ0FD06dMHr732Gvz9/XHgwAGcPXsWvXv3xtSpU5l2/v7+2LZtG0aPHo0uXbrgxRdfRPv27VFZWYnbt2/jyJEjCA4Oxr59+4w6R3t9TjEH9+7dQ7du3dClSxd07twZzZo1Q15eHnbt2oXq6mrMnDmTaatvHazxHbh48WJkZmZi69atyMzMxJAhQ+Ds7IybN29i3759OH78OOP5tG3bNgwYMACvvfYa1qxZg+7du8PV1RV37tzByZMnkZOTw7xU37p1Kz777DOEhITgiSeegJeXF/766y/8/PPPkMvler2YCAQdbFCmrF5TWFhILViwgOrSpQvl7u5OOTo6UgEBAVRERAR1/vx5zmPousD5+fnUu+++SzVq1IhydnamunTpQqWkpHAek5eXR7377ruUv78/5eLiQj399NPUzp07eWspHjp0iOrbty/l6elJ+fj4UC+99BJ17tw5znq0FKWuX9uvXz/K09OTqaHLrlldU1NDffbZZ1Tfvn0pLy8vytnZmWrRogX14osvUhs3bqRKS0sFrdfevXupnj17Uq6urjq1erlqGdPQNZm162hTlLqe7qBBgyhfX1/K0dGRatasGdW/f39q1apVVE5OjqB5UZR6zV5++WVKLpdTTk5OVPPmzalRo0ZRJ06cMHpMvvWmKP46mPquhb51oLl06RIVFhZGNWjQgHJ0dKQCAwOpadOmca4F35qXlZVRH330EdWsWTPK2dmZeuqpp6jPP/+cs7b0vn37qDfffJNq164d5enpSXl4eFBPPfUUNXfuXFHrn5CQQAGgTp06pbMPeup0c60F17rz1ekuKSmh3nnnHapJkyaUTCbTaMNXG/XRo0fUW2+9RTVt2pRycXGhOnXqRK1fv566efOm3lqqbAzVZFepVFSLFi0oANSVK1c42/DBN282v//+O/XCCy9Qvr6+lKenJ9WvXz/qt99+47wvDfXHdX0oiqKOHj1KhYSEUK6urpRcLqdGjx5NZWVl8d53paWl1Mcff0y1bduWqc09ZMgQjVrfNPr+tvTdG1xj6+uLoijq+vXrFACqWbNmOjVj2SQnJwuupU4g1Bbov399/+i/f5VKRSUlJVEdOnSgXFxcqMaNG1MTJ06kHj16ZPBv74svvqA6dOhAOTs7U02aNKGmTZtGFRcXc87p6tWr1MSJE6nAwEDKycmJ8vX1pTp16kS9//771OnTpzXa8n0+8WGPzymG6nQLmU9BQQG1cOFCKiQkhGrSpAnl5ORENW3alHrxxRepX375RdQ6iP0OpJ97ueA7h4qKCmrlypVU165dKVdXV+bZYsaMGRo1xSmKovLz86l58+ZRHTt2ZNq2adOGioiIoHbu3Mm0y8zMpCZNmkR17NiR8vHxoVxdXak2bdpQ0dHRVFZWFuf8CAQ+JBTF8ssj2CX0G01ruRQRCLWB/Px8tGrVCqNHj2bKMtVnHjx4gBYtWqBPnz44evSoradTr0lLS8Po0aPx8ccfY/HixbztnnvuOTx8+BBXrlzhrEVOIBAIBAKhbkBiugkEQq1ELpdjzpw52LJlC29ZmfrEmjVrUFNTg/fee8/WU6nXUBSFVatWwcHBQa9r+YEDB3D8+HEkJCQQg5tAIBAIhDoOiekmEAi1lmnTpqGyshJ37txhkrXUJ4qKirBx40ZkZWVh06ZNeOqppxAeHm7radVLLl++jD179iAjIwOZmZmYNGkSb/16QH3tVq5cKSiHAYFAIBAIhNoNcS+vBRD3cgKBwMXt27eZZHS9e/dGUlKSwRJvBMuQnJyMCRMmwNvbG6+88go2bNgADw8PW0+LQCAQCASCHUCMbgKBQCAQCAQCgUAgECwEiekmEAgEAoFAIBAIBALBQhCjm0AgEAgEAoFAIBAIBAtRLxOpqVQq3L9/H56enpBIJLaeDoFAIBAIVoOiKJSUlKBp06aQSk1/906+UwkEAoFQXxH6nVovje779+/rzSpLIBAIBEJd5+7du2jevLnJ/ZDvVAKBQCDUdwx9p9ZLo9vT0xOAenG8vLxsPBsCgUAgEKxHcXExAgICmO9CU6H7+Xv3GXi6k4ztBPuia1gIyqoq8O/e9baeCoFgM0ImzMPlm3fg6+OO2398Zuvp1CmKSxQIePJdg9+p9dLopt3fvLy8iNFNIBAIhHqJuVzB6X483T3g5WEeQ55AMAdKpRJ5RflwdXOHl4ebradDINiEktJyXL55BwCQsX8ZvLzI34IlMPSdShKpEQgEAoFAIBDqHOf++h1KpRLdWjez9VQIBJsRPGEOAKChvzfatyOhQLaCGN0EAoFAIBAIhDqHiqIAAAN7dbLxTAgE25BbUIS/bv4LADh/bKWNZ1O/IUY3gUAgEAgEAqHOsfvwPgCAo4PMxjMhEGxD37diAQBNm/iiWVM/G8+mfkOMbgKBQCAQCARCneO3k4cBAJNHv2jbiRAINuBhbiGu38kGAFw4vsrGsyEQo5tAIBAIBAKBUCeRyWTw9nS39TQIBKvz9OszAQCtWjZCQ38f206GQIxuAoFAIBAIBELdoqKyAlduXYODlLiWE2o3SWnpCHr5PSSlpQs+5t/sXDzILQQAnD2ywkIzI4iBGN0EAoFAMIqkpCS0bNkSSUlJtp4KgUAgaPAwLwcqlQq9Oj5h66kQCCaRkPwj7jzIQULyj4KPefr1WQCALh1bwteXlHK0B4jRTSAQCASjiI+PR1ZWFuLj4209FQKBQOAkqFlDW0+BQDCJ2ZEj0KKJP2ZHjhDUvrSsHLmFJQCAo/uWWHBmBDEQo5tAIBAIRhETE4PAwEDExMTYeioEAoGgwY8H9gIAXJ2dbTwTAsE0osJCcWvPRkSFhQpq/8yb6u/kxo184OVlej6DpM3paNlhEpI2C3dvJ+hCjG4CgUAgGEVUVBRu376NqKgoq45L3NoJBIIhDp4+CgCY89ZIG8+EQLAeOfmFuHr7HgDg9KEEs/QZ/+lOZN3NQfynO83SX32FGN0EAoFAqFUQt3aCOdi0YyuefOUZbNqx1dZTIVgAFaUCAPh5e9l4JgSC9Xj2rXkAgGZN5Aho7m+WPmM+fBWBAf6I+fBVs/RXXyFGdx2DKEAEAqGuQ9zaCeZg1ZZE3M2+h1VbEm09FYKZUalUOH7+FCQSCRwcyKMuofYjJIP5g5x8XL+rrst9MeNTs40dNTEUt//8DFEThbm3E7ghn0R1DKIAEQgEa2KLF322cmsn1C1mjI9GQONmmDE+2tZTIZiZGmUNqmuq0eGJADg5Otp6OnUKY8pXEUxHSAbznuM+AqCuy+3nRzw87A1idNcxiAJEIKghXh/WgbzoI9RW3h71Bq78dApvj3rD1lMhWAh/H2J4mBtjylfVFWz5wsFQBvM7D3KYutznjn5ivYkRBEOM7joGUYAIBDX10Ri0xYsG8qKPQCDYGz/8l7ncw83FxjOpe4gtX1WXsOULB0MZzHu8rla5u3YOgo+PhzWnRhAIMboJBEKdpD4ag7Z40UBe9BEIBHvj2PmTAICYt0jiJ3MjtnxVXcJeXzhcz3qAvCJ1Xe4jPy+28WxqD9YuhUaMbgKBUCepj8ZgfXzRUBcgoRCEuoK9ZISvrKwEADTw8bTpPOoy9TG2215fOPQYr85Y3uvp1mapy11fsHYpNGJ0EwhakAfgukd9uab18UVDXaA+hkLYK/ZiNNZW7CUj/J6jvwIAfDyIAWIp6nNstz1x/spNlJQUAQCO/LLUxrOpXVi7FBoxuusB9cXgMBfkAbjuQa4pwZ4hHgrmx1jj2V6MxtqKvWSEr6isQIvGDdDAlyRSsxT26mpd3wh5ZxEAoG/v9nBxcbLxbGoX1i6FZnWj+88//8To0aPRqlUruLm5oUGDBggJCcHu3bsFHV9YWIh3330X/v7+cHd3x4ABA3D+/HkLz9p+MMaAJgaHOMgDcN2DXFOCPUM8FExH28g21ni2F6OxtmIPGeEpikJ1TTXcXJ1tNof6gL26WtcnDp66iPLyMgDAYRLLbfdY3ejOyspCSUkJxo8fj7Vr1+Ljjz8GALzyyiv4/PPP9R6rUqkwdOhQpKSkIDo6GitWrMCjR4/Qv39//PPPP9aYvtXRNrKNMaCJwSEO8gBc9yDXlECo22gb2cYaz1xGI3E5r1189/MOAECLxg1sPBMCwbIMm662BYYN6QEHBwcbz4ZgCAlFUZStJ6FUKvH000+joqICV69e5W2XmpqKMWPGYPv27QgLCwMA5OTkoG3bthgyZAhSUlIEjVdcXAxvb28UFRXBy8u+XY9atmyJrKwsBAYG4vbt20hKSkJ8fDxiYmJMMiDM1Q+BQCAQahfm/g6k+7t/8Aq8PGyTuGrTjq1YtSURM8ZHm11lffKVZ3A3+x4CGjfDlZ9OmbVvgvn59Ov1mJ+4HL9umI/nn+ls6+kQCBYhPeMCXpoaBwCozt8OBweZjWdUfykuVsC7+TiD36l2EdMtk8kQEBCAwsJCve3S0tLQqFEjvPrq44B3f39/hIeHY9euXUy2yrqEtkptLsWOuJwTCAQCobZDq9AALObWTFzOaxcFxeqkUhKJxMYzIRD0Y0oG+DGzVwEAXh8TQgzuWoLNjO6ysjLk5ubixo0bWL16NX755Rc8//zzeo+5cOECunfvDqlUc9q9evWCQqHAtWvXLDllq0K7lQOwiFsscTmvH5AkegRjIPcNQR+VlZUoLi7W+GcrrJH4zB7ilAnC+X6fuvxPYBPzuZfXx/JY9QlbXV86A/y89dtEjX/jbjZKFBUAgA2r3rHkFAlmxGZG94wZM+Dv74/WrVtj5syZGDlyJBIT9X9pPnjwAE2aNNHZTm+7f/8+53H29IAgFG0l2twPwSTGtX5APBrqBtY2gun7JjY2lhjfBB2WL18Ob29v5l9AQIDZxxAaR62tQk+YFw3v3oGYMC9aow9D/YmJ2yYx3vZNeUUFvLx98USA7vOisZDyWHUbW11fOgO8BBA1fs9xHwEAevdsa/a63Emb09GywyQkbSYvmMyNzYzuDz74APv378eWLVswZMgQKJVKVFVV6T2mvLwczs662ShdXFyY/VxY4wFBDEIeoLWV6NjYWOYhmH28vr6EPqgTVavuQjwa6gbWfnlC3zcA7OKlDfmMsi/mzJmDoqIi5t/du3fNPoZQBZtWoQF17HXa/l1QqpTY+dtupo8Zn8zDoo0JuJt9D4s2JnAazGIUc1JWzH6hKAqlilLIZOZ1tyXlseo2lri+QtRzOgP8kiljBY9//q/rKCpVAAAO7TV/xvL4T3ci624O4j/dafa+6zs2M7rbt2+PQYMG4c0338SePXtQWlqKYcOGQV9eN1dXV8647YqKCmY/F9Z4QBCDkAdoWokG1MnU6HNkHx8dHc0Y49HR0ToPpEIf1IkaWnchHg3Ww5KGoblfnhiaK33fxMXF2cVLG/IZZV84OzvDy8tL45+5MRRHzVcijKIoSCQSvDpoGGaMj4ZMKoNSpQQA+Hr5oLCkiNP47t25J2RSGXp37ql3HCFzI9iOY+dOorqmBo0ai1O5DRlIpDyWbbG0+7ex11ffvMSo52LG7zdpKQDg2T5PWqQud8yHryIwwB8xH75quDFBFHaRSA0AwsLCcObMGb1x2U2aNMGDBw90ttPbmjZtynmcNR4QxKDvAZqvRFh5eTnkcjni4uIQExMDmUwGpVLJGONKpVLHFTQ4OBgymQzBwcF6xyBqaO2FKID2gyUNQ2NfnvDdH0Lnai8vbchnVP3DUBw1V4kwmVStbjZv1BRfLVVv9/LwhK+XDxa8NxsAGKMcgMbxv2UehlKlxG+Zh/WOI2RuBMNYykW/VKGuWRw1tKeBlpoQ93H7xl6vj755WUI9P3DqEhSKUgDAwT2LzNYvm6iJobj952eImkheMJkbuzG6adfwoqIi3jZdu3bF+fPnoVKpNLafOnUKbm5uaNu2rUXnaC70PchqPwzTBjZFUfD09GTahIeHIzAwkHGtB9SKP/vY9PR0KJVKpKen6x3DXh6saxP2YuwSBdB+sEfDkO/+sMe56oN8RhG00Vab3x71BlbNWqqxbdWWRBQUF8LDzV3DQHZ1Vn9vurm4Iq8wHwGDOqKySu1FV1hSRFRtkRhjQFvKRf9B7kOjjiPu4/aNvV4fffOyhHfEKx8sBwC89EJ3ODqSuty1DavX6X706BEaNmyosa26uhq9e/fGlStX8OjRI3h4eODBgwcoKirCE088AUdHRwDA999/j9dee02jTndubi7atGmD0NBQfPfdd4LmYM91urnqZ7O3xcbGIj8/H3K5HHl5eUhKSkJ0dDSUSiWkUiljhLu4uKCiogIKhQISiQQbNmzg7I88xD5GzLpo10+3FeRaEvRB7g8CF3WxTrc2m3ZsxaKNCQCABe/Nxtuj3mBqeZcqylBQXKjRXiKRMOFtvl4+uPvbH9aecq3FmDrmlqqr/kzEYPx5/Qoyv45Hzw6tzdYvgWBrdh85gxEfqj/TlIVpOpWcCLbDbut0T5o0Cc8//zwWLVqETZs2YenSpejcuTPOnz+PpUuXwsPDA4A6DvvJJ5/EvXv3mGPDwsLQu3dvTJgwAYsXL8aGDRvQv39/KJVKLFpkGTcLeyAqKgoxMTGIj4/XiO2mH6jDw8Mhk8mgUqlQXl4OhUKB/Px8pi1FUZgxY4ZGf0Q10kWMamwvSiG5lvUXId4W5P4g1FX41FV6+6KNCRoqN23k9e7ck1G12bD1B9pF2dBYdQ1jz9MYbwBLueiXV5TDycmZGNwEs2BPpeLCP1LX5Z4wbgAxuGspVr9qY8aMgVQqxcaNG/Hee+/h008/RfPmzbFr1y58+OGHeo+VyWT4+eefMWbMGKxbtw6zZs1CgwYNcPDgQbRr185KZ2BZ+Aw/eruLiwsCAwMRFxfHbEtPT4ezszMkEonGHyLbDV87s7u9uEdbAmPPTYwhTYwZgq0hoQWE+gRf4jTthGh0lvLKqkodV/O72few87fdUFToVjpxc3mciLVGWaMxJt1nXc9WbqzLtz3FuD/KzwEktp7FY+zJaCOIx15iyXf8dhJVNerPpS/+N9mmcyEYj9WN7tdeew379+9HdnY2qqurkZ+fj/379+OVV17RaJecnAyKotCyZUuN7b6+vti0aRNyc3NRVlaGw4cPo0ePHlY8A/PCl9QsODiYMylaaGgoY+yxy/ooFApQFAWlUsk5Dp3ZnR5vxowZyMrKwuTJk+uc4W2sMWKvhrS1X5DU5RcydQl78bYgEKwB2yDctGMrShVlcHNxZbKRT18xVyM229nJWaOUWO/OPRHQuBm6tOvI9Ono4Mj8XF752IssbPBwjTHZrugBgzoiYFDHOql61/b49et3bqJUUYaGDXUzl9vK+LUXo41gHEJjyS19f0XMXQsAmDThBbOXwyNYD6vHdNsD9hTTzY4Npl3Ig4ODkZqaqhGnXV5eDoqi4ObmhsrKSnTr1g05OTnMA/eMGTOgUCg0+nZ0dERNTQ1cXV2xatUqREVFMeOxcXNzg7+/f52J+6xrcazWjh+3l3j1uoy179G69jdBMI3aGNPNjgGmjWF2OTA2bi6uaB/UFheuXgIoChTAxBsHDOrIGNFsdZtWv91cXOHs5MwY7+WVFZylTMXELxOsw183/kavsc8jeswQrP1oosa+oJffw50HOWjRxB+39mw0aZyktHQkJP+I2ZEjDCbJEtOWIAxDa2qLNTfn/aXNlz8ewDtLNkICQFm0g6m+QLAf7Damm6AJW62iFVra4AbULuK0ig2oFW2lUomzZ88iKysLsbGxAKBRv9zJyQlubm6oqakBRVFwcXFBbGws3N3dkZOTozOH8vLyOuWmaq+KtbGYS9EUqmATBdV0DK21tV3DzTke8YQg2AK2CzOtyL46aBgCGjfD6BdGaDyIKirKcf7KRVD/Gdw0bINbIpFAUVEORUU5KquqmDbVNTUoKC5k9gFqRVz7MZddz7u+xHzbO6f/OM+7z5zZry1Vf5mgC5eCbGj9beFdYMz9ZUgdp/e/u1T9XTs1aigxuGs5xOi2MVFRUQgODkZ0dDT8/f0RGBjIlAMbO3aswWQJJSUlmDJlioZbeVVVFSorKxlDPT8/H/n5+VAoFEw2c4lEAkdHR7i5ucHV1RVyuZwxsshDtX1hrpcIta02c21C+2/G0Fpb+8WG2PH0fQbYKpacfC7Vbzbt2Mq4dgNqV+jMS2cwY3w0vlqaiNUfLYMTy11cG2038W7tO8PXywe+Xj54ddAwZnt1TbXGcRRFwcPNHc0bN9PYnnnpDPOzpcpfEcTx7Z5UAED0ay/p7DOn8UsbWMGd25J4bQvDZUAbMnCtWV6MNowBiL6/hL48oCgKEgmwdsVEznaWIGlzOlp2mISkzeTeNifE6LYDaGX7woULuH37NkJCQgAAISEhTOI5PpRKJZMwTSKRwM3NDU5OTlCpVLxvxNR/wBJUV1ejsrISCoUCnp6ejJFFEjRZDmMNB3MYHHz5Agimo/03Y8jItcaLDfY9I3Y8fZ8BtvKEIJ9L9Ru65nZBcSFWbUnUMXTfHvUG3N3cOY+VSWXo/mQX+Hr5MN+LOQW5WPDebFRWVSJt/y4EaBnVbCqrKhl1ffQLI3Tinmt7LHRtQp9XAS00tGmhG9MNmC/uljbgMy5dI/HaFobLgDb0AsWa3gWGDGf2Pad9/wl5eUCzfOE4M89cP/Gf7kTW3RzEf7rTquPWdUhMtw1iurXjKyMiIpCamorw8HCkpKRoxNQC0InBpnF0dERYWBjS09NRUFDAxHyzY7vZtUe1j23atCmCg4Oxa9cuVFRUYMyYMUhJSSHxnxbE2Hhpc8ZZk5ht82OPfzOGrjN7zgA05m+P52OPc6qt1JaYbnYcNwCNutvav7896g00DGnDmZnc18sHHm7u6N25J37LPIyi0mKN6h40jg6OOko3fTy7bveEedHY+dtuvDpoGL5aStRta6KvJnhQaFfkFORCeS6N81hzx92SeG2CoXuAfc8BEHX/7Tp8Gq/OWAEAoIqta/wmbU5H/Kc7EfPhq4iaSO5tQ5CYbjtGW7FJSUlBYmIiMjIykJSUxGQq9/f3R0lJCW8/1dXqh4OKigqNmG82fO9UHB3VbnghISGorKyESqVCaqraNYu4F1sOY1VCc6qLJGbb/Njj34yh68z+HNL+TLLH87HHORFMw1AsNF2qa9HGBLw96g0M6t0fxaUlOHFBHdvt4eaOguJCTF8xl9fgBoCC4kKmXFhBcSGnwQ2oS4XRSjjteu7r5YOgZoHw7h2ICfPUxv/O33ZDqVJi52+7zbAKBDHweRUUlRYjpyAXDfwb8h5rTbdjQt2Dy1PCkKrOvufE3n9jZn8KAIh8fYDJcxdL1MRQ3P7zM2JwmxlidFsIfe7AMTExkMvlKCkpQVJSEpKSkhAdHc089GZkZDDJ0vLz8/WO89133+kY2tpIJBLI5XKMHTsWcrkccrkcNTU1yMrKwowZMxAeHg6ZTIbw8HBR50EQj7GGAzE4CIbQ/ls1dM+wjXJ7exFDPnfqB2JjobWN3RnjoyGTykBRFK/BzYYr0zkbiqLg6uyCgMbNsOC92bj72x+4+9sfuHD1EpQqJdL27wIAvDpoGGRSGRMLzn55QJKqWRa+muD0i5TeTwbwupGb2+2YlAOrX3Bdb0MhC/Q9Rx9PK+Lax2n/vv3XE6j+ry73pkTL1uUm8dvWgxjdFkJf/GFUVBQ8PT2Rn5/PqExKpRIymYx5ANZXh08ulzNx3mKiA0JCQpCXl4e8vDxGJS8vL0dISAiaN2/OxJKzH3hJHKV1sYaxQa5p3UT7uhq6l2ijnD6W7VrOPs4WBjC5R+sHhmKhF7w3mzGAAV1j9+1Rb2DVrKUapb/YBDRuZjAZqTaKinL8+/A+TlxQuy5v2rGV+Z51dXYBAPTt9gyaNmyMvt2eAaD58oAkVbMNJy+qE9s5yGRWM4bNkbFaTJy5rWqNE9RwXW+h95p2O0O/j5v3PwDA5HdeFFWX2xgDmsRvWw9idFsIQ8oRl8qUmJiIqKgoREVFITw8nDcRWqtWrUT9EVIUhfz8fEyePBnu7u7w8/NDQEAAAODpp59GbGysRvkx9gOvvSlgdR1rGBvGXFO24SXGCCOKpfXQvq5C7yXtdoZ+Nwax9wH53Kkf8KmW7P10Xe5NO7biq6WJKMrM0omjLq+s4Dz+/qNsXldyGi6jnKIobP/1RwQM6sjEjQPA0JBQbNqxFTM+madhWLNfHtSGpGp1UY3//he1wfD+2KFWcyM3Rjk3ZGyJOZZgXbiut9B7Tbudvt+/3n3ov1AXIHHlO6LmaIwBHfPhqwgM8EfMh6+KGosgHpJIzYqJ1LQTAen7nX7Q5UImk2mUCDMGuo/AwECUlJQgPz8fcrkceXl5tSZhUW2Zpxi0k+rR2PpcuZL7CUnERpK22Q6h94yYzyVj7z1yH9gX9pxIjZ087e1Rb3AmzmK3oZVlQJ0ITaVSoUu7jsgpyEXvzj2x/dcfBY/dqFEjuLu7o6ysDA8fPtToU6lSMhnO72bfg0wqw6pZS3lfGNgz+pKRWQvt62xqPw185Lhw9TKWT30dG9N+1UlslZSWjnnrt0ECYMmUsTZLfKadeEtMMjaSuK1+4NgzHCqVCgNCOuHmrWxRycxIAjTbIDSRGjG6rWh0az946vs9JiYGU6ZMgUqlgqOj+ku/W7duyMnJQXBwMLZt2yZozEYA3AGUSyR48N+lprOeZ2RkcGYuri3Y+kHeVGOE63iuc6Jj/umXJLY+V0D4/WLrlwUE82PMNSX3gX1hz0a3tkFIG1W9O/dE5qUz6N25JxPb7evlA0Bd0svZyRmAOmkarTTPXbsY5RXl4HrIcXNxhaKiHH369MG4cePw7LPPokGDBsz+3NxcHD9+HN988w0uXvgdzk7OjJu7OYxFW2Iug9cUzGX40/3QQkLzhnL8+yhfJ0M0nUUagMnZy81t/BJjum5izHWN/2onYhNTIJEALZr7I+tuDgID/HH7z88sPFuCKZDs5XaItsskO6FaREQESkpKIJfLERwcjBkzZkClUsHNzQ2enp5QKpW4efMmSkpKkJaWxut6DgB9AKwHcBHAeQDHAJylKFz8b3uP6mqk79vHPADX1iRdtnZBNdXtlut4rnPSjvk3FlNcvdn3SFRUFOONERERIShuuLbdW/rWyh5c5s0xB2P7YN+3QvuorfcBwfpou2fTLuiZl84wGciVKiVkUnWIVUFxIRQV5RjUuz8TAz5jfDQWbUyAgsfgBgA//wb45ptvkJaWhhEjRmgY3ADQoEEDjBgxAmlpafh80xdo26YN3h71hkGX+NqAPZyDudzw6X5UShW8Pdww561ROu6+SWnpKCkrh5uLM+ReHia7ndNu3u8nbDZLfDXd37z12+p8zLa+uHR7ilk3x1yMCQeYt14tqC2c85qG2zdJdlY3IEq3Dep0s6GVTba7N/C4NrdMJkNiYiLi4+MZN3Aa2vCmL2EAgOUAhBQXOARgfbNmyPj3XzOeTf2CT70z1q2Xrw0dax8XF2eS0cK+1+j8Aeboy5YKvKXQ50Vhaw8Lc83B2D64wmDq2vWv69iz0s0HW/H+LfMwAGBQ7/6M+7hEIkHJqbtM2+kr5jLfjd2f7IKcglzkFeZDUVGOrl27IiUlBfn5+QgKCjI49q1bt/Bkm3bY991uxCz/uFar3NbEWEXdmOO8nmmBru1a4sy3K3T2WaI+9/sJm6FUqXj7NMZtvLSsHPnFpWabpz2i71qY+zqZgpi58F1rsUr3nP99gxX/GegbV0/ScA9v2WESUb3tGKJ01xJoZTM8PJxRvek63QDQrFkzpm2rVq0glUohlUohkUjg6uoKX19fAEBXAOkABj3xhKBxBz3xBLaXlGBo06YkyZUe9Cl5fOqdUAVciPoXHx+P/Px8eHp6mqwS0lnxlUol79yEKrzs+7YuJrzS50Vhaw8LsXPgu6bG9sG+b9l92IMHAKF2oi+xF70PAK78dIpJolZQXIi9RzVVnydfeQYT5kVjxifzQFEUZFIZ1sxejicCgnD/UTbaB7VF2zZtkJKSgszMTAwYMACJifqzjCcmJmLAgAH4OX0feg55FnCUYsYn8+pUEjIxiEnCZmwmd7HHnfnjAlSUCk6ODpz7zZ1YLSosFOtmT9TbpyGVk62k0gm6lkwZW+friOu7FvZUR13MXPiutZhEexRFMQY3AJ1EaET1rhsQpduCSrc+JVNfPK9EIuEsBUYbTNr7A6A2uBu98gp8t29Hyfz5KE1I0DmexmP2bHguXoyC0aPx8KefMMLFBTeqqxEeHo6QkJA6H3spJr7UGDXQnPGr5o6FNdSfvSu8BPFYSxUn90ftwd6Ubn3xvVz7AgZ1REFxISSAjvs4/f0okUgglUh1anN/8803aNmyJQYMGMCUzpwzZw6io3XdnBMTE7F8+XIA6lwox44dw/Xr1zFu3Dj4evng7m9/2EV8tDURE4ttLaV7wfrlWLVlPb6Jm4axLz7HbLdlrLShsQ0pqSTO2/KYa42F9GOozYzVW7Dmm92QSiUIaNZAbyI0oaq3LZOq1beEbkTptgP0KZ588bwymYy39nZ4eDjn/uUA5E88Ad/t2yFxcoJXfDw8ZqsTvmjHfnvMng2v+HhInJzgu307GrRujQUVFVAqlfj+++8xZcoUjfJhdRExsdjGqJrmiF+lVUMAZo2FNTQ3UxReonSaF3Otpzmum5C/AyFtbHWPkHvTvtEX38u1j47dduWoz+3q7IKAxs3gKHPQMbj79OmDAQMGICgoCDNnzmS2L1++HOvXr2dyqLi5uWH9+vWMwQ0AM2fOREBAAAYOHIjevXsDeOzGfjf7nkZpsbqMmFhsY2PHuY7Tp7Cr/nsmahvYVGO7kJhaS8URG1I5DSmppDyY5THXGgtRtPWNpVKpsOab3QCA5KSpuP3nZ3oNVaElvmxZf5vU/uaGKN12pHTT2ydPnswY1rSbOV1CqmfPnjh79izTvg+AtP9+pg1qmpKYGCgTEiADoAQgmz0bnqz9xTExKF+5Ek5OThhWWYkLLi5QKBQAwJQPq4vYIpOy2DGFqIb2lhGaKJ3mxZzrqe9eseZ1s9U9Qu5NTexN6TaWTTu2qjOUV1agW/vOyCnIZdRRj17NddqvX78eI0aMYH5nK9mAOm/G7NmzkZCQoPHieV5sLN6bPBmODg5wdXHFjh07UPh3tka5Mlr5JlgGfQp7u5d74t6jB/j7x/+hdUATZrsQBdKe4ojZ1EWl297OSex8DLXXt5/eF9y5LTIuXdNo887iDfhy10E4OspQlbfdPCcHonRbE6J02wH6VEW+fVFRUdiwYQPkcjnkcjnCw8PRvHlzhISEAADOnTun0X4c6+fShAQUs1Qmz/h4eM2eDTcAXhwGd2lCAjw8PODk5IR33dwwfPhwZty4uDidOdcVtcgWmZTFZjoXohqamj3d3NhDrLM5sJf7XOx66pu3vnuFHic4ONgi582VC8Da90hduTcJmrw96g08OvoPSk7dxZuvvKaxz41DBX/22WcBPPYAi46Oxty5c5n9sbGxaNCggYbBvWxpHON6Xl1TAwB46cWXmKRuvl4+8PXyYcqJsRET/0zQjz6FvbCkGB6eXhoGNyBMgbSnOGI2YuKBawv2pt6LXWN986eT6/Htp8fKuHRNp82Xuw4CAL75Ypoxp/F4Dlqx3lETQw2q5pbClmPbM0TptmH2ciFKpbZCo+0ufhFAAwDe3t4oLS2FUqmEp5aBTRUUQPJfwjUAqFq4EHmLF4OiKLi6uqKqqgrZSiWGt2iB2/9lTRcyF4JwLKFK25vSXVdg3+d0hu7asMb6/j4jIiKQmprKeMzoO94c2e2FzstYyL1vGrVJ6WbH9wL8NbLZSihdMqyguJDZ36hRI5w/f16j6odMKoWHhyfWrlvLGVK1bNkyxMyajYKiQlRUVgDAf7HiEnTu0gXOUke9cc3mqkVdG7FmrHujfm3h4eOL+3vWWnQcgmmwlWAAdqV6C0Gfku0/IBL5xaWQSCRIjHlbb2z3vPXbIAGwZMpYFJUqMPd/38LBQYrq/DTOY4RiqQzn9U21NgaidNcCaPUpNjaWV2HSzg7s6OjI7GsEtcENAO5ubnBycgIAKBMSoGIpOmyDG3PmwGnNGsZ9vby8HB4eHmgsk2HRlCl651vf1CJzKp6WUNdJ7WPLwL7P7c2bQB/6/j7T09OhVCqRnv44blH7/haS3d7c8zKW2nRdCKbBzmRN/7xoY4KOgty7c0/IpDL07twTq7YkahjcAODu7g5AbWxLWS+vKUqF2bNnw8fHR6O9j48PZs+eDUVFOSqrKjX7cnNH26DWBuOazVWLujZibOZysfx96x+UlSuY5x8+7KkGdH2FrSzbm+otBH3KOK1e+ni665QNY993UWGh8HR3RX5xKRKSf0RsovoleOzM0SbNLWlzOkpKyyH39TAY6y0WEp9tPojRbUPoh1EABo1vQO36RmdbBQB31r4H2dkoLy8HAMgAUAkJoAoKNI6nCgqgjI9HaVERs00ikcDdzQ2NGjbE+FGj9M63vhl59vJgby/uzvUFvpJY9o7Yv0/t+zsqKgqJiYmc52vsPWgpRbo2XReCabANV/pnADoGXealM1CqlMi8dAa9O/fU6aeivIL5WalSMf/XKJVISEhAYWGhRvvCwkLEx8ejukb9nSuRSCCRSODp7gE3Fzfs25hmUME1NpFYXcBaLxxO/3EBAPDu0N5629nayKsNRr8152gvbv3mOuel/5V7WzplrMZ2rvuOPve2LRqrXwJKJVg4d4x6PkaWA4v/dCfyC0rh6eFqkhrNNb7QxG0EwxCj24bQD8lxcXEaxjfbyNNn+JWxfmZHCSgBSGbP1lS4oVa8JbNnowaAVCKBTCbTdIPw8DDHaVkMaxuf5niwj4iIgIODAyIiIozuw1bGvz0b+9aamxBD1pJzMVff9GcMO1cD1/1tau15bejjJk+eDD8/P6POg2sNrPEC0J7v//oE23Clf6azl7MNOraRl3npjE4/9x/cR25ursY2RwcHrPxkpYZrOVvxjo2NxSeffAJPdw808muIRn4N4ebiBqpGBdSozH+yFsIWseXmeuEwYV40vHsHYsI8buO9skr9MiWwaUO9/VjSyBNiuNHG1/sJm+3W8Lbmiwmh8dSWfhFg6QzmXPddVFgobu7egN9OXQYAfL7uPWZf7OJvkXU3B7GLvxU1fsyHr0Lu64GcvGL4Bb5pdA1vLlXbmvHZdb0GOTG67QBt45v9EMx+MI6Li4ObmxskEgmcnJzwEECuVl+urq5wnjcPUq2YbhppfDxkMTHw9PJCo4YN4e7mpt7h7w801P+lZWusbXya48E+NTUVSqUSqampRvdhblUvKSkJfn5+Bo0ger2jo6PtzvCwFy8ES8/FXH1z3cti7u/g4GDIZDIEBweLGpddBjE/P1/0eSQlJSE6Otom19qYtSeGunXgMujY22aMj2YSnI1+YQR8vXzg5uKKEydOMO1dnF2wYcNGxC17/CIqLi4Oubm5WLZsGbNt2bJl+N///qcxvqpE093c3hHq6m2Pid92/rYbSpUSO3/bzWzLyc/Fe0tmwD+kDT5IUCfCyy8s1tuPqYnJuIw/etvH67cZNNxmR46ATCqFUqWyW5dqe1Gf2Vj6RYCYcxbzAoBuC4Dzvvtw5VcAAAcHKSa+OUj8xLWImhgKTw9XKBSVyC8oNcoV3JIu6kIxxpW9NhnqxOi2Mvoeygw9GEdFRWHVqlVo0aIFRo0ahcDAQDxs3VqjD/ePPoLrkiWPN8yZA8rPTyPG23P5crh/9JHm4M8+C2glabM3hBqf9vTgS9dWDw8PN7oPU4x/rrWIj49Hfn6+QSPIUjG+5sCe3IstORcxfQu97435+8jIyIBSqURGRobgY4DHLut0VQSxaxQfHw+lUgmZTFYrMp7b08ug2o4pBuDbo96Ah5s7CooLkXnpDO7+9gceHf0HftRjb66Vq1Zi4aKFzO+xsbGY81EMlDVKTJkyBYsWPt43d14s5i+aD0WFuqRmTV650edlC4S6elsrDlsMrw4aBplUhpeeG4yIj96B77NBCHqxK7bu/h7lFY+vw/mrt0wax5BBxWX80dsogNNwY/cZFRaKdbMn2p1Ry8YeM6bzGcXmUsDFnLOYFwD62iqVSqz77mcAwNdJ72vsi5v/OgID/BE3/3VB82dDq93GGs3mclE3BWNc2WtTzDkxuq2MsQ9l9INybGwssrKykJGRgdu3b2Pwli1wdVWXRvGYPRtOrAeFkjlzgI0bUQ6gOCEBpXPmPO5w7lxUvfvu49/HsYuP2SdCjU8ha2xKjKqY41JSUlBTU8ObMdpUDM2Hay1iYmL0GkF0nwB4Y3zFzMES2FN+Ab65mGNdxJyn0M8WYz6DtBM6ijmvqKgo5OXlIS8vT/T1osflyqZu6fvOmHvMnl4G1XaMMQA37diKgEEdETCoI3p37qljaA7tORAnjp/ArVu3sHLlSmb7nDlzEPPRbFAqCnn5eSgtLcXb77yDhQsWMm1WfPIJ/vjzD6hKKqEqqzI4D3tSjIW6egs1zo09P7HHFRQXwtfTCxKpBLuP7MNPh39BdVU1HBwc0KNHD/z666/o1asXAOCbn4+Kmos22kaStlHHZfzR25ZOGctpuM37TwGft34bAGEGXm2I/bYmfGtmixh9+noHd25r8Bqx7xftazo5/gsAgKOjDGPDQzSUWrYrt1gFN2piKPKyvkZe1tdGGc2GDF5rKMrGuLLXpphzUjLMyiXDxCYWotuXlJQgPz8fcrkcnp6ej4+nKPzzzDPwys9Hw7/+guS/DJ4lc+dCumED3N3cUFBYiPLyckgkEvjNn88Y5lRVFST9+wOtWgFbt/Iq3bWtPI8xpdiEYm9l07Tno33uxlw7Pz8/5l7Ly8sTPQea2nbfCEHMOVnzXklKSmLiUkNDQ5GRkcE7R/ocgoODmWzmcXFxetuy+7KXvwF7mUdtpDaUDDOm5BRdogsAb5mumWsX4v3YD5GZmYlJkyYhdm4sPp47j9n/MO8RkyNFIpEg+cuvsGDRQnzx+ecY9tLLcHlQA6pKKWgedbVUmJjzY19H+kWKvuOKiosQvXw2fj7+KyorH7/ccHR0RL9+/TB9+nQ0atSI2V5dXY0+ffoAAJTnhJdc0i7/pP170Mvv4c6DHLRo4o9bezYK7pcNXUZK7uWBnEPJnGMDEDSuvnJVdQUx52ip9dDXL70vt6AYiopK+Hp5IJd1Xfn6ez9hM5QqFVo08cfN3Rvg0EOdqTz165kYPSKYt9SX9nZbl+6yVEmyugApGWanGJthGACTCEnjeIkE4+/fR/6NGygYPRpUVRVK5s6FZ3IyE69dVaX+4qIoCvmLF6Nq4UJQVVWojIwECgqAZcv0upbXNpdJIWtsrNuuJdx9xaJvPlwZqc2hwrLba/9cUlLCqZrXtvuGD/b5ijknS6iefNeNDhnw9PREeno6Uw2BC/qeyMjIMBhmwOcpwT4vW4VzEFW5bmNMIi52LDefWvv97jRERESgd+/eOHToEKKiJmns93TXTCg6e9Zs/PH7Zbwx5nW45qgMGtz0POpyqTAx58f2WOA7rrSsFK9Ej4X82ZZoNqgDfjiwR8Pg9vf3x8mTJxEfH69hcAOATCZjfj5/5brgc9BWSrUVVXPE+i75L6P1Ej0Zrdk/J6Wlo6SsHHIvD51xbZ193VKw107MOVrKFV7fHOh9Ff/dm4UlZQY9EhKSf4RSpYJMKsXsyBEYOSMBAODs5IDRI9Q5UviUWtpdvKS0nDG4belGXZsUZXuFKN1WVrrFIkRZi4iIwLXvv8d2Jyd4tmgB2d27qKqqgoeHB9zd3FCmUKDovzJhUokEjRs3Blq2VBvcKSlAt24mz6EuYy1VXOg66+vXUn2w2wPg/NnYudg77HOna3cHBwcjIyOD+d9a5yjEqyA2Nhb5+fmQSqVYv3693s+N7777DgDw2muvcYZA8F1D9nbaMCeKc+2hNijdliJgUEcUFBeibZs2iI9PQL9+/VBdXQV3N3e4uahfVCsqFChTlDHbVCWVqPq3WJDBTdCEz2Ph1r9ZeG/JDJz64yyqq2uY7Y6OjujTpw8++OADnD59GsnJyYiMjERYWBjvGH379kVlZSUG9uyI6/8+tJhSyneMWFWcT+mmjTqufuqq0s1eO3oNgju3Rcala8z/1jxnIUp3cOe22L7/JKNe67vmr89djdRfM+Di7ISEaeMwNWEzAGD/rgUYNKCLwfmw1eWYD1+1qdJN4Eeo0k2Mbjs3uoVAP4j3adYMGf364eH33zPJhxr9l5G8TKFAaWkpY4hj4EC1wt2ihY1nb/8YazyKPU6oW7exIQrs9qb0AYDz59psWOtD30sIOtGctQxOIdeNzvitPS/tY+lzAGDSCyXa8K7L90Bdoz4b3dpG4OuL3sPgIaEY0H8A2rdpx7SjalRQlVSiJq/cYAw3QRinL53F3HVLcebPC1AqH7/AcHZ2xnPPPYe5c+cadT9OmTIFp049dlcX4vZrDJZ2/a6rhrU+uM6ZXmc627spLv6mzkVsW74wBQBwcXJERVU13N2cUZq9TdicDLiU29rlnKCGGN16qGtGt8bD9KRJ+GH2bJRs3IiXvL3RQMWqJervr85SPm4c0Lu33Wcrr2+IjaXmQ9u4Mme/tMsyXwywKdQmZZwdF20txVvM+giJxTblehqaS0REBFJTUxEeHm6xJIJCqU33lbWoz0a3NhpG+JjxkMgkoJRUrarDbc+cuXwO78fH4M8bV6FSPX7cdHV1Rb9+/bBw4UI4ODiYNMadO3fw6quPXV61Y6iNgSvm++P120ABWDplrMlGcVJaOuat3wYJ1G7oljCya6sRz1aU009eNMsaCVkLc8Txa/fx+L6hUFBcBgA4fTgBPbu3Mfpc2PgFvon8glLIfT2Ql/W1oGOsYajXt5cBdhnTfebMGURHR6NDhw5wd3dHixYtEB4ejmvXrhk8Njk5GRKJhPNfdna2FWZvH3DFT0ZFRTFqU9Jnn2HkihV4s6QEDe7eBS5cAI4dU///++/A+vVAnz7E4LZD6DrtcXFxnPuFxs5aKpZaaKkxU/q3Rgy4ObOKp6SkMPHRpsxdyJy41ofvOK5Yfu0YaFOyihvKmyC2Pr0l48LrSm4Bgni4smVrb9OIHa9RgapUEoPbBCiKQuals+g0si88nwnAgInDcfmfK1CpKLi5uWHMmDHIyMjAsWPHsHTpUpMNbgAICAhgfm7mL9eJodZGOwabKyZbO7Y3IflH5BeXwtPd1SwGbELyjygoLkV+calRcdpCspxbMw7cnFnX6Xjtb5dNh6e7q1nWSMhacGUnF3te2rkAosJCsWTKWJSUqcvbuTg7ms3gNhZrxIbbOv7cXrGq0Z2QkIAdO3bg+eefx9q1a/Huu+/i6NGj6N69O/744w9BfSxevBhbt27V+Ofj42PZidsRfA+QnNslEqBRI+CJJ9T/E0PbrtE2ZLQNEaFGl7ZxZciYF4qhUmOGMGRYWSsxliWMMH1z13fe2qUADdVNDwwMRHBwsFGJ3bgM5aSkJPj5+cHPz8+sBq/Y+vT0ecTGxprd+CYJ1+ovXGXH7LEWdV0g7dfdaD+sF7x6t8Cgt0fg1r0sUBQFT09PTJ06FRkZGTh69ChmzZoFp/+qrIjqPy0NL7/8MtLSdDOUSyQSJqHaU62aMUnJAOEGtXa5sNKycviyEpppG1OmGpmzI0fA18uDM2maEMQYkdaoC24pA9/QOei7Duw5CVkL2tjPuHSNM9GdscR/+QNqlOoXeb6+HgZai8OYut50QrTgZ9ozJcDMXQ6MJF3jxqpG94cffoisrCysW7cOb7/9NubNm4djx46hpqZG8APwkCFDMG7cOI1/Li4uFp65/cD3AEkbRCUlJToZptnYKtNwfUfIuhsysrmuPbsNu74227hiG1umXH9TlFGu8+Hq3xq1ty1hhOmbu77z1q5OYKhuuraqbmo2fUt5L4itT0+fBwCd+9nUzyq+lw3kc7Duw5Utm85wXqooY9RuvvrR9lZv295I3PYF2g7tCY9ezRE57z38+/A+KIqCn58fZsyYgdOnT+PQoUMYP348Y2jrM571kZycjOzsbCQnJ3Pu7927NwDgt9OX9RrUgK4hRxvApWXljCqqrWprZ8um+30/YbNRhndUWChyDyUj51CyUcq5GCPSGq7lljLwDZ2DPqOYPSe+friMdvZxsyNHQO7lgZL/7g1DcM3HxdmR+Xn+bGEvooViTF1r+piMU1cZNZpWpqNnfmEWw1t7Xtao8V0bsIuY7qeffhoAcO7cOd42ycnJmDBhAs6cOYN27drBzc1No1SEGOpaTDcNX4ZpdoIkUtvWNIyNgxWy7uzkXImJahVGSOZ6OnaWNsbEjKEvGZe542Dra2ytvvM2pqa8sbXYue5BS8fpi4WeT0VFBcrLy0FRlMF71Rjq++dgfY/p1q4zzVd3uq7X2xaLSqXC/779HGu/TcKj/FyNfY0aNcKbb76JMWPG6O1j4MCBKC4uhpeXFw4ePCh47LS0NL2ZzDMyMvD+++8DUMd007HXgGYdbD64smjrO0a7/jJfDHBtjauuLZi6vkLiuMXEemvPR6VSwbGn2tBu0sgX82PC7SbGOWlzOmIXf4uKymoAQEV5FVQUZZE63HW9xrddxnRzQVEUHj58iAYNGghqP2DAAHh5ecHNzQ2vvPIK/vnnHwvPsPbAVr30KeLE1dJ49CmD+rwL+GpZs48LDg5msmHHx8cLUn4zMjKgVCqZJF76ri09D4lEwozBN3dLuGBbS8k2B+ZUQvWdtzE15bWPEXKttO9BtnoeFxcHT09Pjba2UoGjoqLg6ekJhUIB+n2w9r1qDsjnYP1GWwHnqx9dW+ttm1uh37TjazR//il49W6B2P8txaP8XEj+Kz+6fPlynD17Fnv37jVocBuCTwU3ZHADwP3795mfPdxcUPBfHLBQtVeMKvr63NVISP4R3dq3hEwqRXDntpztxNaeNhfmjK82N+aem6lqvhCFXqiKz5V8z+vZccz+Bw8LmBhne1B+oyaGwtPDFQpFJRSKSvj4uFvMJZy4m6uxudL9zTff4I033sDmzZvx1ltv8bZLTU3FL7/8whjd586dw6effgo3NzecP39eI5GGNpWVlaisrGR+Ly4uRkBAQJ1Tuusi9qaO6lMG+dQzQ+qyKeWXhJaQio+PR05ODhQKBRwdHaFSqTQySxtSUy2JvV1jwLASai1PADHXV4xars8rxtYqMPtvLDQ01Kp10OsLpirdfN+ptUXpruuYqtArlUp8szsViz/7BA/zHjHbJRIJmjdvjsWLF6NTp05GzU2fAf3yyy8jOzsbjRs3RmRkJNOOdi2XSqX46KOPAAAbNmwAAEyePBlhYWHMsQDQvmUzKCqrzK4u04qnRCIBRVHM/9oKqFjVnI05lHFzZOG2FIbmZinPAKElvkxB+9yChkbhTrbaIyT63SHY/ctZxuiMnvkFlEqVzZVfWu0G1PHh9qLC1zZqhdJ99epVTJkyBX369MH48eP1tg0PD8dXX32FN998EyNGjMCSJUuQnp6OvLw8gwmili9fDm9vb+afPgOdYF/YW+ZhfXHNbPWMrRbGxMRoKNjs5FURERF6VXAh8zGklNJrWFFRAUD9QEWr41xz1+7XkPJpajIufdfYVqqrISXUEvclV59CxjFGLefyivH394eDgwP8/f1tqgKz/8bo7PB1yeCuC/Hk5DvVvhGi0Gur4dXV1fjft5+h+fMd4N0nEFOWzWIMbn9/f2zduhVnzpzBDz/8oGNwi4nTDgsLw549ezgV68jISA2Dm47hjoyMhFQqhUqlQnJyMpKTk1FcXIzi4mJs2LABL7/8Mrp06cLk97n5r2Uq2tDxvfhPq3J1duJUQPlUczEZx42NFdceXxtbq+CGVGNLeQbw9WvO8bTPzdlJHcvt5OiA/618h4lxjl38LZRKFaQSic2V36iJocjL+hp5WV/XeYPbHrwLbKZ0Z2dno2/fvqiurkZmZiaaNm1qVD99+vRBTk4Orl+/ztumrind9qgMWgpD52qutTD3mupTjmNjY5Gfnw8AzIOEuVRGfWqpv78/Lly4gG7duiEnJ0fwuRqaE70fgFHz1rf2tlZd+bBEHWqxSrfYe9ZQewcHByiVSshkMtTU1JjlnIydS13GHu7p+qR0a9ThHvWGradjN9BquKebB+BAoeS/GsI0zZo1w/z589G9e3dIDFQ+YSvUe/bsMcv8tBVx9u8AsGbNGuZFMgDG1X3ChAnMNlPqdfMpoLSaKZNKsW72RFHqqBAFWmisuLHYswoOAK/PXY3t+09i9OA++HbZdLP1a4zSbYwKTh8zY9wwTPvkSwDAqYPL0atHO6aNMbW1TaG+1czmw5Jx5XatdBcVFWHIkCEoLCzEvn37jDa4AXV9RtqA4cPZ2RleXl4a/2oz9qb+WhJDKp651sLca2ooDpfGxcVFox0d1x0cHMzZryGVjOs86LFzcnKgVCqRk5PDu6ZCSpBxnasppcT0XWOrxt5SFJCdDdy4of5fz/tIdiy9KbDXm2sdjM2KzoWh9t26ddP435LUp88wbepCPHlt+k4lJcI0USqViFr0IR7l5QAAShSlKCkug0QiQevWrbFhwwacPXsWu3btwtNPP23Q4AY0FWpzoa2Ia/9eVVXFtJVKpYiMjNRR4Pk+wU2pcU2rmYYMbkNZsfmICgvFutkTLVbqy5plxDRwcAac3NX/6yHj0jUoVSpkXLpmlmHp6wCAM/ZbX0y4MSo4fcxHa9TGtJeXm4bBTauscl8PUWW+TIHUzFZjD3HlVje6KyoqMGzYMFy7dg179uzBU089ZVJ/N2/ehL+/v5lmVzuoCw9t5sJca2HuNdVnLIWGhkIqlcLNzQ2rVq3SaEcbc+np6ZzGtSFjRd95CDlHfUY734sPU0uJ6cPiydcoCsjIwJ/9+uGKszPK2rcHnnsO6N4d6NIFmDwZyMjQMcDNdb+Y4lrPVbdbH4bmnJOTo/G/JanPn2G1KaFgXaC2JkMzJ/lFBXh7wTQ0DGkD7z6B+GZvKiqrqyCVStGhQwd88cUXOHPmDL777jv06tWLOU6o27g+l3EhiC0jlpycDJVKBYlEAi8vL3z00UfM2HRVGzcXZzzRvCGceobj9bmrNY43pca10MRdXGMIPdaSpb7M3bfeFxjucvxV5Ye/XZ5EectnIWnbD5L2z0Py5CBIAroC7nKdQ8z9UoC+Dh+v36YxTyEvXui5BHduK9glf3bkCAQ08kNltdpb7Mwhze/2+E93Ir+gFJ4erlZTne3B2LQHjCmvZm6sanQrlUqMGTMGJ0+exPbt29GnTx/Odg8ePMDVq1dRXV3NbON6EPz5559x7tw5vPjiixabsz1CHtoeY2gthMZPmlrLV0zbjIwMqFQq+Pv788aFA+rkVtHR0QZVZ0Nqqb5z1KYuG0M61+jOHWDcOCAsDA1OnIB3dTVKS0sfH5CbC/z4IxAWpm535w6zy1x/g3x5AADhdc3Zdbv1YWjO5rj27HPQ9zdhrr9bU+dIqPu8PeoNXPnpVL1zLc96cBfjZr8Led8gtBjcCd/9sgOKinLIZDJ06tQJP/30E06fPo0tW7bwercYqo2tDzGGtNhxaGV99uzZOHjwoIax36ZNGwBAeUUlzl+5BaVKhe37T2ocz2XYJaWlw39AJBoMiERSWrpVsmLXBThfYDi6QtKyJyRBveHfsj28fXxQqngcCgCZE+DdFJKg3pC07Ak4ujK7zP1SgL4OFGCwfrs29FwyLl0TrHhHhYWiodwbAODr4462bZpr7DeXAcyOTzYUq2zI2LR0rLM9xFLbC1aN6f7ggw+wdu1aDBs2DOHhugXix41Tp9aPjIzEli1bcOvWLaasTZs2bdCtWzf06NED3t7eOH/+PL788ks0adIEZ86cQaNGjQTPo67W6Sbooi9+0lBcqZjYSzFtDdVGpvcXFhZCpVJBLpfD09OTd55+fn7Iz8+HXC5HXl6e3rHtCWvH9bKv0Sevv45uK1agaceOcHv4EGUKBUpLS+Hh4QF3Nzeug4GCAiAlBbCQ+7WxGeTtKT6afQ4lJSVG35eWjHu2h5hqW1Pf63TXVR7kPMTEj6ci49Ip1NQome0ODg7o2rUrVqxYIep682UaF1LCS0yct5D+hB5z//59vPLKKwDUandlVTVGD+6D57o/pROfy47ZpY0wAHYb72wIW9QE1x4z7cRf6P7iGChKS9Gpw5NQVFSiVFEBDzcXuLnoupZfv34DrVu1AHXrNFBeZLV5ilkrMfHgxaVl8O2nTgx9/eJ6PBHUxCLnw45PLiktNylG3NI1tOt6jW7ATmO6f//9dwDA7t278cYbb+j808eYMWPwzz//YNmyZZg6dSr27duHd955R7TBTahf6FPvTHHVNqUtXYuYq9Y3Pa/8/Hz4+PhoqN766mrXRqwd10tfo6XvvotuK1ZA/tJLcD11CoiOhrubGxo1bMhtcEdHA4cPA717AxERGoo3G1OvibbqLaRUGP1Skks1NjWrvDFYO9xDqLJuiTkSCPbAv9n3ETJ+KHz6BKLN0Kdx9HwGamqUcHR0xMCBA/Hrr78iMzMTSUlJol+w8LmNC1GmxcR5G+OezjcHdo6gqWOGoOpMKr5dNp1T2WRvozOT+3p51Fp12hY1wTWUaUdXdH9xDI4dP4Eez/RG/Ccr4ebijIZyb06DO/6TlejQtTt27dkHSVAvDcWbjT5XcKHZ2I1R0F+fuxpOPcNx7PxfnMdyZZrvOW42AKBRQ2+LGdyAeV3GhfalrVgLVbCJe/tjbF6n2xYQpZsAmK8GsrnH1s6MzdVWX21ve1I+9WGTeVIUMG4cFH/9BddTpyBxclJvX7YMSORItBQdDcydq/65qgro3x8ICgK++QbQSjDE53FgzHkKUWMNeTiYmlXeVIy9vmKO01dvnMAPUbprNycvnsGHn8TirxtXoVSqmO0uLi4YMmQIJk+eDF9fX8H9iVWaxbQ3RsUWgr5+g4ODUVVVBR9Pd8RFR/Aqm0lp6Zi3fhskAJZMGWuW7NW2xNbzlbTsictZuejxTG8mPHTZ0sWImTVTp+2SZfFYsGgxAMDR0RF//n4erRt7gbp9RqetvozxxmZjF3KcU89wKFUqyKRSVJ1J1dmvnWn+/Lcr0GCgOnv+3StfoHkzP8HzMQVTspOLOVZbsa4PCrZQ7FLpJhAsCZ/SxbddTI1rLjU2IiICDg4OiIiIED0/fWNrZ8bmasvOch4VFcUY3rTBwp6zsQqspdV0m+QmOHkSOHQIbg8fQrJy5ePtc+eqk6YpFEBxsfr/yZMfG9wAsHIlcPs2cOgQkJkpeEhjFH1zqLGmZJUX+7fE1QbgVuANIWa9uOqNm0vBrgveJIS6w71HD9Av8mV4PhOAwe+MxOVrf0GpVMHDwwNhYWHIzMzE8ePHERsbC19fX7PEVPP1IUaZ1qeKx8bGolevXky4lSHY89E3B9r7sbCkjFF9uZTOqLBQeLq7Ir+4lGnHVk61lWNjalxrx4pbEksmYDOIuxzw8EenDk9i0YKPmc1z581H/CcrAakDIHMEpA6I/2QlY3ADwKIFH6N16ycAD3/e5GoyqRRKlYo3m7xY7wQhx40e3AcyqRTd2rfkvO50pnm5lwdKysrRZoQ6WWNQYENBBjefUixUQabbATA6QZiYzObairUlFOy6Hv9NlG6idNs1xqpebKWLb7upSrfYusb61Gmx56zdV3R0NJRKJeTyx19YoaGhyMjIYGJrxSiASUlJTJ91SjmcPFmdHI2GrWQDwJw5wIoVwEcfAcuXM5tL5s6FJ/uhceRIYP16ja75rpuhGH5jiYiIwPfffw8XFxesWrXKrN4aYv+W9B1r7nri1qIux34Tpbt2cPryOcSsXoRzVy9CyYrR9vT0xLBhwzB9+nTekl7miKnW14dQBVtfu169ekGlUkEqleL06dN658g1H76+Hzx4gGHDhgEA1s95x2Bpr4TkHxHcuS0yLl1DaVk58otL4evlAQmAiqpquDg5YsmUsYwRLkZVpRVVoPbGigtBEtAV8H7s2h//yUrMnTef+X3ZsmXMc89c1nfuogXz8fFc1ovSovug7v6u07+562kLge63pKwcBcWlvNePfY0B4NHNr+DfwNtg/3xKsVAFWbudMYq3vdXwrq3qOVG6CXUCMaoXX41rPgVMSN/61Njw8HDIZDLOpIBs6NjanJwcRnXUN7bYLOPx8fGM8Q8A+fn5KCoqQnp6uoZ7sRgFkN1nnYl9pSjg+HHNbYmJwNKlj39fvlydtZxlcJfOmQPphg0ah+Xu2oWWgYEaKih93QBoKKSGYvjZ6FNX6X0RERFo2bIl0tPToVKpoFAo9PZrTqVdiJqs3Ubs+PZSnYHEfhNswdGzGegz7gV49Q7AwInDcfqP81DWKOHq6oohQ4bg1KlTOHToED788EO9NbTNUTtbXx9CM47rU6QHDx4MqVSKwYMH6+0jLS0NAwcORGFhIby8vJj5sOfAVsEbNGjAHBvauwtnn9r1m+kM1RTUxnFlVTXyi0tRXlnFKOHGqKp1IVZcEB4NNH6NmTUTy5Y+VrPnzp0LuVyuYXAvW7pY0+AGkFfjxKsq0wav9n4xsexC4sNfn7saQS+/h4/Xb8OdBzmQAHqv++zIEZBK1eZU61aNBRncAL9SLFRB1m4Xu/hbZN3NQezibwWNDxhXRsuSanRdj/8mRjfBrhHz4Kvtlk3D9xCvr1yTPui2ISEhqKmpQUpKisZ2rtra+fn5UCgU8PT0ZNzB2ecldny2Ekj3lZiYiLi4OMhkMiiValUkMDAQcXFxooyYpKQklJSUQC6XIzEx0ebGDxdGuf4+fKg2qLVZuVKtcNOwYyHnzIHHxo06CdaU2dkov3OHNxGetpEp9D7WZ6DS+1JTU5mXKXzu4+z1MeY+5/ubEWIQa7fhexlmTrTPy9B5ClkHW5Y1I9QfKIpCxu+n0PnVZ+H5TABemhyOy9f+gkpFwd3dHeHh4cjMzMSxY8ewZMkS5uWqIczhAq6vD7ZBLsaVnd02Li4Op0+fRlxcnM4+7fkVFxejoqICbm5uzHzYc9iwYQOys7OxYcMGODo6wsHBAQCw9eejnPPQNtRog3rplLG4tWcjnJ0cAaivj/w/g9lY920KAP/rEfvBGPd5AICDs7oMmBYxs2OwbNky5vfCwkLm52XLliFmtu73oVLiiAqlhNeA5jKwxbwM0Weg0/u27z+p8QJmyX/3BJfCHvTye6isrIZKpc6tEP3uEMEGqal1o4Ueb6obuzZcLumG+hI6lq3Lm1ka4l5O3MvrDKa4pQp1JWW7XWuX8tLnxm7IvVho2S99bt/0+QcHByM9PV3veELWQiKRwNfXV1Qf1nINNsr198YN4LnndLcXFwPl5WqDnG1wFxQADRoAbm6Ap6bLbJlCgSHu7oj4+GOjwgP40Hcs+/pmZGQIDj8Q6x5uzNz0tY2NjdW5t/W54huzdtrnZeg8zeE6Xpvdz4l7uW2hKAo/Hd6Hj1bNx71HDzT2eXp6MhVdHB0drTIfU5OdCXVlT0tLw4oVK6BSqRhjmT0uXz9paWnY8J+30eTJkxEWFqYz54EDB6K4uBheXl44ePAgoqKicPbsWbg6O6E0I0VjHklp6Zi1+muUV1ZhzAvB+HbZdI39r89dje9/zQAoijG8jHULZ7sey708kHMoWfCx1k6MZmxSMji5Q9K2n+52mSMglUEul2sY3D4+PsjPzwdUSkBZrXGIoqISL4a+gLEDunKes6lrIsRNnQ41MDQGvV5Ojg6oqq6B3NcDnh6uJrtHi3GxjnhrNVJ/OIHwkX0BgPk55cvH97SpbuzacLmkG+rLXG7j9up+TtzLCfUOU9xSxSiRbFdutirJ10dUVBTy8vKQl5fHzI1PJSssLNSrnNHjA9BRDmNjY5GVlYX09HROd2Yhrsu0MiqTyUBRlCCXaO35WaMMmFGuv+7uKFMo8PDRI5QpFI+3OzioY7i1s/36+qq3cyhL7m5uOHr+POe9Zsp9qO9Yel9KSoqo8AMh24UgJkEffS/yJUjiu0/o7dHR0aIUZO3z4jtPes7BwcFmSVRH3M8JYlif8gVav9Qdns8E4PXZ7zAGt1wux5w5c5CZmYlDhw7hrbfesprBDRhXsouNthu6PsWajuGmDW62ws7nzh4WFoaDBw/i4MGDzBy1j508eTIaN26MPn364OWXX0a7du0AAOWVVdDWlhKSf4SiolLtZXDpms75bN9/Un2MRKKjoBpSg7X3z44cwYQBiFW4rF0CzNikZFDVQFFRiUf5RVBUVD7eTlGIj4/XMLgB9XNOfHy8OuRLCzcXZxz5bD6vsWtqsjh9x9P7vl02XdAYsyNHIKCRH6qq1Tl9zh79xCzu0dp96FN3U384AaVShdQfTiDjlLqaQcapq3r7Y2+X+3qgpLRclHLMpUbrO++kzekoKS2H3NfDZLfx2u5+ToxuAgG68bh03Kz2g7+2Kzf7oVs7i7g+tI0O2i1cpVLpNVhpgxiAjhu9dju5XI6SkhJmLkJcl+Pj4xEVFYXExESjMl8bMkTM5ZIrZq0ZGjXCHYUCSqUSpaWlj7fPnKkRw42Cgsc/L1+u3q+Nvz/QsKFxk7cCQtzDxV4L+toGBwejZcuWjGFt6AUL/XdCu5Cy++J6KUCHR4h5caN9vnznT9/nGRkZJseN20vsOcG++eSrdQh6sSs8ejXH7DWLkJ37CADQuHFjzJkzB2fPnsWvv/6KUaNGMS7RtQ3aaAfUqjft6q3trk4b1R999BHCwsJ0jGx6Gx2jrQ+uY/fs2YOLFy8iOzsbBw4cYNqWV1RpHBvcuS0kEgncXJw5DUw6a/WYF4IR3Lkt3k/YjNfnrgZg2BDW3h8VFooxLwRDJpUitA93fDkfQoxgo13CzUlNJe78ex9KlQqligpmc3yCZtI0Hx8f5ue5c+ciPoHjM76mUv2vFhAVFsqEITRq6IOgwEY6Bqkx7tB0H4Ba2aVjtbkyjIeP7AuZTIrwkX15DVI+l+2oiaHw9HBFfkGpoOzlhuYc8+GriP90p865xn+6E/kFpfD0cDU5WZupLvm2hhjdBLvGknGTXH1rx81qP/izH7S5Hrr5DFv2WOyYabbBnpiYaFA5O3r0KFQqFZycnDQMakDXuCkqKtJQqrkMcRptIygqKgpxcXHw9BTnKmrIEDGnEi66L4kEqj59IJPJ4OHhod4WHQ3Mm/e4zZw5apdydoz3vHnqdmyefVanTrc1MOffg7EJzjIyMgwm6GPfi1z3hL6XAkL+DrgQEtdN1GmCpamorEDCl2vR/PkO8OjVHIs2rkBOfi4kEgmaNm2KJUuW4OzZs9izZw9GjRplkTmIibE25xi0+gyAV7FmG+cANH6nXcYNlS/T5w7PNsbp5FZLNmnWWE4/eZFRvxOSf9QxWL9dNh1VZ1Lx7bLp2L7/JJQqFbbvPwngsSEc3Lktp7HLZShnXLoGpUrFqarrQ4iqa0413JS+lMWPIJNK4eHmAoA7e3l+fr5GjDdTToxNGX94nTUQ8xKjsLgU1++q7/czhxM424gpycV3LABedTfly+moKUhDypfTjTJITVGOtV8o8J1rbVenzQkxugl2jSXdlfUlvAoPD+d9OI+IiIBMJoO7uztjRNPqOG1M02ogrZizVUE6sRpt0Pr5+cHPT13T0ZBylpqaCoqiUFVVpeP6zTZkuLKPi8miDRh2ETYGcxo9xvTVYflyNGrYUJ0YTbtc2NKlwMaN6hjujRs1s5rPnatpeI8bZ9ScTTWazfX3wPXiRyj0uutL0GeKoi5GQWb3rb02XGtF1GmCJShTlGHWqvloFNIWDZ5rjSVJn6CwpAgSiQQBAQHYvHkzzpw5g59++glDhgyx+HyEZhY39xi0wTt58mS97upr1qxBdnY21qxZo9HXhg0boFAo4OXlhS5duuDll19GbGysjnquPTad3XzgwIEAwIzdtWtXAMBXuw5pjE+/Lq2orDJoZNKq9+jBfQA8NoTpbOfax0aFhWJ25AgNY57OYF5SVm52Rdpol3Az9/WUL4WGcm+4uTjrGtxLFyNm1kxApdTNaq5leFP5d4yevzlUfzEvHrq+NgMA0KplIwQ099edj4lu1bSxGjf/dcHGtFhlXayhzu5f28gWq7QbO+faDEmkRhKp2TWWTMxlbN90fW5ArfQB6thu2i2Waxs76RoAZlzaMKD7MpSQKSIiAqmpqejWrRtycnJ45y4kURXXPNhzEJrcrVZBUWqD+dYt4PBhwOm/jKvLlqnLh2nDNsyrqoD+/XFNqcQL2dmImTPHIgn7hCRTM/XvwRxJwITOxZIJx7Tr1bPnY+xa2UudcEtCEqmZTkVlBd5bMgN7ju1Defljd1iJRILWrVsjLi4OrVq1ssncTE2MZukxevbsCYqiIJFIcObMGaYvhUKB4uJiNG7cGACQnZ0NqVQKlUoFLy8vuLm5aZQL007ABkAjCdvevXuxYMECAIDy3GNFXmzCLC7YCbkAaCTn4kpIZnSSslqEpGVPXM8uRoeu3VFdrU6QxhjcWrANc0dHR/z5+3lQlaUYPPQVo5OkCV1jc9T8vv8oDwFDJgEAsq9vRqOGvjptzJX0S0wtbUsnGmP3T7uTm1rj216To4lBaCI1YnQTo5sgkoiICHz//fdwcXHBqlWrAEAnqzQAzJgxA+Xl5XB1dcWqVas0kqixDV9Dmc3FIMZg0GewiO2rVnHnDhAaCvTuDXz2mbpkGJfBTRMdrY7rnjQJyMxEcEkJTt67Z7EM4NbIim2Oa8s1T65+7fHFmT5qc1ZyoRCj2ziqq6sxdvY7OHz2GCpYCaNkMhk6deqEGTNm4Mknn7ThDGsHsbGx2L9/PwYPHqyR64FtyANqRbyiogIuLi744IMPNIx77bZ0dvM+ffrg4sWLjEHeo0cPAEBF5ndwdBQeMy8mS7a2scd1rKH+rJ2p3CI4ukLS5lns2rMP4RHjsGjBx5wGN038JyuxYNESpKZ8g+Evv4jg5/oh8+zvRr+YELqG5ngB0ujFKcjNeYi2rZvi7/Pczw9ijGV9cBmlfH0LHdPYuZnrnCzdp7UhRrceiNFNsAa0Ii6TyVBTU8Ns136o51OfjTEixBgMxpaAqhNG+YULQESEOkO5EMOqZUt1grWUFCSdOmXR87bHtRY6J333tlB3cWuvrbXnYA8Qo1s4NTU1eG/pTPx0ZC/KysqZ7Q4ODujRowdmzJiBoKAgG86w7tKrVy8m2/np06c19rHLi7FLj9Gu57TiTfcxcsAzSFs5S2cMPkNNjGEm1mDmal9nlHBXb0iCeuH6zTto3foJg82vX7+B1q1agLp1GklbU63y4kF7/cVevxt37qPtyPcBAMX3voGnp5sgw9HYNkJKdIk1XK2pLtcFo9oQFi0Z1qdPH0gkEpw8eVJr0GJ07doVzs7O2L9/vzFdEwhmxVyJp4T2ExERAQcHB0RERCA8PBwymQzh4eEabfRlgRYTs8s1p+DgYMhkMp1yYlzHijEsuOZlrfJgFqFbNyA9HRD6sNyqlbp9t24WjwsWk6BPCELuXUNthMZHa8fZC0ksaGgccyKkfxL3TSgpK8WE2Gg0DGkDn+CW2PZzGsrKyiGVStGzZ08cPnwYmZmZSExMrNMGt7kSsonpJzY2Fr169UJsbCwGDx4MqVSKwYMH67SLjIyEl5cXFAqFRry3dlbz7t27AwAOnb3MGe/LF8Mb3LktZFIpgju31TtfYxRqrjHNGZttU8qLQP1zHK0bC3uZ17qxF6h/jgPlRSaXAxOK9jhiE8j1iVR7J3Z8sgU8Pd0ACEuYZmwbISW6+Prmi5e2ZnIzU5LJ1TWMMroTEtRZ+uaxsv5WVVVh5MiRuHTpErZs2cL5IUkgWBtzPcQL7Sc1NRVKpRKpqalISUlBTU0NUlJSNNroywLNZTRrZz7nSxwVERGBbdu2QalU6i0nxnc++gwvrnnV+kzQLVoA33wD7NgBjBypLgPGxt9fvX3HDmDrVnV7G6FvrY0xmMW2ETq+tsHKdxzfeJa+p2r9PUuwGLfv3UHER+/Ar28rNBnQHtv3/whFRTkcHBzQpUsXpKWl4fTp09i4cePj6gd1HHMlZBOSkZxm//79UKlU2L9/P+Li4nD69GkNF3SasLAwuLm5obi4GMDjbOnaZcfoxHWFJQrGsGIn3NI2dl+fuxpOPcPx05GzgjKO8xls+pJ6cRn01jI4rUJ1OajbZ0DdygSK7uuWAKupBIrug7qVCer2GaC6nLsfExGaWE3fCw+6j9fnrkbQy+/h4/UpyCsqAQCcObKCaSfEiDW1DduA1jbE+Y7jM3itWXqLZC9/jFFGd0hICIYOHYqDBw/i8OHDoCgKkZGROHjwIFavXo3XXnvN3PMkEIzC2IdsbUOGrx/tduHh4ZBKpXB2dtZbuojdJzsLdEZGho7RzM4izjZW2HNKSkrCtm3bNPoWuy76DC+uedUJRVAiAfr0AdavB37/Xe12fuyY+v/ff1dv79PHYuXBhHpQ8GUDT0pKQnR0tGiDWej9zTW+NvruG7566qYYv6Z4r9SJe5ZgNm7fu4OXJ4+BT3AgOo4Mxk+Hf0FldRUcHR3Ro0cPRtHevHkzWrZsaevpWh1t1Vgo2sY0Xz9cxvjgwYMhkUjg5OTEHM+nlPNlS2f3O3z4cKY9beiyDWW2sZuUlo7v0k9AqVKhvLJKkPLMZ7DpU0+NLSFW6yjLB3X3d1BXD6j/XTvy+Oe7vwNl+RYdXqiCrf3Cg22s031s338Sdx7kYPlXauO1b+/2cHFxetwHhxGrrTILMXT1tdGnGPPVyRZqxHNB7494a7VJ2cVre21tc2J0TPfly5fRtWtXBAcHo1evXvj0008xZ84cjRp89gqJ6SYYQmhsNFc77W2mxlmzs4jHxcVxJm2Ljo5mMqqPHTtWR10XMh7An9TNUnGu9SF+Vh/G3BslJSXIz8/XyJIvlUrh4+MjOBkfPa5MJkNiYqLotReTDFDfOWpffyFt2edfVxOdWZr6HNN99+E9vP7Ru7h47TKUShWz3dHREcHBwViwYAF5LjARdrw1nUmcK9s5XwZ07eO5+tOHdr90XDcAxkDmyjw+b/02FBSXAgBeC+2Lb5dNF3XebFfzY+f/wvb9JzF6cB+dfiyZNK1OJGQzE8bG2peUlaOguFTjXmno64nzV29BpVKbTIqH2+Dq6qy3PzpuWiaTInHlO0YZnex4aACIXfwtACBu/us6/RmK09aOrTbUnj1/pVJVq7OLWxqLxnQDQKdOnTBu3DgcP34cn376Kd566y1Og3v58uXo0aMHPD090ahRI4SHh5MHJYLdo63EGVKr2YpdTEwM5HI5SkpKkJSUxKvqseO/abiUuLi4OEYR13ZNp+PA6YRtGzduZAxuIYogW6XUV8fbUgphrY4LNwNiFF/t8nIxMTHM8T4+PoLrr9Pj0uXsjFl7ofcNPRbfOWpffyFtAYhSyc2V14FQezn310X0Gvs8vHu3wJPDnsH5KxehVKrg4uKCESNGYP/+/Th58iRWrVpFDG4zwKVsc6naYWFhnPW82fHaaWlpvEo5O/6bjXa/zZo1A6Au50YbYLSyyVZDaX8muZcHYyiLqf3M7kufmm1JV3Kx8cl1GbHrTK+dBI9fztB9PCooYQzuFwd1NWhwA2qVmTZYjY1nZqvbURND4enhivyCUs7+DLlxC62rrd1f+Mi+otzD61PdbbEYbXQDgP9/MZCenp5Yv349Z5sjR45g6tSpOHXqFPbt24f8/HwMGTJEI5szgWDvaBsH9IM8AB1jVNsI4TNY2fHf+gwDQwmr6J+1FUt6zrGxsbx9axs5hmJ3/fz84OfnZzYDxl5ibG1lmIl5mcEVjkAfT7+Y4VtH+vwiIiKY+zYxMVFQyIS+uQi5b7jOkR4jODhY4zh968F1/kKo7y926iu7D+9DjzED4PlMAPpFDsVfN/6GUqWCh4cHxo4di+PHj+P48eOYN28efH11a+wSzIu24awvuRo7Xjs5OZnXOGfHf+vrL/G/kpAURekYYGz38CVTxqJFE38smTKW2c82Yg0Z4Oy+DCVGS0pLh/+ASDQYECnIoBeKPSVkE/PCwh6g127JlLE6xvp7YS8wP+/6bg7n8dru2ACQuPIdo927AV3DWJ+hzOfGTY8T/Ex7jWMNuX3T+1O+nC7KPZwkTuPHaPfyxMRETJ06FY0aNcLDhw+RlJSESZMmGTzu1q1baNWqFS5evIjOnTsbM7TJEPdygiG0a1jTb9JDQ0ORkZHB6+KalJSE2NhYprYol7st7Sbr7++PCxcuIDw8nFGuufoztpwYlzsuVz1usWsCoM659tb12sxsd3KlUqn3PE0p+yW0rTXX25wl+eoKddW9fOeBPViQuBy372eB/WTj5eWFV155BdOmTYPEQvkZCI/hK+cVFhbGuH4rFAoUFxfruIynpaVhw4YNqKqqgpOTEyZPnqxjbNN9yOVyXL16FYMHD8bFixc5XdDpttnZ2QCAj98Ow5a9R4wq70Ub4Nou6sYo1nSJMAC1v0wYD3WmDBqAZi+8jey8QjzZthn+Ovs/zjZi3bHZ7t10PLbQslpiynBZszyY9twA1PlyYYCF3ctTU1Mxbdo0DBgwABcuXIC3tzcWLVoEhUJh8NiioiIAgFwuN2ZoAkEUxiqYbOUuPj4e+fn58PT05Mw4zoZuS/8t6Es8dfPmTTRv3hwhISGCsjyLVey4VFA+xV7I+tBu83K53ObKtLmxteJuaaWdPr/w8HCD5ym07BcXQu8va6239ksAU0vyEewLlUqFtF93ofVL3eHRqznenBOFW/fUBre3tzcmT56MM2fO4ODBg/jggw+IwS0CU8qFsVVtbbdytgHMl1ytuLgYFRUVAKBjcLP7+Pfff9GwYUN069bNYLI2mo1p6aLcr9kuymwVWduNW6yqOztyBOReHvD18rALVdoS2Ivqbqri/k/WfWTnFQIATh5YzttOrDs2W7UWqw5rt9enmlsze7j2ywCx51XXXdNFG90HDhzAG2+8gU6dOuHHH39EkyZNMH36dDx48ABr167Ve6xSqcTMmTPx0ksvoXnz5kZPmkAQirGupWw3Vy5XbraLK/vhPCYmBlKp5p8VX6ZoABpzKykpQWxsLG+WZ0OGCp+RwHcuYtcnKioKeXl5yMvL43QVrs3GiSWzWmuvD9d6WdoFmj6/lJQUzmziXG0Nlf3SJikpCSUlJRovZfjOy1pZxMXEjBs6lmA/HDl7AoEvdIJX7xaInDcF2bmPAKiTTi5ZsgSnTp3CgQMH8NZbbxFD20hMKRfGdgfXNoa1M44D0Ml0rn3N+LKhA2DmSI+1YcMGDBw4UKetp6faA6O0rMKgIchnpPEZ4ID4WOqosFDkHEpG7qFkDaW8trlk68MaZdC014tr/UyNc+/91kIAQMenWsDbm79cINsdmyuTOF97OvO4UMM4aXM6SkrLIff1MFinW3scSyMmbpzLwK7rrumi3MvPnz+P/v37w8/PDxkZGWjSpAkAtWtZUFAQlEolbt68yaliUxSFd999F0eOHMGJEyeYeHBbQNzL6w/WyI5tyB2XnX08Ly+Pc27sJFFcGaWFnIdYt2DaFR7gzjqtD66511XXbFOhr4tEImFiR7VDE6yZxZ3Ltdsc41uqXzZi+xPanqtdXc6sX9vcyymKwp4j6Zi58mPce/RAY1/Tpk3x4Ycfol+/fsTANiN8mcXNjZBM5wMHDkRxcTG8vLxw8OBB3jnSfQGAVCrFRx99xMx9/fr1+Oqrr9Q/z3lHryGo7RZtKAt2Ulo6Pl6/DRSApVPGijYy+VzYa7tLtjVoMCASBcWlcHNxRgNfL43M4/T6mZLR/eLft9E9YiYAoCLnOzg7Oxk4Qg2XS7cYl3Bb9c3GmD5NdXu3xHlYA6Hu5YKN7hs3bqBv376oqanBiRMn0K5dO439K1aswOzZszFz5kx88sknGvsoisLkyZOxb98+HD16FAEBAUackvkgRjfBnBh6OOcyurWPoQ3gwsJCqFQqHcNl8uTJoChKx3DXNw8+Y5/GlNhd9rHBwcFITU1FeHi44FJl9Qm6ljZd0k0ul8PT09MowxEwPSaZ6zqbI8aa7pddzs7cxqqlYsHreky/NrXB6KYoCknff4lPkhPxKD9HY5+vry9mzpyJ0NDa81BG4EaIcc9ldPOVINuwYQNKSkpAUZSGIT906FA8fPgQAODj6Y68w1t456RtpNGGna+XB3IPJeu0F2uk6zs+uHNb3lJjBF38B0Qiv7gUUokEKoqC3MsDHu6uogxs9vUCoHHtfELGoaSsAr17tsXJA8K9nriMR3PFVlsrZtrSseC11cDmwuxGt7FQFIUpU6Zgz549OHLkCIKCgiw5nCCI0U2wJoZqb7MN4oiICB0Dlp3ADAA2btzIGOpijX198zK2nrghpbsuK4ZCMcWrgH1dAFjEOBRzjbjuUb75mtuAJfXizYM9G91xn6/Cph1fI6dA8zOrcePGmDRpEoYNG2ZS/4TaB5eBzad+A+pSYvv378fgwYMRFxfH9MEOFaHVbiEGMm3Yyb08kMNhdGv3ITaBmBilm9Th1oRej+DObZFx6ZpR68K+XgCYn79bPh3BkXMBAJW538PJydG0uYo0MiPeWo3UH04gfGRfpHzJ/QLGkoZxXTKKLY3F63QLZcqUKdi2bRtSUlLg6uqK7OxsZGdno6qqytJDEwiCMGdMMldfYuJXMzIyoFQqkZGRwWzjSq5Gq6f6Yk7Z9b255mds7K72ORk6jsTG8sfDC0E7rp9dA96c8zMU603DLnVnaL5sjPk7s1a+AGvFmBN0qaquwpKkT9D8+Q7w6NUcyzetRk5BHiQSCZo3b44lS5bg7Nmz2LNnDzG47RBTEq4J7Y+vZBgfFy9ehEqlwsWLFzX6YEOXAHs/YbPBeF+uUmLs2GHt2GWxCcT0xYprQ+pwa0Kv3bfLphsdP65d6s3XywOlZeXo9/Z8AMBLL3Q32eAGwMRuG4r1pkn94QSUShVSfzjB24YrZtrYZGTax4mdL8EwFle6+WKsDh06hP79+1tyaF6I0k1gY05lTmhffMoa3/aePXvi7NmzcHJywtq1axlDliv+2xzzMyf1TUW0FFwl4GzhYm1I6Ta1f33HmPP+NcX7oLZja6W7pLQES7/4FMk/fouy8sdVTyQSCQICAjBv3jx0797d5HkRLA9XTLY1+tPnls63jx3zvX7OO4wBK5NKsW72RFEGm63KYRGl23LQa1taVo784lJmuzlUbhoxyrQQpdvUMQwdZ24lPWlzOmIXfwsAiJv/ep1R0O1G6aYoivOfrQxuAkEbc5YvCg4OhkwmQ3BwsN52fMoaeztb5cvJUcc0NmnSRENdFmNwA6afqzHKoz2qiLUx4zo72Z6ha2jo/Lj2C703UlJSUFNTg5SUFNEl58Tce1zZ0M2potPl/fLz8+u1F4a1KFOU4a2Po9Eg5Ak0Gfgk1m/7AmXlCkilUrRu3Ro7d+7EmTNnsHPnTmJw1yL4SnUZS5cuXSCVStGlSxe97fSp3+x9fEo8W1UWa3AD5imHZUymcmtkBDeF2px9nX4Jw1Yihw/txWlwC1GTudqIyVKe8uV01BSkIaTvU6KUa2NKhHFlRNfXl7FqevynO5FfUIr8gtI6m6FcHxZXuu2RuqJ0EwXROCy5bmwljnbX1U4sxZVEjWs+XH3Z+lpbSym39L1d1+OO9cXzsxO7iT1/U/IAiEVM38bMgyjdlle6FeUKvD5nEo6eO4HKyschZTKZDB07dsS8efOskufFWpm46zrWWEe20k3X+e7SpQsuXryokzSNngsA3nlp90e/YJsdORzLpr5hkXMQirXVcmuo5JY+J0ueA933S327ISntVwCAsjBNpwwsAPgFvon8glLIfT2Ql/W1bl+b0xE98wsolSrRKrF2LLWlE5oB4hVtY+dElG5CrYXEyhqHJdeNrcTR46SmpmqMpz0+33zYfemLuTVVtRVSR5prTpbE0ve2Jc/DXHNnXwdjDfmKigrOmuBKpRIymUz0+ZtS91osYvo2Zh6mxNkT+Llz/y5eiR4L32eD0LBfW+zPOITKyio4ODggODgYaWlpOHXqFDZv3my1xKqm1JwmPMYa68hWzunx9u/frzMuey765sXuLywsjKnv/dmO/RrtzKHQcvWhr19zqOVisEY8uKXPyZznwL42bGN+04/qxHyvjerLaXDr9MNTb1qpVEEmk4pSnOljhda6NhdixzB2TlETQ5GX9TXysr6uMwa3GIjSTZTueocptXuNGUdb6daOiRVaEopP+RZSJ5s9xtGjRzXGt2TcrLHU5nvbXHM3JWu5vvhvU+an79j6rBzXNiyldMtkUiiVKma7s7MzevXqhYULF8Lb29vkcYyFKN3mQcw6mmPN6T60lW66NBgATJ48GYCm0q1vbDrrOfA4rltMfWy2cXbs/F8a5b24VF5bxX4bmru9uqcbwpznwJW13M/bA3lF6nhuVdEO3rxUbDWaNpLNVW/a0LF1VS2uzdhNyTA2Z86cwZYtW3Do0CHcvn0bfn5+6N27N5YuXYq2bdsaPL6wsBAfffQRfvjhBygUCvTq1QurVq0SHf9VV4xugmUx1mXVkEGjr199+/jKdLENcIDbaGf3+++//zJKZ01NjSB399psBNsaY9fOHPW5zV3jWx/s0nbWLB9njvW193va3HO1lNENAC4uLnj22WexePFiODk5mdw3oXZibII1Ica6ob717WeXDmvRuAHuZOcyyizbmOMz7tiG2r2HeVCqVJBJpag6k8p5jNBtBOMwZS256nPfzc4FRVGYPuVlfLr8LWH9WKluNg3t2g2A173bUuW+LPkywR4ROme7NLrDwsJw4sQJjB49Gp07d0Z2djYSExNRWlqKzMxMdOzYkfdYlUqF5557DhcvXsSsWbPQoEEDbNiwAXfv3sW5c+fQpk0bwfOoC0Z3bXpgtHf4jExjVDva8JDL5fD09OTMTq6vX2NUeAAGVW99SreY87Kl+s1Fbfg7MDWjvRj09WHpayjkb8YSczC2T3u9p7kw91wtZXT/+uuvkMvlJvdnTojKbVm41ldbiRaz7rTBLJVK8dFHH3FmJjfUt6Fr3qtXL6hUKgR3bYd/H+ZrGF2Gam3rU7qFYk/qtza17YWA0LUUcl4bt+9DdPwmSCSAslCYyq1tiFkj/lqI0m2peZjSrzXWxtwInbNdxnR/+OGHyMrKwrp16/D2229j3rx5OHbsGGpqagzGP6alpSEjIwPJyclYsGABpkyZgsOHD0Mmk2HBggVWOgP7gcRza2JKDeDY2FidtaQzG3t6ehqVHRxQuwNHR0frxNPq61dopm92O/a9oB3bSp8jAKY9O/s013rYMpZbLPr+DiydoVxo/0LXzpS/aX33sth5GIuQGGlj5mBonY09L3u9p7moLXO1R2WbxHPrx9Q621zrm5ycjOLiYri5uYl+0REZGQmpVAqVSoUNGzbozE1I34bqetPfiQ9zC5lM4NqxwuzYZL6a3N8um46qM6k6Breh+HBrx3KLwVDMtDWyk4sZQ+haCokFn/FpMgAgdmYYp8FNx27HLv5WI+aajTXir4XERRs7D0NZyU05P2usjbkx95ztIqb76aefBgCcO3eOt014eDiOHj2K+/fvayQ2mDRpEr755hvk5+fD2dlZ0Hh1Vek2t+pXG1REGlNqAHOp0kLO3VB8K1eGaGu71xpaFz6XdUvO15zYUtk1d/+mrLUhD4vaTF0+N1thKaX78OHD8PDwMMMMzQefEmsJ9bs2quqmuoEbyiyubx342tHbFQoFiouLNeZmjjXetWsXlixZAgBQnlMb9PqUUCFqKvt4vvjw2qAiG5qjNVR6S4xh6LwOn/kDz0ctBABU5HwHZ2fdF4i06in39YCnh2utcpMWSn04R0tgl0o3FxRF4eHDh2jQoIHedhcuXED37t11Mgn26tULCoUC165ds+Q07QZt5RJQP5RGREQgOjrarOp3bVLTjVGC6GPi4uJ01GUhirO+9YmKikJiYiLkcjlKSkoYlc4SNav19WloXfSp5Nr77RFTzt1UzN2/KfeGvnuZCyEqvSneI+b0LtD2HuG7F2tj7XWC5aAVXACMwfbyyy8jNjYWK1assIj6XRtVdWPrbNPnevHiRR1V2ZDSrN2H9nrRx0+ePBleXl5QKBSM2i20b30MHz6c+bmgqASA/vrXQtRUtpLK194a2cNNxVAdcGuo9JYYw9B5DZm2HAAQNrwPp8ENPFY94+a/jtt/fmY2Y9TYmteWgD5HALxqPmBfc65N2Nzo/vbbb3Hv3j2MGTNGb7sHDx6gSZMmOtvpbffv3+c9trKyEsXFxRr/ait85aZSU1ONLgPEhyCjgqKA7Gzgxg31/zZynBBqsLAfzPUdI+QB3tD6REVFwdPTE/n5+UYbraYaEobWhT6H4OBgTpW1tri1cmGJFxzW7N+ScxHyMoWrTVJSEvz8/ODn58d5T/L2S1HYkpCAkGbNsCUhAUkbNwq+r+lzi4uLE/wCyRDEQDeN2vCdqm3QsctPqVQqSKVS0YamIYQasA4ODnBycoKDg4NZxzcGMUYs2xVd37kKdVk3tF5hYWFwc3NDcXGxSS8yuOZDCzjbfj1h8HhDBhvw2FAM7tyWV1G1Z7dyoQhZi9owBps9x86iqrISAPBd8of885oYKsrYFmqYapcIA4CIt1bDwTcMEW+tFt130uZ09Oz/MVLSzgESZ1EGMn2OcfNf1+tWzTVnQxBD3cbu5VevXsUzzzyDDh064NixY5DJZLxtZTIZJk2axCTQoDl48CCef/55/PDDDxgxYgTnsQsXLsSiRYt0ttdG93K+TNPsslTA48Ra7J/NZhxQFHDyJPDNN8Dx40Bu7uN9DRoAzz4LjBsH9OkD8CSisBVCXYLN5Tpsqnu2mHmIHcuQazmh7mJs+IShDOUaCf4oCr8uWoQl7dqhQ0EBHv71F/NiMF8qxaHqavzWqBF2Pnhgls8JMfd/bUqiZglMdS/n+061J/dybTdkfe7Q1sDd3R1yuRweHh4axnZNTQ1KS0uRn5+PsrIyq83HGIS6ohvrss6FOdzJueYzdOhQPHz4ED4ersg7slWjvVg3cCGu5QT7xeWZ11BdU4PXwp7Fti/5jW6xCE3CxZWYzcE3jKnzXVOg+/KK3Tddtmz1JzMxcmQYrtyogLe3D2QyKRr5e+PK37dw6NBh/LZ/L3Z+/bZZzs2YTOS1MZGaUOzevTw7OxtDhw6Ft7c30tLS9BrcAODq6orK/95EsamoqGD28zFnzhwUFRUx/+7evWva5K0ElxrDVrTYD5kpKSnMdjqZUmxsrPndg+/cURvUYWHAjz9qGtyA+vcff1TvHzdO3d6OYCu7lkjOpI2paqiYeYi91oZcy9kQZdD6sNfcHOsv1MuDhqtNTEwM5HI55HK5zr2iYfS+9BIaz5yJxIcP0eDECSA3Fx4eHpDJZPDw8EALNzeMksmwtaLC4OeE0HMX87dWmz047IHa8J3KVnDZhltcXByzPTY2Fr169UJsbKzJCcX4cHR0RMuWLdGqVSv4+PjoqNsODg7w8fFBq1at0LJlSzg6Opp1fHNCK9NdunTRu1bGuqxzYQ53cq75/O9//wMAFCsqdNqLdQMX4lrOxhrJyAiGSUpLh//ASFTX1AAATp762yQVVlvJFZqEi0tBDx/ZFzKZFOEj+3KOU1JaDrmvB2I+fBVff3cKcctXI7j/m4BDE7QIaAqZTAoPdxcAQIuAphg16lVs3fot4NIDkPDbS0IRq/oDtTORmrmxidJdVFSE/v37486dOzh27Bieeuopg8e0adMGbdq0wc8//6yxffPmzXj77bdx6dIldOrUSdD4tSWRmiE1ht4vk8mQmJgIQG1I5eTkQKFQQC6XIy4uTqeMD19pH4NK0YULQEQE4OsLCFGHWrYECgqAlBSgWzdjlsBi1Ealy9D1iYiIEFUKjMtrgq/kU21cL3tDrCcCe80BGLX+Yr0ZjC2Vx57vS02aYK+3NxQuLii5fBkeHh5wd3PTd6Dezwl7v/fsPdkgF3UtkZohNVS7DBWgdjd/+PAhKIqCVCpFw4YNkZ2dDS8vL7i5uWko5MaWv3J1dUVQUBBu3bqF1q1bG2x//fp1pn15ebngcayNOZVsa0PfK2PHjsXq1WrX3ZyDX0Hu7cm0eX3ualGlwLSV8aS0dMxbvw0SAEumjDUqMRtBHMYkqaOvAwB4erigpLTCKBWWVn1LSsuRX1AqqA9TalZrKMZXvkNB5ZP4+9ptdOr4JNzd9CeUvn79Blo/EQhUnAFURWadlzWxt3nardJdUVGBYcOG4dq1a9izZ48ggxsAunbtivPnz0OlUmlsP3XqFNzc3NC2bVtLTNescCk2ppRpiomJgUwmg1KpRHx8PPNQXV5ezhjc9ENgfn4+8zBNl62it9Hj61VK79xRG9y9ewOHDwPR0fpPNjpa3a53b/Vxdqp420LpMla1NKRkZ2RkQKlUIiMjQ9CY2sog+77QHoMog6Yj1hOBveZC11/7OovxZgCA2NhY3ntAyHz7NGuGbygK6N0bbqdOodHixfoNbgGfE/Z+79l7skFrMnr0aJP7MEZxNpTAjF2GKjk5mWlPe9i1b9+eUUOrqqqQnZ3NGNp0iSo6rpieX2xsrN55Ojo6IigoCHv37kXXrl3xySef6D2HTz75BF27dsXevXsRFBRUKxRvc8fEC8UUrwT62m/bto0pC3Xh6k2NNhmXrkGpUiHjkm6CXi6VWjsGOSH5RxQUlyK/uJRTLa8Lsd32hjFJ6np1ePwibMWS8YJUWK64ZDq+GYDgPqJnfoGsuzmInvmFaHWdVoyXLpgIuPTE0SPHEBLSj/He4CM+YSWe6tgdu376BXDpyal4GxOrbQtqyzy1sarRrVQqMWbMGJw8eRLbt29Hnz59ONs9ePAAV69eRXV1NbMtLCwMDx8+xM6djxc4NzcX27dvx7BhwwSXC7MlXA9nhjJg08qOn58f3N3ddRIYeXt7M66e/v7qjIMURTF1oJOSklBYWKjRL9tFFIDhh3KKAubMUSvcn30GODkBc+fyG97R0er9Tk7q9r6+6uNtX50OALfCa84szYb640tQxT6Gqw++60O3DQ4O5jVOhBgG+lyH7SlpWG1FaGgDDXvN2Z8F+o5lh5awx6TvdaHXUCqVijZyoyZNQka/fvANChL0OVH17rsanxMKFxf8+OSTSNqoqfzY+71n7y8FrElOTg569OiB119/HcY60fEZ0PoMLbYRmJaWhoEDB2LgwIEaGa8HDx4MqVSKLl26IDIyEi4uLqj5z600Pz8fYWFhiIyM1Alji4yMhJeXF7y8vBAZGamRkE2fod+sWTPcunULERERqK6uxrx583gN708++QTz5s1DdXU1IiIicOvWLTRr1kzkylkHtlcBAKOMX0NGs6H9Qu8Rrn7Y9wr9DPTaHLXiTRvUwZ3b8hrFQoy72ZEj4OvlAbmXB2cf1k4UVh9gJ7IT4rpPURR2HswEACyaO4ZxlwagN9kXXaM7dvG3zDaxWc3jP90JpVItICqVKtGGIz3XcW9OxvUbWRg9Zhyqq6sxZ+58xCes5B4zYSXmzJ2P6upqjB4zDpln/sA//8p12tUWF/DaMk9trOpe/sEHH2Dt2rUYNmwYwsPDdfaPGzcOgPpDccuWLbh16xZTHkupVOLZZ5/FH3/8gVmzZqFBgwbYsGED7ty5gzNnzqBdu3aC52Er93IhtbUNJS8CwDzg0XWgafdy+ncA2Pjfgyu7TXh4OJNsTVRt74wMdYy2ukP1gzLN0qXAypVATQ3g4ADMnAnMm/d4/7JlwH+u79ixQ51czYZw1c82pcY31zHsfbRbL9eas5Pfabv++vn5IT8/H3K5HHl5eUbPhX3e2mNaqr47QT+muEsbOlbMfcOFSfeCiZ8TD+fPh1KpRHTjxurkagSLYSn3colEomFst2/fHt98842ovvhcxbVdmvnqb69YsYLxiGO3pbfTLubsdvQLE3abwYMHcyZcE5KQzd3dHa1atQLw2KCmWbp0KWbPns2sVUJCgs7+WbNmAQBu3rxpV8nV2OvYuHFjADDKzdyQezp7P/2ig6sOuPY10O534MCBKC4uhpeXFw4ePKgzzpEjRzBjxgwA6nrdYupxB3dui4xL1zTcmWtDHe66jlDX/U+27ELMuq2QSiWoKUhjvB4MJfvyC3wT+QWlkPt6IC/ra6PmSLtGBz/THhmnrhrnIi2VA669ADw2qGmWL1v832eaBACF+Ph4jf2xsXMxefIUdaI1j78BVb5R50F4jF26l//+++8AgN27d+ONN97Q+acPmUyGn3/+GWPGjMG6desYw/vgwYOiDG5bwqXYcLn4aiuStALp5ubGqJDx8fGMga1UKhEdHY1u/8VDSiQSHD16lGlDG+UZGRnIyspCdHQ0k5xJ0AM2+6EpMVFtSNPMmwe89x5QXq7+n8/g1u7HRrDXhH7QMqXGN9cx7H1c15O+5vT14PIyoBME0v/TiFHA2XCNyV4TWh0VE/5AUCN2jUxRRg0dS5fViouLM8obwxhVme7rzzlzHm8U8TlRtXAhkJjIJFpbXAtChQjcfPfHYaze+w2kMvWjxdWrV9GjRw9Rhjdf4ixtl2YutTM5ORkqlQoSiYRRptnbAUClUmHFihVo3749c9yFCxeYNrRRfvHiRb01pNkJ2bShFVQAmDVrFpYuXcr8TiveUqmU0yCnDW7tfuwB9hpFRkYa7WZu6Dj2fq7rTF8D7Wuk7fFQUlLC2T+tgN+7d4/ZVlVdLcjtm1apMy5d01G8aRV83vptJFGaGTAm4ZxQ1/05/1N/Ji1f8DpjcAOGFVS6lFbc/NcNz5+nRBatVKd8Od34EmSOAY/nPHsmli9b/Pjc5s5HfPxKADLEx6/UMbjnxMx6nGiN1Q/B8ti0ZJitsOdEaoYMYXq/v78/zp49q7EvMDAQd+7cAUVRkEgk2LBhg46KzlZ5AQHJmSgK6NKFyVJeplCgtLQUvvPmwWnhwsftCgrUbuQ0S5cCWuXd4O8P/P67TcuIWVrVFeK5IGQufIqlqUmltMeMiIjA999/DxcXF7i4uCA/P1+jb3tPYmUPWHKNTLlfhXpjmDpnuq+/HB3xZIMGmjsnT9Z8EWeBzwniqSEeSynd3/95BG6e6kRqe7Zsx2cfa4azvPXWW5g8ebLJ4wHcijifSq6tgAOAl5cXU1+cNrS1S4xpJ1ATWr7qySefZLKUV1RUQKFQ4LPPPsNC1nemj4+PRuiXtsENqMuJXblyxbgFsgDmKN8ldgx9Y+rbp508j89rgk6ml/B+BGaOF+6qqq1qvz53NVJ/zYCLsxNcnByRX1yqo7YSJVwclko4Ny/xWyz/6gdIpVKsX/WO0Qm5DCXzMneJLI3+bv0DSJw09msr3tqfMfNiYxETM1Mz2RpVBSh0vUD4sLcEZvaCXSrdBG70lfLhS4x04cIFnX7omG5AHa8ybdo0xMTE4OjRo3BwcMDRo0eRmJjIKGXBwcGQyWTw9/fnVcS2rFiBh3/9hTKFAgBQWloKpVKJisWL1XHaNOwH6Tlz1K6k2uTkAI8eGbNEZsPS8aHayrZ2iTehiihbsWRjavyo9vmnpqZCpVKhsrKSGZPdN4lXNYwl10j7fhKTjFGoN4apBAcHo6lUisZapZAAqD8HLPw5QRKZ2Scvjx+N3XfOYej4Mcy2L7/8Ej179kR2drbo/rTjc7UVcS5jjW5/4cIFxuB2cHCAl5cXqqqqmL5VKhV++ukn7NmzBxcuXECvXr1w4cIFuLm5aSRQW7Fihd44bgDYt28fiouLGS8lhUIBlUqF6dOnYxnL+4P9MLxs2TLMnj1bpy8HBwedEmO2xBzluwyhrWxzXWchceS06q1tcLP3RUZGMh4P677bJ2qe2nHZ2/efhIqiUFlVjSVTxnKqrcYk+6rPWCLhHEVRWP7VDwCA1csjdRJycanTfIq1oWRe5o47Dn6mPWQyKYaEBusY3ID6e305z2fM8mXLsGTJAt3s5hInQCI8J1ZtTWBmLxCl2w6Ubn2qE614uv2XAVjxn/GrHTsHgMlkziYwMFAjHpw+hq16s9tqjx/SrBm+u38fMpkMjRo2ZJRuuYMDHKur1Qo4+0G6oABo0ABwcwM8PaHDsWPAE08IWhdzYG0VTN942tfZ1PhbcyC2zBjBumiX8OIq+2VO1dqYv5eWLVtClpWFjP8+IzQoLla7lFvwc4Io3eKxhtKtzVfL1mBn0lbmdwcHB2zbtg1BQUGCxjAUB0zH77q4qGvT0kavi4uLTpgOfc600k1DhwSxf6djh/fv38+4rjs7O8PJyYmzhNiUKVOwc+dOSKVSyOVyRun29fWFk5MT5HK5xsOwj48P8vPzoVKpdL6/AeDvv//+P3vnHd5U2TbwX5LOdBfKrgx9FRygUFZBBRUQBUWEKgiK41VGnYgtoKJIoYA4C9SBVkFQKC5QrCAqKnsorwqfIAjILJTSvZJ8f4RzSNLsJjlJ+/yuq1ebk+c8587ouZ/7uZfZBoEv8YVn29Vrmn4PAJvebGd56623eOeddwBjXre7ONNmTHi6leehFxfw/pfrCdKoqT6bS/aiPLkoWsbz98hGpal32pbH2tdeX0mOa3t3ZcOPP9YeoAoGNMRZucecLSgAdGCorn1e2U9gcK52hPB0W0d4ugMIW1WNs7OzOXv2LADl5eWywQ1YrQybkpIiG+fWxqlUKtkrNnXqVDMFL+U4W3rNHnzsMTQajdx7NUKrpWmTJgSHhcEzz5gvpMH4+Jln4Hwrllr4uIerr71g9jzp/ug1Xrp0KTU1NcLg9gLS/9LIkSPdzosfO3YsUVFRcgsva98hT3yvTO8Lrv6/pKenE9+qldX+zJU6HfpJk7x6n/D36uYCI/dPeYLPDmyhSUujsVRTU8Pw4cPp1auXU5XO7eUBm+bvVlZWmhnZlga3RM+ePVGpVGb5nPPmzbM6dtOmTXIuc1RUFBUVFbVaiEme18GDB6NWq2VdHBYWRnx8PBqNhszMzFrdRAoLC8nMzLT5Hli2SfUljlqxeQNH3nTT74FlKzh3ePDBB+sg7QU+mvkkVduW2+3rLaqWewbTXG9X875zVn0PwEeLngCM+dVRkeEUnC2RjUlL77Qtj7WUm+1qTvbIB161WyHdFpIcD47uU+u50rJKiorLmGXnHgO27rM1Tsvg6msWmCM83Qp6uh15sSQPllqtRqPRmLVQsyQuLo6ioiKrO+USI0aMkAtpqdVqYmNjiYyM5PDhwyQlJbFt27baXjOLnG4ZH+RqegJveME8Nafw0NVvpP8lKQLFU3n43jhXkjU+Pp6oqCjXr2XjPlFy331Ezpp14YCf3iegYf0/KuHpNkWv1zP+xmEc/du8K8eKFStQq2v7AqZOncratWvp168fGRkZtbyhkvdT8kLbMrQlBgwYIHuu7Y2RCnVFR0ej1Wrp1KkTP/74IxUVFYSFhfHEE0/IhqmpB940p1vCsmhaIOR0e8vT7cl5PTFXUlISAM/9dzgvjL3LwWiB0pjmegNO532/+tEqnn7lA9QqFbpzK+XjdfXeOnu+5KnWaNTodPq65XprbzALMT+Zf4433njTLIXF8h4za+Z00tOeNp/HxZxuT1KfvObC0x0AZGZmUlBQYNOLJVUtB+wa3CqVisLCQqsGt1qtlnfyc3Nzyc/PR6VSodfrOXfuHP/++y+AnCNey2umUkHv3uaTpqaaG9yTJxtDRU1zN599tnZ/3t69fb6Q9pQXzDQCINBySK31AG/UqFGtnu8CzyL9L6WkpHg0D98VnP2uSrJmZGS4dy2Vij/i4jh56pRc/4HUVHOD24/vEyByw32JWq0m+/tPmb9+hVzp/NChQ3Tr1o1BgwbJ/bMlJAN57dq1QG0PrNRLG2x7tiVUKhV5eXlWDW61Wo1arebyyy9n06ZNFBYWEh0dTatWrTh16pRscINxQSv19rb0wJeUlJjNa2lwz5w5k4KCArMFsrU+3pbz+BpP5nCbRgR4yoPuKeNdau+2bM1PdsdZelXdqa4tqDumud6u5H0/85qxxdeLU+82O15X762zec6Spzrljl51yvXOXpTH4o8+pbSsUj72VvZCs/vJrJkzOVtQYJbjbbWPt06Z1EZomPnhwuhWkOTkZDkMzdqCXFr4OgovMxgMVkPTVCoVYWFh8nPV1dVybpnkfQsLC5N7eEvXNM0Vzc7OhvP90wHr/XcXLjTmZi5caHwsMWWK+YLadJ4Aw3RB7k44r7ViV64s8uvSusvyOpabPQLvIP0vLV261Cvhz858J5z9ro4dO1bOZ3V3I+a5//s/dDqd0VAIwPuEP6Z/1HcuuqQdXxzcxoLvc9EEBwPGHN0ePXrIlcMBudhV+/btyc3NpayszKwlmGRwORO4Z2uMSqUiJCQEvV7Pn3/+KRdD02q17N27Vy44GR0dXevaUmsrKcS8oOBC31tbbcH0er3NdmISpvMEOqaGtjutxqwVUHPVeLdVhO22224DYP+/9gv8WRZCkx4/NnuRMLx9iGmYvrMh+7Pf/wy93oBarWLqJOc2aGwVULPE2YJpYx8cQPpTQ93vzX2ezFc+ZWH2O5SUGjcAM2e/zLQXLrQMM/bpfhrQkZ5upZ2YqeFdfcQtGTyBpwvNBQLC6FaQjRs3otfrSUhIYOzYsWbGkeSNtKV0rYXgWRIeHm6WBx4cHEx8fDwZGRmkpKTIHvCsrCyWLl1q5gE1y+3s2RP69oU2beBpk9CUmTONoaFSMSSt1vjYtD/v008bz7vhBujRw0w+T/WA9sQ8juYwXZC743m01X/d2UV+XbxwtiIopJ7v3kb0+raPu++PM98JV76rdfX09p82ja1aLVFXXWX3PlEKnHzhBWN/7vMY7NwnfIXIDVeOxIvb8vnfm3lvy1fysffee4+kpCTmzJkj68GCggJycnIoKipCq9XKVcqlImrWuPzyy52SwVpYumRc9+vXD7VaTYcOHdBqtWYtxAYNGsSCBQvMjL/S0lKKi4vZv38/L774ojyfqcGt0+msGt4vvvgi+/fvp7i4mNLS2sWNnK3e7QyemsuZeUwNbXc86NYMbFeNd1tG+iiTjT57GzeWXtW0MUPQqNXo9HqfViQXHnbnyc7No+2tY5mSZSyWNnfGfWZ1HOzhrCfWFU+5J7y76U8N5di/+yk6e5j9+//m+Wkvyc/JIeSGGmPRNENNrT7ez097if37/wZdPuiV29hriPnhwuhWEFvGUH5+PuPGjbO7y+1McRVTgxugqqpKzh3Py8vDYDBQVlZGamqqHDYteUAB4uPjKS4uJvutt2DWLGM+5iOPQFWVcSGdlWX9wllZxuerqozjz541Pra40XkqnNMT8ziao64LcmsGtitz1sULZ3mdsWPHcubMGc6cOeMTA0OE7drHmffHmmHu6DvhrDEvjUtOTq41n0sbAioVc+LiqDxxwu59Qmo7eHbGDIqnTMFQVcW5u+6yeZ9w93UJAo+E5s1YdXgHKY8+JB9bvnw5J06cIDY2Vi6e1axZMzp16sQNN9xAZmamTYMb4M8//3R43bCwMEJCzFvwDBgwgPXr1zNs2DCuueYamjRpwr///suJEyeYM2eO3Mf7xIkTVFVV1TL+jh49Stu2bVm6dCnBwcFWc7YlJMM7ODiYpUuX0rZtW44ePWp1rCeLm3lqLmfmqWuoujUD29U5nTHSsz7+yuZzll7VscMG8Ebagx5va+UI0XrMeWbnfM7hE8ZaIxqNmqdSb7M6zppX2xlPrLPecGlccvf2Vud0dh5TtvzyGZdc3JoVnywhODi4Vs52aVklJ/PPUVpWSXra07z4wvMEBwez+MMcLrm4NVQ6vje6I5fANqKQmh+0DJMM3oSEBLZv317reWlXztmPylo7MTB6x8PCwigrK5NzxQsLC9Hr9fJie+LEiZSXl3P33XeTl5cntytLSEhg7j33MPzTT42FkJwpCNWmjXEhvXQpXHONzdftDwXJ/LmIkjXZ3JXX8jxX53Hnuv783voDzrw/7rQFc/Yce+Ncua409pbmzfkqJsbmfUJqOyhVOy9v2hRNURFxX39t9T7h7usS2EbpQmrO8tnbS3hvxqtmx8aMGcPx48fJy/PcItBaWzGVSkWHDh0oKCigrKyMoqIioqOjKSkpQa/X06xZM/m4SqUiLS2NXbt2mRV8Cw8Pp23bthw8eJBLLrnEoRz79++Xx5eXl1sd429FyDwtk7ewJqPpsXfffZfTp09zZbtW/LbiNZfnd6cdmLstxETrMefJXpHHhExjS7g35z5I6iO3Wh1nqy2YI5w9z9E4V65vNnbPxxDWlf1/H+KSS8zbbJ7MP4dOp0ejUdM0IYaT+efYv/9vmjZJ4JIW/4L+nMdeX0NHFFLzIxx5ZiRPlzWDG5w3th2N1+v1lJWVodVqycjI4MyZM8yfP1/2aAMkJCRgMBjYuHGjfF5FRQWHDh1i0kcfQV4eONlXlXbtjONtLKQ9Fc7piXn8ObTUmifUXe+xtfxuV+Zx57r+/N4qjbMbEu5EOjjrCbfm4XbnutLYwc8/b/c+IbUdjNBqidBqady1K189+iht7rjDKe+1yL2un6xZnMsDPQexZvGFEOU7Hh7FqsM7SLy0nXwsJyfHowY3WC++ZjAY+PPPP8082ePHj5dDzTt16sT48eNRq9UYDAZycnLkgm/ffvstgwYNYvHixezbt4+mTZs6JUfTpk3Zt2+fTYMbPFvczFNzeVImb2HNG296bMKECQD8cdB6hIElliHe7nif3fVYi9ZjzrP9z78BCNKobRrc4H5+saPzHHm43bm+2Vj9OSj/hUvaxtQaFxkRhkajJjIiTH586uRxXn9lCm063O2U97oh5l17E+Hp9oGn25FnJjs7m9TUVLn6uFarNQsN12g0hIaG1goXt8T0PKl3pTXUajWJiYkkJyeTl5dXy9udmZkpPwfGMLuNGzdeMAwMBti8GZYsgZ9/hvz8C5MnJBirD48aZczNVKAKcX2jLp5uR55tX3i6PXFufcXbXlt777nXPcYu3CfatG0rvNc+xB893Q/0HET+0eMktGzOe5tW13r+68UreOeFl6mptt5TVqVSERUVRVVVlcMK5tJ4V6LHJE+2pBelFmFSmDlAq1at2Lt3LyEhIVRUVJi1EYuIiCA+Pp7IyEizdmI1NTWUlJRQUFBgNYdb4BkceboHDx5Mr169ADj9/fvERUeZnW/pXTZtW3Vw9UKfero9dX59Z+GKb0jNfBeAZe8/yd13XutzGXzqKVbHQ3AiaBqZtRPDUGWsUl59BPQFwnvtBZz1dAuj24tGt7TgTU5ONjdabYydOHEiFRUVdO7cmQMHDlBSUkJ1dTWJiYkcOXLEbIFguWCIj4+nXbt2src8KSmJnTt3yoa3Wq2mc+fO7Nq1y6oBr9FoyMrKkuVzekFuMMCpU1BSApGR0KRJgze0/cm49KdQXH+SRSmsbXpMnToVgIyMDI9/X+y95z79njq4T/jT/0xDwJ+M7jWLc1mxIIcOXTqyZ8duho8fw8DRtj2maxbnsmDqLKvPBQUFodPpHBrTAwYYDRRTA/rUqVOyvlSpVPTv359NmzZRXFyMwWCopXPT09Nl403qE25qiNsLtw4KCpI3xi3bowmUC1fv2rUrBoOBVa9N5pZru5g95wkj29NYytTQsfxMonrdQ1mFsa3Wwlcf8VrBLnv9phXrRa0KBYKAGjBUmj1Vn/pj+wsivNwPkEJxN27cKIfXmoaaW4adl5WVodfr2blzJ2fOnKF58+YYDAYOHz4sK3uNRsOIESOIi4szu1ZkZKRZePqBAwfMFhCxsbH85z//ISbGGIJiWf08JSXFbLHrdAinSgVNm8LFFxt/N3CDG9wLwfZWcShnPkdfFaaqT2HBnqo4PnbsWKKiourUvs3ePcXee24r7N8r3wcH9wmRgtBwWbEgh/yjx9mzYzfvbVpt1eC2FnpujZqaGllXqlQqgoKCCAsLMxsjeZlNQ9Ql3SsRFXXByxkaGlrL4Lac07JAl6Nw65qaGqqqqoTBbQN3C7zVtRq7tK66b9qbtZ6zrFxuLcTb11XFXelR3RAwDdevrq6RDW6gTtXCLYuJWT62V5HcVoVurxcoM1SCobSWwW1PJoH3EZ5uH3i6Tb03kucpPj6ec+fOodPpaN26NQCHDh0CjK29WrRoYbWw2kUXXcThw4cdXjs+Pl4OG5d21E1Dzi2Ls8XHx3PmzBnPvPAGjjveS+l7YRlx4AlZvFGkq6Hj7nvmTqqAo+dNZQHq/FmK70P9xx893aYebtNjANnPz0av05PQsjkA+UePAxAUHERs43hOn8g3RlPYwFqhNFOio6NrebRN9aXp8xKmoeMCz+Kup1uKOFCr1TzzzDMue8l//fVXHnroITRqNVXblps954xnW3ie605dIghMz/1uy24+Xb+FoCANLZvH2/XqOvL8WoZjWz52x3MsQrzrF8LT7QdY895InicAnU6HRqMhPT3drHdyVFQUhw4dYseOHbXmdMbgVqlUFBYW0rlzZ+Lj4wkLC5OrlUsYDAbCw8Plx87kwDVE3PH6ueO9TE9PR6PRoNPpPNpayxmve33yQPsKd98za/cER15e6TOUWvvZ82Y7K5e977Wvvg+i9ZcAYODoYbU83JL3e8WCHFYsyEGv06PWqBk+fgzDx48hMjaayNhowiK0nD5+irrEV4WFhTF+/HjS0tJo1qwZ/fv3p1mzZnJ1fbVaTc+ePYmKipI3q9VqtdO9oRsy7nqehw0bxpgxY8jJyXHp3DFjxsibJe60QWvZsiUAOr2e8gpzD6EzRc+E57nu1KUdmhR98ODtN/Lp+i0AfLfqBYdeXclTnfr0O2QvyqvlhbYsJmb52B3Psa8LlInWX/6B8HQr1DLMnvdq5MiRLF++XC6s5iyWxdPUajUqlUo27k3nk4xw057cwtNdG096NL1xjhJzCnyLaaHFunizTb8LkiGvpDdbeNSVw5883daw9HRbesItx505ftJm4VCwXjRN6s0tFT9r3749//77L1VVVYSEhJj1/raMEuvfvz8ZGRl1fp31Hctcd1+cW9d8cCmve8viTJIuv9DmzR9yuBsCnnifb3rkBb7f/jsR2lBKTixzfM1FeaQ+/Q46nZ7WiQkAbnuhTb3egN/kTgvPuncRnm4/x5p3Kzs7m0aNGvHxxx+j0+nkXXWtVsuIESMcztm5c2c0Go3ZMcnQtjTgz507R7t27VCpVHILMWs4642qr14rT3o0vXGOEnMKfMvYsWPJyspy2ZstIf1vTp06VY56kOZITk526/9WmrNr164EBQUxcuRIl1+XtddRX+8jAtcw9X5b84SvWZzLiI59WTTjVcpLS80M7tDwsFrzWRrc0dHRsmH9559/otfr+fPPPykqKqKiosLM4AbM5jcYDGzatMmm7M56d+uafxwIWOa6++LcurYvi42NBeCOJ2ebHRdtunyDJ97n77f/DsB3q1507poPDiDr5f/Knue6eKFN87vt5Xo7g6l3euQDrxIUN4yRD7zq1lzWXpPwfvse4elWyNNtiuSBKi4ulj3PYKxAfuDAAcCYGyx5p8CY911dXW2Wmx0fH8+AAQNYtsy4syftzmu1WiorK2sZ3pL3256nyVlvlPBaNQyE5zzwMK0jERUVZbXGhKv/t9J5EhqNxiNFocR9xDf4u6fbEVJ7MYmg4CB0NTpCwkJ58NknAVg041WqKirRBAVRU11da46wsDCqqqrMOnwYDAaCgoLk77NOpyMqKoqioiKaNWvGyZMnMRgMREdHs379equyOeuhrYsXWOA9li1bxrx581CpoGa7dzdEhPfc8zz80kIWff4d4WEhlJ362GfXlTzcyd3bs3HLXjNPt+kxVzzept7pf4+dQafTo9GoqTnrme+l8H57DuHpDiBMjen4+Hi5sviff/5JQUEBBQUFTJ06lfT0dPk5lUqFWq0mPDxcrsZaUVHBxo0bAeMi+K677qJ169bMmzePrKwss7k1Gg0pKSlWPWam3iZnvWoiL7hhIH1Xp06dKjySNvC0t7au80n/mxkZGTZrTLj6fyudl5SUJN9LPIE/3EeEt91/kaqYd+jSkchY04WNMXy8sryCD+fOZ8WCHCrLKzAYDFYNbjDqy759+6JSqQgLCyMyMhKDwUCjRo2IjY2VK6FLXu9Tp07Jed/jx483m8vUa+2sh7YuXmCB97jjjjsAu3X5PEZd8pcbIo6qwxsMBhZ9/h0Ab785zvl5PeDxlbzaG7fslfO7pVzvjVv2uuXxNvVOp9zRC41GTcodvdyW0d78StNQvO7C0+1Hnm7T3r2ZmZlmrcIs87Wt5aipVCruvvtu8vLyqKioICwsTA4bl+Y3/VtUsxa4imVUhvQdER7wC9Tl/8dexwNPzVcXGsLn3BDuf4Hq6ZY83Aktm/PeptVyTvfpYydkfSh5vTVBGnQ15j27NUFB6KxEZEh52r/99ptsBC9YsABAzvnu16+fzTQs4bWuXyQlJQGwfuE0ru92ldeuI3m6kzteysbdf8keb+EBt46j6vApaS+zct1mQkKCqDy9vNbztqqMe8Lj6+le3Q2tl3age92Fp9vPMfWmSHm3YFzwAfzzzz906dIFMIaSWxaJ6dKli5nnGoy7fHl5eZw7d46ysjK5erZpBWtncnz9wdtUH1DSY+ata0vfn4yMDLPviDu9yesrdfn/sXwfs7OzKS4uJj4+3iPz1RUpL1xqiVcfEfc//2X4+DEktGwuF1iT8r2vHdwflUpFaHgYNdU15z3cNYSEhRIZGy3neVszuMGoO3/44QfZYM7JyWH8+PGsX7+eDz/8kK1bt9otnCa81t5Bqbx3qdDs4/Pe8+p1pPzljbv/MvN4Cw+4dexVh6+urmHlus0AfPnxZKvn28qxrovHV/LQAjYrmLta3Vwq7FaXfPBAw5+87t5EGN0KYW0xbHksPz8fgBYtWhAcHGx2vpTrrdFoUKlUBAcHy4pCyt3WarVmhZcsiybZMsxE8S3PoKQh6u1rW35HhKFygbr8/1i+j5mZmRQUFBAVFeWR+XxJoIZpi/uffyGFlK9ZnCsb2YB8DODK7p1p3KKZnM8tUVl+oRWmSqWSQ9LVajWRsdG0u+KyC2MrK0lKSuKVV17hxIkTLrWcqmvxLoF1cnJyXP4sPEHfvn0B+N/+Iw5Dmj2BpTEpWo9Zx16RtbvT5wEQHhbCgJuusXq+pWHnjMHsiLoWS7M1p5S/Xd+NUAl32q4FIsLoVgjLxbA1j5bpmDfeeMMsnxuM7b6qq6sxGAxUV1fLvbal58PCjLv7mZmZJCcns3z5crN8XNNqxgLPo6TBY+va3vaAC0Olbnh6M6Mun4u174oU4eBMuyQR/SDwBKY9u8FohGc/P9vsmOmY6267sGgLCjbWO5Hyu0sKjfnZUuRYcaF5lXKAqqoqAHr16kVubi433HADN9xwA7m5uQ2i4rg/oVQEwTPPPCP/bcvr7Elj3NKYFJXSXaOyqorPf9gGwLpV02yOszTsPGEwe8NDK82Z9fJ/nTJCG0o+dH1A5HT7QU43OJdH2KhRIwoKCoiPjycjI4OpU6dy9uzZWrndpmi1WsrKysz6dEvHrFUzFtRvGkK+qsAzWPuuuJLT3RDyvwOVQMrpNu3ZPXD0MDmvW61RM3Z6GgNHD6s15va2XdHr9PKYD+fOp/RcsZmuDA0PIzg0RDbEAWIax3PudIE1MWjWrBmAyN1uIEh53Xf07caOvQdr5Vc7yi8W+I4B419i3ZbfnO7LLeEPedOekCHQ86HrAyKn28+x9CI56ps7cuRIzp49K/fUHjt2LBkZGcTFxcljVCoVrVu3RqvVysfKy8tp3bo1KSkpcg/vsLAwm9WMBfUbEQYucBZr3xVXvNci+kHgDaS8bsngBvO+3msW5xIcEoJKpaL3rf0YOHoY906aQERMFKHhYQQFB8nRYCUWnu6EFs1IaNkczfmOIKbccccdIne7AdGiRQsA9h06ZtXrLELA/YOqqmrWbfkNgPWrnevLLeEPIc3WvO2ueq4bSj50fUB4uhXydNvyONo6HhQUhE6nM+uHK3m+pUJrKSkpLF26lOzsbMaNM7ZLCA4OlsPlTD1P4LiKuUAgEJiipPdaeM49RyB5ui0rlktYerclRnTsS0lhEZGx0Szb/b3ZMdOuH5Gx0YRHRBDTKI79u/8EjBvXXx7aLoew63XmBUyDg4NZs2YNsbGxHn2NAv9jyZIlvPbaawDodoh0An8l6Z5n2LX3ADHRWgr/XaK0OC5jzdPtL55rf4gECBSEp9vPseVxTE9PJz4+nuLiYjNvd0pKirE6a2hoLS94VFQUNTU1LF26FDB6mKSialFRUfI4U8+TyLcUCASuoqT3WtyzGiaWFcslpDzu7OdnywXVHCFVM4+MjebeSRN4b9NqXl29WK5uHhIWChg952Onp5HQsjnjMtJlz3h1dTU33XQTvXr14uTJk557kQK/Y9SoUfLfDdA3FRCUlVewa6+xqPCmdbMUlsY9rHnb/cVz7Y0icQ0dYXQrhK3F69ixY4mKipLbfUksXbqUuLg4ysrK5HY97dq1M/ttiqOCRyLMWOBJArVSdUPD1ucUCJ+fuGc1TExDx00ZPn4Mao0avU4vF1QDuHfSBELDwyg9V8zc1CnyscjYaIJDQ7h30gSW7f7ebL4Hn32ShJbNzaqfS9e9ZfRwxs1IJ6FFM8IijKlblZWV3HrrrSLiooGwYu1GpUUQWKHHvcbWYE0SYujQPlFhaRzjbNi4P4S9g/8Y//UJYXQriK2Fruni0nSMVJ1c+r1r1y4Atm/fXqsNGGDXIyXyLQWeJNC8kP5mZPpCnuzsbFJTU61+TtLnl5qa6jfviSXiniUwxdQbPXz8GLm1GEB1VRUGg4Gfv1orjwVjDveHc+fLc5ieY82wN73We5u/YsWen/jswBY0Icac7+3bt5OUlMS9994rvKH1EClScHbOZz69ri/alHkLX8l++uw5/jhwBIAt6x2vO3xV4Tt7UR6NWt9Lo9b31rpWoHmO/cX4r08Io1tBbBkqpotLqa3X1KlT5RZg0u+UlBSzuezNKRB4k0DzQtr6P1HKGPfF/21mZqZcF8JaWovU4UDcOwT+hmmvblNMveAfzp1P/tHjfDh3Pr1v7YdKpSI4JEQ+p7qyyuw31G5H5gxBQUF8vn8L05fOR3W+jeeff/5J165deffdd+v4SgX+xKOPPgrA//Yd9ul1bbUpCwR80WIN4LoHnwOgebM42rRu6nC8rwzezFc+peBsCQVnS2pdK/2pocTHRVJcUi7aezVQhNGtIK4YKmfPnqWiooL4+HgGDBhAmzZtuO6661i4cKHZHIFm/Aj8G2eN0EDzQtr6P6mL8evovbL3vC/+b6VrZGVlWU1rycrKEvcOgV/iinFcUVrGz1+tJSQslMryCvmc4NAQs99gO1/cGa7p3YMv/9nGvC8/kHO+s7OzSUpKkuurCAKbG264AQCdXk9xSXmd5nLF6Azkyui2ZPfkRsKpgkL+79AxAH7b+Arg2JPtq1BpybCOj4usda2xDw4gKjLcqkEuaBj4vHp5SUkJc+fOZcuWLWzdupWzZ8/y/vvvO9WCIycnh/vvv9/qc8ePH5f7aDrCH6qXO4sUEir12G7dujWA6LUs8AkNra93XSpkO3qvAum9rE+VwuvTa/EUgVS9HGxXKrc25vSxExgMBlQqFRExxvDgeydNAHA4R12YmzqZDV9+a3bs4Ycf5uGHH/b4tQS+o2vXrhgMBv7IfY32bVu5PU9D7+udnZvH7JzPa/U7d+f8rI+/Zs/Bo2bVvf2l4rcjLCuCiwrh9QO/rV5++vRppk+fzp49e+jUqZNbc0yfPp3Fixeb/dTXFh6SByo+Pp74+HjS09OtesX8LUdVUD9oaJETdfHYO3qvfPVe1sXjLlGf0lTq02tpqNgqpmZtzLWD+6PWqLl2cH/CIyIoKSxixYIcp+aoC5OyZrHq8A4G3nPBu/X222/To0cPTp065ZVrCrxPaKixon1K2rw6zRPI3mtPMHbYAKv9zp1F8pRnvv8Zew4eBWCzSS53oBT9ssyTDrQ8b2fwVf58IOJzT3dlZSVnz56lWbNmbN++na5du7rs6d62bRtJSUluyxBInm5nCSQvmkAg8B6e8LjXJ+9wfXotniLQPN3uYs1D7ozX3BPMe3wqP3z2jfw4ODiYjz/+WI5WEwQGS5cu5ZVXXiFIo6Zy63KlxWmwSJ5ug97AkZOnFe3L7Yx32lkPdn30dAdK1IEn8VtPd2hoqNNh4PYoLi6WQ64FkJycjEajITk5WT4mvN8CQcPDEx53T+To+8v9J9DqDQg8hzXvtq38cFvF2txl4usZfHZgC41bGIs8VVdXc+edd9KnTx9R6TyA6NWrFwA1Or1YcyrI2GED+GPFqxw5eRqAjetmKiaLM95pZz3YnqgQ7m+e5UCJOlCCgCyk1rdvX6Kjo9Fqtdx2223s27dPaZF8guUiVno8cuRIli9fjk6nY+PGC/0kTcMq/WUBLBAIvIsjI9NXRqgI6xb4E5JR3aFLRyJjoykvLTUzsN2pZO6IoKAg3t/8NV/8s43m7Yx9hEtKSujatSvDhw9Hr9d77FoC72AamfDHft9WMReY021UGgBNE2K4vP1FisnhjFHpS8PT30LURasx2wSU0a3VahkzZgzz58/ns88+45lnnuG7774jOTmZI0eO2DyvsrKSoqIis59AxHIRKz2WDG6pFZBkYCcnJ8seLbEAFgi8h9jUqk1DqwfQkPB3nWrNay0Z1Ts3bKKsuETO9TY1xi17fnvK661Wq3n7h8+Z9+UHqM+3GTt48CDdunXjtttuE55vP0eqGTTsmZeVFaQBU1BYzJ5/jLncm76bpagszhiVvjQ8hWc5cAgoozslJYX333+fe++9lyFDhvDSSy+Rl5fHmTNnyMjIsHnerFmziImJkX8SExN9KLV7WPNqFxcXy8XU4MKiNiUlRf6dmZkp9/beuHGj7NGytwAWBoNAUDfEplZtRFh3/cWfdeqaxblkPz+7ltdaag8GoNfpUWvUDB8/RjbG9+zYLYeie8PrDXDp1VfyxT/bmL9+BZrgIACOHTtG165deeeddzx6LYHnGDx4MAAHj4qCeEqQnZtH8/4PAtCieTxt29Q9RbU+ITzLgYPPC6mZ4mohNVv07NmT/Px89u/fb/X5yspKKisr5cdFRUUkJib6rJCaO4V8pGJH8fHxREVFUVxcTEFBgd3iR5bnOHs9UYRNIKgboliXIJCoayE1WzpViUJqloXRHug5iPyjx1Fr1IydnlarWJo0vkOXjuzZsVv+7UqxNU8VY9u783cmDbnP7NiIESOYOHGi23MKPE9VVZVcL0e3wzPRDwLnaT3wEf49dQaAUwfeJ6FxjMISCQTm+G0hNW+QmJhIQUGBzedDQ0OJjo42+/El7njBJM80GHtyA2aealPvtGU4+YABA8jPz2fChAmMHDnS6WuJMFCBwD2EV1fQkPCWTnUnrNvUK71mcS7lpaVExkbbNbiHjx/Dnh275XBzSxy1F/OUJ7x95ytZdXgHwybcLx9btmwZSUlJHD4s8of9hZCQEPnvvF9+VU6QBkppeQUA8XGRwuAWBDT1wug+cOAACQkJSothE3eMWmkRn5GRQevWrcnIyJC90G3atOGxxx7j0KFDTJw4UTbq8/KMlQvz8vIoKytDr9ezbNkysrOzGTlyJEFBQVaNcGEwCASBg0gHEdRX3DFmpbBxKVS8pLCI8IgIAB7oOYi5qVMYdlkvbmudxKIZr8rzd+jSEbVGTXVlFflHj7Ng6iyGXdbLKYPf9Jqe4L60VFYd3sGYqY/Lx4YOHUr37t3566+/PHINQd2IiTEae3MXf66sIA2MIyfyOVtcCsD+X+crLI1AUDf81ug+fvw4e/fupbq6Wj6Wn59fa9zXX3/Njh07uPnmm30pnku4atSaLqrHjh1LcnIyqampjBw5UjawpfelrKyM9PR04uPjKSws5NChQ5w9e9ZsvszMTLnY2vLly61eRyzkBYLAQOSPC+or7hizpl5pyZDu0KWjbMD//NVaKssrMBgMVFVUypXLd27YhF6np/K8Fw2gsryCFQtymJs6hdvbdmVu6hSb15SMfE8VWwO485F7jZXO2xpz5HU6HSNHjqR79+5m4fwC39OzZ08Aftj2h8KSNCyS7jFWLL+ifSJxcVE+uaa/teAS1B8UMbqzsrKYMWMG7733HgCrVq1ixowZzJgxg3PnzgEwefJkOnTowNGjR+XzkpOTSUlJYc6cObz11ls88sgj3H777SQmJjJlinXl6I/Yav0lPbZcVH/yySfodDo++eQT0tPT0Wg08lwqlUo25qX2I1KavkqlkguvpaSkoNFoSElJka8nFVzLzMyUr5mamioM7waI2HQJHEQ6iKC+4iis2zL83PLxlrU/otfp2bL2R4aPH0NkbLRcLRzg4qs6EB4RQUlhEdWVVbXmDwoOYvj4Mfz81Vr0Oj0/f7XW5vW9VWxNrVbz9o+f8+Wh7bS9/FLAaHz36tWL2267jZqaGo9eT+AcL730EgAGRKV5X/HPsZOcLjR2Rvhlre1iyZ7G31pwCeoPihRSkwp3WePgwYO0adOGMWPG8MEHH8iPAZ599lm++uorDh48SFlZGc2bN+fWW29l2rRpNG3a1Onr17WITF2xLFwmPdZoNGRlZQGYFWWKiIigrKwMrVZLaWkpI0eOZNmyZQBcdNFFqFQqjh07ZhYVIKHVagkLCwOQK7ynpqai0+lQq9XExsaSkZHBhg0b5DlN24yJwlANA1FML7AQhdsEdcHTOlCaz9OF1BwVSZMM34SWzXlv02pua52EwWBApVLx5aHt8ngJtUZN71v7sXPDJkrPFddq1RUaHkZ0fBwxjeI48Mde2l3RnhOH/wXg3kkT5OtFxkZTXVlFVUUl1w7uz6SsmR57zZaUl5Uz8qo+1FRfMLYbN27MF198QWhoqNeuK6hNUlISAO8+N477h9xodUx2bh6zcz4nbcwQxg4T1aTrQuM+93G2uJSkzpew7Yc5Prtu9qI8Ml/5lPSnhoqK4AKncLaQmqLVy5VCaaNbWjAnJyezceNGEhIS2L59O4BVo8dygW1t06IZoAUq1GqOnfd4W6LVaikrKzM7ZsvwlzzfwghrGAgjLrAQmySCuhAoRrdkNEfGRhMeEUFMozj27/4TwCyPWzLK56ZO4eev1tL71n5MyprJ3NQpbPjSPEQ0Mtb4eksKa/cWV6lUGAwG2TiXPN5wwWDfs2M35aWl8vnW5PAGp44dZ9z1Q6ky8dCLSue+pX///hQUFJByUw+WzX7a6pi2g8Zx+Hg+FzVP4ODqhT6WsP6wa+9Bku6ZBEDpiaVotWE+vb4wvAWu0KCqlwcaUo73xo0bOXToELt27QJAo9HUChnNzs5m6tSp5Ofn8/jjj6NWqzly5AgAPYH5wG/ADuAnYLvBwO8aDfPPPy+hUqnMDO4RI0bQunVrkpOTzSqfS72+pccihLVhIIrpBRYixNx3iNQL5TDtrZ1/9DgH/tgLIPfYNg1HX7M4l50bNslG/wM9B7Fl7Y+15qyurCI+No527drRtGlT2QgHo55UqVTodXo2fJknG9zSMamX972TJhAZG01oeBjlpaV8OHe+V0LNTWnSojkr921iya518jGp0vmLL77otesKLtClSxcActdvtTkmbcwQLmqeQNqYIT6Sqn7SZ6wxnL9nt8t8bnCDCDFXmvqaVy883Qp4uiUsPd7WvIzWvNqJwCygrxPX+B6YqlJxyORjTkpKIj8/Xw4htxbqLjxoAkFg4ShaQUQzuEd9vCcGiqdbwrK3tjWPsmUouSU9e/Zk1KhR9O7dm8aNG8vHT58+zc8//8ySJUvYtGkToeFhZsXVImOj6XxdT37+ai3trmjPuTNna4W7S554b3q6LVmxMIcPZ71pduy+++7j0Ucf9cn1GyKlpaVcf/31ANRsX4FKpVJYovrJsVNnSBz4CABVZ5YTHBzkcxmEp1tZ2lzxCIeO5NM6MYF//nhLaXEcIjzdAYDkXVy6dKmZl9HUsyJVJpe4GsgDbrr4Yqeu0e+SS1hjMND5fFG1ESNGsGvXLrmAmqXHTHjQBNYQ3j7/x1FVc1H13D3EPVF5JI/2pKyZZoXWTAubSYXTLElMTGTJkiXk5uYyZMgQM4MbjPnRQ4YMITc3l6VLl9I0oQlg9G5HxkZz76QJ7NmxG71Oz4E/9pp5tCVP/L2TJtgtAOcNho8bw6rDOxifeaGI7AcffEC3bt3k6DmBZ9FqtfLfP+/a69Yc2bl5tB00juzc+uXB8yS97p8KQJuLEhQxuAHGPjiAf/54q5bBbc8DW1+9s0qQ/tRQWicmkP7UUKVF8SjC6PYTTI0a08Xx2LFjOXPmDAsXLuSqmBiWAU1vu40mf/5JZFqa3Tkj09JI+OMPmt5+Ox8BLXU68vLy5CJqxcXFACKsWOAQYbD5P46MQ2E8uodIvfBfTCuIDxw9jGW7v5cN79DwMK6++mry8vJo06aNdQ+8iadSExTERRddxDfffEPnLp0ZNyNdLp4W0ygOtUZNuyvam7U0c1Rt3RcMHHknqw7v4MqextBnvV7Pf//7X7p27cqGDRsUk6s+olKp5MK0T7/yvltzzM75nMPH85md87kHJas//HP0JIdPnAbg11/mKSxNbeyFnYuQdM9ha9Mj0BFGt59gatQkJyejVqvJz8+XPYsbfvyRtHPniLv4YuJWrEAVEkJ0ZmYtwzs8PBwwGtzRmZmoQkKIW76cuHbtSDt3jrMFBfJubUFBQS0jShhXAmsIg83/cWQcCuNRUB+w9G5b9vW+d9IEQsPDaNI4gaVLl7J582b69u3Lm2+ah2KjUqGNjJAfvv7aa/Tt25fNmzfz0ZKPWL/sCzlX+8Afe9Hr9Jw7c7aWkW3ZtkwpZn3yNqsO76B9l46AsXXoU089xY033khVVe32aAL3GD9+PAC//fWPW+eLnG/7dL/PuMbocGlLYmI8n6pSV+x5YOurd1bgOYTRrRCW4bqmRs3GjRvR6/WUlZWRmZnJyJEj+efjj+kL6P7+m+Lnn5fnic7MJCotDS0Qo1KhKi8n6rzBLVH8/PPo/v6bvkB3oKysDL1eLxduswxnt2ZcifDiho0w2AQCgT9g2R9bKmRmavRWllcwa9YsCgoKeOSRR6iurub5qc/KLTkBMBioOd9mMysri1mzZlFdXc0jjzzCmTNneDZ9CiWFRQQFB6HX6QkNDzMz7m3JozRzP3ufVYd3kPiftgCcO3eO5ORkbrzxxlrdSwSu06dPHwCqdXqqrLRpdcTYYQM4uHqhaCdmhX2HjnL6rDECc6sPW4S5gj0PbH31zgo8hzC6FcLSo2xq1KSnp6PValGpVCQnJ/PJJ58wyuTcktmzKTIxiqMyM4lOSyPMYCA6LY0oE4O7KD2dktmz5cfSPBqNRq5U/thjj3Ho0KFarUeys7Np1KgRjRo1YurUqcID7kXEpoZAIBCYY82LbOrdXrEgh5LCIkoKi1ixIIc1i3NZ+GwmPXv2pG/fvrRt25ann77Q2mnWrFnMnz8frVZLVFQUQWoN8+fPZ9asWfKYp59+mrZt29K3b1969Ogh98eurqqSPdxzU6dwe9uuzE2dUsvbLsk8N3WKoh7wBd/lsmTXOkLPR7+dO3eO6667juHDhysiT32hRYsW8t8lZRV2Rgpcpce9k42/u15KZGS4wtIIBJ5HVC9XqHq5o8rlpn2zDXo9uwwGGgPq8zloeoOBKAsD23D2LKq4OPlxcXo6pXPmoFKr0el0AOQDN8TFMeDmm1m+fLl8HECtVpOYmChfNyYmhoKCAgDi4+OJiooSlY+9RH2skCwQCPyTQKleLlUHT2jZnPc2ra71/JrFuSya8SpVFZVcO7g/OzdsoqSwiPnz5zNkyBB5nOTJlsjIyCAtLY3Zs2czdepU+fjkyZNJTU2VH3/22Wc88eST6Gpq0ARpCIvQ0vm6nnLvb5VKxbgZ6XKPboDs52ej1+lRa9TodXqbsvuS0pISHux+K6XFJfKxPn368PLLLysolWfJzc0lJyeHMWPGMGyYd3Pse/bsSXV1NZ3bt2PbR/7pkQ00fvvrHzqPMG6QlRz/iIgIYXQLAgdRvdzPsezVnZqaaublTEhIAECn05Fw3uAGo7ENRuNbN3s2ehOPt6nBrU9PRzd7NqFhYURGXlgENVGpOLNnDxs3bjQzuMHo/U5OTkaj0aDT6aioqECtVqPVasnIyBDhxV5E5EwLBAKBOaZe5DWLcxnRsS8jOvaVvccDRw8jODQEg8HAT6u+pbrSmLvcu3dv4ELf7dTUVKZMuVDle+rUqTRu3NjM4J4yZQqPPvooavWFZVHv3r1JHngDjVs0o6a6hpLCIn7+aq38fEhYqJz3/eHc+axYkCMb3L1v7Vcr31wpIiIj+fiPH5kw+1n52A8//EBSUhITJkxQUDLPkZOTw4kTJ8jJyfH6tUaNMsYM/r7/kIORAme59qEXAOjds70wuAX1FuHpVrBPN8DIkSNZtmwZcMGbnJycLB8DaAf8ZHKOSqUiKCiIsOpqtIC6oMDM4DacPYs+Pp4yoFSlIio6mnPnzsnnNt+3j+y1a2VPu6nHWzL8MjMzKS4upqCgQHhfBQKBoB4RKJ5uU0z7cEt9sTt06Sh7ncFYsTw2OoadO3cCF4xuvV6PVqtlwYIFZoa2REZGBuPHj6dGryMoOJgyE49wv1tupk/KID6cOx+Aztf1ZOOa76ipruGSjpdz4vC/lBQWERoeRnBoCGAs5qZkRXNH/LhqLS+npsP51Z9KpeKVV17h2muvVVawOuBLT/f+/fu5++67AdDtULaAXn1g4697ufZB44ZQ5elPCAkJVlgigcA1hKc7QNi4cSNg9DIDHDp0iE8++UR+/qKLLqLU4hyDwUB1dTU6QJWWZmZwg9HjrUpLQ4dRp0oGt8QHK1fKPbqXLl1KVlYW8fHxaLVaszZiGRkZwvsqEAgEAsXp0KUjKpWK0HBjy6b8o8f5adW38vMqlQpdjY6IiAsVyQ0GgxwdptFoSEtLIzY21mze2NhY0tLS0Gg0sqfclGEP3yu3I1u2+3smZc1Er9cDsH/3n3S+ricJLZsTHBpCSWER4RERfm1wA1w/uB+rDu3g/qlPAMb36cknnyQpKYmvvvpKWeHcZNiwYaxevdrrBjfAJZdcIv+9a+/fXr9efeem8TOMv/t2FAa3oF4jjG6FkcKKs7KyyMjIQKvVygod4Pjx4yR26cJpK+dq0tJQW+R0S6gzM9GkpWEZyHDKYOD+tDQOHTrE+PHjadSoEWDc6a+srKSgoEAOdRcVqwUCgUDgD+zZsRuDwUB0fBz3TppAQsvmaII08vPXDu6PrqaG0lKLberzOlCn0zF79mwKCwvNni4sLGT27NnodDoMBoOZl1ulUvHb5u1y0TSJ3rf2M5PrvU2rZZn8IZzcWYY+MppVh3dwTZ9k+di0adPo3r075eXlCkrm/0jerIdfWqiwJIHN6p+2U1lpLEiX99nzDkYLBIGNCC9XOLzckqCgoFq51iqViiyDgSEmxyIt2oLp09MxzJ6NysIQt6xe/hmQijlSWPuhQxfyk0RIuUAgENRPAjG8fM3iXLlg2cDRw5ibOsUstByMxUD1ej2//fYbjRs3Nntu/vz5zJw5U34cGxtrZoBPmTKlVn5zfn4+V199tfxYpVIREhZK937Xs3PDJqorqwgODfH7cHJnyRyXzi8mOesRERF8+eWXxMTEKCiVf/LUU0+xYcMGwoKDKN38sdLiBCzhPe6mqrqGe1KuZcm7TyotjkDgFiK8PIAwbReVkpKCWq1Gdb5KORhDv5aAfMzS4C5OT6do9mzKgKLZsyk2CQePzswkMi1NfrzEhgxSAbWkpCSzkHJJtpEjR4qWVgKBQCBQhIGjh/HeptWycWta0ExCihL7+eefzY5nZWWZGdwZGRmcPn2ajIwM+djMmTPN+3ibzCPpXoPBQGV5BT9/tZaSwiKqq6rkdmX1gfSFmXz8549ozxdfLS0t5cYbb6R3796cOXNGYen8i7Tz66qK8y3lBK7z2fdbqDr//n3w1mMKSyMQeB9hdPsARz2YTXt2L126lMTERAwGA/Hx8bKy3wR8bzAQdMklRE2fLp9blJ5O8XmDuxiMvy37eE+fjubii1kPbDa57ogRI2jdujUZGRlyNfP8/HyzkHJJtuXLl4s+3QKBQCBQDNO+3b1v7WcsKhocVGvcxx9f8DxatgubMmUK48ePp6ysjPHjx5tVNZ81a5aZ4b1kiXGbOiQsVD4WGh5G71v7ERkbTXBICJGx0WYh5f7Sp9tdIiIj+eTPH8ndt5HoRsZ6MRUVFQwYMKDeVDr3BE2bNpX//nbjr8oJEsDcnf4qAA/f31+uayQQ1GeE0e0DTI1qa1i2i5IeDxgwwMzjnQ6c2b+fs8OHY6iqqhU6bkr5yy9TlJ6OoaqKs8OHU/D330wxeT4pKYnrrrvOpgyWx1NSUkRRNYFAIBB4DVOj2horFuSQf/Q4KxbkMClrptzKKzI2Wi6wBvDTTz+xfddODh48aNaLevLkyUyYMIGysjKKi4spKytjwoQJTJ48WR7z8ssvc/DgQdavX8/mzcZt6qqKShJaNmd8xmRy/+8XJmXNJDwigsryilqF0yQZf/5qrSxrIBIaGspHu9bx2YEtchu1LVu2kJSUxH333VerXkxDRCra985n6xSWJPD4ff8hamqMXu6Frz6ssDQCgW8QRrcPsNeDeeTIkaSmppKcnCx7l017eOv1etnwPgKMBE5++SWnLr/cqsGtUqmIiYkhMjKSktmzOXX55Zz88kvuAY6a9B/Nz8832wywVTRNOr506VJRVE0gEAgEXsPUqLaGad9u08edr+tJdZV55fFHx08gPj6et956i+DgYCZPnkxqqmVFE9AEBfHYY48xefJkgoODeeutt4iPjzfzgF98VQfe27QaQN4UsJTFUkZ/6tNdF4KCgvjin228uORNVGrjWuSPP/6ga9eufPHFFwpLpyxdunQB4PMftiosSeDR8wFj0bTre18hb+oIBPUdUUhN4UJqGo0GvV6PWq2uVUAtOzvbrF+2RCIwC+hrMofpudJrA1gPTAHOaLWUlZXJ47OystiwYQPLly8nJSWFpUuXeu9FCgQCgcBv8NdCapbF0iSeHDSa/bv/5JKOl/Pq6sW1zpN6eKs1aho1a0L+0RMAXH311SxdupSCggLatm1b6zy1Wk1sQjwl54qpqqjk4MGDxMfHM3LkSH799Vd5nGQ8Zz8/G71OT0LL5rIR3tDYs/N/PDNkjNmxZ555hpSUFGUEUhCdTkf37t0BqNm+wiwyUWCbX37dw3UPPgeIvtyC+oEopBYghIWFmf02RfIyZ2RkyH204+Pj+VelYhQwXKWixfjxaJo1MzvvcFkZnwF3AqMxesgrKirQarVotVpiYmJkg1un08m9wgUCgaAuOKpfIRDYw7JYmsT+3X+a/bZE8i6PnZ7GmROn5OO//vorAwYMkDtxWHrU9Ho9FWUVVFVUAnDw4EEGDBjA73/8bmZAdejSkQ/nzkevM0aeBbr3ui506HwVqw7vIPmWG+Vjc+bMISkpie+//15ByXyP6ffpq592KChJYNFvvLGAoejL7T7Zi/Joc8UjZC/KczxY4DcIo1th5s2bR+vWrZk3b57NMWPHjuXMmTOUlpZy5swZ7r77blQqFb+Gh5N91VVcVlbGNcC1QLegIH58/XUeU6vNiqbp9XoqKysJCwujoKBANrg1Go3I0xYIBB7BUf0KVxFGvADgko6Xm/22xNRYlwqsSTneR44cYfTo0RzQFPP1N9+Qn59vdu7RI0f47LPPuPPOOxk9ejRHjhyhprqGiJgo1BrjEmnPjt3y+IiYqHrRHqyuTM6ew6rDO+g/4g752KRJk+jduzenT59WUDLfoVKp0Gq1AHy5YbvC0gQGq38Ufbk9QeYrn3LoSD6Zr3yqtCgCFxBGt8LYyqW2RXZ2Nhs3biQuLo6ysjJSU1OpqKzkFHAAOFpTAyqV2S79iBEjUKlU6HQ6iouL0Wg0XHPNNbRu3ZqsrCyRpy0QCDyCvfoV7uBpI94VhMHvP7y6ejGrDu+wGlpuyaSsmXx5aDu5//cL1902ALVGzcVXdWBol77MenUu11xzDddccw3XXnstXbp0YcHnH/HYY4+xefNm2ViXDHbTvOx7J00goWVz7p0kKnib8ujsZ1l1eAdNWrUAjFF1N998M8nJyfz7778KS+d9evToAcCHqxqWl99dhj9jLGx419BeIpe7DqQ/NZTWiQmkPzXUo/MKD7p3Ed94D+FogebMAs5yjLVzpEUoXMjlrqioMGu3MGHCBLmyaFJSEkuXLiUuztj6Q6fTmbUGA8TCUiAQeARXNxEd4Wkj3hWUNPgFnuHK7p1p1KwpR/YdIP/ocf7+3x4MBgOnTp3iwIEDnDhhzP3m/B61Sq0i9/9+ITg0hJLCIras/VGey1bou8DIoo2r+OzAFho1TQCgqqqKIUOGMGrUqHpd6fyxx4z9patrdLXq8gjMWbF2I1XnK5Yvfe9JhaUJbMY+OIB//niLsQ8O8Oi8SnvQ67vRL4xuDyEt0KZOnWrViLW2gMvOzqZRo0Y0atRILppmOsbaOdIiNCMjg6ysLLkQW6tWrVi4cKH8WK/XA3DgwAEAMjIyaN26NXfddZfZIlYsLAUCgb/iaSPeFZQ0+OsrjlqC2RpjeczRYwmpGrqUs20wGIiMjTYLU1/4bCactwnbXdHe7PyqikqzaurOyN+QCQoKImfbN3zxzza0UcZ2Wnv37qVr167cdddd8rqkPtGqVSv573+O59sZKRj97GsAjH9ogPBy+yne8qA7i9JGv7cR33oPIS3QAKtGrLUFXGZmJgUFBRQUFJCZmWk2Jjs7m+LiYuLj4+0u+mJiYszGxMTEyDlGYAz1Atutv8TCUiAQCGqjpMFfX5GM4A/nzrdpvFprG/bh3PnyedbG2Go1JhVYu3Zwfzk/OzwigldXL2Z8xmTUGjUGg0E2Bk8cNoZDS6Hk1w7ub9b2y1FLM4ERtVrNJ39sYPbn78vG1d9//023bt3MeqLXF0JCQgAYPfV1hSXxXz5c/QPVNcb/szdf/q/C0ghs4S0PurMobfR7G2F0ewjTSuPWjFhrC7j09HTi4+Nlo9l0jGSQR0VFyedkZ2eTmpoqG/XSGKk92MSJEykoKKCsrEw2vK1VRXckl0AgEAgEnkYyggGbxqut/te2xqxZnEt5aSmRsdE2z7mye2d639oPtUZNhy4d5dZkvW/tR2TshfYu1ZXGXt9SKPmkrJlmIeXOyCa4wOWdO/LFP9t4/dtPUAcZU+DWrl1LUlISixYtUlg6z3HfffcB8MffRxSWxH956MWFADwxfpDwcgtsorTR721En26F+3RLSOHlkvGdnZ3N1KlTAWNo+NixY2nTpg2HDh2S+2wDpKamotPpaN26NUeOHJF37OPj44mKipLnEwgEAoEAlO/TbasftzPjAbNzpR7dpr2zpfHlpaWUFBaR0LK5/LdkZJcUFgFw3W0D2Llhk/zcst2iIJa3yEqfQd7Sz8yOjR49mscff1whiTzDtm3bGDduHCD6dVvj9Y++4qlX3kelAl3hSvH+COodok93gGGaWy0Z4IAceg4XQsGliuNjx44lKytL9qxLuUVqtZqMjAzZgy2q8AoEgY/4PxbUF1wtSmY63jLEe/j4MUTGRlNeWiqHq0tjAIee6Z+/Wisqk/uI1ExjpfMhj4ySjy1evJiePXty9OhRBSWrG127dpX/rq6uUVAS/2TiqzkATJ54pzC4BQ0a4en2Q0+3ZIC76q0OCgqSe2/X1Fy48Use8tatW8sVywUCQWAh/o8FnkJpT3ddsOb1NvVov7dptVVPuuV52c/NRq/Xk9CyGe9t+srq/KJSuXfJeHgSm79ZLz8OCgpi8eLF/Oc//1FQKvfo0aMHNTU19Lq6PRsWzVBaHL9hatZHZL7/GWqVCt25lUqLY5fsRXlkvvIp6U8NrbfhzQLvIDzdAYZpbrVphXJHbb1MvV8pKSloNBpSUlLMxohiaQJB4CP+jwUC615vMPdoW/OkDxw9jOHjx1zIIz/vcDtz4pTZ/KJYmu+Y+vZcPj+4lWatWwJQU1PDiBEjSE5ODrg2Y7fccgsAO/78W2FJ/AeDwUDm+8Z0gjfn+X/xtPpeOVugPMLo9kMsi5vZa+tl+tzSpUupqanhuuuuMzPSRbE0gSDwEf/HAoE5UmGzeydNkPO57bX0MjWopcJqvW/tZ3VOUSzNN2g0Gt756Uu+PLSd1u0vAYw9vrt27crtt98eML2vR44cCUBFVbXCkvgPk177EACNRs34h25WWBrH1PfK2QLl8bnRXVJSwrRp07j55puJj49HpVKRk5Pj9PmFhYU8/PDDJCQkEBERQd++fdm5c6f3BPYD7Hm4bLUiE723BQKBQFCfsfRoO/JSmxrUk7JmMnZ6Gnt27DYz0l3NNxd4BpVKRda3n/DWhs/RnK90fvToUbp3787NN99MdbV/G7OXXHKJ/PfZc8UKSuI/vLHUmLbxzpvjFJbEOep75WyB8vjc6D59+jTTp09nz549dOrUyaVz9Xo9t956K0uXLiU1NZU5c+Zw6tQp+vTpw759+7wksfLY83BZPudsf2+BQCAQCOoTjrzUrhrpAt/Tok0inx/Yytu/fEFQSDBgXDf27NmTN954Q2Hp7BMUFATAf2eIYpcfrPoenV6PCrhvZF+lxREI/AKfG93Nmzfn+PHjHDp0iLlz57p0bm5uLhs3biQnJ4dp06YxYcIEfvjhBzQaDdOmTfOSxIGFtf7eAoFAIBDUd1z1Unfo0lHu3S3wL5ontuKz/ZvJ2f6NfOzDDz8kKSmJl156SUHJbNOhQwcAvvr5V2UF8QP++5KxL/eTj94m+nILBOfx+X9CaGgozZo1c+vc3NxcmjZtytChF/ItEhISSElJ4YsvvqCystJTYgYsotiSQCAQCASO2bNjN3qdnj07distisAGjZoksOrwDkY9cyFE+YsvviApKYn9+/crKFlt5s2bB0BVVcNei85f/jU6nR6VSsXLM+5TWhyBwG8IqO2nXbt20blz51q7Zt26daOsrIy//vpLIcn8B1FsSSAQCAQCx4iiaYHDXakPserwDh6ZmSYfu/vuu+nWrRu//vqrcoKZEB8fL//9884/FZREWR6f8z4AkycOFX25BQITAsroPn78OM2bN691XDp27Ngxq+dVVlZSVFRk9iMQCAQCgaDhIoqmBR6DRqXwxT/baH3ZxYCx1s9DDz1E165dOXDggMLSQVhYGAAfrv5RYUmUYcobH2EwGFCrVWQ8f4/S4ggEfkVAGd3l5eWEhobWOi7d5MrLy62eN2vWLGJiYuSfxMREr8opEAgEAkF9RWxkC5RErVaTtXY5qw7v4NLOVwHGntApKSkMHDiQmpoaxWTr3LkzADmrv1dMBqUwGAzM/sDYl/vVWfcrLI1A4H8ElNEdHh5uNW+7oqJCft4akydP5ty5c/LPkSNHvCqnQCAQCAT1FbGRLfAX5n2ew6rDOwiLMK7/8vPz6dGjBzfddJO8NvQlGRkZAOh0ep9fW2mempcDGPtyPzZukLLCCAR+SEAZ3VLlc0ukYy1atLB6XmhoKNHR0WY/AoFAIBAIXEdsZAv8jRV7fuaD7XmEhBujIQsLC+nduzcvvviiT+Uwdf783z9HfXptJdHr9byxzNiXO2dhqsLSCAT+SUAZ3VdffTU7d+5ErzffQdyyZQtarZZLL71UIcl8T3Z2Nm3atCE7W/SDFAgEAoHvEBvZAn8kvkljVv7fRpb9/r1ccHfVqlUkJSX5rKNLUFAQwcHG/uLvrFzrk2v6A4/OXgRAcLCGUXf3UVYYgcBP8Vuj+/jx4+zdu5fq6mr52LBhwzh58iSffvqpfOz06dOsWLGCwYMHW833rq9kZmZy6NAhMjMzlRZFIBAIBAK/Zc3iXB7oOYg1i3OVFkXgAyKjo/nin208/NIz8rF169aRlJTEM888Y+dMz5CcnAxA9so8r1/LH9Dr9WTnGl/rR+88rrA0AoH/oojRnZWVxYwZM3jvvfcA407kjBkzmDFjBufOnQOM4WsdOnTg6NEL4TnDhg2jR48e3H///UyfPp0FCxbQp08fdDqdz0OIlEb04xYIBAKBwDErFuSQf/Q4KxbkKC2KwIcMvu8uVh3ewdNvzpCPrV+/nq5du7Jx40avXff++41FxMorq2tFZtZH7k5/BYCQkCCGD+2tsDQCgf+iMhgMBl9ftE2bNhw6dMjqcwcPHqRNmzaMGTOGDz74QH4scfbsWSZNmsTnn39OeXk5Xbt25eWXXyYpKcnp6xcVFRETE8O5c+dEWJxAIBAIGhSe1oHSfJ/88SPaqEgPSOhZ1izOZcWCHIaPHyPagzVgstJnkLf0M/mxSqVixowZDBgwwOPXktak535aTKTWepHf+oBerye4awoAq5dP4dabnV+LCwT1haKiMmJajXKoUxUxupVGGN0CgUAgaKg0NKNbIDDl2ZHj+O3nrfLjkJAQ1q9fL7ef9QTdunUz9hC/4ybeenasx+b1N/qPfZHvtv0PbXgopSeXKS2OQKAIzhrdfpvTLRAIBAKBQCAQeJIZSxey6vAOrr6+BwBVVVX07t2bPn36UFJS4pFr9OzZE4CV6zZ7ZD5/xGAw8N22/wGw9stpCksjEPg/wugWCAQCgUAgEDQoXlo8n6X/+57wSC0AJSUl9OnTxyPh5kOGDAHgbLFnjHh/5NHZ7wIQFKQhuXt7haURCPwfYXQLBAKBQCAQCBocUTHRLP/zJ1b8389ExcUAcObMGZKSkkhNdb/fdN++feW/yysq6iynv6HX61m4wlix/MO3HlNYGoEgMBBGt0AgEAgEAoGgwRIWHs7S39bz7Puvycc2b95MUlKSXI3cVTQaDQDDnpnnCRH9inEZbwPGvtwjhl+rsDQCQWAgjG6BQCAQCAQCQYOn+43XsurwDp59/1VUKhUA//vf/0hKSuLHH390aS6pgvmGHX94XE4l0el0vPv5OgCWf/i0wtIIBIFDkNICKIFUsL2oqEhhSQQCgUAg8C2S7vNU8xJpnrKSUo/MJxAozVXdOvPx7z+w65fNZD6cBhiN7y5dujg9R2pqKlu2bEGjDqGopMxbovqcsopKYqLCiYoO54Zrr6KoqP68NoHAHYqKjf8DjnRqg2wZ9u+//5KYmKi0GAKBQCAQKMaRI0do1apVnecROlUgEAgEDR1HOrVBGt16vZ5jx44RFRUlhw8pRVFREYmJiRw5ckT0DPci4n32HeK99h3ivfYd9em9NhgMFBcX06JFC9TqumeZeVun1qf3PhAR779yiPdeWcT7ryyB8v47q1MbZHi5Wq32yO6+J4mOjvbrL1R9QbzPvkO8175DvNe+o7681zExMR6by1c6tb6894GKeP+VQ7z3yiLef2UJhPffGZ0qCqkJBAKBQCAQCAQCgUDgJYTRLRAIBAKBQCAQCAQCgZcQRrfChIaGMm3aNEJDQ5UWpV4j3mffId5r3yHea98h3mvlEO+9soj3XznEe68s4v1Xlvr2/jfIQmoCgUAgEAgEAoFAIBD4AuHpFggEAoFAIBAIBAKBwEsIo1sgEAgEAoFAIBAIBAIvIYxugUAgEAgEAoFAIBAIvIQwugUCgUAgEAgEAoFAIPASwugWCAQCgUAgEAgEAoHASwijWyAQCAQCgUAgEAgEAi8hjG6BQCAQCAQCgUAgEAi8hDC6BQKBQCAQCAQCgUAg8BLC6BYIBAKBQCAQCAQCgcBLCKNbIBAIBAKBQCAQCAQCLyGMboFAIBAIBAKBQCAQCLxEkNICKIFer+fYsWNERUWhUqmUFkcgEAgEAp9hMBgoLi6mRYsWqNV133sXOlUgEAgEDRVndWqDNLqPHTtGYmKi0mIIBAKBQKAYR44coVWrVnWeR+hUgUAgEDR0HOnUBml0R0VFAfB/q7YRFRGpsDQCgTmjJz/Cd1s2cOjrt4iOCFdaHIFAEVas3cjDM7IBKDyyWHhQPUhRcRmJHR6WdWFdETpV4Esuv70HhcXn+HPl6zRvHKe0OIIGQt//Ps+vf/1Dz26X8c2nzyktjsCPcFanNkijW1q8RUVEEh3pmUWHQOApDh37F4DoiHCiI7UKSyMQKMOEzHcAGP/QAGJiIhSWpn7iqY0MoVMFvqS0vJT4Rglc1qal0qIIGhAHjp0EIP3JO4iOFmszQW0c6VRRSE0g8CP0ej37jxwgIlxLpDZMaXEEAkVYsvpHqmt0ALz58n8VlkYgEPgL32/7ieqaGpo2a6G0KIIGRlFJOQDX9bpcYUkEgYowugUCP6Rz+9YeKXAkEAQaBoOBB15cAMDTj90u/g8EAoHMjj9+A2DqyL4KSyJoSOQXFAIQHKQhNlak0AjcQ6xmBAI/Yt+hvwHPhX0KBIHG2yvXotPrUKlUzHnpXqXFEQgEfkTOF0sBuLxd3QsACgTOkjpnEQCtL0pQWBJBICOMboHAj8he8T4A993WR1lBBAKFkHK505+8Q2w+CQQCM4pLSwjXRtDp0jZKiyJoQGz73z4AUoYmKyyJIJARRrdA4If0uPIypUUQCHzO8wuXYTAYUKtUzHxhlNLiCAQCP+J4/gnOFBYQISrkC3zM4RNnABj7wACFJREEMsLoFgj8iHWbfgAgJLhBNhYQ1BOyc/NoO2gc2bl5Tp9jMBjIeHclAHNmiLBygUBgzv/27QFgeJ+rlRVE0KAoLSvHgAGVChJbKRNenr0ojzZXPEL2Iud1qsD/EEa3QOBHHDt1goiISNq1aqq0KAKB28zO+ZzDx/OZnfO50+c8Nc+YWqHRqJn46O1ekkwgEAQqb6/IAaDrFZcoK4igQfH6x18DEKdgAbXMVz7l0JF8Ml/5VDEZBHVHGN0CgZ/RqHETpUUQCOpE2pghXNQ8gbQxQ5w+Z/4n3wCQs/BRL0klEAgCmf2HDwAw+tbrFZZE0JCY/+kGAG7s01ExGdKfGkrrxATSnxqqmAyCuiOMboHATzh8/F8qq6tQazRKiyIQ1ImxwwZwcPVCxg5zLv/tvc/XodPrUQH33HVdna8vQvEEgvpFUUkx+48cJFwbIdoICnzK6fxTALz75jjFZBj74AD++eMtxj6oTE650KmeQdy5BAI/4cvv1wBwf/8uCksiEPiWRzKMFcvTnvJMxXIRiicQ1C+Onz4JwE1JHRSWRNCQyD97jpqaagCioyMUlkY5hE71DMLoDiDeXbmYDrd1592Vi5UWReBFunRop7QIAoHPWLgiD/35vtwzp3mmYrkIxRM4g9CpgUPW0rcB6Cz0o8CH7NxrTGmIi224BjcIneophNEdQMz7IIsjJ44y74MspUUReIGlX+cCEBURprAkAkHdcbaC+WNz3gXg2WeGeawvt9KheILAQOjUwOGvQ38DkDbmDoUlETQknl/wCQDt2ipf3FbJEG+hUz2DMLoDiIn3pZLYrCUT70tVWhSBFzh66jhBwcH0ulqEz3kSd9pXCeqOMxXMX8hejl5vQK1WMX3qCN8JJxAgdGqgoNfr2blnNwDBQaLmidI0JJ2679BRAJa884SygiBCvOsDwugOIB66czR7vtzCQ3eOVloUgZeIiIjymLdPYMSd9lX1CaUWSI4qmBsMBl56ZzkAs170TFi5QOAKQqcGBiVlpZRXlHNZmxaiiJof0FB0akVlFedKywFo2bwRoKy3WYR4Bz7i7iUQ+AGnCk5zprCAoKAgpUWpd7jTvqo+odQCyVEF88dmLwKMfbmfeVyEjAoEAut8/dNaAC5vm6iwJAJoODq1oKgEgNDQYKKiwgFlvc0ixDvwEUa3QOAH7P7rdwCG9LpSYUnqH662r6pv+OMCyWAwsGCFsS/3B9miL7eziLYtgobI2o3fA/CMH93DGjINRac+Mde4MdykcbR8THib6xe+1qnC6BY0ePyhgq3BYADgsnatFJNBUD/xxwXS+JlvARAcrOGeu65XWJrAQeT0Cfwdb+jTdZt/AKBtyyYem1MgcMT2P42Vy1+Zdb98THib6xe+1qnC6A5w/MFgDHT8oYLt60uMRkiLxnGKyVDfaUjFX/wZnU7H25+uA+CT9ycqLE1gIbws3kfo1LrhDX16tvgczRrFkhAX47E5BXWnvuvUQ8fzAeh4RWuFJRF4C1/rVJ8b3X/88QfDhw+nXbt2aLVaGjduzHXXXceqVaucOr+wsJCHH36YhIQEIiIi6Nu3Lzt37vSy1N7HXUXvDwZjoOMPFWyPnjoOwN0DeismQ32noRR/8XceeGE+ACEhQdxxWw+FpQkshJfFeYROVQZP69MNOzai1+tp21L5lk0Cc+qzTq2qqgaMNUcu/U9LhaUReAtf61SfG92HDh2iuLiY++67j9dff53nnnsOgNtuu423337b7rl6vZ5bb72VpUuXkpqaypw5czh16hR9+vRh3759vhDfY1guCNxV9P5gMAY6/lDBtqy8jODgEFG53Iv4Y25zQ0Ov17Pk6w0A5H44SWFpBPUJoVP9A0/r0x+3/wLAk6MGe2Q+geeozzr1gReN941G8VEKSyKoT6gMUjKpguh0Orp06UJFRQV79+61OW758uXcddddrFixgmHDhgGQn5/PpZdeysCBA1m6dKlT1ysqKiImJoZj6/cQHanMP1SH27pz5MRREpu1ZM+XW3h35WLmfZDFxPtS66ysPDmXwPucKjhNu5uvJjIqmnM/vKe0OAKB1xg4fjrfbtlNWFgI5ac+VlqcBktRURkxrUZx7tw5oqOjHZ/gcD6hUwXeoc/9g9j+x69sXTKbLh0uVlocQQOh/R2Psu/wcV7LfIDHxw9SWhyBn+OsTvWLnG6NRkNiYiKFhYV2x+Xm5tK0aVOGDr0Qe5+QkEBKSgpffPEFlZWVXpbUc1jupntyd1iExwUWhcXnABjWp7PCkggE3qO6uoZvt+wGYO0X0xSWRlDfEDq1fvJ//+wnKCiYay5rq7QoggbEvsPGlL9re3VQWBJBfUIxo7u0tJTTp0/z999/8+qrr7JmzRpuvPFGu+fs2rWLzp07o1abi92tWzfKysr466+/vCmyR5BC4ACvhTSL8LjAQqfTARAaEqKwJAKBfepSOOe+598EICoqnN49xUJG4BmETq2/nDqTT3FpCY0TmtRa9wkE3kKv1wOgVqvo3Mm70RWiDWTDQrG72MSJE0lISOCSSy7h6aef5o477iAry/4u8vHjx2nevHmt49KxY8eOWT2vsrKSoqIisx+l8MWOuT/kKAucZ+77bwDQLrGZx+as71VFBcp8xlLhnGfnL3Pp2gaDgU++NeZmvvPGOG+KKPABQqcKfMH3W38GYNh1HRWWROjU+o7p5ztz0UoAwsO87wiRWlZNnf6RML4bAIoZ3U888QRr167lgw8+YODAgeh0OqqqquyeU15eTmhoaK3jYWFh8vPWmDVrFjExMfJPYmJi3V+AFZyplmptx/z+Z1OJ6dGa+59Nlee4/9lUu3O5UplVtEDxb47lnwDg8btv8dic9bmqqMCIEp+xVDhHBS5dCfMuKAABAABJREFU+78vLQSMfbnvutOzFfqFp8D3+EKnOqu3LHWqNX367srFDucTOtX/yF37JQA9O12msCRCp9Z3TD/fn3btAWDo+QgabyK1rAJ82i/aHkKneg+/KKQG0L9/fwoLC9myZYvNCs6RkZHcddddLFq0yOz4119/za233so333zDgAG1y75XVlaa5XsXFRWRmJjo8aIvloVcnCWmR2t0eh0atYYWTZpx5MRR+bm46FgitRG1Cri4ci135RL4hqS7bmDvwb+o2voJGo3GI3Nm5+YxO+dz0sYMYeww0V6oPuLpz9iV+VwZW1NTQ2j3uwH44uM0brvFswuZNlc8wqEj+bROTOCfP97y6Nz1lboWUvOFTvWkPtWoNURHRnG2qFDo1ACi/eBu/HvyGJVbPiEoyDO60V2ETq3fmH6+j899n5qaGr74OJ3bbunm/pyL8sh85VPSnxrqsCWVK2O9jdCprhNQhdQAhg0bxrZt2+zmZTdv3pzjx4/XOi4da9GihdXzQkNDiY6ONvvxBvbyvix3xt9duZjEm64k8aYr6XTZlWjUGobeNJiJ96WiURuVi0qlorD4HEdOHOXFhbPNzu/RsSsatYYeHbvavY4juQTKUlFZwf/9s4+Q4BCXctYchbqNHTaAg6sXisWBQvgiFNGdz9ieXK54cly59gMvLgAgNCTY4wY3XPAUpD811PFggUfwhU51pLds6VS1Wo1KpTLTpzq9sW5GXHSs0KkBQnFpCf+ePEZkVLRPDG6hU/0bb+tU6fN95M7+1NTUADhlcNvzCkuh4854r33dL9oeQqd6D78xuqXQ8HPnztkcc/XVV7Nz5065yIHEli1b0Gq1XHrppV6V0RH28r4s887mfZDF2aJCzhYVkn/2NOc2H6LXNd2Z90EWQ28aTGKzloSHhmEwGGTPv+n56zb/gE6vY93mH+xex5FcAufwVjhhdU0NBoOBPl06uNSjW4S6+Tf++vnYk8sbPVd1Oh0fne/L/dnSZzw2ryn+tFgReA5HesuWTq2uqaZV0xa8P8N4PDoyirjoWKaNSwMQOtVPcKRT9x8+AMBNXdr7RB5/vWcLjPjq81n143YApzd67BnWgWq8Cp3qPXxudJ86darWserqaj788EPCw8O5/PLLAaP3eu/evVRXV8vjhg0bxsmTJ/n00wtf7tOnT7NixQoGDx5sNd/bX7DcGZ94Xypx0bHERcfKxyTlvnn3NvZ8uYXQEOPrCQ815qxrw8I5U1hA4k1XUlllDO0rLD4nduDdwFUj2lvFeqprjN9vVyuzesNAEngOf/187MnlDU/O4MdnAsaCNAP7d/HYvAKBszr1bFEhkdoIMwNZ6FTP4s6mtCOd+uN2Y+HF9m1beURGR/jrPVtgxFefz/pt/wPg6qvaODXenmEtjFeBJT7P6b7jjjsoKiriuuuuo2XLlpw4cYKPPvqIvXv3Mm/ePJ566ikAxowZwwcffMDBgwdp06YNYPSa9O7dm99//51JkybRuHFjFixYwOHDh9m2bRuXXeZcsY2ioiJiYmI8ntNdV+5/NpVP161i6E2DeX9GFu+uXMy8D7IoKSvlbFEhKpUK6eMy/TsuOpYj635XUvSAw9WcPOmzsMwDrCvPvjGD15Zk8+jdt/DapAc8Nq9AoDTV1TWE9TDmcv+45iWu63WFwhIJJOqa0117Pv/Tqe+uXMyLC2cDMG1cGg/dObqWTjVF6FT3cSfH3ZFO7X3vQH7d+z+OrHmbFk3iPS2yQGCV2GtHUVxWwRtzHuTRsbcqLY4gQPDbnO677roLtVrNwoULGTduHK+88gqtWrXiiy++kA1uW2g0Gr7++mvuuusu3njjDdnwXr9+vdMGt1LY2gk2Pb559zZ0eh2bd2+TFVKPjl2prKpEpVKhVl34uEz3SkrKSp26Vn3E3dfqqvfCW+GEJ04bIz+eGjXYo/MKGib+1Nam78PTAIiOChcGt8DjONKpLy6cbeblttSplgid6jt9CvZ1qsFgYN+hv1Gr1cLgFvgMnU5HcVkFAA/f3x8QlbwFnsVvqpf7El/sylvu4ko7wZaVUxNvulKuqDptXJp8jhR6ZVoExhQVIH1wKpWK4i1Hau3iN4TKqoFeRbbff+9g02/b+OerbBKbNVZaHFGhNcBpO2gch4/nc1HzBA6uXqiYHGXlFUT1HgXArp9f5uqO7RSTRVCbQPR0u6pTtWHhNIqNrzXelk7VhoVTVmGsLdNQdaq/6NMTp09yyS1daN+2JX/kvq6YHJ5A6NTA4ff9h+l011MEB2uoOrMCEJW8Bc7ht57uhoJlvpJUGbWkrJQjJ47y5OzJZnlkYNz5lQzuHh27ktisJZ0uu7JWga2mTZvS7uKLadq0KQDXtO9odk0pbO7k6VMk3nRlvd6dD/R8ux1//oparaZJfIzZcaU8lqKYTGDjSt6bN79jfR9+AYC42AhhcAs8gqlOfXflYkrKStGGhcvVyJ+cM8VMp4aGhMqGY4fbupvpVIngoGDAqFObt2wh69Rh/W43u6ZpKHp99nj7iz79aedmADpf5rl7h9CpAke89/l3ADRrEicfc7YYmvCIC5xBGN1ewlJ5SaHjNTpjKwIDcLaoUN5Zb9uyNYk3XcmTc6aYFVM7ePQQBoOBa6+9lgULFrB792527drF1i1b2blzJ7/99huPPD6e/k+kcPL0KTMDvaqmmrNFhTw5Z0q9XSQEehVZnU7PlRcnEhoSbHbck4ralcWGKCbjeRy9/55cDLpSDM1bi8FzxaVs/3M/ADt/etmjcwsaLqY6VSqQVllVJYeFGwwGWadqw8Jp27I1MT1aM+X16bV0KkDPnj3Jysrif+d16k8//cTOnTv53+7dDBg+iMHPjOJMYYGZTj1y4qhs4NdHneov+nRF3ucAPDHKczm1QqfWH7ylUz9e+zMA0yYPl485WwzNlfZggoaLMLq9hKXykhYMw/rdTlx0LNqwcLPxO/f8xtmiQnkBcaawgOvuu5XImCiWLFnCxx9/zO23306jRo0A5DzvhIQEBg0exIoVK3gv530SExPRhoXLO/hgXIxIBWWg4eSn+TuFxeeshjmCZxW1t/ovC6xjqfAdvf9KeUJc/Y45u9C5YvgTACQ0iqZN66YeklbQ0DHVqZI+ldprDu8/xMw4LqsoZ+ee39DpdfLGNkDiTVfKOjU3N5dBgwcRf16nSjRq3JiBtwxkyUcf8fa775CYmEhwUDCm8WZCp3qXrb/vBOA/iS08NqfQqYGJNb3jDZ1qMBg4daYIgL7XXeWynO60B3PkHRfe8/qHMLq9yP3PphLTozX3P5sqLxQ2797GtHFpnNqwj84dOtk8t6yiHH2oiry8PNq0aUNwUBAqlUpeWBgMBvlHok2bNnzzzTd0uPxyIrURNuf2VvsrgWtkf/I+ALf07lzrOU8qammxkdzxUr8pslWfsVT4jhZ7SnlCXP2OObvQOZ5/FoDtG+Z6SlSHiMVJ/efdlYtJvOlKEm8yhodL+nTifam8PyOLV5+ZSUhQsM3zj5w4Sut2bezqVNPfcEGn9uzRg1bNWtqcW+hUz3L67BmaN44jOlLrsTmFTg1MrOkdb+jUsopKDAYDKpWKdm2auSynO+3BHHnHlfSeC53qHYTR7UU+XbcKnV7Hp+tWAbUVsxTmZo0rL7+ST3NXsnnzZvr27cvrr79O00ZNCNJosFb7Lisri759+7J582YWL1lMy1atZA9AYrOWTBuXJo/1l7ythoA9D4iUanDb9V2tnuupsGNpsbFx918it8wHWCp8R4s9X3pCnPlOSWPumfKq2VhnFjrBQRoAWrWI56LEBI/LbwsR2lf/kULKzxYVMu+DrFr69KE7RxNhY7NZpVJxyw0D+OTjj810alREJIBDnfrOu+/wwmNThE71AcdOHQegbcsmVp+vi14UOjXwsKZ3vKFTc1b9AEBUZJhL8rnirbYc68g77o733FMIneodRPVyD1Zatayuatl32/KxVGXVEpVKxScff0Lbtm1J7pVMdXU1AJMnTyY1tbZSz8rKYtasWQAEBwfzww8/EB8eQ2JNLFC7/7fAd9irBjti0kOs+vEbNubMpPtVl9Y619OVqEUVVYEz3ylpjEatRqfXO/39q6mpIbS7sS/33u1vctmltj2DniZ7UR6Zr3xK+lNDXfI0NFQCpXq5qU4FzPpuWz5+6M7RNLnuP2bh5BJx0bEsev89EhMT3dKpG3/ZyNXtLqfygDGKQ+hU75H2yjTmf7yIVyaO4fGRg2o9Xxe9KHSqwBZd7n6aX/f9w2Njb+H1OQ85fZ6j6uamzwMBUwld6FTXENXLvYCjvK0XF87myImj8kKg1zXdiY6MYt3mH8z6cH+1IY+o7om1eoFK9OjRg169e9GiZQuefvpp+fisWbOYP38+Wq2WqKgotFot8+fPlxcHAE8//TRt27Ylplk8Qyffz7srF9fyuAt8hz0PyE87NwFwebtEq+d6OuxY5JY1PCw9O858p6Qxw/v1dOn7d/2DzwFGT4EvDW5wL7RPoDyu6NSH7hzNTT36UFRSzC+7jLndkdoIuVhok+v+Q7kVgxug/RUd6N6ju9s6tWWrlpyqLGTmR28CtaPYBJ5jy/+M+dw3dbeeflcXvSh0qsAWvx/4F4D+N15tc4w1r7Yr3molPdeuInSqdxBGtwu4mrdlGQ4nGWDllRUYDAaqa6qtnjdq1Cj579TUVCZPniw/njlzJgsWLECr1bJgwQJmzpwpP/fCtBd4/LHHAGO43G133M68D7IYetNgNGoNQ28aDJgvdEQBGO9irxqsTq8joUkzPlqzwWrImzcUulJtUwTK4E5BmbHDBpA2Zggbd/8le3CsfW9Mj5VXVLL5930A/PRNhqdfhhki16z+4KpOtTR2J96XikZtTLkqqyjHVtheXXWqFBDY8tKLAIRO9SK/799DUFAw7dtYL6LmjF60pec8rVOFPq0/SOl+t/TvYnOMOyHXkvEqnS95ji31mJJ6TehU3yGMbhdwlLc1bVyaWa7XxPtSiYuOJS46Vg453/PlFrkHqCWdO3RieP8h9O7d2+x4amoqU6ZMkR9PnTqVxo0bM3XqVPnY8889z3NTniVCGyEvEHr37s3E+1LpdU13WjRpRq9rugPmCx1RAEYZiktLKC4tQaVS+bR6tTvXMl1YuLLIEAsS5bH07Dj7+VuOs3ae6bHrznu54+Mi6dSxrUsyuqrwRa5Z/cFVnWpp7D5052jmTZpBXHSs1fMTzxc/q6tOlbj2/DxCp3qHgnNnqaisoHmLVmg0Grfn8ZVOras+tfbYlXMFnuGrn3cAEBysMeuCYIk1T7Wz+shynKPH7uKOAS10qu8QRrcLOOphKT0PxlxegCPrfufIut/lc95duZivNhj/GSz/ufPPnubv4//QuHHjWnNPmjSJjIwLHqTCwkL574yMDJ586klOnjlFcWmJfDyxVSLaSC0T5z5rtggwXegEQgGY+ug5WPPTOgAGJF3q0+rV7lzLdGHhyiJDqVZYggtYenac/fwtx1k7Tzr22N0D2bn3AABbv59tZTb7uKrwAylET2AfZ3Sq1Jf73ZWLeX9GFuc2H6qVR11ZVWn1/GOnTtC0aVOP6dSWLVuxNG+l0KleYvk3nwNwZ+/L6zSPr3RqXfWptceunCvwDG+v/BaAPr2vtDvOWsi1s/rIcpyjx+7ijgEtdKrvEIXU6lj0xbJ4GtQunmU6RtoFB9CoNXS67Ep27vmN4KBg5k6cTkx8LP1H3VbrOlK+WePGjc0WB7GxsZw+fZqysjKKi4vNztGo1Qwbcic/b9mIRq1h3qQZNhc3/oy9YmS+wtrnXJd5+nTtzeJVnzDqluvYsGtPrUIsUoGW5I6XmoX5KoFpsRjA6cIxoshMw+Dqu57if/sPExkRRqP4KJcLr4iCLb7HnwupWd5rrd3/belUMG5mB2mCiNRGcFOPPuzYv5uffvqp1nWETvU/nXrX0w/w1YZv+eK1yQy61naYrymWesaW3snOzePZ+ctQAS9NGOEX+tSevM6cK/AMod3upkZXw/sLH2XMPX2VFkfGHd0o9KkyOKtThdFdxwWCrQWBVEztph595Dw0KQSutKyUal0Nw/rdzubd2+Tze3Tsyk+7N7Njx45a14mIiGD+/Plm4W8SGRkZjB8/nrKyMuCCBz0qIpJlb7zPS/Pn1NlYVBJPGbx1wVOLFGmeSG0EJWWlNIqJ5My5klrVVN2tIG0LTyprofjrL65+tmfPFdP4hvsBaNkinqPHCgKiMmtDx5+Nblub1j06dmXz7m306NjVpk4NDw2jrKJc9jRPeX060THR7Ni5s9Z1hE71P53adsDV5J89TdmmZYSG2O65boplRXJbFcql44Bf6VNvzCdwDU2XYQAYijwbXl1XA9hRZXSB/yCql/sIa6FkplVVpcWBRm3MTzpbVEhVTTXD+t3O+zMuFFfr0bErK779nBMnTnD69Ola15kzZ47Z4iA2Nlb+e+rUqcydO1d+bDAYUKtUhAeFMXLAnXbD9wIBRyGIvsBTIYPSPMFBxgVF+v1Da4WnZefmUVxaTnx0pMsVpG3x7PxlHD6ez7Pzl9VpHrgQ4vbs/GUNIr/MVh6dP+XXeUoWV8MXu9zzDAAtm8fz7KThcoiaKMwicBfLe610/5c2qO3p1JmPPy+f++LC2ZRVlHPi5EmhUy3wR52q1+s5W3SW6JhYpw1ucC4VRtKp2rBQ4qMj66xPpfvkY7MXeeT+35B0qj1dpYRO/fpn44acWm2e7ukJHVbXXGnTsG+hU+sHwuiuI7aUl6RQht40mLjoWKIjo7ipRx/5+RXffs67KxfLOWumrUc2bdyISqUiOCgIMPYMNa2ompGRwenTp83y0WbOnElW1oU8twhtBL//ttsv87YCEXuLFFfy46R5IrURhGu1PDX6tlrVVGfnfM7ZohIiI8L5aOaTHqm2qrL4bYkryk5a1KigQeSX2TJE/Sm/zhVZ7H3WruQo5hcUcui852jnzy+b5buJwiwCd3FXp+au/cKsrkph8Tn5uf/7Yy8atVroVD/C8nPe/Ns2anQ62rS9xCV9ZFm3wlqFckmnNo6LJv/7nDrr07QxQ+QoNFv3XKFTrWNPVymhU3/a9ScA3ZMuNTvuig6zZRDXNVda6NT6hzC63cCekSU9B7Dnyy28PyNL9nrnrv1C3p0HmDj3We5/NpWJc5+Vd+5fS5vFkf/7B4PBQI1OR1ZWllnP0ClTpshhb+PHjzerwDpr1ix5kVBcWsIzz03myImjTJz7bINdJLhaMMadAjOuVqutqKzg6MnjqFTW//28UQTmpQkjuKh5Ai9NGGH1eUfKznQBIS1qpDl9UQBOSWx9Hr4sgOcIV2Sx91m70lLnmhGTAAgK0vCpRcqF5WJD7NIL7OGqTgWjh1sqSgqgVqnpcFt3WacaDAZZp/62dSc6vb5OOrWqupppGS8KneqCjnRl7NbfjR7HEde297jx5Y3+3G+kPWh3TqFTrWPvs1BCp2atWAvA9b3Mi/e5YjDbMojd6XXtjAEv9GngInK63cg/s5ffayvHWzKsLVGpVBgMBlQqFeGhYVRUVaLX61myZAlt2rShb9++VFcb+3lPnjyZ1NTa4c2mi4jg4GC+//57Dh48yIP3P0C1rgaDwUBcdCxH1v3uF7lcvsTVXGx3crddfU9/3fs/et87kP49OrFm/nNOXcPbOMops5UnJ/Adnsr7c2YeR2MOHTtFu8Hj5ceOcs6cyU1TsgBMQys+42853a7q1MSbruRsUaGsP00x1alqlVrWu57Qqa/OfJlde3cLneqkjnRlbLe7b+TPA//Hvi/m8+3mXwM+x1noVP8nOzePCbPeAeqWz+2M/nBWxzijK53N9RY61XeInG4vYi+/11aO97xJM9CGhdcaHx4aRmKzlnIBGL1eDxgXA/Hx8bz11lsEBwfbXByAsefo5MmTCQ4O5q233iI+Pp4pU6ZQrashNipGHvfuysU8OWcKR04clQu91XdczcV2J3fbVjiko13+q9u3MXvsTDiat3KeHHk4He1A+1N+c33FU94fZ7zZjq7V5b7nAWjeLM6tdinWUDJ8ToTuKYurOlXq331N+461xks6NVgTZLbR7Qmd+tv//S50qgs60tmxBoOBQ8f/JSgomHatmlq9R7mjY4ROFdgj491cj8zjjEfbWR3jjK501gsvdKr/ITzdday06grSri9AcFAwkdoIpo1L46E7R8s796ZcffXVLF26lIKCAtq2betw/oMHD9LhP5eROm4Cyz5dTucOnbj3truttlaRdukF3sPWLv+jM5/h/c+XkjFhJOkPXLhpOrPz7a+74/4qV13wt4qyrsrjaLy95+21ifvz7yNclfIkACXHPyIiovZmojuIXXnf4W+ebncx1amJzVoCyB7nqO6JtbzgrurUf/75hx7XdGXUqFFCp3qBQ8ePMHDscA4f/1c+ptth3RByR8cInepf+JtOfXjGQhZ99h3x8VGc+ecDh+Md6Ql7z0vPJXdvz8Yte32ia4RO9R3C0+2HSLu+r6XNYu7E6URqI+TnTAvCSPz6668MGDCAY0ePyS1LJCwfAxz99yhhx2v4eeMvAPz2f7/L15VarsRFxxIXHcu0cWm1zncnn1lgG1u7/L+e/1yeHDXY7Lgz+Uz+lEdsir/KVRf8qVAauJZvDY7lt1fR3vRalvNcN9ZYbKpzp7Z1Mrgt89LcyX/zFEpeW+A+pjrV8j5rzQsu6dR/jxyxOp+lXo0Pj6birzNCp3qQE/mnuPPJ+4jpeRFX3N6Tw8f/tbqescQdHSN0qn/hbzr1m192AdCn9xVOjbfnvc1elEfq0+/YfF7SMRu37PWaB1joVP9HeLo9vCtvmt8F2Mz1MvWCTrwv1WbOtzYsnNCQUC67vD1jH36E66+/npCwUDlvreBMAZs3b2bFJ8u5JekGHrpzNPc/m8qKbz8HjLvvkdoIp/KqPNWLOlDxVW7etffdwq97/0fN9hVeu4ag7tjz9gYCjrwKUb3uoayiEm1YKMW/fGR3nmfnL0MFpN9/B8+8bjQgKk9/QogLrX0s8VYP0oa2w+4OgeTp9rROlXp7W+pUAI1aTXlZOV9/s4ajfx1myj2PAgid6gaW+nT2otdZ+MkiThcWyGO0Wi0jRoxg3LhxJCUlAfDU6MHMfeI+pcQWeBF/06nanndTWVXDyb/fo0lCrMPx9nRLo9b3UnC2BLVKxfxXHrab2z11ulHfZjx/j0d1lNCpyuGsThVGt4cXCKZKFuDIiaOykjZdKNz/rLFN2NCbBsv9R22hDQunvKKcoKBgamqqSWjShKjISDQqDeOHPWC2+LAs2ibtwDtjTDa0gjCW+GKBVF1TTZPrLkVv0FO19RO7Y/0tFKshUx9D/Rr3HcPZohLioiM5/X0OYPs7J71+qU1Oyxbx/Lv3XbevHYgLj/pEIBndntapKpWKVk1byHP+e/IYCQkJREZGckPStbz29IW2YZJOLCkrldO/hE51Dulz02g06HQXNj/UajX9+/fn8ccfJyEhQT4+cuRI/vrrLxKbNuafr7M9Lo/Qp/6F0jq1qKSMuOvvBaAi/xNCQ93fQIYLRnd8XCRnDn0oH7dmsHpDRwmdqiwivFwhTEOKpb+BWi2lNu/ehk6vY/PubfTo2NXunGUV5RgwGmwG4NSpU/x94AD7DuznxYWzeXflYjmM7cWFs9HpdahUKnlxYK/HtCnOjquvuFNEzVUKCs9SXVNNp/+0djhWyVCsQCji4ksZ/SXUz5Ovecb59jQzTNrI2frOpY0ZQqsm8ejOF3rc+dPLRnncbF2S+cqnFJwtISoyvE6LA2vXr2tvVIF/4WmdajAYZIP8yImjGAwGTp06xYEDB1i04kMSb7pS1qkT5z5rlrMtdKpj8gtO88BzqRw9eQxANribNm3K4sWL2bp1KzNmzDAzuAHuvvtuAI6cPO0VuZQObRY61RylderPv+4FIDwshMs6p9a5/VbG8/fQOjGBjOfvMTtuLSTdno4SOrV+IzzdPij6Ym232/SYaTEWS4KDgqmuqZYfqwDLD8yRByDQCGTvgKm3Reona8rJ06e4+JbODO/Xk48zJ9qdS8mdeaV3oZ3BH2X09mfm7ddsT/6W/R/kxJlzXHZJC/buNH63be3uO7zO+d3/hMYx7Np9gJQ7erH0vSddllfpHfhADbsLJE+3NeqiU03p3KGT3ALMFFOdqlFrmDdpRsDpIlN8oVOzPnqb15e+xfH8k/Kx0NBQhg8fzhNPPOHUHFKI+c6lc+l0mbHQ3T1TXmXF2k0M79eTj2a6fo+QUNrT7Y/6yhJ/lNFbn1uHoY/y16HjaLWhlJVVek2HuKoj6qJTp07/iIrKasJCg932dgud6h7C0+1HWNvtNj0m7d4P7z+EuOhYtGHhaMPCiYuOJTgoCDCGxL2WNotrOnQCjIsCaefd1AMwbVxawO+sSwsmUy+GLfytUM2n61ah0+v4dN0q+ZjBYGDd5h+5/PYeXHxLZwB27NnvcC5XC2eZYm3HWjp2z5RXHe5mp40ZQnx0JMWl5X67M6/0Trk1vO1N8dZrlr4bgNXv3JETpzlx5hwAv6ydWefrSUVWdu0+gE6nZ/lnv7gu86I8ikvKiY+LVGwH3t22KO56MwRGnNGpkn401aumBbuG9x/CvbfdTXhoGCqVis4dOlnVqYFucIPzOtVVfXrydD7XDL+OqO6JpL8+neP5J1GpVPTu3Zsvv/ySX375xWmDGyAkJASAl95eLh9bsXYTOr2eFWs3OT2PNeqiT0HoVKXwlk49csIYUfHw/f284sWV7vGATwqKjX1wAFGR4ZSVVVJwtsStQm2BqlMDSZ8Ko9tD1MX4kxYJm3dvY9q4NE5t2MepDfvM24+c34mXqqceO3WCI+t+l8eY7mL7myHqKq6EebtioPuCoTcNRqPWMPSmQSz+8hMuHtiZqO6JDHnsHrO2KAVnS+t0HUdhYNYUlXRsxdpNDpXY2GEDiIwI52xRid9UGrWkrosob2Br0eKpsD1XX7Oz13W0sEm6ZxIAHa9oTaNGF3ZxbYXUOUvKHb3QaNSk3NHL5XM9FU5XF9wNuxM9TB1TV506bVwakdoIel3TnSPrfufUhn28+sxM2fDOXfsFLy6cbUzfMhjIP3uaI+t+l/O1AdmIbyg61Rl9WlhUyFNzphDXqzUX33IN+w4dwGAwkJCQwJtvvsm2bdt47bXXaNGihcty3njjjQB8sWGHfGx4v55o1GqG9+vp8nyuIHRqw9Kp5ZXGCNLMF0Y5bRS7Yty5e4+vi05Nf2oo8XGRbhvNgapTA0mfCqPbQ7hr/JnmYls7PzTEWFXVcP4aF4y6C+2mpHNfXDjbLVn8bUHhSh6cM4uJurw+V841GAw8NHQ0jeMaseLbLxg3YyInz5wCICEhgeeff545c+YAUFha5rIsplguACwVkDVFJR0b3q+nVSV2z5RXCemawj1TXrU5hyWBkKfmS2wtWpTKJ3T2uvY+6z0Hj3C6sBiAjevMvdymbUHc2W1e+t6T1JzNdSu03JFy9sXut7ttUUSOnGO8oVMfunM0sVExAHJIual32/S6E+c+K9/3G4pOtadP3//8I664vQetbrqSt3M/pLpah1qt5q677mLbtm2sWbOGnj3tG8a5ubkMGjSI3FzrvbgnT54MgF6vR3++fsRHM5+katvyOoWWO4PQqf6JN3TqngPGloGhIUGEhoY4fZ4rxp279/i66NSxDw7gzKEPOXPoQ7eM5kDVqYGkT4XR7SHcKcJlWajF2vk39eiDSqUiOCiYkrJSel3TnXObD8n5wu+uXCxXVa2sqnRLFn/zFruCM4uJuoSrO3Pukq+W02FwN6K6JzJg7J2yod2iRQumTZvG9u3bWbNmDbfddhs33HCDi6/wAqbK2FJ5Wyoga4pKOvbRzCetKjHLMD5bys5UDluKryEsHFx5jd4OC7cmQ3ZuHiWl5QQHBfHvidPyws8a0mcNxqrmCX3HyHP2fOAFADpf3Y6IiHCbitdyQeJtBe1IOfvz7rfoYeoYX+hUgGnj0jiy7ndZh0hF2HR6nbyR3VB0qqU+LTh3lqS7byC6RyKPzkzj0Pme2sHBxveuSZMmTJo0yW6fbVNDOycnhxMnTpCTk2N1bHh4uPz3j9v/8KoecWRU+0qnWsohdKr3deoTL78PwNWd2tWWwY7eSu7eHo1GjQEIihvGyAfs6NTz93gw5mk3an2vTV0odGrdCCR9KoxuD+FOldJ5H2Sh0+vQqDU2c7HXbf4Bg8FAja6Gs0WFtZS46WPJK+6qLL6o2q0kdQlXt3Xu/GXvcumtSUR2a8XYF5/iyPlKrQBRUVFs376dL7/8ksGDB2OJtEAZN8O1tiimythSebuigGwpNlthfPYWBckdL0WjVpPc8VKbstYnnNlwsIa3wvbsyTA753MKikqorqlBbzDwcd4vToWZny0qoeB8COTW3/+iuMiYy71p3SzAtuKVQtuKS8rlYihKKuhA2v0W1EYpnbp597Y6yxLIOrW0rJSXsl+mUe82XNTvKvYe+Au93kCjRo144YUX2Lp1KxMnTqRZs2aMGTPG4XymhvaYMWPsnqdSqYiJMUYijJj6qlf1iCOj2lc61VSO7Nw8ikvLiY+OrHVdoVPNqYtO3bnnAADDbutR6zl7emvjlr3odHoOH8lHp9OzLPcnhwawFLJtL89a6NSGgzC6FcSVQi3hoWEkNmtJj45dzTyxpgVjpo1Lc0uO+t7WpC7h6tK59w8ZSdZHb9N2QCciu7Ui7dUXOJZ/AjC2Qpk0aRLp6ek0a9aMCRMm2L1Gp07GYnif/7DVYzu7zuygS9hSbLbC+CzHm8qxcfdf6PR6Nu7+y2lZAxnT90J6jckdL3W6mI6nsfc+S88lXX5hN9/RYia546WoTP6+6ZEXAbi+9xWEhBi9W7YUr1TIRVpcKK2gA2n3W+AZhE51n8++W8XVw66jaZ/LmP3ea1RW1aDRaBgyZAjbtm0jLy+PQYMGoVKpGDZsGKtXr2bYsGEO5zU1tJ05b+ZMYwpLfkGRy3rEk55SX+lUUzmkTc/IiPBaxqTQqZ6joKgEgEce6F/rOXt6S3ou6ZpL5GOODODk7u1RqYydh5K7t7c6RujUhoNoGeaD9iZ1wbLVR4fbunPkxFESm7Vkz5dblBavXlNRWcErixeStfRtikqK5eMqlYqmTZsyceJE+vbt6/K8a9as4bnnngMgLjqSs0UlxEVHcvr7HE+JDthu/+FqCw5745Vuw+JrrL1e6X3WqNXo9HqftVtx5b23NdbyuPRaAJrGx3CywOjlrjqznODgIMcyBWi7j4ZGoLcMqwtCp16g8Fwht0y4mz/+/hOdzphDrVKpuOyyy3jxxRe5+OKLfS5TdXW1nBte8MMHxERFOH1u475jvKZPwfs6taHpU/C9Tj126gyJAx9BrVKhO7fSXBYX9JetsZbHpRZcgFttuIRODQxEy7B6guWOeSCHrQUClZWVPJ6ZTpO+/6HxtZcw8+15FJUUo1KpuOiii8jJyWHbtm2sXr3aLYMbYODAgRcenN/zsp0R5xzWduBthX67GpY1dtgA0sYM4dn5y8xyfd2Zy53X4U9Ye72WxXSkXfq6vAZn3gdPhOJZi2KIj44kLjqSM0XGjaY7Bnd3yuAGxzvh2YvyHOa3WTvH28VbAqnliKBuNHSdWl1dzesfZdP4+otp1e9Kdv/1Ozqdnri4OB5//HG2bt3KkiVLFDG4AYKDg1GrjUvT5xcuc+lclcXvumB5D5ZqZMRZCf32lE5taPoUHOvUuOhISjzQZk16L8ZMmw9AYqvGtca4Er5tS9dZzlHXiuKOdOrIB151mF9uidCpyuFTo3vbtm2kpqZyxRVXEBERwUUXXURKSgp//fWXw3NzcnJQqVRWf06cOOED6b2PrYqnpscDMWzN36mpqeG+KeNI6HMJja69mEWfLqGstByVSkX79u1lQ/vTTz/lyiuv9Mg1NRoNAB3atuKi5gm8NGGEzbHWlL+lIrVmgNkK/XYHy1xfb+GrvDVPLkYsi+ls3P2XW6/B1dw2y1C87Nw8l1+XZcji2GEDeGnCCIKDNNTUGD1fN15/lUuvwx7O5LdZO8fbeWxK58oJvIM1nWp5rKHo1O+3bKDr3TcQ16stU1+fQUV5JWq1mkGDBrFt2zbWrl3L6NGj7RZF8xWSp/vdz75z6byXJoxwqE/BPZ0q1ciIshL67Q6+0Km+zAP3lk6Nigh3+z2yplN/3GFss9u7Z+1Qbyl8O7l7e9lgdNV4tAwBH/vgALn919TpH3ncCF3+2S/odHqWf/aL0+cInaocPjW6Z8+ezcqVK7nxxht5/fXXefjhh9mwYQOdO3fm999/dzwBMH36dBYvXmz2Exsb613BfYStiqeBWgnVnzl15jQj0/5L42svJja5DSvXraK8rAKNRsPVV1/NBx98wLZt21iyZInHDG1TpB6mfx48YnbcWeVv2drE2g68J3PA0sYMIS460mqBF2dwViH7Km/Nm4sRe6/B3vtgK8/PFtLCxNTId/V1WfMyzM75nFPnw8oB5r7+hVNzOYM7u/6eWAg5ew1RIKZ+YU13NiR9WlJaQp/7BxOX3JrBj45kz4G/UKlUtG3bliVLlrB161ZeeOEFvzC0TXnooYcAqKiqduk8yYMsFSUDz+lUT+smX+hUX+aBe0unOnoNrupUnd4YXThv5pha4yWv8sYte2WD0VXj0Zpn2p3NZmdJuaMXGo2alDt6OX2O0KnK4dOc7o0bN5KUlERIyIW+ePv27eOqq65i2LBhLFmyxOa5OTk53H///Wzbto2kpKQ6yeGv+WeWuWamx6XWJVJhF2vj7M0hgH2HDpD+2ous37KB6poLyjw4OJhOnToxffp0mjRpUus8qdWJVAjGGRyds3nzZlJTL4QzSjlL1nLGLHOesnPzeHb+MlQYd/YlxeIo70nJfDFbuXBKodR7Ye99cFYma98H6TEgV5XfuPsvl+cCGD/zLd5auRaAixITmOwnuWRSblzrxAQA+W9Xc+ScpT7n0jWUnG5r+tBSnz5052i7ujfQ9Kleryfns4+Y/MZLlJaXycejo6MZOnQoEyZMUNTIdlafSuu8L19L59Zrk5y+P1reY72lU5XOvxY61YgrOvXAkeP8Z8ijABiKLrThsrzPmx4Do4caIOP5e9zK9c5elOfSHL7Clzq1PutTcF6n+kUhtS5dugCwY8cOm2NMje7LLrsMrVYrh+i6ir8uEOxhWuwFsFn4pSEXhbHG/kMHGPvSRLb9sUMuFANGQzspKYk5c+aY9Qa1JDc3lzlz5qDX62nWrBmrV6926rqDBg3ixIkTds+RFhWxUVpUKjUzzofEubqwkHb2HZ2T0HcMBUUlxEdHkm+nyIw3lKfSCxR/wRPvgzOLLWcXZNbGxfZ9gOKiIq66/CKKisv9RkmaLlzatWnGrt0HuKZjO/JPn/OKjKYLEm8Z9krRUIxuW1jqSVt6M5D06f/++oNHpk9k918XogZVKhX9+vVjxowZcp600txwww0UFRURHR3N+vXrbY67+eabOX36NJ0uuYidn7zi9D0tOzeP5+YvwwBe1ammxb7eSHvQ5jhv6T6hU4248j588u0vjJz8Ki2ax3P0/94FnLvPu6ILbI31R6NT0qkVlRecUGGhwV7ZGKjP+hQCqJCawWDg5MmTNG5cu6iBNfr27Ut0dDRarZbbbruNffv2eVlC/8C02Iu9wi+BWBTGVi67uxw5cZQe9/QjusdFXD38Ojbv3oZOpyckJISbb76Z9evXs2nTJt588027BjcYN3v0ej1qtbpWb9Hc3FwGDRpEbm5ureNlZWVER0fb7Edqeo5apebs+ZwlZwupmIZc2TpHCruS2m4Ul1UAtUP27PXh9hT2Xpc/F3vxtGyeKJTjTMigM2MsQyizc/No2f8hiouKADhXVCaH1flDURTT9im7dh9Ap9Oza/cBr+WNifC4+oulnrSlN/1dn5aVlzFw7HDie7eh56gBssEdExNDo0aNSEtLY+bMmX5jcDvCVKfeeOONAPy2/7Dd/tUS0r0aIDIi3Os6taS0HBWg0+t5bv4yq+Nc7T3tCkKnGnFFpz6bZdy0vbJDonzMmfu8s7oge1EexSXlcvqUqd60DFP3J51aVlZJWVkllZXVXgmBB6FPJRT3dC9ZsoTRo0ezaNEiHnjgAZvjli9fzpo1a2Sje8eOHbzyyitotVp27txJYmKizXMrKyuprKyUHxcVFZGYmBgwu/L1HU94E/ILTjNq8iNs+d92amp08vHw8HCGDBnCww8/TFSU65+1vVA4U2/2mDFj5HE5OTmcOHECtVrNM888w7Bhw2rNI50LEBIcRLPGcR7fsZZ24lUqFab/5pbtVCw9CJ5sKeaKnP4SJmeKI9m86W2wNrcnr2crDBPgul6XM2LYtWS+8inJ3dvLxVqU3qWWFi/J3duzccte+bc/eQ8Cgbp6uoVOVZZlX6/k6Zef41xJkXwsMjKSm2++mbS0NAYPHuww0kopXNGpmZmZAFzUrDGHT5w28yrbanfoSvSXq7ijU12VxVfRUEqhlE7Nzs0jddY7GID8g+/TuFGM8bgHPdCW3lzTx+lPDTULWU99+h2/0alSBNmAG68R+tRNAsLTvXfvXiZMmEDPnj2577777I5NSUnh/fff595772XIkCG89NJL5OXlcebMGTIyMuyeO2vWLGJiYuQfewa6wPc4402w5g0/+O8hrr33FmKTL6LtzVfzy64t1NToCAkJYfTo0WzevJmffvqJiRMnmhnctjzU1hg2bBirV6+2mns2ZswYM4P7xIkT8mJCrVYbc+tycuQQ9RMnTrBgwQIGDRpEp06dSEgw5tFUVde48nY5jbRzHx5qrKGgDQvlouYJcsid5TjTCtaSMnRmR1rayX9s9iK3dq+dKZTS7f5pLF2/E4JCXZ6/LjiSzZsF2azN7cnrWb62O/p0k59bv/pFuSBM3ne70On0qFUqxXepJZmWvvek2e/6uEDwB0+ILYRO9T1HTx3n+jGDiOzWiv++8DjnSopQqVT07duXn3/+mR9++IH09HRUKpWZbrKFK3rQEd7SqRLtWjaVezZLRdIem72Iw8fzeW7+MtoOGkdyx0u9XjTMHZ1q6ol1pRWku/rU8vqWKKlPHckG3tOpme99irRNEh2lvXDcg1W2Lb25po9NC6xNnf6RX+nUM4c+5MyhD+u1PgX/0KmKebpPnDhBr169qK6uZvPmzXI1Z1fp2bMn+fn57N+/3+aYQNqVD8TCLb5A8oY3iW9Ms8ZN+ePvPWY52uHh4dx88808+uijDj03zuRbu4rl7r3pY8kgN6VZs2asXLmSXr0uVJysy660vd3he6a8yoq1mxjerycfzXzS6TldyaF7bPYidHq9Z3fWI+JRxV/E3vxKYmJj0ajVNImPAV0VlJzGUHAYSgs8cy03sSzA4+2cPXufszseAtNzJs7LoaKqmmFDerLiw0nymEat76XgbAnxcZGcOfShx16fTZn8MPdNCbyZA9eQPN2BrFMrKiu4J/0Rftj+E5WVVfLxhIQEZs6cyTXXXOP23J7Ug97SqfPmzaO6uprg4BBee/o++V4lGWammOoeT3h6bd1P63LPd0auhqxPwf31iiNezP6E6e+sIDQ0mIr8T+Tj9vSNO7rImXOETlUGf9Cpini6z507x8CBAyksLOSbb75x2+AGSExMpKDA/o0iNDSU6Ohosx9/pSG1M3GWNT+vo+p8tfFTBafZ/dcf6HR6IiMjufPOO9myZQs//fQTU6dOdeqzdcYL4CqWu/emjyXPt4SUHx4aGioXA1SrVCR3vNTq3K7sjlvbHXamX7e1azjbbmTssAG8kfag57wMweGo2nRF1bYHxLTgolYt0KjVRGrDjM9rQiCmBaq2PVC16QrB9vPyvcnYYQPq1EfUEtPPwVqumr38NXc8BNI5L2Z/Iuf6L11kvtAZcOM1aDRqBtzo/gLfFUR/TyP+nAMndKp3+XTtKlr370jjay8h75fvqKysIjw8nIEDB7JlyxbWrFlTJ4MbPKsHvaVT161bB0B1dZXZvS9tzBA0JjpVo1ab6Z7kjpeiUau9olOl/tqRDvp1u6tTG7I+BefWK64gfQ5Lvt4AQLvW5h1qrLX4knBHFzk6R/KyxsdFyv27vY3QqUb8Qaf63OiuqKhg8ODB/PXXX6xevZrLL7+8TvMdOHBADtOtD/h74RZfYDAYyNu4nstv70Fkt1YMf2oMJ0+fAiAqKopRo0axdetWfvjhByZPniwbrs6GuNkLb/MWkZGRhIWFER0dLed5g9HjDaA3GNi4+y/umfIqIV1TuGfKq/K5zhhT9pS5M4re2jVcKVDiiQJhAITHoPpPb/afuJCrqA0LpUl8DNqw2qFw+08UofpPbwiPcfoS9hZc7hR58WQvVOlzkEImTeVwJJskR3LHS51+DdI5Z86VADDqrusJDg4yG7Nxy150Oj0bt+ytwytzHn9QjP6AvcWgwHkCRacWl5Zw00NDiOzWinunjuNModGZ0Lt3b9atW8dPP/3ESy+95HbXFkuc0YNK69SIiAj5742/md9/oiO1aMNCiYuOrFU9XDLcvvxxey19CnXTqc7e7+uiU+uLPnXmeUs83Vtc+hwOHjsJwKCbjV1jnAk1ttbP2hGO9JfUszsqMtxn93ahU434g071qdGt0+m466672LRpEytWrKBnz55Wxx0/fpy9e/dSXX2hynJ+fn6tcV9//TU7duzg5ptv9prMvuahO0ez58stARcGV1cMBgMfr1nJxQOvIap7Inc+cS+Hj/8LGCuxPvXUU2zZsoXvv/+eJ554wmo1VtO8aldxNb/NlfE5OTkUFRURGxvL+vXrzRYmjz76qPx3cWk5y7/diE6vZ8XaTfJxW0rI1EC3p6SdUeCeVnRuERyOqm03vlj9DVdc3ZnMuS/bHZ4592WuuLozX6z+BlXbbk7v0NtbcLnjLfbYAokLn4MBXM7nluTYuPsvp1/D2GEDmPP4KHR6Y6rGB289WmuMJxS26QLH0WLHkWL0dl6WP+R9CTyHP+vUqqoq7p86gcbXX0zzvu3ZvHs7AHFxcSxYsIDt27fz2muvERsbq4h8vtKp9sZKHUamZi2Vj0ne5sZx0Zz+PqfWvVfydJdXVNbSp2Bd32Xn5pHQdwyN+46xGWkEzt/vFdepfqBPnXneEk/qUzj/OTRrjJRIuyz3Z8A576+kizZu2eu0p9iR/vKUASx0amDiU6N74sSJfPnllwwcOJCCggKWLFli9iMxefJkOnTowNGjR+VjycnJpKSkMGfOHN566y0eeeQRbr/9dhITE5kyZYovX4bAQxgMBua+/yZt+nckqnsiD017nJNnjJsrCQkJzJgxg61bt/Ldd98xcuRIhzv8tkLcnFH+ri4uXBk/ZswYoqOjKSsrqyVDnz595L/PFpUQFhqCRq3mmvZtaoUZg3lhsxVrN1ldULiDpxWdM1jugKtaXsn+A4dJGTmK6upqpjz7vM2FQubcl5ny7PNUV1eTMnIU+w8cRtXySqeua7oYspRB6YWS9DnMmDCilhzOyubqaxg19Q0AHhh1g9XNLE/sDpsucKZO/4hDR/Lliql1mcsbiFA8gbdZ/cM3/OfWLsT3bseKtV9QUV5JaGgoN9xwA1u2bGHt2rV069bN8URexlc61d5YqavNz7/ukY+ljRlCfHQkxaXlVj2okqc7PCwUjVrN8H49rabuwAWdOjvncwqKSuRWY3VFaZ2qhD61lMHa875m7LAB/Lnydfnx1ElGp4crxq8nPcWe8rYKnRqY+NTo/vXXXwFYtWoVo0ePrvVjj7vuuot9+/Yxc+ZMHn30Ub755hv++9//sm3bNpo2beoD6QWewGAw8HxWBhf1u4qo7om8uHA2p8+H0bVq1YqXXnqJ7du3s2bNGm6++WaX+ovaCnFzRvm7mpPmyvhhw4ah1WopKiqqJUNQUBAqlQqAKG04c5+8l6ptyzl1ttihp3N4v57ygiIQMXs9EfEQmcAll1zMi9Oek8fICwV1EGiCQR0kLxAkXpz2HJdccjFEJhjncYDpYsjyPfXUQslWSJ2zoXaWcjhbJM1RobXGfceQcN6TA/Dmx19RozO22Ht3/gSXX6ezeHLR4spcrngDvCGrQCBRWVnJwLHDieqeyN3PPMTxfGO4a9euXVm5ciW//PILc+bM8Vj4uCfwlU61N/bOO+8EQK83UFBYDBjvj6a9uC2RDD1Jn34080mH3SAkQz7OTi9wf0d6Pet+P6qIPjWVwZM6ta4pYY9kGItmJTSOdsnYlXQGYNVQzl6UR6PW99Ko9b0+9+IqoVMtdajQqa6jeJ9uJSgqKiImJsYvK63WR0rLSpm16DUWfbqE4tJi+bhKpeKiiy5iwoQJ3HDDDS7Naa/Xp6/Gekrehx9+mJ07d9rtQQqOq6Z6s2e0NzCVd9yTaRBzoaCi5UJg5syZpKenk5mZaRbZMnPGdNInPX1h0nPHMBz51S0ZPPmeNe47hrNFJQ57ojuLJ6remvbhlp4P7pqCXq/nmSfuYPZ034Tf1qWSqqvnmlYrBbxWuTTQqGv18trzCZ1qjZqaGia+/CxLv8mlvKxCPh4VFcX06dPp3bu3vOmqJK7qPV/r1G7duqHX6/nytXRuvfZ8Tq6De7fl8w1Jp3716XKu6NxdPu4rfWoqgyffM0l3ma6RLJ+zpxtbDvgvJ06fJfu1R3jkAeO5zlSydlRlXJoDUFSv+Eqn2utDLnSqH1cvF9R/9Ho9c99/g4Tr/kPTPpfx2uKFFJcWo1aradeuHUuWLGHbtm2sXLmSG264weWcams77bbmcKXIi70d/KlTp9KtWzemTp3qlIym8tiTQQojlHqQgvXdYWuVsk13ea3t5LtTGMydc9zB7DVGNjZ7Ln3S08ycMV1+PGXKFOLj4+0vEAAiGrkvgwNceV9UFr8l3A21c7YYnk6vr1XJ13SOuOhItGGhFJeWM3TibPR6PSqVyimD29autiv5WnVtXeJqmJrpDrs3dttFrprAGt9u/IEr70gmNrkNiz5dQnlZBcHBwfTq1YvNmzfz/fffc+2113rV4Ha17og1vecvOlWKZrw7/RW73R1Mccbj6qpOdVc3+lqnXtHJvLK9r/SpqQyOdKor74lUrd50jWT6nCPdeOL0WQAG3Hi1fMwT+iD9qaHEx0Wi1YZSXFLush6oq0515Il3Bld0qr0+5J6ivutU4ekWu/Ieo7yinNcWZ5O17B3OlVyolqlWq2nfvj2zZ8+mefPmVs91tc+ntd1ze3M4u9tub5y0265Wq9m6datDGS3lsTW3wWCga9euAMxP/y9jhzsXPgzIns246EhUgAEY0LMTG3f/ZdbP1BXPqi0vrdcICkXV/sbax6XQNys1G2bOnGlcIOhraj1n2Psd1FTWOl5XXPFSe7qftjNI/U2vad+GU2eLbc5v6vEGmD19NM88cYfD+W3taruy22051lUj3N/6jQbqTr/wdHue6upqhj15H99v/wm9/sKyqlOnTjz55JNceaVzObKewhWdaks3+YtO/fnnn3niiSfkx9I92BP3WWlccsdL2bj7L0pKyyk4r/9UQEVVNWEhwbw0YYRb+tRrfbdtUQ/1KbivUysqq4hIHolGo6bmrHNOHYmRD7zK8s9+4ZqO7cg/fc6m3nFXD9RVp9ZVn4LQqZ5CeLoFPqG8opynZk+h6XX/IeG6/5DxzjzOlRShUqlITExk5cqVbN26lQ8//NCmwQ2u5X/ZUuL25nC2qIu9Hfx+/fqhVqvp16+fQ/luuOEGCgsLiY6OluWxJYOpt2P/vyeszintCgNm+ciSZ1MFFBSVUFRSRt6m38zy1Fz1rNry0noNdZD14yoV6enptSr3xsbGkp6eDra8RLbmqyO2Kt5a2623VfwOXKvm6kw7Fqni7rebfkOn17Nr7z92508bM4SYSC0AarWKSY8PsTrOElu72nUpSOOq59rdIjTe2j0XuWoNG51Ox4sLZtP0hkuJ69WW77ZuQK83oNVq5UKgixYt8rnBDZ7pne0vOvXEiQt6MS4qQr4H27uXOvK4WupUqeuDAaNRX1lVTUFRCeWVVbIn3B196igCyeMEsD4Fz+vUp1/9AIC4WGP7OXu6QHpu5AOv0uaKR8j7bhc6nZ5duw/Y1VPu6oG66tS66lNwT6d60xtd33WqMLoFLlNZWcnoyWNJuP5iEq77D2+v/JDSinJUKhWXXXYZy5YtY9u2bXz22We0bt3aqTk9Ea5mbw7TxYO7rUwyMjLYunUrGRkZtZ6zlK+oqIiKigq0Wq0sjz0ZLr30UgBWfPuLVTmsKRVJab2R9iAvTRghh18VFpcSf74YjKtFTLJz8zCA3MPT2+FwgNXddQAMBjIzMyksLDQ7XFhYSGZmJlXVVZwqOEdZhcUuvK356oi199KddimuLNycmV+quCstFof362l3MQNQWlEFwMxp9/DWe986pUA9UXXVdI7sRXkUl5QTHxdppmA9EcZuieVixNFczl5L6VYsAmX4cdvPJN3Vl5ierZmb8yalJWUEBQXRtWtXfvnlFzZs2OByIVBPU990qkRpeYV8D7bXicIRlvdWaa4ZE0ZwcPVCQkOCAWMkmrv6FIzty1QqlTyf13FTn2IwUFZRWVun+lCfgud16i/n+7uPHHYtYN8wlZ5b/tkvZrnaKXf0smoIWgvvduWeX1edanl+cvf2aDRqkru3tyqnp3SqtfdQ6FTnEOHlDTQUzlUKi87x3xceZ/32DVSeX7ADaDQaOXyuQ4cOPpGlroVZXAm7u+GGGygqKiI6Oprx48ebXdfWPLm5uSxYsACA8ePHM2zYsFoyS+eq1WqeeeYZwsPDmTZtGgC6HeYLjuzcPJ6bvwwDMMNKsRfTsOJde/+pUxibZeixq/O4Gzqt6nATaELMjlkWf4mNjTVbMEydOpXx48ejUatpEh9jPFhTaQyH8xGuFvPxxvz2vhumSJ9tQmw0+YXG9A9dYS7trhpXp3AuV8PBpHC24pJyCs6WoNGoyXr5v7KS9UQYu61rSiF0jubyVIibv4bKifBy16mpqeHuZx5i7ab16HR6+Xj79u157LHH/KLFl7v4Sqfm5uYyZ84c9Hq9bLA7q1PnzZtHdXU1GrWKqm0rat0bE/qOoaCohPjoSPIdpEU5o1M/+XYjGAzyZqa7YeGmOtUZ2Szl9JU+nTljOg88+F/ZK98kPsbn+hQ8r1OlYqFbf5hN187/sRtOLT2X3L09G7fsdRhybe3+7ol7vitzmL6eqdM/+n/2zjs8iqqLw+/upjdCidQoICpYADGhg6ACSlHUgA0wNlTATgdFkY7Cp0JEBYwUGxGpUqL0Ir2ogIJU6RCSkJ7s7vfHMsPuZnub3eS+z8PD7uzMnZMJ7O+ec889x2LhN09rqqVnKDRVpJcL3OTv4//y6Ju9qdiyDrUeuIMVm36lsKCI4OBgmjVrxqJFi9i2bRtffvmlzxxucC6CbwnzlDlHo/TmqwHWUu+SkpJYs2YNa9askW20dK1arUan0zFp0iTy8/Pl6y9nZpmMJ61mZufkWbRL6te959BxPh3ygsMp0JY+kwqWAC6lwzmTOm1CziWTt5aqrWZkZDBu3Dj52NixY0mZPp2oiLDrF+Zeduh2nipsY2/lw912KY6Mf3FtKpfWptq9h7QacDkrB4AX+zyAWq12O53L/Hp76XsDBn4lryJoNGq0Wp1JxNxWyl2lilEuFawxj57b+pmtrcC7QllPlSvraLVapn33JdXbNyC2ZW1WbvoVrVZHeHg4AwcOZOvWrcybNy+gHW7wnaampqbKe7glh9tRTV240PAdob22X95ca6TVo4KiYrvf7Y5oql6vB5XKKT219PmQ5O7yFjJnV7h8qafDR77HFzM+R6NWX9dUB/UU/FNTtVotOp0hQJbY5BbD9TZWUqXPvp39lkMr0Ja+3z1VoM1RTXWkR7enNdXSMxSa6hhipbuMRuVd5eDRf3h9/FC2/7nTJJofEhJCQkICEyZMICIiQkELPYt55N1WsRig1GqAO8VkzO994cIFdDodo199ghEv9pCvfWb4VL5fZUg7txRxl1a6e3RoQZsmt5dqgWKrYImlz4zHmz/uLaeep8tR6shKqOo0ByxMEMaMZuiQa3vO9HomTJxg1lf0Pd4dPhQA/bHfITfDrp2utu4KdFJ+/IXXJs5GBWizfipVPdkTrUekFWxLkWgpSi2tbgMutwDzVpTbXyPpnkSsdNtm677tDJ7yPnsO7pePaTQa7rrrLqZPn05oaKiC1vkvks7l5eWRnZ1tccXaWAet6aI1TU1IMLQLm/xWbyLCwiy2BJMKodn6bndGUwETPbSnHZ7UVEdWdS2e44aejhg+nGFDBhERFuqwnlr7uZXmq4XpvDL2C8LDQ8g7/70iNnhbU43bmo197xmn7yU01TOIlW6Bw/x97AjNn+lATPMbSXzyPrbu245WqyM0NJROnTqxceNGtmzZwqeffuo1h9vZlmGeGt888m6OtAIgnWs+EXCk1Yq1SURSUhKDBw+WI/sVK1YEYNaiNSZjrdq6DzAUXGvZ8NZS0eT5496iaMePzB/3FhNTF3ElO8ekBYrUKionN79UFNrSXqgt+/9Bq9OxZf8/Np6oZZxt4yKTmwE5Fzly5F9GffChfFhuY6IrAW0x6EpKtT8ZM248R478CzkXHZ4guNq6yx9xZoXhjcmpALzz2sMW2xW5UojF/FrAaiRailJL6eTO7mlzJ8ptvlpgbfUg0CPpAtfQarU8PeRFKrasTYeXHpMd7rp16/Lxxx+zbds2Zs6cGRAOt7f11No9JD0ErK5YS3ratWtXgFIr7LY0VaPRAPDhlwtKOZqS9nzY/ym73+2ypgJXLeiisaZKmWQL0rcC17XDkhYbf+4JTXVkVdeiprqhp5MmT+aPvw46pafgn5q6cvMeAJreU8/hazy9Z9jbmjr2vWe4KT6Ose8949IecaGpvkWsdJeBqLwrbN27nX5jBvLvf8dM2puEh4fzyCOP8MorrxAVFeUze5xtGeap8R1ZqR4xYgSrVhm+RIz3oTVq1IitWw1C3KJFC/bt20ejRo3Yt2+fSaQfKNU6zHzPN8CWLVt4/fXXUalUlOxcIN/feK9aVGS4zWjyjLRVpVa6wXYU2jxS7sw+YWexGbkPDkd1S2sWL1tJz6d78cGod0v3DTXiw3ETGDNuPHO/SaXno13RH94ExflWz/dHPNE+zNEVhnGzfuLdlO9QqVTosn4qbcusVXKKmiTgzuCP7UqMx5cmMFK03ZN7xAMNsdJtQKfTkZa+hLcnjSDz6vVtPaGhofTq1Yvnn38+IJxsc7ytp9bu4WjmV+vWrSkoKCAsLIxNmzbJ1zmiqcYYtw6zpHvWkDRVrVKh0+vtropbWqX2e011Uk8nTP6IUR98yFdffsnDnTtR4fyegNfT8Ja9KCosYNmPw+nyYIJDY3hyVVZoqvNjBqKeguOaKpzuAJoguMsPKxcy9sspHDt9AuNfe3R0ND179lR0guFuIRdvji/1EgUYOnSoHImX9mQbO9bSsZiYGCIiIiympUuTFcBkwlJQUEDr1q0BOLPqK6pWMax8m/fmdsVJszWGpcmDYqli4RVQ1WnKkaMnqVfvZrunHznyL/Xq3oj+2HbIz7J7vifxlcPsicIyer2ekMSe6PR6PhrzLO+8/kipczw12XBGQL2ddmY8vjRJkOxyR+gDPV2uvDvdew/9yZApo9i8d5t8TKVSceedd5KSkkJ4eLiC1rmPt/XU3XskJiai1+tRqVTs2LHDpLCoPU2VtLNq5Vje69vDRMPAsaJn5r25XfkODwhNDSA9Bfc11fgZH12aQlCCYZuePtt0ldmRYmqecACFpjo/ZiDqKQin2yaBNkFwhzlLfmD8zCmcOnfa5HjFihVJSkri5ZdfVsiywGHEiBGkp6fToUMHxo4daxKV37dvn+xY/+9//5Oj92+++abJRMR8b7jxSjdcd8qlPd4/fTSI7u2bOWyjM2JlLv6WrvV2VW6bBIejqnknRMXZPzfnIvrTfyoSkffEJMqR5+iJ+7z/+Q98OHMBarWakisLLKaWe2qyYUlArY3tzD39Keof6JH58uh063Q6nn/vNZauW0Fh0fUOHDVr1uTVV1/lwQcfVNC68oU7mtqqVSsKCwtp26QBx89ekp1eaaW7Y4tGLjvSxpQZTQ0QPQX3tc74GTapX5cWzw4jKEhNcYbpNgtfOXn+rKmu2uYN7Qt0PQXhdNskECYI7rBozS+M+WIyfx8/YrKiXblyZZ599lmefvppBa0ru0gr4mq1mu3bt5t8Zp6KZ+yESyvn1apVQ6/Xc/78eSpERZCxfo6VO5XGGbFyVtwtne+TqH1kJVSVboTIyhBklIFRUgi5l9FnnHRqz5mn8Wrgwc59nLm3Xq+XI/7Tp7xEvxcfcuy+DgihpXMcaSfiisgG2kTJnykvTrder+e37Rt54d3+XM68Ih8PCQmhW7duvP322wGZPl5esKSpL7/8Mrt27ZLPkfYRS9+H0h5nd7WpzGmqn+speFZTHx84iUVrt3NbvRoc2j3N9D5m3/G++s73J0315eqy0NTriEJqZQC9Xs+ydSu5s3sLoprWotfQvhw6dhi9Xk+FChX46KOP2LFjB6tWrSrTDrcni8c4OtaIESNo2rQpI0aMoEOHDqjVajp06FDqPKkVSqNGjejatSspKSlysRjjNiljxowBIDs3z2KRFmtFs1o2vBWNWk3LhrfatNcVUbNUqMUnRVNyM9Cf2ov+0G+GP/+sv/761F7FJwjutgNz5z7OtJIZ9D9D8EajUcsOtyPFYhwpAGPpHEfaiVgb25ZdvirG4k7hG4F/ILW7jGl+I91fe5rLmVdQqVTUr1+f9evXs2XLFoYNGyYcbjt4SlOdGceepk6ZMkV+XTEmiqu5+bw7/Tv5+9CaNlnTznKjqX6up+BZTd2w+wBgCDSXuo+ZRnniOz/QNNWXxc2Epl7HJae7RYsWqFQqueCFRHZ2No0bNyY0NJT09HSPGCiwjFar5cdVi7j5oSZEN4vnycEvcvzMKQAqVKjAG2+8wY4dO/jtt99o166dxXTSsoa1qqeeGsvSxCE9PR2dTkd6ejpjx45l+/btjB07ttR4UtXWffv22azuGh8fD4BejyzKxpMCc7GekbaKuPbJ/LB6i0PVUa05a7YqYFuafPjK4ZQpKYSiXMPfZRRnqpDbm1g+M3yqYawFq5g6bykAX376inyeIyLoiCjb680pib2jfbJt2eVKZVZXEJVWAxO9Xs/LH7xFXNtbuKfnvaRvWYter+eGG27gvffeY8eOHcybN4/IyEilTQ0YPKWpjnT5kLCnqca/v+AgNVeyc9BzfcX7laRO8oq38XepsfbZ0tRnhk8lJLEnS9bvLLuaWsb1VKvVkpGVA0Dyq9PsViJ3RMeefn6qTac60DTVV3pqy7byiEtO98SJEwEYOXKkfKyoqIhHH32U/fv3880331hc7RO4h16vZ8o307ip411UaHETz787gPOXLwCG1PGxY8eybds2fvvtN3r37l0uHG1jjFeMncGS8Fsay9LEoUOHDqhUKkJCQuTrbUX1pXH79esnt0oxHrdKlSry7019rUWYsaibO1vvTv+OjOwc9Ho9GrXabpTcmrNma+XUnRZiAsdxZvXafIImTfBGXlvxWZC+lZNnL8qr3MFBGp7v/YB8vTURtCXqFu2wcY49B1oqwmI8iXF0wmELd1u++HIyInCfnX/spu6DjYluFs/85QvIL8gnODiYTp06sWHDBn755Rcefvhhpc0MSDylqdbGcVVTK1WqBEBOXiE3Vo9jTP+nTL4PLX2XGju61jR1Rtoqvl+1Ga1OR35hkUMrz0JT/Y/Mq3ny6/9OX7a7wmr+nW+sIZKO/fjzZptOtSXtMtcioalCU11yutu2bUuXLl1Ys2YN69atQ6/Xk5yczJo1a5g6dSpPPvmkp+0st+j1eoZ9Mpr4B+4kulk8702fIO9Nq1mzJpMnT2bnzp2sWrWKTp06yX0syyPSarKzlVQdjeZbmjiMHTuWqlWrUlBQIF9vazxLNpqPK1Vu1en1ckEYa6uaV67mAobKu58OecFulNzYWTOOxNtKpfNm2pszq7tlHWefs6XVGhWGFZ+769dGo1aTV2BYyUibN8jkWmsiKIn6gIFfuSSwxuI89O3HqFQxiqs5+YaxVKGgijT8jf00OnOht7eSIJ0/YvR8kcpWxjlw9G/uTe5KdLN42r3wMBcyLgFwyy23sGbNGrZu3crYsWOJiIhQ2NLAxlOampSUJNcvsRfcdkRTpZXv/IJCi6vD9nplW/uuHTn9O/n1Ex1bOrTyLDTV/5iY+jMAkZGhTq2wWtIQyWm9u2FdNBo1LZvVt3itJU11V0+NbRKaWjZwuZDaH3/8QePGjWnZsiVNmzZlypQpDBs2jHHjxnnaRo/jr0VfJAqLCnnvs/HMXf4D2TlX5eMqlYo6derw6quv0r59ewUtLFtYan3iTJ9T88qrxhVYzSuYW+rPbc78+fOZOnUqANOHvWQi+sbFVsCQgq5Rq2WH29WKq9JYvm4RplhrsjKA8bMzLiRk3kInLCyY/As/ODTmjFmrGDDwK7RanUsFVsyLszzWZyYPdOhC+/btaHBbnesn6ov468+9vPv+JDreG28xAu5soRjp/EoVo4iOCne4aEt5KPJiTiAWUtPr9bw5YRg/rlrE1bwc+XjFihV5+eWXvdYaS+A8ntBUax0+kpKSuHr1qjwH0qjVpXpoW8KaNhp/j+bk5pORnUOlmCgurk21eZ0lhKb6Bw0ee41/TpzlozF9eOf17g5fZ0tDXCk85q6eWrqv0FT/xOuF1O666y569erFpk2bmDJlCs8//7xFh3v8+PEkJCQQHR1N1apV6dmzJ8ePH3f1tmWWS1cu89r4wdzQ9hYqt76Z6T/MJDvnKmq1mptvvpnZs2ezY8cOfvzxR+Fw+wDzCLytlHHz/dr79u2zuDqQmppKdnY22dnZpKSkWB3viSeekF/biuBLr41XuK3tW7OEpbGsRd6lveNV2id7NILuk4JsThBIqwTGz8483XzIs93l81YtfNfi9Zb2qr3yQiemffSS3dRza0irAmNGvQBhCcydO5/HH3+MG+NrmJ6oCuGOu5qy8Kc0Xuk/AlTX+yJL92nZrL6JHfZS1KR7j33vGadS2USRF//mj8MHqfvg3UQ3i2fWz/O4mpdDUFAQzz77LOvXryc9PV043AGAs5oaERFBdnY2qamppVbco6OjUasN01etTseC9K12v7ut7Zk2/h79sP9T3Fg9jg/7PyV/LjTVdZTS08MnDXVzWre43anrbGmII/uSzTUVsKqnxucLTS0/uNUybODAgXz88cdER0dz4cIFwsLCSp3z4IMP8tRTT5GYmEhhYSGDBg3i9OnT/PHHHwQFBbllvKv4y0r3lawr9B87mJVbf6WosFg+rtFouOWWW/j444+pWrWqYvaVF4wj8FIKnBRRlyL2eXl5ZGdnl4rSG69yS4UFLa1iS5H7oqIiQkJCACyOJ507YcIEAB5oehf/nDrnUisS89Yp7rTjMF45LcsR9LKySjBi2rdM+HohGo2akiuWKwZLUWyNRu1QJN7hKLm6AoQlcuTfE9Srd7N8ODevkJzcAqIiw4iMuF41+siRf6l3801QsAN0WT5tZQKmUXmgXETo/X2l+/Dxf3lz0jA27Noqt72UMr0+//xzKleu7PY9BN7DXU011kprejp16lQKCw3bZ57s1Iot+/+x+N1trnvutPcy1lTz7CJnKQ+aqpSeau5JQqUCXZZvnT53NFXaj21ReyxoqjU9BaGpSuD1le5p06bJTuHVq1f55ptvLJ63cuVKnn32WW6//XbuvvtuvvrqKw4dOsSBAwdcvXVAk301my79elKpVW3iO9zFknUrKCosRqPRkJCQwNKlS9m2bRvz5s0TDrcTuNPaxDgCb753THoPlquNS5+vWrWK7OxsIiIiLK66SKvcRUVF9OvXj379+lktUGO8F3z97gMOF9cC02i+ecTbmYi9OUOSu1MpJoqKMVF+EUH3Fv6wSuDu6oBOp2PC14bJRsrU0u1SJKQods9HWzm0782hFiWqcAhLZPGSFdx+ZxMmTPxI/igntwCtVkdObgG5eYWcv5jF6A8ncPudTVi8ZAWEJYIqXNFKp85G6N0tMCO4jl6vZ8jUD6h1/x3c3fNe1u/cgl6vJyoqirffflvO9BIOt29QUlOzs7MpKCgAsKqnksMN0KbJ7Q4XNHOmYCVY11RLnUSEppqihJ5+tXA1AGGhIfIxX31Pu6OpVrXHiqYa6yngN5pqHowXmmqKSyvdP/74I0899RT33nsv8+fPp0GDBkRERHDkyBG7hUv27t3L3XffzalTp6hVq5bLhruDr1e68/LzeOT1Xuw8sIviYq18PDg4mNatW/PWW29Ro0YNGyMI7OHMfjFbmO9Fs7Q3zfgYwKRJk9DpdKjVagYPHmzxurS0NPk8yUZre7zT0tL49NNPycszVOA0TiG2hKORe1ur4O7gzgp6ecORVRd3VwcGTU1lyrxlBAVpKM5Y4JhdLuzBsnhNWAJHjmVx+51NKC42ZO+MHzea1157jatX8wGIjg4nJ7eATz75lPHjxwOG78IDf+6mXp0KULDTyZ/YPRxebbBzrS9WEDyFP610/3P8CJ37PcG5S+flYxqNhocffpgBAwZQoUIFt+0TOI+vNNXS+4kTJ6LX64mJiWHNmjVWr5Gc9+pVYvlv1UxmpK3i3enfoQfG9H/K4nesI3rlyjmeWtUVeuoc5s/rrqQ3OHDsNM0SbuH3NYZOS0p8TzurqVbPt6CpH7z/Hn37GlqARkeHExkRyvmLWX6hqc7uG7d3faDgtZVuqR3VXXfdxaJFi6hevTpvvfUWZ8+e5ZNPPrF5rVarZeDAgXTu3Fkxh9tXXM3N4dE3e1O5TV1uuPdWtu7bTnGxlrCwMDp16sTatWvZunUrkydPFg63B3C1tYk55nvHLFVvNY7cJyUlMXjwYKpVq2bicE+aNKlU9VbpPMlG4z3ekyZNklcUkpKSWL9+/XWj7MTFHI24SxF7gJzcfJcj7ObjO7tyUJ6RntXrE2fxzPCpvD5xVqln5+7qwJR5hgmycV9ue1iKRtuLOJfaD6auBJoq1Kt3M6M/uL6PfNjw95gw4SPCwsOJjokmMjKSL76YIU8OAEZ/8K4hbU5TxTCOC7gaITdeBbC1x83S+KL/qGucOHuKJwe+QEzzG2nSsx3nLp1HpVJx0003kZaWxrZt2xgxYoRwuBXEV5pqqdL5kCFD5NaaACkpKZw7d04OUktjhIYa0mrVKsNUdmLqIjKyc7iSncPrE2cxI21Vqerijji0jmiq+bie0lShp84htckcNHUOdbq+yoFjpwE4cvScfI4S39POaqpF7bGiqaPeH81n06YRERlJZGQUqIL8RlPNn7XQVFOcWunevXs37dq1o3LlymzZsoXq1asDhih3nTp10Gq1HD16VO6haIxer6dv376sX7+ezZs3ExcX57mfwkm8tdJ9+OQx3pk8nI17tlJcVCIfDw4OpmXLlkyaNKlct/QqK1ha/TZGWiGwtfItjZOSksLVq1fR6/UmKwrG+7rB9p4v84lElfbJXMnOoWJMFJeuVWA1xjwi72xk3bxq9sjp36ECPry2siCwzoy0Vbw+cRZanQ6NWi3/7Ui7N+MxpN8XYPK76z3yE75dsZHgYA1Flx1b5QbLUXanI86hjSCouvx2wsSPGDb8Pfn92LFjGTp0CBMmTGTEiBHy8fHjRjN0yMDr45SchcJ9Dtsu4e0IeaBG4C2h1Er3h19MZtZPc7mUmSEfCw8P54UXXnDbuRMEJvb0FOC+++4jOztbXvmWrvvss8/IzTW0zdTuSpNXuq9czUWv15vo5oy0VQyYMBO9Xm9VGyWU1NSWDW9lQfpWhyqyCyCufTIZ2TmoVSp0Ru5MypS+vPrigw6N4Y09yL7Q1HHjxjFkyBAmTJggNFVhPL7S/e+//9K5c2dCQkJYuXKl7HADxMTEMGTIELKyskwiLRJ6vZ5+/frx66+/8ttvvynqcHuavYf+pFPfx6nQ4ibuTmrDmm0bKS4qITQ0lDZt2rBu3Tq2bt3Kxx9/LBzuMoK93qXSCoHkcEPpSL00zpo1a+jYsSNqtZpGjRrJn5n3+L6hovWJrHlVVtW14yor59va6+0I5vvarmTnEBUZbjMNL1AqgnubV5I68emQF7ixehw9OrQoVX3eEYx/X8avdTod367YCMB3s992zi4L0WhnI84nz+o5c+4KVzINk+ChQwYyftxo+fMRI0ZQuXIV25MDAI1re3a9HSEv6xF4b3H01HHqd2tKVNNaTJz1CZcyM9BoNDzwwAOsXr2ajRs3Coe7HONIL3CpBoq08g0GTZUcbjBkb72S1ImLa1N5omPLUj2yJ6YukovyXcnOsalHSmqqcT9xSwg9NUWqON+zY0sqVYgCIDhY47DDDaar0p6qvO0LTR0+fDiVK1cWmhpAOOx033zzzZw7d45Lly5x2223lfp88ODB6PV6Jk+ebHJcr9fTv39/li9fzpo1a4iPj3ffaoX5699DtOjVkZjm8bTu8yCb925Dq9USGhpKhw4d2Lx5M5s3b2bq1KlERUUpba7ACHeKwzg6niOTCGP27duHTqdj377rkUjzSeieQ8cdbjFiqe0JXBdrwLS9lJPpzLaKtVlCpMuZIj2/+ePestjCxh6W2tK0bHgrMa17AYa+3I8/0sJ9O1/oJO9xtptepgolKNjQoiS/oEg+PHToUMYbtZLMzMyUX48fN46hQ4fKBWBy864VRlKFgMq0GqslzFPTnLLXBey1VxFc59zFC/R9/00qtLiJho+35r/zZwCoVasWM2fOZNu2bUyYMMFiVpwgsPAXTR2Z8p382pLjaqnAmjuaauz8lmrZ6EVNFXpqirGedm7dBIAHH7jbqTGMnb+hbz9GpYpRXM3J97iOCE01pTxqqlstwxyhX79+fPfddyxdupR69erJxytVqiS3TvI1rqSXb/tjJ33ff4uj/x3H+JGFh4fTrVs3XnvtNcLDw22MIPAHPFUcxtnxbKXQWftswYIFTJxoKATyRMeWbP3jsFstRpRq3yEKw3gHk8J4X//MyXOXAFi7/APatbnLI/dwOP1LFcmVoibkFxQRHhZCxdjIa8eDAQ0VK1UymRzExsZyJSMD0HL+wiW0Wh0ajZqqcdf28OZtBH2u+V3s2ubpdLUZs1YxYvR8AMa+90yZmRx4K7185MsDmfnTHM5duiB/FhoayrPPPkvfvn3dvo/A/1BaU4uKisjIyCAyMprsDV8D1jXnmeFT+WH1FsJDQ5j8Vh/ZgQXnNVXoqf8R3vIZigoLmfbRi/Tv29np66WU8Ks5+WRcyfFK2rPQ1PKtqS63DHOUzz//nMzMTNq0aUP16tXlP1u2bPH2rd1mwarF3Nm9BdHN4rn/he78e+oYer2e6OhoXn75ZTZv3szGjRsZPHiwcLgDBE8Vh5Fo1KhRqdRwS9iK1Bt/ZhzlV6muJ7N1v6+Z2y1G3C3Q5Wpam/kqgD8RyKl6xiseUeFhAIQEB1l0uD1RZMw2JVSMjaRGtYrXJwcA6JkwYYLJ5AAM0XlDzQI9UZFhaDRqoiLDTMazxYxZq7iak0+lilEmtlmz19Wff8KUhWRcySHjSo7b6YblgTFffMS5SxdQq9W0aNGClStXsnnzZuFwl2GU1tTZs2cDkJt7Vf7MvMiZ9B3fpsntxFerwuS3+siryq5qqifaYbmiP/6sp6CsphZdayPnisMN19PMAbu6JzRVaKoreH2l2x+xtdI986c5fPzNdE6dO21yvGLFijz99NM899xzPrHRkeIiAuUxjspLPUkbNWrEvn37rLYZs1ZYzXw8QG6JcnPNG/hnSUppA3yIryP7vojoe/tn8ubPII399jNdefMjwwrP9nUTSWxyS6lzpWi1RqNm2kcvlYoueyT6HHGfIY0NQ8/QnNwCvvhiBqNGfSCfEhsba5YOZ2H/mb4I8tbYvJWz0XdXo/XlPSrv+HjZcqXxUaNG0a1bN7fH9CRCTwMHVzRVKjr61jNd+ejtZJPxjL/jAUVWp60hNNV5rP0MW/cdovXzI1GpVOiyfnJtbCfaW1W+qQ8ZV3KoVDGKyyfmWBzLU5oq6WlUZBifffaZSTE1oan+gd+sdPs7JSUlzPxpDnUfvJuoprV4c+Jw2eGuUqUKb731Fjt37iQ9Pd1nDjeUbqMhcA1P7zczxzjKL/3O0tPTS/3uzH+f1n6/xuMlJyfLGRRHz1wwOc8T0WRLY9ga1xORfWfwxd41b/9MnvwZjH83xhOPn379HTD067TkcIMhWq3RqNFqdYwYPb9UhNrd6POMWauYO3+hvIdM6sNt7HCPHzeOKxkZJvvRhg1/jwkTPzIdTHvZ7v2cLcDiasGWV17oxOUTc7h8Yk6ZmRx4mw8++IAhQ4YobYYJQk89g7f1FFzTVCkrbNoPK0qNZ14Do2JMFDm5+aU0TmiqZ1BKU6X9+7fXd7wdsfFqrbP9pK2NI+GOpkrj/fXnXsCgp1qtjvETJps43EJTA49yvdJdISqarJyrJp/dcMMNvP3229x///0m6b2+RkTmPYMn9lw7ijSGpaj8iBEjSE9Pp0OHDowdO9bkfoDVe3fu3JkLFwwOd8a6b/hu1SYmpi7iam4+V7Jz7EaTjZ2zjbsPmLQisRSRVmqfmj3b/TWVzh6e/BksrdjEV6vCqWt7ufdu/phGd9WxbouN/WruRp9r3/EyNWrV4+efF1I1rgKjP5zAqPdNK5cPGjSIiPBQgoM1TJgwwWzyYBSdz98OugzzWwg8iLdWutVqNTqdDgCVSsX333/PzTff7Pb47iL01DM4s3/bm5oqtdsEQ92gPXv2sGrVKlQqFSU7F9j83jVveSnXxbjmzAlN9W+s/Qxx9yWTkZXDm/26MHXCCw6NZbxaCzi1cmvspEtp6Z7SVMmuR7t3ZuFPaeTmFTJ+wmTGjr3uXAtN9S8c1dRy7XSDYWJQs2ZNPvjgAxo2bKiooy3wPI4Kv6vFYDwxvq3PjPt1//r5uzw/egYnz16kUkwUUZHhsvBYEyJjwT99/rLcF7pox48Wr3H0mMA13HmWlvpzl5SUcObiFaspbhbH8WJP0vTVy1CpI7j9ziYUFxcDMGLEcPr16w9gUtjFuOdocHAwGzasp1IFNbfWOuOyHbZsc/ZndGflw9/xltP9w1/rWTz7O779eIb82R133ME333zj9j0EyuOMI+1NTTUf+9KlSzz4oKFFVPbGudzZ822rjq5JAUojR9vYAReaGjhIz/LUuUvo9Xqy/ptHTEyEY9d6SAs9rakm2tN/BEeOZfmNprqbEVDeNdWn6eU7duxgwIAB3HHHHURGRnLjjTfSs2dP/vnHcj9CczIzM+nbty9xcXFERkbSvn17du/e7bI9n3zyCTt27GDRokU0atTIbxxuX6RwuUtQUBAhISEEBQUpbYpNzAuYWXq2aWlp5OXlERMT43QxGCnFLSUlxeLvTLpfo0aNrBabsVWIJikpSe5r/8SwqXLqVscWpkVmrKVcGad69ejQAo1aTY8OhnZSlgqyWDrm7y1KAqkYmqPP0tLPZPy7eSWpE/u/n8KZi1cA2LZmgvWxLLQBkdp0eLon6S21Mqh3800s+GEewcHBjB83mmFDB6FWqVCrVCaFXaSeo8HBwXz11ZdUqBBL8nOvuGWHJVz9GT31bHyNqwVuPMVTb7zEkhM7CQkz/K7/+usvEhISWLRokSL2CD31HJYKgnpLUydNmmTxd2Zp7CpVqsjzt6UbdtlMcXa0PVd51dRA0lO4/iyl9cPISMutsSx9LxproTPtq7ytqSa2FP7lV5rqzs8XiJrqaT316Up3UlISmzdvpkePHjRs2JBz584xbdo0cnJy+P3337nzzjutXqvT6WjTpg379u1j0KBBVKlShZSUFE6dOsWuXbu45RbLexktIUXl161b55d9tD3dgsNTREZGUqlSJaKiokwmByUlJeTk5JCRkUFuru2WBJ7AnbQ1S8/Wnect2ZKXl0d2djZqtZrBgwfLdnnid7ls2TLef/99OZoOpVPWLK2COhNFtxV59/eovK30PV/Y7sw9HD3XkZTEe18Yyaa9h6herSJn/plV+l4OtD/xSuRZXQHCEjny7wnq1bOfWnzkyL9UrlKZXs88Q7dOt3o8Al7eVrodKXDjzZXuiOjrmvpjytfMnTBNfh8bG8uvv/7q9v2cQeipbdxNA/eGpk6aNAmdTkdMTAwREREmtlkbOykpiePHjxMbHcnldc5nVnhSU+19z/uzptrTHn/U1A+++JELGVnEVYnhwtFUi+d5ovWV0NTyt9Lt6L8bv1zpfvvttzlx4gSffvopL774IiNHjmTjxo2UlJTIKbTWSEtLY8uWLaSmpjJq1Cj69+/PunXr0Gg0jBo1ykc/gW+wtPLpjWi9o2MGBwdTu3Zt6tatS2xsbKlofFBQELGxsdStW5fatWsTHBzsMRst4UpRHFsrzo62PLH0vKTIf79+/eT9jMZ2eaKdSkJCAgDaa3sloXSxEuNouiNRdPNotqVrpHMAv25R4spqhSdx5h6OtnuxV4ymuLiETXsPAfDd7LcsnuNI+xNnovsOo8uC/M3Uq1PBodPr1YmhYsg+lv/4mssFbJ5+fqrVaLSrP6NXno0PcLXAjTfo2e85lp7cRfWb4gFDtlpCQgLLly/3mQ2+0lNHxy0Legre1dTBgwebdPBwRFPffvttADKvuhao8KSmWjs/EDTVnvb4o6bGRBoKzrZoeqvV8zzxvSg01b2fLxA11dN66hd7uu+55x4Adu3aZfWcnj17smHDBs6cOYNafT1W8PLLLzNv3jwyMjIIDbWcVmKOP65022opBciRX09G6x2JRoeHh1OnTh2OHTtGvXr17I555MgR+fz8/HyP2GmOK5F5T6x22BvDViE1d5Ec71Up7/JAM9v9Sx2JEtuK6kvX+FMBGFfxt6i8p+j06gf8uv0PIiNDyTn7nWW7vBRVdmpcdSUIjgdNZbmdGGBoYaK9DMWn3CrwYtwKTavVWY1GB2KE3Zv4aqXbmAO79jHk0efl92FhYWzYsMFEzz2JNU1t1KgR6enpHtdTsK8RZUVPwXeaalwwzZ59kk4Wbvveo6n6zmqq+f5wS+cITfXcPUKb9qREq2P3xo+4u1Fdr9gEQlNdtrkc4Jcr3ZbQ6/WcP3+eKlWq2Dxvz549NGnSpJRAN23alLy8PIf3hfsrtlpKpaamotPpUKvVbq2YmmMvGh0cHEydOnVYvnw5jRs3ZvLkyTbHmzx5Mo0bN2b58uXUqVPHaxF6S/vKLGEcRbf1szq66mHveUl27du3z632NJbsqVq1KgD9x31l93pHVlOlaHbLhrdajbz7up2JN3B0Zdnf72FMXn4Bv27/A4CNK8dat8vJqLKje5es7cuyeL0uAwr3MeOzISQkJPDtN2Mhb62hZ2jhPtBllLrOmT1UUhS656OtbEajXdlLpvTe6LLG7fc0YunJXdRrdAcABQUFNG3alFmzSm+N8ATWNFVyuD2tp2BbIwJdT0EZTY2IiCA7O9shPdVoNAB0fs30e9HdfcrOaqo1h1FoqufvUVxcQonWkAXY6K7aXrMJfKupVq8VmhrQKL7SPW/ePHr37s2sWbN4/vnnrZ4XFRXFE088UUqgf/nlF7p06cLKlSvp1Mnyf4TCwkIKCwvl99nZ2cTHxwfUSrcS7U5q167N+fPnady4sVw1ccyYMQwaNKjUuZMnT2bkyJGAYXKxd+9eqlatyvHjx31mrzmORuI9vefPG3vkPv30U+bMMVSn1u4yncg4GxW2Vr01UCPv5Y12L77Lxj0HiYkOJ+v0fI+N6+jeJUsR7hmzVjFg4FdWI+PGY0stVqTrze/rib13jthsD2/Y4S+4u9JtTVNtrXQb89/RE7za7vpkTqPRsHLlSipWrOi0LdawtdLt6UwkRwh0PQVlNNUZPR01ahTLly8nSKOhcPsP8nFnV5iFpgYO6Vv38eCADwkPDyHv/PdKm2OCO5pa+aY+ZFzJsdqZRGiqfxEQK92HDh2if//+tGjRgmeffdbmufn5+RbTx8OuVUi1lXo1fvx4Q1/ua3/i4+PdM9wL2Io2G39mHEH2ZlXWyMhIoqOjqVevnsme+ZEjRzJ58mTUajUajQa1Wm0yQQCD8NWrV4/o6GgiIyM9bpujSFH0Ro0a2XxOnth3bYwzKweO2tO/f3+r5zu7x8r4fEci74FWzbSsMiNtFbU7v8LGPQcBiIoMcztibBx5dnTvkqVo/4QpC9FqdWg0aovXG49tHiE3v6839iS7spfMn/ZG+xvuamqtujex9OQu7uvRDQCtVkuHDh3kfbmewFw3Jcdt7NixQk9dRAlNdUZPBw409CUu0WpNjju7wiw0NXB4/wuDo93p/sZOX2usf55YhTUfwx1NtYfQ1MBEsZXuc+fO0apVK4qLi/n999+pUaOGzfPL0kq3I5Hb++67j+zsbGJiYlizZo18TWZmJgUFBXJVz3PnzpWqmO3uSitAfHw8sbGx8nvzicC4ceMYOnQoEyZMYPjw4fJx88h9ZmYmp06dcskGT+Gv1Wsdwfh3KRUbnDfmdZ56qK18zjPDp7IgfSs9OrRg/jjLRbWMMY/iz0hbxcjp36ECPuz/VKnIflnYh+ZvuLIvTvo9AKhVKnR6vUsRY+MItSTWrkTiXf0cPNMb3NF7+wv+ZKfSK93mYz1Rvw1aI0fpyy+/pEmTJg6PYU/zJA2QtBKwqqeWKma7q6llSU/BvzVV2tf9/ss9ebdvz1KfO/LdKzQ1cIhs1ZuCgnz6PHkv6zcfcHnlFXB5FdaRqubWrnFFU80/86S2+JNO2cLf7PTrle6srCweeughMjMzWblypV2HG6B69eqcPXu21HHpmK0xQkNDiYmJMfkD0KVLF9yNObgSHXelWqh0TUFBgXwsOTkZlUqFTqeTi40ApKSkyL2jXY3kmwcjBg0axJgxY+T3w4cPp1KlSjYnCJbGUQJPr2Q7izsrKMb/VipVqgTAjAWrTc7Zsv8ftDodW/ZbrmtgHlU33y81MXURV7JzyMjOsRjZLwv70PwNVyrAvvV0F/n1qGFPOBQxthS9N46KOxJ5llLHT5y6yICBX7lUIdz4np6uYBoovT8DxU5HsKapro616Nh2hqRc72DSt29f7r//fof12Z6mJicnm3SXMNfToqIiWSeKiopk/YTrLayk8aXv8xEjRpRLPQX/1tSbbroJgG9XbLR4rSPfvbY01dIqtdBU5SgoMGS5rtv0l9Pfr8b65+gqrC1NBetVzc3HcEdTzbXEk5oaKDoVKHaa43Onu6CggG7duvHPP/+wbNkybr/9doeua9y4Mbt370Zn1DYJYNu2bURERHDrrdZbBVgjNzeXxMREkpKSSo3rKNbE3pYomAtWWloa9913H/fdd598fosWLVCr1bRo0QJAdrgA1Gq1XMlTSrkvKiqya5+jzn5QUJDFyp9Dhgxh3Lhx8vvMzEz59bhx4xgyZIjDY/kKS/v6XHGA7V1n63NX/o1IGP9buffeewHYtM/QKkoS/5YNb3WrxceQ5O5UjImiUkyUxTF8XSisPGBeyM6RNMNpP6wAoGb1Srw3tKcssrbS4iwJk/HkwhGxllLHAbRanUsi525ama2fMVBS1gLFTqVo3bUDS0/uQnWtWGpWVhaJiYlyezFHNdWSniYlJdGhQwfUajWNGjUiOTlZ3poGEBISQlJSEsnJySYr+ECpQqbGBdnKm56CqaYCPtdTsK2pV65cAeCfk6UXacC2w+uIpjritAtN9Q17/z4GgEajZtg7j3NTfBwtm9V3OE3cWP+k14DN621p6tj3nnHI+XVXU4WeBo6d5vg0vVyr1fLYY4/xyy+/sHjxYjp37mzxvLNnz5KVlcXNN98sV+z84YcfePLJJ1mwYIGc3nXp0iVuueUWOnXqxPffO15AQWpvolKr0Ouu//g1atRgyZIlTv1M1tLOHEm/kq7Ny8sjOzsbQJ44SC3CpHQ46T3A0KFDAdP0uLCwMGJjY0sVXrP22laKXEhICLfddlup49Kes0qVKplMEGJjY8nIyECn05mkCEr8/fffVoMC3kRaoTBuDeNqWpy966TPbaUmmhfwMR9zxIgRpKen06FDB8aOtVyVWkqdK9m5gLrd+jmUoialvrVseCtb9v9jkgLn61ZXAlMcTTO8mJFJtQ4vAnDywBfE14qTP7NVnGTGrFWMGG0otjb2vWdcioRLaVwtm9Vny7ZDPknnMk8dK8sFWJRAiZZhjrJibhrfffIlVy5clo/FxsYSFhbmkKYaa6V0rvFxW5pqfE6HDh3Yt29fqe9tZwuylRU9hdKaCnhVT6X5kPm8xZ6mSnRp04SVm/c6nCbuyPexNT01/kxoqm94cfR0vl68lkZ31Wbv5imA+8W67F3/9PNT+fHnzfR8tBXfzrb/b8oSSmuqo9vKBI7jl+nl77zzDkuWLOGhhx4iIyODefPmmfyRGDZsGA0aNOD06dPysaSkJJo3b85zzz3H6NGjSUlJoV27dmi1Wj744AOX7Pn+j3VMX7MAzTXH/syZMyQkJPD5547vsbFW5MPSarZ55FaK1gJyip4kMNJkQEqH69ChAyqVSo7OS9eGhIRQrVo1QkJC5MivsU3WXtvC2qq/Xq9nwoQJJhMEMEToJ0yYYDUV0NUsAnex1GrN1bQ4e9dJnwOlIvDWWomZj7l69Wp0Oh2rV5umj1v6t/PlwnSHU9SkqPqW/f+YROhdSXEW2MbZAjmO/g7vTh4NwI3xcSYON9iO+L7yQieio8LJuJJjN5puLfotrQB8O/str7RLsYS9wjCCsstDvZOYs3M1S0/uotpNtQCDxpw7d84ksGxNU3U6HSqVStZT4+NgW1ONnXLp+3rfvn0muil9nxsXZLNFWdFTKK2p3tZT48wCZzRVai27fONutDodC9K3moxv7Xvake9ja3oKQlM9jT09XbRhPwDt29whH3NXK+xdv2XbIbRaHVu2HbI7lr9qqtBT5fDpSne7du1Yv3691c8lU5KTk/nmm284duwYtWvXlj+/cuUKgwYNYtGiReTn55OYmMhHH30kr/45iqWo/IGd+xny2HMm5z3xxBMW23m4gqXIrrVVcuNoskqlIjo6mn79+vG///1PXtV+8803S6VNS3vQpNRzV4u/pKWl0bt3b2rVqmWSgmde/CU2NtZkwmBpD1pJSQkHDx506ll5Ck8UlPPkPe3Z07p1a/n3u2nTJvm48b+dwsJCrly5wu11avFH2v+css04Cg8waOoc8guLuKdBHS5cuVoqOi+i9s7jjQI5p89f5sbOLwPw0Zhn+eyLX5yKjDtaxMzTq8nujOepIin+VmzFX/DnlW5z9m3Zxcgn+8rvw8LC2LBhAw8//LBbmtqiRQtWr16NXq8nJiaGfv36eUVTy4qeQuBo6jvvvGMy13yyUyuTlW5PfE+b6+Mzw6fy4+othIWG8PC9CaVWwS1dI7CNvd9TcGJPdDoduee+JSIizMII9nFWI5wpCio0tfzglyvd69atQ6/XW/0jkZqail6vN3G4ASpWrMjMmTO5dOkSubm5rFu3zmmH2xq3JzRk6cldJA247nj/8MMPJCQkcOLECbfHt7TybWuvcUhICGAIRGRnZ5OSkiIXfSkoKGDPnj2l2qGAYfIjFXsxLv5iDWurBevWrSMvL08+ZqnaakZGhsmeNKn9iTE5OTnOPywP4W7rLkcwf37m9zT+XNozKP1+zHnzzTepVq0ab775pslx438777zzDgCHTpwudb09jPeRTUxdRF5BIXq9nj2HjluMzouovfN4o0BO096GvZ0316nGZ1/8YrICbCnybX7MeN+areIjno5+t2xWH41GTctm9Z2+1lOFYQK12IrgOo1a3sPSk7u4tcldgEH/mjZtSsWKFd3SVMnhBoNuSpoKhkAnQEREhNuaWlb0FPxPU63x3nvvya+nD32pVGq5J76nzfdlL0jfik6vp7Co2OIqOAhNdRZbv6eTZy/KWR+uOtxQWiPsaaqjegpCUwWlUaxlmJI4EpX/+cs5zB7zifxeo9HwzTffUL++Y//Y7UWEpZZg0l7sS5cuUVJSQlBQEFqttlRqWUxMjLzvW2Lo0KHs2bOHVasMXw7G+7pTUlLk88PCwggJCZGj9cZYW4H/888/mT9/PmFhYaUmCGPGjGHIkCGoVCr0ej0TJ04s9bkUoT969Ci5ubkOPTN3USIK78zetGXLlpVqBecsOTk5tGvXDoCC378nONi1ojrGLU06tmgkovJ+yr+nznFr9wEAZP03l28XbDLZo21pb5a9Pd6+ilL7wz5sEZW3TCCtdEusmJvG95/N5MqFy+ivTbZVKhWrV6+mYsWKJpoKyEHqsLAwk64f0nWhoaGljg8dOpSPPvpI1uKBAwfKe4fT09PllfLQ0FCHNTVQ9RT8X1MBi21T9Xo9iYmJAOycN4m7G9T1ut3GbcbaNLndonYKTfUc03/4hdcnzaZ61YqcOTzL/gVWMK974oym+lpfhKb6L45qqnC6bUwQdDodr973OGeOnpSPaTQaNm/ebLeCqC3hSEtLY+LEiej1ellobaFSqRgyZIicXi5hPpkwTpGTCqwZj2/NFmuiWrt2bc6fP0/jxo0pLi4GLKe8gWnkPjg4mL1791K1alWOHz9u82fzJEr0DrU3KTH/3F2nG64XU/t9zgQS76jnlv0C32Cr+I4tand5hVPnLnF3wzrs3vSx4ZiR8EpFUYwF0NM9O10txOZMn1GBbwlEp/v5Fl25ePoscTWr07LzfSz+ar78Wc2aNTlz5ozDmhoTE2OSXi5hrqlDhw41KXaqVquJiooyKXzqqKYGmp6C/2sqUKpYqkS7du3Iyckhvmoljv/ypU9sF/iGGWmrGDBhFnq9jqb31OP8hSy3tMRXmupuATWhqf6LcLpt4OwEQa/X82bnZzj619/ysRo1arBw4UKLzveIESNYvXo1oaGhcqqwsYhIQqZWq6lfvz4HDhywef/bb7+djIwMzp8/b3UyYbzPW6qiDZCXl0dJSYn8ubkttggODuaWW25h+fLlPP3004waNcrmHvfJkyfzwQcf8O2339KlSxcOHz4sTy58gbei8p4c1xNjtW3blry8PG69sToHf/7MLXsEvkHam6ZRq9HqdA7tJczJzadC294AnD08i2pVKwLui6sz10uTEcCj0XV/iNg7S1ma1ASa0z15wHA2Ll1NSFgoL4w0pAovmP41Vy5epsRIY6RV6MLCQpuOd6dOneSVa2tIumvclaJRo0asX7/epLYKOKapgaanENiamp6ezrBhwwDQ7nKupZnAv5H0FODGWlU4+d8lt7TEV5oq6Z5Go0ar1QlNLYea6vM+3YGISqXikxXf8v2f6wgyqnTevHlzOnXqVKqvZ3p6Onq9nqKiIpKSkkpV30xOTiYmJoaoqCiOHj1q9/4HDhzg3LlzqFSqUp+p1Wpuv/12QkJCSElJoVGjRia/8JKSEsBQpMWSLbYoLi7m2LFjdOnShb1799otKjdo0CD27t1Lly5dOHbsmM8nCJ7cb2a8b8yZZ2ZvTE9MNKR93f/+d97mec5W0hZ4D2lvWo8OLRzeS3j30wMBQ19uyeEG9/dmObMna+jbj1GpYhSVKkZ5tCdoIFZPFXvZlGPTcoOmFhcV8VDvJBakpHLxzDkq3lCFoTOu73vW6/UUFBTYdLhVKhWrVq2y6nBLmvrff/+RmZkpr4oDbN26VV4Jd1ZTA01PIbA1tU2bNvLr/IJC80tdQmiqf/Dy4x3k10PeftRtLfGVpkq61/PRVh7vsy00NTAQTrcTRMZE8/O/vzPr92WEhBqKsly+fJlWrVrx/vvvy+dJ+76lvxs1aoRaraZRo0aAQcikAi3me8psYT5JCAoKQqfTceDAAbKzs8nOzmbfvn2AYeWhqKjIpBUZXC/K1ahRI7vFSADy8/M5fPgwVatWdcjGqlWrcvjwYfLz8x3+ufwR40mBK21RbLWIc3SiYa1gTNOmTQHQ6nQU2ZiImRdtmZG2irj2yVRpnywmDT5GKrozf9xbJsV3rHHpShZHrwVVtv423qF7ONpOxBlxfuWFTlw+MYfLJ+Z4dELiqaIuviQQJzVlhbp31Jf/XjE3jfzcXKJiY+jRL5lWne9j6cldYCEobQljh1xqLSVhrqkFBQVERESwdetWzp07Z1VTY2JiyMvLE3pqA19ralhYmLxQMX72z4D7TrPQVP+gVWPD90FclRj6vfiQ17TE05rqaqswc4SmBi7C6XaBG2pU56fDW5m351c0Gg0Ay5YtIyEhgVGjRpGRkQEg/71v3z50Oh379u2ThaNRo0YWV66l4iD2CAsLk1exJVQqVSkRi4iIsFjsRZpEOLriffz4cY4ePUpmZmap+5aUlJCZmcnRo0c5fvy4SUTekUqjzuCp8eyNYzwpcCXab2ky4OxEw9qEonr16vK/ncxs60V1zCt/TkxdREZ2Dleyc3xaPVWsDjjHjLRV1Oj4EgC1byzdl9sajkaNnRFnd/qCSpQVYQ3ESU1ZIevyFfnvBSmp5GRmEx4ZyUO9k1gxN43nW3QlNCzU4rW2ip8aB7Itaaqxcy1hrKmWOofYwx09Bc9qqq/0FJTRVGmh43/fLgXcrx4uNNU/eGWMIX361no17J7rqd7WNu0RmuoS5VFThdPtBhUqV2TRse0kj3hDPrZ8+XLOnTtHVFRUqUh4ZmYmEyZM4Ny5c6xatUp22I05d+6cS7bExMQwZMgQkpKSaNGihRzBP3fuHJMmTSItLc2k5QngdKQ5NzeXU6dOcfDgQQ4ePMjff/8tvz516pTFqqqeSiPz9Hj2xnE3rc7SZMDZMW1NKKT2N/e98r7V681bmgxJ7k6lmCgqxkR5tKWVPUSbFOcYN+sntNecgV0bPnL4OkeE2BnBnzFrFQMGfmVx0uGJiYM921y5hzfsEihPj37JxNWsTo9+yfLrBvc05KmG7UkZMZ6Lp89SmG85a+zQoUN2xw8KCpK/UyU6derEmjVrbGpqSkqKvALuCz0Fz2qqr/QUlNHUl14yBC9z8w3p5e62ChOa6h+cvmBY0Jr75Rt2znQvhdmTmiqdN2L0fKGp5RjhdHuAx1/uw9KTuxgw6V35WE5ODhMnTqRjx44sWbLEYiq5eYTbEczboYBhhbuoqIj//e9/3HfffWzduhWdTkdISAhqtRqdTkdqaiqpqalyZL9FixY0atSISZMmMWLECKftKCkpoaioyO7P4EoamS/G87Rd5rg7wbC0V814NeGZZ54B4J8TZxwe85WkTlxcm8qltakALkXKXYmwe6N3dVnmap7h/3ZclRgqVYq2eI4lIXQkauzMBGTClIVotTo0GnWpSYez4zhyrvl5rkyWyuMesfLAQ72T6NEvmQUpqQA0uKchG5asIicz2/aFDhIUFFSqJefq1avp06cPXbt2taqpEoWFhSQnJ7Nnzx6aNm3qtKY6qqfgWe0KFD0F1zS1WbNm8uu3J88u1a7L3RVjdzXV1fuXZ00tKCziap5hu0WVyvaLQDq6KuxtTZXOAyzaIzS1fCCql7tYaXXF3DQWpKTSo18yD/U2FYFhPV7iz2277Y5hqX+oJzDu1w2QkpICGBxtqWJrtWrVuHDhgtx3tGrVqj7txSmwjaVWLcbHvvrqK7p16wY4VpnVvD+oVP3TkSraxrh6ncAxDp84Q/3HXgcg5+x8IiPDLZ7naqVSe9VCjT8HPNKexNFzzc9zpb1KWaqG6k38sXq5LU2F6y3DomJjbDrbklPsSYw1dc+ePaSnp9OhQwfuvvtuk5ZVQlP9j/vvv5+srCyCNBpKtFoT7XJHzzyhqUJPnedCRibVO7xIREQouee+89i43tZUezomNDWwES3DbOCJCYJxz9DZWy33r3ypTXfOnThV6rhKpSI6OpoWLVqwapXnUzakHtAjRowgPT2dkJAQCgoK5Eh0amqq3PqksLCQ0NBQ+XNf9eIU2MbaSrfxMalf95L/DaVLmwST6+1NCMw/dxRXrxPYx9B7dCZ6vZ5Gd9Vm7+Yp1s/1khD6Y9sRf7Qp0PFHp9uepkpOeX5urux0h4aHUZhfgEqlIiQslODQEHKzrtrt0w041M9bwlhTJc2W9FJKMweoVasWhw4dMtFcoanK8uWXX/Lll4Y+3dLqsPFKt6N65g1NFXrqPJ36fcCv2/6gzk03cPSPGTbP9YYj6yz+qF/+aFOgI1qGeRnjPWbW+GrjIvqNHVaqqqperyc7O5v169db7PNtTqdOnejU6fqXQFBQkEnVVSnlXKVSERMTQ61atUhMTJTbohQWFpYqYLJv3z4KCgqoWrUqb775ptdTw8oyni4WB5ZT6cyPVapUCYAxM38qdb35ni/zdDTzvWmO4up1IIq/mGP+PMZ8lSY7Ac/3us/mte4UILG1R8sfC7T4o00Cz2NPUx/qncTsrcvoM6g/oeGGytTxt9RFrVGj1+spzC+gIDfPYUfa+DxzTQXkKuVhYWEUFRXRunVrkyC5pJfG3UgyMjLYvn270FQ38aSm9u3bV359eNFnJtrljJ55Q1Pd0VMon5p64Oh/APxvwvOlPjPXNik1esDAr+zuSRaaKvAFwul2EqlSKsDsrcsspsFJ56yYm8ZDvZOw1sikoKDAZA9XUFAQYWFhshNtjLHYS21NjMcJCwuTV88PHDhgMqEIDQ0tlebmbiVRwXVcLUbj7sSibdu2AGz/83CpzzzlZHuS8l78xRzz55GRnSN/NmXaUpfHtVc8xdYeLX+sJuqPNgk8hyuaWlRQiF6v598/DvLK6CFyN4eS4ut6qlKpCAoOIjTcVE9Dw8NKOdgqlapUSnqtWrUAw37tgoICk61g5hptvqdZaKp7eEtTLQWoHUVoqn9w5qKhk8EdDeJLfWaubUPffgyNRo1Wq3NrT7LQVIGnEE63kyxISeXi6bNyQRcwnRCsmJvGjPcmyuesmHt99SooOIgqNaqiUlt+7CUlJRQUFJSqomqegh4SElIqfaGoqIjs7GzS09NLjVtQUCCnv0mISYHncLWIjDSxkCrhOosrBfDM8WWkvCwWf3Hn+Rk/j10HjlBYZGgNdGOtKm5VS7VXPMXVKLeoYirwBu5oqiZIw4KUVG6+q0GpcfV6PSXFJRTmF5g43oX5BaUcbPO2XGCoep6dnY1ery/V3rOgoMDEIRR66lk8ral16tQBYPJc76b6+3rlubxp6qUrWQAEBWm4uW71Up+ba9srL3Ri2kcvuV2B3BuaKvS0fCKcbiexlAJnPGlYkJKKTqtDrVGbVFtVa9SERUZw6cx5sJP+dvXqVZuf9+vXjzVr1jB06FA5BS4qyrCPLioqSk6Jk/4WOI4rq8/ShAtw6trk5GSLlXAdxXgi+POarSafORoB92Wk3B9WBjyNO8/P+Hm07zsagPvb3cWJA186VC3VWsqc+QTA0kTElSi3L6uYiglJ+cFdTb14+iz//nHQ5fubO9R16tShWrVqsqaq1Wo6duxITEyMfK5arRap4w7gajZXUlKSXH/GmWutaernnxuKlBUU5DtlhzGOfNf7euW5vGnqgImzALgxvorFay1pmzMVyH2pqb6uCi401T8QTreTSPvKjFPgLPUQfWX0ELnNifS+z6D+xNWsjiaodH9uYyztSbv99ttRq9VUq1aNSZMm0adPH1JSUigqKgKQ251kZ2eTk5NDQUEBOTk51K1bF7VaTYsWLTz4FMou7vQtdfbapKQkBg8e7NbePynj4evFa0yOOxoBL4uRcl/iief32/b95ObnAbBy4bt2zracMmcsqOYTAFsTAuPr7ImyL/eBiTYl5QdPaKq542xOUUFhqWOh4WFExcZw810NTNLNjx07xrlz52RN1el0pKenm6x6d+jQQaxqO4Av9RSsa6pU/wRg3c4/nbYFHPuuF3rqPraeobSV7pmebT16T3NNNddCb2iqr/dVC031D0T1chcrrTqLVHm1wT0N2bh0texYq1QqNEEak71o5kjVzs37iDqDtSqqlqpkW8LR8wIdd35OJZ7R+++/z7Jly1Cr1RTv+NEn9xR4lqg2z5Kfl0vXhxJY+sNwh64xr7TqajVS4+sAtyuaSnbFVanAnv1H6floK76d/ZbL4xhXkhWtSzyHP1YvdwZjPT24az8XT5+VP5MqmtsiKtbwM7va51uqZm4JoanX8Sc9bd26NQUFBXRp3YQlnzj2PSvwL4Lu6YEePcf++JzaN1X16NjG+iI5qK5ooSc11dimDZsP8OPPm4Wm+imiZZgNlHC6pXYoEsYtTpq0bcHuDVspLiyipLgEbUlpB1yqoCrtRQsKCiIoKIiCggK5ArpWq5Wdc+OeoWq1msGDB1sULkv9oC3h6HkC31JcXCxnMRTv+LFUgSBPItqbeB7jvty6rJ/srthZw1nxtNSvE6735TZ+7YwYSxMOCY1GTckVz1T1F21OPEegO93mehoUHIS2REtIWCgvjDRMSGeNmUpRQSFValTl4ulzgCElPTgkRN7nXVxUhE5r0FS12lAF3VoQvFq1apw/fx69Xm/T6Raa6p/873//Y968eWjUaor8JEAtNNVx8vILiG7dC5UKdFneXa11xRm1panO9MU2xljz/jtzGa1WJzTVTxEtw/wA42Iw5m1QpBYnOZnZbFqeTk5mNoX5Bej1OjkKb0xBQQH33nsvKpWKsLAwBg4cSGxsLGBIfyspKZFbkQFcuHBBTrMyd7iN91k5WrDE1cImAu9i3HLul027vXqv8lgp1V3sFdZp/uwwABrecZPDDrellDVn95RJkfwt2w7J1xmP4WoqmpQyl3B3PTQaNT0fbeXU9Y6M7Q9tTsT+OGWQNLXBPQ1Ra4ynLypZU+dMns6ClNRreqqXHW6A1l06EBxqKFQaHBpC6y4dUKlUhIaHEREThV6vp+INccTVLF2k6dy5cwwZMoRq1arRr18/k8+Epvo/vXr1AkCr05GT6/rebk8iNNVxpn67HAAVKo9/79pLJ3cEW5q6Zdsht/R06NuP0fPRVkJTywBipduLUXkpGh9Xszqzty5j8oDhbFqeLkfWwRB5b92lA7s3bCU36yp6vd5uepyUbt6iRQv27dtHo0aN2LrVUEirVq1aHDp0iA4dOjB27FiL14sIe9lCSptLeqA5P0wc6LX7SFH5lg1vZcv+f+TovIjWW6dO11c5efYiN1aP49iyz00++/PwCRo9+Q4Aeee/Izw8tNT1liLunohO24vku7pyXl7S1AJ9hSBQV7qNNbVHv2TmTJ4OIGsnGFLH+wzqz5zJ002Ow/UVcU2QhrDICIoLiyjML0ClUtGmW0cO7tovB8jnTJ6OXqcnN9u0sOmiRYvkdmISQlMDg8TERPR6PSnD+/Ly4x2VNkdoqhO0eW44W/b/A+CRdG1jnfK2prqzci40NTAQK91+gHlV1kHTxrH42A7aPtzpenQ9OooNS1aRm3WVkLBQomJj5Ei8NaQV7X379pGcnMy+ffvkiuZz5sxh+/btVh1uEBF2b+Ju721X6NrV0ON28drtXr2PVCl1y/5/TKLzIlpvHVtFYVo/b2j51q71nRYdbrBc/MTd6LQjYu5spH/E6PmcOHWREaPnu2RToOFPKwTlCWNNfah3Et/tX8t3+9fSpltHWVMBUkaMN9FU6XhJcYncSiwnM1susKbX6zm4az+ztxoc5gUpqfQZ1J/v/1zH0pO7ePKNvrIN3bt3l79zJYSmegdP62n9+vUBGP7ZPI+M5y5CUx1n+4FjAFSvWtHl711rGVzufJ9LK7SAVc10Vk9nzFrFgIFflavCZ+VFU4XT7WGMU8qlqqyAfAzgzmZNqFKjGi+MfEsu5CKlxgEUFxahUqmIq1lNHjc0PIw23Uwjs+fOnePjjz92qcKn6CnqHdyp1uoqUtpcsVZHyg8rvN4n1NyRFBVbrWOtpcvug0e5mmf4/748zXpRH3Mh8kT0W1QxdR9X264JnMcTmgqGDDFp65ZarZYrl0vOuhQct9Q3/Jl3Xubno9uoVPUGwKC9CQkJrF+/HhCa6i08raeSVmZezXP4Gl/03haaapvi4hJKSooBOHN4lsvfu5b01J7DbA9v6OmEKQvl/dtl3QmVKC+aKtLLPZwKZ55SbumY8Xu4vucsKDiIsMgIedKgUqlMUubCIyNNiscY89BDD9GoUSNSUlIA5D1nZb06qr+hVEXahIQEAGreUInTFzJKpTOLdDX/IrJ1Hwry8+h4f2NW/fyew9f5IrXcF2OWt9Q5fyOQ0ss9qanGmGtq24c7cWezJnLKep9B/QFKvZ8/9QuyLmXI48TExLBixQpCQy1nqwhcx9N6qtfrSUxMBCBn8zzCw8LsXmNti5DQVN+xasseOr82lrCwYPIv/OCxcYWeCjyFSC9XCPOU8hVz08jPzSUqNkY+ZnzO7K3L5YIwOp2OPoP6ExUbQ1RsDCFh10W8uLCI/Nxc+b1KpSI2rrL8fsWKFUyYMIHs7Gyys7NJTU1VZNW1vKPUioc04dPq9BYj5CJdzX9Ys/0PCq715V72o3OtazyRguVuRNmThdzEarvAHp7SVPNCheaaunHpahakpMoO+oKUVOZMnk5OZjY5mdksSEllQUoqWZcyiKtZnZtuqwcYAg6tWrXi008/9fKTKH94Wk9VKpVcfLRT/zEOXWNt1Vloqu+Y/8tGAOrWrmbnTOcQeirwNcLp9jBS+ttDvQ0iIYl4eGSkfMz4nBVz0wgOCUGlUtG6Swce6p1En0H9CY+MpFmHewkKvtYOrKTEJFqv1+vJycwiKjZGPseYVq1aiX1m5Yi+fQ17Di9dybKYzizS1fyHzq+PB6Drg/cQbOH/ri38IQXLksA7W3m0vOzfEriPpzQ1skI0oeFhBAUHyQ64uaZWqFxRrlx+8fRZcrOuEhoeJjv4xs79tPQfmLs7Xb5+zpw5tGrVCq1W66tHI3CBzp07A7D1WlEue1jbIiQ01Xcs3bADgHHvP+3RcYWeCnyNcLo9jPH+MzCNwJt/BobUtcL8AiIrRDNo2jjg+p6yTcvT0ZYYBFxboiWuZnXaPnz9y6GkuITwyEj6vj/IrH0K/PTTT3z00UfMnj1bpJaXA9q3bw9AiVFlfGOsTRwEvmXB6s0UFxcBsPj7YQpb4xqWBN7ZSLs3JjvlpeVIecOapja4p2EpPQXLmiqtWBcVFMrF1IJDQ4irWV0usgbw7x8Hmb11GX0G9UetMfTtjqlUkT6D+st7vI0DALFVKrH05C7ubH4PAIWFhTRr1oyXXnrJ249F4CKDBw8GDFkQ7iA01TcUFhWTfa3F231tGipsjefxVz0FoaneQDjdHsa8CItxBH7O5OlcPH1W3iNmjR79klFr1Oi0OkLCQlFr1LTp1pHZW5cxaNo4k0mCVMX1ldFDiKtZnX5jh8kOeElJCZ07d6ZFixacOnXKaz+zQHluvPFG+XX21VwbZwqUpPe7hhTU53q1R60OzK9fSwLvD5F2kWJXNrGmqQd37efi6bPMeG9iKcfbGlI1c6mt2Oyty3hh5Fsmn0v3kDS1R79ki8XVjBn/45fM3/cbqmv/p/fs2UNiYiLnz593/QcXeIUwo33cMxem2zhT4A9cupaNEhoaTHR0uMLWeB5/1VMQmuoNAnPW58eY7z+zh7TfrLiwiKcatpcrtLbu0gG1Rk2zDvey+NgOOWIP8MLIt2QH21J6nWGyUI3ImGgAiouLefTRR+nVqxflsG5euSEkxNBqrkO/0QpbIrDE3OXrKL6WuTJzWn+FrfEs/pCm5y8TFYFnsaapxsFpY2e4z6D+hIaHkZt1lckDhsvHpHacfQb157v9a020s9/YYcTVrG7igBtrqiO6HlMxliXHd9B78ADAkK7epUsXuWK2wH+oUqUKAOO//klhSwT2GDj1GwDiqrhf8DFQ8Ac9BaGp3kA43R7GfP+ZMX0G9SeuZnW5CuqKuWnyZKEwv0Au1gKwe8NWdFoduzdsla+X0uwAq/e4bsNyvv9zHYuP7yAiKhKAQ4cOkZiYSM+ePd1OrRL4Hw888AAA+/457tP7+qKlirfwpe0vfGCofPvOgIftrnL7Kq1Lus/Tz08tdb9ASy3zl4mKwLNY01Tz1WhjfSwuKkKv17Npebp8Lhj2cBtnmjmnqdY/N6bngOdYcmInYUa6m5CQwH///efkTy7wFm+++SYAx89cUtYQKwhNvc7v1/beTxmX7NY4vtTUyjf1ofJNfUrdS2iqQDjdXsDS3m0oXexlxnsT5XYloeFhqFQqGtxjumclN+uqPI69FDdLqNVqfjiwgUmLUuWJ/tGjR2natCnDhztXOVng37z22msA8mqqrwjkKq7WbPf0xOHLn9LRarWoVDB57LN2z/dVWpd0nx9/3lzqftJnAwZ+FTCTBEHZxBFNNd6+1bpLB1QqFcEhIfI1xYVFJn+Da5rqCCqVigUHNpA88k35WPfu3enWrZtH7yNwjQcffFB+ve+fYwpaYhmhqQb0ej0nzxkCI43vquOWXb7U1IwrOWRcySl1L6GpAuF0ewFHhHxBSio6rU6uohocGoJer+fgrv0AJoVcpHGcTV03pkGTu1h8fAfTfvsRdZAGgNWrV5OQkMDMmTOdHk/gf8TFxcmvl23Y6fZ4jopkIFdx9VU7mP4TvgJg6FuPoVKp7Ea8fZXWJd2n56OtSt1v6NuPodGo0Wp1Yk+XQFGccY6LC4s4uGs/kRWiKcwvkK8JDg0x+Rvc01RHeLxvbxYd207lqobv5rNnz5KQkMCvv/7qlfsJHCc4OBiAn37daudMz+CM0yk01RSNWs0t9WrYPMefNLVSxSgqVYwqdS+hqQKV3sebfHNycpg8eTLbtm1j+/btXLlyha+//tqhtlapqak899xzFj87e/Ys1ao51sMvOzubChUq8MNf64mIjnLGfIeQ0salIme2zsnOuEJhfgGh4WHEVKpIg3sacnDXfnkSYG8cV5k+bAwr5/9scuypp57inXfe8eh9BL7lvvvuIzs7mx4PtOD7ie79Lut0fZWTZy9yY/U4ji373EMWBgYz0lYxMXURQ5K7u1Sd1vh69Hr6T5iJSqVCl2XYQ1j7jpc5ceoiN8XHcfyvLzxsveeYMWsVE6YsZOjbj/HKC51KvRcEJtnZeVSo1YusrCxiYtzfK+mvmio52NKWLm/pqSP8tXMvQx97QX4fExPDL7/8YlLYS+A7nn32Wf766y9CgjTkb/vB6/crz3oKrmnqyJRvGT9rITHR4Uwc3cem9ghNFSiJo5rqc6f7+PHj1KlThxtvvJG6deuybt06p53u0aNHU6eOaapJUlKSw+Ll7QmCMzzVsD05mdlExcbw3f61PN+iKxdPnyWuZnVmb13m9ft/Pf5TFn7+jfxepVLx888/U6tWLa/fW+B5XnzxRfbu3YtGE0TR9u/dGstdx7M8YzzBOn8pm8LiQl57uTOfTn4RKC28gUKgTGycJVB/H64SaE63MxhranhkpE/11BH6d+jJyb//ld8//vjjDBsWmO0DA5mMjAw6duwIQOG27wkKCvLq/YSeOk+rZ4fx+5+HGT7wMeb/sNGm9gTqd3hZ1NRA/V24g6Oa6vP08urVq3P27FlOnDjB5MmTXRrjoYceolevXiZ/AjVabF5czTzdzdpeNk/x3LDXWXpyF0+8YXAG9Ho93bt3p3nz5hw+fNgr9xR4j08/NbSk0mpL3B5L9CF1HSnFrmOzhhQWFwLwv4nPy5/7skCJI8VbHC3wUlarmYrWKGUHY021lD7ubU21x/T0H5m37zdUasPWsp9++ommTZty8uRJRewpr1SqVEl+vevgUa/fT+ip82w/YAhOtWrWwK72CE31H4SeWsfnK93G7Ny5k8TERKdXunfs2MFtt91GREQEGo3G6fv6U1TeHtZWvh1Jt3MWnU7Hy+0e5dzx61VWQ0JC2LRpU8D2FC6PJCQkALBi2kg6tmisrDHlnJBmT6ItKaH3k/cy58s3FLHBkUi6L6Pt/hgF90ebvElZXum2hy811R4zP/iYxbO+ld83adKEL7/80if3FlzfjlW1cgxnVs9W2hyBGZp7DP8P9dn+5bwJTQ0se3yB3650e4L27dsTExNDREQEDz/8cJlckZWi8Q3uaUhUbAz5ubkmkXlvVF1Vq9V8tWExS07spHaDWwAoKiqiadOmPPLII2i1vq2KLXCNyEhDq5qvl6xV2JLyzdeLf0NbYsg4UMrhBsci6b6MtvtjFFy0Rin7KKGp9nhx1DssPr4DTYihqNfu3btJTEwkIyPDZzaUZ959910ALmRkK2yJwJzUxYb5S3Cw8wtr3kZoqm2EnlonoJzuiIgIkpOTmT59Oj///DODBw/mt99+o2XLlpw6dcrqdYWFhWRnZ5v88ScspbtJE4DdG7aSdzVH7uFtPHHwVhq6SqXis1XfM2PdQjTBhn1Op0+fplmzZjz44IMUFha6fQ+B92jbti3gu6qsAsu8PMYQ3R74+iOK2uGIAPpSJMtiOl15o6xrqi9T0NVqNYuO/M6Tb13f4tWxY0d69erl9XuXdxo3bgyAXg/Fxe5vyRJ4ju9WbQTgoQ53K2xJaYSmClwloNLLLbFp0ybatm1L3759mTFjhsVz3n//fT744INSx/0hFU7q163T6kzS3aRUt/zcXHIys1Fr1Lwyeog8cTBPjfNmAbZz/52hX7vHKS663t+0V69evPnmmx69j8AzXLlyhQ4dOgBQtP0Hl7ZgCFxnRtoq3p3+HRnZOahUoM38SW4NKBD4A+6ml5d1TfV1QVMJrVbLk3e1pyAnVz72008/cdNNN/nMhvJG06ZN0el0vPJ4R6YP76u0OYJrhDZ7kpKSEn6eP5hzF7LKXbqyILAo0+nlxrRu3ZpmzZrZ7Hs5bNgwsrKy5D+2VsV9gXEUXerXrdaoTYq9PNQ7idlbl8lFYVp36cCClNRSK9wStvqNuhu1r1arBguPbCV150r52Lx580hISGD06NEujSnwHhUrVpRf/3lE2X/r5ZGJqYvIyM4BYMTAJOFwC8oc/qSp5vrmCU2117/bWyvhGo2GBQc28PzIt+Rjjz/+OO3atUPB9ZEyTWJiIgDfLF+nrCECGb1eT8m1rVnduzX3u/RpgcBVAt7pBoiPj7e5Byo0NJSYmBiTP57AVeGVIutzJk8nPzeXqNgYXhk9pFTxllB1EI8nP838bSs5uGu/nBpnCWlCYakAjKf2qlW+IY6lJ3fRe3A/+diSJUtISEgok/vqA5ngYMMewY/mLlbYkvLHPfUN7QxVwOiRTylrjEDgBfxJU431bcXcNI9oqi09Nb+nN3i0by8WH99B9brxAOTk5JCYmMiCBQu8cr/yzMsvvwxAfkGRnTMFvmLxuu0ABAUZXBSRPi0oK5QJp/vo0aPExcX5/L6uCq8URQfIycwmPDJSFveKIZFkbfmHG68E0TC4Gk2ib+QuzQ1sWLOWlJQU7mnchIunz5IyYjxJt7VyaHJiL2rvLD0HvMDSk7t4dfz13qJPPfUUTZs2Zc+ePR65h8A9OnfuDMDPa7YpbEn5Y9G6HQB8+O5TYpVbIHACVzTVWN8WpKSW0tRDa7ZzesUOWVNvV1chMaY2Wzdt9htNtYRarebLdYv4eMk38rGJEyfSokUL8vPzvXbf8kbDhg3l14dPnFXQEoHE2p1/AdCk8c2AKMwlKDv4rdN99uxZDh06RHFxsXzs4sWLpc775Zdf2LVrFw8++KAvzQNcF17jNDepiurvi9OpmqXmZn0F2rdpS5UqVdCWlFCQm4dOpyMmKppHHnmEb+fPZ968ecTHx1OYXyBH959q2J6nGra3OGF4qHeSPCHxZDpc52eSWHJiJzfVrwcYWo699NJLJCYmip6jCvPYY4aIcH5hETqdTmFryg9vfTQbvV6PWq1ixKAePrmno/1ABQJ/xxVNNV6VbnBPQ9QaNQ3uacjvi9Mp3HmcZzo+Qreu3WRN1el05F3NISI0zKqmTh4wnEfqJDJ5wHCr9/SGplri1sZ3svTkLpp1uBeA4uJi2rRpw4cffujV+5YnwsPDAXjug88UtkQAMHvJBgCeery1IvcXmirwFoo43dOmTWPMmDHMnm3oi7h06VLGjBnDmDFjyMrKAgx7xho0aMDp06fl61q2bEnPnj2ZNGkSX3zxBS+//DKPPPII8fHxDB9uWRy9ib0UNPNUOfP3f27bTU5mNvVq16VPp8cozs4zcZDUajVhkRGlxq1duzarVq2icePGJtF9qRqrpft7Kx1OpVIxbfUPLD25i/pNDBFjvV7PY489xoMPPkhRkUjZUoI77rhDfn01N09BS8oPer2eT7/7BYAvP33VZ/cV+90EZQV3NXVb+np0Wh0FFzLp0+kxqt1Q1WQvtFptecojaWrT5s3o0S+ZTcvT0Wl1bFqebvX+vm4xNnLWFL7/ax0qtSF7ZvHixTRt2pT//vvPJ/cvyzz00EMAbN33j8KWCADy8w2FBPu95PvFNBCaKvAeijjdH330Ee+++y6ff/45AAsXLuTdd9/l3Xff5cqVK1ave+KJJzh8+DDjxo3jtddeY+XKlbz00kvs2LGDqlWr+sp8q1gq6HLx9FlmvDfRokhvWp5OfHw83377LTt37aRdu3ZMmzZNHk+v11OQm4cmKEg+Nm3aNNq3b8/vv//ODz/+yJZF6XLf0dDwMLIzrsgr3uZ7x0PDw0r1JvUkkxd9zdKTuwiLMESNL126RMuWLbn//vtFOpwCSPu673+ldJVhiRlpq6jT9VVmpImIrru8OtbQIiwoSMMLfR7w2X3FfjdBWcVZTS0qKCQ+Pp7U2V+zc9dO2rdvb6KpOp2OkLBQVCoVkiturKnfzp/PlkXp1L2jPmqNmrp31DfJIjPW1OyMK6hUKhrc0xBfERkdzZLjO3n4hafkn6d79+688sorPrOhLDJs2PWtcvkFBW6NJTTVPf4+fhq9Xo9KpSI4OMj+BV5AaKrAWyjaMkwpsrOzqVChgsfbm0htRqJiYwiPjKRC5Yoc2X8AwGTPWY9+yTzUO4nJA4bz8hN9qHfrLbRu2UpOpR82bBgDBgwoNf60adMYP348YHCo1q5dy/Hjx+nzbB9ad+kgR+cB1Bo1rbt04OCu/SYtUqQ2Kua2eJorFy/zUuuHKcy/LmDdunVj1KhRHr+XwDJTp05l/vz5REeGkblhnsVz6nR9lZNnL3Jj9TiOLfvcxxaWHbRaLSFNnwAgbe4gHn+khU/vP2PWKtFSReAw7rYMKz1e4GiqVGdBr9e7ranW7PAFer2eR29pgbbo+ha88ePHy+0iBc6RmJiIXq9n5EtJfPDKky6PIzTVPWYvXsNLo1OoVbMypw5+pZgdQlMFzlBuWob5E8YF0i6ePsvRvw4ByK1LjFPnVsxNI7hAS/v27bn1ttt49/3rzuj48eOZPn06ERERREdHExkZyfTp0+XJAcDAgQOpU6cO7du3p2liUzYsWSVPDlQqFTqtjoO79pdqkSLtIZ8zebpXU+MqxlUm7e/NfP/XOjmlb+nSpSQkJDBkyBCv3FNgSrNmzQC4mms9cj8kuTs3Vo9jSHJ3H1lVNuk7ZgYAISFBPne4QaTDKY3YA+gdvKWpERERbmuqlF3mCz21hEqlYtGR33ncaP/7sGHDFKlvUxaoVq0aAJ//uNLOmbYRmuoeoz7/DoBHOicqaofQVGUpq5oqnG4PYqkPaFzN6hZblyxISeWxRx5Fr9eTdzWHF5573iTFady4caSkpMiTg3Hjxsmfma+E9+rVS34dFRtDm24d5WIyUkpcj37JDJo2jvDIyFIRem8SGR3N4uM7eGX8UPnYb7/9RkJCAoMHD/bqvcs7LVu2lF9fzsyyeM4rSZ04tuxzXkkSkVxX0ev1zFm2HoD5M99UxAaRDqcsYoLmHbyhqeHh4bY1VaWyqqkVKlfk+RZdAfhu/1piKlX0qZ5aInnoayw9uYvKNW4ADNu6EhIS2Lhxo89tCWQ+/vhjAC5n5bg1jtBU97h4xfD/6a0B3RS1Q2iqspRVTRXp5R5MhXOGFXPTePWRp6lUsZLJcfPJQGxsLJmZmfL74cOH079/f5NrLl68yN13301khWj6DOov7zszXiGIq1md2VuXmTjhvkqDM2b9klV89NpwpA11KpWKKVOm0KZNG5/bUh5o0aIFxcXFdGjWkJUp77k0xoy0VUxMXcSQ5O5iImGBj+YsZsgnc1GrVZRcSfOrNmH2UuRECp1nCLTnGCjp5c7gC0013qLlD3pqzp5N23nv6etFHKOioli7dq1ffSf5K1qtVs4O2zV/Eo3r1/XKfYSeWic3v4CY1oaAV9HlHxXb020LW9/1gaYD/kygPUtHNVU43T6cIBgLdPdnn6RNtfpcuXDZpLpqREQEKSkpjBgxotT1Y8eOpV+/fuTl56PRaNCWlMiffboglau5OSxISaXBPQ05uGu/HHX3p0mBxGeDx7D6+59Njn344YdyFVGBZ+jXrx/bt28nKDiYwt+/c2kMsUfNNkEJPdDr9Yx//xmGvv240uaYUPuOlzlx6iI3xcdx/K8vnP5cUDYpK063xzQ1Lw9UKjC6zpKmGmurP+mpOf0e6Mmpf/6V3w8ZMoQePXzTwjCQad26NQUFBbRqXJ8Ns8Z45R5CT63zxU+r6TfuS2Kiw8k6PV9pcyxiSzOFnpZfxJ5uP8FaixGNyvDow6MiDWJ/DY1Gw5AhQ4iNjTUZJzY2liFDhxIUFAR6vYnDjUrFL6k/yvvKdm/YKn9k3oLFvBqsUrw2aSRLT+7i7rbN5WPvvvsurVq1EpXOPciYMYaJQ4lRv3tnEXvUrPP2x1/Lfbn9zeEG+ylyIoVOEGh4UlOHSpoKJg63NU29s1mTUi3N/EVTjUn59Uem/nLdaZk4cSItWrQgNzdXQav8nxdeeAGA7X96r3WY0FPrSPvpn32mvcKWWMeWZgo9FdhDrHR7OSovVV+Nq1mdBvc0ZOPS1YSEhfLW+HcZNWAgBXkF5F29vofI4ai8GXfffTcXLlwgKDiIkmKDQy6lwFmzx/wzJXn3mX7s3bhNfh8ZGcnSpUs9sgpT3klISABgxbSRdGzRWFljyhB6vZ6gBMPq0edTXw6IFCiBAAJ7pdujmjpuHP1efbVMaqrEh8+/xfZfN8jvO3fuzOjRoxW0yH85c+YMDz/8MAB5W78jNCRYYYvKF6HNnqSkpIQVP43kwQ5NlDZHIHAYsdKtEOZRb6n6ao9+yRzctR+9Xk9hfgGzJk/j8uXLJpMDgMmTJ5tMDoyj8yNGjGDy5Mml7nnx4kUuXLgAIE8OpHsDTB4wnEfqJDJ5wHATe8ztVTJi/+H8FL77cx0RUZEA5Obmct9999Gpk3Bk3CUiIgKAX3/fr7AlZYsXP0wBDH25hcMtEHgeS5rkUU0dPtxrmjp5wHC/WAF/d/ZUfji4AZXasPr/yy+/kJCQwKFDhxS1yx+pUaOG/Hrj7gMKWlI+KbmWwdnpgbsVtkQg8A7C6fYwxuluYJre3aNfMqHhYahUKhrc05Bfli43uXbatGkmBV/Gjh3LpUuXGDt2rHxs3LhxTJs2zeS6zZs3l7IjNDyMP7ft5vkWXeXWJxuXrjY5Z8XcNGa8N1G219x2XxMVE80PBzaQ9s9moitWAODy5cskJCRY7Fse6KSlpdG1a1fS0rw7KYuPjwfgk+9XePU+5QmdTkfq4rUA/JD6jsLWCARlE0ua5AtN3bJli/w6KDgYlUpFUHAQcyZPZ8XcNDYuXW1XUzctT1dUT42JiIxkyfGd9J8wUj7Wq1cvevbsSVlJdvSUnlavbihA22vE/zxglcBRVm7ZA0BIsEYU/hOUWYTT7WGkqHeDexqWinI/1DuJmEoV0ev1bFqezvx51/dcTZs2zaRn6PDhw+VU8v79+zN8+HD5s/Hjx5tMEubOnSu/joqNISo2hsL8Aln0JULCQuVJzIz3JjJn8nR0Wp3c89Q8Yq8UoWFhfLtvDSNmTZGP/f777yQkJJCcnFxmJgmpqamcO3eO1NRUr97n888NxVpKSlzf1y0w5blRhv9/ISFBPPZwcztnCwQCVzDWJEur3p7WVJVKhVqtZs6cOfJnLR+6jyo1qlFSXEJOZjZzJk+XNSgkLFTe9z1n8nQWpKTKmiq1N1NaT4158OlHWXJip7wF4OjRoyQmJrJ+/XqFLXMfT+npa6+9BsDFzKsesErgKLN+/g2Atq3vVNgSgcB7iD3dXtp/Ju3zUmvUvDJ6CABzJk+nIDdPTlcLCg4i9etUateuTfv27Sm+VuzKvA+3hPEkIjg4mHXr1pFTVMCD9z0gTwKiYmPkFicN7mnIpuXp6LQ6AOo1vJ2OTzzCjPcmotPqCA0Po7ioiNZdOjBo2rhS9/MXdq7bzOjkN9Drrv9THTt2bMCnnqelpZGamkpycjJJSd6rhGvcCmXb3Ikk3H6z1+5VHigp0RLa7AkAfkkbwUMd71HYIoHAOQJxT7exprbu0kGuJr5lxW+ypoaGhzHrq5kua+qmLZshLIhmd13fTyo5znMmT5ePSb256zW8nXMn/yMnM5vQ8DCCQ0MA6DOov19XNwfYs+l33nv6equ0KlWqsHLlSgUtcg9P6qlUB+Xy2lRiY5RpgVfeiGndh9z8PMa/30sUIhMEHGJPt8I0uKchADqtTk7dzsnMNtkfVlJcwrBhw6hUqRJffPEFwcHBVicHAAMGDGDYsGEEBwfzxRdfUKlSJTb8uYOQsFCT86T0u0HTxskOP8C/fxxkQUqqHIEPDg1Bp9VxcJd/7/VNaNeKJcd3MuqbT+RjI0aMICEhweup2d4kKSmJZcuWedXhBkP13tBQw7+RmT+t8uq9ygM9hnwEQFhYsHC4BQIfYaypUhbXpuXpJpqqLdG6pakVomNYss40ZVxqD/bd/rV8t38tfQZdd1SP7D9Ak7YtZD3NycwmPDLS7x1ugLtbN2fpyV1UqnYDAJcuXSIhIYGtW7faudI/8aSehoQYgiedX/PfxYiyRt61rjUDX39YYUsEAu8hnG4vITmyxqnboeFh8udBwYY2JadOneLpp5+mefPmrF271u7e5QEDBrB27VqaN2/OU089xdjXhlKYXyDfq9qNteQCL2BwwNs+3Am1Rk1IWCgXT5/l4K79zN66jD6D+vtd+pstEtq3ZunJXbTsfJ98bMKECSQmJpKTk2PjSsG9994LwDfLNtg5U2ALrVbLknU7AFj243A7ZwsEAk9hrKlS4LjyNYcRDKvO2pIStzT1ySefZOxrQ+XPomJj+HPbbouaamxXIOqpxDfbVzBi5lT5/WuvvUa7du3Q6XQKWqUsbdq0AWDPoX/tnCnwBHv/PoYevaF2gtTCTyAogwin20tIe9FeGT1EjnoXFRTKn5cUlxAVa0hB2Lt3L506deL48eMOjX3s2DE6derE3r17TY7rtDqO7D8gF3h5qmF7nmpo6HdYuVpV4m+pi1qjllcMzHt4BwrDZkxm6clddHyyO2Bo3dSuXTtat27N5cuXlTXOT+nTpw8ARcb93QVOc1/fUQBERoZxf7tGClsjEJQfjDV10LRxNLinIRdPn5M/P7L/gFyAyVOampOZLRci3bBklex839msCVGxMYSGh5Gfm8uKuWkBq6cAzTu2ZcmJndSuXw+AnJwcmjZtarInvjwxePBgAIpKtApbUj5YudlQRK3ezdUUtkQg8C5iT7eXe4pKSPvR7NG8eXN69epF69atiYuLk49fvHiRTZs2MW/ePH7//XeTa4z7iAKoVCqTYmPSe7VGjU6r89t+oq5QWFDAc806c/VKlnwsJCSEH3/8kVq1ailomX9RUlJC8+aGgl8X13xNpQrRClsUeBQWFRHR4mkAdqyfRMLd9RS2SCBwjUDc023OI3US5XoltnBUU+NqVpOdeHuaGhUbQ05mdpnU1KOHjvDWQ0/Jz1alUrF27VqiosrX3mZpX/fUgcm8/lRXha0p28R16kfGpQs83aMN82e9pbQ5AoHTOKqpwun24gRhxdw0FqSkyulmcyZPp7iwSE4HN8ZY8CVuuOEGoqKiyMnJkXuGOoL5hEEq8FJcWERwaIhJkRfJxgb3NOTgrv3y/rVAo6SkhBdbdOXy+YvysbvuuovZs2eL9hPXaNasGVqtlj5d2/L1B68rbU7A0bz3EHYc+JfYCpFcOTXX/gUCgZ8SqE63sab+uW03G5euRhOkMdE7MGietqSk1HFXNTU0PMxEt6UstbKsqZ8MGs2vPyyW37dq1YpPPvnExhVli65du3Lu3Dlq3lCRkyu+UtqcMk1wYk90Oh35F74nLCxEaXMEAqcRhdR8gKUWJsYY9xiVCrHEVKpo8dwG9zQirqZpas2FCxc4evSoU5MDMKSux9WsTtuHOxFXszovjHyL8MhICvMLShV5kWz0p56irhAUFETqjpUsPr5DriD7xx9/kJiYyFNPPVWu96dJ3HefYS/8ojU7FLYk8NDpdOw4YNjft21N+Uy5FAi8jTOaOmjaOLmVl5TqLVFUUEjtBreWut5VTS0qKDTR1D6D+pd5TX1j8nss+HsTQaHBAGzevJmEhAT++OMPhS3zDe+99x4Apy9cUdiSss2hY//J8zPhcAvKOsLpdgPjCYAlLPW97tEvmajYmFKrrxuXri610g0QFBxs9j6IuJrVTSYYlq7p0S+ZO5tdb3tirQe3dNwfe4q6glqtZuHhrUxYOAu12vDP+/DhwzRt2pTp06fbubps061bNwCy8/IVtiTw6DPSsMITGhLErbeIbQsCgTdwVlOl903atqC4qEg+T6/X8+8fB0tdHxQcVEpT6zW8nbia1W3adfNdDZi9dVm509Sw8HB+Pvw7AyaOlI8999xzXu+44Q80bdpUfn38zHkFLSnb/HHkFAB1brzBzpkCQeAj0svdSIUzTnUzjnSvmJvGrDFTKSoopE23jqV6YBv3G61c7QaLzrYlQsPDeGGkYb/LrDFTLaapS0TFxpB3NafM7TdzlqOHjvDmg0+a9Pju378/zz33nIJWKYe0Ty1n8zzCw6wHbgTXKSoqJrzFUwCkL36PB9o3VtYggcBN/DW93JqmvtW1N0f2H6Bew9uZuqz01g5JU1UqFSqVyuHMJmm8FXPT+PL9jyi51tfbHMl5nvHexHKrqXq9nifvak9e9lX52LRp0+RaIWURaUvWW8905aO3k5U2p0xy40N9OX0hg0e7NWPh/CH2LxAI/BCRXu4DrFUrXZCSSmF+AXq9nk3L00tdZ1yFFazvN67X8HaTFW3JyU4ZMb6Uwx0aHiafq1KpKC4sQqfVoVKpAjrS7i5169djyfGdPPDEI/Kx6dOnk5CQwMyZMxW0TBmkdhyi/6jjPDPifwCEh4UIh1sg8CLWNPXI/gMmf5sjaeqrY4ZalVSVSlVKU4/sP8CKuWmkjBhv4nAHBQeZZKM1uKchcyZPL9eaqlKp+OHPdbyX+ql8bMCAAbRt25aCAusLAIHM3XffDcD0H1YobEnZ5XKmIYjzxSevKGyJQOB9hNPtBaSe3CqVitZdOpT63HhiYXyu1LsbDJH1qcvmyvuTJayl3RUXFcnnRlaINnkdiEVcPM0bk99j6cldPPLSM/KxGTNm0LJlS86cOaOgZb6lbdu2APxx5ITClgQGJSVaFq7ZBsDytBEKWxO4zJi1itp3vMyMWauUNkUQgNRreLvJ3+YYa2rrLh1QqVQmzrVKpWLJiZ10fOIRkzR0sKypJcUlRFaIRq0xTJGkHuEgNDXxvlYsPbmLitUMleDz8vJo3bp1mSyyNmbMGMDQOqywsMjO2QJnybqaS0GRIdgVHRWusDWBhdDUwEQ43V7god5JpP29mSUndpZKLbd1bt/3B5n0/pw8YDi5WddTuaQIu7RXGa5H5INDQmjStoVc5KXPoP7ya8F1Xnz3bZae3MUtje4AoKioiIcffpjmzZtz5MgRha3zPl26dAHgSnauwpYEBve9LPXlDqV927sUtiZwmTBlISdOXWTClIUeHVdMPMoHU5fNZenJXRZTy80ZNG0cS07sJO3vzbR9uBNqjZqb72rA8y26MmvMVJM2Y5KmGq9qGzvsxvuyhaaaMmf7Sr7/c538fu7cubRo0aJMFS2tUqWK/ProGeeK7wnsc/aSoUhdxQqRooiakwhNDUyE0+1nhEdGApCTmc3GpatNeoPKr43S5/q+P4jICtEU5hewLX29fNxamp7AwJSlc1h8fAdVb6wJGFqOPfnkk3Tp0oWyXObg3nvvlV+fuyiqstqisKiIzXsPAbDulw8VtiawGfr2Y9wUH8fQtx/z6Ljemng4ipig+Dd3NmtC5WpVOXX4KBdPny21LUv6rlepr4vqq2OGEhwaQk5mttBUO0TGRLP05C4atTYUHSsuLqZp06ZMnDhRYcs8R3i4YQX20bcmKGxJ2aP3SMNWhbp1qipsSeAhNDUwEU63Dey1L7F2jvkxe+8lpMqtRQWFAGiCglBr1CatxD4fOUFe6TavYF5UUGhS+dUR+8szarWamZuWsPj4DqpUM3zpnz9/nsTERLp3716mIvbGSPu6h06bp7Al/k3r5wwVeyvGRpFwdz2FrQlsXnmhE8f/+oJXXujk0XG9NfFwFKUnKIGG0poKhiKjxmnqn4+cANfirPUa3m7iVAtNdYwx337OzC1L5LnJggULSExMJDMzU1nDPMCbb74JwJFTjhW8FTjOsdOGqvBTxpXPwrbuIDQ1MBFOtw0kwZ4zebpVobXU4kQ6NuO9iXI1VuNzrLVFkYrBtOnWkbia1QmLDL+WCqei39hhqDVq9Ho9JcUlgKGw2oKUVDntTbpOKvJir/2KwIBarebr7b/wyarvUQdpAPjvv/9o2rQpycnJyhrnBerVMziQP6zeqrAl/svVnHx2HzoKwObVouicv+KtiYejKD1BCTRc1dQ5k6fL11k6xxFNlfZnh0dGMnXZXBNNlQKs507+ByA01QWq1qrJ4uM76NzrccCQRfDAAw/wxhtvKGyZezz44IOAIS5TUqJV1pgyxpWrhm1u9W+rqbAlAgmhqd5FON02kAQbsCq01npxqzVqdFqd3P5EOmfF3DTyc3OJio2xWgH1zmZN5M+iYmNocE9DFqSk0rpLB6Jir5eil/ajSWlvg6aNM0l/s9ZHVGCZug1uYfHR7Xy5aTFBIYZern/++ScJCQl89tlnClvnOT7//HPAsJ9dYJl7X3oXgCqVY2hQX/TlFlhG6QlKoOGqpto6x1FNbd2lA2qNmgb3NJSD4eaaWnytWJbQVNd5ddxw0g5vISjUoKGbN28mISGBPXv2KGyZa0RGRsor+M+9V3bmAUqTd22rR2hIEDfExSprjMBvKOuaKvp0O9BT1FrvUEeuaXBPQw7u2i9fK/UTNe/zuWJumkkPUEDu5R0RHUVOZjZwPaW8ML+AqNgYvtu/1tkfX+Ag3079ku+mfmFyrHv37owcOVIhizyH1K/70M+fccuN1RW2xr/IyLxK3P2GdLfTf8+kRvVKClskEHgWpft0O6upxucDJtda0lTp/PzcXHIys4mrWV1+LTnZkqa2fbgTuzdslT8Tmuo5Vn2/hGmDP5DfV65cmV9++QWNRqOgVc7z9ttvs2HDBipER5Cxbo7S5pQJegyazMI124ivWZmTB79S2hyBwC1En24P4koBFemag7v2m0T0pUh5g3samqTXLUhJRafVodao6dEv2WS13JjC/AKCQ0NEFVUf8PRbfVl6che9Bl7vH7lo0SKaNm3Kv//+q6Bl7iNNepau36GwJf5H82eHAlCtaqxwuAUCL+Csphqfb57i3aNfMlGxMeTn5pro6cXTZwHsrkxvWp4uKpN7iU5PPszSk7uodq1g6eXLl2nWrBlff/21wpY5xyOPPAJA1tU8hS0pO6zf9RcAb/brqrAlAoHvEE63lzFPg5Mi9Nac8VdGD+Gh3kk81DuJV0YPkScCUjE1tVpNn0H9TSYsoriLd3ni9ZdYenIXj/d7FgCdTscTTzxBs2bN2L9/v52r/ZP4+HgA3v38e4Ut8S/OX77Cv/8Zirvs2fSRwtbYpqxX+RQILGFJU8Gwcm2up8ZaaexY9xnUX04ZrlztBhOnXuip5/lq0xK+3LREfj99+nTatm2LVhsYe6SNu35s++NvBS0pO1zOygHg+d73K2zJdYSmCryNcLq9jLUIvfneMHuR/8vnrvWIVFHqHFHcxTckD32dxcd3cOOtNwOg1Wp5/vnnadq0KYWFhXau9i+kPeoFhWJftzEJzwwG4OY61ahW1b9Xuct6lU+BwBKWNBWwq6cP9U6iR7/k6zp5rUuYrK3XEHrqHarfWJOlJ3dxy913AJCXl0ezZs3kGiP+TlSUYdvEaxNnKmxJ4HP+ciYAarWK2Fj721F8hdBUgbcRTrcPMXa0jScA1iLqxuIvFYFp3aWDzXEF3kWtVjP91x9ZcmIntzS+EzCsfLdq1YrOnTtTUlKisIWOUaVKFfm11LajvHPmwmXOXOtd/vsa/+/JWtarfAoE9jBf0QZsrlI7oqlCT73LlMVzmLv3V/n9rFmzaNGihd+36Hz44YcB2HXwmMKWBD4TvzY4tbVqVFbYElOEpgq8jSik5kDRF29hraiahKViM64UdRN4j/y8fJ5ueB8lRpXAY2NjWbZsGWFhYTauVJ5mzZqh1WqZ+e6rPNfdf1K8lKL+Y69z+MQZbr+tFn/t+FRpcwQCr6F0ITVv4aymCj1VluFPvswfW3bK75OSkhg6dKiCFtlGKkBatP2HgCsG50/Uf+w1Dp84yzM92zJv5ptKmyMQuI3fFlLLyclh1KhRPPjgg1SqVAmVSkVqaqrD12dmZtK3b1/i4uKIjIykffv27N6923sGexF7EXVLKXIi9c2/CI8I5+cjW0ndsZKQsFDA8G+0devWjBvn3/2da9euDcDbU1IVtcMfyMnN5/CJMwCkzR2ksDUCgcAVnNVUoafKMu77L/hy8xJ5f31aWhoJCQlkZGQobJltPvmudEBH4Dj//mfY0jHpwz4KWyIQ+BafO92XLl1i9OjRHDx4kEaNGjl1rU6no0uXLnz77bcMGDCASZMmceHCBdq1a8fhw4e9ZLH3cLaCqyP9SAXKULlqHD/9s4Vv/1gr7xVcuHAhCQkJDB8+XFnjrNCvXz8AsnPzFbZEeVo9PwKAuCoxNKgfr7A1AoHAFZzV1Ab3NJR7dwuUoXp8TRYf30HX55+Uj3Xs2JEePXooaJVlatSoAcDoL0WRPVe5mpOP7loBPdEdRFDe8LnTXb16dc6ePcuJEyeYPHmyU9empaWxZcsWUlNTGTVqFP3792fdunVoNBpGjRrlJYv9hwUpqeRkZhMeGSlS4fyU6AoxLD2xi74fDJaPrV69moSEBLZu3aqgZaVp3bq1/Lq4ODD2onuDS1ey+PPISQB2bXDuO0kgEAQuB3ftR6fVcXBXYHahKEu8/P4g0g5vIbpiBQCOHTtGQkIC27dvV9iy60ybNg2AqyJQ7TLLNhq2E1SIiVDYEoHA9/jc6Q4NDaVatWouXZuWlkbVqlV57LHrRQ7i4uLo2bMnixcvDrgK0s4iCrwEDt2ee4KlJ3fxziej5WOvvfYaiYmJ/P777wpadh2NRiOn9b0y7guFrVGO1s+PBKB6tYrE14pT2BqBQOArhKb6F6GhoXy7bw3DZ30sH+vXrx8PPvigXxQprVmzpvx6z8F/FbQkcPnqZ0MRvdtuqWnnTIGg7BFQ1cv37NlDkyZNZEdBomnTpuTl5fHPP/8oZJlvcDZ1TqA87R7twpITO6nXyNAmRa/XM2DAABITE1m/fr3C1kHz5s0BWLzOf1YTfMn5S5kcPmloObR7o3/35RYIBJ5FaKp/0qJDO5ae3EXVeEM696VLl2jevDmzZ89W1C6NRkNISAgAU+aJfd2usPOvIwB88b9XFLZEIPA9AeV0nz17lurVq5c6Lh07c+aMxesKCwvJzs42+SMQ+AqVSsXUpXNYenIXDVs1BQzO9zvvvMMDDzygaIbGI488AsCV7FzFbFCShF6Goml1brqBalUrKmyNQBAYCE0V+IKZm5cyc8tS+X1KSgpt2rRRtL1Yly5dAPgxfbNiNgQqRUXF5BYY5jsN6tdS2BqBwPcElNOdn59PaGhoqeNSa6b8fMv7bMaPH0+FChXkP/HxolCSQBnGfvc5S0/uIraKoYBIZmYmrVq1on379uTm+t7xvf/+663Cylv3wLMXM+S+3DvWT1LYGoEgcBCaKvAVVWvVYOnJXdS7qwFgmOc1bdqU119/XRF7nnvuOQBKtDoKi4oVsSFQOfKfIassNCSI0NBgha0RCHxPQDnd4eHhFlcFCwoK5M8tMWzYMLKysuQ/p06d8qqdAoE95u5OZ/7+NYRHGYqJXL16lXvvvZcBAwYoZlO/8V8qdm8luPupgQDcdceNVK7kfq9igaC8IDRV4GumLp/H7G2/yN1BtmzZQmJiIleuXPGpHTVq1EClMhixaK1/1GcJFF4da5hj1K3jWl0ngSDQCSinW6p8bo50TGrnYE5oaCgxMTEmfwQCpYmJrcCPBzby46GNBIcZ9on9/vvvJCQk+DSKf8cdhv3mi9du89k9leaf46e5eMWQErtp1ViFrREIAguhqQIliKtelaUndtH9ZUN/Z71eT4cOHXjxxRd9asdNN90EwBuTlN1jHmj8c8KwBXT29P4KWyIQKENAOd2NGzdm9+7dpfbzbNu2jYiICG699VaFLPMsK+am8XyLrqyYK3pBlgfCIyJY+M9W3p76vnxsy5YtJCQk+GQyIaXLnc8oP/symz//PgB3N6pDTEykorYIBALvIjS1bPHCiDdYdGw7oeGG7YZ79+4lISGBS5cu+eT+TzzxBAAXM6/65H5lgZISLReuBbpvulF0CRGUT/zW6T579iyHDh2iuPj6npmkpCTOnz/PwoUL5WOXLl1iwYIFdOvWzeJ+70BkQUoqF0+fZUFKqtKmCHxI+8e7sfTkLkZ8PVVOX5MmE7/++qvX7tuuXTv59alzF712H39hz6GjZGUZUhK3/jpeYWsEAoG3EZpa9tBoNKT9vYUer70gH3vwwQfp0aOH1++dlHS92n1xsfKtzAKBwmtz+eBgDdWrVVLYGoFAGRRxuqdNm8aYMWPk9g9Lly5lzJgxjBkzhqysLMCwZ6xBgwacPn1avi4pKYnmzZvz3HPPMXr0aFJSUmjXrh1arZYPPvhAiR/FK4jeoeWb5ve3ZcmJnbw8erB8bOjQoSQkJPDzzz975Z4ajQaAWYvWeGV8f6LNi4bvipbN6hMaGqKwNQKBwNsITS279BnUj5+PbiO6YiwAx44dIyEhgS1btnjtniqVStbM7m+LwK0j9Bv3FQCxFURmmaD8otIrULK4du3anDhxwuJnx44do3bt2iQnJ/PNN9/I7yWuXLnCoEGDWLRoEfn5+SQmJvLRRx+RkJDg8P2zs7OpUKECP/y1nojoKHd/HIHAq4x58R22rV4nv1er1axdu5bISM+JV+fOnblw4QLVKsdyevVMj43rb6zf+Sf3vfw+AMUZCwgK0ihrkECgANnZeVSo1YusrCyP7McWmirwB3as3cToZ9+Q31epUoVly5YRFBTk8XsNGTKE3377DY1GQ9H2Hzw+flnjjsff4NDx03zxycv0fa6T0uYIBB7FUU1VZKX7+PHj6PV6i38kBzs1NdXkvUTFihWZOXMmly5dIjc3l3Xr1jnlcAsEgcbImR+z9OQu7kvqCoBOp+Pee++lTZs2HqvcOn68IVp/7nKmR8bzVx4fOBmAR7o0FQ63QCAQlCES27dm6cldVI03FNW9dOkSzZs357PPPvP4vd577z0AtFqtx8cuixw6bshabdLoZoUtEQiUw2/3dAsEAlPemvIBPxzcQHSsIYqWn59Phw4daNOmjds9ths0aCC/Lqv7uk+du8SVq4Ze6HO/VKbHq0AgEAi8y8zNS0ndsVJ+/80339C8eXPOnz/vsXsYZ5r9sGqTx8Yti0jzE7VaRUKTegpbIxAoh3C6BYIAIiIykm/3ryXt8BYqxlUGkLdZuFPpPCQkBLXa8HWwdvsfHrHV30h4ZhAAje6sTXR0hMLWCAQCgcBbVK4ax9KTu2j3eBcASkpK6NKlC2+88YadKx0nNjYWgNFf/uixMcsi47/+CYDQ0GCFLREIlEU43QJBABIaGsqcXav5csPPYFbp/KmnnnJp5btWrVoAvFYGe48eOXGWS9fau6xfMVphawQCgUDgC96ZOpqfj26TC59t3ryZxMREcnJy3B67X79+ABw6fsbtscoyG3cdAODZp9opa4hAoDDC6RYIApjqtW9k6YmdjPvxK3ml+vDhwyQmJrJ48WKnxho92uCM5uQXeNxOpUlMfheAhCb1qFBBFHoSCASC8kJQUBCLjm2n2/NPAoZ053bt2tG3b1+3xu3evbv8+vBJ4XhbY80Og9N9b5s7FbZEIFAWz5d0DACkVcC8nFyFLREIPMPNd9zKd3+s5d8DfzO8h2Ei8b///Y/777/f4TGklW6ACxmZhIWUnXZaIRo1QUFqli8YTnZ2ntLmCASKkn3V8H/AU81LhKYKAoFe77zKE6+9yPMtOlNUUMSePXvcXvGuWLEiV65c4d9T56laKdYzhpYxKsbEUqTNpXOHJkJ/BWUSRzVVkZZhSvPff/8RHx+vtBkCgUAgECjGqVOnTIJtriI0VSAQCATlHXuaWi6dbp1Ox5kzZ4iOjkZ1bT+sp8nOziY+Pp5Tp055pA+qwHHEs1cW8fyVQzx7ZQmU56/X67l69So1atSQt6W4g7c1NVCea1lFPH/lEM9eWcTzV5ZAef6Oamq5TC9Xq9Ueie47QkxMjF//QynLiGevLOL5K4d49soSCM+/QoUKHhvLV5oaCM+1LCOev3KIZ68s4vkrSyA8f0c0VRRSEwgEAoFAIBAIBAKBwEsIp1sgEAgEAoFAIBAIBAIvIZxuLxEaGsqoUaMIDQ1V2pRyh3j2yiKev3KIZ68s4vl7B/FclUU8f+UQz15ZxPNXlrL2/MtlITWBQCAQCAQCgUAgEAh8gVjpFggEAoFAIBAIBAKBwEsIp1sgEAgEAoFAIBAIBAIvIZxugUAgEAgEAoFAIBAIvIRwugUCgUAgEAgEAoFAIPASwukWCAQCgUAgEAgEAoHASwinWyAQCAQCgUAgEAgEAi8hnG6BQCAQCAQCgUAgEAi8hHC6BQKBQCAQCAQCgUAg8BLC6RYIBAKBQCAQCAQCgcBLCKdbIBAIBAKBQCAQCAQCLyGcboFAIBAIBAKBQCAQCLxEkNIGKIFOp+PMmTNER0ejUqmUNkcgEAgEAp+h1+u5evUqNWrUQK12P/YuNFUgEAgE5RVHNbVcOt1nzpwhPj5eaTMEAoFAIFCMU6dOUatWLbfHEZoqEAgEgvKOPU0tl053dHQ0AH8v3UF0ZJTC1gjKOi+89xorNv3K1EHPkdy1vdLmCMoJ81Zs5LUJXxEcrOHSsW+UNkfgR2RfzSO+QV9ZC91FaKrAFbbu28Hjb/Xhntvr8uvn7yttjsCPiLv/BUpKipn4YW9eea6T0uYIBDZxVFPLpdMtpb9FR0YRE+WZSYdAYI2j/x0HoH+PB9FoNMoaIyg3bN17EIC2rW4nJiZCYWsE/oinUsGFpgpc4YeVPwMwqE93YqLEd5TgOjqdFoDBbzyqsCUCgePY01RRSE0g8CJXc3P4+/gRwsLChcMt8Clpa3cC0OuJtgpbIhAIBKVZtfk3AO5vepfClggEAoH3EU63QOBFLmRcBKBdk/oKWyIobxQVFgCQ/Mz9ClsiEAgEpuw9tJ+snGxuvKkulSqI7AiBQFD2EU63QOBFpn83E4DGt9VR2BJBeWL7n4cBUKtFJWmBQOB/fPfLQgAGPNpaYUsEAoHANwinWyDwIn8fNzg/w54X+5IEvmPdzj8BqFO7qsKWCAQCQWmWrlsJQJ8u9ypsicDf0Ol06HQ6pc0QCDyOcLoFAi+h0+nY+ddeAEKDg5U1RlCu+HjuEgCeShKrSAKBwL+4kHGJk+f+I6ZCLHGVKihtjsDP+HH1FgBCQ8plrWdBGUY43QKBlygoKiQ3P4+b46sRHCzEQ+A7rmTnAjCgb2dF7j9j1ipq3/EyM2atUuT+AoHAf1nz+3oAurdprKwhAr8kv7AIgEYNxbY8CaGpZQPhdAsEXmLlJkNl1tvr1FLYEkF54nLmVbTXUvOqVFamQNGEKQs5ceoiE6YsVOT+AoHAf5kyNwWA15/qorAlAkFgIDS1bCCcboHAS0jtUAb1eURhSwTliZk/pwNQuVK0Ym3qhr79GDfFxzH07ccUub9AIPBPcvJyOfDv34SGhHJ3fbGSKRA4gtDUsoFwugUCL7F6y1oAbo6vprAlgvLE7MVrAHjtZWVSywFeeaETx//6glde6KTI/UUqnkDgn2zcvRWATi0aKmyJwF/R65W2wP8Qmlo2EE63QOAlrmRfIa5iDNWqVFTaFEE54ujpCwB0uK+RwpYoh0jFEwj8kxk/fg3AW890VdgSgb/y/hffA1C9aqyyhghkhKZ6BuF0CwReYMve7ZRotdSucYPSpgjKGVKrlRZNb1PYEuUQqXgCgX+ycdcWVKhIvKOe0qYI/JRL2XkAzPvqTWUNEcgITfUMwukOIGb+NJcGDzdj5k9zlTZFYIcNuwwtL954WhSKEfiOtGutVsLCglGpVIraomQ6mtKpeILAQGiqb/nv3BmKiou585YbCQ8LVdocgZ8TIlqGmSA0NfARTncA8fE30zh17jQffzNNaVMEdvh16zoA6oiVbsWZkbaKOl1fZUZa2d+L9NWiXwHo0ilBYUtEOprA/xGa6ltGfDYGgOcebq+wJQJ3KE+a6k8ITQ18hNMdQLzz7ADiq9XknWcHKG2KwA4Hj/6DRhNE0ztvUdqUcs/E1EWcPHuRiamLlDbF62zc8zcAD7S7XqRIqei4SEcT+DtCU31L+lZDcdE+Xdspa4jALcqTppqj5Gqz0NTAR6XXl786gdnZ2VSoUIEzaw4SE6VMH1tB2eXilcvU6dSIG26oztkVnyltTrlnRtoqJqYuYkhyd15JKtupUZp7kgDQZqahVhtiqrXveJkTpy5yU3wcx//6QknzBH5CdnYeFWr1Iisri5iYGA+MJzRVYJv/zp2h/sNNqRVfmxOLPlLaHIEbeFtTgxN7otPpKLz0AyEhwR4f3x2Engos4aimipVugcDDbLrWEqV7mzsVtkQA8EpSJ44t+7zMO9yb9x4CQKNWyw43iOh4WUK0bREEKvOW/QBAnw5NFLZE4C7e1NR//zsnFwMNCtJ4fHx3EXpatvC1pgqnW1Du8XQxnbTVSwBo0bD8Vo8W+J6l67cD0PDOm0yOiwIoZQexp0/g71jT03nLFgDw1ENtlTBLECBczc0HoGaNSibBY39B6GnZwtea6n//ogUCH+PpYjp7//4DgKc6tfbIeALPUNaLv8xYvB6Als3qK2yJwFuIVRaBv2NJT/MK8jlx5hRR0THcXreWgtYJPIk3NVXp7huC8oGvNdXnTvdff/1Fjx49qFu3LhEREVSpUoW2bduydOlSh67PzMykb9++xMXFERkZSfv27dm9e7eXrfY+rq62ipYn7uPJYjo5ebmcOHOKyMgogoNFuwt/oqwXf8nJzgZgyvhkZQ0ReA2xyuI4QlOVwZKebtq1FT162t99q4KWCTxNWddUQdnH15rqc6f7xIkTXL16lWeffZZPPvmEd999F4CHH36YL7/80ua1Op2OLl268O233zJgwAAmTZrEhQsXaNeuHYcPH/aF+R7DXNhdXW0VLU/c58XHe3NwyTZefLy322Md++8EAPeKyYXfMSS5OzdWj2NIcnelTfE4Ow8cQa/Xo1Lhd4VnBAJfIDTVP7Ckpx9de5bPPXKfUmYJvEBZ1lSBwBv43Onu3LkzK1euZNSoUbz00ku88cYbrF27lkaNGjFlyhSb16alpbFlyxZSU1MZNWoU/fv3Z926dWg0GkaNGuWjn8AzmAu7q6utlq4TkXrl2Lh7CwAN6ogUOn+jLBdU23ngCAD1bxX/7gTlE6Gp/klBYQG/799JcFAQj7RrqrQ5Ag/iDU398MsfAQgLFcFjQdnDL/Z0azQa4uPjyczMtHleWloaVatW5bHHrufex8XF0bNnTxYvXkxhYaGXLfUc5sLu6mqrpetEpF45fly1GIDXnuyssCWC8sSoGYaJSrME0RdeUD4Rmuqf/PXvIXQ6HS0aiuwvgX227P8HgJQpfRW2RCDwPIo53bm5uVy6dIl///2XqVOnsmLFCu6//36b1+zZs4cmTZqUqmjYtGlT8vLy+Oeff7xpskeQIuaAx1KazfHkHmWB4+j1ev4+dhiVSkV8tSpKmyMoR2RdzQXgs8kvevU+omWVwN8QmurffPS1SC0XOE/dOlWVNsEnCE0tXyjmdL/zzjvExcVRr149Bg4cyKOPPsq0abajyGfPnqV69eqljkvHzpw5Y/G6wsJCsrOzTf4ohS8i5p7coyxwnEuZGVzNy+HmWsqLRVmv1C24/juelPozxSVaAMLCQrx6T9GySgBCUwWOodfrWbdjEwBPdGylsDXuITS1bKOU8ys0tXyhmNP95ptvkp6ezjfffMNDDz2EVqulqKjI5jX5+fmEhoaWOh4WFiZ/bonx48dToUIF+U98fLz7P4AFHNn3ZSli/tzIAVRofhPPjRwgj/HcyAE2x3Jmj5nYj+YbtuzdBsDd9esobImoKloekH7Hn3y7HIAb4ioQFKTx6j2l9hotm9UX0flyjC801VHdMtdUS3o686e5dscTmup5rubmcDUvhzo1byA0wAs8Ck0t2yjl/ApNLV8o5nTXr1+fBx54gD59+rBs2TJycnLo1q0ber3e6jXh4eEW920XFBTIn1ti2LBhZGVlyX9OnTrlmR/CDEci7pYi5gt/XYpWp2Xhr0vlMRasXsSpc6f54POJFsXdmei+2I/mG35Y+TMAbzzdVWFLRFXR8oD0O5a+Mhvc5l4RNUci/VJ7jS3bDvlNdF6k5/keX2iqo7plrqmW9PSdySP54POJQlN9zOTUzwDo1jZRYUvcR2iqbygotL345i280a9ZaKrAHL8opAaQlJTEjh07bO7Lrl69OmfPni11XDpWo0YNi9eFhoYSExNj8scb2Nr3ZR4Zn/nTXOIfuJP4B+6k0W13olFreOyBbrzz7AA0asNqlfS3pYlC84aJaNQamjdMtHkfe3YJPMe2/TsBuO0my/8OPYm9VLeyXKk7EPBFKqL0O869FnT8dNILbo3nTKTfGxMUVxHpeb7HF5pqT7esaaparUalUpnoqVZn2H4RX60mIDTVV6Qu+hYgIBxVoanKU1hUTHauIWO1csVok8+87Qh6o1+z0FSBOX7jdEup4VlZWVbPady4Mbt370an05kc37ZtGxEREdx6q7LVMW3t+zKPjH/8zTSuZGdyJTuTi1cukfX7CVrd3YyPv5nGYw90I75aTRrddieZV7OICDOs4Btf/+vv69DqtPz6+zqb97Fnl8AxHEknvHD5EjdUqkClCtFWz/EUItXNv/HV76e4uIScPIPTfWMt+8X7bE1cnBF9b0xQXMWfJisCz2FPt6xpanFJMbWq1uDrMYbjMVHRVIyJZdSrQ2jeMFFoqo8oKCzgSnYm1atUpFqViqU+97c90kJTlaeouASAiPAQYmOjTD7zV0dQaKrAGXzudF+4cKHUseLiYubMmUN4eDi33347YFi9PnToEMXFxfJ5SUlJnD9/noULr/+nu3TpEgsWLKBbt24W93v7C+aR8XeeHUDFmFgqxsTKxyRx/33/Dg4u2ca+v/9Er9eTX2iYVEeEhXM5M4P4B+6ksMiQZp95NUtE4H2AvXTCC5cvokdP7RpxPrFHpLr5N776/WReq1puaZJiCVsTF38SfWcIVLsF7uGopl7JziQqIpIXH+/Nwl+XCk31EbN/ngfAgy0bW/zc35xcoan+g3mHIvBfR1BoqsAZVHpbm6i9wKOPPkp2djZt27alZs2anDt3jvnz53Po0CE+/vhj3n77bQCSk5P55ptvOHbsGLVr1wZAq9XSunVr/vzzTwYNGkSVKlVISUnh5MmT7Nixg9tuu80hG7Kzs6lQoQJn1hwkJsr7q5KO8tzIASz8dSmPPdCNr8dMk9+HhoSQV5BvkianUqnk/e8VY2I59eufSpoecMz8aS4ffzONd54d4NBqhb3zR346lv/N+5zxr/di8LPdvWCxQFCajq+O5rft+7mlXnX+2T3d7vkzZq1iwpSFDH37MSGo5Zjs7Dwq1OpFVlaWR1LD/VFTZ/40lw8+nwjAqFeH8OLjvYWmeglL+pjwRHsOHTvM9rkTuOf2eqWumZG2iompixiS3F2kbAsAuJqbT2zb3kRFhnH17LdKm+MQQlMF4Lim+nyl+4knnkCtVvP555/z6quvMmXKFGrVqsXixYtlh9saGo2GX375hSeeeIJPP/1UdrzXrFnjsMOtFNbSk42P/75/B1qdlt/375DfP/ZAN8AwIahxQzVU164zjpXk5OU6dK+yiKs/q7OFcOylE277w7Cfu1OLxk7ZIRC4w46/DgMwYuDjgP19byKCLSgr2NPUDz6faLLKba6p5ghN9Zye6vV6Dp88SkhIqEWHG8QeaUFgIDRV4El87nQ/+eSTpKenc+7cOYqLi8nIyCA9PZ2HH37Y5LzU1FT0er28yi1RsWJFZs6cyaVLl8jNzWXdunUkJCT48CdwDHPxsubkGVdUNU5jk85f+OtS8gry0ev1nDp3GmlaoDIao0RbYnJPaczyUFnV1Sqynk4Z3Pf3n2g0QdxR1zvt6HyFv+2zE9hGKjqT9EgLwH/3vQkE7uKsphYWFZp8x5trKnB9lRvkfd5QfjXVU3q6dvtGtFott952hzfMDCiEpjrOoeOnlTahFEJTBZ7EbwqplTXMxUuqjAoQ3SyeG9reUiqa/OLjvWWHu3nDRLmYmkplcLGrVq1K3bp1qVq1Kqiuu913129ocs8r2ZkAnL90gfgH7izT0XlXnWdPFsLJvJpFXkE+VavX8FifZKWE2t/22Qmsc+KMoT6GRqMmMtLgMDiz7020BREEEsaaOvOnueTk5cp7sm9oe0sprQsNCeXgkm0ANHi4mYmmSkiaekPVqvI+b4CkDo+Y3FPSVGmssqqpntLTLxakAvD24y08baLLCE31f/qP+xKA5k2VLYpsjKOaKvRU4Ag+39PtD/hi/5n5HqcGDzfj1DnTKJ5KpSJIE0SJtoS76zfk2OkTZF7NQq/XE1+tJgeXbOPx4c/z8KOP0KZNGypXrixfV5RfyC+rVjB37lz27dlLfmEBwZogirUlpXqdq1Qqpg4eJyqteonZC+fx+oSh9OvZic+GvOSRMet0fZWTZy9yY/U4ji373CNjOoLYZ+d7XH3mye9+xtxf1lP/1poc3PmZ0/etfcfLnDh1kZvi4zj+1xdOXy8IXAJxT7expkrOsPGebDCsWOsxrFrXr3Mr+/7+U96/ba6prVu3pkoVQ8V/lUrF5UuX2LBxI2kLFrB39165sFp+YYHQVCfQ6/XEtalHQVEhhdt+8Fgg2l2Epvo/jZ94mz+OnGTh/CE82q2Zy+Mosc9a6Gn5xm/3dJcXzCO/UgS5SYNG8sq1Xq+nuKQYvV7P7oP7uJKdKYt7eHQEG87vY/Y3X9O9e3fZ4ZYICQ+le/fu/PTTT3w58ytq1apFUYmh0ntEWDjBQcHyuXq9Xi4oA+Vnf5qvWLN9AwDtE+7y2JierKTqTIRf7LNzH/Pnbe/5u7oSsnbXHwB0bN/IJTudrQZrL5IvIv0Cb2KsqZKePvbA/9k77/Cmqv+Pv5J0L0qhAmIZigP8CiizgAoKooIKWnAwrKKCBVRmgTIUKUNwoMyfgpWpUgUEUUABUUCWCg4QZIsUCqWU7jbJ749wb7Nzk9ys9r6eh4fk3nPPPUngvs/5nM94hOoxsaJruLA0Liwu4pdDB9DqtKIr+fV1r2fDiZ2ipgoLboEaNWvSo0cPlq9YwQfz5lAjvqZ4bXBQsElIl6Kptjl84ijFpSU0uqWJ3yy4QdHUQMWarjjSGl+4hLuSXV3R1KqHsuj2IM+NH0K1tvV5bvwQcaKQffki746eynup00xE3JjmzZuzZu1aYqpXE48FBwWhUqlMFuzCnwYNGrBx40aaN2+OXq+npLSUqIhIm+NyNW5LwTq7DhiSqD3c4S7Z+pRTqIVF3fi5K5XYMi9gvoh2tKh2dTL434VcACaM6eXSOJ1NAONoIuPL2DdlclL5+eiLpSR0/h8JnQ3u4SOeHcLPB/cy6eVULmw/SvWYWJvXNm/enI+XfsL1da8Xj1nTVOFvc02Niojkhtp1bfavaGoFwnfwwoPy6aEcKJoamFjTFUda44vyYq4kVFM0teqhLLo9yJffrUOr0/Lld+sAU2F+4Yl+hBslbhFISEhgxYoV/Pzzz3Tq1Ik5cwwCptPpqFXjOoI0GhNXtzlz5tCpUyd+/vlnVqxYQUJCguhul1C7Lr0e6EFC7bpMejlVvEapOyofer2enCs5REXHEBYaYnHenTgyuWLQhEWdCpTYMi9gvoh2tKh2ZTJ4KTcPnV4HQM0a1Ry0rkCKkAptnnn+XZO2jiYyvqyjqiS7qfwINbcv5+Xy9idzLBa6k15OFRfQxgiaunfPHgtNjY401LZ3pKlQoZuKptpn256fABjWx3qWeHdRNLXyUq7TWRyzpiuOtMabGcWd2a02b6toatVDiemWMf7MPI7bVt1t4X1C5/+ZJGgBWLZsGQ0aNKBTp06UlRncxceOHcuQIUNM6oiCYXIwbdo0AIKDg9m6dSsnT55kaMoQsS4pWNb/VpCPfX/+SsfnHqHJ/5rz+yfjLc67E0cmdwyaEltWefhg5de8Nutj4mvEcOFEhuTrpMSdCW00GjVarS4gYtSUWqnOESgx3caaCpjU3TZ//8IT/bjunptFl3CBZcuW0bBhQzp27GihqebY0tS1SzJNtFPRVOvkXr3CDfffTmz1OC59938euYeiqZUXTYskAPZsnUGrFjf7eDTScKSpxueBgIn7VjTVOZSYbg/gKG7LuPwXQPs72xATFc13P28zqcP99faNRLdJsKgFmpiYSKdOnWjYsCEjR44Uj0+bNo25c+cSHh5OdHQ0ERERzJ07V5wcAIwcOZKGDRvSqVMnWrVqxRvzZ4jZXM133BXkY+8fvwLwZIfbrJ53J45Mzhg0UGLLKhNL1v8AwB3/q2+3nbOWdeM2vXu295mV3VmUWqmBiTOa+sIT/ejctiN5+VfZ8ashtjsqIpLLebkMe2sc191zM0VmC25BUxs0aGBVUyMiIiRpanbJZTFUDCy92BQMfLJ2JQCPtpcvv4k5iqZWblQqld8uuK3tajuzW+3LnWtnUTTVMyiLbidwNm7L3B1OcEETsqGWXUt8JtC3b1/x9ZAhQxg7dqz4furUqcybN4+IiAjmzZvH1KlTxXNjx45l3JixxERFo1GreTzpCZP7Pt75ETRqDY93Nrh7GU90lAQw7rHkq08BeLJre6vnpYiyLZc3Twi6UjO0cvDH8X8B+GjOy3bbueIiNmhAV8YMf5yduw+LVm5/iu/yp7EouIezmmq+2B3x7BA0akPIVWFxEeZue65qatq4cSaa2qtXL7Q6LZmb1wIommqDDzOXADD+BdfyTEjBnzRV0VP50Wj8d1niqp4Ku9rGO8f+pGP+NJbKjv/+6/ZDHMVtTXo51STWa8SzQ6geE0v1mFjR5fzQV7vFGqDmdLm/M2GhYeL7IUOGMG7cOPF9WloaNWvWJC0tTTw2btw4hgwZQmlZGRFhEURGRNI2sS1gsBiOeHYI7e9sw/XX1ab9nYYSDMYTHSUBjOvo9XpO/neaIE0QN9er43I/3qzj6e69nJlkKBMSz1BYVExpaSkADerVstvW3LIuddJg3s7adXIJtbP9KLFmlQdnNdV8sfvCE/14e9QUm0nUOnXsZPJeqqamDB5soqntO3QAIPyaPiuaaomgh1HRMdx4g/3nkqfxlqbKcR9FUwMHazvVcmmqr/TU2lgUPIey6HYC8zJgts4DNH7UIMZnvvuDM9/9IV7z0RdL+e7nbUSEhaNWV3z9tWrVIqZaDGVlpSZ9jho1ivT0dPF9bm6u+Do9PZ1Ro0YBUFxSzPlLF7hakE98fDzXXXeduLgfMXO8ySTAeKITCAlg/HXn4N/z/3G1IJ/a19/gVj9yu7zJfS9joXdmkuFNY0JV4te/TwIQER5iNXGUMeYuYlLd28zbuTPZcISz/QSSi56CfaRoqlCX+6MvlvLxlDlc+fmU1Thq4zKZYNDUarGWSQbd0dRu93Tloy+WKppqheXrPwfg7maNHD6XPI23NNVdPQXndFLRVN9izeVaLk31lZ5aG4uC51ASqbmZ9MU8eRoYFtxnss6SULsuh77abdJGsIIDVI+JpaS0hMLiIm688UYO/PqbYXz5V8X+hXizmjVrmkwOYmNjuXjxIoWFhVy9WtFeSLZ29913U1ZYAsCZrLNo1BreHjXF5uTGnzH/Pn2Btd953bZveXr0CzzbvSOL35A2wTJPvGIrEYtwvF3TW9h58IhPE7UYJ59JTe4hOXGMkmTGM7R4ZiS//X2SFs1vZN/2WT4bh3miFVcTrygJW7yPPydSM3/WWnv+29JUY+5s1pzvvv+e4pJik+OKpnpGUx8a1Isff9nFjo/Tadv0Voft5dIHZzR1/NyVqIA3Bz/tF3p6Yv18p76HyqypJaWlRCQ+Q1CQhrKcVb4ejtexpoOuaKOip75BSaTmJay5kglu5fmFBTw3fohoFX9j/gzyCwtM6nOHhoQCEKwOorSszGTBDaDVapkxY4bJ5AAM1vkZM2ag1WotxqRSqQhSaUys7oE6OQD/KMdi7Xf+6EvDLsGLT3SR3I/UGs7C8VWbd8li2XbHLc3Ymj8oqau48HbUl5JkxjOc/C8bgOWLhsnetzOuaeZWf1ct9UrCFgVjzJ+1wvO/bdNWNH60jV1NFf6uHhPLy0nPU1JaYtG/oqme0dR9f/2GRq2hReObJLWXa9fWGU29nJdPTl6+3+gpoGjqNYbOWARA9dhIH49EPtzRU3AvhlzRU/9EWXS7iTXxMs6qKiR+0ag1AFzOy0UPRISFM+nlVDFmremNTfj37L8W/c+cOdMk3iw2NlZ8nZaWxsyZM03a6/V6Lly4QFFBIS880c+h+14g4A+fwdrvfOac4fdqdnMDyf1IqeG8IHMjVwuKiIuJoleXRFnc5MbPXcnpc9mMn7vS6WvNhV6Y1Iyfu7JKxJfZmmD5Ir6upLSM3KuGqge1r4utGItM8WDuuLgZu6gpiVkUXMX8WSs8/38+uJczWWftamqSUQ3t1JkTyc7Otuhf0VT5NXX37/spKi6i/o2NCA4OknSNXC7gzmhqRFgocTFRbt9T0MBXZixy+vlvbeFclTTVlm5ezjPoWklJmV/ohhwa5q7LuKKplQ9l0e0mtsRLmDg83vkRqsfEEhMVTee2HcXzJaWlooCPeNZQ8/Onn34Sz6tUKuabZVRNT0/n4sWLJvFoU6dOZc4c0/i2n376iRHPDvHbWOhAxPx3Lisv4+ip44SHhvHJ+q2ShdJccG0J8OW8fKIiw1k+dZgslm3znSBznFlACpMaFVSJ+DJH3gje/Pz5hQZX2bCwYKpVq9gRcEbc7Ym3O7FdxhZ2JTGLgqu4o6kfT5kjukvnXr0iampwUBAatVrRVA+xfL3BHXh40t2Sr7G3a+uMHjmjqTWrx5C9NcNtPU1N7oFGrUar09l8/iuaah1Hupl3tcgvdEMOTXU3VlrR1MqHsuiWGUGUAQ59tZuPp8wRd70zN68VrfMACZ3/J7rKaXVaVq5YSUxUNDFR0cydM4cpRhOBcePGkZKSQmFhISkpKSYZWKdNm2YySVi2bBlQ4aY3Yub4KjtJcHaSJLV9Tu5l9Ohpe0cj3vpkraxC6YkkMG8Ofpp6deJ5c/DTVs87EkLjCYQwqRH69EYCOF9i6/fwZgI8gRcmzwWgZg3TmCFnxN2eeDvrmiZ1sqFY6RVcxZqmgmGH++vtG9FcS0gaExVt4n6u1+tFTQ0PC+eDDz5QNFUGrGnkl98bSrg9+YBp6UxXvYHkNmh6oj73+6kD7PapaKp1HP0WMdHhfpHQSw5NdcXVW4qmKnoauCiJ1FxI+mItqZaAraQvwsLaHCFJi0qlIjw0jI8WL6JevXp06tSJsjJDHe+xY8cyZIhl7NWcOXOYNm0aAMHBwWzdupUTJ07Qr59hTHc1bsavhw+i1+upHhPLme/+sDv2yoizCWOkth8xczwLV2UwJeVpqleLCvjkJo4StJgnf1HwPgsyN/LKjEVodTpWLRlFUo9E1/qRkGhFajKWBrcP5NSZbOonxIu1SF1t58sEMFUt+Yy/JVJzVlMTOv+Py3m5on4aY6ypapWaT5Z8QoMGDdzWVJVKRVKXx8jcvFbRVKPf45/Tx2medA/X1arDuQ0fmLR1VTcqQ8IwRVOdo9eomXy5ZTdjhvdk2uve+X8k13Pf25oqVXcVTfUeSiI1D2KvDqetGO+3R00hIizcon14aBgJtesSHhpGYXERqampxMXFsXDhQoKDg21ODgCGvfYaY8eOJTg4mIULFxIXF0eakbX+18MHiY2uKJny0RdLGfbWODEBTVXA2YQxUtv/9vfvAPR6oJ1syU2k7Ap4Ko7Y0WdwZJ1W6od6nhkZa9DqdADcfpvrZeqkWN+lurK5Wi7FnXt6AsV1z7c4q6lCLpQ7b2tq0V7Q1GBNEFqdlrFjx7qnqdfiv/V6Pd/9vE3RVLPf49NvDP9nXnq0vUVbV3eYFU2tepr6zY4DANSo7l71A2eQ67nvbU2VqruKpvofyk63zFZ5ewgWYjDUFI2KiGTSy6m88EQ/0XIP0Lx5c1asWEFOTg4NGzZ02O+JEyeIi4ujzzPP8GzXJxn19kTKyssIDgpm5ojJNsuVnfnuD6c/e1VGr9cz8I3hfL7pC8rLDYufwl0rCQ0JttreWWu9FMu3v1rH/XVclYkFqzYyePqHqFQqdFe+cNzegaXZ3nnjc4BXLNaKVd57BNJOtz2MNTWhdl0AsY/oNgniLrirmjrgued5suNjvDZjLGBI1jb11YmKphrR7IkOHDtzkgvfL6ZGrPv/lmzhyu63oqmBQ1CLXujRo83NRK32zn6gs899OTS1XZvb2Ln7sFe0RtFU76HsdHsQVzN/Chbi91KnMXPEZKIiKhIhGSeE+e233+jatSsnT54EDO5yKpWtFFiGCULXrl05efykmDkdoFxbLt737U/m0LZpK6rHxFI9JpZJL6da9KMkibFEr9fzUeYSGjzQlOg2CazYsEpccAMcOm6ZcV7A2bg0KbsCvogjloK/jssd/G2n4di/WQBERYZJau/I0pw2eTmnzmSTNnm5xTlvJHAxj0vzZakTpcyKb5FDU829k4x3wa1pqj0ETX2y42O88EQ/qsfEAlB0rea3oqkGcq9e4diZk0SEhXt0wQ2uxXkrmupfONJUFXhtwQ3OP/ftaeGCRRsZMvJDh/lSdu4+7LEdYEVT/R9lp9sFq7w9jC32gKQ4tRHPDrEZ893x3nvp06cvrVq3onatWgQHh1BcUszFixf58ccfyVy1igO/GtxyhF3z58YPYdWmNYDB+h4VESkpTtnZ+OfKhvFv1+7O1gyZMoq9f/4q7pao1WoaNWrEggULeOSRRygoKCChdg1Ofm0jRrUSxKVVZYx3GoQ6qr78Lds9O5bdfxxl3MjHSZ/Y12F7R5bmGvX7k3M5n7jqUVw6tcRuP8LCPH1iH9lEVGpcmrNUNQu7K/jbTrc95NbUB+7vQq8ne1toanZ2Njt27GDPjz+z7PMVPN75ETFpm6Kp1lmz5Wv6jhlIUudEPpsxwuSc3Pqn6GngY09Tg1r0AvTo8vzXHdmetgh6ptGomTPrRbux3Z7QU+MxKJrqfaRqqrLolnmCYCyyAGeyzooibTxReG68oUzY450fEeuP2iIiLJyi4iKuv74uYWGhXM3PJ/vCBWKvWddtTT4A0QIvxXWvqiWEMcf4ezMmISGBF198kYcfflg8tmnTJsaNG4daraJs7yqPjEeZZPgW4+9f2GXxpatfcKve6HQ6NmSm8dADLdzu75nn3+Xz1Tvo3bM9KxYPA2yLq9xiHogTj8pEIC265dZUlUrFDbWu50zWWe78XzPyivK5evUqFy5coNcDPcSFtrUxgKKpAsUlxdz2aBsuXr7EriXTaH37zSbn/c09WtFT32NPUwNh0W0Pa3oK1jXVExqlaKpvUdzLfYRxkhHhNWCRJObng3vR6rT8fHAvbZu2sttnYXEReuDsf2c5dvw4Fy5cQI/BteuN+TP46Iulohvbc+OHkF9YQERYuDg5kOq656qLXyCj1+tZ8/0GbnzwTpNJWnBwMP369WPbtm2sXr3aZMENhhhBAJ1OT0lpmUfG5os60AL+5lrtC4wT4fja1a+srBzdtSRqLw/7P1lKhezcfRitVsfO3YfFY7bc52wlbnG1dMn0d74k53I+0VHhbmeNNb+/u7VRFfwLuTVVr9eLz/pf/zjAsWPHuHDhAgCZm9eS0Pl/oqYmdP4fCZ3/Z+FGXpU19YvNXxHfsRE1727ExcuXAGjS0DKxo6+fmeb4Uk9B0VSwr6l6fLP/J1f5LWt6CtY11Z5GKZpauVF2umW2ylvDmrXb+JhxMhZzgoOCKSuvWNSpwOLRZDwJ0ag1aHXagHZn88buwNGTxxgxazxb9/4kuo+rVCoaNmzIhx9+SLVq1Rz0AK1atUKv15P2QhKTX34KgD7j3mXV5l306pLI8qnDHPRgH19a5v1tl8Ia/rhz4akxTV/8BWlzV6JSgV6PLBZnaxZ4Z93IpLqo27p3fM1q/HrwuMXugFR8bYEPVLe7QNrptoY7mmqMcVlNY4w1VXgfqHoK7mtqUXERj7/Wn91/7KW01JArRqPRoNUa3Pe7tr+TDe+nyTpmAbk01dd6oWiqbT7b+BPPjHuPII2assuZpmPy8DNWLg2xNU5vamra5OUUl5QRFhrs8m63oqmuoex0+xHWrN3GxwTrfa8HelA9JpaIsHBxpzo4KAgwLAjfS53GnY2bAYZJgGB5N94BeLzzI06VyPJH7JWPMceZRDV6vZ4RsyZQs8NN3Nn7Xrbs+RG9Xk/t2rVJTU1l7969fP7555IW3ABNmxoS9cxesU48tmrzLkMd5c27JPVhD3fKplizqgvH+ox716HFPTW5B3ExUVwtKPJby7yvdy6s4akxfbfHUKKu6e0NZLM4Gyc6EazbgFeSnwj3/vXgcbRaHZ+v3uF0HwsWbeRqfhFx1aN8ZoF3NcmcXLsrVRUpmiroo7GuGidQ6/VAD/o/+hThoWGoVCruatzMQlON3wcyUjXVXE8/37iGJo+1Jf6em/nxl12UlpYTFRXFvHnz2L17N927dwdgy88HPTZ2uTTV3TJkiqZ6jhNnDZ4m9959u8U5T5eekmsX1zxxmC80NToqnMLCEnIu57v0fQWqpgaSniqLbplwJ0upMEn4+eBeJr2cyoXtR7mw/ahp+ZFrlvgDfxuO/XchizPf/SG2EazYH0+psPQHasZUZ2prS5lM7Ph1N40ebkF0mwQWfv4xxaUlBAUF8eijj/L999+zfv16evXq5fQ4X3zxRQDyC0vEY726JKJRq+nVJdHp/pzBkauaNfEUjq3avMuhsA5K6kpUZDiX8/L9alFrjL+5L4LtMbnrWvjjb38D8PbUZ50ScKli5OrEJn1iH+onxJM+sY9T1wn07tkejUZN756WNX4dIZc7nTu4OmFTapg6xl1NnfRyKlERkbS/sw1nvvuDC9uP8u7oqeLCO3PzWt6YP8MQvqXXk335Ime++0OM1wZMNDaQs5BL1VRBT1+fN50adzfk+QlDOH3OUKHj3nvvZefOnWzbto3WrVsDFRpYptVaeAvIhaKp3sPXmqrRaCyOyR3aZI4zWbaduacvNHXM8MeJqx7l8qI5UDU1kPRUWXTLhDO7s8YIE4s35s+wen1oSChgcCl/+5M5PN75ETRqDY93fkRsI1z7xvwZLo3F38qaOBMHZ2sycercGZ4Z/SIxbRPoOvAJsi6eB6BevXp8++23/Pzzz0ycONHhrnZmZibdu3cnMzPT4lzbtm3F1xcu5QKwfOowSvd+7rZruSPMJwDmEwZr4ikc69Ul0aqw9hn3LiGtetNn3Ls2+zDHl3Fq7u5ceAJbY3JnB0Gn01FeZggxub9jM6eulSpGri4ere2WOzMJWrF4GOWXM11yLXc0Zm9Yv10ti6LEyDnGE5r6whP9iI02PPOFRaL5brZw3xEzx4uaWBU09dLlHDHbe+7VK5SUlBEVFcWsWbPYu3cvb7/9NiEhIUCFLu7atUs0YrzwxjyH43BFLxRN9R5+qak2nrG+WGg5c09faOqgAV25dGoJl04tcWnRHKiaGkh6qiy6ZcKZ3VmBj75YyoiZ403ixsyv79y2IyqViuCgYPILC2h/Zxuu/HxKzLD60RdLuZyXC0BJaYlLY3F1cuMPmE8m0ma/Sa17buH2xxL5ats36HR6se5j7dq1+fLLL6lZs6bk/jMyMsjKyiIjI8PqeWES8vQ1UfUkxmJsLt7mEwZr4ikcWz51mFVhNXfjsyXAxuOwtZisCkljnPmM7uwgbP7ZUBIwJDjIcgx2RFBwFQsODuLMvxd55nnb/0YFoQNDTFmN+v1tCqute5pPSDwt0I7E2Z+t30oNU8d4Q1PBUGrzzHd/iBoiJGHT6rSiIbsya+qHmRnEdWhA/a5N+e9CFgA33XQTS5YsYdu2bXTs2NGirrmxLt51110AfLbJcYiIP4UEOVpUe0tTzcdRlTX1zL8XJWuGpxZa9nSrXZvb0GjU6IGg6kmKpvoJgaSnyqJbJlzJUvr2J3PQ6rRo1BomvZxq9frvft6GXq+nXFvO5bxcCxE3fi/sijs7FlcmN/7EoX/+5rZHWhPV+gZmL19IQXEhGo2GTp06sWnTJkaPHk3t2rVJTk522Jf5znZycrLdazt37gzAD/v+9LgoGouxuXg7s6izNU5bbnz2JgXtmt6CRq2mXdNbbI61MiHF4GANd3YQ1m3fB8AtjepYnLMngoKrWFlZOTq9npWZP0pyM8+5nG83JkxqhnNfC3QgWb8VLPGVpv58cK/bY/F3Tc29kkubZ7oQ3SaBYW+Np7S0nPDwcLp3787evXv57LPPaNKkic3rjXVx/PjxABSVlFpta89Y7AhPaqqjRbW3NNV4HAsyN3K1oIi4mCiL+1ZmTZ204DMATp66IFkzPLXQsqdbQoby02ey0Wp1iqYqOI2y6PYhgjC/PWqKQzEPDw0joXZd2jZtZeK2ZpzsZdLLqS6NIxDLmpy/mM2gycOJaVuPVs/cz7/n/wPghhtuYMOGDezevZuZM2cSFxdHUlIS69evJykpyWG/5jvbjq6dNGkSYHD/n/HxaqdFUa7dUikWdAFb4m3Ljc+8vfE4dh48glanY+fBI5LHGsgYfxfCZ2zX9BbJyXRcYfmG7QCMeFokLwoAAK+kSURBVOUxi3P2RFA41/LORuIxR2Ldrs1tqFSGKgnt2txmtY2tew4a0JUxwx9n+jtfsmDRRp8LdCBZvxXkQdFU+yz8PINbu7fihi7/489/DqHX66levTpLly7lxx9/5PXXX7fY1baGsS4mJCSIx5dt2GbR1p6x2BHOLjTl9D7ylqYaj2NGxhou5+UTFRlu8R1VZk0tv5YF//VxT1I/IZ52bW6jwe0Deeb5d72eIEvRVNsomuo+SskwL5Q3cQfzUh+NH23DmayzAV/CxFXeXPAWCz7P4Ep+nnisWrVqPPXUU2JSF3fIzMwkIyOD5ORkSYt0gJYtWwLQrcNd/H7sjFPlNmp2SuZyXj7VY6K4uDXD1WFbxVaJEmfLgthr7+syLN7G2ucVvmeNWo1Wp5O1JIxerye4ZS/0QO6ZpVSrFlkxFidKa0gtZyKUCwHXypL5utyIgjQCvWSYO1Q1Tb185TJDp6by9Y8bKSs3LG5UKhXdunVj0qRJkhbZjnjooYfIzs4mNjqSS9s+MTnnjkY4e60n9RQ8r6lVTU/B8JkHT/sQAH2eYQEr6IhGo0ar1XlNTxRNVXAVpWRYJcHcYu7vbmue4OR/p/lfz3ZEt0lgxuL3uZKfh1qtpnXr1nz77bd8//33siy4wfHOtjVq164NwG9/n3DahVhl9rerWLPA23L9dna3YVBSV1KTezB+7kriOyWb3EPuxCv+Hrdm7fOaJ9MRdr7d+QzC9zD949XoAbVaRUxMhEkbZ1zNpCajcTf7qZRELI7i26xd4+ndjkAqOaLgHlVFU7OyL9Ds8Q4kdLmDNVs3UFaupXr16syePZs9e/ZI3tWWwrx5hiRquVcLLM65oxHOXiuXnoKlFi3I3Eh+QRHVrbh+y6WpVU1PwfCZg4KDTY4JOtK7Z3viqkdxNb/I7WezlGd8IGrqM8+/6zC+3BxFU32HVxfde/fuZciQIdx+++1ERkZSr149evfuzZEjRxxem5GRgUqlsvonKyvLC6P3PLYynhof91e3NbnJu5rH6HcmUS2xHv/r0Y6TZ0+j1+upU6cOX331FXv27GHevHlOJUXzFJMnTwbgbPZlp699c/DT1KsTz5uDn7bZxpr4mwupNfc2W67friC4veV4uNyJt+LW5JyMmCfT2XnwiNufQfge3ln6FQA14qItJsiCGAuueAsWbXRa6MwFfdCArqRP7EN0VDjbd/zltGhKScTiKL7N2jWejmPzdaycgmewpqnmxyqbpk7/6D1i29WnUbe7OPbvSVQqFR07dmTt2rVs3ryZ9u3by7bYFqhfv774eteBv2Xt2xmk6Cm4pqkzMtaQk5dPtBXXb1fwhqZ6Mw5cVk29piMrFg8jOirc5brTxkh5xntSUwHSJi93ehHqSFM/X70DrVbH56sdJzIUUDTVd3h10T1jxgy++OIL7r//fmbPns1LL73E9u3bueuuu/jjjz8cd4BhgbN06VKTP7GxsZ4duJewlfE0kDKhustbi2ZT/4E7uP7+Jsz7dBFarY7IyEiee+459u3bx7p167j++ut9PUwTmjWrKON04Mgpt/qSKv7mQmqvnIkcMWCpyT2oHhNlNcGLFKQKsrfi1jw5GbH3Gex9D9YSDgnRPwP63W/RXhDjnbsPi+LmrNBZE3Shj89X75BdNF2x+ssxEZJ6DyVBTOXCmnZWRj39LzuLpj3bE9X6Bqb83yzKy7VERETw9NNPs2fPHmbNmkXdunU9dn+1Wi26VCaNnumx+zhC2EEWkpKBfJoqtzZ5Q1O9GQfujqbqdTqb59wpY2V8Tsoz3pOa6qyxWSq9e7ZHo1HTu2d7ydcomuo7vBrTvXPnTlq2bCmWWQI4evQod9xxB0lJSSxbtszmtRkZGTz33HPs3btXjKF1FX+NPzOPNTM+LpQuERK7WGtnrw9/5r/sLLqlPMmxMyfQXXv4qtVqbr/9dqZNmya6b/sKKXHe7dq1o7S0lO4dWrB29ljJsVnmMWLWYsbM+1qQuZHxc1eiAtGiL+VevowXsxUL5yt89V3Y+x7Mz+n1eoJa9gLg0N73ue3WGwxjN4sZM34PBoFv1+Y2du4+7DA2zVpcmnBMah/ewji2DfB4nJsz8X2BRlWJ6bamh+Z6+sIT/exqrz/r6ZSFs/hgxf9RUFQIGGK1a9euzbx580wSnHmD3bt3M3jwYAC0+zNttnP12etvmurr+OvKoqnH/s3ilscMoR1CTLcz2It5lhIPbU8DBU1Nm7wcgPSJfVyK9V6waKNTfXgLb2pqZdZTkK6pfpFIrUWLFgDs37/fZhvjRfett95KREQEGo3Gpfv56wTBHsbJXgCbiV8CJSlMaVkp0z96j3eWzBUzVwLUqlWL9957j5tvvtmHo6sgMzOTt956C51OR+3atVm/fr3Vdu+99x7Lli0jOEhN8e7PJQvigsyNTJi7Ej0wxYkFtHH/gKR7xXdKJicvn7iYKLLtJJnxxGTC1xMUf8GZpHTl5VpC2zyJWqVCe+ULsZ2UiYTU5CuBlKTFeOJyY4Pa/HrwOHc2vZHsi1c8IuSB9N04S1VZdNvCXCdt6aY/6unZC+d4/LV+HDp+xMRI/cwzz/Dqq6/K7joulZKSEtq3N+y2ZW1eRHxcNavtpOqQOf6mqcYJNN9PHeD1xXll0dTvdx/kgZTJ1L0+jn8Pf+T09fYWc1IWenLqqbNtfY2gqcUlZeKxsNBgjxgGAul7cYWASaSm1+s5f/685NjcTp06ERMTQ0REBI8++ihHjx718Aj9A+NkL/YSv/h7Upj3ly2k0cN3Edf+Rt76+H3KtVrCwsJ45pln2LdvH19//bXfLLjBYOzR6XSo1WqLWt3GNb2FHfCych1zP91gs9amgOAaBhAVGc7la3FdUhOpGLuN2XIhE+4hlLK6WlgMQHFpmdV21upwy4W9z+XPyV7kHpu978H83OwVBgNPZGSoSTspbltS2ixYtJGr+UWiq7e5e5nxe39IijJoQFcxvu/Xg8fRanX8evC4x+LGFPe4you5TtrSTX/S09VbvuaW7q24tXsr/vznsGgIFnKcvPbaaz5bcAOEhoYSFBQEQPKE922205v9bYyt5629+tXm14J3NDW/oAgVoNXpmDB3pc3P4alQpsqmqZERYS71Zy/mWUqJK7n0FOxrqj199RWCphYWllBYWEJJSZlHXOBB0VMBn+90L1u2jH79+rFo0SKef/55m+0+//xzvvnmG3HRvX//ft555x0iIiL45Zdf7LpSlZSUUFJSIr7Py8sjISEhYKzygU52zkUeGfo0h47/jVZrsMyrVCoaNWrE22+/zc6dO50u0+Ut7LmWd+/enaysLGrXrk1ycjLTp08HoHaNWLIu5ZpYwM2t0sZWdSEGTW6LtXAPlUqF8X9z83Iq5jsIcpYUc2ac/uImZ4yjsXlyt6HRIymc+O8C9917B9+ve8NwPxldtMwtz7bex1WP4kpeoVdLt9jC3PXd31zgAwV3d7oVTfUOer2e0e9MYuGqDItd7aFDh9r09nOl9KUczJw5k88++wwVUG7DxdzeM9OWLgoL10DUVGfHIoemBJKmCjvdtzS6nr9/meMxN2SpJb7cwZ6mQoX79pjhjzNk5Id+o6mCB1nX++9U9NRFAmKn+/DhwwwePJjExESeffZZu2179+7Nxx9/TP/+/enRowdvvvkmGzdu5NKlS6Snp9u9dtq0aVSrVk384+1Yp6qIXq9n1scfUL19fRo+2Jw/jh5Cq9VRs2ZNFi5cyN69e1m5ciXXX389GRkZZGVlkZGR4ZWxGe9QO8JeCbHk5GRxwW089oKiYrFms5DQ5ZUZizh9LpsJc1fSsPvLtGt6i8cTnAjW+vBQQw6FiLBQ6tWJF13uzNsJYxEs6IAka7kwIXplxiKXLOuOkr340mrvaGyeTMh24r8LAPz+Z0VyPjkzgppbnm29Ly4pQ6vVoVapfG6lNs5qa/x3ZZwg+MNOiC0UTfUsR0/+w83dWhDdJoH5ny1Gp9Nx3XXX8dprr4m72vbC63ylqTfcYMg7YW8nx94OrfHz1vjZmprcI2A11fjzStEyd/XU/P7m+HoX3JGmeirrta1+vaWpxq/TJi/3K029dGoJl04tqdR6Cv6hqT7b6c7KyqJ9+/aUlZXx888/u5yROjExkezsbP755x+bbQLJKu/viVscseiLJcz6ZC5nss6Kx0JCQnjssccYPXq0Vfc3KVZ5OS33xjvUtmK0nSUzM5P58+dz5coVAOaOfdHCSm+MsQVaDqu0Pet4n3HvsmrzLnp1SWT51GGS+3Qmhu6VGYvQ6nQesaz7s9XePAGPnLsqmhaGf+fz3x1oNcGLK/FrFuOXcE2N+v3JuZxPXPUoLp1a4sYnkkZlT7giFU/GwFWlne5A0VS9Xs+ImeNZvGYp5eUVHmH16tVj4cKFTpXH9KWmnj9/Hr1eT58H72ZJ+qsu92kt2Zk/aKo7z3wp46pqejoofSEffrlZ3Ol+5vl3+Xz1Dnr3bM+KxdLnK45wZadb0dTKhT9oqk92uq9cucJDDz1Ebm4u3377rVsloBISEsjJybHbJjQ0lJiYGJM//kogljPJuXKZ+55/lNh29Xh1xjjOZJ1FpVKRkJDAF198wc6dO0lNTbUZb2ZvN1lATsu98Q61XCQlJfHdd9+J742t24KVXkCjVptYeds1vQWNWk27prdY7dsZ67i1HVcp9bqt3UNquZFBSV15P3WAx3YZvFn2xFkGJXUlOjJctlqrwu8wcMoCAIKDNCYiaS9GzRWLvZRrut5/JxqNmq733+nEJ3Edpb6nAX+OgVM0VT7+PvEPLXp3JKZtPf4v8xPKy3WEhIQwePBg9u7dyxdffOHUght8q6l33303ACs3Sa8bbA3zHXF/0VShvnaUg3rdrmpqVdPTVZt3AjAx1VCpY+fuw2i1OnbuPixL/8LuJmBVO72tqcIua1z1KLF+t6dRNNWAP2iq1xfdxcXFPPLIIxw5coT169fTpEkTt/o7fvw48fHxMo3O9/hT4hZHfLD8/4jr0IB6Xe5gzx+/UF6uo3r16kydOpU9e/awevVq6tevL8u95FwoS5mQuIJKpRINC33Hv2dyLiYqgoiwUKrHRFlkOjVeFEupKWoNe0IqRWSt3UNqAhpn2zqL3H1LrZUtFTknMcLvsGT9NgAa3VSnYmwOXKOs1d50hBQRknsSJMeYqgJSkgApOMYfNVWv1zNu9mQSOv+PFk925O+T/6DX66lfvz6bNm1i586dPPfccx4dg6c0dcqUKQDodDo86UgpRVM37jpg9XnujqZKfd67o6mVRU+lnBf+hTxwf3NA/ue/sOBMm7zc6URmntBUoWZ3dFS4157tiqYa8AdN9ap7uVar5fHHH2fDhg2sXbuWhx9+2Gq7c+fOceXKFW666SaCg4MByM7Otlhcb9iwgW7duvHKK68we/ZsyeMItPIm/sRn337J1A/f5diZE+KxoKAgHn74YVJTUwkNDbVztWdxx13O2WtttR86dCi7du0iLCSYgl2GjKZSknEJJU5KSssoLC4xKadiy83NVbdxa1jcIygU1EGgK4fyEscdBBDO1Mr2NsbZbgFiq0Vw+cwywHdlwORwTbNWS9zV/jztKlcVXPGqeskwX3G1IJ9Xpo8hc9NacUEaFBTEwIED6du3rzjf8Rdc1dSWLVsCEBMZzrRX+jpc4DmbPMzRc1rQRo1GTWlZuUV5Mmv3My815u6itKpoqqPfwtH5uI7PcuVqAReOf0x8Tetl5txBeJ5fzS8i53K+zcSh9pBTU+XSF0VT/Qu/rNP92muvMXv2bB555BF69+5tcb5v376AwQL7ySefcOLECRo0aADAzTffzJ133knLli2pVq0av/zyC4sXL6ZOnTrs3buXWrVqSR6HMkFwjit5V+gz9iV2/PYzZWWGmtoqlUqsqd2oUSMfj9CArVhtKRMHZ+O8bbU/deoUTzzxBADaa9lbpYi5eVbUiLBQalaPsZgUGIt4SKveaHU6NGo1pXs/l/w92SQyDlVcPYiqCZqQiuPaUsi/iD7nNBTYD+VwBl/VGTW+L2AzbtCXtU+DWvRCj55577zEyy88aBi3ROHyR4EznrQIkx9X49k8Xe+zstcTBWXR7W1++fMAPV/ry6Url8VjDRs25I033nDb28+TuKqpTz75JMeOHQOQZMB01tjpSFPN9bR6TBRTBj9tdaFtLU5cNqNrFdBUe7H3UjTV04tucZxmuuiMTiqaKt9Yq7qmetW9/LfffgNg3bp19OvXz+KPPZ588kmOHj3K1KlTGTp0KN9++y0vvvii0wtuBel8mPkJNe65kbqdb2fb3h2UlWmJjY1l5MiR7Nmzh/Xr1/vNghtsu8tJiV1z1tXOVntjd/qPVhtivAcldTWpG2oNwWXtyQfaUa9OPGEhwRauaebuar26JKJRq+nVJVHSmG0SHI6qQStUDdtCtetNJwdgeF/telQN26Jq0AqCw9273zU8mfnbHsbudeZjkMv1zl69WUfu63v/OIoePSoVsi64FyzaSI36/alRv7/Xs3fK6d7mTF+u1BpXXPEU5ECn05E8fjDRbRK457luXLpymaCgIO688062bt3KqlWr/HrBDa5r6rRp08TXqc/2cHgfZ0N0HGmquZ4KC257mpqa3IO4mCiq26kFLpkqpKnmmum0pkrY97P37Jb6XHfFtdhRPHhV01RXa40rmlqBz+t0+wLFKm+bjT99T9qcdA4fr0i6pdFo6Ny5MyNHjqR69eo+HJ1rOOMiJ0dG1wcffJCLFy/S9o5G7Mgw1O52ZO2VYh12lDXVJSt3eDVUDVvzz/HTNGp0k8Pm//xzjEY31kN/Yg8UXZF2Dxv4w66yp8ZQs1Myl/PyHdZEt8a4OcuY8fEabr35eg7vNyR/kmIpXrBoo93an0IfgE8tzu7sGjh7ra06qZXV2i4VZafbc+z9fT+9RjzHxdyKHcxq1aoxZMgQevbs6cORyYcUnRRczJMf7cSWvX/I/oxVNNWSQNPUktIyIhIN5dau/LuMmJgIq+2E57hGo2bOrBdNnv2u7qJKuc5RlvGqpqn26pArmuqHO90K/klBYQFPjRxAXIcGPDH8WXHBXaNGDZYtW8bu3btJT0/36ILbmdrZttrb6sOZxGn2LPhpaWm0bt2atLQ0u3106dIFgJ9//0fc1XRk7ZViHbaWKdt459SaldvuzmpwOKqGrVm7/ltub34X02fOAqCwuIQLOVcoLDaNO5s+cxa3N7+Lteu/RdWwtdvWeU8mi/HEGJxJsqYy+1tAyo7OB58bPCSefLy9eEyKpXj6O1+i1erQaNRW240Z/jhx1aOIqx7lksXZllXbmdqX7rrpOZuF1VadVLnwh7qfCr5Hq9UybPpY6nS8jU4DHhMX3Lfddhs//PAD33//vdcX3M5oqq227mhqjRo1AFiyfpvN3dc+494lpFVv+ox7V8InMn0G+0JTHWqAoqmSx7AgcyO3PDYYgNDQYJsLbjA8xzUaNVqtzuLZ7+pzXQ498LWmOtqJl4IzmmqvDrlcVHZNVXa6q7BV/pM1Kxg5eyJFBcXisZiYGHr37s3AgQNtlvjyBHLEVNvrQ+oOtr12rVu3RqfToVar2bNnj93xCVZ+qIgPs2cBlmodNo9HFup5Vo+JQoUhE2jXxGbsPHjEJE7N2s6qqkEr/snK4/bmd1FWVgbA1CmTSX7+BfR6PSqVito1YgHD5GDc+IkABAcH8+dvv9Codgz6k3vtfg+VCWfiDt35rYNb9Uan01GWs4qgII3k8Qn1Te9seiPZF6/YXNi6uvC1ZdV2JyGNs2Pxt9i6QLX0Kzvd8rDvj18ZO/tNdh2o0IOQkBBSU1N57LHHfDgy5zTVVlt3NPXAgQMMGDAAgHq1a5L6XE+L552zeUnMn8Fyamq7prew8+AR8guKyLnmpaQCikvLCAsJ5k0jF3VbGmBNU9+YNJEXXjIsjDRqNdfFGeKWq7qmCr8lICkWWe562lLwd011V0/dGbunqOyaqux0VzH2/vEL7fo9SFTrGxg8dTRFBcWo1Wruvfde1q5dy5YtWxg0aJBXF9zgXEx1ZmYmhYWFxMTEmLS314fUmqT2LPhdunRBrVaLO9n2xicQFhpskrDLlsXflVIiMzLWiBMWFZCTl09efiEbdx0wiVOzurMaGQdR8TRqdBNvTJogHh43fiJz584lIiKC6OhoUAeZTA4A3pg0weA2FxVv6KeKYO27tLXzIfxOgFMl4I6e+g+dTgeARqN2aPU1jinb+P2vaLU6fj143K7l2tWanbas2s5Yu83bOjsWfyj5YYwSq1Y1+W7XNup0vI2Ozz8iLrhvu+02li5dys6dO32+4AbnNLVZs2ao1WqaNWsmuQ9Hmtq0aVPx9Vezx1rVNql5SRZkbiS+UzIXL+cRZxRzLaem7jx4hNPnstFjMJSXlJaRk5dPUUmpuBNu11PJhqZOemMyc+fOJTIigurVYxVNvUZqcg9uuM7ys9rSPOHZD1icd0ZHpMSHP/P8uzS4faDfa6q7egqKpnobZdFdBSgsKmTQ5OHUuLshnZ5/lIN//wFA9erV+fjjj9mzZw9vv/02devW9dkYnXUBz8vLIyIiwqS9vT6MJw+uut2lp6ezZ88e0tPTLc6Zj0+guKRMFH1jwXa2HrS19kJ/76cO4M3BT6NRq9HqdKhAvI+tiYcqrp74esyokUydMll8n56ezrx584iIiLCYHEydMpkxo0Za7cfbuFJT2x2sfZeOEtdYO29v4vbbEUMpvoQbaqJSqRyKqFDzM+dyPmCIK+vds71V0RImFO3a3GZy3pOJaOz1sWDRRq7mF1m45nnCvczZBDByfSeV3VWuKlFeXk7PV/sR1foGerzal6uF+YSGhtK7d2927NjBsmXLaNy4sa+HKeKMph44cACdTseBAwck9+FIU1UqFeHhBnfpXiNmiseNn9vLpw6jdO/nYslLW8/0GRlryMnLp7C4hKjIcI9oqtDXlMFPc2L9fEJDDOXbwkNDHOop2NfUqVOnMm/+PIJDQhVNvcagpK7sXjrD4rgUzTM/78xCzV7/wrnPV+8widV2RlOdeea7q6nm17drcxsajZp2bW6zOk65dMhaf4qmSkNxL6/ErnArv/mS4W+lcbXgqngsKiqKbt26MWLECNTqwLS5uJvszBm3u/vuu4+8vDxiYmJISUkxua+9cipz587l6lXD967dn2nh6ia4VmnUat5PHeDQ/U1wI7fm1mbsHrdp1wFJdUZVjTtbZFQ1nwzExsaSm5srvjefHABQXoL+8PcWY/FGIhdf19QG55P5OKL+wwP59/wl+vS+m2UfDXPo+rVg0UbSJi8HIH1iH7viLYd7uDP92sK8bqp5chxb/bnjBudsAhi5XNz81VVOcS+XzsYdW3l24kDyrxaKx2JjYxk3bhz33XefD0cmH57S1K+++orJkyejAsqv6aCxlgkhUOa6aP5Mt1YizPzZGt8pmZy8fIua3NaQoqnj566kpLSM0JBgSXW7PaGp3k6M5m1N/fvkWZo88aqJe7kUzfNUTWrhXLs2t7Fz92GH97D2fJfjme9MH8afJ23ycquJ3+TWVFc+t6KpBgJz1aVgk+P/nqTjc48Q3SaBFye9wtWCq6hUKlq3bs2nn37Ktm3bGDVqVMAuuME5C741nC0PJmDuTmern6SkJDZv3iy+P3LqP4sdz9TkHuLO9CszFtm1LAtu5ADtmt5icX783JWcPpfNxl0HrJZRsbBeB4WKkwPjBC9jUscwdepU8TqTycHUqYxJHWM5uKBQwx+jsXqrZImzZWaMkcui78iF0dnENtk5huy16RP7GK53YPUdNKArl04t4dKpJQ5FUw73cCn9OnLfGzLyQ3EXwVpyHFvjEXYhhoz80GkrtzMJYGztwLtCZXeVq6yUlZXR49W+xN3dkCeG9SP/aiEajYYWLVqwY8cOvvvuu0qz4AbPaWqnTp0AQ66RgsJik5Ao45wjxrpo7Zk+KKkr2VszuLg1w2ZpKmH3qLi0zOGzXYqmXr7mWu5QT8FjmurtEmDe1tR+42cDUO9adQmQpnly7g5bO7di8TBJ97D2fJcrQZtUTU2bvJxTZ7JF47vUcYLrmurs51Y0tQJlp7sSWOWLS4p5Y/5bfPhlBsXFpeLxmJgYZs2axV133eXD0fk3mZmZzJs3D4CUlBSLSYfxDgBgsRtgb4egffv2lJSU0Ozm+ryU9IDVciX2rO0CjtoZW/jfHPy0RQkUC+t1SCSqW+4F4ELOFXESdF18TVBriIuLM5kcxMbGkpOTAzotaMssxqc/8gOUFohjlXPn1x7u9OUPu+TmFBQVE9OhLwBFFz4lLCzEwRXy45LlWxUKBPHJiu+YNCVD3MG2V7ZM2N0GJN/PUUk0ufBXS7qcKDvd1vnmp+8YMXM8p8/9Kx4LDw9nypQp3HvvvT4cWWAg6GGzZs04cOAAycnJzJo1i/Lyclr+rxHPPdJJUhkvZ5OKGvclJEKTQ1MjwkIJDQm2r6fgMU2V8l0Esqbe/GgKx89e4IcNb3JPh9tdGbLf42lNNS5rlj6xj9OJSRVNlQdlp7sK8OV366nX5Q5q3t2ID1b8H8XFpURERNCtWzd2797Nli1bAmbB7WzJMLn6F+LD8/LyrCaEMd4BsLYbYCuZTGZmJiEhhkXTgaOnrArZoKSuvJ86wKFl+cdf/kKn1xMRFkq7prdYWJPfHPw09erE8+ZgQ73LvPxCkxIoqck9qB4TRX5BkeE6Xbl4bVREGBq1mqiIMNDrmT59usnkAAzW+enTp4Mt+5xRf86WcXEHd/pyx6LvKU78ex6A6KhwpxbccsY4SU7Eoo6D0GYQcR9EdIKIu3nwseF8tf47Zs58h549HrZZtqx+QrzoTu7MrsWgAV2ZM+tFl63cUuO6A92SruAcZWVlzFn5IfH3NqLX8GRxwd2qVSt27tzJjz/+GHALbk/rqa17CHq4efNmURefeuopAH7565iFPjiTJ8N4J9Xa4lDoS9BDKZoaEhzEVUEXjRD6mDmsv5ikdMLclUCFdphosYc0VYqnlKKp8iJ3zLCnNTV9Yh/qJ8SL4WXOeAEomup9lJ3uALPK51y5zJMjB7D7931ilmMwZAodMWIEt98emNZCZ0uGydW/o51uMNTn3rRpE6Ghobz22msAojV/165dACQmJnLgwAHRwl9YWEheXp5JP8ZlTsx3o+1hXFalbq0adq3JtmLFza3QxvFnhcUl5BcWs3DhAia9/obYlysx3Y7wF6u8v2D8GRav2cL+Q8do3+Y2fto81fHF15DLiiwpPlwVDqG3g6amxamCwhLyC4qJigwjMiIUtBeh5E/QF9m9pyfLlRj3L0x+pMZ1V2aUnW4oKi6i++Cn2P37fvFYREQEEydO5L777gvoECxP66mte1jb6e7atavoZl7886cEBwfRpt9o9v11nJZNbmT30rdM8pJs3HUAFfDAtdKX5qW86tUxuCKblw5zRVMF7O3O1uyUzOVrJcQuGsWKK5rqPnLvdMuhJ3LqgqKpVQdlp7sSUVpaylsfv098x0bU63IHuw7sQafTERUVxbx589i3bx+LFy8O2AU3uB5n7W7/SUlJbNmyhS1bttiMZ9u8eTN6vZ7i4mIyMjJMrPlCFvUDBw6YWPgBateuLZZei4oIMylzcjkv32Q32h7GZVUcWZONM5obi6Z5ltdln31JYXEJAPmFxcx+/32TyUF6ejoXL14UM7WDoZzY9JmzTG9YcMnh+I1xNsbZW325ghxx4cY7C8fOnANg9LAepvdxYHmXy4osZEKPjgq3LtbqahDenn9OXLF6fWREKLXiDTVoz2df4eBf2RDe3nCdnXu6UmpFKsb9OxPX7YhAz6BalVn5zZfE33sT8ffcLC64b7rpJubPn8/27dvp3LlzQC+4wfN6ausegjdYenq66BUWHR0tfp99xr0LwL6/jpv8LTwHV23exeW8fKIiw8USXqs27zIp5ZWa3MNCB13V1JZNbnS4Ozvl2q73lGueZAKKpsqPu89VqXpi7z5y7soqmiqNqqSnyk63H1vlN2zfxNBpqZy/lC0eCwsLo127dkydOpWgoCAfjq7qYG+nW7DmA7z33nsUFxcTFhbGa6+9RlJSEi+//DJ79+4lMjyUGrExorg7Y5WXgjMW6obdX6Zug0as/vJLrourxptTpzPpDaPyJlMmM3zECMq1OoI0at55+22LEievDB1KfmExP63OoGebm90efyAiR1y48e82eNqHAFw6+QlxcRXPJW9Zj+1ayFXhEN6etV99Q68n+zL5jQmMSR1ptZ/z2VeYPft9Zs2axarPlvHYow+xLGMq499YZNG3N63ycvYf6Bb9qrbTXVhUyMMpT7L/r98QpjwajYYOHTrw1ltvodFofDzCys0rr7zCzp07CdIEUbLnU7s73TsPHhF1ctS7SygqLiE8LJSZw/qbaJvxsxMUTQ1Eglv1RqfTsWfrDFq1uNnt56rU572iqR76TC4S6HoK0jVVWXT72QShqLiIpOHP8tNvu9GWa8Xjt9xyC8OHD6dly5Y+HJ2CPVq3bo1Op0OtVrNnzx4ANm7cSFpamtjG2B3OeMLgrkuXMwtA4d6bN6xDFRLJ7c3voqzMkMzFmrtbYXEJ02bMJP1aFtbg4GC2//AD/xw7Rtro4X6TiMzbyOmKt/fPo7TtP5bgYA2ll1aZ3seKyHlaWC0Ia8k/J67Q5H8V/1amTZ3M0KFDTd3fgMlvTmfS64YJZ3BwMH/98Qt//Pk3PR9PEkXVlfF76zNLuY/Xv3+ZqSqL7hUbMnlj3gzOXjgnHouOjubtt98OmHwnlYGrV69auJhLwTi0qnTv5ybnjDXPuPQYuK+n5v0rmuoZNC2SUKlAm/sFKpXKZ894nzzPfayp3vzMni4D5w8o7uUBRHl5OR+vXs51nRoRf8/N/LBvJ9pyLREREbz77rvs3buXFStWKAtuB8iZPEZqX2lpabRu3Zq0tDS6dOmCWq2mS5cu4vmuXSseINfHVxeTr0y4VuZrRsYap5KX2HJpbtf0FjRqtdXyJ+bXCxOSRppLNLqxHp+vWEZwcLD1+DIMrnIpgweTNm4cwcHBfL5iGbfe1IC5s98O+KQp7iCnK97URV8A0LqF5Q6HteQo7rqQSXHnEtqs3nAUNDVp1OgmJr8xQTw/dtxEpk+fRWhoGKiCQBXE9BmzxMkBwOQ3JtCo0U106XI/PR97SHQ7szV+e+PytNucM/dxt2yNgucoKCygb+pLxHVowEuvvyYuuO+77z52797N1q1blQW3ROTS1I0bK/4/T1lkv68+494lpFVv+ox71yS0ypzU5B7ExURxtaDIZT0FRVN9TUhwsBiG563nqvl95NCWQNNUb+mplHtVJT11adGdmJiISqUSk0gJ5OXl0bx5c0JDQ03qFCtYZ/OubTR5tA2x7RowdFoqhQXFhISE0L59e37++We2b9/O3XffLT6QFOxjK5O4J/vavHkzOp2OzZs3k56ezp49e0xitsBQcgbgxrrXiXFqxvFp1sTdPFOr8Np8QrEgcyPxnZL5bNNOtDodOw8esTtek+vLitCf2MNj3R9k3+6feX7Ai2JMmjEh13YlRgwfxp+//cJj3R+k2qU/2bFwfMAmMPM3tv56FIAHOzeX1N5R7JSjCYAUwRXa5JdU1FAdkzqSaVMrJgBT0tOZN28e4eERTJ8+i7HjKlwm33h9Is89/yIFhSVERoTy5edzRFF1VDfU2ri8lQFVybQamJy/dIE2z3SmVsdbWbN1A6Wl5cTExPDee++xd+9exY3cBeTSVOPrZy6xn9ht1eZdaHU6Vm3exfKpwyjd+znLpw6zaDcoqStRkeFczsu3iPc2qdZxDamaKiz6v/phn6KpVQQpz/zKpqne1DlFUytwadE9Y8YMAMaPHy8eKy0tpWfPnhw8eJBPPvnEZLdPoYLy8nJ6vNKX6u0b0PPVvpzOOgtA/fr1ef/999m5cyezZ89W4rVdwNXkMdas+db6stauS5cuqFQqQkJCxOPm7R544AEAfvrtbzH5ypTBT4u7pDsPHrEQd8FyP2HuShNRN08gM2HuSnLy8tHr9WjUaodWcotEbEVX0B/9ieMnTqDV6cgvLLa4prSsXPy7Ue0Y9Ed/giLriT8UXONqnuH7/DDjO0nJRMwtw8KE4Jnn36XB7QNJm7zc7gTAlggaTyyENg8/ZPosN58kpKWlUaNGDcaOGycemzZ1MgMHvYxWqyO/4Nq/KU0Nk/EL2U+NP68c4uxuUpaqZHWvDMz7dBFxHRpw00N38ec/h1GpVNx9992sWbOGLVu20KFDB8Vw7SJyaWpycjLXXXcdACUlFRpjbZe5VxfDpk5oSLB43NZutDU9HZTUlejIcIukalI0dUHmRj7duAOtTkdRSamkEliKpvovUrXAlp4uWLRRfO2Kpprf35801VZ7ayiaKh8ux3R3796dr7/+mq1bt3LvvffSp08fVq5cyXvvvcerr74q9zhlxdvxZ1qtlglz0lm0dhkF+YXi8fDwcMaPHy+6JSv4BqnlVWy1Mz9u/l6v19OqVSsAyvetspgAWosNNi5TMmXw01bj1QCGTP8IvV6PSqVizpgXnLKSG9/3x1/+4sxVPRPHjKDL/fdBUKjY7tKli2zYuJnIoguyJ3ipDGW/3OWf0+e4tedQ8b3UZCLWSndoNGq0Wh0REaGUlJTRu2d7Viy23CWyhZDQRKNRG2ppv/CooWaoOaqga1b4cRan0tPTGTHiNcrLSrl61VDaJDo63BCfVrgV9CUm97L1ec3jvKS2v5pfRM7l/IBOyuJpAj2mO+fKZR4Y+ASHj1cYKiMiIujSpQvjx49XFtk+xppWGuvgN3PG80Bic5tx0+bHnU1a6aqmjp+7kst5+QA81bW91R12qfdVNNU+er2eoJa9CA0JpvjiZx65h7MJuqxpCMCpM9kuaaqFng7oCqpQRVMrIR6P6Z42bRpqtZoJEyYwcuRIVq5cydixY/1+we1Ntu/bxZ297qFaYn3eX/5/FOQXEhQURKtWrdixYwc//vgjXbt2VRbcPkbqrrYtq79wvFmzZnTv3p1mzZqZtDOeAMZ06EvNTskmFntrscHGZUqMzxtb6GdkrBF3uIUFtzNlrIz72nnwCDt27uTFgYPQH/7e8OfID+gPf0/cuT30bVrNIxlVnY2/q4ys3PgTAHFx0U7t8lor3dG7Z3vqJ8QTFhqMVqtj5+7DTo1lzPDHxYW7waJvy+NGxZgxY4iNjTU5GhsbS2pqKuXlOiIjQlGpVej0+grLvFF/jna1zd3ipLYHnPoeq1K5kkDng+X/R617b6FelzvEBXetWrVYuXIl27dvZ8KECcqC2w+wppVffPGFONd5eoyhdJitEpjmLuK22hnHfxvjqqYK/3LiYqLEBbeiqZ5h+NsfAxAWFuyxezjrOWVNQ4Q+XNFUSz0FRVOrNi6v9u644w769u3LTz/9xDvvvMPzzz/P1GuZGI2ZNm0aLVu2JDo6mlq1atG7d29Onjzpzpj9Gq1WS+8RzxHTth4Pp/Ti6ClDHcrGjRszf/58fv75Z+bPn09oaKiDnhR8iXksW2ZmJhkZGSQnJ1vU8xZqkwq1ug8cOCDWKBWoXbs2YMhaejkvnwlzV9oVcltJuownH9ZqchsLrqPJgrW+xElNeQmUFhj+piJ23Nxg4C6O6o57GzlqbzvLwnU7ALjv7v855YJlLJiC+9aKxcM4+edC0if2kRyjJrikL1i0kUEDujJn1otG15aL7QsKSziffYWCwhJAz/Tp08nNzTXpMzc3lxkzZhAUZJCWqMgwNBo1UZFh11pU9GfL5UwYV7s2t5l8BkcuasL3kT6xj1PfozcTyig4z6XcHHqPeI7YxPqMnT2ZgqJC1Go1PXr0YO/evXz99dfcfHPVKLEUyGRkZKDT6QDIzS+wuyNr7iJuSw+N478dPbulaOqb1xbmbxrV5FY01XXsfV+/Hz0FwPAhj3rs/s66NVvTEKEPVzQVMNNTUDS1auNWybCRI0fy9ttvEx0dzYULFwgLC7No8+CDD/L000/TqlUrSkpKGDVqFGfPnuX333/3Wdyy3K5wWq2W95YuYNYnc7hacFU8Hh4ezquvvkqPHj2UGG0/xtgVLjk52aQGt/B3YWEheXl5Fq7lwmK8WbNmYmLBlJQUi4X53Llz+fhjg2W3ekwUAJfz8q26y7lTTsz4WmGyYK1MmbNuZ4J7HyDZxS8QkaP2trOEtnmK8vJyck4toXr1KK/cE0xd37RanW3XsYj7QBXC+ewraLU6NBo1Hy/+0CTBS2xsrMlkYdrUyRY1Ry9eukTLFnf5TQ1VAWOXOyDgS5dIIRDcy1d/v54JH0zl5H+nxWM1atRg7ty5NGrUSJZ7KHgGe5qalZUFQLWoCK7kF1o8axdkbmTC3JUUl5YRFhJste62oGXXVY/m18Mn6dUlUUxSaq0/Y91zVgdtaapxmTJX3Lirgqba09POAyexdd+fvJ3+LMOHPuajEcqLNzW1oLCE06fP8sOmDxxqlaKpnsfj7uVz5szh7bffplatWly9epVPPvnEartvv/2WZ599liZNmnDnnXfy4YcfcvjwYf766y9Xb+037D64l3Z9H6RaYn0mzZvG1YKraDQamjdvLrqPJyUlKQtuL+BOaRNjVzhhh1vYrTaeJFhzLRfab9y4kby8PCIiIiwW3ADffPON+HpQ0gOiq5s1a7S5C7kzrmLG1nxzi7czFntzhPIs1WOi/MKC7im8vUtw8fIVyssNlmphwe0t1yxzl3SbFnztJaDCwr5wwXyTycHUqVO5nJPDNCNPp7HjJjJ9xiyTbjZs2CTJ+u3LTKfOWugVNzr5eXPhTGIT69Nv7CBO/ncalUpF586dWbduHRs3blQW3F7CU5oquP/nFRRZfdbOyFhDTl4+hcUl6MHqglbQsuP/XqBurRrcfVcTm89ucw2VS1OtVRJRNNUUf9l1DzRNnSZBU/MLitmydZskrfKmpprHjSuaaopLi+7PP/+cV199lU6dOvHrr79SrVo13njjDQoLCx1ee+WKIUNjXFycK7f2OVqtlr5jXiK2XX3uf6EnB4/8AcBNN93EO++8w+7du/noo48U93Ev405pE8E9PCkpySIWTXifkpIitjGejCQnJ4txamq1WrzOWvZWgQ8+3SAK+IS5Ky3cy+y6qFnBltibu9PZmzA4YlBSV7K3ZnBxa4bVXQdvu2R7Cjlrb1vD/Lua/OEqAMLDQsQ23nLNMnZJt5vFtOwMAJERoXy8+EOTmqHjxo1j8ODBgJYxY0wzsBpPEgoKS1i+Yjlx1aMYM/xxu8Lq7Uyn1mLjXYmrV3CdM1ln+V+PRKJa38CMRbMp12qpUaMGQ4cOZe/evUyfPp06der4ephVCk9p6oMPPggYEmkJu5/Gz8TU5B6ory3MhRhr8+emoGV6EHXMlqaaa6hcmmrPqC0FW5qq6KlzmGuJNW0JJE0dn5bGmDEjsaepBYUl6HV6vvqqYjfZXzTV2bhxR9dXNpxedH///ff069ePO+64gzVr1lCnTh2GDRvGuXPnmD17tt1rtVotI0eO5OGHH+aGG25wedDeRq/Xs2Tdp9xw/+1US6zPmi0bKC/XEhoayqBBg9ixYwefffYZ99xzj6+HWmVxtbSJOcaTBWvvwXQykpSUxOjRo6lduzajR48WF+VvvfWWyYQlKSmJW2+9FYCi4lKgwqJ/OS+fV2YsEkXWWaGSanEX+gXILyhy2cJu3n+gJG7xB4Tv6pUZi+gz7l3mfvYtAFqtTmzji51ea0IniviHK0F7kX/+OcbESW+K5994fSKvvDIUjVoH+jLQl1uUPpk46U3++ecYmzZ9x6ZNW4iOCnfJ+i0FVy3k1mLjrU1OrPWv1B91j0nzphPbrj6NH23Dyf/OoFKpqFu3Ll999RUbN27k2Wef9fUQqyye0tTXX39dPFdeXm6hH4OSuvLBmBdMYquNy30JbU6sn2/hMWZNU431VKpruRRNNe9XLk2tKnr6y+ETAG4nEhZKeY1Iy7BZ2itQNDUtbZxhwa0vt6upv/9xiO++/56/D/0uapW/aKr5d61oqilOxXT/8ssvdOzYkRo1arBz507R8pyXl0fDhg3RarUcP37c6i62Xq/npZde4ocffmDHjh3Ex8dbtPEWUuPPfv3rd0a/O4ldB/aIx9RqNU2aNGH+/PmEh4d7Y7gKfoa9pGpQEc+mVqtNFuKLFi0iO9sQw1X080oWr93ChLkruXy1AL1ebxL3tCBzI+PnruTK1QJ0ZufMMZ9IGJdGubg1w6K9eZyVszFuxtcLZVZUYDX2TsGUBZkbeWXGIrQ6HRq1Gu21xEITU3vxRtrTDq6+1ocH4qXMXcLALA7sryUQ3p61X31Dryf7MvmNCRYx28ZMnzGLiZPeZNVny3js0YdYljGV8W8sol2b29i5+7D4t5xxXp6OW/N2XJwn8WVM96lzZ3jitf4cOfUPOp1h+hEcHMwzzzzD0KFD7V6rUDlo3bo1Op2OBxOb80jHVg71x5qmWdMtIR7clqYKJTZtaaOALzW1XdNbWLV5F726JDpdsiyQ0LQwzJ0KslYQEWGZD0oqNer3J+dyPmqVIat3XPUooqPCndKWQNPUe+69m24PP0z/p9qI41U01bdI1VTJi+5jx47Rvn17ysvL2bFjh7hrJ/DWW2+RmprKyJEjmTlzpsk5vV5PSkoK3377Ldu3bychIcGFjyQf9iYIOp2OFya9wpotX1NaViYeT0hIYODAgaJrlIKCLawtyu+77z7y8vLENpvmTeD+Ns0AQ9kTc5E1TrIC0LLJjexe+pak+8d3SiYnL5+4mCiyrUwQzCcE7tRANU/W5qi9siiv+D5a334Tmd/9DEDRhU8JM3Ixt4exUAEeEy2LSYO6GoS14p9jp2jU6CaL9pdzCygqLiU8LITqsZH8888xGt1UH4r3gu6Kxdg9Pl6Z8XT/3sQXi+435s1g8ZplXMq9LB6rU6cO//d//6e4jlcxpk2bxhdffAGAdr/jmHFHdbfNF8JSNHXu2Bcl65E/aWpl0VNNiyTUKhXaK1+41Y/wXHZn0aloqsTxykxV1FTJfh033XQTWVlZXLx40WLBDTB69Gj0er3VBffgwYP5+uuv2bJli88X3NbQ6/V889P31OtyBzFt6/H5xjWUlpUREhLCU089xY8//sjq1auVBXclwJ3kMFL7s+aSLiAkkembVhGKsfPgEbQ6HTsPHhGPpSb3MKk3++vhk5JLjFgrewIVLmyAzVhvKdiLa7NGVXGXk4rw/U0b2heAmOhwyQtuMHW/El63a3Ob7MlHBg3oahqXprsCRTto1LCa1fZC2ITwd6OGMVC0Q5wcmI9dwFW3cPPrLMYrM96ONQ9Err+vMVGtbyCq9Q3EtKlHtbb1qda2PlGtb2Bmxgdcyr2MRqPhueeeY8+ePaxbt05ZcAc4rmjq6NGjxddCIkkBR67cAiqzv42xpanGCAlFXdVU43Hay58iBWc0VdFTU8zLZbryfDbX1LjqUVzNL5JdRxRNNaUqaqpbJcOkkJKSwsqVK1m3bp1J1tG4uDhCQqRPNOVEsMpvXbyO9A/f5vuff0D4GlQqFbfeeisLFiwgKsp75XsUvINxKRPj0l+e7k/Y/b7jjjvYvHkzUGHht2W5XpC5kVHvLqG4pJTeD7QTS6KAayVGfFEOCyqPZV5u2ieP5effj9L41hv4a+/7Tl9vbCUW4rnktnbbtKKr4yA4ATQ1QGV4jl/OLeD0mbOcP3ecB+6OA12Oe/dw4Tq5rf4LFm0kbfJyANIn9qk0kwNP7XSHhIehUqnQlpVRXlZute306dPp3Lmz2/dU8A9c1dRWrVoZwg57dmb++EHicak6ZU9XbJ3rM+5dPtu0k/DQEGYO6y8uYMF5TVX01D3k2umWE0FTr+YXkXM53yO7x4qmVm1NdS+DgQTmz59Pbm4ud999N3Xq1BH/7Ny509O3dkin5x/hu13b0Ov11KpViwkTJrB3716WLVumLLgrKXIlhxFo1qwZarWaZs2a2W0n7H6/+WZF0gytVgtYJmQxtvLXrB7DB2NeYPnUYW6XGHG3fIerWVW9kcE0EPnnzHkA/u/9l1263pms23IkGTNBlwMlB6BwCxRuhcIfqR6yh2Y3HueB9kieHNi9hwvX2erL1c8//Z0vybmcT87l/EqbTVVOlu7bSObhn1h9bDfrTu8X/yz6+WuxzZgxY3jqqad8OEoFOXFVUxMTEwH4aO0Wk+Ptmt6CRq2mXdNb7F5vT1dsaerddzUhoXZNZg7rL+4qu6qpcpTDckVTFT31HIKmAg41SdFURVNdweM73f6IYJUH6Ny5MxMnTiQiIsLHozLFUbIuBf/A2Mov1CRt1qwZBw4cMPntjH/PGTNmoNfrCQ8NYdbwZ03E09h6DvjEkm4Lb1v2vWHR9/Q9bPWv1+sJatkLgLN/f8j1dWo437cT8VCCtVqjUTNn1osW7eW2PvtbLJir1vqqbpWX3p9BUz/78wciom0brJ9P7Eb22SzA4FW2YcMGryRVVfTU/9BqtbRpY0gEVbL7U4KCggDLRJ0zMtbQrukt7Dx4xCJpmvBsBWw+xxVNrcBfNHXdD3voMfwtNBo15ZedC/XzpLY407eQwC2uehSXTi2x2pdc2uGN2GdFU93Db3a6/Z3vvvuOYcP8L0OkOzUyFSqQO4bbHGMrv/Cbbd682eK3M/49hdJyRSWlFnFZ5jW6q8dEkV9QZGEJl6OWp7U+7PUrh2XfGbwRu+bpe9jqv+ya621ISJDkBbexZdlZgRwz/HE0GjVarY60ycut1jF1x/psbvX2dK1NZ/t31fI/aEBXLp1awqVTSyrN5MCXLN71NS9MNOitXq/noYceYtGiRR6/r6Kn8iCnnmo0GvH18g0/iq+NdUZ4fq7avMviOWr8bLX3HFc0tQJ/0dSte/8AoH2b25zuX05tcUdTbfVjPE5XNdXbeurKPRRNdY0qvegODjXETezfv5+WLVuye/duH4+oArndoOUmKCiIkJAQ0Trtr0idbLk6mTBOmib8Zl26dLH47Yx/zzFjxojHU5N72EzIMiipK9GR4eTk5VvUCx1/rW6pI/E07ltKfW17gulttzZvTEg8fQ9b/T//xlwAYqtFSu7LWBSdFchBA7oyZ9aLJtlZzeuYxlWPIq56lEv1Mc3HYyzICxZtpEb9/tSo31+2ZCzOCn5VTNjirzz2Ql9WH98t1uedP38+HTt2RKfTObjSdRQ9lQdnjBdSNLV27doAvDarwvBiLalYry6JFs9R88W08XmpmupKfWxFU+W7xw11nffwkrOOszuamj6xD/UT4kmf2Mfqte5oqj09BRRNDWCqtHv5Z3/+wC/bdjJj8FjxXN26dVm7dq0PR+e/REZGEhcXR1RUlMnkoLy8nPz8fHJycigoKPDhCC2R6lboajIYqf2bt2vZsiUA62aPZfD0j2y6mNkqRRIXE0VUZLh43JZLl7H72tWCIpMSK7bqnEo5puAawndZXFLKhZwrzJ7xPK+83F3atTLVEvVWTVIBwQ0N8Ek9Tld3MCpTORNzfOVebs7wR/px9MBf4vvx48fTo0cPt8cTCFRmPQVpmnry5EmxH8HFXIreOGpjz23bVnku4b2iqZ5n+KzFzF65gWd63c3yRe55mrq7Q+2PmuroM/lSU+X6vquqpnp1p3vv3r0MGTKE22+/ncjISOrVq0fv3r05cuSI44uB3NxcXnrpJeLj44mMjKRTp0788ssvbo2pwyMPsO70fqKrG2K8z549S8uWLZk3b55b/bqDp12inSU4OJgGDRpw4403Ehsba2GNDwoKIjY2lhtvvJEGDRoQHBzso5FaYl6+y9p3m5mZSWFhITExMU7vhAiW/3nz5ln9zYT7zZs3z2SHQEjUN3H+SruWYVulSB5INE3cZsuabty3eYkVa1Z2a8f8vUSJHG6B3kL4Li/kGEp+tE9sbLWdNXc1Y8uyM1Zma2VAhGvlcluzNx4pFn9Xk7JIwdXP6A2XPk/gye9Sbt5Zt5T3vl0hvp8yZYrsMdeKnsqHtXKY7mhqgwYNxNcHjpwCKp6Rr8xYZPWZviBzI6/MWGRXk6Rqqr12VVVTA0lPQfpzOpA01dFYfKmp7ny+QNRUub9Hry66Z8yYwRdffMH999/P7Nmzeemll9i+fTt33XUXf/zxh91rdTod3bp1Y8WKFQwZMoS33nqLCxcu0LFjR44ePer22FYc2MIbSz4Q3y9evJgOHTpY1JD0Bv4UfxYeHs7NN9/M+fPnJbU/f/48N998M+Hh4R4bkzuTKGvfbUZGBnl5eURERDg94RPcFgGysrJ46623TMYl3A8wcW/s29dQo/nXwyedcjET2grlwwTRNp4I2HKts1W/G/wr7sxZfD2BcWaSkprcg3q1awKgVqto0fwmq+3kECdBLNImL7fZl5yueraQEsPlSTGWM5NrIBBoE5ubmtzKutP7qVX/BsCw+9myZUtyc3Nl6V/RU/u4a5RwV1Ojo6MBeHTYNMDwjNSo1Wh1OibMXWnxbJ2RsQatTodGrbapSVI11biduY64o6mONMGfNdUberrjwN92zzuz0JH6nFY0VR7c+XyBqKlyf49eXXQPHz6cU6dO8f777/PCCy8wfvx4fvzxR8rLy5k+fbrdazMzM9m5cycZGRlMmjSJwYMHs23bNjQaDZMmTZJlfHd1bMe60/tp0ro5AMXFxbRt25b33ntPlv6lYi3+zBPWekd9BgcH07BhQ77++muaN2/OzJkz7fY3c+ZMmjdvztdff03Dhg09ZqF3ZRIlfNZmzZrZjbeW0ofx9yVY/lNSUlCr1eh0OpNxCX2npKSY7BC88MILYpvTWdmSP4eAuWjbmzwI2CtN5k9xZ85ibwLjDau9M5OUQUldGdDjfgDCruWUsIYc4iSl/Im/xGW5+nmFSdAzz79rc5Lm6mf0l+/GWQJxYgPw0Y9rGTI9TXzfuXNn/u///s/tfr2lp476rUx6CvJpqvC5si7motfrGZTUlfdTB1CvTjx6sHi2Cs/791MHyKpJcmqqI03wZ011ZBCQQ1N//fskACNfeczqeWcWOlKf04qmSsORprrz+fzlu3EGufXUL2K6W7RoARgSmtmid+/ebN++nf/++09MwAIwcOBAli1bRk5ODqGhoZLuJyX+LC/3Cn2b349eZ/h6NBoNO3bs8FiiE/NYKeP3AG+99RY6nc7pmGN7OIq5atCgAefPn6d58+aUlZUBBve/UaNGWbSdOXMm48ePBwyTi99++41atWpx8uRJWcZqjCvlX1yN2XamD2Fc1kqGWaN169bodDrmjH2Bl5MedGlM1pASL2Ye81ZZ4868UZLF2e/pzqdGcPDoKfo/fS+fLHzVI2MCz8VP+VNclnEpNK1WZzO+zZ/G7A/4S0y3NbRaLT1vaov+WmK1mJgYtmzZ4uAqS2xparNmzdi8ebPsegr2NaIy6SnIq6kC/236kFo1qovvF2RuZMLcleiBKYOf9pkOOaup5vHhzvTj78ihqcGtn0Sn1aLPs76o9tfntaKpFfjTmP0Bv4zptoZer+f8+fPUrFnTbrtff/2Vu+66y2TBDYaFS2FhoeS4cKnExFbjq5P7aNGpHWCYCLRt25Y33nhD1vsImFubjd9nZGSg0+lQq9WyZl+1Z42OjIwkOjqaRo0amXgSjB8/npkzZ6JWq9FoNKjVapMJAsCkSZNo1KgR0dHRREZKz84sFWtxZdYw3nWw91ml7no4st4L4zpw4ICknYPrr78egNHvLTU57q4lWYoVXbBmt2t6Cw27vwwQUHFnUvGGG5+zuxZ/HPvXMLZhnt2JdNaqLNWlz9YuhL3rXT3nCMEK3btne7vWaFdcxAIpNroyodFo+OrkXm5t0RQwLOhbtmzp9ILTlqYKC2659RRsa0Rl0FPwnKYKmxmdB5nOrwYldSUqMpzLRhU8XMHbmmprYa1oqjT8dUfUm5rq6FpFUwMTn+90L1u2jH79+rFo0SKef/55m+2ioqJ48sknLWp6btiwgW7duvHtt9/Stav1/wglJSWUlJSI7/Py8khISJBslc8+l8WL7R5Fq9UCoFKp+Prrr7nuuuukfERJONrpdsUS7Q4JCQnExsaK780nAlOnTmXMmDFMnz6dcePGicfNLfe5ubmcOXPGK2M2R6olXg6LvTFSdw7OnDlDz549ASjftwqVypCOxVlLsrPWc1vZWx1lTldwn5LSUiISnwGwaeX3FYKF21E2VGsW7gWLNjJk5Ic2LePGfY8Z/rjJ9eb39YQF3ZU+pX4fgYi7O93uaqpUft/zC+OSXhTfN2nShCVLlki61t5OtxRPJDmpDHoKntPU+fPni3M77X7ThbocOqRoqn/haKe7suCOptao35+cy/nEVY/i0inLZ56iqf5FQOx0Hz58mMGDB5OYmMizzz5rt21RUZFV9/GwsDDxvC2mTZtGtWrVxD8JCQlOjTO+Tm3WnNhDUkoyYNidf/jhhxk4cKBT/djDnrXZ+JyxBdmTWVmF7NoCo0aNYsqUKeL7cePGERcXZ3eCYK0fbyI1rkzuGq5Sdw5uuOEG8fWxMxUuds5akp21nhu3l5LlFQiobKb+zOebdgIQFRnm9LXGVmK5LMbG/UiNXbJm7Z/+zpdotTo0GrXV6437dlSD1BMJYFzZOQnU2Ghv4K6mSuWO1nex9uReQsMN/1/++usvWrVqRXFxscNrzXVTWICnp6creuointLUF1+sMKzk5uWbnJMj/lnRVAVryK2p5n24o6mOUDQ1MPHZojsrK4tu3bpRrVo1MjMz0Wg0dtuHh4ebWNYFBPG1l91z7NixXLlyRfzjqqX42TFDWX18NyFhhsX//v37admyJdu3b3eqHyniLpSYMi9dZnxccJczz5jtLkFBQVZj11NTU5k6dar43ji77NSpU0lNTZXclzcQJl2A3e/bGfc6OVGpVKLR6JFXK75XewnPrNGu6S1o1GraNb1F0n2NJwVC2ZTxc1cS3ynZ6n0qg0ucv/Dllp8BqBEX7bTAGwunOyJqPDEw7scdlz5BTOfMetHphDbm93VWmD3lsuavLo7+gFyaKgW1Wk3m3zsYNc+Q3Vqv19OhQwfeeecdsY0jTbWlldb01Fb5R1epLHoKntNU48/Vf8JseQZrhKKp/sPZ85fQXfMalRNXdEBuTTXPau6OhqRP7EP9hHjSJ/axej/jXWY5NdWTLuCKpvpo0X3lyhUeeughcnNz+fbbb8XYVnvUqVOHc+fOWRwXjtnrIzQ0lJiYGJM/rhIUFMQXR3byxvK54rHhw4dz9913i8lRHOFq9u377ruPvLw88VhycjIqlQqdTmeyOE9LS6N169akpaVZ9CFlMmEeNy+gUqkYM2aMiZscQGxsLGPGjBHdo6X25y38qWSMOa++akikdexf6yVkpIjzzoNH0Op07DwoLa+B+c7BjIw1XM7LJ8dG3Jw/lzcJNL7b/TsAxSWlTgu8sXBKFVFrAmo8uZDSz4JFG6lRvz+RtZ+mRv3+LmUId2Zx76wwB0qJrMoUzyanpprzzdJMnk/szjdLTXXqnu4P8OmfP6C6picrVqygS5cugONnfHJyskl1CUELBQ+50tJScXe2tLTUxOAtaO99991nUYu6KuopeEZT7777bgC+2fGbbH1aQ9FU37L9l78AuC6+mqz9uqIDcmsq2M5qbt6HO5pq/lnl1FRFTz2L15/excXFPPLIIxw5coT169fTpEkTSdc1b96cX375Bd21jKYCu3fvJiIigltukWaRlIu77m7LutP70QQZduiLiopITEw0EWpbgmzuemVN1BMTE1Gr1SQmJgLw3nvviQtutVpNSkoKSUlJost9aWmp2L+QKGbz5s0m45AqlObfsYBer2f69OkW9VNzc3OZPn06ttID2OrPG2RmZlJYWEhMTAzJyckuuxA6us7eeVvnMjMzWbx4MQBanc7q9ySlHFa7pre4VeIjNbkH1WOiiIuJsusSV5Vj0ORAq9VSWGzw1hk/qhf1E+Jp1+Y2ycJhLJzGr+2JjzUBNZ5cSBHj6e98Sc7lfAoLS8i5nO+SGLvrVmbvMwaKy1qgTGZ8zap5GWSfPceqeRkmx79ZmsnQB57i5TdT+V87Q8WTy5cv07JlS7p06SJqqjU9TUpKokuXLqjVapo1ayZqoWAoDwkJISkpieTkZAuPOqHmdF5ensmCXdglr0p6Cqaa2qxZM9n0dNo0gyeDTq/n3WVf2dUsW5omZRfbXU2Veg9FU+1zQ90asvYn6IC7mgrYvd6epqZP7CNpceuupip6Grh66tVEalqtlscff5wNGzawdu1aHn74Yavtzp07x5UrV7jpppvEGo6fffYZTz31FKtWrRJdli5evMjNN99M165d+fTTTyWPQ87yJt8szeSzOYu4dO6CeCwsLIzY2FiHiUSEhXBhYaG4oBYmDkKJMLVazejRo5kxY4YowmPGjAEMk4Hc3FyKi4vFeyYnJ/Prr7+yefNmunTpImbSFvqVmpCtcePGFm5s5slfYmNjTSYM1mLQysvLOXTokINv0TNkZmZalFpzNWmao+uE8zExMURERJh8x7bOmZdLaX5rA34/eppeXRJZPnWYwzFJTQ4jtKseE0V0ZLjoAqckdfEuB4+c5M6nRxIcrKH00ipAnsQi9vpYsGgjaZOXAwZ3NVfcuoQ+ikvKCAsNdrkfZ+9pLzFMIOJPJVb8uWTYN0szWTUvg14pyTzUr0Knnk/sTvbZc8TXrcPiXevZ/8NOXu83VDx/33330bp1a/GZD4jPa2MtUKvVdOnShY0bKyacgqaatzlw4ADNmjVj165dAKSkpIgLdmvPeltUBj0FS00FZNVToYxmdGQ4VwuKbJbfsqVp5prYZ9y7rNq8S1ZNtXVvUBKlSWHlNz/Sd/xs7mp+I/u3z5K9f3e1wtH1zzz/Lp+v3kHvnu1Zsdjxvylr+FpThQWroqfy4ZeJ1EaMGMFXX33FQw89RE5ODsuWLTP5IzB27FgaN27M2bNnxWNJSUm0bduW5557jsmTJzNv3jw6duyIVqv1WBkvKTzUL4mM3d+w7vR+Gl8rcVJcXExWVhaRkZEmu9nmll1BvAHRRU9YGAuTBsEd7oEHHjCJARauDQkJoXbt2oSEhIhW9/T0dPbs2UN6errJrrozcVb5+abJTKxlW83JyTGJSRPKn9jrx5tYK7XmatI0R9cJ5wGL3Q9b54TjQhb83/4+iVanY9XmXSZ927KsS3VRE9qpwMStrirHlfmCJV//AEDt6yrq0MphVbbXx6ABXYmOCpdkTbdl/R40oCuXTi2hIGsll04tkb1cijUcJYYJRJR4Nmk81C+JxbvWmyy4AXqlJBNftw69riU0vXD6P+Lr1iE41GCY37JlC9OnT0en06FSqUQ9BSw09cCBA3Tt2tVCU40N3YLB+sCBA2zZsoUtW7aIu+G1a9cmJSWlSukpWGqq3Hp6++23A5BfVGKy4DbXKVuaZq6Jqzbvkl1Tbd0bFE31B9zVCkfX79x9GK1Wx87dhx325a+aquip7/DqTnfHjh354YcfbJ4XhpKcnMwnn3zCiRMnaNCggXj+8uXLjBo1ijVr1lBUVESrVq2YNWsWLVu2dGocclrlzcm5cJHk1g+i1xk+i0ajYceOHfTo0cPCsmurtJSxNVmlUhEdHU1KSgrvvfeeuKv92muvWZRDEVzbBddzqaWrzMnMzOSPP/5g+fLlhIWFWUwQpkyZQmpqKiqVCr1ez4wZMyzOCxb648ePU1BQ4PoX6gaufn5P3dPWuW3btjFy5EjxfcsmN7J76Vvie2fLndjC2AoPMOrdJRSVlNKicUMuXL5qYZ1XrPbOY+87u/6BAZy/dIWFswfy0nPe+z6NLcKATeuw3LvJ7vQnlxXb36zh/oI/73RLxXjnu2n7lnz/+TrxXJs2bZg7tyLvijVNTUxMZNOmTej1emJiYsRdbLk1tbLoKXheU/Pz8+nYsSMApXs+Q6PR2H2mOjonaNyTD7Qz2emWQ1PN791n3Lt8vmknYaEhPHpvS3YePKJoqhUWfrGJlKn/J2mn2x+f31L1FBRNrUpI1VSf1+n2Bd6YILz+7FD2b90pvhd2Oq3V4bZWl1tYYAvExMSYJFHr2rUr6enpgKWburmLuhQXd2vu0F988QW33XYbzZs3F2PfrLm8ganlPjg4mN9++41atWpx8uRJF7/BwMDRJMTe72zc3thwZD4R8IRQC5MOAI1ajVans7ivXIv9qoSt70yv1xPcqjd6vZ5jB+dxY4PaLvVvLni2ama7srCWW0zlcMNzl8rglu4JKsOi29wN/auPP+XDSRU7w6GhoVSvXt2mpgqLXAFBU42f0YJHmTuaquipcwha2O/he8h48xWL8+bGY1vaaE+/PKGpIa16o9Xp0KjV1K1Vw+q9FU2FWp2f5+LlPPo/3ZFPFlr+vsZ44/ntjqY6Gp+iqVUHv3Qvr0q06XwvNWpfh+ZaHFdWVhZZWVm0a9cOqChV8t5779G9e3dmzZolvp83b57DOqQbN24kMzOTtLQ0pk+fTlZWFqWlpeLkYN68eaI7XW5urkXmVQFrydUE168jR47QsGFDVqxYQXBwsM0JAlTUHQ0ODmbFihU0bNjQJDzAG3iyzqotHCWnMz9vqxScEO8XHhpi4drmiaQrxoleenVJtOpSV5UzrLqKre+soKgYvV6PSqVyecENFS5iQ0Z+aFHyy7yNNXdyR67ocrprOeOG5ykqgxudggHzrObmbugr3zVMAFVqQ9bvkpISsrKymDNnDjNmzLBYcAtJSAUETRW0eNasWaIWNmvWzGSn3BlNDVQ9Bd9oqlA+dtkG66VYjV24hdevzFjklKu4JzS1V5dENGo1vbok2ry3oqlQVGRIVDj/3YEO23rj+e2Opjoan6KpCuYoO90essobu749+HQPls6qsGrGxsZy5coVcRLu6CdQqVSkpqYyb948k93usLAwi91wwUVOSLBm3L8167yjndrw8HAaNmzIiRMnaNSokcPP/c8//4jthXIs3sLVJGnu4OxOt1D2LSYmhi1btojthg8fzvbt21Gr1JTt+9wrY1fwHp1enMj2X/4iMiKU/KyVLvezYNFGhoz8EK1WJwqfMzvdrtzP1URs9sahuKj5lkDc6TZPpGbMN0szmT9+umRNFbTSkaaOGTPGxItMrVYTFRVlkvjUGU0NJD0F32jqvHnzxKoeZXs/tyiRZr7T/cqMRVY9tRT8k5j2fSgoLqHw/ErCw0MdX2AFuTXOW5oq9NOuzW3s3H3Y6f4UTfVfFPdyO3h6gvDN0kyWzDTEk/UfNRiAVfM+Jv9KHkX5hWI7lUpF48aN+euvv+z216RJE3JycsSFtDWM47yFzKoAhYWFlJeXi+cBp2OygoODqVu3LtHR0Q7bXr16lbNnz0quWS4nnoo3k7NfW32Vl5fTtm1bwPpEQyGwCWvzJGXlWiLCQ4ivWc0tYXRXXJ25XnAlA2R1JwtEF7XKNKkJtEW3dU2tcC0XFuQqlYqQsFBKi0vsLry7du3Krl27TBbc5gi6a5ypvFmzZvzwww8muVXAOU0NFD0F32mq4GK+7cM3uPuu2+32pcRJBxZyLLqN9cPaItlZvKWpwrg1GrW4yFc0tWppqrLo9sAE4emmncjPzSMqNoaVB7eaWOhffed1xj/p2K1GKmq1mttuu41///0XMNT3FsqbABYWeXcs15GRkcTFxREVFWVS/qS8vJz8/HxycnJ8muRFTmzF9XnS2i9MNN4ensxrfbq73Z8yGfEfNC0ME8uY6HDyrhb5VBidEWe5So55cjfeWwTipMYWgbbotqepi3etFxflBVeuSvIcs9fGWFNLS0sJCQkhMTGRAwcOWJT3dEdTq5KegnOa+tBDD5GdnU3tuGqc3bzIB6O1jqKp7iP3Trc/lL+Sqg3u7nSb96Noqv+gxHT7kLKSUpO/G7doilqjpnGLpjRLbMm60/vRBGncvk9QUBA6nY6//vqLvLw88vLyOHDgAGCYBJWWlpqUIgNMYtScjdUqKCjgzJkzHDp0iEOHDvH333+Lr8+cOVOpJgjGcXmulEWxFgvnKD6uRo0aAMz77BvAdlkTqZiXL1mQuZH4TsnU7JTscp8KrqNSwYzJ/T0WDyW1nIgzMVlCaRNnypqYYy0eLhDLfSixbL7DWFO/WZpJUUEBUbExYvkwIa5byh6CvTbmmlpcXExERAS7du0S86ZY09SYmBgKCwsVPbWDM5o6eLDBmyEr54p4zJoeOquRiqb6lvLycgqKDTHdKpXK5X6M9cOTz2W5NVUY94rFw9zSP0VTAxdl0e0BgkNDTP4+tP8gOq2OQ/sPislg2j/c2epDJz4+XtI9wsLCKC8vNzmmUqksRCwiIkIsd2KMMImwlQDMEeXl5ZSWllqMwRxfJGKRgqNxGU8KnKlvLmAtwZqjpGvjxo0D4NjZ84D7NT/Nk7bMyFhDTl4+l/PyvVpH1N2JTqDz/grDTk5oaLAkYXS1Fqe9BGrGOCPO7tQFFagswhqIk5rKgrGmrpqXQX5uHuGRkTzUL0nUVGFhbk6jpk0k3cOaphovrgWMNVXYvQWDodvTegr+qalSxuSMpnbvXuHpdfDICcC6HjqrkYqm+pajp88BEBysISwsRJY+HT2X5apt7c4Y5BqPgKKpgYuy6PYA/UcNJr5uHTH2rFdKMlGxMeTlXGZe2jSyz55j+1cbre52Z2dnu3TPmJgYUlNTSUpKIjExUYwJzsrK4q233iIzM1OsVZqVlQXg9O6tKzhaaDqLXBMOR+NyZaFtjDVLviPrvpDZHuD4mSy3M52aZ2hNTe5BXEwU1WOivJo91d2JTqDz/d4/AHjy8faS2ksVenOkCLEzgi8kmLE2FjkmDo7G5so9PDEuBd9jrKm9UpKJr1uHxi2a8nTTTqKmlhRZz3fyz0H7OVMEQkJMFwFdu3Zly5YtdjVVqEZhXDnE08ipqd7SU3BeUwUXzb7j3wesZ/52ViMVTfUP4mu4H9IiFVf1FOTVVKFd2uTliqZWYZRFtwcQSpmAIePqps/Wkp+bZzEpKC9zbNW2hXn5k9LSUt577z3uu+8+du3ahU6nIyQkBLVajU6nIyMjg4yMDLGMWGJiohhb5UmLuSuu2faQa8Ih97jMsTbBcDTpCA4OJjg4GIBn0t6ziB1z17o9KKkr2VszuLg1A8ClvlwZQ1Uvk/Ltjt8AuLe9/YRAAq4KvRSrsTMTkOnvfIlWq0OjUVuMxdl+pLQ1b+fKZMmdCZaC//JQvyR6pSSzal4GYAjZ2v7VRvJzbSdCcxbzpGqbNm2if//+dO/e3aamCpSUlIha4uldaDm1y5/1VNDJP4+dAayX+XKm9Je1eGxfa6qr96/qmuoMUneFPa2pQjvA6ngUTa0aKItuFzGvGWqNVfMyyD57zqalPTQ8TJax6PV6iouLKS4uFmO5a9euTUpKCqNHjxbjzZo1ayZa6w8cOGBRK9wTEwV3d4zNkUvc5R6XXHTr1g2AvX/+47YrnTHm4u5qX65c54maqIFEudZgXHuu3/2S2su9eDbG0QTEeOIhtJ0z60WLsTjj3ia1rXk74X27NrdJtrRXFre7qogjTRX0dMnMuWz/yva/BbkqP+j1ev766y+TneyUlBS6dOmCWq2mWbNmpKSkoFar0ev1ZGRkBJym+rOepqSkiK+vGlV9cRU53NONkUNTXb1/VddUZ5DqwuxpTW3X5jbqJ8STPrGP1fEomlo1ULKXu5hp1V7NUIFvlmayYOIMdFrD7nJoeBglRYba2ZHVornrnkS7kwdXMa8BbZxdVdjdbtasGZs2bTKpa+rNWpwK1vnvv/949NFHAahXuyapz/U0scpLzZxq3rZh95c5fS5brGXqahZWJXurc2z46RceeXUqarUaba79Cbgz2Uc9lanUH7OJ+uOYAh1/zF7uSFO/WZrJqnkZFBUUiDvcxpoaEhZKcGiIpAzmzmKsqebZygU3c4DS0lKKi4sVTZWJ1q1bo9PpePjuu1j33ji3+rK10+1LTa1qevrX8dPc0Ws419euztkjns9Kr2iqdfxxTIGOkr3cwwhxZUL2VGs81C+JQZNTCQ0PQ6VSkXDzjag1Bqt4fm4euzf/QFBwkM3rbREUFGRizQ8LM+yYq1QqYmJiSExM5L777iMxMZFWrVoRFxdnkcDkwIED6PV61Go1DzzwgNfi0RTsc/3114uvN8wZ77IrnbkF3dwdzVVLuTsW9kBN/uIOO347BECbFo0szpm7swmW9iEjP3RogXYnAYm9GC1/tGr745gU5MeRpgphW/1HDbaqqSVFxRQXFEpacDdq2oR7Hq34v2NNhyMjI4mJiRH1NS0tjQ4dOpCVlUVYWJiol0lJSURERJCXl0dISAi1a9dWNFUmBM+vb376ze2+3HVP94SmurtjHWia+nL6/wFQrVqkR/pXNFUa/jimqoKy6HYSwQUOYPGu9WKpEmttvlmayUP9kigtLkGv13Ps90MMmpwqZi0vKSq2iOsOCg4ycTsPCg4myCzBi0qlEmOzwRDfLSRSS0lJYdOmTeTl5VFWVia6yAkLbgHBrWz06NGkp6f7pat1oOBqMhpb10VHRwPw8JApLo9JrkW2nAR68hdXeP/zzQB0aGeZQdncnW3M8MfRaNRotTq34qccJU+x50bnj9lE/XFMCvIhp6Zay5MSFBxksqgODQ/j+gYJJl5mmiDLRXdBQQHx8fGUlpaSl5fHxo0bxVwqxjlVoEJPU1JSWL9+vaKpbiJo4+23G/Jg6PU68guKHF7nyUWooqnu88+/hiS+i+cO9kj/iqZKwx/HVFVQFt1OIsSVCQldwHRCILiUC22+WZopWt41QRpWzcvgpjsai9eqVCqT0mHlZeVieRTD+zLKS01LoZSVlVkdmxBTZs3SL7i/CfhrTHMg4moyGuE6IROuwMsvvwzA6ayLcg7TKt60lFfG5C+Ovr/CgnwAZkzuZ3HO3No8aEBX5sx60e1sqY6Sp7hq5VaymCp4Ark1FUzzpZSXlaMt14rvS4qKLcK6gkNDrJbwPHbsmImB2xjj572ip/JirKnC7zLmg6UOrxMWoa/MWOST3V9v7zwHqqbGxETYPOeOzgSSpip6WjVRYrqdjD8T4sp6pSSLFnnjWDSA7LPnUGvUDJqcKk4o1Bo1EdFR5OfmifFeYJgclJWUmgi78XlHBAcHEx4eTn5+PjqdDrVaTUhICMXFxaJbnLATbhznrWAdoe6quWeAlGuaNWvGgQMHJF8rlHDT6XQmsX96vZ5WrVoBUPzzpwS7EIJgHm/mbjsF69j7/vb8cZTEZ8eiVqvQ5n4h2z2FeCyNRm01yZl5bJpcsWrejAPzVHydggF/iumWW1ODgoOsepDZqhYSGh7GgPHDAIMBoHGLphzaf5Ds/86BkQwb30OtVjN69Ghlke0AV/RUuE7YKIiPj+fYsWMEB2ko3v2Z3esWZG7klRmL0Op0smuaFK1U9NQ+dbu+QNbFXP7cM5smtyVYbeOLeGNfaKq3P6eiqZ5Fien2EEJcmbELnHEsmvB60ORUscyJ8F6oNWpcn7ukqNjCkm5twd2oaRPUGjXxdWubxHOXlZWRl5cn9qHT6Si9tjNeWlrKjTfeiFqtJjExUdbvobLiyq61cZy8M9cmJSUxevRoi9g/lUol/sY9R7zlxOgrkGoBD1RLub9g7/vbvv9PAG5qWFvWe1pzmTO2mpu7jtlzJTO+zpHl3ZtxYEqZkqqDHJpq7i1mjvFOt0BoeBhRsTEk3HwjCybOYNNnaykqKGD35h8oKigwWXBDhS6rVCq6dOmiLLgl4KoXmHGc/NWrVwEoK9dSVFxi97pBSV15P3WARzRNilYqeuo+vog3NtdUcy30hKZ6+3MqmuofKDvdLmZadRbBmt+4RVN+XLfJ6sJayMRqjpDtXEpNUqGGqDm2sqhKtUS7arEONNz5nHJ+R6+++io7duwgKiKUKz8ud6svBd9Q6/5kLubmM3b440x9va+sfZtbrV21mhtfB7hteRfGFV+zGr8ePE7vnu1ZsXiYy/0YW+UVS718+NNOtysY6+mh/QfJPnvOqeujYg2f2Z6mClpqTVPteY4pmlqBXHo6ffp0AL6dM54uic09MFIFbxDWpjdl5Tq7O92+wlhfhAWqK1oop6Yaj2n7jr/4fPUORVP9FKmaqiy6vbToFtzlBIQSJ+YEh4ZQu94NFrW9Q8PDKCstFcuPBQUHoQkKsrpIB8Mi+8KFC+KkwZYrnHn5E1tIbacgD0eOHOGZZ54BQLtf/lqvrlDVypu4S0ir3mh1Os4fW8x18bEevZez4im0b9fmNnbuPixa24U+jF87I8bChENAo1FTflmef79KmRP5CPRFt7mehoaHUVpcQkhYKG263Msv23dRXFCItlxLzetrkX3WkMBJrVETHBJCSVGxhaYK9bY1QUFogjSitqo1anRaHdHVq3H18hXxnj179iQtLc1ibIqmys/DDz/MhQsXiIuOIntbhq+HIxtVSVOLikuIat8HgPLLq9BoNA6u8B2uLEbtaarxMVf0tH5CPP/+dwmtVqdoqp+iuJf7AcbJYHqlJJu4wAklTkqKiikrLRVfF17NJ+v0v2I7IetqcGgIHbp1QaVSERoexkuvjyImrjpgmBSYk5WVJboumy+4jbNmC1lXHZU2kdpOQR5uueUW8fVnG3/y4UgqCLRMqb7kUu5VtNd2x1p1HC1rshRrLmvOZiMVLPk7dx8WrzPuw1VXNMFlruWdjdBo1PTu2d6p66X07Q9lTpQkOL5B0NTGLZqa6F5MXKyoqb9s30V4ZCTlZeXo9XpxwQ3QoVsXMVGpuaZGxESh1+upfl1NUVsBcVFekHeV5ydU7DCtXr2aNm3aoNfrFU31MFOnTgUg52q+7DXYfUlV0lThZ4uMCHV5we2p564jd3Ip2NPUnbsPu6WnY4Y/Tu+e7RVNrQQoO90etMobJ4NZvGs9TzftZOHOptao6dCtC79s30XBlavo9Xqrbuah4WEEh4aISWMiq0Vz1z2JHNp/kMYtmvLL9l2gN0wMjH/SDz74wCKeW7GwBwb3338/V65coXHDG/gj8z1fD0e0yrdregs7Dx4RrfNVyVovlW93/kK3oVPF5EtyWpLlsE47suS7unNeVdzUAn2HIFB3uo01tVdKMgsmzhAXxQJRsTH0HzWYJTPnipoqEBQchLZciyZIQ1hkBGUlBoO3SqXi7kce4ND+g2Kd8CUz5wJQu94NHP/zMB26dWHUHMPi7+P09/hyYUU27djYWHJzcxVN9SAtW7YE4PfP36HJTfV8PBp5qEqaWlhUQnSHPkRGhJKftdKlPjz13PW0prqzc65oamCg7HT7AcbJYAAx6Uujpk0qrOvRUWz/aiMFV64SEhZKVGyMSckwAWNXN71eT35unjhBOLT/IP1HDWbl71v56tQ+BowfLl43dOhQOnXqZDLxUCzsnsPVmt3WEEqHHTrxr4OW3kGoS7rz4BET63xVstZLZdisjwFo3rSBW5Zka9Zfd63TUsTcWUt/2uTlnDqTTdrkqpF/wJ92CKoSxpr6UL8kBk1OtdBUgHlp00w0VTgu7H6Xl5WTn5tH6bXEXHq9nkP7D7J4l2HBvGpehkFTD27l3fVLWXtir7jgBngu7TU+2V/xfzI3NxeNRqNoqswY62m1atUA6JIy2cejkg9FU51DDu2ztpvqTr9Cn4BNzXRWTxcs2siQkR9WqcRnVUVTlUW3zBi7lAtZWcFgoQdYvGs9Dzz5GDWvr82A8cPEnW/BNQ6grKQUlUpFfN2KrMeh4WHcdU8iEdFRYtbVXinJVmuc9nipD+tO76fuTQ0AuHr1Kq1atWLNmjWAUlPUk7iardUaPXv2FF/n5uVLusYbdULNM7QqGVstOXOtxvq7U5932k3NGHM3bzms30oWU/dxxf1QwTXk0FQw5FEREqip1WqiYmO46Y7G4mJdMI5b01RrxMXXZN3p/VyXcD0AWq2W6dOnc/78eTk/fpXGWE9HjBgBQNbFXK+OQdFU/8Hd5641PXW0YHa2TzmY/s6XYvx2ZV+EClQVTVUW3TJjTbDNjxm/N15YC/HbJUXF6PV6Lv5XId7BoSEc2n+Q/Nw8SoqKueseg8t4UUGBuAD/ZmkmTzftxNNNO/HN0kwee/5pqsfXEPuYMmUK7dq1o7Cw0IPfQNVGTi8CjUYj5gH4ZN1WSdfYspDLOXEQrPOC25v5ewUoKikDoG3rm93qx9z6K4fAe8KinD6xD/UT4kmf2EdS+6oSv6XgPnJqqrAgF7KRX7l0WVyc/7H7F75ZmmlXU40NAAKLdqzjpcmp4vtu3bqxYMECT30dVQpjPX344YfF44ePn/HaGBRNlYd3lq8DICjIdwnUAkVPhT6t1Qy3hqKngYMS0y1z/JlQykRwf/tmaaYYG9Z/1GDxmHGbxxq2QqfVodaoGTQ5VWwvxJuBaUw3GKz2Na+vTfbZc0TFxhAeGUlRQYF4Pr5uHQAx/u2Gmxvy67ad4jgfe+wxJkyYIOtnV5Cf3r17c/z4ccJDg8nf6TgOylYsWMPuL3P6XDb16sRzYv18Tw65yvPPqXPc+vhQQkOCKL74uax9+0OclxxjCPT4rUAnkGK65dJU8/hudzVV2HEXKC8vJ+nmdmi1hprgkZGRbN26FbVa2duQiw4dOlBcXMzdzRuzbdGbXrmnoqny0KrPKH45fIJxI5+QbJz1NIqeKsiFEtPtIwT3t4f6GVy3V83LID83j/DISPGYcZtvlmYSHBKCSqWiQ7cuPNQvif6jBhMeGUmbLveKlnpteblJEja9Xs/lC9miu1z22XMUXLlq4npuHP82eckHfPrXD+LO6dq1a2nTpg0XL1705tej4CTvvPMOYNg5tVZ/3RxbFnLFXc17DJ7xIQBN72gge9/+4IJlbXfAWUt7VYnfUnAfuTQ1slo0oeFhBAUHiTporqnValQ3WVzb01RzgoKCWHNiD7e1aAZAQUEBrVu3liW/h4KBrl0Nz70ffzvktXsqmiov/2viP0nwFD1V8DbKoltmzN3PjEXammvakplzKSkqJrJatJioRXCV++nrzWjLDVZzbbmW+Lp1uOfRiodDeVk54ZGR9B81WEywFhNXnf6jBotud8aTlcioKL46tY8uT/Uw9KnV8uCDD/LUU095+mtRcJG6deuKr0+dy7bT0j6V0V3NX/np178BGNDvfh+PxDNYE3hn3fT8YbKjEBjY0tTGLZpa6ClY19QlM+eKidOEZGrBoSHE160jJlkDOPb7IRbvWi9ZU60xc/ViPthU4eEyffp0Hn9cmQzLwfjx48XXR0+ds9PS8yiaqiAHip5WLZRFt8yYx5oZW+CXzJxL9tlzomucLXqlJKPWqNFpdYSEhaLWqLn7kQdYvGs9o+ZMNZkkmGdxtZVczZhX3prAV6f2obm2i/7PP//QsmVLfvrJP+pBK1SgUqkIDg4GoN/49308GgUpFJcaMiK/mNzFxyPxDNYE3h8s7UpcW+XElqYe2n+Q7LPnWDBxhsXC2xZCNnOhrNjiXesZMH6YyXnhHs5oqjkNbruJdaf3c31Dw67e6dOnadmyJdnZrhtOFQx6GBRkmLdMXbzKx6NRUHAff9VTUDTVEyiLbpmx535mjf6jBosu4sLEwVjwB4wfZlGuZMD4YcTXrUNK+lir7nVSxqBSqVhzbDcTM2aLx1577TW6devm5CdW8DT9+/cHYPcfR3w8EgVH/HzQ8BtpNOoqFcvpD5Z2JSt75cSWnhkbp40Xw9Y0VSjXOWD8MFYe3MrKg1tNtDMlfax4XsBZTbXGwh9W8+rbkyr6fOgh5s9X4n/dITHRkER22QZlkyCQOJ2lhDJKxR/0FBRN9QRVZ1boJczjz4wRhL//qMEm7cMjI8nPzTOx2P+x+xcuZZ3nj92/iG0FNzuw7+JmbwzmtLqvA+tO7yf2OkOW8/Pnz9OyZUv27dsn/UMreJQnnngCAJ3OP3MeeqOkSqCQ+f0uAO5oUt+tfrxlYRbu88zz71rcL9Cs3P6yO6AgL7b0zHw32vg4GOK1Ba+yh/ol0bhFUxZMnMHMIePEtp7QVHM693qUr07tQ60xZG1etGgRnTp1crofBQPTpk0DDBnoz1+87OPReIbKqKkXc68CcG/7231yf29qao36/alRv7/FvRRNVVAW3R7AWuw2WCZ7EUqRNG7RFJVKhU6rEycJP329GZ1Wx/avNor9OOvi5gxL921izMIZ4vtBgwbRqVMnqmBye7/juuuuExP/pM1Z7uPRWGKrpEogYGty4+qkZ/G6HwFo3/ZWt8blLQuzcJ/PV++wuJ9wbsjIDwNikuAvuwMK8iNFU2cOGcdjDVuZLKoLrlwVr/lx3SZ0Wh0/rtsknvekphqjUqlYe2IPt7e+E4CrV6/SsmVLjh8/7tH7VkbCwsJEL6LFa7f4eDSeoTJqqsBXG/Z6eUQGvKmpOZfzybmcb3EvRVMVlEW3B5Ai5EIG1vzcPH76erMYSybQoVsXk7bgvOu6s7R/qDNfndrHDTffCBgmBq1atWL16tUeuZ+CdG6/3WAdXrJ+m9fuKXXhGchZXG1Nblyd9Fy9arDmvzPtObvtHFm8vWVhFu7Tu2d7i/uNGf44Go0arVanuJcp+BQpmioYqoVFtUqlQq/Xi9cIGmustZ7WVHOmZ37E2+uWiu979+5Nv379vHLvykTTpk0BSF/0hY9HIh1nDLmVUVMFPKUl/qSpcdWjiKseZXEvRVMVvL7ozs/PZ9KkSTz44IPExcWhUqnIyMiQdG1GRgYqlcrqn6ysLM8O3AmkCHmvlGQx7kynNZSCiq9bh7vuSeT5xO78r81dYpyZ0I87Lm5SUalUzP9+Fe9uqNhRTU9Pp3379hQUFHjsvgr2eeSRRwD4L9t77nRSF56BnMXV1uTGlUnP8TPn0OkM1QYWL91idwLgyOruLQuzcJ8Vi4dZ3G/QgK7MmfWiyUQl0NzjFCoHUjS1Q7cuqDVqNEEa8nPzxKRpRQUFfLM0U8yFYitu21vc0qwJa0/uJSw8HIBDhw7RsmVLiouLvTaGQCc1NRWAopJSyq9VePF3nDHkVkZNFXB10etIe/xJUy+dWsKlU0ss7qVoqoJK72X/4ZMnT9KwYUPq1avHjTfeyLZt2/j4449JTk52eG1GRgbPPfcckydPpmHDhibnkpKSCAsLs3GlKXl5eVSrVo3P/vyBiOgoVz6GbDzdtBP5uXlExcaw8uBWnk/sTvbZc8TXrcPiXet9OjaA1/sPZf+2neL7jh07MmvWLB+OqOrSsmVLAE5+PZ+E2vEev9+CzI3MyFhDanKPgBR/b/Ppxh/pM242dWpXJyQ4iFNnsqmfEM/JPxdatF2waCPT3/mSMcMfDyjXrQa3D7T7uQKVQP09XCUvr5BqN/TlypUrxMTEyNCff2pqeGSkX+mpOTu++Z7pA0eL75988klGjRrlwxEFDoIefjJ5CH27dfTtYCRQ1fVU0yIJjUZN+WXX6tY70p5AfYZXRk0N1N/CHaRqqtd3uuvUqcO5c+c4deoUM2fOdKmPhx56iL59+5r8kbrg9jfMk6sZW/RD1UHsXbeFMY8+J7kkity8vuQDPju0naAQQ5mObdu20bJlS/766y+fjKcqExISAsCgqf/nlfsFsrXdF0ya9ykAtzdOcOjK5s1YKSmWdKnW9sqaWEXJ0lp5MNZUcz2N0ISw48tvrcaH+4L2D93PZ4e2o7oWo/zZZ59x3333KblUJHDjjYYwuGGzMnw7EIlUZT3d9+dRADE3jSsomho4KHpqG6/vdBuzb98+WrVq5fRO9969e7n11luJiIhAcy0jqDP4k1XenOohkdSNjCMuJIoQjYbc7Bx0Oh25V3KJSIjnbEEOl0sN7nKr5mWIdbq9wdefrGLBhOni+5tuuonPPvvMK/dWgLFjx7J582ZUKhXl+5Qapf5GdPs+FBaXkH3iY2rWqObr4YhIsaR709ruj1ZwfxyTJ6nMO93GmOspQG52DhcuXGD/r79wy4OJXC41hE35QlONmdAnhd9+3C2+X7hwIS1atPD6OAKFLVu2MHq0wUtAu9/3BhQF2/QZ9x6fbvyJNi1u5uetMxxf4OcomhpY4/EGfrvTLQedOnUiJiaGiIgIHn30UY4ePerrIblNmCaYO+Ma0KJmQ2qHV0NXUkZudg5BIcGoVCqqx1YnVh9Ki5oNuTOuATvXbPZK1lVjuj3bi69O7SM8OhKAY8eO0bJlS3799VevjaEqM3WqoVa7sgvif1y5WkBhcQkAMdERPh6NKVIs6d60tvujFVzJ0lq5MNfTEI2G4sJiUVPj4+N58IGu3B5RhzvjGhCmCfZaJnNbvLl8HpNXzBXfDxw4kBEjRvhkLIHAfffdJ77O3LzTTksFf6F929t8PQRZUDTVPoqe2iagFt0REREkJyczd+5cVq9ezejRo/n+++9p164dZ86csXldSUkJeXl5Jn/8id837aBeQRjnj54SjxUXFKLT6SgrKUWv16PX6ykuKKS4sJjTB/9mzRdf0OmBLmJiGVslVeRGpVLx+Z/bGfthRVz3iy++SPfu3T16XwVT16yl63/w4UgUzDl0wvD8iY4KJyQk2MejMUWKAHpTJCujO11Vw581NSY4nP+F1OL0wb8pLqxITmZLU88fPUW9gjAeTeopuqJ7S0/NubNDW9ad3k/4NW+BH374gTZt2pCTk+PVcQQK8fGG3Cap7y910FJBQT4UTVVwlYBadPfu3ZuPP/6Y/v3706NHD9588002btzIpUuXSE9Pt3ndtGnTqFatmvgnISHBi6O2z89rN9OjXWd2/PQTbVu3YeYMQ5x7WGSEWItSICwygpnTZ3Dvvfey9fstrF3/FT2Tnwa8V29UoF3XTqw7vZ/Y62oAkJWVRcuWLdm/f79X7l9VqVHD8H2P/UCZZPgTA96YB0Dzpg2UbKQOUKzggY+/amqYJphbgmrwzbqvuffee5k5vcKV1Zqmzl+4gLat27Djp58YPfg1VuzZyEP9kny+6/35nz/Q9emeAGi1Wh544AHeffddn4zFnxHKrZ38L9vHI1HwJIqm2kfR1MAhoBbd1ujQoQNt2rThu+++s9lm7NixXLlyRfxjb1fcGxhb0e+sezM5OTkMHDiQsrIyJqaNZ+aMmYRFhBEbH0d4VCRqtZqQsFBmTp/B1KlTKSsr46WXXuL08eM0rlYXsF9SxZNW+6X7NjHigwqDx8CBA0lMTESn08l+LwXDZBfg3MVc3w5EwYR/Lxh2oha8O8jvXL0UFOTGnzTVWN8aV6vLiaPHRD2dOnVqhSHbTFPnL1jA5NffoKysjIEDB5JfkC9JT83v6SmGzBjPF//sEvPWLF++nHvuuUfRViOeeeYZ8fXJ/877cCQK9jhz/qJb1yuaqlBZCPhFN0BCQoJd96vQ0FBiYmJM/siBq8IrWNH//mEv7domcuONNzI2bZx4Xlh4a1RqoiIjqXFdTd57510xphdgbNo4bmrUiBphUcSGRNqtN+ppq33Hxx7kq1P7aND4ZgDKyspo3bo177zzjkfuV5Vp2rSp+PrYGf+pTV+VKS0rI/+aG2vd6+MUVy+FSo8/aaqgbyd3/0GkLogGDRowcuRI8byxngapNERGRvDh4kVMefNNsc2oUaO48aabJOmp8T09vRMeEhLCmhN7aN6hLQCFhYW0bt2akydPevS+gURwsCGc55kxs308EgVb/HzQkHfp/o53uHS9oqkKlYVKseg+fvy4GNvjTVwVXsGK/mTvJ9Hr9ahUKsaOH8fk9Clim4lp45k5/S3UqJg5/S0T9/mxY8cy8MWXyLlwieLCYm6IiJN0P1tWezlQqVR8sPFT/u/HtWL5kxUrVtC6dWuuXr3qsftWNYKCgggKMpRvW7J+q49HowBw5WohABHhIVSrFqm4eikouIgrmiroW+rEcRQXFKLX63nllVes6qlKDzOnv8XEtPHiubFjxzJ48GAKr+aTc+ES2n8vS76nJzXVmDdXzGXO5opKIUlJSaSkpHjl3v6O4GK+56/AT6hbWdHpDd4ZD3dt6dL1iqYqVBb8dtF97tw5Dh8+TFlZmXgsO9sybmfDhg3s37+fBx980JvDA1wXXsGK/vAj3VCpVIaELoXFDB06lLS0NLFdWloaNWrUMDk2btw4hgwZYnhzLRFMUGE5TzftxNNNO1ndIXioXxK9UpJZNS/D44lh6tS/ga9O7uWBa/FoOp2OTp06KVlYZUQoI/P20q98PBIFgD7j3wPg+jo1fHJ/Jd5NobLgiqYKetr8jmYEXUtiGBQSbFVPa9asaVtPAfR6aoZHM3PIOB5r2IqZQyo80Mzv6S1NFah/ayO+OrWPsAhDdYQ9e/bQtm3bKl/NYuDAgYChqsfZ85d8PBqFyoCiqQqewieL7jlz5jBlyhQWL14MwLp165gyZQpTpkzhypUrgMH63LhxY86ePSte165dO3r37s1bb73FwoULGThwII899hgJCQmMG2ddHD2JIxc0c4xd50LVQYQGhZhkUS3KL2DkyJEmu9q5ubni6/T0dEaNGmXSZ1hkBEF6FREhYeTn5pnsEBjfz9uJYYbOGE/mkR1ogg27sj/88AMtW7bk999/98r9KzPDhg0DoKikjPJyrY9Ho/DXsX8BeH3skz65vxLvplBZcFVTd3z5LSEaDaUlpQCUlpRSXFDotJ6iUlE3IYEjew+g0+r46evNVu/nC001DE/FqsM/0uMlw+5ueXk5rVq1Yv369V4bg7+h0WjEBHnD3l7s49EoVAYUTVXwFD5ZdM+aNYsJEyYwf/58AL788ksmTJjAhAkTuHzZtmvXk08+ydGjR5k6dSpDhw7l22+/5cUXX2Tv3r3UqlXLW8O3iXk8mvl7Y5HWqNSUXqvrC4bFMxgEJDU1ldjYWJO+Y2NjSU1NFZOqAKjVasNOd0gwta6vQ2h4GHk5l8Udb+P79UpJJio2hqKCAq9Z5kPDwlhzbDeD3hwjHnvuuefo3bu3V+5fWWnUqJH4ev/hY271tSBzIw27v8yCTMWi6yrnLhqeWYltbvXJ/ZV4N4XKilRN/f7zdYYLhF1fvd5gkA4KkqynYNDf4oJCmtzZDLVGzY2332biRWasqY1bNEWtUdO4RVO8zYDxr/HRjgpPp9dff5277767yu56P/HEEwCs2brXxyNRNLUyoGiqgqdQ6avgUzovL49q1arx2Z8/EHGtHqYcPJ/Yneyz54iKjSE8MpK8nMuUFBWjUql4eYph4SksgHs8+xR3hteltLiEkLBQoqpFk3/lKkFqDfPmzTNxgRNIT08nJSWFwsJCi3MpY4azbsUqdFpD7Ixao6ZDty4c2n+Qxi2acmj/QYoKCsjPzRPd94SxSN1VcAe9Xs+Tt99LUX6BeOzVV18V47EUnOOBBx4gJyeHG2rFcWrD/7ncT8PuL3P6XDb16sRzYv18GUdYNSgpLSUi8Rk0GjXll71b09eYBYs2Mv2dLxkz/HEl7k3BIXl5hVS7oS9XrlyRJQmarzV1wKghTBoykvwrV000tby4jPdnz3ZaT1u0bMEtrZrx09ebbWqqcM4XemrMuKcG8fvOisXmF198Qf369b06Bl9z6dIlunY1PPeubF9KVGS4z8aiaKopBYVFxNxtmOfp8wJn51jRVAVnkKqpfhvTHYgI8WgA2WfPiTvZer2eVfMyTFzn1nzyKVnnzqFSqQi6ln2zrKSUmTNnmkwQjC30aWlpzJw10+K+2dnZrF36mTg5UKlU6LQ6Du0/yOJd6zm0/yDZZ88BiLvdS2bO9aprnEql4vO/tjNqbkUG9tmzZ3PvvfcqJVBcQPAW+Pe87az9UkhN7kG9OvGkJveQYVRVjxFvfwJAbLVIn45DcYfzLUoMoGeQqqntH3+QS5cuUVZSaqKp06dNs6+nM2eCSmVyz+zsbLLOZbH9q412NVWn1aFSqXyip8ZM/XQB87d+Ib5/4oknqlyStRo1aqC69juOeX+ZT8eiaKopH675HoDqsb7VSGdRNNW3VFZNVRbdMiJMAPqPGkx83Trc/cgDRMXGEBUbY5EYZtW8DLb/sB29Xi9mTf3ggw9MyoKlp6dz8eJFk5i0qelTmTNnjklfP/30k/g6KjaGux95QHR7+2ZpJkUFBUTFxtB/1GDCIyPJz80D8Gr2VYF7HunKutP7ubGJwRW3oKCA1q1b89FHH3l1HIHOs88+K752x1llUFJXTqyfz6AkxZLrCjsP/g1Av6fu9ek4FHc436JM0DyDM5q66ZuNYo6Uwqv5TJ7wuol2WtXTqVOZ88EHJv3s+nmXyXtjTa1WozrPJ3ancYumxNetQ2S1aJ/qqcANNzVg7cm9hEUYdniFJGvl5eU+GY8v6NixIwCL137v03EommqKYLhq3rShj0fiHIqm+pbKqqnKotsDCBOFUXOmsvLgVlYe3GrhctYrJZkv164W38/54AOmTZsmvh83bpyhjElhISkpKSaJ4qZNm2ay8F62bBkqlUpcWAtW+EP7D7JqXgb5uXmER0aKGVfj69ah/6jBTiWskZvZ365gyf4KC9aCBQtITExUdr0lEhwcLFr2n399rkfvpcSo2eb3f04D8HRSe5+Ow1ZJFUfW4spqTfY2ygTNs0jR1EsUi8/EOXPmWOip4EruSE+XfLIEwKqmHv/zMNlnz4k73oIxwNd6CoYcL6sO/0SPF/sAhiRrbdu2Zd26dT4bkzcZMGAAACVl/m1oUPQ0MHBFUxU9lY/KqqlKTLeM8WeOEBKxGMd9Ffz8DzdcX5dOnTqJ5dHGjh3L8JEjTBKtgelEIjg4mK1bt3LixAmeTX6WQZNTAcQEL4f2HxSt7r6KNZNKaq8B/LX7N/F93759ee2113w2nkBh0KBB7Nu3j/CQYPJ3rfTYfZQYNetcvnKVmvc9B/hvrFqD2wdy6kw29RPiOfnnQqfPK1ROAiWm2xHmmnpnXANOHThMx44dTfR0yJAhRERHUXg1X7zWQk+3bePE8eP069cPtUZtVVONtdVf9RTg4rnzPNfmYfF9QkICq1evtnNF5aBlS0Md6HXvjeHhu12rCe1pqpqevrP0K0a9t4RO9/yPLesn+3o4bmNPMxU9rbooMd1+gqMSI7+fP0HNmjVZuHAhwcHB4gShvLTMoq+hQ4cyduxYgoODWbhwIXFxcaSlpREcEsKSmXPFuLJftle4x5mXYDHP/uoPzFi1iAU/rEZ1rezHsmXLaN26tUl5FwVLJk2aBECRlX8rcqLEqFnnk69/AKBmjWgfj8Q2jqzFldWarFB5saeph66c5cZbGlnoKUBYRJhJP0OGDGHcuHEVelq9OuPGjUOlUtnU1P+1uctiR9sfNbVmnVqsO72f2vVvAODMmTO0bNmSffv2+XhknkWoYtMn7T3fDsQOip4GNvY0U9FTBUcoO90etsoL2Vfj69ahcYum/LhuEyFhoQwYP4yH+iXxzdJMdq76hhUrVpCTk0PDhnbiXlQq0Os5ceIEcXFxPPPMM/z2228mTYKCgyi/5l4VX7cOi3eZ1u80Ho/5OX9gXto0k8nLPffcwzvvvOPDEfk3gmV/68LJ3NOyiY9HU7Vo0y+VfX8d4/6OTfnuq9d9PRwFBckE8k63I039fdMOerTr7FhPAU1QEP8cPWpTTyHwNXXL6vW8++ok8X1iYiIfmMWxVxZ27drF0KFDAdDu9x8jSFWm9sNDyD6fRa8e7fh8yUhfD0dBwSMoO90+wtzqLcRQ90pJ5tD+g+j1ekqKilk1L4NvlmYyf/x0fvvtN7p27crJkydtd3xtwQ1w4sQJunbtanWCUG4UzyS4l88cMo7HGrZi5pBxJuNxNHZfkJI+lsyjO9EEBwGwfft2WrZsya+//uqzMfkz4eGGxDkTF37q45FUPQ78cwaA/5s90McjUVConFjTJEeamvbiq4719Bra8nK7egqua6o/6CnAfT27s+70fiKqGSaCu3btonXr1uTn5zu4MvBITEwUX2/a+ZvvBqIgknvZUGHlk4VDfTwSBQXfoyy6Zcbc3c3YvbtXSjKh4WGoVCoat2jKkplzxczTZ86coW/fviQlJbF69Wqys7NN+r2Ync3q1at54okn6NevH//++694Tq22/BnvedSQ/OH5xO5i6ZMf120yafPN0kyebtqJp5t2sun+7gtCQ0NZc2w3qfNniMdefPFFHnroIbRarQ9HJi+ZmZl0796dzEzXJ2VPPPEEAD/9ekiuYSlIoLiklLLSUgBubFjHx6NRUKicWNMkKZoq6OkTTzxhVU+zs7NZs2aNqKdnzpwRz6nVaoKuGX0BgoKDUWvUNGraRFzY/7huk0NN9WUZMWt89vtWHk5+EgCdTkfHjh3Ztm2bbwclI4KehoaGAvDim55NMKrgHOHhob4egoKCz1Hcy2V2hRMWr7YSrgiuaGqNmuCQEEqKigGDC5tOp+PG22/j+B+H0el0XHfddURFRVFcUkLWuXNWM3urVCqTklFRsTHcdU8ih/YfpKigQCxnAhAaHkZMXHXx/hHRURblTvwx6dqAxG5cOJslvn/11Vfp16+fD0ckD927dycrK4v/b+/O46Kq1z+Af2ZYBkTADQUVl7LSrrsDSCpJ5UpZelErNVFLDe12+3nJJc1Cr8s1K82lui6g3UolTTGtLLdcQkXLDZfcQMQdRJBFYH5/jOcwI8M+Z76zfN6vF6/XnDPb0wl5zvec7/d5fH19sXlz1aYlShVqAeDKT/9Fg3q1zRkilWLPkZN4+vX34e7uinvXOMuAbIutTC83LJQGmC4KWlpOBfT58H5ePvJycuV8mpWVBZ2LGjcMcorh6909PHAjNU3eF9KvF1oHdcTn789FUWERatbykvOmxt0NLhpXZGVklnivtG1t+TQ3JwcDn+gqbzds2BCbNm0SGJF5SPm0du3aSE9PB8Ap5tbALfhV3M/Pt9pio0TmwOnlgkhX4ZMSj+JGaho+f38utq6Ok6+Ap1/XX3EvKixCoUEPzYL7BSgqLMKdW+mo66cvBnL9+nWcP38eV1JTjQbcKpUKzi4ucv9QqU0KALh7eMjfDQBqp+L/xf6PPYKBkRFQO6lRVFiE+3n5UKlU0Li7yScGotuemLJ8/w/44rfv5e0FCxbg6aefrlZ/amsQEREBX19fREREVPkznJ2d5ZkOywT3J3UkC7/+AQDQpHE9wZEQ2S/DnCTd9f78/bmYN34KRgY/j3njpxjlVFO86ugvRN64cQPnz5/H9evXTQ64AaBjSDAGRkYY5VSp9WZRYZFRPgX0OVVyPy8fOdnZ0Li7ya3GrDGfurm7Iz45EfUenGdcuXIFAQEByM3NLeed1k3Kp2PGFC/3OXT8rMCIiIiMcdCtkFad2gLQnwisWxIj98s2XB9W8FA/SWmKXObt9FI/V61WQ6fToeBBO5TWQR3h6lY8badVp7ZGvbilticAcO5YEtYtiUHXsB7waeQHF40rdDodvOrUtroTg4c1bOqP+ORENHvyMQBAdnY2AgICsGrVKsGRVV14eDg2b96M8PDqHfuWLVsCAGYt/84cYVEF7Dh0AgCw4D+jBEdC5BgMc+qeH7bhRmoa9vywzSiPFhYYLz+6n5ePVp3alpgRZshwKrlUpdzJ2Ul+bmBkhJxTx0ZPxGtR4+TX/3X0JDqGBMv5NCsjE151apvsI25tViZswbsPlnDpdDp07doV0dG229LJMJ9KU8xnLFsnOCrHptPp5GVYRMRBt2KSEo8C0N9plpK2xr24ZYnhY4mTszN2b/rJaHrcwwzveGdlZGLJe7ONXp+wbRc+f38uWnVqiz7DwtFnWDhC+vWC2kkNVzcNbqSmISnxKFbs34zXosaVWlTNWn3247dYtrd4KtzChQsRHBxscuq9o3j//fcBALl5yrYOI73CwkLcztQXIerU/lHB0RA5BsOcKl04fuRvLeXnW7R90mj2GADk5+Zh96afypwVZThol3KqtK+oqAjHEw6bzKmGcdlqPu0W9hy+PbFTbte5adMmBAUF2XztlBdeeAEA8MOew4IjcWwHT/wFwHTdISJHxH8JCjG8Mi5d8c7PzZOfz8vJRc1axvP+pbvX1ZGXkysXeJEKugBAXd8G8H/sEaid1PIdA2udTl6eBv6NEJ+ciCcDOgAA7t+/j8DAQIwdO1ZwZGIYtsVJu1H6LAkyj/TMbACAk5Ma9epWfz0sEZXPMKdGLZqFVp3a4q+jJ+Xn/zp60mhaOIBqL0EqKiySC5Hu3vSTXLG8dVBH1KzlBY27G3Kys7F1dZzN5lMPT09sungQAyNHANBfVAwKCsLWrVsFR1Z177zzDgB9w5fU67cFR+O4cvP157TNm/oIjoTIOrCQmsI9RSVSsRclGPYRBUoWV5O2pbXc1tpPtCquXErBuGcGGl2w+Pnnn1GnTh2BUVneU089hfz8fLR7rCkOfztfdDh2bfLC1fhP7EbUq+uJGxdiRYdDVGm2UkitLC82Dyh1HXdVGBZIKy+nSq+1t5x653Y6hrZ/Tt5u2rQpvvvONpctSXfs3xzUC4smviE6HIe0+/BJhL7xPh5t3gB//blUdDhEimEhNStg2KdzYGQEatbygrOLi8nX+jTyrfL3PLw2XFqPJnF106BmLS+4uLqiZi0vo+lvUoxSYRrRPUUrq2FTf2w49zsGRA6X9/Xs2ROvvPKKwKgs7/XXXwcAHPsrWXAk9m/Nz/sAABP/2V9wJESOxTCndg3rUerrNO5uRmu1KyL7zl358cM51bBuisQec6p3ndqIT06Eb9PGAIBLly5Bq9Xi6lXThees2TPPPAMA+CLu53JeSURkGRx0V4PhCYAphj1G+wwLxzdHd6B2fdPVjlt1aocWbZ+s8HeXtUam4H4BfBr5IaRfL/g08sOoqe/A3cMDeTm5cPfwMJr+JsUoFaaxlp6ilTVi0j8Qd3YfanrrrzCdPXsWWq0WCQkJgiOzDKkYW5HjTVyxuEtp+mrJz/fWCo6EyL5UJqdGLZoFn0Z+APQDYMOp5fm5eXiqz7Mma6dURX5unlFOfS1qnF3n1P/+thFj/z1F3n7++efx2WefCYyo8qQp5kVFOuTls94JEYnHQXc1GJ4AmCKtQTO8Ci7d8X7Yb/E/49yxpBL7H74z7uziDJ9GfmWuVXN2ccHAyAi0DupYZiyG+6XCNLZUBOZhGo0G3xzbgfdWfCzvGzduHPr27YuChwrs2BvD6SzLN/wiMBL7Jv27c3JSo+UTjQVHQ2RfKptTpe2OIcFGr9PpdEjYtqtEUVJnF+cSObVF2yfLzamPtmmFFfs3O1RODRv2d2w4nyDPnIuNjUVISIjN5NL69evLF2LY2UOMBf+LBwC4VHLWCZG94pruaqw/27o6DuuWxMg9rg3NGz8Fe37Yhq5hPRC1aJbRc9L6brWTGnV965faM/RhGnc3jJqqv3r75QcflVl4TboDcCM1zW7Wm1XWyM59cePKNXn7n//8J4YOHSowImX1798fKSkp8Knthau/rBAdjl2auGAVPlq1CZ413ZF55X+iwyGqEmtd011aTi0rnwLFOVWlUkGlUlW4m0WLtk/ik82rsXV1HD5/f26pa8SlHCp9j6Pl1MkDX8fxhCPy9oQJE2xiCdeoUaPw559/wsNdg8w9/HttaT6hw3E7Mxu/bJqOZ7u3Ex0OkWK4ptsCSqtWunV1nFzxdM8P20q8z7AKK6Aq8bykRdsnjabHSVft9S1NigfcGnc3uZIqUNzvOyc7u8R6M0ey4vct+GLXBnn7008/RZcuXXDr1i2BUSln1Ch9z+gb6ZmCI7Ffe//Qz0Z5a2wfwZEQ2Z/Scupv8T/LXTlMkXLqmzMnlZpSVSpViZz619GT2Lo6Dkvem2004G7R9kmonYpPj1p1aoutq+McNqfOXrcMy38vvsgwf/58vPTSS+ICqqDRo0cDALJz8sp5JSnpb62aiA6ByCpw0K0Aw6lxpoq9GJ5YSP27VSqVUeEXn0Z++GTzarhoXEv9bIk0GJde6+HticO798uVWG2thYk5NWzeBPHJiWjWsgUAIC8vD7169cKECRMER2Z+zz//vPz42NmL4gKxYwnHzwEAunRuJTgS2/L58p/Q7G9j8Pnyn0SHQjZIKmRmqqAZYJxTu4b1gEqlMhpcq1QqbLp0CD0Hv4j7+flG7zWVU8+fOIWuYT3kgXdS4lGsmrfYoXNq/YZ+iE9OROMW+haVly9fhlarxbVr18p5pzhBQUHy449XbxQYCZF5MafaJg66FSBddY/892STU+EM9RkWjrjTe7Hp0iGM/iDKqPfnvPFTjCqqqlQqDIyMMFlELfvOXXQMCZaLvJCxz35egw3nE+Rjt2vXLgQGBiInJ0dwZObl5qY/0ZyxbJ3gSOyTNG21b89OgiOxLXM+Xo9LKTcw5+P1Zv1cnng4hlFT35GLgpYnatEsbLp0CHGn9yKkXy+ondR4tE0rjAx+HstnfmJ0R1vKqQ/395Zmqdn6umwlLN0eh3c+iZa3w8LCsGDBAoERla1xY33tjY9iOegm+8Gcaps46FZAaVPkKsLdwwMAkJWRid/ifzYq7iI/Njg/COnXS+4hmrBtl7z/tahxHIA/xNnZGRsvHkTvoQ8qfRcVoVu3boiMjBQcmfm0adMGAPD9jkOCI7E/KzduBwC4PNSSj8o36f8GoKm/Dyb93wCzfq5SJx4VxRMUy6hqTm0d1BF1fRsg5ex53EhNK1FYTcqpKnVxUpVyalFhEXNqKZ75exg2XToEJyf938LVq1fj6aefFhyVaePG6f9/XeOyK4vjtH7lMKfaJg66y1Be+5Kqvqa090iVW/Nz9X+onJydoXZSG/XwXjp1jny3VuPuhtZBHeHh7QlA39bEsEXZwMgIrFsSY1N9Qi1h3KzJ+O7sPrho9FMVDxw4AK1Wi5s3bwqOrPoWLlwIACgsLCyzGi9V3q7DJwEAvZ7rIDgS2zN2VC9cPPEFxo7qZdbPVerEo6JEn6DYGtE5FdC3FzNsz7l06hzgwZ/KFm2fRNSiWcypFaBSqfD9hQNo1yUAAJCdnQ2tVotz584JjsxYjx7FS/zW/PSbwEgcS2bWPeQ96Hdfu1bViyuSacyptomD7jJICXvVvMWlngSYanGydXUcXmkbilfahsrVWA1fU1pbFGlaercXesKnkR/cPNwfTIVTIfLfk6F2UkOn06HgwR+yvJxcrFsSI1+Bl94nTYUrr/2KI3PVaLD+7D6ER46Q9/Xu3RuvvvqqwKiqz8WgHU7Mph0CI7E/a7btBwD0CG0rOBKSKHXiUVGiT1BsTVVz6rzxU/Bi8wDMGz/F5GsqklOl9dnuHh74ZPNqo5wqLRu5mnwZAJhTK2HmN59jwY9fy9uDBw/GkCFDrOqib61atQAA0f/lxRJLyXtQ7LeWtwc0GpdyXk3WgjlVWRx0l0FK2ABKTbSmenWuWxKDrIxMZGVkyu1PpNdUpAJq66CO8nM1a3mhVae2WLckBl3Dehj1+JbWo0lT76IWzTKagldaH1EqNnzSeGw4nyDf2Thz5gy0Wi327t0rOLKq8/HxAQBMXLBacCT2JT9Pf7fsH28+X84ryVGIPkGxNVXNqXt+2GbUDaQqOVUqjCZVIjeVU+/n6YusMadWziNPPoGNFw/CvaY7AOD06dMICAjAvXv3BEem9847+loApy6kCo6EiMpi7zmVfbor0FO0rH7cpb1+1bzFAPRXzA3fU1qfT8M+oYYnJWonNWp41pSrpkoVWfNyclGzlhe+Ocq7meZyaOdefPjaP+Rtd3d3bN++3ejusS04deoUhg4dChWAgkRe2TeH34+eRpcR7+nXet75TnQ4RNUiuk93ZXNqWX26TeVU6fNzsrORlZEJn0Z+8mNpkC3l1JB+veRuH8yp1Xfgl92YMbK44N2AAQMwZcoUgREBBQUF6Ny5MwDg1IaFeKxJQ6HxOIIb6Xfg+9wo1PL2QHoKbwCQfWOfbjOqbBGXPsPC8c3RHXLyNpxGJ10pb9WprdH+dUtiUFRYBLWTGgMjI/RVyp3URpVWAf1g20XjyoIuCtB274L45ES07NQOAJCTk4Pg4GB5nbStaNq0KQD9MsXU67fFBmMnvt6qXwv4t1b+giMhsn2VzalRi2Zh44WDiFo0q8T67YGREahZyws52dlG+fRGahoAlHtnes8P21gkzYwCnwvB2lO/Qf2gyNr69esRGhoqNCZnZ2f54vmI6Z8JjYWIHBcH3QozXANmeHU/KfGo0fQ6aTA+Nnoi+gwLR59h4RgbPVE+EZCKqanVarwWNc7ohKUihWeo4uZtWIHYQ8WVE1etWoXg4GDcunVLYFQV5+7uLleVnbvSPotRWNrqzfoqxm+/GSY4kmL2XuWTyBRTORWAvJwLKM6nhrnScGD9WtQ4uSBpXd/6RhcBmE+rz71GDWy8cADa0K4AgLt370Kr1eLgwYPCYpK6lCQc+0tYDI7kxz1/AAAe6sZn1ZhTSWmcXl6BqXDVYTjQlk4WpCvvlZle92LzAPlO+MYLxomrtCnrVH1zIidh7+Zt8nZoaCjmzZsnMKKKmTRpEn755Re4ujgj5/dvRYdj03Q6HVwCBkKnAzJT/wdPT3fRIQEAmv1tDC6l3EBTfx9cPPGF6HDIhoieXl4dpnJqzVpecPfwqHA+BUrPqcyn5vXn/kOYOniMvB0cHIzPPrP83eaMjAw899xzAID0XbHwqulh8RgcScv+43E2+Soi3+iNxfNHiw6nQphTqao4vdxKGF5BNyzCUpHpdYZX3KUiMF3DepR4HYu7KGfSkjnYcD5BviuyY8cOBAYGIi/PuvtPvvHGGwCA/PsFKCgoFByNbbt05QZ0OkCtVqFmTTfR4cjsvconkSmmcurDs79KU5GcynxqXu2CtYhPToSHt/5EdP/+/QgMDLT4zLFatWrJM8CGvmdbS8Zs2YAXgkSHUGHMqaQ03ulW+Kp8WcorJlNWgZjKXNEn81gYFY1tazbK20FBQVi8eLHAiMqm1WoBABfil6BJw/qCo7FdX67fhjf//QUa+Hjj6rmVosMhqjZbvtNdlsrmVOZTy1oybQ62xq6TtwcNGoR3333XYt8/a9YsrF+/Hs5OauQdWGux73VE0p3uXzZNx7Pd24kOh0hRVnunOysrC9OnT0fv3r1Rp04dqFQqxMTEVPj9GRkZGD16NHx8fODh4YHQ0FAcPnxYuYAVVF7Pz9LakbFPqBj/mPc+1pzcDReNBgCQkJAArVaLkydPCo7MtBo1agAAeo2PFhyJbZu1TL+2c9gr3cUGQkRlqmxOZT61rMgZk7D+3O9wctbfcV67di1CQkLkPulKGzp0KACgoNAy30dEZMjig+6bN28iOjoaSUlJaNeucle/ioqKEBYWhq+//hrjx4/Hf/7zH1y/fh3du3fH2bNnFYpYOeVNY3t4CnpF+pGSsmrU9MD6s/sw+K035H2vvfYaevbsKTAq04YPHw4AOHPpquBIbFvarXQAwKsDuwmOhIjKUtmc2qpTW7l3N1mGi4sLvj9/AJ1CuwAA7t27h8DAQIucwzVp0kR+/OlX8Yp/nyPLumfdS/CIRLD4oNvPzw9paWm4dOlSpQtSxcXFYd++fYiJicH06dMxbtw47Ny5E05OTpg+fbpCESunsm1T1i2JQVZGJtw9PDgVTrChUWOx6dIh1G+s7/d5+/ZtaLVabN++XXBkxSIiIuTHBQUF4gKxYfn376OgQH9XpF2bZmKDIaIyVTanJiUeRVFhEZISjyocGT3sg9iFWLrjO3n7lVdewejRyhfcat68OQBg6pJvFP8uR5Z2U3+xunmzBoIjIbIeFh90azQa+Pr6Vum9cXFxaNCgAQYMKC5y4OPjg0GDBmHjxo1WX9yquljgxbqoVCos3xeP6K+L13W/++676Natm1X8Ljo5OUH1oF/Ha9NYOKYq9hxJAgDUcHeVi+kRkX1gThWr8aPNEJ+cCHcP/VKow4cPo3PnzlCy1NDs2bMBADl5+Yp9B+k5OzvhkWZVO98nskc2dRZ55MgRdOzYscTJb2BgIO7du4czZ84IiswyKnsVnyyjQ9fOiE9OxBNa/XKJnJwcdOnSBfPnzxccGeQlHD/v/0NsIDZq6uKvAQA9QlkIhsjeMKdah7VJv+Hv40YA0M/KCggIwMaNG8t5V9W0aNFCfhy7yXpmptkjtdqGmnQTWYBNDbrT0tLg5+dXYr+078qVKybfl5eXh8zMTKMfInP7aP0KfHXkF3n7m2++QXBwMO7evSssprfffhsAkH73nrAYbNmxv1IAAP37dRYcCZH1YE4lc4uYOB4rfv9B3p4xYwa6du2qyF3vevXqAQAmfBJr9s8mIiqNTQ26c3JyoHlQOdqQm5ub/Lwps2fPhre3t/zj7++vaJzkuLzr1kZ8ciK69HkGAHD//n2EhoYara+2pDZt2siPt+61zSr/It3L1S8TeCW8q+BIiKwHcyopwaehL+KTE9EhJBgAkJubi4CAAJw/f96s37No0SIAQHpmtlk/l4ioLDY16HZ3dze5VjY3N1d+3pTJkyfjzp078k9KSoqicRJN+mIeNpxPgNpJ/0/s+PHj0Gq1+PPPPy0ei4eHBwAg+vM1Fv9uW7ZhewIAwMXZCa6uLoKjIbIezKmkpOivFuHL376XtwcNGmTWImuGU8x3HDxmts8lvWu3MkSHQGSVbGrQLVU+f5i0r2HDhibfp9Fo4OXlZfRDpDRnZ2dsvHAQEz4t7pM9atQo9O/f36JxSHfZDyaZ926Bvdu06wAAoHtIa8GREFkX5lRSml9Tf2y8eBA1ahoXWTNXJw7pd5ZFRs1v9IwlAIAWzVlEjciQTQ2627dvj8OHD6OoqMhof0JCAmrUqIHHH39cUGTmtXV1HEYGP4+tq+NEh0Jm0H1AGOKTE+FZyxsAkJKSAq1Wi9OnT1vk+1999VUAgE6nQ1a26SUYVNKaX/R3up/u8qTgSIioOphTbZNarcaak78hPHIkAH2Rtc6dO2P9+vXV/mypZe2VG+nV/iwylne/EAAw7OXuYgMhsjJWO+hOS0vDqVOncP/+fXlfeHg4rl27ZvQH9+bNm1i3bh1eeOEFk+u9bdG6JTG4kZqGdUtiRIdCZvT10e14e/778vaQIUPQq1cvxb9Xo9HIrcO+ezBlmsp3/8FSlskT/i44EiKqDuZU2zZ80jjEHPxR3p41axZeeumlan2mYb2Ti1euV+uziIgqQsige9GiRZg5cyZWrFgBAIiPj8fMmTMxc+ZM3LlzB4B+zVirVq2Qmpoqvy88PBydO3fGiBEjEB0djSVLlqB79+4oLCzEhx9+KOI/RRHsHWq/nhv4IjZePIgGjfVLIW7dugWtVott27Yp+r1Shf9/zF2m6PfYi0Mn/kKRTgeVCuzPTWTjmFNtX90GPohPToRf8yYAgMuXL0Or1SIhoWoXkl1dXeHioq/V8RbzIhFZgJCzyY8++gjTpk3D0qVLAQDr16/HtGnTMG3aNKSnlz7Vx8nJCVu2bMHgwYOxcOFCREVFoV69eti+fTueeOIJS4WvOPYOtW9qtRrL9sVjdlxxop88eTJCQkJMFgo0B6lneFZOriItWOzN78fOAgAeb2G6TgQR2Q7mVPvx5a4NeG/lJ/L2uHHjEBkZWaXPCg/X/z5s3cPOHuZUWFgoOgQiqyRk0H3x4kXodDqTP82aNQMAxMTEGG1LateujWXLluHmzZvIzs7Gzp07odVqLf8fQVRNrQM7ID45ES07tQUA3Lt3D126dEF0dHQ576w8w2qtt+9kmf3z7c0Hy78HAGg7PCo2ECIiMtL52RDEJyeiZm19nZQDBw4gMDAQd+/erdTnSBXRdQDyDZYyUvXsSkwCADzSvIHgSIisC+dNEgk2b8NKfPXnr3BycgIAbNq0CQEBAbhw4YLZvkOlUsHZ2RkA8Op7n5rtc+1V1t1MAMCKJeMFR0JERKZ88+d2vDjqFQBAUVERQkNDK7VUy9PTU14+9MaMpYrE6IgKi/R3ugcN6CI4EiLrwkE3kRXwrl0L3184gCFRbwLQVxofOHAghg8fbrbvkFqVsS9p2VKv35ILOLq4OAuOhoiISvP69H8h7sxeQF8rFJMnT0ZYWFiF39+1a1cAwNdbf1MiPIclFW8lomIcdBNZkZffeh0bLx6Eq5sbAODEiRPQarVISkqq9mcPHToUAFBYWFTOKx3bhQeVbH3qevHEgYjIymnc3BB/KVEuUHrt2jVotVrcu3ev3PdKRXiLiljrhIiUxUE3kZVRq9X47sxevP1RcXuxYcOGYcCAAdX63EaNGsmP566sfp9TezVm5ucAgMce9RMcCRERVdSyffGY/N+P5O2QkBB88MEHZb7H09NTfjxxwWqlQiMigkPOnZSqN9/LyhYcCVHpnurzLJ7q8yxGPfUCsu5kIjk5GXfv3q3W3dcOHTrgyJEj2Jl4HG8O7G3GaO2Hq1r/Z3Hl5+ORmVn+nRIiW5N5V/97ba5OBsypZC3aPxWAFQe2YFRQGHQ6HTZv3owJEyaUmTeDg4Oxf/9+pN26jcws/s2vLg83dzi5gPmTHEZFc6pK54D9gy5fvgx/f3/RYRAREQmTkpKCxo0bV/tzmFOJiMjRlZdTHXLQXVRUhCtXrsDT01OxNZuZmZnw9/dHSkoKvLy8FPkOMo3HXiwef3F47MWyleOv0+lw9+5dNGzYUK7eXB1K51RbOa72isdfHB57sXj8xbKV41/RnOqQ08vVarVZru5XhJeXl1X/otgzHnuxePzF4bEXyxaOv7e3t9k+y1I51RaOqz3j8ReHx14sHn+xbOH4VySnspAaERERERERkUI46CYiIiIiIiJSCAfdCtFoNJg+fTo0Go3oUBwOj71YPP7i8NiLxeOvDB5XsXj8xeGxF4vHXyx7O/4OWUiNiIiIiIiIyBJ4p5uIiIiIiIhIIRx0ExERERERESmEg24iIiIiIiIihXDQbQG7d+9Gv3794O/vDzc3N/j6+qJ3797Yu3ev6NAcwq+//oqRI0fi8ccfR40aNfDII4/g9ddfR1pamujQ7F5aWhomTZqE0NBQeHp6QqVSYefOnaLDsjt5eXmYOHEiGjZsCHd3dwQFBWHbtm2iw3IIWVlZmD59Onr37o06depApVIhJiZGdFh2jTlVHOZTsZhTLYM5VRx7zqkcdFvAmTNnoFarMXbsWCxevBj/+te/cPXqVYSEhODHH38UHZ7dmzhxInbu3In+/ftj4cKFePnll7F27Vp06NABV69eFR2eXTt9+jTmzp2L1NRUtGnTRnQ4disiIgIff/wxhgwZggULFsDJyQl9+/bFnj17RIdm927evIno6GgkJSWhXbt2osNxCMyp4jCfisWcahnMqeLYdU7VkRDZ2dm6Bg0a6Hr16iU6FLu3a9cuXWFhYYl9AHTvvfeeoKgcQ2Zmpu7WrVs6nU6nW7dunQ6AbseOHWKDsjMJCQk6ALp58+bJ+3JycnSPPvqoLjg4WGBkjiE3N1eXlpam0+l0uoMHD+oA6FauXCk2KAfEnGoZzKdiMacqjzlVLHvOqbzTLUiNGjXg4+ODjIwM0aHYvZCQEKjV6hL76tSpg6SkJEFROQZPT0/UqVNHdBh2LS4uDk5OThg9erS8z83NDaNGjcL+/fuRkpIiMDr7p9Fo4OvrKzoMh8ecahnMp2IxpyqPOVUse86pHHRbUGZmJm7evIlTp05hypQpOH78OJ599lnRYTmkrKwsZGVloV69eqJDIaqWI0eO4PHHH4eXl5fR/sDAQADAH3/8ISAqIuUxp1oH5lOyJ8yppBRn0QE4kkGDBuGnn34CALi6umLMmDGYNm2a4Kgc06effor8/HwMHjxYdChE1ZKWlgY/P78S+6V9V65csXRIRBbBnGodmE/JnjCnklI46K6koqIi5OfnV+i1Go0GKpVK3p4zZw4mTJiAlJQUxMbGIj8/HwUFBUqFapeqc/wlu3fvxocffohBgwbhmWeeMXeIdsscx57MLycnBxqNpsR+Nzc3+Xkia8WcKg7zqVjMqdaJOZWUwkF3Je3evRuhoaEVem1SUhJatmwpb7dv315+PHToUHTs2BERERGIi4szd5h2qzrHHwBOnTqF/v37o3Xr1li2bJkSIdqt6h57Uoa7uzvy8vJK7M/NzZWfJ7JWzKniMJ+KxZxqnZhTSSkcdFdSy5YtsXLlygq91tT0FImrqyv69euHOXPmICcnh/+IK6g6xz8lJQU9e/aEt7c3tmzZAk9PTyVCtFvm+t0n8/Lz80NqamqJ/VLf3IYNG1o6JKIKY04Vh/lULOZU68ScSkrhoLuSfH19ERERYZbPysnJgU6nw927d3mCUEFVPf63bt1Cz549kZeXh19//ZUJrArM+btP5tO+fXvs2LEDmZmZRoVfEhIS5OeJrBVzqjjMp2Ixp1on5lRSCquXW8D169dL7MvIyMB3330Hf39/1K9fX0BUjiM7Oxt9+/ZFamoqtmzZgscee0x0SERmEx4ejsLCQnz55Zfyvry8PKxcuRJBQUHw9/cXGB2R+TGnisN8SvaOOZWUwjvdFtCnTx80btwYQUFBqF+/PpKTk7Fy5UpcuXIFa9asER2e3RsyZAgOHDiAkSNHIikpyaiXaM2aNfHSSy+JC84BzJw5EwBw4sQJAMDq1auxZ88eAMDUqVOFxWUvgoKCMHDgQEyePBnXr19HixYtEBsbi4sXL2L58uWiw3MIixYtQkZGhlzVNj4+HpcvXwYAvPXWW/D29hYZnt1hThWH+VQ85lRlMaeKZ685VaXT6XSig7B3ixcvxrfffotTp04hIyMDtWvXRufOnREVFYVu3bqJDs/uNWvWDJcuXTL5XNOmTXHx4kXLBuRgyqq4yj8/5pGbm4tp06bhq6++Qnp6Otq2bYsZM2agV69eokNzCGX9jblw4QKaNWtm2YDsHHOqOMyn4jGnKo85VSx7zakcdBMREREREREphGu6iYiIiIiIiBTCQTcRERERERGRQjjoJiIiIiIiIlIIB91ERERERERECuGgm4iIiIiIiEghHHQTERERERERKYSDbiIiIiIiIiKFcNBNREREREREpBAOuomIiIiIiIgUwkE3ERERERERkUI46CYiIiIiIiJSCAfdRKSI4OBgqFQq7N+/32h/ZmYm2rdvD41Gg23btgmKjoiIyHYwpxLZNg66iUgRc+fOBQBMnTpV3pefn4/+/fvj6NGjiI2NRY8ePUSFR0REZDOYU4lsGwfdRKSIkJAQhIWFYfv27di5cyd0Oh0iIiKwfft2fPLJJ3j55ZdFh0hERGQTmFOJbJtKp9PpRAdBRPbp2LFjaN++PZ566ikEBgbi448/xuTJkzFr1izRoREREdkU5lQi28VBNxEpavjw4Vi1ahUAYOTIkVi+fHmJ16xfvx5Lly5FYmIi0tPTceHCBTRr1szCkRIREVk35lQi28Tp5USkKB8fHwCAp6cnFi9ebPI12dnZCAkJQXR0tCVDIyIisinMqUS2yVl0AERkvxYtWoT58+ejQYMGuHbtGmJjYzFmzJgSrxs2bBgA4Pjx45YOkYiIyCYwpxLZLt7pJiJFrF27Fm+//TZCQ0Nx5MgReHt748MPP8S9e/dEh0ZERGRTmFOJbBsH3URkdr/++iuGDRuGNm3a4Pvvv4efnx/eeecdpKWlYcGCBaLDIyIishnMqUS2j4XUiMisDh8+jO7du6Nu3brYt28f/Pz8AACZmZlo3rw5CgsLcf78edSpU6fEe48fP442bdqw6AsRERGYU4nsBe90E5HZnDt3Dn379oWrqyt+/PFH+eQAALy8vDBx4kTcuXMHs2fPFhglERGR9WNOJbIfvNNNRFaDV+WJiIjMgzmVyHqwejkRCXf79m0kJyfj3LlzAICTJ08iIyMDTZo0MTlljoiIiExjTiWyPrzTTUTCxcTEYMSIESX2r1y5EhEREZYPiIiIyEYxpxJZHw66iYiIiIiIiBTCQmpERERERERECuGgm4iIiIiIiEghHHQTERERERERKYSDbiIiIiIiIiKFcNBNREREREREpBAOuomIiIiIiIgUwkE3ERERERERkUI46CYiIiIiIiJSCAfdRERERERERArhoJuIiIiIiIhIIRx0ExERERERESmEg24iIiIiIiIihfw/GJyY/WyAdG0AAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(10, 8))\n", "\n", "plt.subplot(321)\n", "plot_data(X)\n", "plot_centroids(kmeans_iter1.cluster_centers_, circle_color='r', cross_color='w')\n", "plt.ylabel(\"$x_2$\", fontsize=14, rotation=0)\n", "plt.tick_params(labelbottom=False)\n", "plt.title(\"Update the centroids (initially randomly)\", fontsize=14)\n", "\n", "plt.subplot(322)\n", "plot_decision_boundaries(kmeans_iter1, X, show_xlabels=False, show_ylabels=False)\n", "plt.title(\"Label the instances\", fontsize=14)\n", "\n", "plt.subplot(323)\n", "plot_decision_boundaries(kmeans_iter1, X, show_centroids=False, show_xlabels=False)\n", "plot_centroids(kmeans_iter2.cluster_centers_)\n", "\n", "plt.subplot(324)\n", "plot_decision_boundaries(kmeans_iter2, X, show_xlabels=False, show_ylabels=False)\n", "\n", "plt.subplot(325)\n", "plot_decision_boundaries(kmeans_iter2, X, show_centroids=False)\n", "plot_centroids(kmeans_iter3.cluster_centers_)\n", "\n", "plt.subplot(326)\n", "plot_decision_boundaries(kmeans_iter3, X, show_ylabels=False)\n", "\n", "save_fig(\"kmeans_algorithm_plot\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "DfPdECr2YF-r" }, "source": [ "### K-Means Variability" ] }, { "cell_type": "markdown", "metadata": { "id": "5gf7wHkTYF-x" }, "source": [ "In the original K-Means algorithm, the centroids are just initialized randomly, and the algorithm simply runs a single iteration to gradually improve the centroids, as we saw above.\n", "\n", "However, one major problem with this approach is that if you run K-Means multiple times (or with different random seeds), it can converge to very different solutions, as you can see below:" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "id": "WqcL4_9jYF-x" }, "outputs": [], "source": [ "def plot_clusterer_comparison(clusterer1, clusterer2, X, title1=None, title2=None):\n", " clusterer1.fit(X)\n", " clusterer2.fit(X)\n", "\n", " plt.figure(figsize=(10, 3.2))\n", "\n", " plt.subplot(121)\n", " plot_decision_boundaries(clusterer1, X)\n", " if title1:\n", " plt.title(title1, fontsize=14)\n", "\n", " plt.subplot(122)\n", " plot_decision_boundaries(clusterer2, X, show_ylabels=False)\n", " if title2:\n", " plt.title(title2, fontsize=14)" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 344 }, "id": "l9jNWWFWYF-x", "outputId": "e65d282e-d6d5-4a00-80dc-149647923c02" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure kmeans_variability_plot\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "kmeans_rnd_init1 = KMeans(n_clusters=5, init=\"random\", n_init=1,\n", " algorithm=\"full\", random_state=2)\n", "kmeans_rnd_init2 = KMeans(n_clusters=5, init=\"random\", n_init=1,\n", " algorithm=\"full\", random_state=5)\n", "\n", "plot_clusterer_comparison(kmeans_rnd_init1, kmeans_rnd_init2, X,\n", " \"Solution 1\", \"Solution 2 (with a different random init)\")\n", "\n", "save_fig(\"kmeans_variability_plot\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "UL9RzZcIYF-x" }, "source": [ "### Inertia" ] }, { "cell_type": "markdown", "metadata": { "id": "ClgjSzaIYF-x" }, "source": [ "To select the best model, we will need a way to evaluate a K-Mean model's performance. Unfortunately, clustering is an unsupervised task, so we do not have the targets. But at least we can measure the distance between each instance and its centroid. This is the idea behind the _inertia_ metric:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "YT1bmqXUYF-x", "outputId": "4001cdd0-2be4-4000-9b6d-f6c7e41c9616" }, "outputs": [ { "data": { "text/plain": [ "211.5985372581684" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans.inertia_" ] }, { "cell_type": "markdown", "metadata": { "id": "5suYZfzzYF-y" }, "source": [ "As you can easily verify, inertia is the sum of the squared distances between each training instance and its closest centroid:" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "IN1btVO0YF-y", "outputId": "e741a47f-aa09-45a6-bd14-b977be32c323" }, "outputs": [ { "data": { "text/plain": [ "211.59853725816868" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_dist = kmeans.transform(X)\n", "np.sum(X_dist[np.arange(len(X_dist)), kmeans.labels_]**2)" ] }, { "cell_type": "markdown", "metadata": { "id": "G5uox8PzYF-y" }, "source": [ "The `score()` method returns the negative inertia. Why negative? Well, it is because a predictor's `score()` method must always respect the \"_greater is better_\" rule." ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "0AlhNpnrYF-y", "outputId": "076f6146-f671-422b-b602-1f885e98dde4" }, "outputs": [ { "data": { "text/plain": [ "-211.59853725816836" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans.score(X)" ] }, { "cell_type": "markdown", "metadata": { "id": "jCF-guy-YF-y" }, "source": [ "### Multiple Initializations" ] }, { "cell_type": "markdown", "metadata": { "id": "gPC5ie8FYF-y" }, "source": [ "So one approach to solve the variability issue is to simply run the K-Means algorithm multiple times with different random initializations, and select the solution that minimizes the inertia. For example, here are the inertias of the two \"bad\" models shown in the previous figure:" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "8lvmm2L2YF-y", "outputId": "aa906967-5150-4513-e3ec-ffc189ae435b" }, "outputs": [ { "data": { "text/plain": [ "219.43539442771396" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans_rnd_init1.inertia_" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "nEeCmTWpYF-y", "outputId": "986a2df5-4e1c-4c9e-f823-cfc684b36e30" }, "outputs": [ { "data": { "text/plain": [ "211.5985372581684" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans_rnd_init2.inertia_" ] }, { "cell_type": "markdown", "metadata": { "id": "dKVyN6ntYF-y" }, "source": [ "As you can see, they have a higher inertia than the first \"good\" model we trained, which means they are probably worse." ] }, { "cell_type": "markdown", "metadata": { "id": "PAAM0uirYF-z" }, "source": [ "When you set the n_init hyperparameter, Scikit-Learn runs the original algorithm n_init times, and selects the solution that minimizes the inertia. By default, Scikit-Learn sets n_init=10." ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "IQla1T-6YF-z", "outputId": "97ce9bb6-0ae8-4f52-da43-4cff66090b6e" }, "outputs": [ { "data": { "text/html": [ "
KMeans(algorithm='full', init='random', n_clusters=5, n_init=10, random_state=2)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "KMeans(algorithm='full', init='random', n_clusters=5, n_init=10, random_state=2)" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans_rnd_10_inits = KMeans(n_clusters=5, init=\"random\", n_init=10,\n", " algorithm=\"full\", random_state=2)\n", "kmeans_rnd_10_inits.fit(X)" ] }, { "cell_type": "markdown", "metadata": { "id": "ImTLSqimYF-z" }, "source": [ "As you can see, we end up with the initial model, which is certainly the optimal K-Means solution (at least in terms of inertia, and assuming $k=5$)." ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 397 }, "id": "lQfFk9MeYF-z", "outputId": "4a8fc30a-a2cf-4cb8-aa49-76a7dd4b9413" }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(8, 4))\n", "plot_decision_boundaries(kmeans_rnd_10_inits, X)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "QxTFlI-qYF-z" }, "source": [ "### Centroid initialization methods" ] }, { "cell_type": "markdown", "metadata": { "id": "LRCF7nB0YF-z" }, "source": [ "Instead of initializing the centroids entirely randomly, it is preferable to initialize them using the following algorithm, proposed in a [2006 paper](https://goo.gl/eNUPw6) by David Arthur and Sergei Vassilvitskii:\n", "* Take one centroid $c_1$, chosen uniformly at random from the dataset.\n", "* Take a new center $c_i$, choosing an instance $\\mathbf{x}_i$ with probability: $D(\\mathbf{x}_i)^2$ / $\\sum\\limits_{j=1}^{m}{D(\\mathbf{x}_j)}^2$ where $D(\\mathbf{x}_i)$ is the distance between the instance $\\mathbf{x}_i$ and the closest centroid that was already chosen. This probability distribution ensures that instances that are further away from already chosen centroids are much more likely be selected as centroids.\n", "* Repeat the previous step until all $k$ centroids have been chosen." ] }, { "cell_type": "markdown", "metadata": { "id": "IKznYkCWYF-z" }, "source": [ "The rest of the K-Means++ algorithm is just regular K-Means. With this initialization, the K-Means algorithm is much less likely to converge to a suboptimal solution, so it is possible to reduce `n_init` considerably. Most of the time, this largely compensates for the additional complexity of the initialization process." ] }, { "cell_type": "markdown", "metadata": { "id": "4zepdTynYF-z" }, "source": [ "To set the initialization to K-Means++, simply set `init=\"k-means++\"` (this is actually the default):" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "Yv3Ai1gkYF-0", "outputId": "3ff1f5a9-0799-41f7-a6a5-bd065a3cc3af" }, "outputs": [ { "data": { "text/html": [ "
KMeans()
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "KMeans()" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "KMeans()" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "IXBcs2OZYF-0", "outputId": "f61a8191-8037-45ae-cad7-3c92d7d08bbe" }, "outputs": [ { "data": { "text/plain": [ "211.5985372581684" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "good_init = np.array([[-3, 3], [-3, 2], [-3, 1], [-1, 2], [0, 2]])\n", "kmeans = KMeans(n_clusters=5, init=good_init, n_init=1, random_state=42)\n", "kmeans.fit(X)\n", "kmeans.inertia_" ] }, { "cell_type": "markdown", "metadata": { "id": "ra7-eE8SYF-0" }, "source": [ "### Accelerated K-Means" ] }, { "cell_type": "markdown", "metadata": { "id": "yfYmhXt2YF-0" }, "source": [ "The K-Means algorithm can be significantly accelerated by avoiding many unnecessary distance calculations: this is achieved by exploiting the triangle inequality (given three points A, B and C, the distance AC is always such that AC ≤ AB + BC) and by keeping track of lower and upper bounds for distances between instances and centroids." ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "E2qYH5iAYF-0", "outputId": "904e650d-35b4-4fe5-e749-d98189b23d94" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The slowest run took 7.79 times longer than the fastest. This could mean that an intermediate result is being cached.\n", "135 ms ± 134 ms per loop (mean ± std. dev. of 7 runs, 50 loops each)\n" ] } ], "source": [ "%timeit -n 50 KMeans(algorithm=\"elkan\", random_state=42).fit(X)" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "v_QsgNW-YF-0", "outputId": "b4ad674e-930d-48b0-e490-1fa3063416b9", "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "43 ms ± 14.6 ms per loop (mean ± std. dev. of 7 runs, 50 loops each)\n" ] } ], "source": [ "%timeit -n 50 KMeans(algorithm=\"full\", random_state=42).fit(X)" ] }, { "cell_type": "markdown", "metadata": { "id": "ZG2BTYXGYF-0" }, "source": [ "There's no big difference in this case, as the dataset is fairly small." ] }, { "cell_type": "markdown", "metadata": { "id": "dkFOj5ZTYF-0" }, "source": [ "### Mini-Batch K-Means" ] }, { "cell_type": "markdown", "metadata": { "id": "miS98RolYF-0" }, "source": [ "Scikit-Learn also implements a variant of the K-Means algorithm that supports mini-batches." ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "id": "4Na-GJOIYF-1" }, "outputs": [], "source": [ "from sklearn.cluster import MiniBatchKMeans" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "KgeoQY8CYF-1", "outputId": "69dd0d9c-ca59-4b9d-a235-f51c1de63ed3" }, "outputs": [ { "data": { "text/html": [ "
MiniBatchKMeans(n_clusters=5, random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "MiniBatchKMeans(n_clusters=5, random_state=42)" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "minibatch_kmeans = MiniBatchKMeans(n_clusters=5, random_state=42)\n", "minibatch_kmeans.fit(X)" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "pw6YctLJYF-1", "outputId": "8ab26570-17b6-4545-8fce-fcf3290ec8c5" }, "outputs": [ { "data": { "text/plain": [ "211.65239850433215" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "minibatch_kmeans.inertia_" ] }, { "cell_type": "markdown", "metadata": { "id": "FPLJ0fc6YF-1" }, "source": [ "## PCA" ] }, { "cell_type": "markdown", "metadata": { "id": "w7By8OP0YF-1" }, "source": [ "If the dataset does not fit in memory, the simplest option is to use the memmap class, just like we did for incremental PCA in the previous chapter. First let's load MNIST:" ] }, { "cell_type": "markdown", "metadata": { "id": "6esru-G1YF-1" }, "source": [ "Warning: since Scikit-Learn 0.24, fetch_openml() returns a Pandas DataFrame by default. To avoid this and keep the same code as in the book, we use as_frame=False." ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "id": "pSatMXmQYF-1" }, "outputs": [], "source": [ "import urllib.request\n", "from sklearn.datasets import fetch_openml\n", "\n", "mnist = fetch_openml('mnist_784', version=1, as_frame=False)\n", "mnist.target = mnist.target.astype(np.int64)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": { "id": "UQMW0HvlYF-1" }, "outputs": [], "source": [ "from sklearn.model_selection import train_test_split\n", "\n", "X_train, X_test, y_train, y_test = train_test_split(\n", " mnist[\"data\"], mnist[\"target\"], random_state=42)" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "id": "gpxY0qtRYF-1" }, "outputs": [], "source": [ "filename = \"my_mnist.data\"\n", "X_mm = np.memmap(filename, dtype='float32', mode='write', shape=X_train.shape)\n", "X_mm[:] = X_train" ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "BTQlTOpQYF-2", "outputId": "8b2704cb-5290-4556-f68f-52965393ee84" }, "outputs": [ { "data": { "text/html": [ "
MiniBatchKMeans(batch_size=10, n_clusters=10, random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "MiniBatchKMeans(batch_size=10, n_clusters=10, random_state=42)" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "minibatch_kmeans = MiniBatchKMeans(n_clusters=10, batch_size=10, random_state=42)\n", "minibatch_kmeans.fit(X_mm)" ] }, { "cell_type": "markdown", "metadata": { "id": "EPFWyXj6YF-2" }, "source": [ "If your data is so large that you cannot use memmap, things get more complicated. Let's start by writing a function to load the next batch (in real life, you would load the data from disk):" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "id": "SM0rmKfTYF-2" }, "outputs": [], "source": [ "def load_next_batch(batch_size):\n", " return X[np.random.choice(len(X), batch_size, replace=False)]" ] }, { "cell_type": "markdown", "metadata": { "id": "ztJhvZ99YF-2" }, "source": [ "Now we can train the model by feeding it one batch at a time. We also need to implement multiple initializations and keep the model with the lowest inertia:" ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "id": "QvwVgYDCYF-2" }, "outputs": [], "source": [ "np.random.seed(42)" ] }, { "cell_type": "code", "execution_count": 44, "metadata": { "id": "moBgGOKfYF-2" }, "outputs": [], "source": [ "k = 5\n", "n_init = 10\n", "n_iterations = 100\n", "batch_size = 100\n", "init_size = 500 # more data for K-Means++ initialization\n", "evaluate_on_last_n_iters = 10\n", "\n", "best_kmeans = None\n", "\n", "for init in range(n_init):\n", " minibatch_kmeans = MiniBatchKMeans(n_clusters=k, init_size=init_size)\n", " X_init = load_next_batch(init_size)\n", " minibatch_kmeans.partial_fit(X_init)\n", "\n", " minibatch_kmeans.sum_inertia_ = 0\n", " for iteration in range(n_iterations):\n", " X_batch = load_next_batch(batch_size)\n", " minibatch_kmeans.partial_fit(X_batch)\n", " if iteration >= n_iterations - evaluate_on_last_n_iters:\n", " minibatch_kmeans.sum_inertia_ += minibatch_kmeans.inertia_\n", "\n", " if (best_kmeans is None or\n", " minibatch_kmeans.sum_inertia_ < best_kmeans.sum_inertia_):\n", " best_kmeans = minibatch_kmeans" ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "V75Fz4j-YF-2", "outputId": "ba6d45ac-1427-4f3d-d2fc-6353d6a47796" }, "outputs": [ { "data": { "text/plain": [ "-211.62571878891146" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "best_kmeans.score(X)" ] }, { "cell_type": "markdown", "metadata": { "id": "uAnDOJxtYF-2" }, "source": [ "Mini-batch K-Means is much faster than regular K-Means:" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "O7gyZdPjYF-2", "outputId": "4211aab8-e87a-47b1-9c0d-6e6a49b8d1c0" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "23.9 ms ± 1.4 ms per loop (mean ± std. dev. of 7 runs, 10 loops each)\n" ] } ], "source": [ "%timeit KMeans(n_clusters=5, random_state=42).fit(X)" ] }, { "cell_type": "code", "execution_count": 47, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "5bIvdvvVYF-3", "outputId": "2b3779b5-3603-4bdf-e3df-ac035c5ff4e4" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "13.5 ms ± 7.84 ms per loop (mean ± std. dev. of 7 runs, 100 loops each)\n" ] } ], "source": [ "%timeit MiniBatchKMeans(n_clusters=5, random_state=42).fit(X)" ] }, { "cell_type": "markdown", "metadata": { "id": "dRDx48YMYF-3" }, "source": [ "That's *much* faster! However, its performance is often lower (higher inertia), and it keeps degrading as _k_ increases. Let's plot the inertia ratio and the training time ratio between Mini-batch K-Means and regular K-Means:" ] }, { "cell_type": "code", "execution_count": 48, "metadata": { "id": "QJIIHcQvYF-3" }, "outputs": [], "source": [ "from timeit import timeit" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "RomGECbLYF-3", "outputId": "11c977f2-ef62-4dc3-e318-3039a398010e" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "100/100" ] } ], "source": [ "times = np.empty((100, 2))\n", "inertias = np.empty((100, 2))\n", "for k in range(1, 101):\n", " kmeans_ = KMeans(n_clusters=k, random_state=42)\n", " minibatch_kmeans = MiniBatchKMeans(n_clusters=k, random_state=42)\n", " print(\"\\r{}/{}\".format(k, 100), end=\"\")\n", " times[k-1, 0] = timeit(\"kmeans_.fit(X)\", number=10, globals=globals())\n", " times[k-1, 1] = timeit(\"minibatch_kmeans.fit(X)\", number=10, globals=globals())\n", " inertias[k-1, 0] = kmeans_.inertia_\n", " inertias[k-1, 1] = minibatch_kmeans.inertia_" ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 425 }, "id": "tdm2-2THYF-3", "outputId": "f99c0108-4b5b-4fa2-c4d9-71adf3ae9c38" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure minibatch_kmeans_vs_kmeans\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(10,4))\n", "\n", "plt.subplot(121)\n", "plt.plot(range(1, 101), inertias[:, 0], \"r--\", label=\"K-Means\")\n", "plt.plot(range(1, 101), inertias[:, 1], \"b.-\", label=\"Mini-batch K-Means\")\n", "plt.xlabel(\"$k$\", fontsize=16)\n", "plt.title(\"Inertia\", fontsize=14)\n", "plt.legend(fontsize=14)\n", "plt.axis([1, 100, 0, 100])\n", "\n", "plt.subplot(122)\n", "plt.plot(range(1, 101), times[:, 0], \"r--\", label=\"K-Means\")\n", "plt.plot(range(1, 101), times[:, 1], \"b.-\", label=\"Mini-batch K-Means\")\n", "plt.xlabel(\"$k$\", fontsize=16)\n", "plt.title(\"Training time (seconds)\", fontsize=14)\n", "plt.axis([1, 100, 0, 6])\n", "\n", "save_fig(\"minibatch_kmeans_vs_kmeans\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "eIls7PcoYF-3" }, "source": [ "### Finding the optimal number of clusters" ] }, { "cell_type": "markdown", "metadata": { "id": "5zKlrfZXYF-3" }, "source": [ "What if the number of clusters was set to a lower or greater value than 5?" ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 344 }, "id": "ccIwb3HGYF-3", "outputId": "563c4767-788b-4023-ab8c-3ebe04769567" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure bad_n_clusters_plot\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "kmeans_k3 = KMeans(n_clusters=3, random_state=42)\n", "kmeans_k8 = KMeans(n_clusters=8, random_state=42)\n", "\n", "plot_clusterer_comparison(kmeans_k3, kmeans_k8, X, \"$k=3$\", \"$k=8$\")\n", "save_fig(\"bad_n_clusters_plot\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "_3NZjOHQYF-3" }, "source": [ "Ouch, these two models don't look great. What about their inertias?" ] }, { "cell_type": "code", "execution_count": 52, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "a9c0eLqDYF-4", "outputId": "e3357d89-d54e-4e11-83ea-78fad033b228" }, "outputs": [ { "data": { "text/plain": [ "653.216719002155" ] }, "execution_count": 52, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans_k3.inertia_" ] }, { "cell_type": "code", "execution_count": 53, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "7GIcj223YF-4", "outputId": "678337c9-6656-4caa-8114-652bec8a38c5" }, "outputs": [ { "data": { "text/plain": [ "119.11983416102879" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans_k8.inertia_" ] }, { "cell_type": "markdown", "metadata": { "id": "vyqd07LBYF-4" }, "source": [ "No, we cannot simply take the value of $k$ that minimizes the inertia, since it keeps getting lower as we increase $k$. Indeed, the more clusters there are, the closer each instance will be to its closest centroid, and therefore the lower the inertia will be. However, we can plot the inertia as a function of $k$ and analyze the resulting curve:" ] }, { "cell_type": "code", "execution_count": 54, "metadata": { "id": "by10HXLfYF-4" }, "outputs": [], "source": [ "kmeans_per_k = [KMeans(n_clusters=k, random_state=42).fit(X)\n", " for k in range(1, 10)]\n", "inertias = [model.inertia_ for model in kmeans_per_k]" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 375 }, "id": "uIG8LaV7YF-4", "outputId": "8d5aa1bb-f783-4f39-d1c6-dfc11a4ee0a6" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure inertia_vs_k_plot\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(8, 3.5))\n", "plt.plot(range(1, 10), inertias, \"bo-\")\n", "plt.xlabel(\"$k$\", fontsize=14)\n", "plt.ylabel(\"Inertia\", fontsize=14)\n", "plt.annotate('Elbow',\n", " xy=(4, inertias[3]),\n", " xytext=(0.55, 0.55),\n", " textcoords='figure fraction',\n", " fontsize=16,\n", " arrowprops=dict(facecolor='black', shrink=0.1)\n", " )\n", "plt.axis([1, 8.5, 0, 1300])\n", "save_fig(\"inertia_vs_k_plot\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "vlnAxsxCYF-4" }, "source": [ "As you can see, there is an elbow at $k=4$, which means that less clusters than that would be bad, and more clusters would not help much and might cut clusters in half. So $k=4$ is a pretty good choice. Of course in this example it is not perfect since it means that the two blobs in the lower left will be considered as just a single cluster, but it's a pretty good clustering nonetheless." ] }, { "cell_type": "code", "execution_count": 56, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 458 }, "id": "BtXtN5zcYF-4", "outputId": "6eca4fab-e577-4e6f-bc3e-1bc1d6fc3702" }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_decision_boundaries(kmeans_per_k[4-1], X)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "u8CPDsGpYF-4" }, "source": [ "Another approach is to look at the _silhouette score_, which is the mean _silhouette coefficient_ over all the instances. An instance's silhouette coefficient is equal to $(b - a)/\\max(a, b)$ where $a$ is the mean distance to the other instances in the same cluster (it is the _mean intra-cluster distance_), and $b$ is the _mean nearest-cluster distance_, that is the mean distance to the instances of the next closest cluster (defined as the one that minimizes $b$, excluding the instance's own cluster). The silhouette coefficient can vary between -1 and +1: a coefficient close to +1 means that the instance is well inside its own cluster and far from other clusters, while a coefficient close to 0 means that it is close to a cluster boundary, and finally a coefficient close to -1 means that the instance may have been assigned to the wrong cluster." ] }, { "cell_type": "markdown", "metadata": { "id": "Hcl0ieicYF-4" }, "source": [ "Let's plot the silhouette score as a function of $k$:" ] }, { "cell_type": "code", "execution_count": 57, "metadata": { "id": "uNxc803dYF-5" }, "outputs": [], "source": [ "from sklearn.metrics import silhouette_score" ] }, { "cell_type": "code", "execution_count": 58, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "HVO4ao_ZYF-5", "outputId": "380b401d-2461-4582-f5b4-d5b014db30c7" }, "outputs": [ { "data": { "text/plain": [ "0.655517642572828" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" } ], "source": [ "silhouette_score(X, kmeans.labels_)" ] }, { "cell_type": "code", "execution_count": 59, "metadata": { "id": "jX2g_xXKYF-5" }, "outputs": [], "source": [ "silhouette_scores = [silhouette_score(X, model.labels_)\n", " for model in kmeans_per_k[1:]]" ] }, { "cell_type": "code", "execution_count": 60, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 325 }, "id": "bqb9Sk9TYF-5", "outputId": "4e4ca562-536c-4153-a0d3-c2886fabc260" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure silhouette_score_vs_k_plot\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(8, 3))\n", "plt.plot(range(2, 10), silhouette_scores, \"bo-\")\n", "plt.xlabel(\"$k$\", fontsize=14)\n", "plt.ylabel(\"Silhouette score\", fontsize=14)\n", "plt.axis([1.8, 8.5, 0.55, 0.7])\n", "save_fig(\"silhouette_score_vs_k_plot\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "5AnjNXAlYF-5" }, "source": [ "As you can see, this visualization is much richer than the previous one: in particular, although it confirms that $k=4$ is a very good choice, but it also underlines the fact that $k=5$ is quite good as well." ] }, { "cell_type": "markdown", "metadata": { "id": "KChZJhZGYF-5" }, "source": [ "An even more informative visualization is given when you plot every instance's silhouette coefficient, sorted by the cluster they are assigned to and by the value of the coefficient. This is called a _silhouette diagram_:" ] }, { "cell_type": "code", "execution_count": 61, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 924 }, "id": "NbAnFKGpYF-5", "outputId": "88eb99ff-a70a-4acb-e6bb-43782a64d1ac" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure silhouette_analysis_plot\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from sklearn.metrics import silhouette_samples\n", "from matplotlib.ticker import FixedLocator, FixedFormatter\n", "\n", "plt.figure(figsize=(11, 9))\n", "\n", "for k in (3, 4, 5, 6):\n", " plt.subplot(2, 2, k - 2)\n", "\n", " y_pred = kmeans_per_k[k - 1].labels_\n", " silhouette_coefficients = silhouette_samples(X, y_pred)\n", "\n", " padding = len(X) // 30\n", " pos = padding\n", " ticks = []\n", " for i in range(k):\n", " coeffs = silhouette_coefficients[y_pred == i]\n", " coeffs.sort()\n", "\n", " color = mpl.cm.Spectral(i / k)\n", " plt.fill_betweenx(np.arange(pos, pos + len(coeffs)), 0, coeffs,\n", " facecolor=color, edgecolor=color, alpha=0.7)\n", " ticks.append(pos + len(coeffs) // 2)\n", " pos += len(coeffs) + padding\n", "\n", " plt.gca().yaxis.set_major_locator(FixedLocator(ticks))\n", " plt.gca().yaxis.set_major_formatter(FixedFormatter(range(k)))\n", " if k in (3, 5):\n", " plt.ylabel(\"Cluster\")\n", "\n", " if k in (5, 6):\n", " plt.gca().set_xticks([-0.1, 0, 0.2, 0.4, 0.6, 0.8, 1])\n", " plt.xlabel(\"Silhouette Coefficient\")\n", " else:\n", " plt.tick_params(labelbottom=False)\n", "\n", " plt.axvline(x=silhouette_scores[k - 2], color=\"red\", linestyle=\"--\")\n", " plt.title(\"$k={}$\".format(k), fontsize=16)\n", "\n", "save_fig(\"silhouette_analysis_plot\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "ZHVKxf8-YF-5" }, "source": [ "As you can see, $k=5$ looks like the best option here, as all clusters are roughly the same size, and they all cross the dashed line, which represents the mean silhouette score." ] }, { "cell_type": "markdown", "metadata": { "id": "zhcXta5AYF-6" }, "source": [ "### Limits of K-Means" ] }, { "cell_type": "code", "execution_count": 62, "metadata": { "id": "VC1C4eX4YF-6" }, "outputs": [], "source": [ "X1, y1 = make_blobs(n_samples=1000, centers=((4, -4), (0, 0)), random_state=42)\n", "X1 = X1.dot(np.array([[0.374, 0.95], [0.732, 0.598]]))\n", "X2, y2 = make_blobs(n_samples=250, centers=1, random_state=42)\n", "X2 = X2 + [6, -8]\n", "X = np.r_[X1, X2]\n", "y = np.r_[y1, y2]" ] }, { "cell_type": "code", "execution_count": 63, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 458 }, "id": "gx6s9AsfYF-6", "outputId": "b94962ef-59e7-4a24-badd-dfa75bdbd182" }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_clusters(X)" ] }, { "cell_type": "code", "execution_count": 64, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "-zKYx9WEYF-6", "outputId": "70f0ffbf-8c58-4643-c634-e29fc3885f6e" }, "outputs": [ { "data": { "text/html": [ "
KMeans(n_clusters=3, random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "KMeans(n_clusters=3, random_state=42)" ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "kmeans_good = KMeans(n_clusters=3, init=np.array([[-1.5, 2.5], [0.5, 0], [4, 0]]), n_init=1, random_state=42)\n", "kmeans_bad = KMeans(n_clusters=3, random_state=42)\n", "kmeans_good.fit(X)\n", "kmeans_bad.fit(X)" ] }, { "cell_type": "code", "execution_count": 65, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 344 }, "id": "FXhPWmeKYF-6", "outputId": "0ce31827-aaf5-4f1c-f45f-94a65e7457ef" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure bad_kmeans_plot\n" ] }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAA90AAAE1CAYAAAD6RoNAAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAADMWElEQVR4nOydeXgTVduHf5O0TbqlLYuAgCyiwCe2sreCbLLIKkIRUYHiTkFEsRQou1AoFUWFir4KhSq8SEFWUYpsguxgeVFQEYoIlK373ibz/RHPMJnMJJNksrXnvi4u0lnOnJlknnOe82wMy7IsKBQKhUKhUCgUCoVCoSiOyt0doFAoFAqFQqFQKBQKpbpClW4KhUKhUCgUCoVCoVCcBFW6KRQKhUKhUCgUCoVCcRJU6aZQKBQKhUKhUCgUCsVJUKWbQqFQKBQKhUKhUCgUJ0GVbgqFQqFQKBQKhUKhUJwEVbopFAqFQqFQKBQKhUJxElTpplAoFAqFQqFQKBQKxUlQpZtCoVAoFAqFQqFQKBQnQZVuCqUGMXfuXDAMg/3797u7KxQKhUKheD10XKVQKHKgSjeFYgdZWVlgGAZPPfWUu7tiwv79+8EwDObOnevurijKtWvXsGzZMvTt2xcPPPAA/Pz8UL9+fQwfPhzHjh0zO76yshKbNm3C2LFj0bp1awQFBSE4OBidO3fGp59+Cr1eL+u6AwYMAMMw0Gq1Zvvu3r2Lzz//HEOGDEHz5s2h0WhQp04d9O/fHz/88INd91lRUYEPPvgAHTp0QHBwMIKDg9GmTRtMmDDBrvYoFArFW6DjqmuxdVwFgF9++QUzZsxAv379ULduXTAMgx49ekheIyYmBgzDWPz33nvvmZ23bt06dOnSBUFBQQgMDETHjh2Rmppq0/2R35PUv+r2fVI8Hx93d4BCobiOiRMn4rnnnsMDDzzg7q7YxCeffIKkpCQ8+OCD6Nu3L+rWrYs///wTW7ZswZYtW7Bu3TqMHDmSO/6vv/5CdHQ0goKC8OSTT2LIkCHIz8/H9u3bERsbi++++w7btm0DwzCS1/zPf/6DH374AVqtFizLmu3fuHEjxo8fj/vvvx9PPvkkGjZsiH/++QebNm3C999/jyVLliAuLk72Pebm5uKpp57C8ePH8fjjj+P1118HAFy+fBkbNmzAihUrbHhiFAqFQnEFNWVcBYAtW7Zg0aJF8PPzw8MPP4w7d+5YvMbQoUPRtGlT0X3vv/8+iouL0a9fP5PtU6ZMwQcffID69evjhRdegK+vL7777juMGzcO586dw/vvv2/TfUZERGDo0KFm2y0tFlAoToGlUCg2c/nyZRYA269fP3d3xYR9+/axANg5c+a4uyuKsmnTJnb//v1m2w8ePMj6+vqyYWFhbFlZGbf9n3/+YVesWMEWFRWZHF9UVMR26NCBBcB+8803kte7fPkyGxwczL777rtskyZNWI1GY3bMjz/+yG7bto3V6/Um2y9cuMCGhISwvr6+7LVr12Tf49ChQ1mGYdivv/7abF9lZaXsdigUCsUboeOqa7F1XGVZlj137hx76tQptqKigr1x4wYLgO3evbvN1z558iQLgH300UdNtp84cYIFwLZo0YK9e/cut72oqIjt2LEjC4D9+eefZV2D/J7Gjh1rc/8oFGdA3cspFAUhrlSXL1/Gxx9/jFatWkGj0aBJkyaYN28eDAaD6Hlbt27Fk08+ibCwMGi1WrRp0wbvv/++mRt0amoqGIZBamoqtm/fji5duiA4OBhNmzbF3Llz0bNnTwDAvHnzTNyosrKyAEjHnq1atQpPP/00mjZtCq1Wi1q1aqFfv37Yt2+f4s/IHoYNG4bu3bubbX/iiSfQs2dP5Obm4n//+x+3vWHDhoiNjUVgYKDJ8YGBgXjnnXcAAAcOHBC9FsuyeOmll9CgQQPMnz9fsk+9evXC4MGDoVKZitGWLVti5MiRqKysxM8//yzr/o4ePYotW7bgxRdfxPPPP2+238eHOiVRKJSaCR1XnYOt4yoAPPLII2jXrh18fX0duvaXX34JAHj55ZdNtm/duhUA8Pbbb6NWrVrc9sDAQCQkJAAAVq5c6dC1KRR3QWdyFIoTiIuLw4EDBzBo0CD069cPW7Zswdy5c1FRUYGFCxeaHDt9+nQsXrwYDRs2xLBhwxASEoKffvoJcXFxOHbsGDZu3GjW/saNG7F7924MGjQIsbGxKCgoQI8ePZCVlYU1a9age/fuJq5ToaGhFvs7YcIEREREoHfv3qhbty6uXbuGLVu2oHfv3ti8eTOefvppJR6LUyCDv1zF1Nrxn3zyCQ4cOICDBw/C39/fJX3asGEDAGDEiBG4c+cOtm3bhps3b6Jx48bo378/ateubVc/KBQKpbpAx1XXYesYZgulpaVYt24dNBoNRo8ebbIvOzsbANCsWTOz88i2vXv32nS969evY8WKFcjPz0e9evXQo0cPPPjgg3b2nkKxH6p0UyhO4PTp0zh79iwaNGgAAJg1axYeeughfPLJJ5gzZw78/PwAABkZGVi8eDH69euHTZs2cZZZlmURGxuLlStXYtOmTRg+fLhJ+99//z1++OEH9O7d2+zaa9asQY8ePWxKEvLbb7+ZDXI3btxAhw4dEBcXJ3tysGXLFvzyyy+yr/vYY4+JxlrJ5e+//8aePXvQoEEDPProo7LOWbVqFQCgb9++Zvv+/PNPTJ8+HZMmTUKXLl3s6lNBQQHS09Oh1WrxxBNPyDrn1KlT3PVffPFFFBQUcPuCgoLwxRdfmMXWUSgUSk2CjqvycMe4agvp6enIz8/Hc889Z2LNBoA6deoAMOYyEUK2/fPPPygpKUFAQICs62VkZCAjI4P7m2EYvPDCC1i5cqWZNxyF4lTc7N5OoXglUrFnY8eOZQGwq1atMjuH7Dt79iy3bciQISwA9sqVK2bH5+XlsQzDsMOHD+e2rV69mgXAPvPMM6L9shZ7NmfOHBYAu2/fPhl3ybJvvvkmC4DNysqSdTy5R7n/HIm1qqioYLt168YCYNeuXSvrnM8++4wFwPbq1ctsn16vZ6OiotgHH3yQLS4u5rZLxXRLMWrUKBYAO3/+fNnntGzZkgXAqtVqdsyYMexff/3F5ubmsl999RWr0+lYX19fNjMzU3Z7FAqF4m3QcVUcTx1X7Y3p7t69OwuA3bNnj9m+AwcOsADYhx56iM3NzeW2FxcXs507d+bu8fr161avc/PmTXbWrFnsqVOn2Ly8PDYnJ4fds2cP186wYcNs6jeF4ijU0k2hOIH27dubbWvUqBEAIC8vj9t29OhRBAYGctZXIf7+/rhw4YLZ9k6dOinT0X+5dOkSFi1ahL179+LatWsoLy832X/9+nU0adLEajupqak2l/WwB4PBgJiYGBw8eBCvvvqqmYuaGDt27MDEiRPRpEkTfPXVV2b7k5OTcfToUezbt0/2CrqQ6dOnY/369XjqqacwY8YM2eeRmMRHH32Uiy8EgBdeeAEFBQWIjY3Fxx9/jC+++MKuflEoFIq3Q8dV52LPuGorFy9exMGDB9GsWTP06tXLbH+3bt0wevRopKWl4f/+7/8wZMgQLnt5VVUVQkJCkJ+fb5ZLRYz77rvPLC/Lk08+iaioKLRr1w6bN2/G6dOn0a5dO8Xuj0KxBFW6KRQnoNPpzLaR2Ch+EpecnBxUVVVh3rx5km0VFxebbatXr54CvTRy8eJFdOrUCQUFBejZsycGDx4MnU4HlUqF/fv348CBA2aTBXdiMBjw0ksvYd26dXjxxRdlJVX57rvvEB0djXr16mHv3r2ceyLhjz/+wJw5cxAbGyuaWEYOs2bNwuLFi9GrVy9s3rwZarVa9rkhISEAgMGDB5uVMRsyZAhiY2Nx8uRJu/pFoVAo1QE6rjoPe8ZVe1i1ahWXrFSqZGdqaio6dOiAL7/8EqmpqfD390e/fv2wZMkSPPLII/Dx8TFzS7eFgIAAjB49GjNnzsThw4ep0k1xGVTpplDciE6nA8MwVmtdCrFUX9pWPvzwQ+Tm5iItLQ0vvviiyb433nhDMsu3GM6OPTMYDBg3bhzWrl2LUaNGITU11eqK986dOzF8+HDUqVMH+/btQ/Pmzc2O+e2331BeXo4VK1ZI1sMmzzw3N9csgc6sWbOwYMEC9OjRA9u3b7c5AVvLli1x8uRJ0cQ8ZFtpaalNbVIoFEpNhI6rzh9X7UGv12PNmjVQq9UYN26c5HEqlQqTJk3CpEmTTLZnZWWhqKhIkezpJHZcbPGFQnEWVOmmUNxI586dsWvXLvz555946KGHHG6PWFeFJVEs8ddffwGAWVIXlmVx+PBhm66/ZcsWrFmzRvbxY8eOlT054E8MRo4cibS0NKvWZKJw16pVC/v27UOLFi1Ej2vatKlZ6RLChg0bUFpaipiYGACARqMx2U8U7u7du2Pnzp12uab36tULX3/9NX777TezfWRb06ZNbW6XQqFQahp0XHXuuGov3333Ha5fv46BAweiYcOGNp//9ddfAwCee+45h/ty7NgxAHRcpbgWWqebQnEjZCX3pZdewt27d832Z2dn4/z587LbIy5XV69elX0OiSk7dOiQyfbFixfj3LlzstsBjG5hLMvK/ic3To24vq1duxYjRozAV199ZXVisGvXLgwfPhxhYWHYt2+fxcnXY489hi+++EL0X+3ateHj48P9zbdiz549GwsWLMATTzwhS+HOz8/HhQsXcOPGDZPt0dHRqFOnDr7++muTuqgVFRWYM2cOAODZZ5+12DaFQqFQ6LjqzHHVEaRqcwvhV+8g/PTTT1i0aBGaNGmCN954w2Sf1Lh65swZsCxr1tbmzZuxZs0ahIWFoX///rbeBoViN9TSTaG4kaeeegqzZs3Ce++9hxYtWuCpp55CkyZNcPfuXVy8eBE//fQTFixYgNatW8tqr1WrVrj//vvx3//+FxqNBo0aNQLDMHjzzTe5uGEhb7zxBlavXo3hw4fj2WefRe3atXH06FGcPn0aAwcOxM6dO5W8ZbuYP38+1qxZg6CgIDz88MNYsGCB2TFDhw7FY489BgC4cOECnnnmGZSXl6NHjx5Yv3692fFNmzblrNf2kJqaivfeew8+Pj7o1KkTkpOTzY7p0aOHSV3Xb7/9FuPGjcPYsWNNJkY6nQ7/+c9/EB0djcjISERHRyMsLAx79uzBr7/+igEDBjjUVwqFQqkp0HFVHraOq4BxbF28eDGAeyFPFy5cMBmfxJT+mzdvYufOnahXrx4GDx5ssV/R0dEoLS1FeHg4dDod/ve//2HXrl2oVasWtmzZguDgYJPjpcbVt99+G3/99ReioqLQqFEj6PV6nD59GocOHYJGo0Fqaqrk90ehOAOqdFMobmb+/Pno1q0bPv74Y/z444/Iy8tD7dq10axZM8ydOxcvvPCC7LbUajU2b96M+Ph4rF+/HoWFhQCAF198UXJwadu2LXbv3o2ZM2dyCcAef/xxHD58GNu2bfOIyUFWVhYAoKioCAsXLhQ9pmnTptzkIDs7m0tS89///lf0+O7duzukyJI+VVVVYenSpZLH8ZVuSwwdOhQHDhzAggULsG3bNpSUlOChhx5CUlIS3nnnHadaICgUCqU6QcdV69g6rgLGsVXo6n7z5k2TbWJK95o1a1BVVYWxY8dyye+kGDp0KFJTU/H111+jtLQUjRs3xptvvonp06fblOzuxRdfxKZNm3D06FHcuXMHBoMBDRs2xCuvvIIpU6agVatWstuiUJSAYcV8LygUCoVCoVAoFAqFQqE4DI3pplAoFAqFQqFQKBQKxUlQpZtCoVAoFAqFQqFQKBQnQZVuCoVCoVAoFAqFQqFQnARVuikUCoVCoVAoFAqFQnESVOmmUCgUCoVCoVAoFArFSdSokmEGgwHXr19HcHAwGIZxd3coFAqFQnEpLMuisLAQ999/P1Qqx9fd6bhKoVAolJqM3HG1Rind169fR+PGjd3dDQqFQqFQ3MrVq1fRqFEjh9uh4yqFQqFQKNbH1RqldAcHBwMAVh/7DgFBgW7uDYXivbzwWG9UVVbC398fu3btcnd3KBSKTIqLizFw4EBuPHQU0s7OnTsRGEjHVQqlJqLX6/Hkk08CAD7Z/Q3ua1jPzT2iUFxHSVExxnUeYHVcrVFKN3F9CwgKREBwkJt7Q6Eoy660dGxMScWI2Bj0Hx3t3Iv9+y4988wzCAqi7xKF4m0o5QpO2gkMDKSygFLtSE9PR2pqKmJiYhAd7eRx1YuZMmUK97lpqwfd2BMKxX1YG1dpIjUKpZqwMSUVt6/dwMaUVHd3hUKhUCgUryc1NRXZ2dlITU11d1c8mkOHDgEAdLVqubknFIrnQpVuCqWaMCI2BnUbNsCI2BinX4tlDU6/BoVCoVAo7iQmJgb169dHTEyMu7vi0ej1egDAiInj3NwTCsVzqVHu5RRKdab/6Gjnu5X/i76yCgBQt25dl1yPQqFQKBRXEx0dTd3KrfDll19yn4e+8rwbe0KheDbU0k2hUOxm9OjR7u4CxQWkp6dj0KBBSE9Pd3dXKBQKheJBfPfddwAAtVrt5p54D7vS0vFS1CDsSqNjak2CKt0UCoVCsQiNa6RQKBSKGFeuXAEANHukpZt74j3QHDw1E6p0UygUCsUiNK6RQqFQKEL++ecf7vPSbWvc2BPvwpU5eCieA43pplAoNnFszwF3d4HiYmhcI4VCoVCEpKWlcZ9VKmrHk4src/BQPAf6hlAoFJtImZ4IgA6wFAqFQqHUZLZs2QIA0Phr3dsRCsULoLNmCoViEyzLAgBat27t5p5QKBQKhUJxBwaDgSsVFv9Zkpt7Q6F4PlTpplAoFAqFQqFQKLI5evQo97ltl85u7AmF4h1QpZtCodiEQe/uHlAoFAqFQnEnM2bMAAAwDAMfX18394ZC8Xyo0k2hUGwi/+5dAEBoaKh7O0KhUCgUCsUtFBUVAQAGjnvOzT2hULwDqnRTKBS7+OCDD9zdBQqFQqFQKC6mpKSE+9x35NNu7AmF4j1QpZtCodiFWq12dxcoFAqFQqG4mIULF3Kfm7V+yI09oVC8B6p0UygUCoVCoVAoFFns2bMHABAcFuLmnlAo3gNVuimUasqutHS8FDUIu9LSFWvz6sUsxdqiUCgUCsVbSE9Px6BBg5CertyY6q2QUmEvvjvBzT2hULwHqnRTKNWUjSmpuH3tBjampCrW5udzlijWFoVCoVAo3kJqaiqys7ORmprq7q64ld9++437PGD0cDf2hELxLqjSTaFUU0bExqBuwwYYERujXKMsCwAICaEuZRQKhUKpOcTExKB+/fqIiYlxd1fcSnx8vLu7QKF4JT7u7gCFQnEO/UdHo//oaHd3g0KhUCgUryc6OhrR0XRMvXHjBgDgkc5t3dwTCsW7oJZuCoUiG4PB4O4uUCgUCoVCcQP8OcCcNR+7sScUivdBlW4KhSKbsz+fBABotVpF2qOJaSgUCoVCUQ5njqtz587lPvsHBCjePoVSnaFKN4VCsZlvvvlGkXZoYhoKhUKhUJTDmePqDz/8AAAI1OkUb5tCqe54rdK9cOFCMAyDNm3auLsrFEqNI0ChFW6amIZCoVAoFOVw5rhKSoW9Pv9dxdumUKo7XplI7Z9//kFiYiICAwPd3RUKheIANDENhUKhUCjK4axxdfv27dznHs8MULx9CqW645VK97vvvovIyEjo9XrcuXPH3d2hUGoE7L/lwigUCoVCodQsvv76awCASq0CwzBu7g2F4n14nXv5wYMHkZ6ejmXLlrm7KxSKIuxKS8dLUYOwK82zk4l9l7bJ3V2gUCgUCsUiNEGnc7h48SIAoNn/PezmnlAo3olXKd16vR5vvvkmXnnlFTz66KNWjy8vL0dBQYHJPwrF09iYkorb125gY0qqyXZPU8aL8vMAAGq1mq5yUyg1FDquUjwdqURiVBm3H75XacIXH7ixJxSK9+JVSvfKlStx5coVvPfee7KOX7RoEUJCQrh/jRs3dnIPKRTbGREbg7oNG2BEbIzJdillnI87FHOqcFMoNRc6rlI8HalEYnKyelPFXJyTJ09yn+s2qOfGnlAo3ovXKN13797F7NmzMWvWLNStW1fWOdOnT0d+fj737+rVq07uJYViO/1HR2PVkR3oP9o08YmUMs5HjmJOoVAoSkHHVYqnEx0djR07dpglE5OT1ZuWsRSH1OdW+6jd2xEKxYvxGqV75syZqFWrFt58803Z52g0Guh0OpN/FIqtuMvNW0oZ5yNHMVeKjctTnX4NCoXi2dBxlaIE7rAoSynjfGgZS3NYlkVVVRUA4I358W7uDYXivXiF0v3nn3/i888/x6RJk3D9+nVkZWUhKysLZWVlqKysRFZWFnJyctzdTUo1xRZrsi0KuhLKvBzFXCnKS0sBAKNHj3b6tSgUCoVSfbHFomyLgu6oMi9HMa9p3Lx5k/vcM3qgG3tCoXg3XqF0X7t2DQaDAZMmTUKzZs24f8eOHcMff/yBZs2aYf78+e7uJqUaIKYIt24fDpVahdbtw62eb4uC7q2u4YMHD3Z3FygUCoXiJYgpwhEREVCpVIiIiLB6vi0KOnUPVx7+QrtGq3VjTygU78YrlO42bdrg22+/Nfv3yCOP4IEHHsC3336Ll19+2d3dpFQDxBTh86fOwqA34Pyps1bPt8Xd25Wu4RQKhUKhuAMxRTgzMxMGgwGZmZlWz7fF5Zu6hytPbm4uAKBT3+5u7gmF4t34uLsDcqhTpw6GDh1qtp3U6hbbR6HYw4jYGGxMSTVRhMW2SdF/dLRsV29bjqXUTNLT05GamoqYmBjq7kihULySmJgYTo5Z2iZFdHS0bPlny7EU2xj60gvu7oLD7EpL5+ZzdP5FcTUMy7KsuzthLz169MCdO3dw7tw5WccXFBQgJCQEG349gIDgICf3jkKpPvz9xyVM6D0CALB3716aPMlFDBo0CNnZ2ahfvz527Njh7u5QqgFFRUXo0aMH8vPzFXmPybi6f/9+BAXRcZVCqU7Ex8fjxx9/BABs//uUm3vjOC9FDcLtazdQt2EDrDpCx1SKMpQUFmHkI92tjqte4V4uxf79+2Ur3BQKxX5KS0q4z1Thdh3UVZJCoVAo7uLYsWMAgKCw6jHu07A+ijvxaqWbQvEG3FVyzBkwDOPuLtQoaCZdCoVCMcUd5cZqKkVFRQCAjj27urknyuDKii8UihCqdFMoTsZbs5RTKBQKheJp0AzlruHgwYPc53eWvefGnlAo1QOqdFMoCiO0bFcHd6YPJ892dxcoFAqFUgMRWrZp2I1r+Oyzz9zdBQqlWkGVbkq1w1Xu3FLXEVq2q4M7042sqwCARx991M09oVAoFIqrcZVLt9h1hJZtGnbjGn7//XcAQJPWLdzcEwqlekCVbkq1w1nu3EIlW+o61cGyLcWAAQPc3QWKDGjMI4VCURJnuHTLUbABatl2BySWGwCWpH/pxp54BtUpNw/FfVClm1LtcJbSK1Sypa6jtGWbCnuKrdCYRwqFoiTOUHzlKtjOsGzThUnLHDhwgPvsHxToxp54BjQ3D0UJqNJNqXYQpReAosqqUMl2ldu4Jwh7g8HgtmtTbIdahigUipIQxReAYsqqqxRsMejCpGXmz58PAFD7qmnVElRvD0aK66BKN6XaorSyKlSy+RboXWnpGBXeE6PCeypukbYk7F1hBa+qrOQ+P/TQQ067DkU5aMwjhUJxBkoqq2JyiligExISTP5X2iIttTBJLeBG9Ho9AGDqisVu7olnUB1y81DcD1W6KdUWucqqlOJqTaHlK/UbU1JRlFeAorwCxZR8cn0Aksq+K6zgBv09K3dERITTrkOhUCgUz8aSFw1fYZVSXq0ptUSpz8jIMPlfKYs0uT4ATuHn94lawIGcnBzuc8vHHnFjTyiU6gVVuinVFksrk0KFWUxxtabQ8pX6EbExCArVIShUp5j7kdj1d6WlY+XsJG47dXmiUCgUiquw5EXDV1illFdrSi1R6vv06WPyv1KhMmLXT0lJQXZ2NlJSUmhoDoDXXnuN+1y7fj039oRCqV74uLsDFIo7GBEbwymtAEw+Sx0jpP/oaBOFXmm3oxGxMVibvAKlxcXYlZaO/qOjsTElFQa9ASq1CiNiY8z6QKFQKBSKO4iJiUFqaiqnsPI/Sx0jJDo62qlhMTExMUhJSUFJSQnS09PNruXs63sDWVlZAICW7dq4tyMUSjWDYVmWdXcnXEVBQQFCQkKw4dcDCAgOcnd3KBSrvBQ1CLev3UDdhg2w6sgOzqWcKNyuIHniNBzclgEAOHnypEuuSfFciAtmTExMjZ+ceiNFRUXo0aMH8vPzodPpHG6PjKv79+9HUBAdVymez6BBg5CdnY369etjx44dVKYJ6NChAwBg/tcpaPtEZzf3pvrjjnkdRVlKCosw8pHuVsdV6l5OoUjg6lJdYtezljHdFX088eNhAEBISIjTrkHxHmjMI4VCsRdXJyoTu57QhVzoMl+Tk6nx5TpVuF2DJ1SoobgGqnRTKBIQQbhydpJspdYRJVhM8FrLmOlKYU1Wvyn3qImTMxrzSKFQ7IUs2i1ZskSW3HRUxootElqr7lCTFxbJPfv4uif61NXGDk+A5uapOVClm0KRYERsDFRqFQx6g2yl1hEl2B7BS4W1e6mJkzNajoxCodhLTEwMVCoVDAaDLLnpqIy1Z5GwJi8sFhUVAQC6DXnKLdeviVZfWo6s5kCVbgpFgv6jo/HG/HiLSq1wVZZkMS/IybW5Zrc9gtcVwrqivNxpbXs7NXlyRqFQKLYSHR2NqVOnWpSbfOs2kbERERHo1asXevXqZZPV255Fwpq6sPjzzz9zn9/+cJ5b+kANCZTqDE2kRvFYdqWlY23yCgDAmLgJHrkKKEx0xt8GwGS7tzL4gfYAgEmTJmHMmDFu7g2FQnEEmkitZpOeno6UlBQAQGxsrEcqlsJEZ/xtAEy2U5QjNjYWx48fBwBs//uUm3tDoXgPNJEaxevZmJKKorwCFOUVuNXVyFKMkdiq7IjYGGj8tWAYBq3bh7uwp86luincNTEem0Kh1GxSU1NRUFCAgoICt4bFWJK/Yh5EERERYBgGWq2WehY5CaJwh9WrY9f5NTEem0KxBap0UzwW4qodFKpz2NXI3sFgV1o6Vs5O4mKMhO2IuXf3Hx0NXa0wsCyL0wePWLyusD05/aQDmzLUxHhsd0IXOSgU9xMTEwOdTgedTuew8mrPO03OSUlJQXZ2NlJSUszaEHPvzszMBMuyCA0NBQDJ64r1yVo/qWwCSktLuc+f/PBfu9qoifHY7obOB70LqnRTPJb+o6Ox/uw+rD+7z2HXcnsykZPzDHoDVGoVRsTGyB5UiAUcgMXjhe3JaZ8ObMpA47Hv4YxJp7BNushBobif6Oho7N27F3v37nXYtdzWTOT8cwCjmzgAWXKBL68tyRKxfdZkD5VNwDfffMN9Dg61rzwojcc2xRkKsbBNOh/0LqjSTal28IUS+dy6fbjNmciBe4PIG/Pj0X90tOxBhVjAx8RNED2e3y/+fjntu3Jg27Z6vdOv4QrElEpXJcvxBiuKMyadwjbpIgeF4p0IZRj5OyIiwqZM5MA9ORAbG4sdO3YgNjZWllzgy2spWZKeno6SkhIzK7412UNlE7B69WoAgMrXByqVPNVAjuefs/AGC68zFGJhm3Shw7ugidQoXs2utHRsTEnFiNgYTtDzk5sB4D4TSzX/WCX7wU/6BsDitcQSsHki43tF45+Ll6FWq3Hs2DF3d8duxBLz1IRryyU9PR2pqamIiYlRbBHCGW1SHIcmUqNYQ/juCmUY/29ieXbGey5M+gbA4rW8QdZ6Kh06dAAADIh5FuPnx8s6x53zGG+YQ4nNTz2xTYrj0ERqlBqB2Eoif+WP/9mZq7D8pG8rZydhbfIKiyucSqxOunKlt0GDBk6/hjNxpyXDG6wozrD6V9eyO97guUChOII1LxX+3858z/lJ31JSUqx65Cgha2vi+3358mXu84vvjJd9njutrN5g4XXGnLM61vT2Bq8FpaCWbopX4ymrfsTSXZxfCJZlERSqg39goFP75YqVXmLpbtSoEbZs2eKUa1Ao3oS3W9OopZtiDU/xUklPT0dSUhJYloVOp0NsbKzT++Xt77c9jBw5En/99RcAWiqM4nq8wWvBGtTSTakRKLHqp8QqG0n6Nn7BNNRt2ABj4iY4fTXSFSu9Bbm5TmvbVmqiBYLieXiD5wKF4ghKWK+VkNfR0dGIj4/nYsBd4T1T097v9PR0TuF+8NHWbu4NpSbiDV4LSkGVbopXIqYo27tN6KLuLa4urnAzKribBwBo3ry5065BsDZJk5Psy5ESNlSZp8ihurrNUyhyy23J2caX147IWJI4jbTjbKrb+y1nXCWMmPCS6DH2zIm8ZR5FcT/V0WVeCqp0U7wSsVhue7cJV9nEztmVlo5R4T0xKrynxUGkupZv+OCDD5x+DSXi9ezJwk3LxVAoFIr8cltytskp8ZWQkIBOnTohISHB5n5R5GHt2T322GPc5y4DeokeY8+8prrOhSgUR6BKN8Ujsabkirmj2LtNuMo2IjYGQaE6lBYXc2XHVs5O4hKlCQcRsqKbPHEGSouLERSqqxFuMkpjTamWY4GwxzWwprkTUiiUmkl6ejp69eqFXr16iVo+xWShvdvESnxFRERg0KBBSEhIwKBBg7B7924YDAZkZGSI9pUcK1YGjCIPa+PboUOHAABqtVqyDXvcf2uSyzCFIheaSI3ikZDECgBkJ1ewlFRNuM9aAjaxsmMMwyAwJBhj4iaYnEOOJXXAvTkZhJDBD7QHAJw8edLNPXE/npJcSAwl+mapDU++d4pt0ERqNReSJAyArERh1t574X5rx5Prk9reWq0WFRUV6NOnDxYuXGjx2JqU2MyVkFJh3Yb0Q9zyRJdf31OS4QpRql9S7XjqfVPsgyZSo3gM9sT2EGuzNasxv21L7kzCfdZcn8TKjo1fMA3rz+4zE5Bkf9eBfarVyu6542fc3QWPwpNdHJXom6U2xPbRWHgKxX3Y8/7FxMRAp9NZtRqTtlNSUizKFaFckBsi1KdPH9SvXx+TJ0/G8ePHzRRusWOplVt5SktLuc+vznvXLX3wVDd0pfol1Y7UdhoLX72hSjdFEqVefluFF1Ggx8RNEFVypdoWujMJ3b41/lqUFhfLcgPnu5xbS/JA9sctT6xWySAyNmx1dxc8Ck92QyeT6by8PEnXUSnIBDsiIkLy/sTu3ZMXISgUT0WpxSpb3j9yTQDYu3cv9u7da9FjhbQNwOS95/c9PT0deXl5YBgGERERSE9Pt+oGTlzOFy5caDVUyJZjKfbxxhtvcJ9Da9dySx881Q2d9CukdhiebtYRyRNnyD6XP3eWuj+p7Z66CEFRBupeTpFEqdp5trrR2HJdS647K2cnwaA3cG7fwv+dVUub1OwGYOaK7k18OGUu9m7cDq1Wy8V9EbzN3djb+msPtrqOCs+z1X2zJjzT6gh1L3cvStWBtuX9s/WaYm2np6djyZIlnKs3ABN5Q/7W6XQICAhQXC6kp6cjJSUFALjyYdUJd8hT4lpev2lj/OfgFpvOrSnu0U8368jNG7dePiHrHEfmzjXluVY3qHs5xWGUWoGUUw5AzsqgLW1vTEmFQW8AwzDw9fNDUKiOc/8m/wPGWO21yStkWfStWf7J/rXJKySTrlUX7LVyussluSZYZeW6joqdZ48Fv7qV1qFQXIFSHjNy3j85Xixy205NTYXBYBxTS0pKEBERYSJvyH0BRuU7JSXFqqyXMx7wXd0LCgpQUFBQLeW4I2OUo+PqtJTFNp9TUyyyXQf2gUqtQteBfWSf48jcuSaVz6qJUKWbIokrX36+AFfiukToBYYEo7y0DP6BgWjTuR0AoE3ndlh1ZAfGxE0wUb6tDR7WBhmyH4CseHRP5871bMl99k4c7ZlYWJtQyJlweLJruFJER0fLch0VO88e5dnSc6fx3hSKOK5crCLyNjMz0+FrEhkaHByMgoICZGZmYu/evYiNjeXk+Y4dOxAbG2uifFuS9XLGA76ruz2Lit6CI2OUreNqeno6evbsyf39YJtWZsdYMzJ4qlu40sQtT8TWyydsSjLnyBzW0nOn8d7eD1W6KR6BIwJcTBD1Hx3NtUWUX6HSTAQjUb6tXdtaH8l+EotuLR7d0zl72OhKVauWeayXvRNH/sRCrmJmbUIhZ8JBrbL3cEVMaU3wLKCY8umnn6Kqqsrd3aDwcESRE8oJIkOjoqKgUqkQEREBwPxdJ8cR5dvSteX0jxwTGxtr16Kit+DIGGXruJqamorCwkIAgNpHvFSYNSMDtcia4oocSDXFu6A6Q5VuitOwRQgRAQ7AZsFlKTtkUV4B/AMDOSW8bsMGaN0+3OQaZN/GlFSL1+0/Ohqt24dj5ewkvD1otKiiXx0HofXr1yvWFn9iIVcxszQxk5O8h2KKUgqxpe+lJngWUEzZsGEDIiMj8cQTT2DGjBlUAXcCti6YkRrZqampNi+yScmJzMxMGAwGZGZmArj3rpMa3LZch/QvJSUFvXr14up389ugC6bWsXVc5cvlHsMGme3flZZuNdksxRSlFGJLxp2a4l1QnaFKNwWAc9xWrAkhfnZxqbJfcvolNzskUYrPnzpr1i+5AvPQzgwY9AZcPPtbtVlxdJfLklzFzNKkKzU1FQUFBQgICKhRkzJHrNWuiCmlE+WaR9tWj0KtVqG0tBS7d+9GZGQkHn/8cUyaNAm3bt1yd/fcgtJhFnIUKnJNosCKlf1yJCRHuJ2865mZmTaVD+PfE4nVzsjIqBYeMu4Mr5Ej3zt16sR9fuO9OLP9QoNFTcGRuZArciBVV8NOTYIq3RQAznFbsSaEyDUP7cwwK/tFrNFrk1eY9UuorAMwEURkv3C7VL9sWdUlSTVahP9ftVlx9CaXJeFkhiQPKykpqVHxw45Yq6lCTHEGO1O+Qf6Rv3Fu88/o3qEL/Px8UVFRgZ9//hkDBgxA586d8eqrr+LXX391d1ddhtJhFnIUKnJNosACMHM9llLEe/XqxZUc5MsJvtyVkh9CF2e5Hkj8BJDVpSa3p4fXrF27lvu8L32nmaI5IjYGQaE6lBYX16j4YUfmQlQhpsiBKt0UAPav0llaGRQKIeGx5JokmzgpkbDqyA6cPngEt6/dQGV5hVm/xJR1PmT/ytlJkv3iu5OLreoK+0r+btO5HbZePoEPd6RVGwEr/O5ZlsUHb83i9qvV4jFftiJUmPkTE3vju6OjoxEQEFBtM9pKQd23KZ5K00YPYGfKBuQcuow7P13EoB794O+vgV6vx5kzZzB27Fh07NgRzz77LE6fPu3u7joVe95TS7JQTOEVW4isX78+p8DGxsZy5xBlu6KiwqxffIuzUJYSuWspIznflZ1kGhd6IAnrfAtrh1eXmtyulM/2jKtbt24FYMx3I6Zo9h8dDf/AwGpdgUUM6r5NcTZeUaf7xIkTWLNmDfbt24esrCzUrl0bkZGRWLBgAR5++GHZ7dA63Y4jrCFoSz1CW44dFd4TRXkFCArVYf3ZfaJ9aN0+HOdPneX+J30S1uh+Y368iTK9MSUVpcXFKMor4ASssC6isK9K1Sz3ZPR6PZZMmIYju/aBLxYefPBBbNiwwaa2xGqOCmvF8o8hEwVrdWSl6scKt1GcA33W3ofwO3NWne7re89DFxQseVx5eTlmfLwAX+/8BkUlxSb76tWrh7i4OHTv3h0MwzjcJ2/DHllIsKUGd69evVBQUACdToe9e/ea9YHUwY6KikJmZib3myH9KykpQUFBAVQqFaZOnWomg8l+qVrd/L4CUKReeU1CiXG1vLwcXbp0AQAs2bwKWef/FK0LTetFuw76rL0P4XdWrep0JyUlYdOmTXjyySfx0Ucf4bXXXsPBgwfRrl07nDt3zt3dqxHwa1DzV0VtWRm05dh23aKgUqvQrluU5DGk9JcwRrv/6Gi8MT8eKrUKBr0BG1NSkTxxBp5u1hFfLviQK+tF3NjXJq9AaXExzh07LVkrvLqvgO7bvBNDm3XCz9/tBcuyaN3sYax+bzkA4K+//sK1a9dsak/MvU4qFpBYSOyN7/ZWd2lb4v48pQSXp7tNUszxlO9Mo9Fgadx7yN7/O3IPX8aSd+ahdkgYAODmzZt499130bFjR/Tu3RurV6+GF9gDHEbM3dtWK6ktx5PM41FR4uNqQEAAYmNjzeKz+RnJVSoVDAYDl/ysV69eXP8Boyt7VFQUSkpKsGzZMs5dXdhX6q1jO0qMqzdv3uQ+t2ofLukW7Y3u0rbEZHtS+S1vCvGjGLH3O/MKpfudd97BlStX8PHHH+OVV17BzJkz8dNPP6GqqgqLFy92d/dqBPwa1GLJyYQrpMIEacJVIWsC7/ypszDoDTh/6qxkX9Ymr8Co8J4oyMk1iccm1+K7rZMEaBVl5ajbsAGnzJ8+eARFeQUoyiswcVfn35etfbcHdw0A336ehuHNO+ODybMBALogHW4d+AMnNuzFiH5DUTesDgDg2WeftdiOlIsjf7AnkwEAoi6G3qg4OwKZqBLrkiU8RXFy1kTZUxYVqiOeqNz4+voi9rmXcSXjfyg6/g/+M+9jPNCgEQAgLy8PK1asQMeOHdGzZ08sXry42irg5L0G7sVdSy0iChOkkf8BiMZeiyHMPC7Wl2XLluHmzZvQarUmvxliQSVu6wA4d3QAnHUnJiYGmZmZKCgoQFlZmYm7uqUFUqVlQHWQKfaMq/wM8GLPe8yYMdzn6uZVYi20UOxYT1B0nWXU8aSFheqGvd+ZV7iXS9G+fXsAwKlTp2QdT93L7ccW9xfiik2o27ABAOD2tRucuzcReFLu3ZauJ3QRJ9fglxy7fe0GgkJ18A8MxIjYGJw7dhqHdmag68A+iFueyB2j8deioqwcfloNGj/UHJd+vcAdI7wfZ7qau9p9/e8/L2Fyv+dQWaUHAITpQvHf5C/RpW1nk+NKSktwX3djCMe4ceMwYcIE0fZscXGkLoZGLLl6CpFy664u7t62/H48BW999u5yL5fLtn278N5nyfg9608YDPemJ/7+/ujZsyemTJmCkJAQh6/jCdjyGyLvCIFYnPmu3Hx3YvK33FAcsu/mzZtgWRYqlQrHjx83uz65XkREBI4cOQIAiI2N5a5NflMVFRXQ6/WoqqpC3759sXDhQtH7Ie+8lAzw8fHh7tWWMnTeKFOE2DOukmcldU6HDh0AAANinsX4+fFO6be74IcWWptLyZljeru7tzeGRXrrs69W7uVisCyLmzdvok6dOpLHlJeXcyux/BVZiu3Y4mo0IjYGKrXxp6VSqzAiNobbZtAbsHJ2Elq3DzdRuOWsOO5KS8eo8J5Ym7wCI2JjMCZuAoJCddD4a02ybJIVKABcu3HLE7H18glOmSbZOSvKysGyLHS1wpB/N1fUum7J1VyplURXua//duIXPB/eExOeHIHKKj181D6Y9tJbCAoIxPlLf5gdH+AfgBcGjgAArF69mpv0yFmBl4K6GBqJjY3lEh1JYc0TwJIF3Jvc173xd+Ap3geuxtnj6pCe/XHiv3tRcPQqjn29G+1aR8DHR43S0lJ89913ePLJJxEVFYXJkycjKytL0Wu7GltCY2JiYqBS/TuuqlQmFufs7GwsWbIEERERJgq3nN8nyVqekpKCmJgY9O3bFyqVCq1atRKV8eR6mZmZXAI0vitzRUUFCgoK4Ofnh9q1a4NlWVHLuvCd5/99/Phx/O9//8P999+P1q1bo2XLlmjdujVat26Nxo0bIzAwUNbzcpdMsUeeip1jz7gqNwN89OtjZffNWyChhdbmUtYUO0tzUrlzPk+wMntjWKQneSA4A6+1dH/11VcYPXo0vvzyS7z00kuix8ydOxfz5s0z204t3c5HzCV7bfIKFOcXgmVZk5U3sWPFViv5FnSx7cI2v1zwISrKyvHE4L4mlmsCOY9Y3wHIXmETS8jmqSuJu9LS8c2KVSjIyUNFWTkAwNfHF3PGx2Py6DfQekhnXM2+hsb1G+L8tmNm57Msi5CoB2AwsGjdujXS0tKqhRXBG7D2nBMSEpCRkYE+ffpYtSQ5ch1noZS12B1W55pq6ZYaV5WydEuRl5+HF6a/jiNnj6Gi4p7FU6VSoXXr1pg7dy6aNWvmtOt7AsLfHEl+VlhoHFf57y//WAAmic74x/Et6GLb+dsSEhKwe/duaDQaTJ48WfR3z/fgIRZwue9IRkYGHn74YURFRXHW9lq1aokeW1hYiGvXrqGystK2h6gQlt5/e+SpK2TwO++8g4MHDwIAtv8tz0O0OmLNApw8cYaJZ6Qt59p6nDNQylrsDqsztXR7IBcuXMCECRMQFRWFsWOlV+umT5+O/Px87t/Vq1dd2Evvx5GVOqFlnJTlCgwJNlt5EzuWZB7nH9e6fTgYhoHGX2uyXczyvDZ5BcpLy8CyLGe5JpbyUeE9TZKlkezmtljzpWLcPY28nFx8NicZd67f5BTuz2cvQ+7PlzF59BsAgCljJ6Jx/YaYMnaiaBsMw2Dnim8AAOfPn8fvv/+OGAXrY7vSyupui66tWLN0WIrRtNf7wJUoZS12h9XZWxP4OYq7xtXQkNB/S5Fl4dqeXzGy/zPQajUwGAz49ddfMWLECHTs2BFPP/00UlNTPTYO3BEZJPzNkTJfwcHBkrG+0dHRorHjhIiICDAMYxbDzZcJpM+7d+8Gy7KoqKgwiSHnxxHzPXhseUf8/f0xfPhw1KtXD4BxMSUgIEDy+Js3b+Khhx6Cv7+/DU9QOSzJHHvkKTknIiJCkTFK7Hd2+PBhAEBI7TCH2hbiCVZdW7BmAbaUU0iu9didVmalrMXusDp7YwI/W/A6pTs7OxsDBw5ESEgI0tPTLdYQ1mg00Ol0Jv8o8iGZytcmr3C4LSKAxsRNMLFQiwlpoTJMOH/qLFiWha/Gj6uxDZi+pHxlOChUZ5JgjSj+pPakvS/3rrR0lBYXIyhUJ+t+3AHLsoh9cgRGP9Yb+n9dwhve1wD5R67g+UGm9/vK8NE4v+0YXhk+GgDwxaY0tB7SGV9sSuOOeaJ9FBreZ3QtHDNmjEl97CVLltg1QRDL3OtsXKWcyZ1YWzvO2qTV0uTOlgmvKxMc8VFK2ZfbjrctunginjCuhuhC8OW8T3Dn4F+4uf93TB03CbogHViWxbVr17B8+XJ07NgRTz75JD7++GPo9XqX91EKWxIoWoP87kktbgCiv2/hcfz3PDMzk1Ok+Ygp7RqNhnNtB+7J04yMDE6u2rMYlZGRAV9fXxw9ehQ9e/bEZ599xlm4c3JyUFZWZnJ8cnIyHnvsMezcuRPNmjWDr6+v/IemEBEREVCpVIiIiDDbJ6eeutQ5R44csfv3wb+G2FhH3oNh42NsbtsSrlLO5Cj3co6xNvezpDDLnTdaO86ZCxVKKfxy2/G2RRd34lXu5fn5+ejRowf+/vtv/PTTT/i///s/m86nidRsw1KtbEcRS3ZmSYgR9/TK8gouDpuU/Dq0MwPNH2mF/Lu5ZjW7pdrw1fhhTNwEmxNoWHN9d7ebuV6vx/uTEnB4xx7O0hPoH4ji0mJJ9/EvNqVh6ZrlnKV7SvJM6A16s+PLK8pRu+uDAIBhw4bh4YcfxpIlSywmbbGEMDGPvW66trj5usol2FLtVKm6ta5205f7LKpTKEF1uhd78fREao7Asiy27duF2SsW4fK1LLNEbE899RQmTJiA0NBQt/XRlgSKtmKrTCXu6fwM5FFRUcjIyECrVq2Qk5Nj4p4ubI/IkFq1auHChQuiYS7846QSuD366KNo0qQJevbsybmLL1iwAC+//DIMBoOJm3lycjJmzpwJwJgF/5dffkG9evVcHt9vTZYI3fvljpWO/D74fSJx/eSZr1q1ilPk5biW2+Lm6yqXYP48SywBr/AYd8zF5D4Ld/dTSarTvdhLtXMvLysrw+DBg/HHH39gx44dNivcFNsZEzeBs04LsbayJbWfbG/dPhyPPBaOxvc3hKrKgE9nLjYpMSaEWKmJws0wjEkpsItnf8Ptazdw/tRZydXF/qOjsf7sPuhqhXHWbrHrWFqxlXJ994SEFYmvv4uhzTrh0PYMsCyLlk1b4PL3v2DhpJkW3ceXrlmOq9nXMO/TJLy9ZAb0Bj0YhsGUsRNNrN4aPw0mPPcyAGDz5s0YNGgQpk6darel0pL1BZBvlbTFem2PFcYe66jQ8irVR3e5daenp2PJkiWynpu9fbTXquwNlnWKZ8IwDJ7uNQCZm35CwdGrOPXNfrRp0QpqtQqlpaX49ttv0bt3b0RFReHtt9/GrVu3XN5HSwkUrf32xfbzt5Gwn8LCQmRnZyMpKcmkTrYQ4p5OqKioQEZGBgwGA3777Ter1muyPScnRzLMhVxHStacO3cOPXr0QLNmzTBjxgxu+8yZM/HZZ58hKCgIYWFhUKlUJgo3AMyZMwctWrRAcHCwrORqSmJNlpB7TklJQVJSEgwGAxiGMXHXF/te5CTYlNMn4Xf2ww8/AAAYFSPLKmmL9doer0F7rKP8eZZU/9w5FyNGGTnPzd5+2mtV9gbLek3AKyzder0ew4YNw3fffYetW7diwIABdrVDLd3KYW1lS2r/pxPnYmC/p9C1a1c80KwpSouKwbIs7ty5g8OHDyMtLQ0X/84ya5OsHhbk5KK8tIyzvpOEFwHBQSjKK0CL8P/DhzvShN0xaYe4y/Mt3aR9S5Zy/nGelORh6xfrsHbRR6ioNLqRd3jkMexcsQGBAYEmVmziPg6YW7eXrlmOopJi5BbkAQACtP64dfBP0SRrtbo0QUWlHg0aNMD27du5Nh21IgvPl2uVJNYaAFwcoZIoYR31NGs8v7zM1KlTJcsHSfVBTh/tfW5KWgK9NdmZM6nOlm5LXLt1A6/OeQtHMo9xpRIBQK1Wo2XLlkhKSkKDBg3c2EPr74zYfqF1myRL42PNGpuXl4eysjIzS/elS5dQXl4uWvKLj1hCR7FEbmLvYWVlJZo2bYqAgABotVozxToxMRHTpk3D4sWLTZTyBQsWIC4ujvs7Ly/PZfkF5JRwBEyT1wGAVqvFoUOHbJKNSo2rJKbfx9cHVZVVskpqic2VlMJR66itczFXzN2EyXnt8aS01kd7n5tSnqueOAf2BKqVpXvKlCnYtm0b+vfvj5ycHHz11Vcm/yiux9rKFinJRUp5adW+qJevwhcrP8PQoUNRp04dlBWXwD8oEAzDoE7dunh66FBs2rQJO7//Dlq1MUaLrM4BwKojO/DyzLcRFKrj9pFSYCWFRQCAS79eMOmHcHWPWMz9AwNNBAZZNbVkKQc8K8lDxjfbMLRZJ3wxfykqKqsQGhyCA6t3YP/qHQgMMK76Eyv20jXLTc7lbycx3XPGx4NhGACAxk8DQDzJ2s9f/QgAuHHjBk6duuem5mi8tPB8ucna+PHlcq9tizVVCeuoLRZ2voVEmKRIKcg9iSnc/D5IPU8537UnWJXdkWCN4pk0vK8Bvvv0G+T+fAV/7DxpTMSm0UKv1+O3337D4MGD0alTJ0RHR+P06dNu6aO1d0ZMJpLY4oqKCpNkaf369YNWqwXDMGZxx8JShJMnT+Ymim3btsXx48exdu1aVFRUgGVZZGRkiJ5P+iCW0JH/7lmSf+Hh4ahVqxa0Wi0AIC4uDgsWLOD2z5gxA7Vq1bKocANAUJDrDClSckXsnmNjY7lx1c/PD4BtslGpcZXweP8noVKr0Lp9uMXz+o+Ohn9goKRXoBi2WFMdtY7aOhcjc7y1ySvwUtQgi56V9iKVj0jYB0uelNas5O62Klf3kl7OxiuU7l9++QUAsH37dowePdrsH8X1EIEHiCcQ4wvs8wdOonPdh1BVWMq5hqtUKmgDA6AN0CLsvtpQMQzw774AXz90rvsQdL7+Zi+4cCAgQr75I62gUqvQdWAfk34Iz5cSWO4WZHIg97pq4Ud4IeJJfPzuPOj1etStVRtHv87APz/+ivaPPGZyjlRmcrHtrwwfjQ+nJqJx/YaYMz6e28ZPsgYArZq1QIvGxtI8sbGxXOy4o0qW8HxblGlr1xZOEp2ljCnhGk3uBYBZkiKlcCRBm5z9cq4hhSPulUI8QfGneB73161vTMT200XcOvAHYke+DF2QDgaDAVlZWXjttde4TOhbtmxxWb9IvevU1FRRGSImE4nC6+fnZxKus3DhQoSGhorWyRbKP367ZLEvPT0dffr0MUmcJnW+2Hsm593z8fGBj4+P2fb4+HgkJt4r1ZSXl8d9TkxMRHx8vOy2rKFE+JCl7dHR0YiPjzeRabbWZ3d0XOUvSFjKzC3E2rxIzKjhDIVMCddoci8AcPvaDRzamaF4Xx1J0CZnv5xrSGEpXNQWvGGu7Ml4hXu5UlD3cuWx5OqyKy0dP2/JwK7vduKnnw7ihZHPIy4uDnHT4qEN0JocW1ZShrLiEnz62UosWpiIrzesw1ODBiHps4/w+eKPTFxZ+O4tRMhLudpUJ1eY0e37Iu/2Xe5vY63tqZg8erxi1xg3cyI279mOYb0HY/WC5ZLHVVZVIuxxo+IdEBCASZMmOcV9Vyn3YLHEZnJd0t1V75rce0REBDIzM+16Bs5yr3bE/bw6uXx7473UVPdyObAsiwWfv49Vm7/G7dw7Jvtq166NMWPGYNSoUVCpnGevsCVBFynbZeu7JradbBOr5W2tD/bi5+eHli1bmm1Xq9Vc8jS+wh0aGsrFj4tlpP/999/NsrBbwxXJFcXc7y2htFzp3Lkz9Ho9fDV+eHX2FMXmRML5ny0u6ba4SSuZqEtuKKGcNpSeV9rrfl6d5rmAd96PU93Lo6KiwDAMjhw5YrK9oKAAjz32GDQajZk7EsUzsWcFkX+OtdIKO/b9gLt37+CFkc+jsrISiYmJ+OSTT1BWUobcW3eR8++/kqJifPzxx5g/dx4qKyvxwsjn8felSxg/7lVOuRbrI6k3qXTdSSVQKnFFfm4eJvYdySncPmofpMx8/99a28op3ACwec926A16pGdsNSsbBtwrJ7Zm638x/ZXJAICSkhKnue8qVQvZmVZ0sWPl1lq1ZGUh975w4UK7noEtydJsRcpTQE4ZuOrk8l2d7oViTMQ26/U4XP7hFxQeu4oVM97H/XXrg2EY3L17Fx9++CE6deqEHj16ICUlBSUlJaLt2GM9JedERERYlDdCmcj/Oz09Hb169ULXrl3RtWtXLFu2DCUlJThz5ozs/jRq1AgMwyAvL8/ppfUMBoPodpZlsXjxYhOFGzBavBctWsRlOJfbniVc4Q1DktPt3r1b9HtwpieWXq/nFihmp36kaIiccP5ni0u6LRZTYbiiJazNu8j9xy1PtLtkrNxkabYi5inAvx8pT4Lq5vJd3e6Hj11Kd1JSEgCYJLuoqKjAM888g7Nnz2LNmjVm7kgUz8TWH7dQ4FgS4GF+gaitDcKDLVpg1tw53PbZCTPxftIS+Pv7IzgoCAH+/lixfDkWLVrEHRMXF4cHW7RAbW0QLh/9n0kf+X3+63/nAYD7n9/PUeE98enMxW57eR0VHHdu3MQrXQbjxYgnceXCRTAARvYbirwjWRgz5DlF+wrg3wzlfmAYBv4ardVY8BmvToFKZYxVKy0tVbw/SiKmvMudbNlT7zozM1PWpMmeyZUtWd1JuR05E0ol4tz58YNSz7Y6uXxXp3uhmMIwDMYOfQ5/7DyJgqN/Y89/tuDBxs3AMAyKioqwatUqdOvWDV26dEFCQgIKCwu5c219r/kLZJmZmTYtsglrMxcUFKCsrIz7V1BQYBaiItY/su38+fNgWRZlZWWii2q9evVCUlKSIkphVVUVqqqqzLYnJSWZxHDzS7wlJCSYxHxba8saSi3sikG+m1atWkGlUkGj0ViNBQeUlSsXLtzLc9O6vXlNcUcQm//JVaZtUf5tUebtmXfZYiCRqmDjaLuA+LPj3483h0faQnW7Hz52Kd3dunXDwIEDsXfvXuzfvx8syyImJgZ79+7Fhx9+iOeeU14hoDgHW3/ccgXOrrR0/PH9EZSVlAEA4uLjMH/hvYFy4cKFSElJQUBAAFJSUkzit2bMmIG4afGcNXzIwIEICtVx1+P3We2jBgDuf8La5BUoyisAy7KyhKMzsFdw6PV6LJkwA+M6D8DNq9fBgMHYp0eh4NhVfPmetMu3oyxdsxwlZaUIDQ4BYJx0RoZ3NDmGHwvOMAwOpO4EAOTn5+PkyZNO65szcOZkS86kKT09HSUlJdDpdDZNruRO6GP+TbokN8GQLYqC1LMj9y1VBs7SuUrhzJJjQpx9LxTPgGEYREZ0QOamn1B47CqOrd+DDv/3GNRqFcrLy/HDDz+gZ8+eiIqKwhtvvIHnnnvOJqVJ7gKZ2G+bvLfE8q7Vak3+6XQ69OnTh+tPeno68vLyzBKskXdXo9Fw24QJ2EhNb5ZlZS/mWaOoqMjkb7Hs5Tk5OSZzhIULFyI5OdliO1K4Uj6Q7yYnJwd9+vRBeXk5tFqt1VhwJeXKhAn3Yng1Wo2FI5XBWclm5cyndqWlo7S42GS+KAdbFHVidZcTomrrAoC1RQypZ+uKBL/OLDkmxJMSFiuN3YFJixYtgkqlwqxZs/Duu+9i/fr1mD59Ot566y0l+0dxInLiR4QvmbXsjOSctckr0L5tO5QUFpko3rNmz+KOTUhIQJ06dZCQkMBtmzV7FiZMmICqykqunFhUZJRJtnH+C6kNDAAA6Kv0osKAYRh0HdhH0j3dmdgqOCorKjD7xQkY2qwTftr+A7e9Uf37sSIhmcuA6gy+2JSGopJihOlCAQAlZcakd0fPnjA5TphYrW2rcLRs2gKAcXAXSxHhykmOEvD7K+y73HuRmjSJWaUCAgKsTq58fHzg5+cHHx8fiwo9v31bs7rLbdcSnqCEUpdvirN55MFW2J+6A/lH/sbpbw7iqa694efji8rKSpw8eRLLli3D7du3sW3bNvz+++8m54q9S+Tdk6omQM5ZtmwZp2DzzyW1uQsKChAaGopDhw5x/0jZvVu3buHMmTNISUlBWVmZWYI18u5OnjyZi1nPyMiQfOeVyhaek5PDfRYq3CRLucFgMMtqPnPmTBPFm9+OJVwpH0hm+YiICGRkZIBlWVRUVEjWO7fHu8EaZDHi6ZdH2X4DCiGcS1r7WwxL8yn+vFOsOo01bEkYp5QLvVwl1lMU0Ors8u1K7Fa6H330Ubz44os4dOgQPvjgA7z00ksmK5GERYsWoUOHDggODka9evXw7LPPIisry5E+UxTC3vgRsWP5Qu/2tRsI9g9EnTp1AABlxSUoKylD3u0cTHlnikkiEWFW0nfeeQcAUFFWDqK+1a1bFy/FmWbfJoyJmwCVWgWWZU36STI1jl8wDedPnZW8D1eu3lli55oNGNYiCmcOHgUAtPu/CCx5e65o5nFnsHTNcuQW5CEoIBBzxscjTBeKMF2oxWuT+O6XnnkRgNFC/8EHH5gdp+QkxxUKPIlHTklJMfkMKFsWzZo1PDAwEI0bN0br1q3RunVrtGzZEq1bt8asWbOQmZmJsWPHWmwfsM1N0dLEz5sUWUdcM71tgYjifh5u2hzpH6Qi5+fLaFTvfgAAA4YrRfbCCy+gQ4cOeOqpp7B//36L75Iw9lqYI6GszLiATZKFkcU7ACbWZ+HvePfu3VxMMYFhGNF3JDo6GlOnToVKpYLBYDDpJ6ksoNPpJBfzbH2HiouLUVhYiIsXL2LevHncdr7CrdfrRRXvefPm4eLFiygsLERxcbGs67kyJIRfSk0qE7wQOc9Prjzmx753HfyU5HHOngeRueTK2UlcsjVSvou/316FjpwPwC7vQmuKrdwqOLa0621KrCMu354yz/YEHErBWbduXQBAcHAwVqxYIXrMgQMH8Oabb+LYsWP4/vvvkZOTg/79+9sVe0NRFuFLxI/XXjk7Ca3bh1uMLxH7DBiFnr+/P3eONjAAZcUlMBgMUKvViI+PN4nRAowxW1OnToWf3z33JwaASqVCQHAQ+o4YInoP/UdH44358Wb95As7S8LC3YJv7thJGPxAe6yctQQAUDu0FnIOXcLB1J2IHfWKWbkuZ8F3G39l+Ghc3XMOV/ecs3htEt+9fP1/8O6/yvn69evNkgvxJzmOKjXuVv4cnbDxz5dScn19fdG0aVM0b94coaGhJmVwSIymWq1GaGgo1Go1fH19JfvnrER0juBsxdaWe3ZVKTlKzeDdmDfRuH5DfBifiIKjf+PV6DHcvjt37uDdd99FdnY2VCoVOnbsyHkGkd+dVOy1EFLvWZhDoU+fPkhJSTGLuSYu4xqNhlOc4+PjJd8RoniLlb8itael5IE979C1a9fQrFkzrFu3Dr6+vqJ1uAlE8fb19cW6devQrFkzXLt2zeQYOQkqXeGNw5ebCxcuxPHjx61mL5fz/ITyWOp++V4Drdq1kWzP2fOgEbExUKlVMOgNotdwNIaXnD8mboLdydEs1e4WSxjnqPVZ6bhlZyu2ttyzq0rJeSN2lwxbvnw53nzzTdSrVw83b97EypUr8frrr1s97/Lly2jevDkyMzMRHh5uz6XthpYMswwpy0AICtVh/dl9JsfwXdIBcCuV7bpFmZRfWDj2bWz6aj3UPj4IqR2KovxCVJSVQxcSgk8+/tgkSQohMTERk99+G7n/uomRcwHgYPYFVBiUX6gR3o+ryhT88cuviHsmBga9MduqSqXCz2u/R5uH/0/ynC82pWHpmuWcYqwU9rYrPK/W481QUVWJhg0bYuvWraLnOFqexRklmiyV4AGg+PUs4e/vj2bNmuHy5cto0aKF2X5SLodw5coVPPbYY7h8+bLVZHaeUt7KFSV67O2LpzwjZ0JLhrmWxr3bILcgT3J/SEgIOnTogF9//ZUrDyj8PyYmBmfOnMHu3buh0WgwefJkAOA8cKKiopCZmcmV+wKMY8rUqVMBAMuWLUNZWRm0Wi0mT57s1N+2LSXN+FiTfUIuXrzIHS+UfbbIGFeMKc4+V+p+SakwXVgovs78UfJ8Z5RoErbprrmWHMjclywMkNJkGpUP1IwKetaAcpH5pyeVtlKyrJrSffGk5+Qs5JYMs0vp/uabbzBq1Ch0794dX3/9NVq3bo2AgABcvHgRAQEBFs/95Zdf0LZtW1y9ehWNGjWy9dIOUR2VbiXr9pFzCnJyUV5aJqp0C49fOTvJREjx6VavNfzUxgRnebeNykJKSorJSm9oaKiJi3lCQgJiY2O5v2vVq4MKfRWmv7/A7H6UfpFdIbRO7D2E5IkzUFpkdIVTq1SoV/s+TH3pLasKL5m8helCcXXPOavXkqtMtx7SGVezr6Fx/YY4v+2YbTfE4+czJ9D39WcAAOvWrcPDDz9sdownKjWeogT6+vrioYcews6dO/H8889jzpw5nLWnrKwMJSUl8PU1xo36+vrigw8+QHJyMj7//HMMGDAA2dnZkqV0ANP7jImJcfn3oETdcWf1yRP64iqo0m0ZS3LTngVKcs7dvByUlJUiTBeKz+YswztLZuCfm9dNjvX19YWvry98fHys1srmv88AkJ2dbfJ9xsbGIjo6mjuOYGmByRnvgy3y1dfXFw0bNkRwsPXfUWFhIa5duyYq82y5j169eqGgoAA6nY6Lf7eEnLZdPaZI9alDhw4AgFfmvIOnX37B6f3g40lKoBhiiwCt24cjCH549fVX8XCzB3F/o0bQBmgBABV6PXIqinCtOAe5Fcb5mycol0rUHXdWnzyhL67CaXW6f/zxR4wePRqPPvootmzZggYNGuDtt9/GjRs38NFHH1k8V6/X491338WAAQNcrnBXV5Ss20fcR16e+TbnqiMGP37boDeAYRgU5ORiVHhPk/juX/53L0mLNjAAK1asMFG4FyYm4s6dO2ZZSZcvN2bo9vs302ZOeTF3P2uTV8iOObcVZ5YpKMjLx8hHumN+zFsoLSqG1k+D5TOWIP/o3/hj50nJCdy4mRMREtkE42baHtfNL+9F4q/HzZzI1d8m2yLDO8qOHSfn8M8ntbwfb9sRD/+bVO3FF18UdXnzhERbQqRcp10d39uwYUNcvnwZzz9vrGnPTxRUUmIMzygvL0dAQABWrlyJxMREVFZW4rXXXsNff/2Fhg0bWmyff5+2uoCSZ5GQkGDXM3GkJJIz8cTfI8W98OWmLfukIMknE9+ajcb1G2LO+HgMeKI3Lmw/jqLj/+C7lI145MGWAIwxuHxrdXZ2NqZNmwbAXB7x32fyOTY2FrGxsSbGD5JojWQy53vwEBkgjB1XMrzCltCUyspKZGVl4dKlS8jLyzMLQ6yqqkJeXh4uXbqErKwsVFZW2jXOJCQkoFOnTiZJXOUi9tz4ctHWqhS2JOuU2id2v6dOneI+u1rhBqTnU54S38ufU25MScVr097CunXrsGlzOiLbdURoSCjKiu+Fyvmp1ajvH4L2dZqhba2m0Kp9ze7RnhK8ltza5ZxPQkLPnzrrEQnXAM9J/uaJ2GTpPn36NHr06IHatWvj559/RoMGDQAYV7qbNWsGvV6PS5cuoVatWmbnsiyL1157DQcOHMDhw4e5eHBXQi3djrVLtpUWF6MozzgpYBgGfloNykuNCV7qNjT+Jm5fu4EuXbtgx3ffQRugRXJSMmYn3Isvmr9wAd6a+CYYhgHLsvho+Sdm+998802UFZfgqx++xeVrV02uHRR6byVpTNwEj325b1/PxoyRryP7yj/cNrmWagAIiWwCvUEPtUqNpXELsHTNckSGd8TRsyesWlv4VhkyWVSr1NAb9Ghc36igybFwi7UjdX5ZeRnqPGFUvDUaDcrLy73WddeV1orAwEA0b94cgHgG3ylTpnB1aN9//32TxasZM2YgPj4eWq0Wly5dkpVQyFarM3kWJLmSrc+Ef75UhmaKa6CWbssobem2dj7ZVlRSLOmGzjAM1Go1qqqqrL5D1uSW2LtPFEmGYRAcHMxZyT0BHx8fTu4IlXCymGerTOrUqRNXom3q1Kmcm76c++aPY+S58eUiAFnjBmmHLLKQ4y19f2L7pMbV4cOH48qVKwCA7X+fgqfgKRZw/ny2RdPm2PDNN6g0VOLBFi1QVlKGsuISaAMDOEs3n78uXsQDzZvjzN3LKKgsNWtTrtVZyq1dLvzzpSoKUVyD4pbuv/76CwMGDICfnx++//57TuEGAJ1Oh/j4eOTn52PRokVm57Isi9jYWOzZswc//vijWxTu6oqz6vaJrdiRjJP81T+WZeGr8YPGXwuGYdC6fTiXNOPwocP4cc8e/HXxIt6bey8r6fyFCxAXH4eKqkoUFhaioqrSrI73e3Pn4fy5X7Fnzx7Ev2y0wK46soPLSg7ArtIQQhxdaZTCYDBgypCxeClyoInCrVapMWd8vMVz+RbkYb0HQ61SY1jvwdz+PUf3S1pb+Ofyy3uRRGnDeg9G4/oNERnekSsRJrRwC63rfOsOP+Ea/zNBq9FiWbzRc6G8vBz33XefqGUF8PxM0dYsNFIWioSEBPTq1Qu9evWyeG/88/kLlWKlcT788EOupj1f4V6wYAHmzJkDrdY4MRBb8BSDWEYyMzNl1/wmiZrsSahGzqcKN8XTEZZFlLtPDmKW8nmfJuFq9jUUlZgulmk19yb7LMtyCqfBYMCSJUtw8OBB0RKN/DJVYvCTthFFLSYmBiqVsQqInBKG1nDUM4ZPVVUVKioqRJPvpsqsb87vU3p6ulkm8aKiItnZ2PlWZaFcjIiIkLRyC63rwiR45HhL447YPqlxlSjcD0U8YvG5uBpbynORv0eF90R0yy6cN6UUtljRyRz5rfdmYMM33+DkqZNo++hjSE5KhjZAi9C6tUQV7uSkZLR99DF8v2MH2tZuBq3a16xNSxVzxJ5F14F97PKytFbCl+J52J1ITS4sy2LChAnYsWMHDhw4gGbNmjnzchapjpZuZ0BKOgCmCdJIDURinSZo/LXw1fhxFmj/wEBupe+1aW8h/vW38P2OHXhh5POIi4tD3LR4aAO0XJy3SqXiMpyvSElB0uLF+OyzzxAVFYV+/frh77//NlsBVCpmxNGVRiFVVVVY8PLbOLXvZ27b6MEj0f7/HpNtIZGKsSbbw3ShCAoI5JRdfruW4rPHzZyIzXu2Y1jvwTh69oRZW6RffOt6/tErdll37u/ZCgXFRahduzZ++MFYczwhIQEZGRno06cPFi5caLclWdiONZxlYRf2X2gNBiA7JvOvv/4yyVIOmFu8hfkPxDL8VlVV4fz587LvwRXeB97m4VDdoZZu9/DFpjTM+zQJANA7sgfnrTTv0yTkFuSZjKsMAH+tPzR+GuQW5EGtUmNQ937IOLIfJWWm1SEYhkHPnj2xaNEiqNVq0dwNEREROHLkCFdqrLy8HCzLyrKY2oOjnjFysaXPUuONmBeOmDVb6h744xFZxNTpdAgICDDpF9+6fvz4ccWet9S4Svj20jGzsUWM5IkzcGhnBroO7IO45eblf4U4K25XaAkXJvi1NEezx4retlZT5P2TjbaPPsblByCGISF8j01fX1+c+d8vCG1UH2dyskyOc0VMc02Mm/ZknBbTbSsTJkzA+vXrsW7dOvj7+yM7OxvZ2dmc8Kd4HhtTUjkrMn/FjliZnxjcF3UbNoDG37gKyHctryyvwO1rN3D64BGsOrIDkU/3wZm7l/HUoEE4cOAAJkyYwFnKtYEBJgq3wWDA+DfewL59+xAZGYlRo0YhpyBPdAVQqZgRR1ca+Xz07jw807wzp3A/1upRXP/xPD6dtdQmC4mYBfmLTWmcZbp3ZA9uO7GSkMmc1Lmth3RGesZW6A16bN6znTsOgJnlRWhdt8e68+N/jNnL7969i0OHDgEwrVkK2F+GKiMjAwaDARkZGbKOV7oMFLEkREREmJRCIxaOPn36QKfTWY3pI/c/ceJE0UlRfHy8Sb4DYU37+HhzjwkfHx9ZEyyCkjHNUp4LSj9/Z+PpHhgU72TpmuXILchDUEAgt+i5dM1yzBkfj8b1GyK6z9NoXL8hArT+YAGUlBndVklI0I4DPyDxrVkoPHYVqQtWcDXBWZbF3r170blzZ/To0QP333+/We6GjIwMFBQUoKysDGVlZQgODpYsB6aELHDUM0YutvRZbLwRym0Sp01i21NSUqzm/CA10InnAN/FnC/zhNZ1pZ632LjKj+mXOx4c2pkBg96AQzvljatK5tThW6j5lvBdaekoLS6Gxl8Ljb8WQaE6i3M0W/PyhPkForY2CA+2aIFZc+dw22cnzERyUjLUjAo+jBpqRmUWIjlr7hw82KIFamuDEOoXaNKukjHNUtZ7byvD5Smx/O7G6ZZuhmFEt+/btw89evRw5qXNoJZuefBX0M4dO42ftu+G2scH2kB/k/jpUeE9Ocv3E4P74vyps5KZz7VqX4Tk6NG4Tn2zOJmykjIum7evxg8ZP+xGfHw8rl69Co2/Fi/PfNujV/LWffAZNn7yJar0egBApzbtsOvTjVxtVCXgW7CBe7HUJA6QxInzrdmrFxgVaZL1nFgd2rWOwME1OwFIxyiS7XLjx8Xo/cpQHD17EgzD4OjRo/j222+dsrJvDaUtrWIWEzlWe6lswfv27cPu3bs5F3GCWq2GSqVCrVq1TBTu0NBQrnSY/t/fHMluHhAQgCtXrrhlUVPqGbjL0m3vdT0lm72zoJZu98CXtYfPHMPG3VvAAIjuO5ST1cA9ec0wDKL7PI09R/cjrzAfLMuaeTB9sSkNCz5LhtrHB7fu3jbxQPP1Nbq9arVaNG7cGL/99hsAoxIWEBDgUXHb7kIsA3z9+vW5OGudTofY2FjRmG+S9RwwznP79u3LjUdSsscZFRzErkVKhfkHBuCb8z/Jasedlm4pC7Ucy7Wl/EPW+tYmrDHq+4dwfwsV68TEREydOhVLliwxKXMrtIRnl+TjXN5V229cBlLPwJ2Z0u25pqfE8jsLj7F0sywr+s/VCndNQskVpfOnzhrjySorUZRXYLKqRizf4xdM4yzivho/0cznZfpK3Awx4KsfvsU3Gzbgz/O/G5NVlJShpLAIt27dwq4ffsCFyjt4K24Krl41CrDy0jLJlTxr9+nslbVtq9fj6aYdsX7Z56jS61E3rA4Ord2Fvau2KapwA5CMpe4d2QNqlZqzfm/es52zZgshE7LbuXe4bVJWbBJ7uHnPdrMM6CRbOUFq++7PN3PXnTt3rmIr+wsXLsTx48excOFCWVZJpTNUi1k+5FjtpbIFZ2VloaSkxOx4lmWxePFiE4UbMFq8Fy9ebDLBJtnNyf/uQOoZ2PP87bU288+z18JurwcGpXojJefknstf3Dx69gQAgAXMZDWxfH84NRFHz55AbkEeQoNDRCtMvDJ8NLJ2n8X0l99GaHAIggOD0Lh+Q6hUDCorK1FZacybQhRuwBgTLhW/DFh/96qTJwj/Xed/joqKgkqlQlRUFFJTU1FQUGDxmdWrV89kAVhK5vE9D4RjgfB5yn3OwmuxLMstxk56f7bsZxG3PBFbL59Am87tZM2blLTmSlmo5Viu+RZffmUdOVbgWn6mxjdhbqEZM2agTp06FhVuAKilMbV0K4nUM7Dn+ds7J7b1uYrhzOpA3oTTlW6K6yEvBonLthW+EBsRGwMfX6N7kkqlQmlxMffC8l/61u3DoVKr0K5blKggIC/tzPHv4PVXX0P4o+Ho8kRX9H2qH9q2bYt27dvh1PU/kFdRjBGxMQgK1Vl1J7LmXuMs95vTB45g5CPd8Z8578NgMOD+uvVxbsvPuPzDL3is1aOKXksMvqJ89OwJ6A16bhIX0bINAON3RSaHZBLXtlU41Co1IsM7cm1JTSSFidf4mcuFCdzI9inJM03aUalUmDN+KgBg165dKC8vV/xZuMN1WWxCJUex5E/q+El0hDkSCElJSSaDfWhoKPd5xowZSEpK4v4OCAgAwzC4ffs2/vvf/zpye3aj5OKGvd8r/zx7lWfhfVQnJYNiP8JQHlsQys4pYydCrTJOv3RBwSYymC/fI8M7couqYoujRH7P+Gg+cgvyUFhcBABoeN/93DFqtek0z2AwwNfXFwMGDBDtq7V3z9vCReTCf+/5LtsxMTGcF1JeXh4nB2JjY7lSbCUlJSbyQUpmiLndSz1Psn3JkiU2yZ59++55GEb162nrY3CL27IjCYH5yhzpOwCrCp5G5QM/tdps+7RplsO6pk0zD+vyU/vATyU/rMsWlFzcsPe7teW5SsG/j5rsak6V7moE+SFXltvmWip8AYjSW/pv6SFiOTMYDGbWbnI+iQc6f+qsaJvkpa0oMypeDMOgx7OD0HFgT7C+apPsi/1HR2NM3AToaoWJlgMjbbduH25RACi9sva/n09ieMsumDN6IkoKi6Dx02DZtEX4Y+dJNL3/AYvnOmIlAe5N2uZ9mmRSb1tYY5tYsSurKrkJHpnE3c69Y6Kg89sVKtLknNULlnPujHfzcsAwjInSDpAJpDHuUKh4x42bBP9/Qwn69+9v9T5tVXC8ySoplvU2NjYWO3bsgFow+AuTqCUmJiInJ8dkMsCv463VGqsHHDx40Opk2BuUSKkMzNb6zv89KLUIUF2VDIp1HLVuk3PJImZkeEe0HtL53yOMoXe5BXlmMpicu+fofk5mi/WFyO/ScmNeFYZhTLyhlsUvQv6Rv5G97wLatgrnzqusrMSqVavQsWNHDBs2DGfPnhXNVSGGJ8lcR2UZebdTUlJMKk4I5QhZ8CwrK+PkQHR0NPbu3YvQ0FAzK7iUzCAyaeHChdixYwfOnDmDmzdvQqvVmj3PmH8zypNs9XLv8bPPPgPwb5m5f+O5bVFyvM0iyVfmSN/HxE2wqqiqGXH1hwGDadOmmSxyA8ZF72nTpoGBeMjs4a27PVqRJPHxYoYsa78PW56rHLwtHl1JnB7T7UlU95huEjNBMohbqt0NgPtMXgD+eWRb3YYN0Lp9OA7tzEDzR1oh++9/UFleAV+NH6cQi9UKFPaFZDO3tX6hWPyHq2ND7mTfwoxnX8ONLKPLe4A2AP+ZuwxP9xK3FIhhKau4HEistkqlQmVVJWcdFYvxI5YYUpqMH0eYnrEV/hotEt+ajVeGjzZxe+QfK7SokP4D4GqGC2PApyTP5GqA8/t09eZ1tB7cCQCwbNkydO3aldsnjEer7vG0Ulir0x0fH89950lJSWb74+LiUFZWhueffx6PPvqorJrbYs/YUzKNW8s07Mrfh6c8E6WgMd3y4ctt4u0jVmObbOP/TRRifoUIso0o4Jv3bEdEyza4fO0KyivKofHTYM74eKvnkr9Jzg05uTfIvTSqdz9GPvUMPk9fw1nG+YSEhGDPnj2S+Xg8CUfkAUmYVlFRwWVzB8QrTpBjASAqKsokHjshIQG7d++GRqPB5MmTzbKfA5CUHySjOcMwqFevnmgMuK11yDt06AAAqHt/Paw6+h2A6h9Paw8alQ+eqN/KbLuaUeH9pGQTLzNCYmIi3o2Pg541D+Fq374Dfsv8n+gz9oRM4540p/aE56E0HhPTTXEd1laj+KtLQhdyUvv69rUbWDk7ycSKTGJ9PtyRBv/AQJSXlqEor4BzXxerFUi2lRWX4Pa1GziWcQCrjuxA3PJEWS4mxF29dftws32uWomtKK/AuMgBGNepP25kXQXDMIh5+nncOviHTQo3IJ5V3BaIG3mV3lir1F+jlWwvKCAQc8bH45Xho00s2UfPngDLsigpK+VitPkTRjGrN7GuRIZ3RJguFAzDQG/Qi1rGl8YtEM2c3vfVZ9Dw30y7b7/9tokrtdAiIJVh1hMss87sR3FxMQoLC3Hx4kXMm3evpj1RqEnSNIPBYFbHe968ebh48SIqKysxb948q4phTEwMdDqdmUsk4Dm11KWsae6wsimdE4DiPfDltlj+C6HM5P9Nzi2vKOe8lPjtrV6wHPlHr+Dgmp0ICghESVkpcgvyTI6bMz6euybfWv72khm4mn0Ne47uN/FIIoq/VMhQmC4UxaUlaFy/EW7su4D8I1ew+K3ZuK92Xe64/Px8dOzYEX369MHKlStFQ188BUfkAYnVrqioAMuyYBjGYsUJknyOlAUjMjIzMxMsy3JWcOEinZjVm8jVVq1aQaVSQaPRSFrGp06dKntMJIndAEBfpec+i82ZPMXF1139KDdUoUKvN9u+eLHlsK7Fi83DSyr0Vejx7CDOQ9RSpnF33a+lebOrvRuUdJn3NqiluwZAVpX4VmYAZitNu9LSsXJ2kmi9an4bP23fDZZlzTKUizGkSQdu0CYvtTD7OWmHv/rFt7S7emW2qqoKC1+ZgpN7D3HbJr3wOhZOmum21X852cT51mZiIeEfL7R08y0n57cdE81kLrTQ21qzm5xP3M8BoEuXLvjoo48AyLMieor129nZuX19ffHQQw9h586deP755zFnzhyzOtx8kpOTMW/ePKxbtw4DBw7En3/+ydUZVepePOXZU5SDWrqVQehVJLR0E/lIspGTChPCNohcT8/YCpZlRY/jw/c6YhgGH05NNLG8Cz2OxKzvUh5Xq779Gh+sWY4rN/4xUbaDgoIwePBgvPnmm/Dz83PswXkIcjOJ863NpOSXJUs3UbKJzBQbH4Ry1dYxRKy2OABs376dW7SNXTjdbm9CVyLWD1dZQuVkL582bRoWL14sK3u5nEzj7pzbUpwHtXR7Kc5YBSOJ1Ujt7P6jo0WTGgDAG/PjRVe8iKA4ffAIAkOCERSqM8tQLsYTg/tyiqq1GA5+Ajh3xBUZDAZMG/EqnmnemVO4wx9+BLcO/IHEt2ZZVLgdjdm2hjDGmq/wjps5ESGRTTDjo/nQG/RQq4zxwcQSQiCW7tqhtUwsJ5as78Q6UlRSjC82pZlYe+TcMz/eu1ZIGADg8OHDKCwsBGB7AjJXYC0JjrAfSsX8VlZW4vLlyxg4cCB++eUXiwo3AMTFxeGXX37BwIEDcfnyZdkKN2B6L/z7FX4fjj57RzPzUihK4Az5PO/TJOQW5AEAJ4+JfATAXY8ksiThPnyIErzn6H6EBocgTBcqehyfKWMnIkDrD8CYqZrvdbR0zXJuDCBynZ8AzprMf+mZF3BuyxEUHruKbZ+sQ8umLaBSqVBUVIT169fj8ccfR5cuXTB79mzcunXLtgdmI86WEcL4aqFbN4nxTklJMclrQxRuYtUmlu7Q0FCTfB2WZKYwZwVf7sq5b368N3/cWbRoEQBA7aO2qqy6co5laV4r1g9XxfxeK87hPgsV7vkLF3Cu5O8KspqTOt6Ef0qM7QhrjJN7Fos7d+S5iz1PT/FcoFiGWro9DGesPvItymPiJpitINpSC7G0uBhFeQVc/DZgajEX1nrkW8/5Md+70tI593QSGy60fLuS/378BdZ/sBIGg/F16NouEls++gpajdbKmUYcjdl2hJDIJpwVWa1SY1jvwejStjOWrlmOu3k5KCkr5SZzQisMv6730bMnRO9B6t7k3jPf0jJt2VyUlZcjNDQUe/bscdITcQwpK4IU9li6LZ3j6+uLhg0bIjjYutWwsLAQ165ds0nhFuJMa7YnxWZTjNRES7cz5DPfgi2UrbbKxqKSYuQW5HHyW+jNxJfTqxcsN6nlzbd0C48T9tOSBd0SV29cw/PTXsX//vgVVTyXXB8fH7Rr1w6zZs1CgwYN7GpbCnfKCHJtwJiksqKiAq1atUJOTg5iYmKQkpJiUsdbKMsTEhKQkZHBWcWF92Hp3uTet9gYQuK5R78bi2cnvaz4c7EXa/mGhNhr6bbnvLa1miLvn2y0ffQxbhwVKwsGmCrmvr6+OPO/XxDSqD5+yckyO9aZngRibXuK50JNhVq6vRS5q2C21KgeEzcBQaHGHwGxJq+cnWSSrdzaNclKXbtuUQAAg95gFhsOgMtifnDbD5wAFCrcgFFRL8orgH9gILeN1P2WY0GX+xys8dnsJXi6aUd8/f6nMBhY1AmrjYs7T+H7lemyFW7A8ZhtMSxZZ/j7hvUeDLVKjQCtP5fpllhcNH7GeuHlFeWY92kSikqKTc5Pz9jK1fWWugdbtwvhW8d/3XIUgLEMx65du+x+Ns5Eyoogha1WCsCydbyyshJZWVm4dOkS8vLycPfuXeTk5KCszJihuKqqCqdOncKwYcPw/vvvcxMFey1Dcq3Z9rTvythsaj2nSCFHVlmzhgv3zxkfjzBdKIB71mRSvcFW2dg7sgcAcLJYmFtj857t0Bv02Lh7i0n/QoNDTLyehCUkST+lLO1yn0XjBg3x05rvkHfkCv767gz6Pt4Lfr4+qKqqwvHjxzF48GB06tQJo0aNwpUrV2RfxxLO8nCyJCf4Gdx1Oh10Oh38/PxgMBiQk5NjZhGvqKhASkoKSkpKTM7fvXs3DAYDMjIyRO/D0r3JvW+hV1JWVha375nxY+Q/EBcgzBtkzYItjPmVO8+zxUJO2vx09X/wQPPm+HrDOvj6+mLGjBl48803uePKSsqQdzsHZSVlXB1vX19ffL1hHR5o3hwX8q9ZvGdH5/Jy23aW5wK1oCsLtXR7KdZWtYT7yd/ERZplWW6fVFZzsZVCYaZy4fHJE2fg4LYfAAAqtQrNH2mFS79eMLF8r01ewZU142dB5yN3xdLe1b1fDh3Dey+9zZUwa1TvfuxcsQEPPtBMdhu2ICcmW4glawk/VppkEhfLpMuvKUtcIcN0oSgoKoTeoEeA1h/lFRWIaNkGt3PvyI7VdoSBsSNx4ORhqFQqHD9+3KnXshdbrdfk+JKSEhQUFNhlpZBi0KBBMBgMaNasGT777DNUVVWJWkOcbRnydOu0tf5Vtyzk9lITLd1ysGadFttPtvHHVWEstS2ZxS1Zujfu3gIACND6c4up/FjyeZ8mobzCOJ6RLOhieT/k5OSQa6m/k3sX8z5djA3fb0FJWSm3nWEYNGrUCJMnT0b37t0lz3cUflbx2NhYm+KhLVmZ+V5OYpnISRw4kfcAoFKpEBQUhIKCAmi1WpSXl5tkNHc2/fv3x+3btwEA2/8+5fTr2YMtlmh74qBtaZ8/d0w/+SPa1m6GcyfPoEmTJlCpVAitWwsAkHc7h4vnJ9v+ungRDzRvjjN3L6OgstTSZazi6RZqS/2rjlnI7YVauqs51la1yP7W7cO5mtYqtQosy8JPqzHJDM6Ppba2UijMVC5ckYxbnojYhdOhUqtg0Btw6dcLJvW7iYW7vLQMlRUVZnW/yaoa6ZNYP/grb8L7tLYat3/r94hu2QWzno9FRVk5/Hz9cGD1DlzYftxpCjdwL3ZPzIphKdssv7brF5vSTLKJk1hpYT1uMplaumY5cgvyuGzmYbpQzjJD4v4S35qN/KNXcDv3jmi9bn4fG/dug8a92zgcF7npwzUAjPFxo0c7V8G3Fzmx5nyLCbFcA5CVadaWjNjE8t6zZ09UVRmz1wtjAtPT01FSUmKSfVdpy6+UBcZTLMzWLES03jbFEtas0/z9QjlMbBdhulCzWOr0jK0WZSu/7aVxC0TzdqxesJyT3aXlZZxcF8r6krJSlFdUILcgT3SMIX0S64uluuJSMr9OWG18MiMZtw7+idyfL+OdsRMQpgsFy7K4evUqpkyZgg4dOmDQoEFYv369hadvHyQDubBONmA9N0dERAS3n2/hFno58WU1kSGZmZnYsWMHYmNjodPpwDAMF/ddv359TJ48GfXq1TOp6y1GQkICOnXqhISEBIefBVG4W3eMcLgtZ2EtazV/bidWYcda9nVbsmLz2yyoLMWx23+iqMKoQPv4+QIwWrlJZnttYAC37fyv55H02UcOK9zCfvDxFAuzJV2jJtfbtheqdHsRu9LSMSq8J0aF9wQAk1gO4YtJhM/pg0e4BGhdB/aBSm38yvmKMB9hIghyPdK+HKHWf3Q0l5Ct68A+XHvJE2fgzvVs+Pj6IChUh+aPtALDMCjIyeXaJy8xAJMXXUoYk/6cP3XW4sufe/sOXmzXB0vfTEB5aRkCtQFIW7QSOYcvof0jj8n7AmRgrVyLxs8PYbpQk8kMP9ENH6JEk1jrpWuWc8r70bMnREt0Ca/JL3dzdc85XN1zjnM3XBpnTAxCJo9i5b5IH8mkTjiZs+d5aDVafLXoMwDA+fPnnZ6QRwpHlcWUlBRkZ2dj2bJlnMIbGxtrkmQHcFzZE1PQMzMzuaQ+5BoFBQUICAjgjlNayZRaKPAUZdbaQoY7yo1RPBsin8bNnGjmJSSUW/wkaVOSZ3IJ0HRBwWAYxljRg6cIE4TlHUniy3EzJ5q1bcn6TOR2dJ+nzdr75+Z1+Pr4/msF90OA1p9LfgncW/QFYLZwIDxm6ZrlomOPNXx9fDF/wnRc3XMORcf/wdzx8ahX5z4AQHZ2NpYuXYoOHTqgT58+mDNnjkl5K2tYUqC1Wi0YhkFERITJcUQ+E0s4gcgJfukvvjItVqKLfz3+vujoaOzduxfx8fGoX78+YmNjOeu5cBFU7F4yMjI4N3RbsDR2xUybZFNbSuOIskjmditnJyGkdphk2Vj+sfYqfMK5bJm+Ei+88CKGDx+Obdu2o0JfhbLiEk7pVml8kF2Sj+dfeAEjhkfj88Uf2XVda/0geIpCa2nO746Ex94OVbq9CGIl5luHbXkxz586C4PegIqycgSF6rgXhR9LzX/B+Ndbm7xCliDlZ0IfERvDlSjrPzoah3ZmgGVZGAwGrD+7D/l3c8GyLMpLy7j+S9Uat7bqKfXyX7uUhZjO/TGmfT/k38kBwzBYOesD3Dz4B555cpDVZ2YrYrWuAeOkitRiLSgqxJ6j+2VZHABT5dla3VjhNcX287fzlXhh1l1hzVliKbclbl3qeQx9ciDCdMZSHcOHD5fdnpIopSyWl5ebKLxyao87irBN4d9ilm8pHF188BZlltbbpgiR8kCSkltkH79KRG5BHvw1WqhVakSGd+SOI0py4luzTeQwic/evGe7rKzq5BjAOBYIXc8379nOjau1Q2uJWrvF6n4L71HM0u9IrpJ3x72Jv747jaLj/yB1wadoXL8hGIZBbm4udu7ciV69eiEqKgrjx4+3qoBLyero6GiEhhot6xkZGZyiLSbThXKOL7f4ny3JCal9wu3CRVAxr6jU1FT06dOHK0NmC8LnMXPmvazb/9fxMZvaUhpHlMURsTGiXpJibTpD4RsRG4O/rl7Bqet/4ODNC1i2YRWGjhiOZRtW4eDNC0j+5EP89NNBk/mzFI5aqr1Boa3J9bbthSrdXsSI2BgEhepMXniyrbS4WLR8QLtuUZwSSwQacYXbmJJqVs6AT+v24WAYBhp/Y0IxYQI2MfjCUSgoiaW968A+kvcj1Re+Gzk/hoSv5PPPq6qqwpv9nsMbPYbj7o1bUKtUmPDcyyg4+jdeHPysHU9fHpYmKfzyWcA9i4Mw0Y1wMkTKey1dsxyHz9yLr+NbaewthyPsr1DRFrOU2xLzbel5nN9qvJfS0lKsXr3a5r5bQm7ZFUeUxdjYWNSvXx99+/a1qAA7Q9kTtmlt0mcJT7FUUyiuhsinYb0Hm8gpYalEACYu5cRTiMhujZ8GeoMee47u52Sx1KJnRMs23P9SXk58+DJZbDGAJNIc1nuw5P2I9UXoLi9m6Qdg1QIvh+i+g3F+2zEUHruKY+sy0PfxXvD18UVlZSVOnDiBXr16oXPnzhg9ejQuXbpkdr61xGPEJRy4F95D5HNsbCwA+XKOXy5MqYVI/rX5+xYuXIjjx49j4cKFDrV/6JCxxGlgiPNyKshVIh1RFqW8JMXadIbCJ2yz67CnMPu/K9B12FMAxBMAS+EplmqKZ0ETqVUD5JQPIG7ZrduH4/yps1zpLyLIhOW7hG20bh/OJUizVPaBn1jh3LHTJuXDhMeE1A4zSbJmz70K/y4vK8PsFyfgt+O/cOe88ew4vP/ue3Y/XyWRk8iGHFM3rA4yfz9nUs6LKO38ZGgEsaQ3chPn2Hu8o4yZ/gY2/2j8zR4/fhwqlTLrgJ6e9MvZ2JI0zNEEYzX9WXsbNJGaPITJxIR/82UlAJPSX2G6UAQFBIomUSPthOlCkVeYD5ZlEaD1R+3QWqJyV3gdoqALE6WJjRukbJij9+osbufcwfSP5mPbvl0midhUKhWaNm2K2NhY9OjRw2o7cmQYOaZWrVq4cOEC/Pz8UFZWhvr16wMwusDrdDoUFRVxCrxOp8PevXttvpY9/XMEUiqs14hBeHvpPMXbBzw/4ZcrsDcRnD0LA/R5exc0kVoNQo67NVl1O3/qLFYd2cG5lJPMkMSNnG/JJsnXQmqH4dBOY8wRiQmXWsEjK4XAvfJhwthx0peLZ3+DQW/g2rbnXvl/b/jkS0Q/3IVTuLs81gl3frroFoVbym2QHxdozTp95sJZs3JexIJRXlFuonCrVWpRa7IlN0mx/gKWLRtKWNf5pC5MAfPv59dff92uNsSs2t7g8myLW7etLuC2WNcdtcQ741l7SnI2Ss1F6KVjySuIyHVi+QZgkkSNb8kmydeKSoq5eFGNn0ZSTgut1AVFhaK5NUh/Tp/P5MYNpe7VWdStVQdfzPsYtw7+icJjV/Hq8DEIDdbBYDDg0qVLePfdd9GhQwcMGTIEO3bskJQLRIYBEN3PV3ovXLgAg8GA8vJyM/fyiooKTuGWwhbPINJfAJIyln9P9si9I0eOcJ+VVLiFlm1vcHcGbHPrttUF3BbruqOWeGc8b09JzlaToUq3h2GPwABg9eUWvsB8gcBPVGHQGzirN4kBJ7E1fNdwazEt/PrcwuNIX1qE/59Jm3IQCrKnXhyOyH49sXLWEnyVbEyY0vT+B5D3cxZ++HyzTbW2lUBOlljAeszg1exrXJzgsN6DuYkXyWxLSsYEaP05V0eh1UMsQZrUYoCwP9aOE8ZAih0vJ15RpVJh4wfGbOZnzpwxqTUqF7FJkKvidx1RDm2ZvNnjAi6nHq0SSq0znrXS90up2ciRRcJjAcsLkGKKKV/5Jlm8AWPcN7k2qaVdpTdWIggNDkHvyB5mMeFi8OPJhQox6U+71hHcuCEXoWIvJ7Gb0jAMgw/jE/HPj7+h8NhVzH4jDrVDjSWarl+/jrlz52Lx4sVccrTKykqzNqTkhlgcdd++fTm5RWSYn58fAECr1Zq4phOkcmVIyR7+deUcI+y/2DnCbZ988on8h2wDQvdoV8bvKpGMTY5btz0u4Jb6pqRS64znrfT9UmyHKt0ehlICQ0xgEqu28OURy2K+Ky0dpcXFCArVcbE1b8yPx+mDR1CUV8C1KYWwtBgfIkw+3JGGrZdPyHYtF3L6wFE83aQjtq9aB4NBj9BgHc5sPIBzW36Gj4+PXW2KYcuEjSileYX5Zhlk+WW3xLKFE8jkiZTzWr1guVkf5oyPR4DWH6XlZYgM72imcJPsuiRBGr+0DLG8SCVr4x+3dI3ptaViBsUWEeRa2Z/q+iTqhBknV2PHjjXZ54rYbEtYU1yXLFlidzy0Lf225x4tKa6W9nmC8qr0/VJqNnJlkaVjLeXaEPNoCgoINDv/i01pKCopRpgulMtCPmd8PPYc3c/FhFuCX1pMKkHmwTU7uXHDEWwZ95Run2EYTH3pLVzZfZbzHCC10AFjSENUVBS6deuGN954g4vBjoiIEJUbUnHUQlkXFRXFXUfoCk7kvViuDCJ7UlJSJJO1SSnU/D5bigUXXots++OPPwAATVu1kP3s5ShSzrRsW1NcV85OcigZm9x+23OPtsy7+XiC8qr0/VJshyrdHgJ5IVu3D7dZYIjVqBZ7uUjt609nLjY7NihUB42/FkGhOoyJm4AvF3yIorwCVJZXIG55os0rbnw3c6UFzaGdexDdsgvmjJ4AFiw3SAYHBuOhJg8qdh2ClAIqBkmWxrIsV091xkfzOes3KbslVIb57fJd0ImSzk+4Q6ww5RUVYFnWzI2Qbw2pG1bHpDwNmbQBMJtA8vvDV8LF3CiFtWQdzXz709rvAQDFxcXYtGkTt11KkeJPlpxp1bakyKWkpMBgMIBhGNnKob39tucexRRXsYmeEGcqr3IVerH7tXauN4QUUFyLlMePJaRqVIvJMyIbJydNNykBRo4P04UiQOuPMF0o6obVweSk6VyNbbF63NawJTzJUWxZqHC0fUvjKnnuocEhZvtKSkpw8uRJrlb3/v37sWnTJk5uiLl38xOl8cuKDRo0CEeOHAHLsqL1tVNTUznX85s3b5rU1iayB4CJ7OTLMSmFmtT85lvcSf/FZBp/W1FREbd91mr5JaykFCm+YuhMy7al66+cnSTpJSmFvf225x4t1Qy3NH93pvIqV6EX3q+7F19qIjSRmpshyRb4ic1sTZogN+HCqPCenJXa2rFDmnTg4s3GL5jGJYQAYFNyCCWTQdy9cROvdR2CikqjW16A1h8rEt5HflGB05J/kTragNG6TCYK/AQzYplfl65Zjrt5OSgpK+VquDIMA3+NFho/jUkSHGKZ1hv0Ju2SZDYAuMQ8JFEPYEycdv1WtlnCHH5/SLtqlRr5R6+IHmPtmbkqudpzcS9jxwFjsr7Dhw9Do9FIJqBxVfIuSwlwevXqhYKCAtFkO1K4O+kY//rE+kLujdxrREQEMjMznZL0x5H7d/ezqy5U90RqfHklJq/lIieZ2Beb0jA5aToAmMlYISGRTbg8HMviFwGAWSI2uTLWFYnOnCX3Sbv8JHPC70ns2vxxUq1SQxcUzI2FQnx9fXH//ffj6tWrMBgMJjKDyBHAmCgtICAAJSUlXNkyHx8fBAQEIDY21mzRLzU1FTdv3gTLslCpVDh+/LjJdV2ZwBIAMjIyMH268fe37cpJE28AS0gl+XJV8i5r11epVaJeklK4O+kY//rEo5RfYYefxNjexGpyr2/L/bv7uVUnaCI1L4GsfgGQXD1zpEQDv40xcRPMSnTx9/M/PzG4L1RqFZ4Y3Ndkhc7WlUFh3+xxsbl+6QrGRQ5ATOcBqKisgo/aBzuWr8etg39iRL+nnRp/tnTNcs4yQdwJpawdQqvxwG79oFap0bZVuIn1W8i8T5OgN+jBMIyZpZjUxu4d2QMAuP+Bfy3VcQs4hZtYCw6fOYaikmLM+zQJES3bmMX32TqZclV83/olX3CThrfffhuAtIXXVVZNSxZmYUkaOfD77Sw3bkslbyy5O4pZXpTGke+NWrIpcpAqe0iQ6zZtyVOHH/c9ou9QURlLrkE+E1k8ou9QszrZtspYYbkvZ1i9nSX3yX3zvb0shTfx+7M0bgHCdKHQBQVzcfCEgd36om+XXtBo/FBZWYkrV65wlmmVSoXTp08DMMoRnU4HrVbL/c2X4Xq9Hnv37jWxlhOreEREBDQaDRiGMautbasSrYSH1qxZs4z356OWrXAD1kuzOtuqae36tijc/PPEvD6VYldaOkaF98So8J5m7fOfm9CiLUxi7AzPAXu/N2rFdj3U0u1mkifOEC2rBSizCmWtDf5+ACardSShWrtuUXat0ImtZtpyTxVl5Xjp8YHIv5MLwDhwvjp8DN5/9z2bBhhHsKXEl/AYfmkYAFx5GMC0vFfj3m24MjNX95wTvQbfslE3rA5On880a4ccw68FTizkYiVrnF0Oxh427NqMl+dMAgDs2rULdevWlX2us8uyKI2zLLd8S46lttPT05GSYkw+GBsbizNnziAjIwN9+vSxuW6ss/G279aTqe6W7nEzJ2Lznu2SJbOUkH/W2uDvB8B9njJ2Iuc51Tuyh1k5MTkIxxtPludiODKmAqbj3LDeg7Fx9xYApp4GfC8xPgzDoEmTJnjnnXeQmJho4vWzePFiAMYkaqTuNWAqT0k9cGIh58sjd3jikFJhby2dg94jhjjlGo6WvnIlzrTckrYBy56iu9LSTebOpw8as8vzy/F6Ct703Xo61NLtJZAM4WLJzGxdvROzIkvFn5AVO34MContLi0uxtrkFVwZMbEVOjkWa7EYFjkra+VlZZg+4lUMf/hx5N/JBQMGM1+PQ8HRv7E0boHLFG5A3mq/2DH8hDn33XcfwurUwsMPPsRZrvnWE1JmZs74eMlr8C0Bt3PvADAvE8ZPckauAxgnfFOSZ5rEJobpQk2SvHkKI/sP4/r9zDPP2HSutyXSkmO5tccaTiw5wgy7QqKjoxEQEICCggKkpKQgIyMDBoMBmZmZNtyFa/C275biPkh28KNnT4jul4rZlkLMkiy0zApLKfJjyPny1lJeD6lrCRFagV1V3ksp7B1TgXvjKsMw3Hcs5mlAnsmy+EXI+zkLbz7/GnRBwWBZFllZWZg0aRKys7OhUqnQqVMnTq6oVCpMnjzZ5Jp8edqnTx+T2O0lS5ZwsjkiIgIqlQoREREKPCXrlJXd85qLeLyT067jTYm05Fpu7fG4JPNja5V7+o+Ohn9gIIryCnBw2w8oyiuAf2CgRyq13vTdVheo0u1mLAkJ4oJz/tRZWS+G2Ask5sbDr8vNV6j5wgKARQEj52UVuzdL7ul6vR7vDB6N6Ie74NwxoytYZHgH3Dl0EdNefsvivcvF2RlZCft/PYIFixbi8JGfcfLUSRw6dAj7Du7HmTNnsOyjZWjwQEPuWOEEQ6yPh88cw/Vb2Th85hg3iRNalfhJzq7uOYere85hzvh4zvLNd38PCgg0q/Xqqmdjjcz0nwAYJxW7du2SfZ43uB/bmkjNHmUzOjoae/fuRWxsLFeqRgp+AiCDwQCVSuWRz8+Tv1tPyPZOuYc1JZTIyaNnT8hKFCbl6ixWFYKUUuQr1Hx5C0B04dXStazdnzvKewlx1dhBwr1Cg0O4hZOjZ09gWO/BOHr2BHd9/jPx8fHBosmzMX/CDDSu3xAj+z2DOmG1ARhl3rZt25CdnQ2GYdC8eXMzmUnk6d69e7Fw4ULs2LEDsbGxnNWbyObMzEyzRUtnyoYXX3yR+1y3YX3F2yd4gwuyLeVzAfuUzf6jo7H+7D6MiZsgWgWIz4jYGKjURvXKloRwrsZTv1tPyPTuLKjS7WbkxEjLfTFsOU5KoSZtjImbgPVn92H92X2ifZNzLbnx3yzL4ssFH+KZ5p3xZ+ZvAIxlpPJ+zsKeL7ZwNamVwNkZWRk/NTTNw5D29VcYPmwYGjdqhABtAFT/JlPz1fqhd98+6D6sDzTNw8D4qc3aEKuZvXH3FugNemzes11SaRaDxMHJySzu7Gcjl1qhYej7eE8A92LW5OCK2tyOTqKsKdHC9h1RNuUo7CSrLmBMKjR16lS3u2+LPWNX1V23B/Kc+VYvivuQq4TKtRDLOU6qlKJw/5zx8dyCqFj/5FxLKSWb8VGB0ajB+Dg+DXTV2MF/jvyFE7LYYen6pI8/Zx7HzNfeReP6DcHgntccy7K4ePEisrOzkZSUhPnz50Ov14u2FR0djalTp5rIZjFZ7UwPnaysLABAy3ZtFG+bjyvqczuqZFlTooXtO6JsylHY+4+ORteBfaBSq9B1YB+PsHKLPWNX1l63BfKM1yavqHbKt9fEdJeXl2P27NlIS0tDbm4uwsPDsWDBArNkFpbwxJhua0jFXLgiI6Kt2BMf8uWCD7D1P+u4WOf776uPw2nfo25YHaf00ZkZWTcf/g7/+eI/KC0pxaOPPAoAKCkrQWHxvbIeGj8NKisr4Ovrhz/++B0PP/gQ/G8bYCip5NrhZ0sHwGVsBYxJe0jdbv5xStyLq7KUy4FlWegiHwDLsnjkkUewZs0at/aH4GjcnrXYZCXjAhMSEmTFaNtzTWfGWHtblnJSv1eYJdlTqe4x3XKQknVimbXdLQuVlMuqID/41PaHOkgD8JXtKgP0ReWoulsKQ1GFW/sobFP4XfDHPhIXT46R+t6E4yVx8/f18YXBYMCw3oPxXP/hmLRoKq7dumHSD41Gg65du2LatGkICwuz6R6cKSdJPPe8r1agXbdIRdt2NY7GYlubeyoV682P17YWo23PNZ0ZY+1NmcqVqOrkaqpdTHdMTAw++OADvPDCC/joo4+gVqsxYMAAk4QX1RGpVTWy/dDODNluMs522bDFZefn7/diRKsnsOXzr8GyLB5s3Ax/7jiJP3acdJrCDTjPFW/9ns1Y+flnOPzzz+jYuROSko0DfGFxEViWNZYYYRiEBoegbq26+OCDpejWvTu27tyOf/zysWHPVgDgJgN5hflGV3JeiZRl8Yu4xEC2WLvlwn827nY1ZxgGqe8ZB7dff/0V586JJ5hzNY66OVuz2DrSvtBCLObuqNQ1bbXY24Inu5KLIWb1ong2UpZZoZu4HNnqbFmphBWZeGBpHqwFdai/qcINAD4qqEP9oXmwlqQHliWcMa5KfRfExTy3IA97ju7nQqr4lu95nyaZZI+fkjwTuQV5KCgqxOEzx5BXmA8ACAoIRP7RK1i9YDn6demJ33ec4JLf+fn6wddXjfLycvz444/o06cPIiMjMWHCBPz555+y7kEo75VyN//888+5z96ucAOOuzlbs9ja275wzkxCM+XEaNtzTUtzaEfn757qSi4G+T7HxE3wmj7LxSuU7uPHj+O///0vFi1ahOTkZLz22mvYu3cvmjRpgqlTp7q7e05F6kUh27sO7CO71JjwhVZaCZfzUu/ZuAPRLSKx6LU4lJWUIECrxdeLP0Pmpp/Q4D7nxSU5m9T/rEZubi5ef/11VFZWYsbMBE7xJgQGBAIAkpKTsDAxEZWVlXj99ddx69YthLVsYHIsy7LYvGc7p3AvjVtgNqFxZgIdT3A1H953CJrc3xgA8Morr8BWpxxnxNM5283ZkfaFirBc5ZVcE4Ds52WtbUfcKj3ZlVwKb+xzTUZKdlpyE5dSrsXCgZRUwh2V86oAX2gfro1LN6/KOv7SzavQPlwbqgBfu66nFFLfxZSxE0WTqfKTlwLgvpOla5ZznmIkRItlWahVatHkpeS6S96Zh9zDV3Bz/+/oHdkDGo0vqqqqcOzYMYwaNQqdOnXCCy+8gPPnz8u+J6XczdevXw/AWFPc1TjDeONsN2d72xfOmW1RXMk1Ach+XpbadzTpmae6klvCG/tsDa9wL586dSo++OAD5OTkmJjtFy1ahBkzZuDvv/9G48aNrbbjje7l9iDlRiJ0XXGlu8mNv68hYeRruH3NWHpDFxSMtQtXondUd6dd05mu5Px2VUF+0DxYCwDwXuICzJ03lzt23ty5eGvyZKjVajBgsGjxIhNX3+nTp+OtSZMQGBAI9T9l+Hztlw6XlJHqp6vOVZLCokI06NUaAPDyyy9j/Pjxss/1NjdlWxBzW3TUlVHJ50VLfHku1L3cPqRKc3lyCS/GTw3tw7WxdecOjHx+JObNmYv4OOkqGUnJSZgzby42rNuApwcOQtkfd8FWmMY1u2pcFe4Thl0Jx8mikmLkFuRxCjppC4CJm7ojoQMlpSUYPHEUjp07BfBmzgzDoH79+hg8eDBeffVVyQorSslF4lrebehTiPvYteUdvclN2RbEXLuVcPdW0rWdlvfyXKqVe/mZM2fw8MMPm91Ip07GMgm//PKL6Hnl5eUoKCgw+Vfd2ZWWjtLiYtEkacJVI1vKK5ASY7aubl7833m82LY3Xus6BLevGUt0TH/lHVzfe96pCjcgbq3lWyG+2JSGxr3boHHvNjZZJeZ9msS5sAGAT21/bt8bb7yO6dOnc3/PmTsXK1asgL+/Pz76+CMThTthxgzMmDYddWsZa1F/fXgr5n2ahDnj4zFnfLxNEwMx64oj1mpPyIgLAMFBwXgtOgYA8OWXX5qUSbGGt7kp24LQYqLEZE7J50Utv9WXmjiu8q2oQouzUFbKtUyPmzkRIZFNMG6m80p9+TXS4eLlSxj5/EhJDyxCUnISZsxMQGVlJUY+PxIXL1+CXyPzyaM1y75S46pwH3EpX7pmOfescwvykL57C65mX0N5RTn33F8ZPppTvA+fMS58dGnbGVPGTpQ9roqNqQH+Abh+OxtggUb17sfs8VMRGhwClmVx48YNfP755+jYsSN69uyJ5ORkVFVVmbSphFzkh1S6WuEGvMtN2RacVT5LqedVHa2+NRGvULpv3LiBBg0amG0n265fvy563qJFixASEsL9k2MN9yTsceOxJebE0kvMvza/xJhcgVReVoaE597A2wNfRP7dXPiofTDjlXdQcPRvJLz2juz7cQRrGbr5sWH8CQSZMIybORH3dXsIwZ0bW5wYqYOM2dVLykpgYFlMnDgRM2bM4PYnJCSgTp06SEhIMNk2f858BGgDAADFJcXo2Kkj1xcphVlsgtN6SGfM+Gi+2YTF2+q3SvHB1AXwURvd6EaPlr8I4KmKnxJu78KasEpk0PbU50XxLLx5XLXX9ZuMFUEBgVaVNUsLlvzrk/ChzXu229QXuaiC/KAK1qBFixaYN2cut50o3oyKAaNmwKgYTuEmzJszFy1atIAqWANVoJ9Ju8JxRThWWRtXu40diODOjXFft4dkfQ9fbErjYrAZhuHqq5dXlAO4Z3DW+GkslnGzdVx9e8kM0UUAcv/vxryJqeMm4Z8ff0XhsavYuHQ1WjV7CCoVg8LCQmzYsAGRkZHo2rUr5syZg9u3b1u9Vzls27ZNkXbsxVOVPyVinoNCdSgtLubaWJu8gsuibS+e+rwo7sErlO7S0lJoNOZlo7RaLbdfjOnTpyM/P5/7d/WqvJgmT8GetPlKrarxV/0slRgTUlxQiLcGPI/oh7vg7M8nAACDuvdD3pEszHCRsk3gr3aTwZQ/YSD1rgO0/igqKebc28iEYePuLSgpK+XiqwlzxsdzZUsYHxWXlIYkTQOA+Ph4E6t2Xl4e93nhwoWIi4tDXmE+bufcRklZCQIDAnHfffeh6QNNUFRSjMjwjqIKM5k0TEmeiXEzJ2JK8kxczb6G0nJzC7CnWKuVYNOytQCAy5cvc6VSPB0p5VqJuD5hkrSYmBiTurG0djTFWXjzuMpXumxRwJVawORff1jvwVCr1BjWe7BDbUrB98CKj4tH4oJ749GMmQlYnJwEqBgsFijciQsWmrig89sBzMdV4bOxNq6ePp8JlmVRUlZqovzyx1UCUX5ZlgXDMPhwaiKXLE3jp0GYLhS+Pr5gGAbNGjZB6yGdMW7mRLQe0pkbQyNatoFapUZkeEfJ75FY2Wd8NB+th3TGvE+TJHOIiI2rDMOg/xN9cHLDPhQcvYqzmw7hsVaPwsdHhbKyMuzcuRP9+/dHZGQkJk6cKGkoksPevXsBACG1Q+1uw5uRm7PIVvqPjoZ/YKBF41J1rh9NcQ1eEdPdpk0b1KtXDz/++KPJ9t9++w2PPPIIVq5ciddff91qO94S0y0sB+bKtPmOlCJLTfwIm1au5f7u+3hPfPP+arck+yDIia/jHzNl7ETM+zQJeYX5xoEeABgG0X2e5jKH82E0amhbGd3Ds+/c5LY3qFcfLAPUrl3bROEODQ3FnTt3UFJSgsLCQgCAWqXiXMy7d+uGQ8d+luwvycRKEqyR/4f1HuwxJW6cxSNPR+LKjX/g6+uLI0eOuLs7VpGKkVbCFdxaTDdR7F0Vz05juL2HmhrTLYwLJgqwK2Kv3VGKzP+R+8yylAst2qGhoSbjk1DhBgC2yoCyX2+ZbLNnXCXKs6+PL6r0VfDXaJH41myLz4G0AQBhulBc3XOOe5Z1w+rg9Pl7lRn446HeoOf6JqevjXu3QW5BHhiGAcuyXDI2wPGSnLdz7uCV2ZNw8MzPqKy8526uUqnw0EMPYfHixbK9RYqLi9G9uzEs7+tf9kBXy7YSZtUBuTmL7EHYhjvzIIn1h+K5VKuY7gYNGuDGjRtm28m2+++/39Vdshm5K2S70tKxcnYSbl+7gfOnzro8bT5ZLSTXtvaisyyLZVPmYkiTDpzC3bLpQyg8dhWbl6W5VeEG5Fko+Me8Mnw0ru45hw+nJqJx/Yb4MH4RCo9dFVW4AeDrbRs5a7VWY/S8YBgGJaWlWLx4scmEBjBavJOSkmAwGKDVaKFWqbis5gAwZtBINK7fkHOhE7PC6IKCEaYL5bK6Lo1bwJVM8QaF214Xz+PrjYtulZWV+Oijj5zRNUWRipFWwo1brBQNX+kVup87G6Wy8lIotiBHlpBjSFwwcRF3ZfgNUfCPnj3hEjnN98DiMy1+GhITE7m/TRTuxERMi58mqy17xlUypiZPmY/CY1dx6+Cfks+BfGeR4R05qzlgjIMnCdLOXDjLHc8fD8WynVsbU3tH9oBapUbbVuGctf3qnnO4uuecw99V3Vp1sHX5OuQezsLl73/BmMEj4a/1h8FgwO+//45nnnkGHTt2xNChQ3H06FGLbfENT8FhodznmmSBlfLmVMKNm9+GmAIulS/JWTgrzpziPrzC0h0XF4cPP/zQLHt5YmIiEhISvCJ7udwVMnKcSq3CG/PjFVndsmW1zJZjj/6wH4mvx4E1GAAAzRs1xa6UjWhY3zz+3lsZN3MiNu/ZjmG9B4sq3q2HdMaOH75DvfvuQ91adXE75zb0BgNWrFhhMrmx1aIgtTpvS2ZcT8lALsSR7L7j33sHadu/AQAcOXIEvr7KlbVxtrXWme0LrequztxOLd3eQ3WydNticQ3ThSIoIFAxeWiLfHW1LOZ7YJlsVzOAikGtWrXMPLBycnIAAwtWbz4lLLtwG2y53my7vcgZV/nfK/mbb8W+m5eDkrJSBGj9ceug9brZln4rcsckJb/H0rJSJH35Eb7YfC9mnVCvXj2MGTMGI0eONNnevXt3FBcXQ6VWYevlE9x2T84o7mxrrbPaFz5Tdzxjaun2HqqVpTs6Ohp6vR6ff/45t628vByrV69G586d3ZrIRe4Ko9xYa3KcUgo3YNtqmZzVwu/XfYthD0Vh4atTwBoM8NdokfVDJs5uPuQRCreSdVKtJbuZMnYifjl9Br6+frh59xb0BgOWL19uonAnJibizp07JtvEssgaCsu5/ktlyrXFOuMJtbbFcMTC9OmsD+CjNoqtUaNGKdovsYzgSsZF22MNltsHoVVdysrurFhvMct7r1690KtXL7fGldPYdu9D6Vhrcsyc8fGKWpltka8uz68hojgDAFhIemAtXrzYpAyWyWl61uXjapguFEUlxRg3cyLu5uWAYRhEtGzDfd+Jb81G4/oNkfjWbKvXszSmkuvJGZOUHFP9tf6YO2Ea/vnxVxQd/wdzx8ejfp37AAA3b95EcnIyOnTogD59+uCLL76AwWBAcXExAGBwjKky7skZxYXzT6Wt8vZYg+X0QfhMLT1jZ3kaCOfjjlQSUpKa5FmhNF6hdHfu3BkjRozA9OnTMXXqVHz++efo1asXsrKysGTJErf2Te4LL0eZ5a9qAVDsR62UsMi+eh3DH+6CFdMWoLK8ArrAYGz+cC1u/3QRdcJqO9xPpVBqYPxiUxo0fn5gGEY02Q1Z9daWqFBZWQGWZbF8+XIsWrSIOyZxwUJMi4uHCgwmvTnJJKv5jJkJmD1vNkrKSgAAVXdLuf5LZcrlT96sTYI8NXu5oxPQA6t3AgCysrLw22+/KdYvoaKqtMu0PSW55PZBqPRKubC7yg08NTWVKyflTpdz6vbufThTmVVScbQkX5W8jj2wVQagymC2fXHSYpMxKDQ0lPs8Y8YMLE5aLNmWq8dVwFgSbPOe7VxC08vXrnDfNwkRmPdpkkl5MqnymZayz8sdV505pr477k1c/O40io7/gy/mfowHGjQCwzDIzc3FypUruRK5ADBs/FiTcz05Q7Zw/qm0y7Q9Cw5y+iB8ppaesavcwO2pJOSsflC3d/vwCqUbANauXYvJkycjLS0NkyZNQmVlJXbs2IFu3bq5tV+OrDDyFd5daen4dOZiLlu5kj9qR4XFpd9+x+h2ffBql8GoKCuDimGwf/V2XN93Hn279HK4f44iHCSVzDRbUlaKRvXuN3OBIwnNrmZfw7vvTUfujbvIysrC+++/zx1DXMjZf1328gvyMWHCBJM63kuSk3H23P+wZftWfL72S5v6b6muKSA+IXX3ZFAJIlo9ikb1jHkcXn75ZZvPl7J+ChVVpet82xPLrXQfXFW7PCYmBjqdDjqdzq110qtzrfbqiqPym8g4ksWaX05RSUulJYXfE7yM9EXlJn8Lk6glJiYiJydH1AOrpKyEy1VCPLBcPa4C4LKPW2pLWJ6MjItvL5lh15zA0rgq9Z0rPa4+N2AYftt6FIXHruLw2l1o2bQFVKp703UdL57bU5Ay4Ajnn0pb5e1ZcFC6D67yNLClkpCz++GpnhWejlfEdCuFp2Uv58eIAMDta8bEcEGhOoyJmyArlkMs5kOpGO7Kigq88vhg5Ny6AwDwUftgytgJmPVGnN337AyEWVKVirkSZrvlt8ePMVsatwCvjorBtYBCHDp0CK+//joSZiRg1oyZ3PElZSVcSTGtRovPVq7EnHlz8dlnnyEyMhL9+vUDKg02xTiTjKskq6scHImn9iTKystQ54kWAIyK1cSJ8ieCro53plA8ieoU0y2GMP6Xn5GaZC23ND5Ixe16cgy3GKogP2gerAVAROFesNCYNI2B0eU8abHJ/oQZMxA7YQLUKhV0OWp8vvZLt4yrrwwfLbqNMG7mRKRnbDXJhE7GRQB2jXOeOq6yLIuQyCYwsAY8MaQvpi5fZP0kF+LJceUUirOpVjHd1RX+ahF/BatdtyjZSrOYpdrRGO7igkK8PehFDGsRxSnc7787H3lHsjxO4QZMV7GVtmQEBQSarKLzrxmmC4UuKBiHzxxDq6c64D8ffoquXbvixLHjnMJNLAZE4WYYBuUV5Yh5aRz27duHyMhIvDdzLlBpkMyuKrWKLlbX1Bqe6nJuK1qNFrHPGa3cqampqKyslH2uo9ZPGifsfdDvrOZAZBzJYh3d52k0rt8QvSN7yFIcpcYQj47hFsFQVAFDYTkuXryIOfPmctuFHlisgTWr470kORl/X7mC3Bt3YCiucNu4yq+3zVe4yZi45+h+sCwLjZ8G8z5NQq3HmyG3IA9+Pr5c/LbU+Olt4yrDMFgwyRga8NO23ZJ1xN2Fo9ZPGifsfdDvzHao0u1ErP0g+Qpv/9HRWH92H9af3Yfzp86aKc3CtsjfrduHmwk6e4Qfae+VLkPwXJseuHj2PADgycjuyD18GW88+5LN9+8q+BMcJVwTG/duw8WIibUnFnN2Nfsa/vvtN2hYEoxHHniYO7a4pBj6f7O7q/91D2NZ1hifdvky+vXrh0M/H8b5bcdw9OwJ2ZM9ey0pnjAZVIqkt+dyLnfPP/88AHnKlSMlu9LT07FkyRKzOGFPU+o8rT/OgtxnQkKCxftNSUlBdnY2UlJSXNxDitJYc+UlMo6UUST/i8lXflv8MlViY4g9Y4u7w3kq/ilAi2bNsWHdBvj6+opWzSAQxdvX1xcb1m1Ap8c64AFVHQCOK5XjZk5ESGQTjJtpWsaLtEeeEwBOISfjqliZNTImAkZrNmAciyuqjIuveoOBK/dlyyKKp4+rsSNf4T4f2LLLqdfiI0e5sjeunLS9NnmF1Xmvu/G0/jgLuQnbyHe2NnmFC3vn3VCl24nYG5ctVJr5tbtJW18u+BC3r93AsYwDZoLOmvATCg6WZbFq4TLcvnYDN68aB7IR/Z5BwdG/sfXjr20uy+TOiYajgx+p5UpW4Ul7h88cQ0hkE3QbO5CLOcsrzDepDxoZ3hGtnuqAFckfo/xiDvS5pSgtMSZH0/hpULdWXfhAje92focXnn8er7/6GoryC83qicqZ7ElNJNw9yXMlDMPgu0+N5cMuX76MEydOOD1xVmpqKgwGA1QqlYml3NHrekKmdG+E3GdGRkaNuF+K/fHSYooekeVL1yzn2t24ewsiwztaTGIphlQCL6UsxPbIdrZCj/JLuXh64CCc++V/kgo3IT4uHud++R+eHjgI5ZdywVYYy4Q5Mq5+sSkNG3dvMclWLkyCRuLuZ3w0n8syzh9XhfcdGd4RapUavSN74Py2Y5gzPh5hulD4+fiaJWirTuOqj48PurWPAgCsmJ5o5WjlcGbiLNI2ADNjkaPX9YRM6d6IpyRsq45QpVsG9r649rrbCJXmjSmpMOgNUKlVXFsVZcbkJuWlZTb3jS84lk9bgKebdETZv8phrZAwnN96DKvf+8QkcYcteEISGUsIrdn87aReJsMwJoMxKXFy+nwm9AbjRIRlWRQUFXLH7Dm6n0vA0vLJtkj5cDnatW2Htm3bolPnTvhyyQqs+2gV5s+ei6GRT+HWwT+51XhAemIjtl1qIuHpz15puraNRKumDwEAJkyY4PTEWaT9qVOnmljKHb2uJ2RK90bIffbp08fi/cbGxqJ+/fqIjY11bQcpktiryNhrdRXK0aVrlkNv0EOtUmPK2Ikm7aVnbLW5b2KyV0m3Y3tlu6GkEmV/3EXzevJKqzav1xhlf9yFoUR+yA4gPa7yE5LxlWF+ErTS8jIAQGl5GXIL8iTHVZIgj19yjFwrKCAQS6bMR+GxqyYJ2qrbuPrFvI8BAGUlpbhz/aZLrunMxFmk7TFxE8yMRY5e1xMypXsjchO2jYmbwH13FHnQRGoycHeCCLFkZ8kTZ+DQzgz4+vmhvLTMpr7tSktH2vspKCkshr6qCgDwSItW+H5lOsJ0oQ7319lJZKy1b20/SXoCmCZasZawZfOe7Yho2Qa3c+8gMrwjN/CTRD0BWn/UDq2FopJi5BbkoXH9htxnci3yty1JWuTel9xjqhssyyK4s3FC2adPH5OSbc4iPT0dqampiImJsctN3dntUShSeEoiNXcndRSTlUTOa/z8UFJWalPf3D3uyUEV6Aef2v5QBWvA+NxbVL979y6++/47aEtVGNTxSbuuLzWuSiUm4ydU6x3ZA0fPnjAZVwlhulAEBQRyYydJkEeoieNqk77huJuXg7D7amPtyd3u7o5i2JIE2B3tUShS0ERqCqJUWTBb9vERcxePW56IN+bHw1fjZ1P5gF8OHcd/5ixBYW4+9FVVCA4MwrfL0nBs3R5FFG7A+fFN1ladre0nyVoCtP4oKik2KysiVLi/2JSGo2dPYFjvwbidewdTxk7E6gXLsTRuAcJ0oVxCE42fhnN1I6vlxO2NJHVx5n0D1StmWy4Mw+CDOGMSoIyMDJSWljr9mkpbph2JM6dQvBFHrMCWrORyLehispLIdY2fxmaZ7WzZq0T7huIKVPydj7Jfb6H011sou3Abpb/eQvt27RDz0jjEvTdD8lx7x1U5icm6tO3Mxd8vjVsAhmEAGGX7nPHxJuMqcTsf0XeoYiXMvG1c3fXpRgBA7q27yM/Jc29nFERpy7Qn1y+n1Eyo0i0DR15cS0LE0SQEJO7CPzDQpFyYUJHflZaOMR36YeT/dcOs58ejskqPoIBA7P1yK27su4A+j/e06brujm+yNlkj8V6R4R0l2wgKCITGT4PcgjzObe3wGXGLBhmUSWIXMjjzB2AyOSDbyQD9yvDRuLrnHOdGLmcCIvV8q0vmcWfw2oix8PMx5h545plnnH69muK+LYeakrSNoiyOKDKWFCVLdZbltp1bkIeggEC8Mny0zdmv7cXl42qVAWy5HqgyyBpbnDGuCmtsA8bfhb9GCwDw12jNwq+ECfJq4rj6fw+25J7R0rdmWjnae6gp7ttyqClJ22oa1L3cyVhybxkV3hNFeQUICtVh/dl9irQtdIW/nnUVb3R/hrPG+qjVmPzieMydMM3ue3K3W6A1rPWPuLsRd/C7eTkoKSvl3MSF5xHXssjwjjh69oSJi5k9NT0d7T9FnKxrf6PNM48DAN5//3306NHDvR2qIdC6596Fp7iXO4Ild19HZbKwbSl5rLSc9nS5b8u4qvHTIK8wHyzLcu7gYuOqVL1uOq5a58vNaXhr8XQAwNasE3bn4KF4Ju4Oa6XYBnUv9xAsWckdTUIg1jZZKXz6lecxZcgYvN5tKKdwP9NrEPKOXHFI4QY8b2VYuIItt3/EHVzjpwFgXFUXO4+/wk5qgctxnSP9GjdzollZGkvWDE97vt5C04YPoNOj7QAA8fHya6xSHINa/SmuxpKV3J46y5batiX7tSN4mtx3ZFwNCgjkFG7iDi42rl7dcw5zxsebjKmAbeMqf3y1hKc9X0d5edi93/6P6dvd2BOKM6BW/+oJtXRXM4oLCxE3dByu/nmZ29Ynqic2L1vLxUlVB/jWCOJqyI9JF66c848/fOYYNu/ZjmG9B2P1guU2JUkRWsktncNPzEZW+gHYvdruaclcPJGi4iLU79kKADB48GDMmTPHzT2iUDyL6mDppiiPlIWfKM5CLy/hOfxxtUvbzjaPqWG6UE4Bt2VclbKk23vf3sRz776EHQd3w0+rwaY/fnZ3dyiUGgu1dNcwWJbF8ukL8dwjPXD1z8tgAAzrPQT5R67g24/SqpXCDdyL6Zv3aRJX1xOAaIwY//ila5Zjz9H90Bv02HnwB7Qe0hkAbI4tLC0v49rjWwT4n0liGY2fH5eUx5HVdk8qW+KpBAUGYV6s0ZNj+/btuHv3rpt75B24My6bxoRTKO6HP6a2HtKZi+EmpbnExh7+OfwyXoDtY6pYH4j12tK4KmVJt/Wa3jiurlpgzAdUUVaO307+4t7OUMxwZ1w2jQn3TKjS7eXo9XokvvYunm7aET98vRkA8GCjpsg7cgVrE1OgVquden13JVUjE4LyinKuJBcABGj9zbLOjps5Ef/cvA5fH18UlRSjqKQYAFBaVmp1sBXeH3F7a9sqnEsqwx+0yecpycbkJkEBgSgpK0VQQCAAOLSiXt3c45zFlJiJCND6AwB1eZaJ0tnYveXaFIqn4a4xlSizeYX5uJp9javYoVapEdGyjcnYQ2pyZ9+5BYZhUF5RzpXx0hv0VhVY/j3yXcn54zp/bLY0rnZp29nh+/bWcTVA649HH/o/AMB74952c28oQpTOxu4t16ZIQ5VuF+CsFacf07fjmeadceT7fWBZFv/XvCX+v707j4/p3vsA/pkEkchC7NoQbS3VcKkiVEPTVp9StcZWKsLVUlSvtmqr2uoqWly19FpraZF6dLkoIppaQlo8qg310ETE0kb2kG0yzx/pzJNMZp858zvnzOf9euX1YnIy880J+cxvv374Z/zP3uOSN7b1RPUSJ15IgrZMC58aPoZp21m52ahbO9iwU7je3iPfQKfToaS0BFm52SjVlp9NrgOsHgtj/P3p1/v9mZUBbZnWMOVOH9rTRk8yjA7oG9j6zzl7r+R2bImcfbeu/P/arVu3cP78ebHFKIDIddlcE06OEH2KhlREZeq4QaMqrcWeNnqSIWf/zMqolD36ncdLSkug0+ngU8MH3l7//57D0g7n+q/Xf48Vc8041/XZzFw1b9eyTQCA/JxclBQXC66GKhK5LptrwuWJjW43cHWP05drt2LgQ52x4h/vQ6fTwd/PHzePJuPMF3EIDqrjktewlaheYv3r6s/wfDa8p9njTPS99SGNHoC3l7dhlBqA4VgYa69jaRMd4yPC9Od3383OxLy1SwzX2HOv1PqG0l06tPmbYQTg73//Ozxo6wqHiDwnXM1nlHPqvHSUPC3YEpEjr/rXXv72QowbNMrsMWEVz+TWzyrS5yxQ3iluy+uYy1V9rlc8Loy5alrTxg8ioFb5HkXvjVLeaL2aiTwnXK1nlCt92jw3UnMDS8eG2SPlt6t4s/dIlP7Vm1knsA52Ld2Ibh06u6pU2bK22Yktx4FUvEbfQ64PauPntndzFXOb0ABwaIMXtR1vIoJWq0VQ12YAgKioKO5oXkFsbCy2bNmC6OhoVTZ25UKOx6mpZSM1JW+AJQe23D+RuWrqWuaqaV/H78eI6eMBAN9c/0lwNZ7JVe/zyTK5HqXGjdRcyNmeFWd7nH49cw6DWz6Jyc8OQWlxMby9vHB65xGkHflZtQ1u4x5pa6Ma5nq7jTdgCWn0gGEdtj7MTT23pdcz1Vs+b+0SwwYw+nrqBNa2On3dHP3X598rUFWvvDt5e3vjzVETAAB79uxBSUmJ4IrE04+8rlmzhuuoXcDaSDanzpvn7KijK6YFq3Hk0xx7MxUwnavmjhJzda5WXMdd8bWYq1W99HRvw2a5Gxd8LLgaz3NgWyzWvbeEa6hdxFKbS+nT5jnSbQNRPSv3793H2/2jkXrpfw2P1Q4Iwo24X9xWgynuGGEw7pF29DUrHkeSduSizc+tfyy8XacqR6WY6i039TrGKr4OYH1TNbX2yrtb8FPNUVxUguDgYBw6dEh0OW5jajRbP/IaGBgIPz8/jnQ7SY4j2dbIZaRbDr/f5FCDntS56qpMrXhkl34auq3Pv+HLbYaOaeNjPU19/bSls60eB8ZcLTdr5QKs3LEeGi8Nvk75UXQ5qmVqRFvfRvDy9sJr86dzpNtJch3NtoQj3S7k7p6V7IxMTHwmCkNadzc0uHs88SRCGj2A9/86Dkkkd6ylM+5htzaqYc+IhS3PrX8s8UJSpe91w5fbDEeUVexpr7gDqzmmdjm3d5TBWZ40sqOXtOMoACAzMxNnz56t9Dk1r7k1tSu4fuR14sSJql1H7U4cyXacHHaNlkMNelLnqr2ZCpjOC+NNzex5fv1mbcbHeprKVf06bms/H9G5KpdMXfTGHACArkyHn+LFndmt9DW31pjao0nfRmCD2zWUPpptCUe6ZUSn02Hxa+/g1IHyRoJGo0G/p3tj6yLpj/6yhxzX0tmzrswe5tZqG/fy2/tcztblKLX28lvzeFQP/JZ6FQBw6tQpVK9eHYAyRyptxXXbZIpcRrqpMk/JVVPfpy0zxWx5PmfqcpScMvX58YNw4vxp+AX4Y9cv3wupQYmjlPbg2m0yxdaRbja6ZUCr1eLD12fg1IGjhl2We3Z6Ct+s3mlYp0OWVQxefW+3I28UrL3xsXXKm1zJ8Y2dO+h0OgR0CQEA9OzZE8uWLQPAhil5Hja6yVamcrVOYG34+9UyZIgtmWLtGmca3aLJKVPvF95H/YgWAIDPfvoOderXc3sNbJSSJ+L0chkwNc3G+LEvVn6K/s074+T+OOh0OrRu3gK/HzyPbz/5XLUN7g1fbkPIs2EIeTbM6SlZ+qldAAxT2cyd4Wm82ZmpaWHWpqfZOuVNrpR+JqmjNBoNVr77TwDAsWPHkJOTA0Ddx1URqY25qbxymeIr0pjZkxAU3gxjZjufS5ZyFUCljHRFrtqyPEuu5JSpvjV9UTug/A3/wrHThNSg1qOqiFyBI90SMjXNRv9YraAAlBTcR3FpKQCg+QPNcHrnYfj5+klel2jOHvth6rmMe9/1KvZCz1u7pFJvuqlpYXLqtSbXa/J0a+QW5MPPzw8JCQmiyyFyOyWPdJubyiunKb6iBIU3g7ZMC28vb+Qkpjr1XJaWURlnpPEoNXNVrO9/OoE+E4YCAPb9fkZWSxOJ1Ioj3TJgajOATpFPAgAKcvJQXFqKOoG18d36WPz83yccanBL3cMvxfNbO/bDkU3RAFTZ8My4p964N934+JAxsydh2tLZCG/XiW8MVOpcbHlD+969ezh27JjYYojILuY2wXLl5lhKzFQAGPhsX3h7eWPgs32dfl1Tm6WZylSg6ih1xVyNGN0HQeHNcOLcadmMBqtdxOPd4O1V3tBeOnmm4GqIqCKOdLvJr0kXsHDcVORllU9rDfIPxOFP96LNI62del6pe/ilen7jnm9za7JtfU1zG55Ze46KvfS5+Xl2jxSwB195/uu1wTh+NhEA8OOPPFqFPIuSR7rdQS2ZavyYvbnqaKZW3PdEj5nqXhu/3IY3lswAAHxz/SfB1RCpH0e6bST18QbXr1zDkEefwvRBY5CXlYPq1apjweRZSD/6q9MNbkD6I0+ken7jNV4V/+7Iaxqvq9I/R3i7TobefX1P/ZjZk0z2+FsbKbDl+yD5O7B2j+HP48ePF1iJZWo+zozUS+nrq9WSqcaP2fu65jJ12uhJlX7Gxnu0LN+62tB5/fijf2OmChAzcKThz4e/2CeuEBlS+5FmJG8eP9It1fEGOVnZmDVkPFIvlx9TVL1adaye+SFefjHKZa+hZJZGul3Zu12xdx6AYZ2afvfxirubO7LzKnvllWnbN7swYUH5RjOHDh1CcHCw4IqqUvNxZiSO1CPdXF8thrWRbqlzFYDNmWqpNmaqa/R9fTjik36Aj68vYi8fF12ObKj9SDMSg0eGmWCq0e3q4w10Oh0mPD0I6dfKp1Lpz9retnidancjl4q952+auj68XSckXkgy+5gtoc43kerUqGcr5N8rQEBAAOLj40WXUwWPMyMpSN3oZqNJ3hzNVVNZqv+zfufyuROm2/wzZ65KKzMnC02fawsA+CQuFk1bNBdckTzwSDOSAhvdJki5plur1WLZlFk48e0Rw1nbY/qPwKoZS9jYtsLcm7SK6639/WpZDWhTve+Orl+z9XOkXDl5uXjgmTYAgHfeeQdDhgwRXBGR9Lim2zO4OlcrzhBzdK8VWz9HrtH8+fb4MysDQXXrYPu5I6LLIVItrul2o4Vj/4H+zTvj+DeHodPp0DL0YaR89z/418wPqzS4lb7eTQq2rOGyZT1axWusXW/8c7BUg63ncPJnqyxBAYF4rmtPAMDSpUvhQf2PRKrB37umuTpXBz7b1+q1zFV5SdxxCACQczcLWX/eFVwNEXGk2wlfbfocWxd+jJLS8l06O7b5G/av2Y1afrXMfg2nVFUlYm2X8c/B3tcydT1/tsqj1WoR1LUZAODJJ5/EypUrBVdEJC21jXTz965pSstVc9fy5+uc+hEtcL/wPjr0CMf8bZ+ILodIlTjSLaHty9aif/PO2PD+MpSUalE7IAindx7G91v+Y7HBDUi/M6oSGfd4mzsP1JWMfw629rrrmerB589Weby9vbFx/ioAwIkTJ3Dz5k3BFRGRPfh71zSl5aq5UXH+fJ2z4p1FAIBz3ydCq9VauZqIpMSRbjtc+ukC3h89BQW5eQCAhnXr46tVOxHW4lFXl+qxKp7x6WjPtjvWinE9mro0fq418nLyERQUhLi4ONHlEElGbSPdZJ2zucpMVS6dTofA8KbQ6XQYP+8d9B0zVHRJRKrDkW4XOnPkBwxp8xTeHjAGBbl5qF6tOnb881NcPXCODW4nmVoDpj/j09GebXec82mqB59rz5Tr+MYDAICcnBwcOnRIcDVERI5zda6KylSAueosjUaDF3s8DwDYvGiF2GKIPBwb3RbkZufgtR4DsCBmKu7n30PNGj74ZNZSZJ38Hf0ie4suTxWMw1w/lWz52wsN53dbC1zja0RNR3PHGxOSxsNNm6PHE90AADNnzkRJSYngioiIHOPqXBU5xZu56rw1s5cBAEqKi5F0lGd2E4nC6eUm/HHjFmYOexV3rqcbHpseMwVzXnvHHWV6FGtTyioeb5J25KLJ55DLRiucHqdsOp0OAV1CAACtWrXCjh07BFdE5HqcXq5+zFUy9tQrvXHu0gX4Bfhj1y/fiy6HSFU4vdwBZWVlmPvKZIzt9iLuXE+Hl8YLr/QdirzTaWxwS8TeDcxMsbcX3tbpavZOa3PF90LiaDQaHPr0SwDA5cuXcfXqVcEVERHZj7lKxrb9cz2A8sbB3Tt/Cq6GyDOx0Q2gtLQUc1+ZhH6hnXD22EkAQO+nnkPu6etYM2d5lbO2yTauWIs1d8J0hDR6AHMnTDd7jbldWs29rvF0NXPXc1qb5+nWvgsaBtcHALzyyiuCqyEi+n+uWt9sb67a8roV89LS9cxVMUKbhCCwVvlMlMXj3xZcDZFn8vhG93+27sKAh7rg7LFTAIAOrdvi1tFL2L18s+DKlM+WcLUW5o70clt7XeMefGeOKuEmL+pzLjYBAFBUVIRNmzYJroaIqJytDVZX56otr1sxLy1dz1wVZ9XMJQCAy+d+5vFhRAJ4bKN7+7J16N+8C9bN+RAAUD+4HjKPX8MPnx1AgL/9x4lROXs3X3FFr7e9G6kZv+Ewd70tb0zYa68+gf4BGPXiEADAmjVruKkaEQmlz7jwdp1smvLt6ly1Jcsr5qWl65mr4gx+7iV4/TVz8+M33xdbDJEHUsRGanFxcdixYweOHz+OGzduoFGjRoiMjMSCBQvQuHFjm59Hv+GLRgPov+sGwfWwb+UOtGv1mETVexZ7N19xxSYpIjd84SYv6lRWVoagrs2g0+m4qRqpCjdSUx7mKrnKx5+txZzViwCNBl+nJHH5JJELqGojtenTp+PYsWMYMGAAVq1ahWHDhmH37t3o0KEDbt++bffz6XSAT/UauLjvJK4dPM8GtwvZu/mKpV5vW6eYiTzOhNTJy8sLe1eU/7u7fPkyrly5IrgiIvJUrspVe6Zti8pVNril9cbIV8v/oNMh8WC82GKIPIwiRroTEhLQvXt3eHl5VXqsR48emDVrFhYuXGjT8+h75D/8xzxMHDZWqnLJAnsCVS5HlliihBrJcY/0fhy3M/6Aj48PTpw4IbocIqdxpFt9bM1VJeSVEmpUuj4Th+L7H0+gZi0/7En+QXQ5RIqnqpHuiIiISg1u/WPBwcFITk62+/lG/rVek9zPnrVaShjBVkKN5LikL44CKN9Ubfv27YKrISKqytZcVUJeKaFGpdu2eB0AoLDgHgry8gVXQ+Q5FDHSbUp+fj7q1q2L6OhorF+/3uQ1RUVFKCoqMvw9NzcXISEh7JEXiFPHSGnGvz8VO/fHAgASExNRrVo1wRUROc7ZkW7mqvwwV8leob3aISM7E/UeaIjNp/aLLodI0VQ10m3KihUrUFxcjKFDh5q9ZvHixQgKCjJ8hISEuLFCMsWRI8CM8TgRcqf1cz82zLQZM2aM4GqIxGKuyg9zlex1YF15R3JG+h2U8oQOIrdwe6O7rKwMhYWFNn2YG4RPSEjAvHnzMGTIEERGRpp9rRkzZiAnJ8fwkZaWJtW3RRa4Osx5nAi5k0ajwWeL1gIAkpOTHdq8kUgtmKvywFwlZzz6UEv41vQFACwa/7bgaog8g9sb3QkJCfD19bXp4/Lly1W+/tKlSxgwYADCwsKwYcMGi6/l4+ODwMDASh9UmTt6tx0Jc0t1cc0XuVv/Z/qgQaO6AIBBgwYJroZIHOaqZe4aMWaukrOWv7UAAPBjHDdTI3IHt6/pvn37Ng4ePGjTtQMGDEBQUJDh72lpaXjyySdRrVo1nDhxwq4zugHusmqKO3YKdWS9GXcwJbnJycvFA8+0AQBMnDgRMTExgisish93L5eWu7KLuUquENAlBDqdDm9+NA+Rg18UXQ6RIsl2TXejRo0QHR1t00fFBvfdu3fRq1cvFBUV4bvvvrO7wU2m2du77Ugvvqn1ZtaeR2SvO9e2kSlBAYHo93RvAMCaNWtQwnVwRGTEkexirpIoL3R/FgDwyczFgishUj9F7F5eUFCAyMhIJCcnIz4+Hh07dnToedgj77yKPeXTRk9yeMdUOfe4y7k2Ei8wPARlZTqEhoYiNjZWdDlEduFIt/wwV0mU0tJS1O4WCgBYfXg3mrV6WGxBRAok25FuR7z88ss4c+YMoqKikJycjO3btxs+9u3bJ7o81TLVM12xp9yZjVfkvH5MzrWReAf/2vU1JSUFly5dElwNESkJc1V+tXmyatWqoWnjBwEAM4eOF1wNkbopYqQ7NDQUqampJj/XrFkzpKSk2PQ8jvTIe/L5l9Z6piveGwAee5/I8zwe1RO/pf4vvLy8cPr0aWg0GtElEdlEDiPdzFXmKslHxf1Kdv2aAD//WoIrIlIWVY10p6SkQKfTmfywtcHtKE88RkPfEx/erpPFnmn9mjIAmLZ0tsfdJ/JciTsPASg/AnHVqlWCqyFSFuaq5VzVj3jPW7vE4+4TuV9QQCD8/cob2ot5fBiRZBTR6BbJE6dE6d8QJV5IqrJRi7nrtWVaeHt5e9R9Is9Vo3oNjB88GgCwbds2lJaWCq6ISDmYq5ZzVX8tAI+7TyTGp3NXAADOHz8NBUyAJVIkNrqtMLVDqNpZekNkaT3a8rcXuuw+cadTkruP3lmE6tWrAQD69esnuBoi5WCuVmacd/pr506Y7rL7xEwlS/r2/C/DMqm96z8TXA2ROiliTbercJdV57lrB1LudEpK8OvVS+g8vPzIlS1btiAsLExwRUSWyWFNN1XmjrxjppI14+ZOwRcH9kKj0eDr1B9Fl0OkGKpa003yIdW0QHM9/ZxWR3LW5uHWCG3SFAAwduxYwdUQkRJJkXfMVLLXv99fCQDQ6XT44ZtDgqshUh+OdJMssBeelEqn0yGgSwiA8mnmc+bMEVwRkXkc6fYMzFRyxNMxLyHp4ln4BdTCrl8SRJdDpAgc6SZFYS88KZVGo8HcCe8AAL766isUFxcLroiIPB0zlRyxe9lGAMC9vALcvp4uuBoidWGjm2TB0sY63ACG5O6t6Mmo5u0NABg8eLDgaojI01nbrI65SqbUD65vmLHy4aQZgqshUhc2ukn2PPFMV1IWjUaDUzsOAwBu3ryJM2fOCK6IiMg85iqZs+H9VQCAK+d/QUlxieBqiNSDjW6yi4jecU6TIyV49KGWeOzh1gCAKVOmCK6GiJRA1Igzc5XMeeGpZ+HlVd48WDplluBqiNSDG6mRXbg5C5F5OXm5eOCZNgCA4cOHY9q0aYIrIqqMG6nJCzOV5Gjdrk14a/l7AICvU380nOFNRFVxIzWSBHvHicwLCgjEP0ZNBAB8/vnnyMnJEVwREckZM5Xk6O+DRxv+HL/3PwIrIVIPNroVSOQGKNY2ZyHydPMnz0TNGj4AgEGDBgmuhohsISpXmakkR97e3ojs/BQAYM3MxYKrIVIHNroViBugEMnbpW/KN1LLzs7Gt99+K7gaIrKGuUpU2b/nrQQAFN0vREb6bcHVECkfG90KFN6uE7y9vBHerpPoUkziUSTk6erVqYvuj4cDAObPnw8P2jqDSJGYq0SVNazbAPXr1AUATO3LmRhEzmKjW4ESLyRBW6ZF4oUk0aWYxBEDIuDrf+0EAJSVleHdd98VXA0RWcJcJarqwNpYAEBORiZyMjIFV0OkbGx0K5DcN16Re31E7lCjeg2sfLd8LVxcXBzu3LkjuCIiMkfuuSX3+kidWj/UAn41fQEASyfz+DAiZ3jUkWE5OTmoXbs2Ln+ThIBa/qLLISIP0GZQF2Rn5WLkyJEYN26c6HLIwxUUFKBPnz7Izs5GUFCQ08/HXCVSt5379+CtZe+hToO6WBe/V3Q5RLJzL78AY7r0tpqrHtXovnHjBkJCQkSXQUREJFRaWhoefPBBp5+HuUpERGQ9Vz2q0V1WVoabN28iICAAGo1GdDmylZubi5CQEKSlpVk85J3sw/sqHd5b6fDeSkfEvdXpdMjLy0OTJk3g5eX8CjPmqnX8PyQd3lvp8N5Kh/dWOnLO1WpuqUYmvLy8XNKz7ykCAwP5y0ACvK/S4b2VDu+tdNx9b10xrVyPuWo7/h+SDu+tdHhvpcN7Kx055io3UiMiIiIiIiKSCBvdRERERERERBJho5uq8PHxwdy5c+Hj4yO6FFXhfZUO7610eG+lw3vrGfhzlg7vrXR4b6XDeysdOd9bj9pIjYiIiIiIiMidONJNREREREREJBE2uomIiIiIiIgkwkY3ERERERERkUTY6CYiIiIiIiKSCBvdZFFcXBxiYmLQsmVL+Pn54aGHHsK4ceNw69Yt0aUpRlFREaZPn44mTZrA19cXXbp0weHDh0WXpXhJSUmYNGkSHnvsMdSqVQtNmzbFkCFD8Ntvv4kuTZUWLVoEjUaDsLAw0aWowtmzZ/HSSy8hODgYfn5+CAsLw6pVq0SXRW7AXHUec1UazFX3Yaa6ntxzlbuXk0VPPPEEMjMzERUVhRYtWuDatWtYvXo1/Pz8cP78eTRq1Eh0ibI3fPhwxMbGYurUqWjRogW2bNmCpKQkxMfHo3v37qLLU6zBgwfjxIkTiIqKQrt27XD79m2sXr0a+fn5SExMZJC50I0bN9CqVStoNBqEhobi4sWLoktStEOHDqFv377o0KEDhg4dCn9/f1y9ehVlZWX48MMPRZdHEmOuOo+5Kg3mqnswU11PCbnKRjdZlJCQgO7du8PLy6vSYz169MCsWbOwcOFCgdXJ35kzZ9ClSxcsXboUb731FgCgsLAQYWFhaNCgAU6ePCm4QuU6efIknnjiCdSoUcPw2JUrV9C2bVsMHjwY27dvF1idugwbNgx//vkntFotMjIy+AbBCbm5uWjZsiW6deuG2NjYSr9byTMwV53DXJUOc9U9mKmupZRclWdVJBsRERFV/vFGREQgODgYycnJgqpSjtjYWHh7e2P8+PGGx2rWrImxY8fi1KlTSEtLE1idsnXr1q3SGwMAaNGiBR577DH+23ShhIQExMbGYsWKFaJLUYWdO3fizp07WLRoEby8vFBQUICysjLRZZEbMVedw1yVDnNVesxU11NKrrLRTXbLz89Hfn4+6tWrJ7oU2Tt37hxatmyJwMDASo937twZAHD+/HkBVamXTqfDnTt3+G/TRbRaLSZPnoxx48ahbdu2ostRhSNHjiAwMBDp6elo1aoV/P39ERgYiAkTJqCwsFB0eSQIc9V2zFX3Yq66DjNVGkrJVTa6yW4rVqxAcXExhg4dKroU2bt16xYaN25c5XH9Yzdv3nR3Saq2Y8cOpKen89+mi6xbtw6pqalYsGCB6FJU48qVKygtLUW/fv3w/PPP48svv0RMTAzWrVuHMWPGiC6PBGGu2o656l7MVddhpkpDKblaTXQB5D5lZWUoLi626VofHx9oNJoqjyckJGDevHkYMmQIIiMjXV2i6ty/fx8+Pj5VHq9Zs6bh8+Qaly5dwuuvv46uXbti9OjRostRvLt37+K9997DnDlzUL9+fdHlqEZ+fj7u3buH1157zbCr6sCBA1FcXIz169dj/vz5aNGiheAqyVbMVfdjrroPc9V1mKnSUUqucqTbgyQkJMDX19emj8uXL1f5+kuXLmHAgAEICwvDhg0bBHwHyuPr64uioqIqj+unu/j6+rq7JFW6ffs2+vTpg6CgIMN6P3LO7NmzERwcjMmTJ4suRVX0/+eHDx9e6fERI0YAAE6dOuX2mshxzFX3Y666B3PVtZip0lFKrnKk24O0bt0amzdvtula46lbaWlp6NWrF4KCgrB//34EBARIUaLqNG7cGOnp6VUe15/H2qRJE3eXpDo5OTl44YUXkJ2djR9++IH31AWuXLmCTz/9FCtWrKg0VbOwsBAlJSVISUlBYGAggoODBVapTE2aNMEvv/yChg0bVnq8QYMGAICsrCwRZZGDmKvux1yVHnPVtZip0lJKrrLR7UEaNWqE6Ohou7/u7t276NWrF4qKihAXF2dyLRWZ1r59e8THxyM3N7fSpi+nT582fJ4cV1hYiL59++K3337DkSNH0KZNG9ElqUJ6ejrKysowZcoUTJkypcrnmzdvjjfeeIO7rzqgY8eOOHz4sGHDFz39GzFOO1QW5qr7MVelxVx1PWaqtJSSqzynmywqKChAZGQkkpOTER8fj44dO4ouSVFOnz6N8PDwSueJFhUVISwsDHXr1kViYqLgCpVLq9Vi4MCB2L9/P7766iv07t1bdEmqkZGRgePHj1d5fPbs2cjLy8PKlSvx8MMPc/dVB5w7dw6PP/44RowYgR07dhgeHzFiBPbs2YPU1FSOKqkcc9U5zFXpMFelwUyVllJylSPdZNHLL7+MM2fOICYmBsnJyZXOafT390f//v3FFacAXbp0QVRUFGbMmIE//vgDjzzyCLZu3YqUlBRs3LhRdHmKNm3aNHz99dfo27cvMjMzsX379kqfHzlypKDKlK9evXom/2/re+H5/95xHTp0QExMDDZt2oTS0lL06NEDx44dw549ezBjxgxZvDEgaTFXncNclQ5zVRrMVGkpJVc50k0WhYaGIjU11eTnmjVrhpSUFPcWpECFhYWYM2cOtm/fjqysLLRr1w4LFizA888/L7o0RevZsye+//57s5/nrzbX69mzJzIyMnDx4kXRpShaSUkJPvjgA2zevBk3b95Es2bN8Prrr2Pq1KmiSyM3YK46j7kqDeaqezFTXUcJucpGNxEREREREZFEeGQYERERERERkUTY6CYiIiIiIiKSCBvdRERERERERBJho5uIiIiIiIhIImx0ExEREREREUmEjW4iIiIiIiIiibDRTURERERERCQRNrqJiIiIiIiIJMJGNxEREREREZFE2OgmIiIiIiIikggb3UREREREREQSYaObiFyua9eu0Gg0OHXqVKXHc3Nz0b59e/j4+ODw4cOCqiMiIlIOZiqR8rHRTUQut2TJEgDA7NmzDY8VFxdjwIABuHDhArZu3YrnnntOVHlERESKwUwlUj42uonI5SIiItCnTx8cPXoUx44dg06nQ3R0NI4ePYqPP/4Yw4YNE10iERGRIjBTiZRPo9PpdKKLICL1+fnnn9G+fXt069YNnTt3xkcffYQZM2bggw8+EF0aERGRojBTiZSNjW4ikszo0aPx2WefAQBiYmKwcePGKtfs3bsXa9euxU8//YSsrCz8/vvvCA0NdXOlRERE8sZMJVIuTi8nIsnUr18fABAQEIBPPvnE5DUFBQWIiIjA/Pnz3VkaERGRojBTiZSrmugCiEidVq9ejeXLl6Nhw4a4c+cOtm7dildffbXKdaNGjQIAXLx40d0lEhERKQIzlUjZONJNRC63e/duvPHGG3j66adx7tw5BAUFYd68ebh3757o0oiIiBSFmUqkfGx0E5FLxcXFYdSoUWjbti327duHxo0b480338StW7ewcuVK0eUREREpBjOVSB24kRoRuczZs2fRs2dP1K1bFydPnkTjxo0BALm5uWjevDm0Wi2uXbuG4ODgKl978eJFtG3blpu+EBERgZlKpCYc6SYil7h69Sp69+6NGjVq4ODBg4Y3BwAQGBiI6dOnIycnB4sXLxZYJRERkfwxU4nUhSPdRCQL7JUnIiJyDWYqkbxw93IiEiozMxPXr1/H1atXAQC//vorsrOz0bRpU5NT5oiIiMg0ZiqRPHGkm4iE2rJlC8aMGVPl8c2bNyM6Otr9BRERESkUM5VIntjoJiIiIiIiIpIIN1IjIiIiIiIikggb3UREREREREQSYaObiIiIiIiISCJsdBMRERERERFJhI1uIiIiIiIiIomw0U1EREREREQkETa6iYiIiIiIiCTCRjcRERERERGRRNjoJiIiIiIiIpIIG91EREREREREEmGjm4iIiIiIiEgi/wd735hP/AIxBgAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(10, 3.2))\n", "\n", "plt.subplot(121)\n", "plot_decision_boundaries(kmeans_good, X)\n", "plt.title(\"Inertia = {:.1f}\".format(kmeans_good.inertia_), fontsize=14)\n", "\n", "plt.subplot(122)\n", "plot_decision_boundaries(kmeans_bad, X, show_ylabels=False)\n", "plt.title(\"Inertia = {:.1f}\".format(kmeans_bad.inertia_), fontsize=14)\n", "\n", "save_fig(\"bad_kmeans_plot\")\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "6CB2eT_gYF--" }, "source": [ "### Using Clustering for Image Segmentation" ] }, { "cell_type": "code", "execution_count": 66, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "5NRIa9iRYF--", "outputId": "fbfd646f-2d68-4088-e52f-d7dc70923871" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading ladybug.png\n" ] }, { "data": { "text/plain": [ "('./images/unsupervised_learning/ladybug.png',\n", " )" ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Download the ladybug image\n", "images_path = os.path.join(PROJECT_ROOT_DIR, \"images\", \"unsupervised_learning\")\n", "os.makedirs(images_path, exist_ok=True)\n", "DOWNLOAD_ROOT = \"https://raw.githubusercontent.com/ageron/handson-ml2/master/\"\n", "filename = \"ladybug.png\"\n", "print(\"Downloading\", filename)\n", "url = DOWNLOAD_ROOT + \"images/unsupervised_learning/\" + filename\n", "urllib.request.urlretrieve(url, os.path.join(images_path, filename))" ] }, { "cell_type": "code", "execution_count": 67, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "_drHe7JGYF--", "outputId": "d3adb51d-3795-4db2-ce82-0bba673bfde5" }, "outputs": [ { "data": { "text/plain": [ "(533, 800, 3)" ] }, "execution_count": 67, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from matplotlib.image import imread\n", "image = imread(os.path.join(images_path, filename))\n", "image.shape" ] }, { "cell_type": "code", "execution_count": 68, "metadata": { "id": "jZlEDu5fYF-_" }, "outputs": [], "source": [ "X = image.reshape(-1, 3)\n", "kmeans = KMeans(n_clusters=8, random_state=42).fit(X)\n", "segmented_img = kmeans.cluster_centers_[kmeans.labels_]\n", "segmented_img = segmented_img.reshape(image.shape)" ] }, { "cell_type": "code", "execution_count": 69, "metadata": { "id": "N8f0e9tJYF-_" }, "outputs": [], "source": [ "segmented_imgs = []\n", "n_colors = (10, 8, 6, 4, 2)\n", "for n_clusters in n_colors:\n", " kmeans = KMeans(n_clusters=n_clusters, random_state=42).fit(X)\n", " segmented_img = kmeans.cluster_centers_[kmeans.labels_]\n", " segmented_imgs.append(segmented_img.reshape(image.shape))" ] }, { "cell_type": "code", "execution_count": 70, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 445 }, "id": "4jDQWq6UYF-_", "outputId": "07e70323-894f-43e9-8431-4391d3f553f1" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure image_segmentation_diagram\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(10,5))\n", "plt.subplots_adjust(wspace=0.05, hspace=0.1)\n", "\n", "plt.subplot(231)\n", "plt.imshow(image)\n", "plt.title(\"Original image\")\n", "plt.axis('off')\n", "\n", "for idx, n_clusters in enumerate(n_colors):\n", " plt.subplot(232 + idx)\n", " plt.imshow(segmented_imgs[idx])\n", " plt.title(\"{} colors\".format(n_clusters))\n", " plt.axis('off')\n", "\n", "save_fig('image_segmentation_diagram', tight_layout=False)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "J4UDjNT7YF-_" }, "source": [ "### Using Clustering for Preprocessing" ] }, { "cell_type": "markdown", "metadata": { "id": "tR5Kk0mSYF-_" }, "source": [ "Let's tackle the _digits dataset_ which is a simple MNIST-like dataset containing 1,797 grayscale 8×8 images representing digits 0 to 9." ] }, { "cell_type": "code", "execution_count": 71, "metadata": { "id": "7siFJx3nYF-_" }, "outputs": [], "source": [ "from sklearn.datasets import load_digits" ] }, { "cell_type": "code", "execution_count": 72, "metadata": { "id": "jAvyONiwYF-_" }, "outputs": [], "source": [ "X_digits, y_digits = load_digits(return_X_y=True)" ] }, { "cell_type": "markdown", "metadata": { "id": "MAYOXTZEYF-_" }, "source": [ "Let's split it into a training set and a test set:" ] }, { "cell_type": "code", "execution_count": 73, "metadata": { "id": "WjOt-uMsYF_A" }, "outputs": [], "source": [ "from sklearn.model_selection import train_test_split" ] }, { "cell_type": "code", "execution_count": 74, "metadata": { "id": "om0BzcqRYF_A" }, "outputs": [], "source": [ "X_train, X_test, y_train, y_test = train_test_split(X_digits, y_digits, random_state=42)" ] }, { "cell_type": "markdown", "metadata": { "id": "tJcsr6tGYF_A" }, "source": [ "## LDA" ] }, { "cell_type": "code", "execution_count": 75, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 870 }, "id": "k41CmyvmYF_A", "outputId": "76c3e434-c28c-41cb-b9d9-b19c0ffb7e20", "tags": [ "hide-input" ] }, "outputs": [ { "data": { "text/html": [ "\n", "

\n", "\n", "A demo of linear-regression. [source]\n", "

\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from IPython.display import HTML\n", "display(HTML(\"\"\"\n", "

\n", "\n", "A demo of linear-regression. [source]\n", "

\n", "\"\"\"))" ] }, { "cell_type": "code", "execution_count": 76, "metadata": { "id": "nQAMpOQcYF_A" }, "outputs": [], "source": [ "from sklearn.linear_model import LogisticRegression" ] }, { "cell_type": "code", "execution_count": 77, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "VcFFJ9IqYF_A", "outputId": "edae10e6-b222-4e86-a490-b24db29c6e83" }, "outputs": [ { "data": { "text/html": [ "
LogisticRegression(max_iter=5000, multi_class='ovr', random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "LogisticRegression(max_iter=5000, multi_class='ovr', random_state=42)" ] }, "execution_count": 77, "metadata": {}, "output_type": "execute_result" } ], "source": [ "log_reg = LogisticRegression(multi_class=\"ovr\", solver=\"lbfgs\", max_iter=5000, random_state=42)\n", "log_reg.fit(X_train, y_train)" ] }, { "cell_type": "code", "execution_count": 78, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "n9y2QbVuYF_A", "outputId": "a05bb72b-d242-4edc-9f01-9abc6573d942" }, "outputs": [ { "data": { "text/plain": [ "0.9688888888888889" ] }, "execution_count": 78, "metadata": {}, "output_type": "execute_result" } ], "source": [ "log_reg_score = log_reg.score(X_test, y_test)\n", "log_reg_score" ] }, { "cell_type": "markdown", "metadata": { "id": "eHmdfz-CYF_A" }, "source": [ "Okay, that's our baseline: 96.89% accuracy. Let's see if we can do better by using K-Means as a preprocessing step. We will create a pipeline that will first cluster the training set into 50 clusters and replace the images with their distances to the 50 clusters, then apply a logistic regression model:" ] }, { "cell_type": "code", "execution_count": 79, "metadata": { "id": "mvVf2JGpYF_B" }, "outputs": [], "source": [ "from sklearn.pipeline import Pipeline" ] }, { "cell_type": "code", "execution_count": 80, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 126 }, "id": "uVEezhRQYF_B", "outputId": "bf028648-0074-4567-8351-69870be74358" }, "outputs": [ { "data": { "text/html": [ "
Pipeline(steps=[('kmeans', KMeans(n_clusters=50, random_state=42)),\n",
              "                ('log_reg',\n",
              "                 LogisticRegression(max_iter=5000, multi_class='ovr',\n",
              "                                    random_state=42))])
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "Pipeline(steps=[('kmeans', KMeans(n_clusters=50, random_state=42)),\n", " ('log_reg',\n", " LogisticRegression(max_iter=5000, multi_class='ovr',\n", " random_state=42))])" ] }, "execution_count": 80, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pipeline = Pipeline([\n", " (\"kmeans\", KMeans(n_clusters=50, random_state=42)),\n", " (\"log_reg\", LogisticRegression(multi_class=\"ovr\", solver=\"lbfgs\", max_iter=5000, random_state=42)),\n", "])\n", "pipeline.fit(X_train, y_train)" ] }, { "cell_type": "code", "execution_count": 81, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "wBVGq5FvYF_B", "outputId": "bb468876-a7e9-4c25-a173-530938223422" }, "outputs": [ { "data": { "text/plain": [ "0.9777777777777777" ] }, "execution_count": 81, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pipeline_score = pipeline.score(X_test, y_test)\n", "pipeline_score" ] }, { "cell_type": "markdown", "metadata": { "id": "euyqfAMYYF_B" }, "source": [ "How much did the error rate drop?" ] }, { "cell_type": "code", "execution_count": 82, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "TukC-9zlYF_B", "outputId": "2f56d119-12b5-4867-e84a-79b7a4b9400e" }, "outputs": [ { "data": { "text/plain": [ "0.28571428571428414" ] }, "execution_count": 82, "metadata": {}, "output_type": "execute_result" } ], "source": [ "1 - (1 - pipeline_score) / (1 - log_reg_score)" ] }, { "cell_type": "markdown", "metadata": { "id": "ZteY6_4bYF_B" }, "source": [ "How about that? We reduced the error rate by over 35%! But we chose the number of clusters $k$ completely arbitrarily, we can surely do better. Since K-Means is just a preprocessing step in a classification pipeline, finding a good value for $k$ is much simpler than earlier: there's no need to perform silhouette analysis or minimize the inertia, the best value of $k$ is simply the one that results in the best classification performance." ] }, { "cell_type": "code", "execution_count": 83, "metadata": { "id": "nkucCxM5YF_B" }, "outputs": [], "source": [ "from sklearn.model_selection import GridSearchCV" ] }, { "cell_type": "markdown", "metadata": { "id": "J2rRzdL7YF_B" }, "source": [ "Warning: the following cell may take close to 20 minutes to run, or more depending on your hardware." ] }, { "cell_type": "code", "execution_count": 84, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "J5rZfHz-YF_B", "outputId": "fe85b8a7-61ab-4a4d-e45b-64c6c65a33a1" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fitting 3 folds for each of 98 candidates, totalling 294 fits\n", "[CV] END ...............................kmeans__n_clusters=2; total time= 0.6s\n", "[CV] END ...............................kmeans__n_clusters=2; total time= 1.2s\n", "[CV] END ...............................kmeans__n_clusters=2; total time= 1.7s\n", "[CV] END ...............................kmeans__n_clusters=3; total time= 0.6s\n", "[CV] END ...............................kmeans__n_clusters=3; total time= 0.8s\n", "[CV] END ...............................kmeans__n_clusters=3; total time= 0.7s\n", "[CV] END ...............................kmeans__n_clusters=4; total time= 0.7s\n", "[CV] END ...............................kmeans__n_clusters=4; total time= 0.5s\n", "[CV] END ...............................kmeans__n_clusters=4; total time= 0.7s\n", "[CV] END ...............................kmeans__n_clusters=5; total time= 0.7s\n", "[CV] END ...............................kmeans__n_clusters=5; total time= 0.7s\n", "[CV] END ...............................kmeans__n_clusters=5; total time= 0.5s\n", "[CV] END ...............................kmeans__n_clusters=6; total time= 0.7s\n", "[CV] END ...............................kmeans__n_clusters=6; total time= 0.9s\n", "[CV] END ...............................kmeans__n_clusters=6; total time= 0.6s\n", "[CV] END ...............................kmeans__n_clusters=7; total time= 0.7s\n", "[CV] END ...............................kmeans__n_clusters=7; total time= 0.8s\n", "[CV] END ...............................kmeans__n_clusters=7; total time= 2.4s\n", "[CV] END ...............................kmeans__n_clusters=8; total time= 0.8s\n", "[CV] END ...............................kmeans__n_clusters=8; total time= 0.8s\n", "[CV] END ...............................kmeans__n_clusters=8; total time= 0.9s\n", "[CV] END ...............................kmeans__n_clusters=9; total time= 0.8s\n", "[CV] END ...............................kmeans__n_clusters=9; total time= 1.1s\n", "[CV] END ...............................kmeans__n_clusters=9; total time= 1.1s\n", "[CV] END ..............................kmeans__n_clusters=10; total time= 1.0s\n", "[CV] END ..............................kmeans__n_clusters=10; total time= 1.1s\n", "[CV] END ..............................kmeans__n_clusters=10; total time= 1.3s\n", "[CV] END ..............................kmeans__n_clusters=11; total time= 1.7s\n", "[CV] END ..............................kmeans__n_clusters=11; total time= 2.4s\n", "[CV] END ..............................kmeans__n_clusters=11; total time= 1.9s\n", "[CV] END ..............................kmeans__n_clusters=12; total time= 1.6s\n", "[CV] END ..............................kmeans__n_clusters=12; total time= 1.5s\n", "[CV] END ..............................kmeans__n_clusters=12; total time= 1.6s\n", "[CV] END ..............................kmeans__n_clusters=13; total time= 1.5s\n", "[CV] END ..............................kmeans__n_clusters=13; total time= 1.6s\n", "[CV] END ..............................kmeans__n_clusters=13; total time= 2.6s\n", "[CV] END ..............................kmeans__n_clusters=14; total time= 2.9s\n", "[CV] END ..............................kmeans__n_clusters=14; total time= 1.7s\n", "[CV] END ..............................kmeans__n_clusters=14; total time= 1.8s\n", "[CV] END ..............................kmeans__n_clusters=15; total time= 2.2s\n", "[CV] END ..............................kmeans__n_clusters=15; total time= 2.0s\n", "[CV] END ..............................kmeans__n_clusters=15; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=16; total time= 2.2s\n", "[CV] END ..............................kmeans__n_clusters=16; total time= 2.2s\n", "[CV] END ..............................kmeans__n_clusters=16; total time= 2.3s\n", "[CV] END ..............................kmeans__n_clusters=17; total time= 2.4s\n", "[CV] END ..............................kmeans__n_clusters=17; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=17; total time= 2.4s\n", "[CV] END ..............................kmeans__n_clusters=18; total time= 2.6s\n", "[CV] END ..............................kmeans__n_clusters=18; total time= 2.6s\n", "[CV] END ..............................kmeans__n_clusters=18; total time= 2.5s\n", "[CV] END ..............................kmeans__n_clusters=19; total time= 4.1s\n", "[CV] END ..............................kmeans__n_clusters=19; total time= 2.7s\n", "[CV] END ..............................kmeans__n_clusters=19; total time= 2.6s\n", "[CV] END ..............................kmeans__n_clusters=20; total time= 2.8s\n", "[CV] END ..............................kmeans__n_clusters=20; total time= 6.5s\n", "[CV] END ..............................kmeans__n_clusters=20; total time= 2.5s\n", "[CV] END ..............................kmeans__n_clusters=21; total time= 2.9s\n", "[CV] END ..............................kmeans__n_clusters=21; total time= 2.9s\n", "[CV] END ..............................kmeans__n_clusters=21; total time= 3.4s\n", "[CV] END ..............................kmeans__n_clusters=22; total time= 3.6s\n", "[CV] END ..............................kmeans__n_clusters=22; total time= 3.1s\n", "[CV] END ..............................kmeans__n_clusters=22; total time= 2.8s\n", "[CV] END ..............................kmeans__n_clusters=23; total time= 3.7s\n", "[CV] END ..............................kmeans__n_clusters=23; total time= 3.8s\n", "[CV] END ..............................kmeans__n_clusters=23; total time= 2.7s\n", "[CV] END ..............................kmeans__n_clusters=24; total time= 3.0s\n", "[CV] END ..............................kmeans__n_clusters=24; total time= 5.3s\n", "[CV] END ..............................kmeans__n_clusters=24; total time= 2.7s\n", "[CV] END ..............................kmeans__n_clusters=25; total time= 2.6s\n", "[CV] END ..............................kmeans__n_clusters=25; total time= 2.8s\n", "[CV] END ..............................kmeans__n_clusters=25; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=26; total time= 3.6s\n", "[CV] END ..............................kmeans__n_clusters=26; total time= 3.5s\n", "[CV] END ..............................kmeans__n_clusters=26; total time= 2.5s\n", "[CV] END ..............................kmeans__n_clusters=27; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=27; total time= 3.5s\n", "[CV] END ..............................kmeans__n_clusters=27; total time= 2.9s\n", "[CV] END ..............................kmeans__n_clusters=28; total time= 3.8s\n", "[CV] END ..............................kmeans__n_clusters=28; total time= 5.1s\n", "[CV] END ..............................kmeans__n_clusters=28; total time= 2.9s\n", "[CV] END ..............................kmeans__n_clusters=29; total time= 2.7s\n", "[CV] END ..............................kmeans__n_clusters=29; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=29; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=30; total time= 3.3s\n", "[CV] END ..............................kmeans__n_clusters=30; total time= 3.1s\n", "[CV] END ..............................kmeans__n_clusters=30; total time= 5.2s\n", "[CV] END ..............................kmeans__n_clusters=31; total time= 3.3s\n", "[CV] END ..............................kmeans__n_clusters=31; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=31; total time= 13.5s\n", "[CV] END ..............................kmeans__n_clusters=32; total time= 11.5s\n", "[CV] END ..............................kmeans__n_clusters=32; total time= 7.3s\n", "[CV] END ..............................kmeans__n_clusters=32; total time= 2.9s\n", "[CV] END ..............................kmeans__n_clusters=33; total time= 3.4s\n", "[CV] END ..............................kmeans__n_clusters=33; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=33; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=34; total time= 3.6s\n", "[CV] END ..............................kmeans__n_clusters=34; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=34; total time= 5.1s\n", "[CV] END ..............................kmeans__n_clusters=35; total time= 3.3s\n", "[CV] END ..............................kmeans__n_clusters=35; total time= 3.3s\n", "[CV] END ..............................kmeans__n_clusters=35; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=36; total time= 4.1s\n", "[CV] END ..............................kmeans__n_clusters=36; total time= 3.4s\n", "[CV] END ..............................kmeans__n_clusters=36; total time= 3.6s\n", "[CV] END ..............................kmeans__n_clusters=37; total time= 5.2s\n", "[CV] END ..............................kmeans__n_clusters=37; total time= 3.7s\n", "[CV] END ..............................kmeans__n_clusters=37; total time= 3.3s\n", "[CV] END ..............................kmeans__n_clusters=38; total time= 5.8s\n", "[CV] END ..............................kmeans__n_clusters=38; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=38; total time= 4.4s\n", "[CV] END ..............................kmeans__n_clusters=39; total time= 6.9s\n", "[CV] END ..............................kmeans__n_clusters=39; total time= 4.0s\n", "[CV] END ..............................kmeans__n_clusters=39; total time= 5.3s\n", "[CV] END ..............................kmeans__n_clusters=40; total time= 3.8s\n", "[CV] END ..............................kmeans__n_clusters=40; total time= 5.9s\n", "[CV] END ..............................kmeans__n_clusters=40; total time= 5.3s\n", "[CV] END ..............................kmeans__n_clusters=41; total time= 3.7s\n", "[CV] END ..............................kmeans__n_clusters=41; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=41; total time= 5.3s\n", "[CV] END ..............................kmeans__n_clusters=42; total time= 3.6s\n", "[CV] END ..............................kmeans__n_clusters=42; total time= 4.4s\n", "[CV] END ..............................kmeans__n_clusters=42; total time= 4.9s\n", "[CV] END ..............................kmeans__n_clusters=43; total time= 3.7s\n", "[CV] END ..............................kmeans__n_clusters=43; total time= 5.3s\n", "[CV] END ..............................kmeans__n_clusters=43; total time= 4.5s\n", "[CV] END ..............................kmeans__n_clusters=44; total time= 4.0s\n", "[CV] END ..............................kmeans__n_clusters=44; total time= 5.7s\n", "[CV] END ..............................kmeans__n_clusters=44; total time= 3.3s\n", "[CV] END ..............................kmeans__n_clusters=45; total time= 3.7s\n", "[CV] END ..............................kmeans__n_clusters=45; total time= 4.9s\n", "[CV] END ..............................kmeans__n_clusters=45; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=46; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=46; total time= 4.8s\n", "[CV] END ..............................kmeans__n_clusters=46; total time= 4.5s\n", "[CV] END ..............................kmeans__n_clusters=47; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=47; total time= 5.9s\n", "[CV] END ..............................kmeans__n_clusters=47; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=48; total time= 3.6s\n", "[CV] END ..............................kmeans__n_clusters=48; total time= 5.9s\n", "[CV] END ..............................kmeans__n_clusters=48; total time= 3.1s\n", "[CV] END ..............................kmeans__n_clusters=49; total time= 3.5s\n", "[CV] END ..............................kmeans__n_clusters=49; total time= 6.0s\n", "[CV] END ..............................kmeans__n_clusters=49; total time= 6.0s\n", "[CV] END ..............................kmeans__n_clusters=50; total time= 3.8s\n", "[CV] END ..............................kmeans__n_clusters=50; total time= 6.2s\n", "[CV] END ..............................kmeans__n_clusters=50; total time= 4.4s\n", "[CV] END ..............................kmeans__n_clusters=51; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=51; total time= 6.5s\n", "[CV] END ..............................kmeans__n_clusters=51; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=52; total time= 4.0s\n", "[CV] END ..............................kmeans__n_clusters=52; total time= 5.9s\n", "[CV] END ..............................kmeans__n_clusters=52; total time= 4.0s\n", "[CV] END ..............................kmeans__n_clusters=53; total time= 3.6s\n", "[CV] END ..............................kmeans__n_clusters=53; total time= 6.1s\n", "[CV] END ..............................kmeans__n_clusters=53; total time= 3.8s\n", "[CV] END ..............................kmeans__n_clusters=54; total time= 4.4s\n", "[CV] END ..............................kmeans__n_clusters=54; total time= 5.5s\n", "[CV] END ..............................kmeans__n_clusters=54; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=55; total time= 5.4s\n", "[CV] END ..............................kmeans__n_clusters=55; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=55; total time= 4.4s\n", "[CV] END ..............................kmeans__n_clusters=56; total time= 5.9s\n", "[CV] END ..............................kmeans__n_clusters=56; total time= 4.1s\n", "[CV] END ..............................kmeans__n_clusters=56; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=57; total time= 5.9s\n", "[CV] END ..............................kmeans__n_clusters=57; total time= 4.0s\n", "[CV] END ..............................kmeans__n_clusters=57; total time= 4.1s\n", "[CV] END ..............................kmeans__n_clusters=58; total time= 8.0s\n", "[CV] END ..............................kmeans__n_clusters=58; total time= 4.9s\n", "[CV] END ..............................kmeans__n_clusters=58; total time= 5.8s\n", "[CV] END ..............................kmeans__n_clusters=59; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=59; total time= 5.8s\n", "[CV] END ..............................kmeans__n_clusters=59; total time= 4.1s\n", "[CV] END ..............................kmeans__n_clusters=60; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=60; total time= 6.4s\n", "[CV] END ..............................kmeans__n_clusters=60; total time= 4.1s\n", "[CV] END ..............................kmeans__n_clusters=61; total time= 3.8s\n", "[CV] END ..............................kmeans__n_clusters=61; total time= 6.1s\n", "[CV] END ..............................kmeans__n_clusters=61; total time= 3.7s\n", "[CV] END ..............................kmeans__n_clusters=62; total time= 3.9s\n", "[CV] END ..............................kmeans__n_clusters=62; total time= 6.6s\n", "[CV] END ..............................kmeans__n_clusters=62; total time= 4.4s\n", "[CV] END ..............................kmeans__n_clusters=63; total time= 6.0s\n", "[CV] END ..............................kmeans__n_clusters=63; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=63; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=64; total time= 6.0s\n", "[CV] END ..............................kmeans__n_clusters=64; total time= 4.1s\n", "[CV] END ..............................kmeans__n_clusters=64; total time= 4.4s\n", "[CV] END ..............................kmeans__n_clusters=65; total time= 5.3s\n", "[CV] END ..............................kmeans__n_clusters=65; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=65; total time= 5.8s\n", "[CV] END ..............................kmeans__n_clusters=66; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=66; total time= 8.7s\n", "[CV] END ..............................kmeans__n_clusters=66; total time= 4.8s\n", "[CV] END ..............................kmeans__n_clusters=67; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=67; total time= 6.7s\n", "[CV] END ..............................kmeans__n_clusters=67; total time= 4.9s\n", "[CV] END ..............................kmeans__n_clusters=68; total time= 6.6s\n", "[CV] END ..............................kmeans__n_clusters=68; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=68; total time= 4.8s\n", "[CV] END ..............................kmeans__n_clusters=69; total time= 5.6s\n", "[CV] END ..............................kmeans__n_clusters=69; total time= 4.5s\n", "[CV] END ..............................kmeans__n_clusters=69; total time= 5.5s\n", "[CV] END ..............................kmeans__n_clusters=70; total time= 5.1s\n", "[CV] END ..............................kmeans__n_clusters=70; total time= 6.4s\n", "[CV] END ..............................kmeans__n_clusters=70; total time= 5.3s\n", "[CV] END ..............................kmeans__n_clusters=71; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=71; total time= 6.7s\n", "[CV] END ..............................kmeans__n_clusters=71; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=72; total time= 5.8s\n", "[CV] END ..............................kmeans__n_clusters=72; total time= 4.8s\n", "[CV] END ..............................kmeans__n_clusters=72; total time= 4.1s\n", "[CV] END ..............................kmeans__n_clusters=73; total time= 6.0s\n", "[CV] END ..............................kmeans__n_clusters=73; total time= 4.3s\n", "[CV] END ..............................kmeans__n_clusters=73; total time= 4.0s\n", "[CV] END ..............................kmeans__n_clusters=74; total time= 8.7s\n", "[CV] END ..............................kmeans__n_clusters=74; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=74; total time= 5.6s\n", "[CV] END ..............................kmeans__n_clusters=75; total time= 5.3s\n", "[CV] END ..............................kmeans__n_clusters=75; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=75; total time= 6.7s\n", "[CV] END ..............................kmeans__n_clusters=76; total time= 4.5s\n", "[CV] END ..............................kmeans__n_clusters=76; total time= 5.7s\n", "[CV] END ..............................kmeans__n_clusters=76; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=77; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=77; total time= 6.9s\n", "[CV] END ..............................kmeans__n_clusters=77; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=78; total time= 6.6s\n", "[CV] END ..............................kmeans__n_clusters=78; total time= 5.0s\n", "[CV] END ..............................kmeans__n_clusters=78; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=79; total time= 6.3s\n", "[CV] END ..............................kmeans__n_clusters=79; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=79; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=80; total time= 5.7s\n", "[CV] END ..............................kmeans__n_clusters=80; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=80; total time= 6.3s\n", "[CV] END ..............................kmeans__n_clusters=81; total time= 4.5s\n", "[CV] END ..............................kmeans__n_clusters=81; total time= 6.1s\n", "[CV] END ..............................kmeans__n_clusters=81; total time= 6.7s\n", "[CV] END ..............................kmeans__n_clusters=82; total time= 4.9s\n", "[CV] END ..............................kmeans__n_clusters=82; total time= 6.7s\n", "[CV] END ..............................kmeans__n_clusters=82; total time= 5.3s\n", "[CV] END ..............................kmeans__n_clusters=83; total time= 6.4s\n", "[CV] END ..............................kmeans__n_clusters=83; total time= 4.9s\n", "[CV] END ..............................kmeans__n_clusters=83; total time= 6.0s\n", "[CV] END ..............................kmeans__n_clusters=84; total time= 4.8s\n", "[CV] END ..............................kmeans__n_clusters=84; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=84; total time= 6.1s\n", "[CV] END ..............................kmeans__n_clusters=85; total time= 4.2s\n", "[CV] END ..............................kmeans__n_clusters=85; total time= 6.7s\n", "[CV] END ..............................kmeans__n_clusters=85; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=86; total time= 4.4s\n", "[CV] END ..............................kmeans__n_clusters=86; total time= 6.4s\n", "[CV] END ..............................kmeans__n_clusters=86; total time= 4.3s\n", "[CV] END ..............................kmeans__n_clusters=87; total time= 6.4s\n", "[CV] END ..............................kmeans__n_clusters=87; total time= 5.1s\n", "[CV] END ..............................kmeans__n_clusters=87; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=88; total time= 6.4s\n", "[CV] END ..............................kmeans__n_clusters=88; total time= 5.0s\n", "[CV] END ..............................kmeans__n_clusters=88; total time= 6.8s\n", "[CV] END ..............................kmeans__n_clusters=89; total time= 5.0s\n", "[CV] END ..............................kmeans__n_clusters=89; total time= 8.0s\n", "[CV] END ..............................kmeans__n_clusters=89; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=90; total time= 5.8s\n", "[CV] END ..............................kmeans__n_clusters=90; total time= 6.2s\n", "[CV] END ..............................kmeans__n_clusters=90; total time= 4.4s\n", "[CV] END ..............................kmeans__n_clusters=91; total time= 7.0s\n", "[CV] END ..............................kmeans__n_clusters=91; total time= 5.4s\n", "[CV] END ..............................kmeans__n_clusters=91; total time= 7.1s\n", "[CV] END ..............................kmeans__n_clusters=92; total time= 5.0s\n", "[CV] END ..............................kmeans__n_clusters=92; total time= 6.5s\n", "[CV] END ..............................kmeans__n_clusters=92; total time= 4.6s\n", "[CV] END ..............................kmeans__n_clusters=93; total time= 4.8s\n", "[CV] END ..............................kmeans__n_clusters=93; total time= 6.4s\n", "[CV] END ..............................kmeans__n_clusters=93; total time= 4.9s\n", "[CV] END ..............................kmeans__n_clusters=94; total time= 6.9s\n", "[CV] END ..............................kmeans__n_clusters=94; total time= 5.1s\n", "[CV] END ..............................kmeans__n_clusters=94; total time= 4.9s\n", "[CV] END ..............................kmeans__n_clusters=95; total time= 5.7s\n", "[CV] END ..............................kmeans__n_clusters=95; total time= 5.1s\n", "[CV] END ..............................kmeans__n_clusters=95; total time= 6.8s\n", "[CV] END ..............................kmeans__n_clusters=96; total time= 4.8s\n", "[CV] END ..............................kmeans__n_clusters=96; total time= 8.8s\n", "[CV] END ..............................kmeans__n_clusters=96; total time= 4.5s\n", "[CV] END ..............................kmeans__n_clusters=97; total time= 5.9s\n", "[CV] END ..............................kmeans__n_clusters=97; total time= 6.7s\n", "[CV] END ..............................kmeans__n_clusters=97; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=98; total time= 7.3s\n", "[CV] END ..............................kmeans__n_clusters=98; total time= 5.1s\n", "[CV] END ..............................kmeans__n_clusters=98; total time= 6.7s\n", "[CV] END ..............................kmeans__n_clusters=99; total time= 4.7s\n", "[CV] END ..............................kmeans__n_clusters=99; total time= 6.8s\n", "[CV] END ..............................kmeans__n_clusters=99; total time= 4.6s\n" ] }, { "data": { "text/html": [ "
GridSearchCV(cv=3,\n",
              "             estimator=Pipeline(steps=[('kmeans',\n",
              "                                        KMeans(n_clusters=50, random_state=42)),\n",
              "                                       ('log_reg',\n",
              "                                        LogisticRegression(max_iter=5000,\n",
              "                                                           multi_class='ovr',\n",
              "                                                           random_state=42))]),\n",
              "             param_grid={'kmeans__n_clusters': range(2, 100)}, verbose=2)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "GridSearchCV(cv=3,\n", " estimator=Pipeline(steps=[('kmeans',\n", " KMeans(n_clusters=50, random_state=42)),\n", " ('log_reg',\n", " LogisticRegression(max_iter=5000,\n", " multi_class='ovr',\n", " random_state=42))]),\n", " param_grid={'kmeans__n_clusters': range(2, 100)}, verbose=2)" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" } ], "source": [ "param_grid = dict(kmeans__n_clusters=range(2, 100))\n", "grid_clf = GridSearchCV(pipeline, param_grid, cv=3, verbose=2)\n", "grid_clf.fit(X_train, y_train)" ] }, { "cell_type": "markdown", "metadata": { "id": "6r5nsnYqYF_C" }, "source": [ "Let's see what the best number of clusters is:" ] }, { "cell_type": "code", "execution_count": 85, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "MmzHM250YF_C", "outputId": "0344bc80-ff53-43b7-ccb3-746271fa8276" }, "outputs": [ { "data": { "text/plain": [ "{'kmeans__n_clusters': 69}" ] }, "execution_count": 85, "metadata": {}, "output_type": "execute_result" } ], "source": [ "grid_clf.best_params_" ] }, { "cell_type": "code", "execution_count": 86, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "9kWS57j8YF_C", "outputId": "bc9cd612-cb43-480f-c282-cab3028124b2" }, "outputs": [ { "data": { "text/plain": [ "0.9777777777777777" ] }, "execution_count": 86, "metadata": {}, "output_type": "execute_result" } ], "source": [ "grid_clf.score(X_test, y_test)" ] }, { "cell_type": "markdown", "metadata": { "id": "n9XbwewNYF_C" }, "source": [ "Another use case for clustering is in semi-supervised learning, when we have plenty of unlabeled instances and very few labeled instances." ] }, { "cell_type": "markdown", "metadata": { "id": "NZhCeM0TYF_C" }, "source": [ "Let's look at the performance of a logistic regression model when we only have 50 labeled instances:" ] }, { "cell_type": "code", "execution_count": 87, "metadata": { "id": "Tb5LZQNgYF_C" }, "outputs": [], "source": [ "n_labeled = 50" ] }, { "cell_type": "code", "execution_count": 88, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "U6xdnTIDYF_C", "outputId": "cf6cea6d-c99e-4395-efcd-e567ccbaf190" }, "outputs": [ { "data": { "text/plain": [ "0.8333333333333334" ] }, "execution_count": 88, "metadata": {}, "output_type": "execute_result" } ], "source": [ "log_reg = LogisticRegression(multi_class=\"ovr\", solver=\"lbfgs\", random_state=42)\n", "log_reg.fit(X_train[:n_labeled], y_train[:n_labeled])\n", "log_reg.score(X_test, y_test)" ] }, { "cell_type": "markdown", "metadata": { "id": "7bdmf5sLYF_C" }, "source": [ "It's much less than earlier of course. Let's see how we can do better. First, let's cluster the training set into 50 clusters, then for each cluster let's find the image closest to the centroid. We will call these images the representative images:" ] }, { "cell_type": "code", "execution_count": 89, "metadata": { "id": "3sBg73GxYF_C" }, "outputs": [], "source": [ "k = 50" ] }, { "cell_type": "code", "execution_count": 90, "metadata": { "id": "yIjW8U7eYF_C" }, "outputs": [], "source": [ "kmeans = KMeans(n_clusters=k, random_state=42)\n", "X_digits_dist = kmeans.fit_transform(X_train)\n", "representative_digit_idx = np.argmin(X_digits_dist, axis=0)\n", "X_representative_digits = X_train[representative_digit_idx]" ] }, { "cell_type": "markdown", "metadata": { "id": "X0xrjd-jYF_D" }, "source": [ "Now let's plot these representative images and label them manually:" ] }, { "cell_type": "code", "execution_count": 91, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 209 }, "id": "sEcTFysHYF_D", "outputId": "40bbd389-6a17-41c6-b75c-4fd7b43aeb40" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure representative_images_diagram\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(8, 2))\n", "for index, X_representative_digit in enumerate(X_representative_digits):\n", " plt.subplot(k // 10, 10, index + 1)\n", " plt.imshow(X_representative_digit.reshape(8, 8), cmap=\"binary\", interpolation=\"bilinear\")\n", " plt.axis('off')\n", "\n", "save_fig(\"representative_images_diagram\", tight_layout=False)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 92, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "UfLtbZzrYF_D", "outputId": "2b3c8035-092e-43cf-da76-67a2ce1d2560" }, "outputs": [ { "data": { "text/plain": [ "array([4, 8, 0, 6, 8, 3, 7, 7, 9, 2, 5, 5, 8, 5, 2, 1, 2, 9, 6, 1, 1, 6,\n", " 9, 0, 8, 3, 0, 7, 4, 1, 6, 5, 2, 4, 1, 8, 6, 3, 9, 2, 4, 2, 9, 4,\n", " 7, 6, 2, 3, 1, 1])" ] }, "execution_count": 92, "metadata": {}, "output_type": "execute_result" } ], "source": [ "y_train[representative_digit_idx]" ] }, { "cell_type": "code", "execution_count": 93, "metadata": { "id": "wO8sATcrYF_D" }, "outputs": [], "source": [ "y_representative_digits = np.array([\n", " 0, 1, 3, 2, 7, 6, 4, 6, 9, 5,\n", " 1, 2, 9, 5, 2, 7, 8, 1, 8, 6,\n", " 3, 2, 5, 4, 5, 4, 0, 3, 2, 6,\n", " 1, 7, 7, 9, 1, 8, 6, 5, 4, 8,\n", " 5, 3, 3, 6, 7, 9, 7, 8, 4, 9])" ] }, { "cell_type": "markdown", "metadata": { "id": "nYYl-mR8YF_D" }, "source": [ "Now we have a dataset with just 50 labeled instances, but instead of being completely random instances, each of them is a representative image of its cluster. Let's see if the performance is any better:" ] }, { "cell_type": "code", "execution_count": 94, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "spsJNHZNYF_D", "outputId": "143da87b-13a2-4bfd-b3e2-c616076af805" }, "outputs": [ { "data": { "text/plain": [ "0.10444444444444445" ] }, "execution_count": 94, "metadata": {}, "output_type": "execute_result" } ], "source": [ "log_reg = LogisticRegression(multi_class=\"ovr\", solver=\"lbfgs\", max_iter=5000, random_state=42)\n", "log_reg.fit(X_representative_digits, y_representative_digits)\n", "log_reg.score(X_test, y_test)" ] }, { "cell_type": "markdown", "metadata": { "id": "4chUYgj1YF_D" }, "source": [ "Wow! We jumped from 83.3% accuracy to 91.3%, although we are still only training the model on 50 instances. Since it's often costly and painful to label instances, especially when it has to be done manually by experts, it's a good idea to make them label representative instances rather than just random instances." ] }, { "cell_type": "markdown", "metadata": { "id": "qwOGq7f_YF_D" }, "source": [ "But perhaps we can go one step further: what if we propagated the labels to all the other instances in the same cluster?" ] }, { "cell_type": "code", "execution_count": 95, "metadata": { "id": "I8A_Sb4AYF_E" }, "outputs": [], "source": [ "y_train_propagated = np.empty(len(X_train), dtype=np.int32)\n", "for i in range(k):\n", " y_train_propagated[kmeans.labels_==i] = y_representative_digits[i]" ] }, { "cell_type": "code", "execution_count": 96, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "jFWCESEjYF_E", "outputId": "0ff8fcfa-b0b1-4981-8e8f-89c72ce50a80" }, "outputs": [ { "data": { "text/html": [ "
LogisticRegression(max_iter=5000, multi_class='ovr', random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "LogisticRegression(max_iter=5000, multi_class='ovr', random_state=42)" ] }, "execution_count": 96, "metadata": {}, "output_type": "execute_result" } ], "source": [ "log_reg = LogisticRegression(multi_class=\"ovr\", solver=\"lbfgs\", max_iter=5000, random_state=42)\n", "log_reg.fit(X_train, y_train_propagated)" ] }, { "cell_type": "code", "execution_count": 97, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "rhby4rnKYF_E", "outputId": "db10bf16-34d8-4f51-db40-59802059bb03" }, "outputs": [ { "data": { "text/plain": [ "0.14888888888888888" ] }, "execution_count": 97, "metadata": {}, "output_type": "execute_result" } ], "source": [ "log_reg.score(X_test, y_test)" ] }, { "cell_type": "markdown", "metadata": { "id": "0VG1SHzWYF_E" }, "source": [ "We got a tiny little accuracy boost. Better than nothing, but we should probably have propagated the labels only to the instances closest to the centroid, because by propagating to the full cluster, we have certainly included some outliers. Let's only propagate the labels to the 75th percentile closest to the centroid:" ] }, { "cell_type": "code", "execution_count": 98, "metadata": { "id": "wr0-XV1_YF_E" }, "outputs": [], "source": [ "percentile_closest = 75\n", "\n", "X_cluster_dist = X_digits_dist[np.arange(len(X_train)), kmeans.labels_]\n", "for i in range(k):\n", " in_cluster = (kmeans.labels_ == i)\n", " cluster_dist = X_cluster_dist[in_cluster]\n", " cutoff_distance = np.percentile(cluster_dist, percentile_closest)\n", " above_cutoff = (X_cluster_dist > cutoff_distance)\n", " X_cluster_dist[in_cluster & above_cutoff] = -1" ] }, { "cell_type": "code", "execution_count": 99, "metadata": { "id": "guKdveLxYF_E" }, "outputs": [], "source": [ "partially_propagated = (X_cluster_dist != -1)\n", "X_train_partially_propagated = X_train[partially_propagated]\n", "y_train_partially_propagated = y_train_propagated[partially_propagated]" ] }, { "cell_type": "code", "execution_count": 100, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "wn1rfyFbYF_E", "outputId": "5ea22454-cc7b-45ca-c905-7c3526b967d5" }, "outputs": [ { "data": { "text/html": [ "
LogisticRegression(max_iter=5000, multi_class='ovr', random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "LogisticRegression(max_iter=5000, multi_class='ovr', random_state=42)" ] }, "execution_count": 100, "metadata": {}, "output_type": "execute_result" } ], "source": [ "log_reg = LogisticRegression(multi_class=\"ovr\", solver=\"lbfgs\", max_iter=5000, random_state=42)\n", "log_reg.fit(X_train_partially_propagated, y_train_partially_propagated)" ] }, { "cell_type": "code", "execution_count": 101, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "AMhwBGUZYF_F", "outputId": "a5d797c9-2744-4427-ccc8-601293855b9d" }, "outputs": [ { "data": { "text/plain": [ "0.15777777777777777" ] }, "execution_count": 101, "metadata": {}, "output_type": "execute_result" } ], "source": [ "log_reg.score(X_test, y_test)" ] }, { "cell_type": "markdown", "metadata": { "id": "iiShs8LbYF_F" }, "source": [ "A bit better. With just 50 labeled instances (just 5 examples per class on average!), we got 92.7% performance, which is getting closer to the performance of logistic regression on the fully labeled _digits_ dataset (which was 96.9%)." ] }, { "cell_type": "markdown", "metadata": { "id": "GHeIfQX9YF_F" }, "source": [ "This is because the propagated labels are actually pretty good: their accuracy is close to 96%:" ] }, { "cell_type": "code", "execution_count": 102, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "NIjKB_BmYF_F", "outputId": "fdd9d4ee-8d86-4d34-fca0-82056801d0cb" }, "outputs": [ { "data": { "text/plain": [ "0.19541375872382852" ] }, "execution_count": 102, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.mean(y_train_partially_propagated == y_train[partially_propagated])" ] }, { "cell_type": "markdown", "metadata": { "id": "beVxvHFsYF_F" }, "source": [ "You could now do a few iterations of *active learning*:\n", "1. Manually label the instances that the classifier is least sure about, if possible by picking them in distinct clusters.\n", "2. Train a new model with these additional labels." ] }, { "cell_type": "markdown", "metadata": { "id": "mEvLHeUEYF_F" }, "source": [ "## DBSCAN" ] }, { "cell_type": "code", "execution_count": 103, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 870 }, "id": "kNBwiSRbYF_F", "outputId": "0a5a8153-1033-4d09-cfa8-3aa476d7fbe2", "tags": [ "hide-input" ] }, "outputs": [ { "data": { "text/html": [ "\n", "

\n", "\n", "A demo of linear-regression. [source]\n", "

\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from IPython.display import HTML\n", "display(HTML(\"\"\"\n", "

\n", "\n", "A demo of linear-regression. [source]\n", "

\n", "\"\"\"))" ] }, { "cell_type": "code", "execution_count": 104, "metadata": { "id": "mMOOvn5kYF_F" }, "outputs": [], "source": [ "from sklearn.datasets import make_moons" ] }, { "cell_type": "code", "execution_count": 105, "metadata": { "id": "ByYBuapUYF_F" }, "outputs": [], "source": [ "X, y = make_moons(n_samples=1000, noise=0.05, random_state=42)" ] }, { "cell_type": "code", "execution_count": 106, "metadata": { "id": "EOPlXybQYF_F" }, "outputs": [], "source": [ "from sklearn.cluster import DBSCAN" ] }, { "cell_type": "code", "execution_count": 107, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "lteMnGGoYF_G", "outputId": "60c59b07-ca36-4fa8-82b5-ab0a7049402f" }, "outputs": [ { "data": { "text/html": [ "
DBSCAN(eps=0.05)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "DBSCAN(eps=0.05)" ] }, "execution_count": 107, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dbscan = DBSCAN(eps=0.05, min_samples=5)\n", "dbscan.fit(X)" ] }, { "cell_type": "code", "execution_count": 108, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "JWp9y8ORYF_G", "outputId": "a3ecbf80-de4c-487c-8d97-c5eed4f8cc22" }, "outputs": [ { "data": { "text/plain": [ "array([ 0, 2, -1, -1, 1, 0, 0, 0, 2, 5])" ] }, "execution_count": 108, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dbscan.labels_[:10]" ] }, { "cell_type": "code", "execution_count": 109, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "vYDO78zpYF_K", "outputId": "2c368020-5403-4dfc-e122-c855eb2429a6" }, "outputs": [ { "data": { "text/plain": [ "808" ] }, "execution_count": 109, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(dbscan.core_sample_indices_)" ] }, { "cell_type": "code", "execution_count": 110, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "XdSLSTVjYF_K", "outputId": "9f6c7c41-ce9d-4274-a0d5-557bf390987b" }, "outputs": [ { "data": { "text/plain": [ "array([ 0, 4, 5, 6, 7, 8, 10, 11, 12, 13])" ] }, "execution_count": 110, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dbscan.core_sample_indices_[:10]" ] }, { "cell_type": "code", "execution_count": 111, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Czx5rL78YF_K", "outputId": "0ba1ea34-7542-4bfa-fb7f-0523b4f85a20" }, "outputs": [ { "data": { "text/plain": [ "array([[-0.02137124, 0.40618608],\n", " [-0.84192557, 0.53058695],\n", " [ 0.58930337, -0.32137599]])" ] }, "execution_count": 111, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dbscan.components_[:3]" ] }, { "cell_type": "code", "execution_count": 112, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Nfd4QC0iYF_K", "outputId": "8fb7d788-e34e-4e7b-a253-5a94d3db418d" }, "outputs": [ { "data": { "text/plain": [ "array([-1, 0, 1, 2, 3, 4, 5, 6])" ] }, "execution_count": 112, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.unique(dbscan.labels_)" ] }, { "cell_type": "code", "execution_count": 113, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "FdNhizXFYF_K", "outputId": "dc380258-8b1f-473f-d6bd-10cc2f2ef1d7" }, "outputs": [ { "data": { "text/html": [ "
DBSCAN(eps=0.2)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "DBSCAN(eps=0.2)" ] }, "execution_count": 113, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dbscan2 = DBSCAN(eps=0.2)\n", "dbscan2.fit(X)" ] }, { "cell_type": "code", "execution_count": 114, "metadata": { "id": "2qH_RG-YYF_K" }, "outputs": [], "source": [ "def plot_dbscan(dbscan, X, size, show_xlabels=True, show_ylabels=True):\n", " core_mask = np.zeros_like(dbscan.labels_, dtype=bool)\n", " core_mask[dbscan.core_sample_indices_] = True\n", " anomalies_mask = dbscan.labels_ == -1\n", " non_core_mask = ~(core_mask | anomalies_mask)\n", "\n", " cores = dbscan.components_\n", " anomalies = X[anomalies_mask]\n", " non_cores = X[non_core_mask]\n", "\n", " plt.scatter(cores[:, 0], cores[:, 1],\n", " c=dbscan.labels_[core_mask], marker='o', s=size, cmap=\"Paired\")\n", " plt.scatter(cores[:, 0], cores[:, 1], marker='*', s=20, c=dbscan.labels_[core_mask])\n", " plt.scatter(anomalies[:, 0], anomalies[:, 1],\n", " c=\"r\", marker=\"x\", s=100)\n", " plt.scatter(non_cores[:, 0], non_cores[:, 1], c=dbscan.labels_[non_core_mask], marker=\".\")\n", " if show_xlabels:\n", " plt.xlabel(\"$x_1$\", fontsize=14)\n", " else:\n", " plt.tick_params(labelbottom=False)\n", " if show_ylabels:\n", " plt.ylabel(\"$x_2$\", fontsize=14, rotation=0)\n", " else:\n", " plt.tick_params(labelleft=False)\n", " plt.title(\"eps={:.2f}, min_samples={}\".format(dbscan.eps, dbscan.min_samples), fontsize=14)" ] }, { "cell_type": "code", "execution_count": 115, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 344 }, "id": "tEyNd6_EYF_K", "outputId": "d8585aae-ac95-4c02-b056-9ef3c975ef98" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure dbscan_plot\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(9, 3.2))\n", "\n", "plt.subplot(121)\n", "plot_dbscan(dbscan, X, size=100)\n", "\n", "plt.subplot(122)\n", "plot_dbscan(dbscan2, X, size=600, show_ylabels=False)\n", "\n", "save_fig(\"dbscan_plot\")\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 116, "metadata": { "id": "xLcI9EYRYF_L" }, "outputs": [], "source": [ "dbscan = dbscan2" ] }, { "cell_type": "code", "execution_count": 117, "metadata": { "id": "eVFs0OoHYF_L" }, "outputs": [], "source": [ "from sklearn.neighbors import KNeighborsClassifier" ] }, { "cell_type": "code", "execution_count": 118, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "6ja_pndPYF_L", "outputId": "dcb1f245-c842-4427-be64-1c77c9a31c09" }, "outputs": [ { "data": { "text/html": [ "
KNeighborsClassifier(n_neighbors=50)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "KNeighborsClassifier(n_neighbors=50)" ] }, "execution_count": 118, "metadata": {}, "output_type": "execute_result" } ], "source": [ "knn = KNeighborsClassifier(n_neighbors=50)\n", "knn.fit(dbscan.components_, dbscan.labels_[dbscan.core_sample_indices_])" ] }, { "cell_type": "code", "execution_count": 119, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "IO-YYx5hYF_L", "outputId": "8187c522-a8a3-46c6-b435-53871807288b" }, "outputs": [ { "data": { "text/plain": [ "array([1, 0, 1, 0])" ] }, "execution_count": 119, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_new = np.array([[-0.5, 0], [0, 0.5], [1, -0.1], [2, 1]])\n", "knn.predict(X_new)" ] }, { "cell_type": "code", "execution_count": 120, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "AQWsoOXhYF_L", "outputId": "8d4c4878-a5f5-418c-df97-9ddc6ceb6fb9" }, "outputs": [ { "data": { "text/plain": [ "array([[0.18, 0.82],\n", " [1. , 0. ],\n", " [0.12, 0.88],\n", " [1. , 0. ]])" ] }, "execution_count": 120, "metadata": {}, "output_type": "execute_result" } ], "source": [ "knn.predict_proba(X_new)" ] }, { "cell_type": "code", "execution_count": 121, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 325 }, "id": "ia6MSzK3YF_L", "outputId": "78a51539-37ce-4357-bb98-7783d9387417" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving figure cluster_classification_plot\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(6, 3))\n", "plot_decision_boundaries(knn, X, show_centroids=False)\n", "plt.scatter(X_new[:, 0], X_new[:, 1], c=\"b\", marker=\"+\", s=200, zorder=10)\n", "save_fig(\"cluster_classification_plot\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 122, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "RYRt-BODYF_M", "outputId": "4963570f-e2c5-499f-c03d-5678fcc745fc" }, "outputs": [ { "data": { "text/plain": [ "array([-1, 0, 1, -1])" ] }, "execution_count": 122, "metadata": {}, "output_type": "execute_result" } ], "source": [ "y_dist, y_pred_idx = knn.kneighbors(X_new, n_neighbors=1)\n", "y_pred = dbscan.labels_[dbscan.core_sample_indices_][y_pred_idx]\n", "y_pred[y_dist > 0.2] = -1\n", "y_pred.ravel()" ] }, { "cell_type": "markdown", "metadata": { "id": "XTIuldrLYF_M" }, "source": [ "## Hierarchical Clustering" ] }, { "cell_type": "markdown", "metadata": { "id": "exe4ExuNYF_M" }, "source": [ "### Spectral Clustering" ] }, { "cell_type": "code", "execution_count": 123, "metadata": { "id": "LZPOOmFEYF_M" }, "outputs": [], "source": [ "from sklearn.cluster import SpectralClustering" ] }, { "cell_type": "code", "execution_count": 124, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "mEAmsfsJYF_M", "outputId": "f31cf291-c635-4fb8-d8d8-15219ae32b19" }, "outputs": [ { "data": { "text/html": [ "
SpectralClustering(gamma=100, n_clusters=2, random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "SpectralClustering(gamma=100, n_clusters=2, random_state=42)" ] }, "execution_count": 124, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sc1 = SpectralClustering(n_clusters=2, gamma=100, random_state=42)\n", "sc1.fit(X)" ] }, { "cell_type": "code", "execution_count": 125, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 75 }, "id": "uyU1kPPGYF_M", "outputId": "d9a3e39d-2e26-4bf5-a7fd-82066a31ceb0" }, "outputs": [ { "data": { "text/html": [ "
SpectralClustering(gamma=1, n_clusters=2, random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "SpectralClustering(gamma=1, n_clusters=2, random_state=42)" ] }, "execution_count": 125, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sc2 = SpectralClustering(n_clusters=2, gamma=1, random_state=42)\n", "sc2.fit(X)" ] }, { "cell_type": "code", "execution_count": 126, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "-aglndB7YF_M", "outputId": "fbbc0859-2180-4259-d864-8bf0f9cffbae" }, "outputs": [ { "data": { "text/plain": [ "0.04251990648936265" ] }, "execution_count": 126, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.percentile(sc1.affinity_matrix_, 95)" ] }, { "cell_type": "code", "execution_count": 127, "metadata": { "id": "DmK5Fvt-YF_M" }, "outputs": [], "source": [ "def plot_spectral_clustering(sc, X, size, alpha, show_xlabels=True, show_ylabels=True):\n", " plt.scatter(X[:, 0], X[:, 1], marker='o', s=size, c='gray', cmap=\"Paired\", alpha=alpha)\n", " plt.scatter(X[:, 0], X[:, 1], marker='o', s=30, c='w')\n", " plt.scatter(X[:, 0], X[:, 1], marker='.', s=10, c=sc.labels_, cmap=\"Paired\")\n", "\n", " if show_xlabels:\n", " plt.xlabel(\"$x_1$\", fontsize=14)\n", " else:\n", " plt.tick_params(labelbottom=False)\n", " if show_ylabels:\n", " plt.ylabel(\"$x_2$\", fontsize=14, rotation=0)\n", " else:\n", " plt.tick_params(labelleft=False)\n", " plt.title(\"RBF gamma={}\".format(sc.gamma), fontsize=14)" ] }, { "cell_type": "code", "execution_count": 128, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 396 }, "id": "1Z0Oa83jYF_N", "outputId": "3d587fb4-81c4-4829-c641-823195f8bb7c" }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ ":2: UserWarning: No data for colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " plt.scatter(X[:, 0], X[:, 1], marker='o', s=size, c='gray', cmap=\"Paired\", alpha=alpha)\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(9, 3.2))\n", "\n", "plt.subplot(121)\n", "plot_spectral_clustering(sc1, X, size=500, alpha=0.1)\n", "\n", "plt.subplot(122)\n", "plot_spectral_clustering(sc2, X, size=4000, alpha=0.01, show_ylabels=False)\n", "\n", "plt.show()\n" ] }, { "cell_type": "markdown", "metadata": { "id": "8KGFB5FVYF_N" }, "source": [ "### Agglomerative Clustering" ] }, { "cell_type": "code", "execution_count": 129, "metadata": { "id": "l4nt-9XNYF_N" }, "outputs": [], "source": [ "from sklearn.cluster import AgglomerativeClustering" ] }, { "cell_type": "code", "execution_count": 130, "metadata": { "id": "0kUfDALdYF_N" }, "outputs": [], "source": [ "X = np.array([0, 2, 5, 8.5]).reshape(-1, 1)\n", "agg = AgglomerativeClustering(linkage=\"complete\").fit(X)" ] }, { "cell_type": "code", "execution_count": 131, "metadata": { "id": "Oyy06hM3YF_N" }, "outputs": [], "source": [ "def learned_parameters(estimator):\n", " return [attrib for attrib in dir(estimator)\n", " if attrib.endswith(\"_\") and not attrib.startswith(\"_\")]" ] }, { "cell_type": "code", "execution_count": 132, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "9JwYwQL2YF_N", "outputId": "4541134a-a9c3-42d4-8d9f-3c0d5c59d758" }, "outputs": [ { "data": { "text/plain": [ "['children_',\n", " 'labels_',\n", " 'n_clusters_',\n", " 'n_connected_components_',\n", " 'n_features_in_',\n", " 'n_leaves_']" ] }, "execution_count": 132, "metadata": {}, "output_type": "execute_result" } ], "source": [ "learned_parameters(agg)" ] }, { "cell_type": "code", "execution_count": 133, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "7LEYOZMeYF_N", "outputId": "db4d5ad5-a982-4d71-f27f-2b2914083ef0", "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "array([[0, 1],\n", " [2, 3],\n", " [4, 5]])" ] }, "execution_count": 133, "metadata": {}, "output_type": "execute_result" } ], "source": [ "agg.children_" ] } ], "metadata": { "colab": { "provenance": [] }, "kernelspec": { "display_name": "pytorch", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.18" } }, "nbformat": 4, "nbformat_minor": 0 }