{ "cells": [ { "attachments": {}, "cell_type": "markdown", "id": "b773bf8e-c420-44e1-80a6-99f75dd12268", "metadata": {}, "source": [ "# 2. Using sklearn with CapyMOA\n", "\n", "In this tutorial we demonstrate how someone can directly use scikit-learn learners in CapyMOA.\n", "* The primary requirement for a scikit-learn learner to be used is that it implements `partial_fit()`.\n", "\n", "---\n", "\n", "*More information about CapyMOA can be found at* https://www.capymoa.org.\n", "\n", "**last update on 28/11/2025**" ] }, { "attachments": {}, "cell_type": "markdown", "id": "948e37ec-fbfd-43ea-a04a-7c11215452cc", "metadata": {}, "source": [ "## 2.1 Using raw sklearn objects\n", "\n", "* This example shows a model from scikit-learn can be used with our ```Instance``` representation in a simple **test-then-train loop**.\n", "* In this case, we need to adapt data to accommodate what the sklearn expects." ] }, { "cell_type": "code", "execution_count": 1, "id": "9b58b88d", "metadata": { "execution": { "iopub.execute_input": "2024-09-23T00:27:42.449571Z", "iopub.status.busy": "2024-09-23T00:27:42.449414Z", "iopub.status.idle": "2024-09-23T00:27:42.456048Z", "shell.execute_reply": "2024-09-23T00:27:42.455509Z" }, "nbsphinx": "hidden" }, "outputs": [], "source": [ "# This cell is hidden on capymoa.org. See docs/contributing/docs.rst\n", "from util.nbmock import mock_datasets, is_nb_fast\n", "\n", "if is_nb_fast():\n", " mock_datasets()" ] }, { "cell_type": "code", "execution_count": 2, "id": "2745848d-43d1-4d9e-a191-14e6be61bf7b", "metadata": { "ExecuteTime": { "end_time": "2024-04-29T11:35:22.576729Z", "start_time": "2024-04-29T11:35:20.707805Z" }, "execution": { "iopub.execute_input": "2024-09-23T00:27:42.458051Z", "iopub.status.busy": "2024-09-23T00:27:42.457893Z", "iopub.status.idle": "2024-09-23T00:27:45.411684Z", "shell.execute_reply": "2024-09-23T00:27:45.411196Z" } }, "outputs": [ { "data": { "text/plain": [ "84.7" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from capymoa.evaluation import ClassificationEvaluator\n", "from capymoa.datasets import ElectricityTiny\n", "\n", "from sklearn import linear_model\n", "\n", "# Toy dataset with only 1000 instances\n", "elec_stream = ElectricityTiny()\n", "\n", "# Creates a sklearn classifier\n", "sklearn_SGD = linear_model.SGDClassifier()\n", "\n", "ob_evaluator = ClassificationEvaluator(schema=elec_stream.get_schema())\n", "\n", "# Counter for partial fits\n", "partial_fit_count = 0\n", "while elec_stream.has_more_instances():\n", " instance = elec_stream.next_instance()\n", "\n", " prediction = -1\n", " if (\n", " partial_fit_count > 0\n", " ): # scikit-learn does not allow invoking predict in a model that has not been previously fitted\n", " prediction = sklearn_SGD.predict([instance.x])[0]\n", " ob_evaluator.update(instance.y_index, prediction)\n", " sklearn_SGD.partial_fit(\n", " [instance.x], [instance.y_index], classes=elec_stream.schema.get_label_indexes()\n", " )\n", " partial_fit_count += 1\n", "\n", "ob_evaluator.accuracy()" ] }, { "cell_type": "markdown", "id": "eb71a0ef-44ff-4168-b5dd-62530f74d112", "metadata": {}, "source": [ "## 2.2 Using a generic SKClassifier wrapper\n", "\n", "* Instead of sklearn's ```SGDClassifier``` here we use the CapyMOA wrapper ```SKClassifier``` on a **test-then-train loop**.\n", "* There is also a ```SKRegressor``` available in CapyMOA." ] }, { "cell_type": "code", "execution_count": 3, "id": "1f457d2f-1b5d-4f41-a883-f11bc7a59814", "metadata": { "ExecuteTime": { "end_time": "2024-04-29T11:35:24.504861Z", "start_time": "2024-04-29T11:35:22.580171Z" }, "execution": { "iopub.execute_input": "2024-09-23T00:27:45.413472Z", "iopub.status.busy": "2024-09-23T00:27:45.413287Z", "iopub.status.idle": "2024-09-23T00:27:46.303094Z", "shell.execute_reply": "2024-09-23T00:27:46.302678Z" } }, "outputs": [ { "data": { "text/plain": [ "84.7" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from sklearn import linear_model\n", "from capymoa.base import SKClassifier\n", "from capymoa.evaluation import ClassificationEvaluator\n", "\n", "## Opening a file as a stream\n", "elec_stream = ElectricityTiny()\n", "\n", "# Creating a learner\n", "sklearn_SGD = SKClassifier(\n", " schema=elec_stream.get_schema(), sklearner=linear_model.SGDClassifier()\n", ")\n", "\n", "# Creating the evaluator\n", "sklearn_SGD_evaluator = ClassificationEvaluator(schema=elec_stream.get_schema())\n", "\n", "while elec_stream.has_more_instances():\n", " instance = elec_stream.next_instance()\n", "\n", " prediction = sklearn_SGD.predict(instance)\n", " sklearn_SGD_evaluator.update(instance.y_index, prediction)\n", " sklearn_SGD.train(instance)\n", "\n", "sklearn_SGD_evaluator.accuracy()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "a4ff1ac9-07a1-4a0b-9bb5-f2afa79dd928", "metadata": {}, "source": [ "## 2.3 Using prequential evaluation and SKClassifier\n", "* Instead of an instance loop we may use the ```prequential_evaluation()``` function." ] }, { "cell_type": "code", "execution_count": 4, "id": "da2bba35-c258-4fc0-8932-f97d56e4e276", "metadata": { "ExecuteTime": { "end_time": "2024-04-29T11:35:26.365823Z", "start_time": "2024-04-29T11:35:24.506697Z" }, "execution": { "iopub.execute_input": "2024-09-23T00:27:46.304720Z", "iopub.status.busy": "2024-09-23T00:27:46.304582Z", "iopub.status.idle": "2024-09-23T00:27:47.228682Z", "shell.execute_reply": "2024-09-23T00:27:47.228228Z" } }, "outputs": [ { "data": { "text/plain": [ "84.7" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from capymoa.evaluation import prequential_evaluation\n", "\n", "elec_stream = ElectricityTiny()\n", "\n", "sklearn_SGD = SKClassifier(\n", " schema=elec_stream.get_schema(), sklearner=linear_model.SGDClassifier()\n", ")\n", "\n", "results_sklearn_SGD = prequential_evaluation(\n", " stream=elec_stream, learner=sklearn_SGD, window_size=4500\n", ")\n", "\n", "results_sklearn_SGD.cumulative.accuracy()" ] }, { "cell_type": "markdown", "id": "91da6c75-2f60-4bd9-9afb-ddf01ba5e253", "metadata": {}, "source": [ "## 2.4 Further abstractions\n", "\n", "* We can wrap popular algorithms to make then even easier to use.\n", "* So far, one can use the following wrappers:\n", " * `PassiveAggressiveClassifier`\n", " * `SGDClassifier`\n", " * `PassiveAggressiveRegressor`\n", " * `SGDRegressor`\n", "\n", "* In the following example we show how one can use `SGDClassifier` and `PassiveAggressiveClassifier`." ] }, { "cell_type": "code", "execution_count": 5, "id": "6d72c4b4-6c26-478a-8ad6-1ec29db4361b", "metadata": { "execution": { "iopub.execute_input": "2024-09-23T00:27:47.230381Z", "iopub.status.busy": "2024-09-23T00:27:47.230245Z", "iopub.status.idle": "2024-09-23T00:28:33.307359Z", "shell.execute_reply": "2024-09-23T00:28:33.306981Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 53.8 s, sys: 97.9 ms, total: 53.9 s\n", "Wall time: 53.7 s\n" ] }, { "data": { "image/png": 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dzWbjP//5D9dccw3PPfcc48aN45RTTuHCCy9k1KhR7NixA4Dhw4d7HrNmzRpOO+00z+033niDs88+u8XnGTFiBKDG0R9//PHs3LmTU089tc37e+WVV3quDxo0iKeeeorjjjuOiooKIiMjycnJYezYsUyYMAG32018fDzR0dEA5OTkMHToUKZMmYKmaT4l840lJydjs9mIjIz0lNM3DuSfeeYZxo4dy8MPP+xZtmjRItLS0tixYwfDhg0DYOjQoTzyyCNtfq2i95FAXgghhBBCiF4s3G5l6/2Bl1E/vmIHL32TjctPWbxV07hiSga3TR8W8HO3xZw5czjrrLP4+uuv+f777/noo4945JFH+Ne//uV3/VGjRnnKy4cOHUp9fX2rz2GW+5vZ8baU/3tbt24d9913H5s2baK4uBi32w2oIP3oo4/muuuuY86cOaxfv57p06czbdo0pk+fDsDll1/O9OnTGT58OLNmzeLss89mxowZ7doPgE2bNvH5558TGRnZ5L7MzExPID9+/Ph2P4foXWSMvBBCCCGEEL2YpmlEhNgC/m/+xHR0/Ae3Ojq/mZge8LZaK3X3JywsjOnTp3PPPffw3Xffcfnll/PXv/7VM1Z9+/btnnVDQ0MZMmQIQ4YMCXj7v/zyCwADBw4EYNiwYWzbtq1N+1hZWcnMmTOJjo5m8eLFrFmzhnfffRdQ498BzjjjDPbs2cOtt97K/v37Offcc/njH/8IwLhx48jKyuKBBx6gurqaefPmcf7557dpH7xVVFRwzjnnsHHjRp//du7cycknn+xZz+FwtPs5RO/SrYF8eXk5t9xyC+np6YSHhzN58mTWrFnjuf/yyy/3mVZC0zRmzZrV6nb/7//+j4yMDMLCwpg4cSI//vhjZ74MIYQQQggheo2BiQ4WzhmFRQOrRfO5XDhnFBmJXRsMHn300VRWVjJjxgzi4+NZuHBhu7fldrt56qmnGDhwoGdM/MUXX8zKlSvZsGFDk/WdTieVlU2n3du2bRuFhYX8/e9/56STTmLEiBE+je5MSUlJXHbZZbz66qs8/PDDvPjii577oqOjueCCC3jxxRd58803Wbp0KUVFRe16XePGjePnn38mIyPDc2LD/E+C9yNTt5bWX3311WzZsoVXX32V1NRUXnvtNaZNm8bWrVvp168fALNmzfJ0fwSaNMVo7M033+S2227jueeeY+LEiTzxxBPMnDmT7du306dPn059PUIIIYQQQvQGcyekcVxGPG+u3UtucTX948K5YEJapwbxhYWFzJ07lyuvvJJRo0YRFRXF2rVreeSRR5g9ezaRkZH861//4oILLuCss87i5ptvZujQoVRUVPDxxx8DYLVam2wzLy+PqqoqtmzZwhNPPMGPP/7IsmXLPOvecsstLFu2jKlTp/LAAw8wZcoUz3MvXLiQf//7302mnxswYAAhISE8/fTT/O53v2PLli088MADPuvce++9jB8/npEjR1JdXc0nn3zCUUcdBcDjjz9OSkoKY8eOxWKx8Pbbb5OcnOwzdV5b3HDDDbz44otcdNFF3HHHHcTHx7Nr1y7eeOMN/vWvfzV5X8Thr9sC+erqapYuXcr777/vKQe57777+PDDD3n22Wd58MEHARW4t2UOxccff5xrrrmGK664AoDnnnuOZcuWsWjRIu66667gvxAhhBBCCCF6oYxEB3fOGtFlzxcZGcnEiRP55z//SWZmJk6nk7S0NK655hr+9Kc/AXDeeefx3XffsXDhQi699FKKioqIiYlhwoQJfhvdTZs2DYCIiAjS09M57bTTeOGFF3xK8UNDQ1mxYgX//Oc/ef7557n99tuJiIjgqKOO4uabb+aYY45psq9JSUn85z//4U9/+hNPPfUU48aN49FHH+VXv/qVZ52QkBDuvvtusrOzCQ8P54QTTmDJkiUAREVF8cgjj7Bz506sVivHHXccy5cvx2JpX0F0amoq3377LXfeeSczZsygtraW9PR0Zs2a1e5tit5N09vb/aGDysvLiY6OZuXKlUydOtWzfMqUKdhsNr744gsuv/xy3nvvPUJCQoiLi+P000/nwQcfJCEhwe826+rqiIiI4J133uHcc8/1LL/ssssoKSnh/fff9/u42tpaamtrPbfLyspIS0ujoKDA03myqzmdTlasWMH06dObnRJDiMOFHO/iSCLHuziSyPEefDU1Nezdu9czjFT0DLquU15eTlRUVLv6BogjR01NDdnZ2aSlpTX5DJeVlZGYmEhpaWmrcWi3ZeSjoqKYNGkSDzzwAEcddRR9+/bl9ddfZ/Xq1Z4zaLNmzeLXv/41AwcOJDMzkz/96U+cccYZrF692m/5SEFBAS6Xi759+/os79u3b4sNLhYsWMDf/va3Jss//fRTIiIiOvhKO2bFihXd+vxCdCU53sWRRI53cSSR4z14bDYbycnJVFRUeJquiZ6jvLy8u3dB9HB1dXVUV1fz1VdfNZmFoaqqKuDtdOsY+VdffZUrr7ySfv36YbVaGTduHBdddBHr1q0D4MILL/Sse+yxxzJq1CgGDx7MF1984ZPF76i7776b2267zXPbzMjPmDFDMvJCdAE53sWRRI53cSSR4z34zIx8ZGSkZOR7EMnIi0DV1NQQHh7OySef7DcjH6huDeQHDx7Ml19+SWVlJWVlZaSkpHDBBRcwaNAgv+sPGjSIxMREdu3a5TeQT0xMxGq1cvDgQZ/lBw8ebHGcfWhoqN8mena7vdv/6PSEfRCiq8jxLo4kcryLI4kc78HjcrnQNA2LxSJjo3sQc455899GiOZYLBY0TfP7vdiW78kecZQ5HA5SUlIoLi7mk08+Yfbs2X7Xy83NpbCwkJSUFL/3h4SEMH78eFatWuVZ5na7WbVqFZMmTeqUfRdCCCGE6DSFmbDyPnjnSnVZmNndeySEEKIH6NaM/CeffIKu6wwfPpxdu3bxxz/+kREjRnDFFVdQUVHB3/72N+bMmUNycjKZmZnccccdDBkyhJkzZ3q2MXXqVM477zxuvPFGAG677TYuu+wyJkyYwPHHH88TTzxBZWWlp4u9EEIIIUSvsOE1+OAmQAN0dfntk/CrZ2Ds/G7eOSGEEN2pWwP50tJS7r77bnJzc4mPj2fOnDk89NBD2O126uvr+emnn3j55ZcpKSkhNTWVGTNm8MADD/iUwWdmZlJQUOC5fcEFF5Cfn8+9995LXl4eY8aM4eOPP27SAE8IIYQQoscqzFRBvO5uet8HN8KAEyBhcNfvlxBCiB6hWwP5efPmMW/ePL/3hYeH88knn7S6jezs7CbLbrzxRk+GXgghhBCi19nwKioT74+m7p92XxfukBBCiJ6kR4yRF0IIIYQQXkpyUOX0/ujG/UIIIY5UEsgLIYQQQvQ0sQNoMSMfO6Ar90YIIUQPI4G8EEIIIURPM/YSWszIj72kK/dGiF4rOzsbTdPYuHFjd+9Kr6FpGu+9916XP+/ll1/Oueee2yXPlZGRwRNPPOG5nZeXx/Tp03E4HMTGxgLd9z4ESgJ5IYQQQoieJmEw/Opp32WaFTSL6lovje5EMHTx9IaXX345mqahaRohISEMGTKE+++/n/r6+k57zrS0NA4cOMAxxxwT9G1XV1cTHx9PYmIitbW1Qd9+dzlw4ABnnHFGULep6zovvPACEydOJDIyktjYWCZMmMATTzxBVVVVUJ8rEGvWrOHaa6/13P7nP//JgQMH2LhxIzt27AA6530Ipm5tdieEEEIIIZoxZHrDdc0KJ96sMvESxItg6KbpDWfNmsVLL71EbW0ty5cv54YbbsBut3P33Xd3yvNZrVaSk5M7ZdtLly5l5MiR6LrOe++91yVBn67ruFwubLbOC+M64/265JJL+O9//8tf/vIXnnnmGZKSkti0aRNPPPEEGRkZXZaJNyUlJfnczszMZPz48QwdOtSzrKPvQ11dHSEhIR3aRkskIy+EEEII0ROV7Gm4rrvglLskiBf+6TrUVQb+X97mhukNdZfv5Qc3Qt6WwLelNzcExL/Q0FCSk5NJT0/nuuuuY9q0aXzwwQc8/vjjHHvssTgcDtLS0rj++uupqKjwPG7Pnj2cc845xMXF4XA4GDlyJMuXLweguLiY+fPnk5SURHh4OEOHDuWll14CfEvr3W43/fv359lnn/XZpw0bNmCxWNizR33mSkpKuPrqq0lKSiI6OprTTz+dTZs2NXkt//73v/nNb37Db37zGxYtWtTk/m3btjFlyhTCwsI4+uijWblyZZNy7e+++44xY8YQFhbGhAkTeO+993yGAnzxxRdomsZHH33E+PHjCQ0N5ZtvvsHtdrNgwQIGDhxIeHg4o0eP5p133vFst6X3pK6ujhtvvJGUlBTCwsJIT09nwYIFnsd67+PkyZO58847fV5Xfn4+drudr776CoDa2lpuv/12+vXrh8PhYOLEiXzxxRee9d966y0WL17M66+/zp/+9CeOO+44MjIymD17Np999hmnnXZa0wMF+Pjjj5kyZQqxsbEkJCRw9tlnk5nZUDXS0uvQdZ377ruPAQMGEBoaSmpqKjfffLPnsd6l9RkZGSxdupRXXnkFTdO4/PLLm7wPAHv37mXevHnExsYSHx/P7NmzfWZQM4cGPPTQQ6SmpjJ8+HC/rytYJCMvhBBCCNETFWf73q4uBntKt+yK6OGcVfBwanC2pbvhuRMDX/9P+yHE0e6nCw8Pp7CwEIvFwlNPPcXAgQPZvXs3119/PXfccQf/7//9PwBuuOEG6urq+Oqrr3A4HGzdupXIyEgA7rnnHrZu3cpHH31EYmIiu3btorq6uslzWSwWLrroIpYsWcJ1113nWb548WJOPPFE0tPTAZg7dy7h4eF89NFHxMTE8PzzzzN16lR27NhBfHw8oDK4q1ev5r///S+6rnPrrbeSk5PjKeF3uVyce+65DBgwgB9++IHy8nL+8Ic/+OxPWVkZ55xzDmeeeSZLlixhz5493HLLLX7fp7vuuotHH32UQYMGERcXx4IFC3jttdd47rnnGDp0KF999RW/+c1vSEpK4pRTTmnxPXnqqaf44IMPeOuttxgwYAB79+5l7969fp93/vz5PPLII/z9739H01QDzjfffJPU1FROOukkQE39vXXrVt544w1SU1N59913mTVrFps3b2bo0KEsXryY4cOHM3v27Cbb1zSNmJgYv89dWVnJbbfdxqhRo6ioqODee+/lvPPOY+PGjZ7jpbnXsXTpUv75z3/yxhtvMHLkSPLy8vyejAFVZn/ppZcSHR3Nk08+SXh4eJN1nE4nM2fOZNKkSXz99dfYbDYefPBBZs2axU8//eTJvK9atYro6GhWrFjh97mCSQJ5IYQQQoieqHiP7+3qIoiWQF4cHnRdZ9WqVXzyySfcdNNNPgFsRkYGDz74IL/73e88gXxOTg5z5szh2GOPBWDQoEGe9XNychg7diwTJkzwPL458+fP57HHHiMnJ4cBAwbgdrt54403+Mtf/gLAN998w48//sihQ4cIDQ0F4NFHH+W9997jnXfe8YyrXrRoEWeccQZxcXEAzJgxgyVLlvDwww8DsGLFCjIzM/niiy88JdoPPfQQ06c3DJlZsmQJmqbx4osverL2+/bt45prrmmy3/fff7/nsbW1tTz88MOsXLmSSZMmed6Pb775hueff55TTjmlxfckJyeHoUOHMmXKFDRN85zA8GfevHnccsstfPPNN57AfcmSJVx00UVomkZOTg4vvfQSOTk5pKaqk0m33347H3/8MS+99BIPP/wwO3fubFd2es6cOT63Fy1aRFJSElu3buWYY45p8XXk5OSQnJzMtGnTsNvtDBgwgOOPP97v8yQlJREaGkp4eHiz5fRvvvkmbrebf/3rX54TGi+99BKxsbF88cUXzJgxAwCHw8G//vWvTi2pN0kgL4QQQgjRE5Vk+96uLu6W3RC9gD1CZcYD9fnD8P2zqpy+Mc0KJ1wHp/0p8Odug//9739ERkbidDpxu91cfPHF3HfffaxcuZIFCxawbds2ysrKqK+vp6amhqqqKiIiIrj55pu57rrr+PTTT5k2bRpz5sxh1KhRAFx33XXMmTOH9evXM2PGDM4991wmT57s9/nHjBnDUUcdxZIlS7jrrrv48ssvOXToEHPnzgVg06ZNVFRUkJCQ4PO46upqT1m3y+Xi5Zdf5sknn/TcP3/+fG6//XYefPBBLBYL27dvJy0tzScwbBxIbt++nVGjRhEWFtbsOiYzIAfYtWsXVVVVPicFQJWajx07ttX35PLLL2f69OkMHz6cWbNmcfbZZ3sC0caSkpKYMWMGixcv5qSTTiIrK4vVq1fz/PPPA7B582ZcLhfDhg3zeVxtba3nPdTbOPzCtHPnTu69915++OEHCgoKcLvdAJ7Kh5Zex9y5c3niiScYNGgQs2bN4swzz+Scc85pd2+BTZs2sWvXLqKionyW19TU+JT7H3vssV0SxIME8kIIIYQQPVPjjHxVUffsh+j5NK1t5e0TroTv/18zd+rq/g6Uy7fktNNO49lnnyUkJITU1FRsNhvZ2dmcffbZXHfddTz00EPEx8fzzTffcNVVV1FXV0dERARXX301M2fOZNmyZXz66acsWLCAxx57jJtuuokzzjiDPXv2sHz5clasWMHUqVO54YYbePTRR/3uw/z58z2B/JIlS5g1a5Yn6KyoqCAlJcVnjLfJnJbsk08+Yd++fVxwwQU+97tcLlatWsXMmTOD+p6ByvSazN4By5Yto1+/fj7rmVUELb0n48aNIysri48++oiVK1cyb948pk2b5jPG3tv8+fO5+eabefrpp1myZAnHHnuspzKioqICq9XKunXrsFqtPo8zhz4MGzaMbdu2tfk1n3POOaSnp/Piiy+SmpqK2+3mmGOOoa6uDqDF15GWlsb27dtZuXIlK1as4Prrr+cf//gHX375JXa7vc37UlFRwfjx41m8eHGT+7wb53n/O3U2aXYnhBBCCNETmYF8WKy6lIy8CJaEwao7vWZpmNawi6Y3dDgcDBkyhAEDBniyo+vWrcPtdvPYY49xwgknMGzYMPbvb1phkJaWxu9+9zv++9//8oc//IEXX3zRc19SUhKXXXYZr732Gk888QQvvPBCs/tw8cUXs2XLFtatW8c777zD/PkNXfrHjRtHXl4eNpuNIUOG+PyXmJgIqCZ3F154IRs3bvT8t379en796197mt4NHz6cvXv3cvDgQc+216xZ47Mfw4cPZ/PmzT5T1zVex5+jjz6a0NBQcnJymuxjWlpaQO9JdHQ0F1xwAS+++CJvvvkmS5cupajI/8nC2bNnU1NTw8cff8ySJUt83q+xY8ficrk4dOhQk30xqxEuvvhiduzYwfvvv99k27quU1pa2mR5YWEh27dv5y9/+QtTp07lqKOOori46XdgS68jPDycc845h6eeeoovvviC1atXs3nz5lbfX3/GjRvHzp076dOnT5PX2dwY/84mGXkhhBBCiJ7G5YSyXHU9dSzs/lyNkRciWMbOhwEnwIZXoSQHYgd02/SGQ4YMwel08vTTT3POOefw7bff8txzz/msc8stt3DGGWcwbNgwiouL+fzzzznqqKMAuPfeexk/fjwjR46ktraW//3vf577/MnIyGDy5MlcddVVuFwufvWrX3numzZtGpMmTeLcc8/lkUce8ZxUWLZsGeeddx7p6el8+OGHfPDBBz5z07vdbi688EIuueQSioqKmD59OoMHD+ayyy7jkUceoby83DMO3xxjffHFF/PnP/+Za6+9lrvuuoucnBxPFYG5jj9RUVHcfvvt3HrrrbjdbqZMmUJpaSnffvst0dHRXHbZZS2+J48//jgpKSmMHTsWi8XC22+/TXJysqfioDGHw8G5557LPffcwy+//MJFF13kuW/YsGHMnz+fSy+9lMcee4yxY8eSn5/PqlWrGDVqFGeddRbz5s3j3Xff5aKLLuIvf/kLM2bMICkpic2bN/PPf/6Tm266qcn0c3FxcSQkJPDCCy+QkpJCTk4Od911l886Lb2O//znP7hcLiZOnEhERASvvfYa4eHhLfYDaMn8+fP5xz/+wezZs7n//vvp378/e/bs4b///S933HEH/fv3b9d2O0Iy8kIIIYQQPU3pXtU93BYGfYyARDLyItgSBsO0++D8Reqym6Y3HD16NI8//jgLFy7kmGOOYfHixT7ToYEqW7/hhhs46qijmDVrFsOGDfM0wgsJCeHuu+9m1KhRnHzyyVitVt54440Wn3P+/Pls2rSJ8847z6dLuaZpLF++nJNPPpkrrriCYcOGceGFF7Jnzx769u3LK6+8gsPhYOrUqU22ecoppxAeHs5rr72G1Wrlvffeo6KiguOOO46rr76aP//5zwCeMfHR0dF8+OGHbNy4kTFjxvDnP/+Ze++912ed5jzwwAPcc889LFiwwPOeLFu2jIEDB7b6nkRFRfHII48wYcIEjjvuOLKzs1m+fDkWS/Ohofl+nXTSSQwYMMDnvpdeeolLL72UP/zhDwwfPpxzzz2XNWvWeNbTNI0lS5bw+OOP895773HKKacwatQo7rvvPmbPnu13KILFYuGNN95g3bp1HHPMMdx666384x//8FmnpdcRGxvLiy++yIknnsioUaNYuXIlH374YZPeB4GKiIjgq6++YsCAAfz617/mqKOO4qqrrqKmpobo6Oh2bbOjNL293QcOY2VlZcTExFBaWtpt/zBOp5Ply5dz5plntmschxC9iRzv4kgix7sISObn8Oq5kDgMjp0Hnz+osqWzn+nuPWsTOd6Dr6amhqysLAYOHNhqsCe6jtvtpqysjOjo6GYD4m+//ZYpU6awa9cuBg/2f9Jk8eLFXHHFFZSWlvqdBk30fi19htsSh0ppvRBCCCFET1NijI+Py4AINb2VZOSF6F3effddIiMjGTp0KLt27eL3v/89J554ok8Q/8orrzBo0CD69evHpk2buPPOO5k3b54E8aJVEsgLIYQQQvQ0xdnqMjYdwuPVdQnkhehVysvLufPOO8nJySExMZFp06bx2GOP+ayTl5fHvffeS15eHikpKcydO5eHHnqom/ZY9CYSyAshhBBC9DRmx/q4dAiXjLwQvdGll17KpZde2uI6d9xxB3fccUcX7ZE4nEizOyGEEEKInsYorT9oTeGljWUAlBcfIqugsjv3SgghRA8hgbwQQgghRE9jlNZf+f5BFq0rASCkroSpj33O22v3dt9+iR5D+lUL0TsF67MrgbwQQgghRE9SWwFVhQDkuPtQ6I4EIFSrJ1Sv5c6lP5Etmfkjltn9v6qqqpv3RAjRHuZnt6MzecgYeSGEEEKInsQoqy/WIyknAtCp062EaC7iqOCgFs6ba/dy56wR3bufoltYrVZiY2M5dOgQoOa31jStm/dKuN1u6urqqKmpaXE+dnHk0nWdqqoqDh06RGxsLFartUPbk0BeCCGEEKInMcrqc/UkY4FGCVH0oYRYrYI8PZHc4upu2z3R/ZKTkwE8wbzofrquU11dTXh4uJxYES2KjY31fIY7QgJ5IYQQQoiexOhYv5c+nkUluoM+mgrkNTT6x8kc00cyTdNISUmhT58+OJ3O7t4dATidTr766itOPvnkDpdMi8OX3W7vcCbeJIG8EEIIIURPYpTW73U3BPLFRAEQSwW6rnPBhLRu2TXRs1it1qAFBaJjrFYr9fX1hIWFSSAvuoQM4BBCCCGE6EmM0voJY8d4FpXqDgDitQoWzhlFRqKjG3ZMCCFETyEZeSGEEEKInsQorR8/eizxW90UVdZRqqmM/B9O6kOcZOOFEOKIJxl5IYQQQoieQtc9pfX10QMoqaoDoMitMvBxWkW37ZoQQoieQwJ5IYQQQoieojIfnFWARr41CbeuFpfoKiNPdXG37ZoQQoieQwJ5IYQQQoiewiirJ7ofB6saFpdgjImvKur6fRJCCNHjSCAvhBBCCNFTGGX1xKWTV1rjWVwsGXkhhBBeJJAXQgghhOgpirPUZWw6B8saAvkSItWVasnICyGEkEBeCCGEEKLnMEvr4zJ8A3ndDOQlIy+EEEICeSGEEEKInsOYQ564dPLKvEvrvQJ5Xe/6/RJCCNGjSCAvhBBCCNFTmGPkvUrrEyNDGkrr3fVQW95NOyeEEKKn6NZAvry8nFtuuYX09HTCw8OZPHkya9asAcDpdHLnnXdy7LHH4nA4SE1N5dJLL2X//v0tbvO+++5D0zSf/0aMGNEVL0cIIYQQov1cTijdp67HZXCwrBaAEcnR1BJCnRaq7pNx8kIIccTr1kD+6quvZsWKFbz66qts3ryZGTNmMG3aNPbt20dVVRXr16/nnnvuYf369fz3v/9l+/bt/OpXv2p1uyNHjuTAgQOe/7755psueDVCCCGEEB1Qmgu6C6yhENmXg0bX+qNSVMf6Cot0rhdCCKHYuuuJq6urWbp0Ke+//z4nn3wyoLLpH374Ic8++ywPPvggK1as8HnMM888w/HHH09OTg4DBgxodts2m43k5ORO3X8hhBBCiKDylNUPoNLppry2HoDhydEAlGlRxFMgc8kLIYTovkC+vr4el8tFWFiYz/Lw8PBmM+ilpaVomkZsbGyL2965cyepqamEhYUxadIkFixY0GLgX1tbS21tred2WVkZoMr7nU5ngK8ouMzn7a7nF6IryfEujiRyvIvmaAW7sQHu2HT2FVUA4Ai1khJtB6DY7SADqK/IR+8lx48c7+JIIce6CIa2HD+arndf69PJkycTEhLCkiVL6Nu3L6+//jqXXXYZQ4YMYfv27T7r1tTUcOKJJzJixAgWL17c7DY/+ugjKioqGD58OAcOHOBvf/sb+/btY8uWLURFRfl9zH333cff/va3JsuXLFlCREREx16kEEIIIUQAjtr/NsMOfkhW4lSWRl/OM1ut9A3XuWKYi79vsvF8yD+ZaVnDT/0vJStpWnfvrhBCiCCrqqri4osvprS0lOjo6BbX7dZAPjMzkyuvvJKvvvoKq9XKuHHjGDZsGOvWreOXX37xrOd0OpkzZw65ubl88cUXrb4obyUlJaSnp/P4449z1VVX+V3HX0Y+LS2NgoKCNj1XMDmdTlasWMH06dOx2+3dsg9CdBU53sWRRI530Rzru9dg2fourql/492w87h96RYmD4rnsbnHMmnhlyywv8hF1s9xnXwn7pP+2N27GxA53sWRQo51EQxlZWUkJiYGFMh3W2k9wODBg/nyyy+prKykrKyMlJQULrjgAgYNGuRZx+l0Mm/ePPbs2cNnn33W5sA6NjaWYcOGsWvXrmbXCQ0NJTQ0tMlyu93e7R/EnrAPQnQVOd7FkUSOd9FE6V4ArAmDKMhX4+OTY8JJjFbVgcW6qiy01pZh7WXHjhzv4kghx7roiLYcOz1iHnmHw0FKSgrFxcV88sknzJ49G2gI4nfu3MnKlStJSEho87YrKirIzMwkJSUl2LsthBBCCBE8xdnqMi6dPKNjfd+YMOxWC1FhNkp0h7pfpp8TQogjXrcG8p988gkff/wxWVlZrFixgtNOO40RI0ZwxRVX4HQ6Of/881m7di2LFy/G5XKRl5dHXl4edXV1nm1MnTqVZ555xnP79ttv58svvyQ7O5vvvvuO8847D6vVykUXXdQdL1EIIYQQonW1FVBVoK7HZXCwTAXyydGqKXC8I4RiZPo5IYQQSreW1peWlnL33XeTm5tLfHw8c+bM4aGHHsJut5Odnc0HH3wAwJgxY3we9/nnn3PqqacCapx9QUGB577c3FwuuugiCgsLSUpKYsqUKXz//fckJSV11csSQgghhGibkhx1GRYLYTHkGYF832g19C82IoTSYiMjL9PPCSHEEa9bA/l58+Yxb948v/dlZGQQSB++7Oxsn9tvvPFGMHZNCCGEEKLreJXVAxwqU014+5oZ+Qi7Z4y8ZOSFEEL0iDHyQgghhBBHtJI96jIuA7dbbyitj1GBfJwjhGIi1ToyRl4IIY54EsgLIYQQQnS3YiOQj02nsLKOereOpkFipCqtj4sIoVQ3A/kScLu7Zz+FEEL0CBLICyGEEEJ0N6/SejMbnxgZit2qfqrFO0IoMTPy6FBT0uW7KIQQoueQQF4IIYQQort5ldY37lgPKiPvxEaNFq4WyDh5IYQ4okkgL4QQQgjRnXTdq7Q+o0nHeoC4CDsAZZo0vBNCCNHNXeuFEEIIIY54lQXgrAQ0iE3jYJkK6vt6Z+QdIQCUEkkfDnVeIF+YCRteVdPhxQ6AsZdAwuDOeS4hhBDtJoG8EEIIIUR3Msvqo1PBFsrBUv+l9QCFbgdDoXPmkt/wGnxwE6ABurr89kn41TMwdn7wn08IIUS7SWm9EEIIIUR3Mhvdxao55BtK670z8qq0vsDlUAuCnZEvzFRBvO4G3eV7+cGN6n4hhBA9hmTkhRBCCNE7HS5l4J6O9RkAnmZ3fWOaZuSL9U6aS37Dq6hMvD+aun/afcF9TiGEEO0mgbwQQgghep/DqQzc07FeZeT9da23Wy1EhdoocZmBfJAz8iU5qPfRH924XwghRE8hpfVCCCGE6F0OtzJwT8f6dGqcLoqrnIBvIA+q4V2JmZEP9hj52AG0mJGPHRDc5xNCCNEhEsgLIYQQoncJpAy8N/Eqrc8vrwUg1GYhOty3cNInkA92af3YS2gxIz/2kuA+nxBCiA6RQF4IIYQQvcvhVAbuqofSXHU9Lt3T6C45JgxN8z1ZERdhp5hOKq1PGKyGJTQ+QaJZ1PLe2HtACCEOYxLICyGEEKJ3iR2Au5mMvLu3lYGX5aphAdZQiEwmr7Rpx3pTfEQnltaD6i0wZJrXAg2u/aL39RwQQogjgATyQgghhOhV9mbMQXe70Rsl5XUddLeb3Izzu2fH2sMzPn4AWCwNHev9BPKxESGUeDLyJZ2zP65arxs6lOd1zvMIIYToEAnkhRBCCNGrLNll527Xb32y8m5dw43G3a7fsnhXL5qUp9mO9aFNVo132Bumn6stVWX5wWZm+s2qht1fBv85hBBCdJgE8kIIIYToVXKLq3nHdTIX1N3jWbZLT+X0usd4x3UyucXV3bh3bWQ2uotVgXxemcqI+8vIxzlCKMPRsKCmJPj7U1WoLkeepy6zJJAXQoieSAJ5IYQQQvQq/ePC0TSNCiI8y/L1WPboyWiaRv+48G7cuzYyS+vjMgA42MIY+biIEFxYqdA6aZy8rkNlgbpuBvIHtzQsE0II0WNIIC+EEEKIXmXehDR0XSdWq/As66OVAKDrOhdMSOumPWuHxqX15Q1d6xuLiwgBoKyzOtfXloNbzWFP4nDoM1Jdz/oquM8jhBCiwySQF0IIIUSvMjDRwcI5o4jVKj3L+mjFWDRYOGcUGYmOFh7dw3jNIa/ruqdrfbK/rvUOFcgXddZc8mZZvT0CQiJg0CnqtpTXCyFEjyOBvBBCCCF6nbkT0rh2QrzndoxWxee/P4G5vSkbX1cJlfnqemw6pdVOauvdACRFNW12FxdhB6DQbQwpCHZG3izVj0hQlwONQF4a3gkhRI8jgbwQQggheqVQV5nP7fTQimbW7KFKctRlWAyEx3LQaHQXF2EnzG5tsnqsUVpf3FlzyZsZ+QjjBEn6ZNCsUJzVsK9CCCF6BAnkhRBCCNErOSsKfRdUHOyeHWkvr7J6gLwW5pAHCLFZiAy1UaJ30hj5KqOpnZmRD4uGfuPUdRknL4QQPUovmmhVCCGObFkFlby1di+5xdX0jwtn3oQ0BvamscBCBJleVeK7oDcF8oWZ8P1z6npdJRRmcrBUZdybC+QB4hx2Sso6eYx8RGLDsoGnQO4aVV4/9jfBfT4hhBDtJoG8EEL0Am+t3ctdS39C0zR0XUfTNJ7/MpOFc0b1rjHBQgSRVtMoI12e1z070lYbXoMPblLTvYEK6p+ZQNzQe4DhfhvdmeIjQigp7ayMvBnIJzQsG3QKfP2oanin66BpwX1OIYQQ7SKl9UII0cNlFVRy19KfcOvgcus+l3cu/YnsgsrWNyLEYchWVwpAmW7MG98bMvKFmUYQ7waMQB4ddDdTdzxAupZHXz9Tz5liI0K6YIy8VyDf/3iwhan3tmBHcJ9PCCFEu0kgL4QQPdxba/eiNZMF0zSNN9fu7eI9EqJnCHWqZne79H4A1Jce6M7dCcyGVwH/n2cduMD6BX2jm3asN8U7QijtrHnkPV3rG2YDwB4GaRPVdeleL4QQPYaU1gshRA+XW1yNrutkaAeYZ/2S/lo+uXoSb7lOIUdPIbe4urt3UYhuEWF0rd/p7s84yy7qy/J6/g+bkhwaMvFN9dfycbQ0Rj4ihN2d1eyu0mh250j0XT7oFFVan/UlTLw2uM/ZmxVmqhMzJTkQOwDGXgIJg7t7r4QQR4ge//dOCCGOdP3jwjnf+iULrC+go6Gho6PxW+uH3O36LQlxV3T3LgrR5VxunUi9AjTYRX8A9PJeUFofO4CWMvK5ehIntxjI2ynptIy8n9J6gIGnAvdD9tfgdoGl6dR4RxyzzwEa6l9Og2+fhF89A2Pnd/POCSGOBFJaL4QQPdzFQ5wssL6AVdOxaW7PpQWdBdbnmT+kvrt3UYguV1xRTYxWBUCpYxAA1speEMiPvQR/GXkd0HSdN12nktzCGPk4h9cY+boKqK8L3r41F8injIbQaKgphQObgvd8vZV3nwPd5Xv5wY3qfiGE6GQSyAshRA+Xlr0UzdL061rTQLNY6J/9Tjfs1ZEjq6CShR9v46bXN7Dw421kSXPBHqGwMN9zvSxKBfK2mkKVMe7JEgarrK2HBpoVNAt31l/LfksK8REhzT48LiKEciJwmz/hgjUFndvlyfA//X2R7/FutUHGFLVeloyTb6nPAWjG/UII0bmktF4IIXq6khwszYyptaAbY25FZ5Bp/3qu0qJDAFQRjjsyFXe+hgWXyipH9unmvWvF2PmqDLtgu2oklz6Jrcmzeee1/fSLDcNiaX6KtziHHR0L5ZqDGL1cBd9RyR3fp+oSzEqBZ74vxKmX+B7vA0+B7ctVw7spt3b8+XqzFvscyHeyEKJrSEZeCCF6uhbG1IJm3C+CTab969kqSlRjtiprJDGOMAqJVnf0hrnknTVQZJRfz/kXTLuPvahgvKWO9aC61gMU61FqQZCmoMvdp2a/KNEd1LqtTY73fXHHqRVzvof62qA8Z68l38lCiB5AAnkhhOjpxl6Cjo7uNwGkG2NuRbDJtH89W1WpCuRrbTHEOULI12PVHb1hLvlDP4O7Xo1Fj1GN+vJKawDo20KjO1Cl9QBF7gi1IEgN777c+IvarnmCwIumaby2OwIcfaC+GnLXBOU5e61m+hwo8p0shOga3RrIl5eXc8stt5Cenk54eDiTJ09mzZqGPw66rnPvvfeSkpJCeHg406ZNY+fOna1u9//+7//IyMggLCyMiRMn8uOPP3bmyxBCiOYVZsLK++CdK9Vle5ogJQzm0Kn/8Fmko4FmUWNtZbqjTmFO++ePrusy7V83q6tQmej6kGhiI+wc6k2B/P6N6jJljGp2ARwsV1nu1gL52Ag74JWRD9IY+aoS1XOgmKaBvK7r5JbUwMCT1YIjfT55T58DrxN9mkW+k4UQXapbA/mrr76aFStW8Oqrr7J582ZmzJjBtGnT2LdvHwCPPPIITz31FM899xw//PADDoeDmTNnUlNT0+w233zzTW677Tb++te/sn79ekaPHs3MmTM5dOhQV70sIYRQNrwGz0yAb5+Cn99Vl89MgA2L27ypXRFj8E4O748YATeulWmOOlH/uPAWM/L948K7eI+EN1elCmDdYbHERYQ0BPK9obR+/wZ1mTrGs+igkZFvqWM9QKjNSmSojRIcakGQMvJpoWoGgOYy8v3jwtV88gBZXwXlOXu1sfNhyNSG20NnyHeyEKJLdVsgX11dzdKlS3nkkUc4+eSTGTJkCPfddx9Dhgzh2WefRdd1nnjiCf7yl78we/ZsRo0axSuvvML+/ft57733mt3u448/zjXXXMMVV1zB0UcfzXPPPUdERASLFi3quhcnhBBBnp6oNmedz+0CW7JkfTrZvAlpLWbkL5Bmd91Kr1IBrBYRT1yEnUPEqjt6Q0b+wEZ1mTrWsyivzCytb3mMPKisfEmQx8gf31cd68V+AnnP8W5m5PethdqKoDxvr1Zb3nB94MnynSyE6FLd1rW+vr4el8tFWJjvmefw8HC++eYbsrKyyMvLY9q0aZ77YmJimDhxIqtXr+bCCy9sss26ujrWrVvH3Xff7VlmsViYNm0aq1evbnZfamtrqa1taNxSVlYGgNPpxOl0tvs1doT5vN31/EJ0pcPxeLesexkLmt92SDoa7nUv4z7tnoC3Zzuo5m4uJIYESomszTus3q+eqH9MCA+fO5K73/3ZMxpWQ1VCP3zuSPrFhLTr3+BwPN67g1ZTAoA1PIbIEItnjLy7LA9XT35v62uwHfoFDXAmHQPGvppj5BMj7K0eG3ERdkrKVEbeXVkYlNcb4y4BoMhsGoif451+2GLT0Ur2UL/7K/Qh01vd7uF8vNvKDni+413l+bgPw9coAnc4H+ui67Tl+Om2QD4qKopJkybxwAMPcNRRR9G3b19ef/11Vq9ezZAhQ8jLU6Vxffv29Xlc3759Pfc1VlBQgMvl8vuYbdu2NbsvCxYs4G9/+1uT5Z9++ikRERFtfWlBtWLFim59fiG60uF0vI/P+oFU3e0/kNfdHNj6A+uqlwe8vQEFKpD/wTKOM92fE12bx/LlgT9etE84MKmPhe8OqQK2hDCd341wEZ63ieXLN3Vo24fT8d4dbLXFYIF9BWVsXve9p7S+eO8vfNODPxuxlZmc4q6n1hbFx99sAu0nAPYVWwGNbRu+p6j5nywAOCssnrHseVm/sCYIr3dc9mbSAHuYA4xke6hV5/ZjfY/30dYMMthD9mcv8/OOwH9wHnbHu65zdtl+rMbNvds3sKkN3+ni8HXYHeuiS1VVVQW8brfOI//qq69y5ZVX0q9fP6xWK+PGjeOiiy5i3bp1rT84iO6++25uu+02z+2ysjLS0tKYMWMG0dHRLTyy8zidTlasWMH06dOx2+3dsg9CdJXD8Xi3fL4ObfUaVU7fiKZZSDl6ImeedmZgG9N1qjdcD0DFkLNhx+fEU8qZs2aApVu/xo8I37z3MxxSvVvCwiO4bM5JHdre4Xi8d7W6ejffrn0SgKNHTyBt5FRW/qSGq8TZnZx5ZoCfrW5gWbcIdoB9wPGcedZZAFTU1lO7+jMA5p49A0doy5/rVZWbKd2iMvLJsaFBeb3WN16BYnBFpXoC+RqXxszpp5Ps1YBP+7ka3vuSwZZ9pAfwvIft8V5ZgHVjvefmgIQI+vXg4050vsP2WBddyqwMD0S3/gIcPHgwX375JZWVlZSVlZGSksIFF1zAoEGDSE5W86kePHiQlJQUz2MOHjzImDFj/G4vMTERq9XKwYO+4+MOHjzo2Z4/oaGhhIY2HZNmt9u7/YPYE/ZBiK5yWB3v4y+D1U/7vUtDxzr+MqwBvlZXYRbRVFCr24gdOY267VZCNBfW6gKIlXHana24quHHem5xNbVujchWAq1AHFbHexcrqKomRqsEIDKuL2HREeQbY+S1ykPYbTZoplFhtzu4GQBLv7FYjH//ohI1vC8q1EZsZOtNFBOiQtlpZOQt1SWe7XSI0f0+rz7SZ/HG3HLOGe01bn7I6QBoBzdjrysDR0JAmz/sjveaAp+bluqi4Pw7iF7vsDvWRZdqy7HTI+aRdzgcpKSkUFxczCeffMLs2bMZOHAgycnJrFq1yrNeWVkZP/zwA5MmTfK7nZCQEMaPH+/zGLfbzapVq5p9jBBCdApzeiKt0ddsO6YnKslUU2ju0NMY2i+JPD1e3VG2L1h7K1pQVFnrc3vnwfJm1hRdJb+8lhhUIG8JjyXEZqEqJBEAzVnl24SspzGnnvPTsb5vKx3rTXERIZTowe1aT5UKTHNr1ZDCMWmxAKzNbtRML7IPxBvfX29c1P5pNXu7sgO+t6sK/K8nhBCdpFsD+U8++YSPP/6YrKwsVqxYwWmnncaIESO44oor0DSNW265hQcffJAPPviAzZs3c+mll5Kamsq5557r2cbUqVN55plnPLdvu+02XnzxRV5++WV++eUXrrvuOiorK7niiiu64RUKIY5oY+fDBY2mmpv+QJunJ6rJXgtAVsgw4iLsHEBlwOqL9wZlN0XLiirrAHCEqNGw2/N6cJB4hMgvryVWM+q/w+MACIuIpEw3stk9tXO9swbyf1HX29mxHiDOEUIJwZ1H3ux+v6davYczR6pKxh+zG50o2PAaFO1W1/f+2KFpNXu18v3qMjZdXVZKIC+E6FrdGsiXlpZyww03MGLECC699FKmTJnCJ5984ikpuOOOO7jpppu49tprOe6446ioqODjjz/26XSfmZlJQUHDl+cFF1zAo48+yr333suYMWPYuHEjH3/8cZMGeEII0SXCGvXZKGp75spqdqyPPpqoMDv7dRXI1xTmdHj3ROvMQP74gaoSYrtk5Ludd0ae8FhAZanze/pc8gd/Bnc9RCRCdL+GxWWq6qNvdGAZ+XjvjHx9DTirO7ZfzhqoUydGDjhVRn7GSPW7aVteGaXVRlM7c1pNzzwOeoem1ezVzGMs+Vh1WVMCLulWLoToOt06Rn7evHnMmzev2fs1TeP+++/n/vvvb3ad7OzsJstuvPFGbrzxxmDsohBCdExNqe/tPc1PhemXrhNbshWA2qRjsVo0Cq1JANQX5wZjD0ULnC43ZTVqjPykwQl8vj1fMvI9QFFJKeGaOsFiZuRjI+zkE8tgDvTcjPz+9eoydYzPGP6DRkY+OcBAPi7CTgXh1GPFhktl02P6tf7A5hhZfV2zUkYEdqvGoEQH6QkR7CmsYn1OMacN7wMbXgW/c3Gglm94Fabd1/796E3KjIx835GwbRmgq2EOkX26dbeEEEeOHjFGXgghDls1RvfR5FHqMv8XTwlrQIqzCHOVU6vbCO2nMj+ldvVDUS+VQL6zFVfWkaEd4E77G8zN+it32N6gOm9Hd+/WEa+qTFXiubFCqKp6iYsI8UxB12MD+QMb1WXKGJ/F5hzygWbk4xwhgOZVXt/BcfJVhQDUh8UDGnERIWiaxnEZqgplTZbxnVWSQ0M2vjHduP8IUW6MkY/u5zmZJOX1QoiuJIG8EEJ0JjMjnzAYEoaq63t/CPzxRmOsbfoA0hJjAKgMUyWvVnOMpug09eteZVXI7Vxj/R+x2cu41vo/3qm/mfLvX+7uXTuiVZepwLPOHuXJbMdF2BsC+Z5aWr9fDZPxHh8P3mPkA292B1DsaXjXwXHyRgBaF6IC0niH2v5xGer2GrPhXewAWszIxw7o2H70Jp5APhUcqtGiNLwTQnQlCeSFEKIz1RoZ+bAYGHCCup4TeHm9bgTyW9wDyUhUY1drwtWUnCFVB5p7mAiGwkxSvrwDq6Zjw42mu7FpbizoRH58y5E1HriHqatQgWV9aIxnWaz3GPmKQ92wV61wVns1uhvjc9chs7Q+wK71sRGql1CxbkwVF6SMfJU9FvAO5FVGftPeUmqcLhh7CS1m5Mde0rH96E3MrvVRKRBhTMEnGXkhRBeSQF4IITqTmZEPjYb0yep6G8bJ1+eqMbWb9UH0j1OBvDNSBfJhtYVQX9vsY0UHbXgV3c9c5JoGujkeWHQLV6URuIbFepb5ZOQremBGvplGd263zqFys9ldYF3rw+xWHCFWSs1Avi3DdfwxHl9hMYYpGIH8wEQHiZEh1LncbN5X6jutpmb1nV4zcTjED+rYfvQW9bUN2ffo1IZA3jghIoQQXUECeSGE6ExmIB8WAwMmqev7NwTWZVrX0fJUKe6BiOGE2dX0ZzZHAtW6+qEtc8l3opIc0GU8cE+kGRloS0S8Z1mcI4RDxKob5T1wjPz+DeoydaxPo7uCylrq3ToWDZIiAwvkQVUgNGTkOxrIqwC0TFOBfLxRuq9pGhPS1Xv8ozlOfux8uHEtnHgzjDwPxl0OlhBVbbDp9Y7tR29hDt2whqrx8WZpvWTkhRBdSAJ5IYToTN6BfFyGKsN0O2HfutYfW5yFra6MWt2GM2G4Z3F0RIhnCjpKJZDvNC2MB9Y994uuVlVXT5hLzRxgj2wI5H1L63tgRt5sdNekrF5l4xMjQ7FZA/9ZFu8IoYRgldarALTIaJ5nZuQBjjOmXVyb7XWyIGGw6k5//iL41ZNw2t1q+cd398yTKMFmBvJRyeqkTISMkRdCdD0J5IUQojN5j5HXtIZx8oGU1xvj43/RB9A/sWEscEy4nQO6EcBIRr7zGOOBGyfldV39n3vMETQeuAcpKK8jRlNzntscXhl579L66uKeN+zE+Dw317E+0PHxpjhHCCWe0vrgjJHPd6tAPsErkD/eGCe/dk8xLnczFSqTb4aU0Wou9eW3d2xfegOz0Wh0qrr0NLuT0nohRNeRQF4IITqT9xh5gAHGOPmc71p/rFGKu8U9kPQEh2exCuTNjLxMQddpEgbzWt/bfVp76Wi40biz/lr2WVK6bdeOZPkVNcRQCYBmTvuF6uReQiR1uk0t6EkN75zVcMhsdOe/Y32fqDYG8hH2IGbkVQB60Km+Z7wz8kelROEIsVJeU8+Og+X+H2+1wez/A4sNfvkAtr7fsf3p6TyN7pLVZUQXldYXZsLK++CdK9WlNNwU4ogmgbwQQnQm79J6gHRjnPzeH8FV3/JjjVLczfogBsRHeBbHhNvZjxHIS0a+Uy2znM7HruM9t7WwaK6Ofo53XKewPa+ZoEZ0qvzyWmI1FcgTHutZrjq5aw3j5HvSXPIHfwbdBY6khiyuoaFjfeDj40GduAjeGHn1+P116nvGHCMPYLNaGJfeaBo6f5KPhRNvUdeX3d7xBnw9mTn1XJTxb2n2aujMjPyG1+CZCfDtU/Dzu+rymQmwYXHnPacQokeTQF4IITpTjVlab2Tk+xytsvN1FXBwS/OP03XPnNOb3QNJT/AN5A/IGPkuUVRZR5hW17CgppSk5DQAtjeXnRSdKr+8llhUaT1eGfnIUBs2i0aBbpw060mBvNnoLmWMT6M7aMjIJwc4h7zJrEAAgpaR32sE8nEOu8/dTRreNeeUO1T3+spD8MmfOrZPPZlnDnmjKqezm90VZsIHN4HuVieEvC8/uFEy80IcoSSQF0KIzqLrTTPyFiukTVTXc75v/rFFu6G2lFrdzg69P+nxDaX1seEhDYG8ZOQ7VVFlHYlaqc+yEyLVj3jJyHeP/PJaYsyMvNf0c5qmERsR0jBOvrwHNbwzx8c3anQHkGc0u+vTxkA+3mH3GiPfgey3rnsC0D1V4ca2Q3xWOW5gQ0Zeb3YmB8AWCrOfATTVwX7dK1g+f4DxWf8Py+cPHD4Bp/cc8uDV7K4Q3O7gP9+GV2mu8SYyFaYQRywJ5IUQorPU16gO9dAwRh4ayutbGidvlNX/oqcRGRFOTERDhiwm3O7VtV7GyHcWt1unuMorkI/sC8BIbQ9A8+OFRafKr6gjxk9GHlRw2zCXfA/KyHs61o9tcteh9mbkvZvdVRe3MFViK2rLPd9T+W5jjHyEbyA/Ni0Om0XjYFktucWtTJ2ZdjyccJ26/uFNWFY/Q2rJD1hWP3P4lIKXNwrkzYy87lIN/4KtJAeQqTCFEL4kkBdCiM5iZuM1C4RENiw355Pfs7r5H99GBm+zexDpXuPjoVHX+poSqKsM3j4Lj9JqJ25dJwFjeMTg0wHoV6eyipn5FThdnZB9Ey3yych7jZGHxlPQ9ZBA3rvRXaOO9eBVWt/WrvURIRSbpfVupxqu0x5GWb3bFk4NoThCrITZrT6rhIdYOaafqipqtbweYMzFnqua7sKCjna4lILretPSelsohKiO/53SG6CFqTBBk6kwhThCSSAvhBCdxRwfHxoFFq+v29RxYA1R40iLdvt/rDGmdrM+kAFeHesBosJsVGoRlOmqDFbGyXeOwso6oqkkVDOaEg46DQBH0S9EhtpwunSyCuQkSlcrKK/2dK1vnJGPi7A3NLvrKfOZ521pttFdjdNFSZXKhvdtc9f6EGoIoRajWqe94+SNwNMZqk4OxjUqqzcdb84nvyeAQHXLUnUC069eXgpeUwrOKnU9ymvmCodRJdUZc8kbU2H6pxv3CyGONBLICyFEZ2k8Pt5kD4N+49X1HD/zyes6HPgJMKaea5SRt1g0okJtXuPkpby+MxRV1pFkltWHxkD/CQBoh7Yyoo86ibJNxsl3uaryEqyaEdR4jZEHFdw2lNZ33xj5rIJKFn68jZte38Cnqz5WC1PHNml0d8gYHx9mtxAdbmvTc6hx7FpD5/r2ZoKNjHxtSKzXdps6LiPAhnfQSql3Ly8FN3svhMWCPbxheWdOQZcwGM55stFCTZ0s+dUz6n4hxBFHAnkhhOgstc0E8gADTlCXe/wE8kajuzpUo7sBCRFNVomJkM71na2ospZEs6w+MgniBoLdAfU1TI4rAWCHBPJdStd16itUIOm2hamTYl58Suu7KSP/1tq9TH3sC174ajfLftpPWeYaALYyqMm63h3rNa250mn/Yo2+GcV6BzvXGxnkSlss0HR8vGmCMQVdZn4lhRW1rezcYVwKXr5fXTaqriCiEzPyAInDfG/HZcCNa2Hs/M55PiFEjyeBvBBCdJYar2xuYwMmq0t/GXmjrH6XJYN6bE0y8mA2vDPGyUvn+k5R6N2x3tFHDY9IPgaA8SGqCkKmoOtaZdX1hLvVe641KqsHo7TeDOQrD3VOB/EWZBVUctfSn3Dr4HLruHUYqanhM09sjSC70VAMM5Bva8d6gDC7lYgQK6V0cC55IyNfYVENOROaycjHOUIY2kc919o9rZw0OJxLwT0d65N9l3f2FHRZX6nLcON7P8QhmXghjnASyAshRGfxzCHvJ5BPOx7QoCizaebQ6HC93pkOQHqjMfLQeC55Ka3vDEUV3h3rk9RlXxXID9GzAJmCrqvlV9QSq6mmbv4D+RAKiMGNBu769ge37fTW2r0+mfUwahmqqRNtW/TBvLl2r8/6B0vb17HeFBcREoSMvArkSzQVyDc3Rh7gOGOc/JrWyusTBquSb82CboyV1+HwKAX3dKxvLiNf2DnPu/tLdTnqAnVZurf5dYUQRwQJ5IUQorN4xshHN70vPBb6jlTX9zaaT97oWL/JPYhQm4U+UaFNHh4TbucAMpd8ZyqqapSRB0g+FoCkyp0A5BRVUVVX3x27d0TKL68ltplGd6DKzeuxUWYEpV09l3xucbXPPOtHa3uwaW7y9Rj2u2P5fnchNU4XoLL3//tJlWnnFFW1q3FinM9c8h0L5AvdajvNjZEHOC7DmE++tYw8qJLvG9fiPu5a3Giq0H7eK72/FLxxx3pTZ2bk66og90d13ZwRoKa04WSxEF2hMBNW3gfvXKkue8LsEz1xn7qQBPJCCNFZalvIyIPvNHQmtxsObAJUo7sB8RFYLE3HmsaEh3jNJS+BfGcoqqwjETMjbwbyowAIyf+ZxEh1gmXHwXZO+yXaLL/Ca+q5Ro3uoCGbXGh2ru/iKej6x4X7ZOSPsajKjc3ugYDGhpwSjntoJRe+sJrTH/uCn3LV8bUpt4Spj33B22vblmWNiwihhI5m5FV2Pd8V5dlmc8yGdz/vKw3sBFbCYNzTH2R/7PHqtlke3ps1V1pvNrvrjIx8zmpw1UF0f3Uy0TyJJdVYoqtseA2emQDfPgU/v6sun5kAGxbLPnUjCeSFEKKzeMbI+8nIA6QbgXzOdw3LirOgtgyXJYSdej+/ZfXQqLS+bF/z89GLdivyGSNvlNb3OUqVB1ceYmKSmjZMGt51HZWRN06cNDNGHiCvm+aSnzchDbfXZ/FYzQjk9YFoQHJ0KOU19Xy/uwhdbxhFruvg1uHOpT81GUffkriIkIaMfHuHERgZ5ANO1YujpYx8/7gIUmPCqHfrbMgpCfgp9iacpK5sfgfq69q3nz1Fc6X1Zka+M5rdmSdABp2iZj6I6a9uSyAvukJhJnxwE+huNZWm9+UHN3ZPFrwn7lM3kEBeCCE6S0tj5KEhI5+3GWqNYNBodJcXPlQ1uvPTsR7MQN5oelRX0XDSQARNYYXX9HNmRj4kAhKGADDZoX7QyxR0XSe/vJZoMyMfHtvk/lgjm3zAZXzmuri0fmCig9H9YwHVs32UkZHfog/ikfNH8d1dU/nV6JTm+7lrWpNx9C2Jd4RQTHCmn9vvdHi22ZIJRlZ+TXbgz3co6hj0yL7qZMPOT9q3n8HS0VJcr9J672kGX/nJOMFU2QkZ+SxjfPzAU9RljNH1v7QXT+Mneo8Nr9LiLBQbXu3KvVF64j51AwnkhRCis7Q0Rh7U9EWx6eoM8l5j/KPR6G6HVTWDaimQryGUcqPTtIyTD76ixl3rTcY4+WNt6kf0Dulc32V8M/KxTe6PDVcZ+XzdCOQrDnXRnillNU5+OaBO4F0wJoGhFvW5vPeai5k7IQ2LRUNHazydvIeu6+QWVwf8fHERIZQGqdldTrWaEz3eYW9xdU/DuzYE8mgW3MfMVdc3vt72fQyWjpbiuuo9VR4f7MZnmsFF69W/u6siP7gVUtXFnr4pDDxZXUpGXnSlkhxanIWipBtOKPXEfeoGEsgLIURnaW2MPEB6o2nojB9sG5wZAAzwM/UcqEAeoMBilHPKOPmg0nWdospakjxj5JMa7jQ616fVqUyeZOS7TkErY+RtVgtRYbaGKegqujYjv+ynA9TWuxnaJ5IFkzUsuMHRh7T0hi7tjcfRe9M0jf5x4QE/X5zD7tW1vh0ZebfLcwIgp0Y9b0tj5KGh4d36PSU4XYFP7+cedaG6svOTzpuirSXBKMWtzAfdja5ZuW1Zrs80g/lu1WPA6q5lz4H84O139jeAruaRNxvsSSAvulLMAPU58UuD2AFdujuA6hfR7AmzbtqnbiCBvBBCdJbWxsgDDDhBXeZ879Po7ssK9UOtpTHyAHkYgXyZ/KALporaekJdlYRqahy8b0ZeNbyLKd0GqOCysKK2q3fxiNRa13pQgegh3biv8dSOnWzpOvU5PH98fzTjs0zqWLxT8PMmpPl0tvem6zoXTEgL+Pk63Oyuuhgzq1WCA01rGJ7QnGF9oogJt1PtdLF1fxu6pieNUO+Fux42v932fe2oYJTilqtZBsrtCeia1eeuSsKo1dX38kc/bunAjjZijo83y+oBYo1jpESmoBNdoLmqQgB0GHtJl+2Kekrd+Cy2kJHv6n3qJhLICyFEZ2ltjDzAACMjn7sGCrZDbRm6NYwtzhQsGvSL9Z+dMwP5fW5jnLxk5IOquNLZUFYfEqnGxpuSVUbeUrSLIXHqx/x2Ka/vEj5d65sN5O1epfVBzsi3ML46q6CStXuKsWhwfkYtrHtJ3VFT6rPewEQHC+eMwqKB1aL5XC6cM4qMRP8n7/xpMo+8O/AMOeApq3eFxlCPjdhwO1Y/s2R4s1g0jk5R2ee7393Mwo+3BT513mhj6rSNS9q2n8EQjFJco2N9oSXBz8kYjULU+1JeFMQTSOb88YO8AvkYI5DvSEb+CJ+2SwSoPA++fcK44fXdoFlV49dfPQMJg/09svOs/j+vk4Ga2g/PfnXTPnUTW3fvgBBCHLY8Y+RbCOQTh0JEgvpBve4/AFTGjcBVaaV/bDghNv/nW81Afk99nDolK2Pkg6qwsrZh6jlHku+dkX3Vssp8To0rYFdxHDvyypk8OLHrd/QI4nLrFFbUEhPS/Bh5UFPQZXumnwviGPkNr6nSbDRUQKjBt0+qH41j5/Pf9Sqo+lPKOhL+85uGUtTcH9U4bGM9gLkT0jguI5431+4lt7ia/nHhXDAhrU1BPKjS+lIzI6+71XCeZt4Xv4xAvi4kzthey9l4gLfW7uX73aqMf+v+MrbnlfP8l5ksnDOKua1VExx7PnzyJ8j7CfK2eE6KdYnYAbSYkQ+kFNdodFcX3hetTGtS2lukR5OqFZERXtWxfTWVHVAneNEg/cSG5WZpffl+NW7f2saf860cy0IA6vhe9gf1WyZlDPz6RXj+ZKivhjEXw5Rbuz5g3vo+fPoXdX3GgzD8TPj6Mdi4GOwR8LtvjpggHiQjL4QQncPtgjojS9tSIK9pDd3rN7wGQF7kUUDzje6gIZDPqZf5hDuDT6O7yD6+d2qap+HdcWHqBIpk5DtfUWUdbp0Wp5+DRqX1dRVQW9HxJ29pfPX7N+Be9yq5a/7HXMvnXFX0uO94Ut3tdxx2RqKDO2eN4OmLxnLnrBFtDuJBdZivw06lHqoWtHWcvBHI19hj1fZaKavPKqjkrqU/+eS1zTHiAU2dFxEPw2ep65u6uOnd2EvocCmuEcgn9x/od3hEka4y8qf2D9LP6+yv1WXKaPXemRx9wBqijiuj3D9gMm2XCNTW92Db/8Big9n/B0nDGk4ijb6w6wPmvT/Cf68FdDjuGph0o9qHafep+53VqoHwEUQCeSHlVUJ0htqGsaP/+PIAN72+ofkSVDOQr1MBh6VkDxnaAQbEN//DPirMhqbRMJe8BPJBVehvDnlvRsO7YbqaXmy7NLxTOvHvSUFFLXbqcWhGPwI/ze4AYiPsVBFGrcU4ERaMueRbHF+tY/nwRv7pvJ9/hLyI1mywGPwpkczGdO0eJ28E8pU2dbKxtYz8W2v3ttioL6Cp88zy+p/eApcz8H3tqITBKuPc+N+xLaW4Rml9TJ8BLJwzymdLFg2KjdL6JEuQvg/8ldUDWCwQ3U9db+t3v0zbJQJRVQTL/6iun/SHhuoZ84RSe2fJaAvvvycf3gKL50J9DQybBbP+3tB7JCJRlfqjq4aURxAprT/SSXmVEJ3DGB9frYfw3Dd70XUdTdP8l6DWlPg8NKPke1aFrOarur8Cx/rdvMWiER1mZ3+NEciX7VdlcM3NayXapMWMPHga3iVX7wJgx8EKz7/xEauT/57kl9cSYza6Q2u20sUMbstt8YTWValAvqOZoxbHV0OVJZKs+gQG2gqJcDdXARD8KZHC7FbC7VZK9Ej6aYVQ1cYf10b3+FJNvZetZeRzi6tbbNQX0NR5Q6erH96Vh2DXqoYMfVcYO1+95pX3qtuaFa5fDUnDA3u8mf2OSmHumDQ+23aIj7aoPgyzjknmtIijYdN3UBWErvy67jV//MlN74/pD8VZbQ/kZdouEYiP71JBcdJRKpA3mZVQnR3IN/57YlY5xaTB+Yt8h5NYLGrIW/l+VTVjzu5wBJCM/JFMyquE6DT78tSPu3IiPKWnfktQCzPV+C4vFtxY0Dl12/0tfg5jwu0c1OPR0cBV2z1TOh2miirrGqaec/gL5NUJlrCiXwix6lTU1rOvJPD5vw87XfD3JL+8lhjNCJLDosFi9bteXIQadlJsMTvXB6HhXQvjq3XNymLXVM6qW0DpyEuMzJA/nTMlUryjUcO7tqhSpfglRiY5PrLlQD4oU+dZ7TBqnrq+qRua3uE97MGlhkEFyjyWjEChorbec9fpI/oSnZCsblQWdnQnoWg3lO4Fi72hasubeSyVtrFzfTB6BYjD245P4ac3VbXK7GfAFtpwX1cE8v7+npjK9vn/To8yPnvB+L7vRSSQP5JJeZUQnebLzSpwKdObjnP3KUFt5nOoacb/tfA5jAm348RGXZhMQRdshRXeGXk/pfUJQ8AailZXwYnxKrjccSSPk++Cvyf5FV4Z+WbGx0PD9Gn5GOsEo7S+pfHVus5rdacwMNFB8ilXN79eJ02JFBth9yqtb98Y+QJjDvTWMvJBmzpv9EXqcvtHnpMJXabxD/28zYE/1iitJypVPbS0xnNXcWWdqjSA4GTkzWnn0o6HED/DrMyxym2dgi4YvQLE4aumDP53i7p+wvXQf4Lv/V0RyLfn74kZyAd7ppIeTgL5I5mUVwnRaSpK1A/kcpoG8j4lqB34HJoN7yrD+qoFMgVd0BRXeY+R95ORt9qg79EATIlSPxy2Hcnj5Lvg74nKyBuBfDPj46GhtP6g2yi9D0aGxhxf7TPNkZp+6bnYW9ijJzNnXD+0xCEN65nTM3XyNE3xjhBK2p2RV99Th1wqUGxtjHzjqfNMWlunzksZBX2PBVcdbFnatn3uKKNhHVYjy3gwwEC+rhJqje8EI2jwDuQLK+vAYQbyQcjIt1RWDw2BfFtL6z29Arxolt41bZf0dgou7/fzP2eprHfcQDjtz03X7YpAvj1/T47QjLyMkT+SSXmVEJ0mNVw1cWouI+8pQW3hc6i18jk0A/mykL7Es0WmoAuiwsq6hunn/I2RB1Vev38Do2w5wFB2HMmBfOwA3Gh+swNuNCxB+HuSX17basd6UBlqgH310WpBsKagGzsfQiLg7cvVNEcTf8uBQXNZ+EI2mgbnjevfsN6AE1TWqCRHfYbHXtJpAVJsREhDRr6t2W0j4DzgVAF4vMPe6kO8p87777pcDpbXcu1Jg1qfeq6xMRfBJ5tV9/rjr2nbYzui3KjQyJgCmasCz8ibAUJIJIRFU1FbT7lXab1PRr6jw5zc7oaM/MBT/K/Tkbnkx85XU3iZFRz9j4Nzn+0dQbz0dgoun/fT3TCl4tGz1fddY10RyLcnPokyxsWbJ+qOEN2akXe5XNxzzz0MHDiQ8PBwBg8ezAMPPOBTtqVpmt///vGPfzS73fvuu6/J+iNGjOiKl9S7SHmVEJ1mUqoaJ9tcRt5TgtrM51A3/7+Fz2G0EcgX24zSb+lcHzRFlbUkasbMA/661oPKKAIZzt3AkZ2R35sxB93tbjytNroOuttNbsb5HX6OggqvjHwLgbyZVc6pU+XiQS21NMdqpoyBaffxdpZ6rsmDE+gX6zU+3JwS6fxF6rITA6T4CHsHxsirgDO3Vn1PxTtCW1rbw5w679pT1Ov6pT3H/rFzVbXCvnWQv6Ptj28v84f+0OnqMm9zk/ng/SpraHQHvtl4gKKqIGbkD/2stmF3QL/x/tfxBPJ7A9t/bzWlvsMw4jJ6RxAvvZ2Cq8n76XUcffeU//ezKwL59sQnkUZlYnkQhlL1It0ayC9cuJBnn32WZ555hl9++YWFCxfyyCOP8PTTT3vWOXDggM9/ixYtQtM05syZ0+K2R44c6fO4b775prNfTu/jdyoWrXeVVwnRQyXY1BRZZX4C+ftnH9NQgupdsqtZcWOhXreg0/rn0MzI51vMMfKSkQ+WmooyIsxpzlrKyANx5dsB2J1fidPl9r/uYW7JLjt3u36rGi960YG7Xb9l8a6OFwDml9cSaza7C49tdj2z2d0Bt7FOMH/YmSfLYvqj6zpL16vbc8xsfDeIc4RQ2u4x8mr9PdXqJERrY+QbO3GImjVjTVYRdfVtPPYj+8DQGep6VzW90/WGzPqg09T3blVhYOW45gkAP2X1YGbkjVlEasugvrb9+2lm49Mnga2Zf5MYY/q5uoomM5+0qmCX7+3eMpRyfUu9NqS3U5u1Zyy6+d3bmYF8k/hEa32I0hGake/W0vrvvvuO2bNnc9ZZZwGQkZHB66+/zo8//uhZJzk52ecx77//PqeddhqDBg1qcds2m63JY4UfY+dTvu1zora/DUC5PZGSC94jbcgx3bxjQvRyNaose8rIQbARbBaNiBArZTX1lFY3mjvZqxT3p80/8V2hg7DjL+fKsVNbfAozkG+YS14C+WCocboIdxZBKOi2cLSQSP8r9h0JgK1iP6khVeyviyC7oJKhfaO6cG97htziapa5TiZeL+Yu+5s4dQt2zU0ZEXzoOoFpgUxL1opAm92F262E2Czku2LVgmA0uzOZjcVi+rN2TzF7CqtwhFiZdUz3/d6IiwjhoG58p+xbp8a6BlLK76xRQSBwwKlOOMYFUFrvbVifKBIcIRRW1rFxbwnHD4xv286PuQh2fAQ/vgDFeyAuvVOHIVBTomb4AJWFThwG+dtUVr61KavMACFaNbo7UKqO6TC7hRqnm6LKOtW7QbOq7GZVoWfdNjPnj2+urB7AHq6qhSrz1QmmFj4TTRQYFRAhUVBX3vaGeZ2lMNP/kJSy/bBxCax5wbeDuY929uJo7jnbKKugkjd+2MOaHRa22nZy4cR0BgbaM6K7tGcsuicjX9JJO2UYOx92rYSf/wtJI9Q0lS3920SZGXkZI99lJk+ezAsvvMCOHTsYNmwYmzZt4ptvvuHxxx/3u/7BgwdZtmwZL7/8cqvb3rlzJ6mpqYSFhTFp0iQWLFjAgAH+x+jV1tZSW9tw5rSsTJVTOp1OnE6n38d0NvN5O/v531m/j5StOzjVmC3HVVfFKf/O5uFzI5kzrl+nPrcQpq463ruStapYlTyFqXG6/WLDuen0wdz+zmae/zKTC8anegJxAKIHwCl/5u+Za/j+YDH/SBnS6vsRFaqKqnJd6sezXppL/WH0HnaXQ6U1DePjHUk46+v9r2gNxxabgVaSzdS4Q7x6MIOt+0rIiA9rcfuH4/GeGh2KZvwP4H/uSUzQdpBmyedcy7dERw/v0OutrXdTUuUkxq4CeVdIFO4WthcXbudQeay6UVWAs6ZKTXvWQdaSHCyAKyqVt9eoH7kzR/bFrund9u95zMH3ucT+EgB6dTF8+xR8+ySus55EN7vD+1N2CDtq+rwyIrBbNUItbX8dJwyMZ9mWPL7ecZCx/ZuexGrpeNfKC7ACWl0l+s/vqoxbIPveXsW56jWHxVKPFWufkVjyt+HavxH3wNNafKilZB9WwOXoi9vpZF9xFQDD+0axKbeUoso6nC4Xtoh4tMp8nKV5EN7MsJyWuJzY9nyDBjgHnAgt/HtYo/thqcynvjALPSHwIaSWQ9uxAu6Mk7DsWI5evp/6mkqwtq0iI5i0TUuwLrsFn7Hv3zyBnnQUWsE2NCOAN+5pQkfDHd2/xe+FgJ6zHcffO+v38ef3flajzHWNTd9k8eI3WTx87sge/VvaEt0fi+db21ez76c9Sn2Gqos6/feGtVr9jqqfeB366IvVwuaeMyxR7VdlPvW11WDpvW3g2vId3K2v8q677qKsrIwRI0ZgtVpxuVw89NBDzJ/vv1nFyy+/TFRUFL/+9a9b3O7EiRP5z3/+w/Dhwzlw4AB/+9vfOOmkk9iyZQtRUU3/yCxYsIC//e1vTZZ/+umnRET4afTQhVasWNFp2z5UDQ9vtPJZSMPZq1itkli9jLvf3UJF1iaSApgSVohg6czjvasdt2cHqcDWHDUG1V1biTV3A8nhVvKq67n75VWcPaBpZmH7PiugsW/7Rpbv39jic2QWaoCVTQXqz7Betp/ly/7n21lbtNneCkgyOtYXO+18vXx5s+sepyeSSjZDa34GMlj27UbYG1iJ8eF0vCdWg1u3kmC8bwf1OF52z+AvlsVcZv2Ib8qmsHz5znZvv7gWwEac0ezup517ySlq/t/F4rJSTCQurFhx8dmHb1IT0sZssR+n5v5CDPDdLwd4f2cuoNGvNofly7unNNlRk8fpv/wVi6ayahqA7kIHrP+7mVW7a6gM7ev3sdFVezgNqLJEAhrhFjcfffRRm/chskp9Dy1bm8mQmubHujc+3h01eUz95U6v4lk94H1vr6SyLUwGynHw+fLlDCm2MRLI27iCtaXDW3zshKz19AO25hSxe/ly1uy2ABYczmLAQml1HR8uW840VwjRwJovPiI/uu2Z7rjKnZxcV0md1cFH63JAa773yXFVNvV3ZvWnZO0KfJz8cVnfqMdVxnCUZseqO/nigyVUhTYzjKiTNRwLTV+Dlr8VgALHcA5Gj+boA2+jNxrEowPobj4v6U9lC9/XgTxnW48/87e07nUku9QO9fjf0o6afkzV3U1OjrT0ftrrKzkTdfLto/99gN6JAfPp+7YRBfywbT8F+1r5d9XdnIMFC24+++CNoHzfd5eqqqqA1+3WQP6tt95i8eLFLFmyhJEjR7Jx40ZuueUWUlNTueyyy5qsv2jRIubPn09YWMvZjjPOOMNzfdSoUUycOJH09HTeeustrrrqqibr33333dx2222e22VlZaSlpTFjxgyio6M78Arbz+l0smLFCqZPn47d3vEsgj+PfrqTEG0XaVo+AJV6KA6tlkHaATYQQ37UUC6bMbRTnlsIb11xvHc165J/QwnEDTgK9sOA5ETOPms8oQMPcf3rG/k2384Dv5lCQmRDc6naeje3fL8SgAvPmupznz+xmYW8tGMdpeH90SusWHQXZ540vvUSUdGir3cVcGDrFwDE9hvKmWee2ey6lq9/hq/WMjaqCEphU3k4A22pnD8+lYwE/2WVh+PxDhA1cB9h/1MVbYV6NG+5TuVW2zuMsOQyZHwUenPTaAVg875SWP8DCbZq0OHY407mmBHN/7ssyVvDgaxi6sISCK85xNTjR6Knjm3385ssP98IwFulg6l1afSNCuHGC6ZjsfjLaXU+y+cPoGkWVcrtRQN0zcJpsbm4T7vC72O1rC9hO+iRfaASUuOjOPPMyW3eh5FFVbz5z2/IqbRwytSpOEJ9f1o2d7xbPn9AnXRsx763l/ZTOWRCZIr6XGu7w+H1N0m1FLb4OQewvvwMlMBRJ0xlxIgzee+19XCwgBnHj+S7D39BR2PyqdOILH4e9uzj+GMHo49seZv+WL55DHaAbejpnHnW2S2vu+I7+HEtI/vHcNTUwJ/L9sICAEZMmY1l5Roo3MVpYwehZ7T/M9oRzR0LYGSGx15CzJmPEwO4Np2EddnvVeCsu4wAVMN19lOc0oYserCOv0c/3YlFy8bVpOGghkWjx/+Wdm0Kx7rs954hC7pmBXRcZz3p//3U3eibr0dD54xTT2i+h0xH6Tq2zdcCcPzMuRCb3upDtMy+UH6AqccfjZ46rnP2qwuYleGB6NZA/o9//CN33XUXF154IQDHHnsse/bsYcGCBU0C+a+//prt27fz5ptvtvl5YmNjGTZsGLt27fJ7f2hoKKGhTX8w2+32bv+R1Zn7sL+sln7aIWyam2o9hHXuYZxs3cwgywHWu0ewv6y221+/OLL0hM9c0NSqL+JyVDAX6wjBbrdzxqhURn+dxabcUl74Jod7zzna85Cckgp0HRwhVvrGOtC0loODhCh1mr+4RkeLSoGyXOxVByFBpo7siLIat6e03hLVF0tLx2TqGABsh34G4GBZLf/6NpsXv8li4ZxRLU7JdVgd78CFEzPIWV0PJSqQD4+OxzX8Itj8H2xrX4RhLfd8aElxtfqxHW+pBBfYohKhhffO7L5eGZJEeM0hbDWFLa4fiP+u/oVf16nP9WcH1PYPldfxweaDbZ96LVjKctGbGeOqoWMty8Xa3OuuLQGg2q7GvMZHhrbreBzcJ5p+seHsK6lm475yTh3u/4d9k+O9LJfmxue2uu/tVaWmIrREp6jPdb8x6vmKdmPX6yCkhTHNxthbW2wa2O0cLKsDID0xkphwO6XVTirq3CQbs1zYakrad8ztUc2ZLYNPbfm7B1RPAcBavi/w98rtgiI104at7wgVIBXuwla+v8OfkXZr6VjQNKzOyobXN+FSGHiiGte+5zvY+wNaWCy20fPatv9BOv72l9U2+xnUjft79Pf8hEshtj+8dh5YbGiTb4Kxl2BrqU9AeCxUF2OvrwB7Jw0dKD8I9TWgWbDHpwc2NCoqBcoPYKvu+Pd9d2rL8dKu+svPP/+8PQ9roqqqCovFdxesVitud9OyxH//+9+MHz+e0aNHt/l5KioqyMzMJCVFslTe+seFM1BTTYCy9b5k6qopyyDtgO8810KItqtRP/iLXWp4TnSY+mLWNI3bZ6oSzte+38P+koYmYDmFqpxqQELrQTw0NLsrrXY2dDAukynoOqqwso5ErZU55A05oerHzmBtH3bUWHqXW8etw51LfyK7oLJT97WniXCqLuiFxFDjdBN18g3qjh0fe4KH9sgvV31sonSja31YbIvrxxrd10ttRnllBxsgZRVU8vyHqpN4ie6gEvX3Uaeb/53bM9+yyehYX2FRlYfmtH1tpWmap3v9d5ltmHatI/veXuZxYHSeJ7KPMW2VDge3Nv84t9ur2Z0x/VyZ6lqfHB1GvPHeFVZ4T0HXjrnk66pg7w/q+sBTW18/xpgtoS1Tj5bkqIZ/1lD1Hpvvc2k3Nrxr67FgTu94+XI1DV9NMWx5p+3P2ey0fYEff/3jwpv9e91rfktbjEZZ8YMDmy6zK6agMxvtRaUG3t/kCOxc365AftasWQwePJgHH3yQvXvb/8E/55xzeOihh1i2bBnZ2dm8++67PP7445x33nk+65WVlfH2229z9dVX+93O1KlTeeaZZzy3b7/9dr788kuys7P57rvvOO+887BarVx0USc0TunF5k1II11TB3uWnsJuXX0ABmv7fee5FkK0ndG1vtClMnfeje2mDElk4sB46lxunv6sYdzwnkIVDKTHB9abw5xHvrbejSvK6I4snes7TM0hbza7azmQf32bm1LdQYjmYmijsayapvHm2h7SDbqLhNaq4LBAj6G02klReDoMmQ7o8MML7d6uCuR1It3GfOWtdOiON7qvl2jGeh3sXP/W2r3011Rgtl9P9LmvW/+dx16Cht5MPNLMfMsmY67zMk0F8m2des7biUPUe/LtrjYEr+2ZK7qjKsxA3iuxY0wjSd5PzT+uugjcTkCDyL7UOF2qSz2QEhPmmfKwuMprCrrKdgTye38AV50KXgLpnB5rziXfhkC+0KhOjR+kAjgzYO3OKejaeyxYbXD8Ner698+1EJj7MXRm+56zkXkT0tCbed5e81u6bL+6DHSWhS4J5Peoy7ac0DsCO9e3K5Dft28fN954I++88w6DBg1i5syZvPXWW9TV1bVpO08//TTnn38+119/PUcddRS33347v/3tb3nggQd81nvjjTfQdb3ZQDwzM5OCgoYvzNzcXC666CKGDx/OvHnzSEhI4PvvvycpqR3dQw9jAxMdXDxYZZCy9WRPRn6wdoCFc0Y1zHMthGgbXfeU1uc7VU8P70Be0zT+aGTl31qbS5aRzcs2MvLpCYEF8lGhNsxEQE248cNU5pLvsCKfjHzLfzdyS2rYqqvy1qMte3zu03Wd3CBMu9ZruN1E1KsfdgW6Cg53F1TCCb9T9294zVOp0lb5FbVEUIsVYzxrK4F8nBGU5hOcQD63uJoU1O+MfY0C+W79dzbmW3ZrGi7dKyvY0nzLJiNjXEjHMvIAkwap4HXrgTI1n3ogjH3XNYunUZgbDT2QfW8v8wd+pFcTMzOQP7il+ceZgY4jCax2DpWpCpEwu4WYcLtnKEdRpRMi2pmRL8yEzx9S18NjAqtgiTGCxPI8qA/wfS8wTh4nGuO2e0Ig32TecFqfN9w07lKwR8DBzbDn28Cfc/PbXje85ytv2/E3MNHBwjmjaJyUt2j0nt/S5u+G6JbL5LMKKln48Ta2lqgMfv6hTgyYzQqRNgXyxu+gCgnkW5SYmMitt97Kxo0b+eGHHxg2bBjXX389qamp3HzzzWzatCmg7URFRfHEE0+wZ88eqquryczM5MEHHyQkxPePybXXXktVVRUxMTF+t5Odnc19993nuf3GG2+wf/9+amtryc3N5Y033mDw4E6ak7SXG2JTP26y9GR2u9UHYKAtn7lju29OXCF6vfoalVUBDhqBfHS4b0uSCRnxnDY8CZdb54mVqtNzTpFZWh9YIG+xaJ6S/cow44dpWzIzwq/Cijqv6edazsj3jwvnFyOQP0rz/SHca8oqg6WmBCtqaFyRERxmHqqAwVPVfN115bBxcbs2nV9eS6zRsR5riJpDuwVmaf0Bt/G7obxjgXz/uHBSLSqDvU9P8Lmv2/+dx87n2ujnWeQ6oyG/ePlHah7mlhgZ+QJ3JAAJHQjk+0SHMbRPJLoO3+8OvLz+LdfJnF7zKBvc6jfaz+4MTq95lLddndR0zSy59c7I9z1GXeZtbv1xRlm9OYd8SowqqzYrQIqr6sBhZuTbMMxgw2vwzATIXaNu529Xtze08nmJSABbGKAHfhLXnEO+JwXyoI7Xo89V1xOHw4k3w41rWz+Ow+NgtOq1xffPBvZcRVmw3pjK+tcvwtAZ6npUcmDP2cjcCWn8Yfowz+0wm4XP/nBq9/XOaCtPRr75Ichvrd3L1Me+4IWvdrOzTP2eef6TtbzdWdVI5vHYpkDeiF0kIx+4cePGcffdd3PjjTdSUVHBokWLGD9+PCeddBI///xzMPZRdKbCTACy3cnkEU+lHormrofi7O7dLyF6MzPrqFk4VKP+4PnMGW/4wwyVlf9g03625ZV5ldYHfgbf3G5ZiBHIS0a+w1RG3vg3bGWM/LwJafziVj80jtaaZuR7RVllsFSqGVBK9QgGJKkAendBJWgaTPytWueH51WzrTYqqKglVjMC+fA4mqS/GjFLnffXGzPPdDBDM29CGv1Qr29/o0C+J/w710Zn8FD9byiLNoKJqvzWH2QE8ged6vumIxl58CqvzwwsE51VUMldS38iS0/mv66TADigx5OlJ3dO3wFdbzihE+WVrEgepS4P/tz8sdnoBID3+HhoeO+KKuu8MvIBBvKFmfDBTZ6u4Wpf3eq/D270/E7zS9PaPk7eLK1PaBTIl+0HV31g2+gsxUYVwul/DmystmmiUfWzbVlgv1+/XAjuehh8OoyaBzMfVsurixuqHNqorKbhvaupd5Ma24tO4rZSWm9+Vt266gFTrKuTfzFUdF6PEE8g34Z/j0gzkJcx8q1yOp288847nHnmmaSnp/PJJ5/wzDPPcPDgQXbt2kV6ejpz584N5r4Kb4WZsPI+eOdKddnSF31z6us8pSvZejKgkWWMk/ecsRWivYJxjPZWxvh4QqM9f9z9BfLH9IvhrGNT0HW4/8OfPSX2H2054LnemlgjYCmyGSXgMka+wyoqy4nSjFJpR8ul9QMTHUw/fTqgSuu95yT++697SVllsFSojuAFegzHD1RN5nbnG8H36IsgLAaKs2Dnp23edH55LTGa8ZlopdEdNGTk99RF+exbew1MdDA5SQVv5hh5q0XrMeWzZiB5IMooEzczuy0xmt3tr1MVQB0ZIw8weXDbGt69tXavp0mYOVwhVVOP7ZS+A9XFqskb+JbWJwwGWzg4q1Sm1p8y30D+QKkRyMeoQN5874oq29HsbsOrtNjobcOrnltmafNNr29g4cfb1N8JM/AMtFld49J6Rx/V+E53de+J4PrahoaDKWPa9tik4SooR4cfX2x53UPbYNMb6vrpf1Hv6RonlZYoqK9h3/a1bd1zwKg+8lJYWduu7XSLcjOQ919a7/1ZBShFBfKxVHRej5AOZeQ7VoHVm7QrkL/ppptISUnht7/9LcOGDWPDhg2sXr2aq6++GofDQUZGBo8++ijbtm0L9v4KaCjB+vYp+PlddRlICVZjxdmgu6nUw8gnhsTIUE/DO88XvRDtEaxjtLcyA/mwaMqqnUBD1/rGbp0+DA34LrMItxEDvvGjKmELpGTNPEGQrxk/HisOBj5WUvhlMTLLbkuICj5bMeOUU9AtdmK0Si4abiHEqn7w9DV+5B8p3BXqfSsghgnpZiBvBN8hDjWWFQIvf/WSX15LDMa2WhkfDw0Z+d01ZiB/sG2NsPxIcqnXt09PpG9UKNeePKjHlM+arzc77Ci1IHdd6w8yMsZ7jUA+ztGx6ZomDkrAoql/8zwj0G1JbnG1p0mYWeXQz2go2Cl9B8xy2/A4sHt9Ni1W6GtMA9pcw7ty34xlXqNA3n9Gviiw6pOSHFpsumYENN6lzct+2s8LX+1m6mNfsNtpfB4CycjXlDVUpyQMUZcWS0PWszvL6w/+rBoKhse1b8aCE65Xl+tfhdqK5tf7/CFAhxFn89aBPuo9/TqLNfWDAHhhyZvtKhff3ejkuznTRq/QSkbe+7MKauYOgFitonM+q7oOJR0YI1+ZDy5ncPeph2pXIL9161aefvpp9u/fzxNPPMExxxzTZJ3ExMSgTVMnvHiXYOku38vWSrAaK1LrZhnZ+JOGJpLpNj7EhRLIi3YK5jHaW9Wagbzq3A3+M/KgsnqNf8K59MCnLzM71x9yR6mxw+hHVFlZsNW73ITUqABHdyS1WsINgC0ELUkNk3h4EvzmhAwAXvq2mezeYaqmRAUIhXo0x2WoQD6nqAqnyygZPv5a1Ugq68uWp/pqpLK2nso6V0NGPjy21ceYze5yao1MuauuYx2WXfWeH7v79ETmjO/PnbNGdHsm3mS+3m02dRyyf33LZdK67umqvqdKlQDHd7C0PibczrH91ImvQLrXe/cVMKsc4rQKIqjpnL4DZgAb6acHkKdzfTPj5D0ZefVYM5BPMQJ5s7+A6lpvTHmIHtgxF8DUa41Lm70v388yfsoHkpE3f9s5+vh+jmJ6QCB/YKO6TB0b2PduY4OnqpMTtaWw6XX/6+zfAL98AGjkjv2Dz3u60ejTMNqyq83l4nX1bk+Pm2i7+oteUNFLAvn6Ws+wqOYy8o2n2CvxlNZXds5ntbIA6qsBDaL7B/64iASw2AC9w1VYvUW7AvlVq1Zx0UUXERoa2uw6NpuNU045pd07JprRhhKsVpnj4/VkkqJCOTol2isjv6tDuymOYME8RnsrIyPvDo2msk5lZJoL5N9auxdrM29XICVr5nZLql0NZ9NlnHy7FVc5PR3rLVEtj4/34RUIXD45A02DL7bns+tQC5mhw0xNqQqUyq2xpMWHExFipd6ts8eYjYHYATDibHX9h8Cz8uYP4iRr4Bn56HA7mgZ12HGHGet3pAFS+QHQXTixkU8Mw5Oj2r+tTmBm5He6UiA0WpWJ5//S/ANqy43p1CDfbYyR72BpPcDkNoyTnzchzVOFVE4EZbqqDEjRCjun70DjOeS9mQ3vmutc73ms+o490NIYeau9oZInkCnoAph6rXFps7f9GBUAJQEE8uZvO7Os3tQT5pLfv1FdtrWs3mSxNIyV//5ZcLubrvPZg+py1DwWZ0X4vKcb3Oo9GavtbHO5eE5RFS63jiPESn+H+rfsNRl588S/NbTZ79bGU+yVmKX1RkY+6J9VzxzyKWBrw/eSxdIwbOYI6VzfrkB+wYIFLFq0qMnyRYsWsXDhwg7vlGhBgCVYATEanmTpyfSLDWdQkoPdxhR0MkZetFswj9Heymh2V2+P9iyKCrP5XTW3uLr5dyuAkjUzkC+tdjacuZZx8u3mPfWc1krHeh9mlm/9fxiw4REuGqyCpJe/yw7yHvZczlKVAakKSUDTNAYa2WrPOHmAE65TlxsWwxvzA+qfYQbyySHGD+MAxshbLZrns+EMN/4dOzIFnVG2nEcCOpYeF8g7jYj4+6wSssNGqIUtjZM3yurdtnBqCMURYiXMbu3wfpjj5FdnFjY7t7apus637NycDSBNK+icvgP+OtabzIZ3zWXkPaX1RrM7r6710GiMPLRtCrqEwXD2Ew23NUuTqdcalzZ72+c2mi8GUlpvZuTNsnpTT+hcv3+Dukwd0/5tjL4IQmNUxemulb737flOLbPY4NS7mrynZkZ+oOUgMXpZm8rFze+4jMQIooxz9r0mkPcuq2/mZJE5xZ6p1Ku0vlM+q+2ZQ950hHWub1cg//zzzzNixIgmy0eOHMlzzz3X4Z0SLQigBCtgRQ0d6/vHhTMoKZLduvEBqC7yNMIRok2CeYz2VkZGvtaqzlpHhtqwWf1/3TYuWfMWSMmap2t9tRNijLK4MpmCrr0KK2sbpp5rZQ55jw2vwbdPqOtl++Hbp3go9wrOt37J0vW5nuEVhzvdKM90hqrS4kFJ6vj3GTtqBu26S3WYDqB/hvmDuI/dyOwHkJGHhgxzTZhX/4j2MjKVua4EbBaNQYmR7d9WkL21di8PL1fZ98LKOv5XpL4HsjZ+2fyDjL/v5r9VRzvWmyakxxNitXCgtKbVhp2PfbodgNOGJzEw0eEpr390RkLn9B3wdKzv2/S+vkcDmgr2G2fR62sbOtBHpeB0uTlkHJN9Y1Rlqvn+VdW5qHG6GhreBZKRB+g3Tl1aQ2HkeU2mXmvp78QBzEanua33gfA0uhvmuzxWTaHZbYF8fS0cMipI2puRBwiNhHGXqOveVT+6DqseUNfH/gbiBzV5T0uJJNOYhnmsJbNN5eKZRi+QgQkOoo2PUu8L5FueQ/7csf081YNmRr5/aG3nfFbbM4e8KVIC+Vbl5eWRktL0jGZSUhIHDsjYzE4VQAlWwArVNB9ZejL94yJIiwun3hreMEeuNLwT7RHMY7S3qlUZ+RojkG+urB6alqx5C6RkzTcjb/whlox8uxVXNpTWtzaHPNDQE8L7mNddgJtH7C+Q5NzHW2u6sVy1C1mM7KM7XAUxgxpn5Asz4cObvR6hB9Q/w/xBnGBpWyBvzuhQYTf+pnXkh53xw3I/CQxMdBBi6/DsvUFhjp32/gpZ71KZxfqcNc2P8zUC09qQWKDj4+NN4SFWxqWrbX7bQvf69TnFrNp2CKtF456zj2bKkERP5/pEVyeNbW0pIx8aBfED1fXGWXnzuDFKj/PLa9F1sFk0Eh0qkI8Os2GzqChHjZNv4xR0ZhDbbxycv6jJ1GtqGIL/vxMH9Dh0NDWmuLXna9yx3uRpduc7hWaX8TS6i+/4yf7jr1HVDJmfQb46WUTmKsj5Tv0bnnwH4P9v70ZdVSqM1na1qVzc/I4blOTwjJHP7y1j5FtpdGfaW1SFy3i7zDHylrqyzpmysD0d602SkW9dWloa3377bZPl3377LampLR8IooMSBqtSK7P0yuRVghUQZ7Una5etq4y8zWohPcHBbuOMpDS8E+3ifYx6a+sx2psZGfkqiwpkmiurh4aSNYvWMJ1VW6a18gnkPRl5CeTbq6iytiGQb2UOeaDZnhAagGbhAusX/Oe7bOpdfsZrHmbsRpNAzegtMLiP+rFnZqva2z/DDORj29DsDhoy8mU2I5DvSPMjo2w5V0/sUWX1/sZOb3SrYGSoZR/vfd9MU0HjpEulLRYIXiAPcOJgFcSubmGc/KOfqABrzrh+DEqKJCkq1NO5PuD50NvKrMjwN0Yemm94Z54AiE4BTfPMId83OgyLEbxrmuY7Tt5hvJZAA/mDP6vLPkf7vXtgooPhfX2POw2waPDAnPFo5rjglsa4u92eSsxmS+tL93XPXPLeZfXtaXTnLS4Dhp+prv/wnG82/rirPX8nByY6mDnS91gwPzvzUvLaVC5uVh0NSnQQ1Wsz8i3Hb54ZSIBSvN4bc5aeYGrPHPIm80TdEdL0t12B/DXXXMMtt9zCSy+9xJ49e9izZw+LFi3i1ltv5Zprrgn2PorGxs5XJVeTbwKLkem7cImnBCsgxlypFTgoIop+RgnRoESHV8M7GScv2mnsfJj5sO+yy//XtmO0NzPGyFcYf+xaysgDzJ2Qxmd/OJVrTx7EWaNS2zStlf8x8lJa316FlXUkeTLyAZTWt9ATQkNnkK2QfSXVrPzl8J/XNrxOBS32aBXIN8nIt7N/hpnZisLYThsz8kWasX5Hmh8ZjcT264lNAqru5G/sdBHRZLtVYGfL2+j/gUaAWWFRfTw6Ooe8t8lDGsbJu91N/72/3VXAd5mF2K0aN09VmWEVyBtZ7M5quGb+sPfXtR6aD+TNQCfKHB/v27HeZL6HxZXOhox8oKX1Zka+z1F+716bXcS2vHIsGkwcqIZD9I0Oa/g7ERPAd3/pXqivUbObmKX0pshk9XtSd3VPAGR2rO9IWb03sxfH+lfgX6er7dsj4KTbfFbbW6yqfMyRb/UpaohDcvnP/pvlNWN3fgUZ2gEmZT/DhUX/xx22Nwgty+7oq+ga5on/VgL5TK9eJy6s1NmM4UUdmQ2kOR3KyJvN7g7/v7kAzaeJWvDHP/6RwsJCrr/+eurqVGOPsLAw7rzzTu6+++6g7qBoRsJgmP432LcOsr9umDoiUOb4eNTUc2lmIJ8Uye7tZsM76VwvOqC6xPe2M8jzjPZkxhnqMtTnqrVAHiAj0cGds5r2HmmNZOSDq6iyzmuMfAAZ+RZ6QmhoxKYOht2w6NtsZh3jp6T3cOGsJsytfhSHxqgfUoOSVCBfXOWkuLKOuHb2zzAzWxGucrUggGZ30JCRz8fsWt/xZnf79QSm9qCMvGecb5MS4cFkcJDRNHNC3gjkSzQVyAdrjDzAqP6xOEKsFFc52XqgjOF9Ijz36brOP4xs/PyJ6fSPU/clRYaS25mBvK633LUeoK8RyDfuXO95nPr8Hmg0h7wpzqG+iwsra9U0WBBYszuAQ0blRN+RfnZd5xHjPbvguDQuOSGDM5/6mtp6V0PWODYN9q1tuXO9WWUZPwisjX7+m3PJF+1WQVR7MqEdYXasTx0bnO0ZySrc9bBvvbrurIYdn3gSCnuLqtiyrwyLBpdNGsiib7OoTTgKSsLV3/DCXZA0rJkn8Hqqyjqm1a7g7yEvYtlsIUl3M8Sq8dvKD2GD3vMTGO3IyAPU2KIJqa8IfiCve53UbXzCKRCSkW+dpmksXLiQ/Px8vv/+ezZt2kRRURH33ntvsPdPtMbs7ml+CQbKGIuY6VI/uPrFqj+mg5McZJqd66W0XnREwXbf2/lHUIWHMUa+1JhOKTqAQL69/I6Rryo8sk6cBFGhV9f6gMbIt9QTQncx+PQrsFk0fswq4uf9nVCC2FMYmcc63UpUrArIIkJsnqzl7oKKdvfPyK9QCYPQeuP9C7jZnfps5LmM2SPam6HRdXQjuNzXw0rrm+uxYU6lNd7azIwARiBf6FZZtWCW1tutFiYOasjKe1v5yyE27i0hzG7h+tMahln5lNaX7Qe3b0f7DqsuBpfRUb610vr87eCsaVhe7hvomB3rzannTOZ7WFxZ17ZmdzVlDScv/GTkv95ZwI9ZRYRYLdx0+lDPbBDFVc6GLvmBZOTN8fGNy+pN3TWXvLOm4URGRzrWm5r04jDpPr04PtqiAr2JAxM4aaj699qSV9WwDy3N+uBlX+Zm/m57Eaumo+kuLOjYNDcWdPQWen/0GJ6hI60E8gUqI28e95UW43sw2IF8VZGaPhMajuu2kDHygYuMjOS4447jmGOOaXFOedGJzLOXZllSoMyMvJ5MYmQI4SFqvP2gpMiGMfJFWeA6Mroti05gNpkxS+Xyt3XbrrRVVkElCz/exk2vb2Dhx9ta7b7chJGRL3apP3iBZOTbK8YIVmrr3dTYolX5IDScZRdtUlZeQYxm/IgIJCPfuG9Jo/4lSWsf48xj1HZe+ja7E/a4hzCqwgqJISGy4ffAYKNzfeahynb3eCkor8WKC7vTLK2PDWiXzCxzbr0xp3d7A/maUrQ69dzFtj6kxUW08oCu491jwxxarAGbdPVeRhza4L+TeaUKsA+51I/xYMwh782chs57Pnm3W/d0qr/ixIH0iWoIhBOjQjlEHE7dqrKowf4Rbm4vPA5szfxejU5VzdZ0F+T/0rC8zGySpwKE5jLyZiBfVOVsW7M7s6w+KrXJSSpd13nUeM9+c0I6qbHhhIdY6Rerqr08w1bMILylaobmGt2ZumsKukM/q3/z8PiG19ERAfbi+GiLOibOPDaZo1LUyb7M/ErqU8erVfetDejpbJsWq2aDjZ9J832+Hsnl9VlrpWu9mZEfn6GO0TKtk0rrzYaLUSnNf1ZbYg6dqSw4ImKYdgfya9eu5Y477uDCCy/k17/+tc9/oguZQVLelrYdsGbHeney5w8CqIz8AeKp1kNUB9HibupgKno3V33Dj4ajf6Uu87c3v34P8tbavUx97Ate+Go3y37azwtf7WbqY1/w9to2lHsaY+QL6wMvrW+vyBAbRr8lSmvqvTrXyzj59tArVEDq1mwBl3B7+paceHPD1FFzFqmxqNv+x1/sSwD4YOP+3tMAqa2MzGOhHk1CZENQaJbXZxrZHJ/3KswIsM94pNnyU13XyS+vJRqvk2ltLK3PqTN+cNaWQV1VgC/IixEcFepRDOib4Glw1lOYPTZmHq1+wMY7Qnji95eqDt3VRapcujEjwMxzRngeE0yTjYZ3P2YVUVevxhov25LHtrxyokJt/PbkQT7rJ0aG4MZCnq7Gfwf9+6uljvUmTYPkY9T1PK/y+kal9QfLzDHyvtOTNYyRb2OzOzMb7Scb/+nWg/yUW0pEiNWngsH8XHnKnQMJ5M0qy8ZTz5nMMubSLg7kvcvqO9roDgLqxXGgtJoNOSVoGswcmUzf6FDiHSG43Dr7HMYxEGBGXi/JQWtH748eofKQOnGlWVvsCVNSVUehUf0xfoAK5Ev1zgrkjfervSd1IhLAYgP0jjU47SXaFci/8cYbTJ48mV9++YV3330Xp9PJzz//zGeffUZMTEyw91G0JH4QhMaAy2sOzkB4ZeT7e2UXYiNCiHOEkWU2vJPyetEexdnqRJA9AoZMU8vyt7U+x203M6dycuvgcus+l3cu/an5qZwaMzLyBc7Oz8hbLJqndF/GyXecpUoF8q7wBDVuNFAJg9WUUebUUcfOgfOeA6DPz//mz4lfUedys+SHHvyjrgPcRra7QI/xCQobGt55fXbM92rEOep2Cz1eyqrrqXO5iTE71odGNx3f2wyz2d3+ajvYjKCrPQ3vjKCyp5XVe8tIdHD3marHRnltPf0TYyBltLpz37qmDzACzP1O9e8T7EB+RHIU8Y4Qqupc/LSvFJcOT32mfndce/IgYhtVAITarMSE29mP2bk+yOPkW+tYb0oepS69G941Kq1vfoy8mZGv821219rfPc/4eN+O9S6vCoYrTxxIor9KF/MEWUCl9Ubfo4QelpH37lgfDAH04vjYyMaPHxBHn+gwNE3jaCMrb1azcHAr1LX+Nz+7PtFvRh5Qyzs6nV5n8m7kaLE2u5o580hydBipRvKvSDf6M3RWIN/e981iOaLmkm9XIP/www/zz3/+kw8//JCQkBCefPJJtm3bxrx58xgwoAcfsIcjTYNU4491oOX1dZWes9NZxtRz3tQ4ebNzvQTyoh3MMvrEoersv2aBmpK2N2XsYv6mcjJpmsabgWTl3S6oU025DtYZcwyHt6uvaMD8d66XQL6tdF0npMYoBQ6krL41x8xRAStwdcXzTLes5bUf9ngylIeT6mL1g6mQaJ8O6IOMgGO3V8djD0/2c3PT+wz5FSpo6h9qVDIEWiVBQ0a+pNrp1cm4HRkaT6O7RIb1oI71jaXFRRBut1JX72ZPURX0n6Du8JdZNAL5nGr19z/eEdyTjRaLxiSjvH717iJ+PKSRXVhFvCOEK6YM9PuYpKhQz1zyQQ/kW+tYb+prHJNmwztd9yqtT8Ht1r0y8s2U1ld4jZF3Oz09U5rl6VjvG8h/uGk/Ow5WEB1m45pGFQyeSpdDZkbe+N6vzPffH6W2vOGERGIzY+S7K5APdsf6AHpxmGX1ZxzbUKFxVIr6bK8vcahhDroroP5Tr9efjIbe5Bl13fi/Znp/9AgBdqw3v78H93F4eo8U1BtJwGAH8uZnvyMnQDzf9xLI+5WZmclZZ50FQEhICJWVlWiaxq233soLL7wQ1B0UATC//Myzmq0xyuwqLNGUEtkkkB+UGMluaXjnX2Hm/2fvzOPkqMv8/67qa2Z6uqfnvpOZ3IQkJCEQueSUI4jIKeh67SH7c73WY0F3dVXWZWGFVWFXxVXX9UBYFEWJKHKTBEhC7juTue+rp2e6p6ePqt8f36rq7pm+p+dImM/rBT3po6q6q+r7/T7P83k+H/jzV+HJvxSP813EZK6gB/Llq8CSH6HszfM+ed3KqUHq5h/Mv+Q7lof5B/MvaZC6UVWVjuE0BOSiFm09E2JhN5MV+ejtj/iiK/IL1PpM4RkPUawp1pscOQjkAS76DJz7ESRUHrY+wkbvq7z03U9Ssv+/2PnDv6f9ZOIg9nTChEcEyGMmF2ZTZGmhe8m3DvoIhiclMAy7r0kq4VHo01oR6vK1QD7N/niICuR9QVSbxhZ87iuZj91aYNOllrKqypn+52YZsiyxolL83sd6RhMH8krYWHy3+cX8n+seeYj0yf9yZwe/ahHXxB3n1VNoi5/YLC+cQS/5KMX6pBoo0RZ0qirYVaFx47OD3gDBsIokicRDNPTfcNgXEPOeRatYJhO8U9W4HvLBsMJDzwmB2LsuXTplDllSpiXI9Ip8fjFYNapzvCTuoFaNLyhLLBapK9WPdORebDARgv5IIiNXivWJdEs0LY4+ay07W4YAuHZNJLGzukbc24e7PFCn9cmnoNcHwwo7hl38e+h2JGLTBwoSf1r2Twm1P+YFPOkK3Yl7ZElZocE86Z2pQH66FXl4WynXZ1UmKi4uZnRUVJxqa2s5ePAga9euxe124/Nl0X+2gOkhU+V6bQHTLokLvW6ScM+ScjuHlIWK/BTs+Rk8/UkwhmsJtn1bTBjz3V5ktjGgKdSXr9QeV8Fws+iTb3zn3B1XCtQV53Or6WXuMz2KiqRl2SXuMv2OL4bvorT4o6k3ovXHY85nSIs9Zi2Qj1auX6jIZ4xB7wTlWiAvF1bmZqOSBFsehJEO8k7+me9ZvkV4RBbXVvebSD/9GW+uv5fzb/pkbvY3RwhrgbzfVhLzfLUzjzyLjD+o0D7kMyr0QKT6OdImFoNxAowBTbG+1uaHcTIK5HVq/U3Si9CzTzzZ/iZ07Mpo7A672zEhqPXvripM+f65xIpKB/s6RjjWM8qWTVog33NAVGktWtJ+fBg95BimEEliCtU9F/D4hG6PSMYIptP3Xm6iscwuvM8nIbYiPzOB/FvDedz64EtIkoSqqkiSxPdfbuL+W9aJYypbIbQtJjxCdEuvbucXgyWf3j4xPpQX2rCYYmthRkVeV5IvKIURr2A/JArmxvqEjoEkR+ZL4P92ddA25KOs0MpHL2qY8jG9It+mJcgsJllU5fuPiorm5Kq7TqtP1B8PGr3arIkNdmenGJ4pejWhu4LS3O5vwwdg0TuE0Jy7TQSFGz4IpUv50+utqCqcU++K0YjSBe+OdHtQ15yHdOR3KQXv2od8hBQVl1U7564GQiNdmNUAnwx8gqKCq7k2d98q9zAq8qmE7kTCaEm53RhXuwP5YGEGA/lpCB++jZTrs6rIv/Od7+S5554D4LbbbuPTn/40f/M3f8Odd97JlVdemdMDXEAa0CvyvYfSE7zTMrMndeu5yRX58kJOLVDrYzHYJIJ4VRF0q+jH08FeZLYRXZGHyAJlngvevX9ZkPtMj2KShH2M/iijcp/p+3xgWSj1RrT+ePKcIrAGnHkzG8gv9MjnBkPR1nOFiYV/MobJTMe5/4Cqirh+8rV17t4v03EycVX6tIBXBPLBvNjfTZYlGvXq4SQfYvJdUKRVXRJU5XVxwEqrZgeWpvUcQJ7FxCpLH/9m/kFUB6ua8djtHxALyxFbFeWFWagozyL0Hv5jPaMieLFXiECpe3/kTRqtPmwrIowJV74FU44F/JoHvPz7n6aO98n0RsoKbXTpgXwyP/RsoC3o/3uvL7kGitkama96Dkb1EMf2x0+m1UOU/ZwvICwBdcG7ZBX5Pq0aX7LESLT4g2G+87xYe/3d5csosE6tuVU58yiwmggpKu1Dk6y64iVBDKG7BLR6ED3S+jZy/fsnQrfGJK1enxuhu2hM1i3Rkil6f/x1a2LbLJaWF2I1yYxOhOgr0pgZHckD+VP9XiQUbja/BkD48n9kqFBoENjlifkvbmp4yCcRgSTSI7+kvBBXvsZ0mgmxu+l6yOtY6JFPjkceeYQ77rgDgH/8x3/ks5/9LL29vdxyyy388Ic/zOkBLiA+YqhhbwYIW53pC95p1PrjQUEdjc5IguiRN6j1voHcZ9tOR6RpZ7IAQFEinvFlekVeD+TnN7W+vuVXSHEEziQJJFmmruXJ1BvRqPVqXhEeLZCf6Yq8KzqQVzT68sCJabd/TNuGby6RRRtMxh7yGaD91Z8RjjPlSpIQRGp/4fs53d9swzQugkNVF/mKgqGwrdOAo6FTmXuTB/LlZi1YyaBHHuD91lcSClGlO3bLHhHUWEvqE2pozBfogfzx3lFxcen0+ujKohbIB6wiKVKcY6E7yE5vRFTkZ5Za30f8RFDMMUUL3kVR8iHKQz5OIK9T64NhldGJUJQFXbJAXu+PP8sYb2/+7nZ6PH4qCq28f3N8erFIkGl98uko1+ssuURCdzpmu08+WrF+FjDsDbDjlLj+JwfyFpPMCo1xsy/cKOj4o91J2W1N/WO8Qz5ChdIPtiLUFdcxZhNB8VKpm/6xGQ7kp9vuaQTyian1obBC66BOrbdjNcsU2sy4Z0LsbnwYApMEHLPB26ginzG1PhQK8fvf/55rrrkGAFmWueeee3J+YAtIjCd2tXPPr/bHUMMuMddzoXxI9MlXr0u+gcGIYn2J3Yp9Ur9afUkBATmfbrWEamlIULLqz5upr3N6IA07kwVoGGkXPYUmKxQ3iOdOk4o87jbkBOdZTvc8axV5xepA0TblnCVqfWPHU7D938STShC2fSfr9o9440wMBXU+I8s2mCFvgMXoFfncBvLW0Y6EFkUSKtbR01vTwOoXi2M5DpNhaXmCijyIQP7YMwkF7/RAvkTWPptBRR5gkTwwPWuoUIA8vxDpLK6ex72uGvRAvmXQiz8YJq9uExzbGtvrqwXyfosLIEacMFfQ9UbiIZHeSLkjqiI/MSLGUt2icDpQVUP0qkdxpT6m6D553SFBq1hGKvL5kzdBvtVEvsXEeDDMsDeAUxe8S2ZB1ysU6w+F6rjhwZeQkAhrv1v/WICn93YlHG+XlBdyqMuj0Z4rk1fkDWp9ikC+aK4C+fWzsrvnDvcSVlRWVztZXGqf8vpZVU4Odno42B/k6sqzoWe/uHeK4lPPT/V7udX0svjHmpvBnMdYnggil0hdDMxkRT4X7Z5pUOs7hscJhlVsZtko/LkKLLgDM1CR16+7wspIK1A2MHrkz/xAPuOKvNls5m//9m/x+/0zcTwLSIFE9lj7FaEC62lOTgMCDOu5eIr1ILKSi0oLOGX0yR/P2fGftkjDzmQBGvRgvXR5ZBGk9+V5+8A3NDfHlQ5ycZ61HvmgRSyorWaZPEtiW5dcoCjfQoPUzXta/01QhnVk2f6RMxu+ucA02mBiqPVJPHWzQcBRl9SiKOCYhX7UmYKikB8UizlL0VRtgaW6wnZS5fr9U18Do6JVpPvIZ9AjD+DJq05ekU91T492IaEyoVqorZ3/43x5oY3iAguKCif7xqBOS8J3TK3Ie80iSJ6JinxdcX7Siny8tUe5w4aPPDyS5gyQq6r8+DCERQ/zoJS4Im8ck6FcfyBKsV5ULHu0QL7SObUiD5P65AvSodaLQP6/DlvFOBuV/FBJPt5OsXZMVJFXlIjYXbIeeYiqyLcmf18uEPRDv8ZIyJVifQpsPSjO5+RqvA5d8O5Itye564OGrr4+rpO119e/H8CoyC/RKvKJElrTQi7aPVU1IgaXpCKvM6kay+zIWgtOcYE14iPvd0eYgNPFdD3kdSyo1ifH+eefz969e3N8KAtIB4noagcUYU0yliqQ93sMC7AWtWoKrV6HUK5f8JI3cM4HxCAZF/PcXmS2YfTHRy0YbI6ILdp8Tgxt+CDqdM+zVpGfMIlJbqZp9fo+bje9nLDumGn7R05s+OYK02iDie2Rz21Fvu6KjwmBu0knSVVFRb7+irtyur9Zhd+NCXHf5LumLpCXJOqRh0j1s/8YhAJTXtYrWoWqENjNtCL/Vum741pDCaRxT2u9wp1qKSur569ivQ5Jkoyq/NGeUY2yLIngTq9OaYHliCQC+dIZCORv31SftCL/vnhid5r+QHeuBe+0YCWcV8yEGp+IGnNMenLJ3RZJTOvU+gTWczqi++RJVZFXFGO+PK7GD1ySjbe6I4TRshKtOh8NT6dgycmW1H3HeiCfa/u/eDCE7spmRVhvZDzItpPi2o+2nYuG7iUvlOu1JFjn7oTbXNr/AgXSBBPORuP9Y3li24ukXpRQAI8/DW2dTJGLdk/foJbgkpLaMuoWh0ujhEpdBRZG0BgNqpLaYjFd5EKxHiIVeW9/etphpzGyCuQ//vGP89nPfpZHHnmEHTt2sH///pj/FjBzSERXO6CKiny570TcxZABrRo/Zi5mjIK4WXEQXpFNep/8guAdtLwS+VuSY/9+zyPz215ktqEvfHShOx2nQ5/8YJMgqamgqGKSVFVQMznP2oTmN4nF9GwF8nVSP7lq/8iGFjtvMI02GPeYjxJJWxTnuEe+ftladq+/FwXJCObDqoyCxO7191K3bE1O9zer0JLDI2oBxc6pdNVGrSI/6A0Ii8RouBaDzSkWlJOSfM0DXpq13kzPsFbVzDCQD7kauTv0MVRkIgtfKe2x29vfAgjFet3abb5jZWVUn7zNEbE106vyGivKjXjfTFTkG8vs3H/LOmQJTLJwADFJIEtw/y3raCibep2UOcRxtIY154NcBZNaAsPkrOH+W6a2Hk45pvziCMW8/XXx6IytyMfrkYfIbznkDUZ65BNV5N0tEPQRlCy0qPFdMpKNt1Mr8lHU+ugKqX5flTRGWHKJMJs98rrQXc363AvdxcELR3sJhlWWVxSyrCL+vbxKC+Q73eOMlq4XT3btiRsMun0Brg2/AIC04f3Gdxi3lKCa87FKYeql/pkRvMtFu6dOq7eXC5HHBNATRbrWCYiKfAALQVO0E0YOkKtAPr9EJK4Axnqnt615jqwC+TvuuIPm5mY+9alPcdFFF7F+/Xo2bNhgPC5g5pCIrtamVjCi2rGowQhVKR40uk2PuVbbXkHcty2NqcifnN5Bn+4Y6YDn/ln8fckX4IJPYCwIP/LMgvXcZAzogfzK2Of1wL5/nlbk/R74/WcAeCJ8KX/OvxqAAGbcf7k9/fOsVeS9kri3nHlZuXxmhKJ8Cx1qOblq/8iGFjtvMI32iKBmoaYiQ0FJwvdli/Nv+iTdH3yNYa0S+lbBxXR/8LXT3npOD+QH1CKjIhmNQpuZKo2K3DRZ8E6SIlTmqD75J3a1c+WDLzEeEJX+0Jioar7Ulll1pbjAypPhS/n2WY9B4yXiyZIl8Ildad3TQ11CHNZtrcQxw+4TucJKzev+aI/GYtA9sXXBO61CPKCIQH4meuQBbttUzwufu4y/vqiBDaUqf31xIy987rKEPd+ldhuyRMSCLlfK6YZgXSW3baqnvDD2+/7ibzZPPSa9Kq9o1VRHNaqqJlWtByjRrLmGvBMRan0isTtN6G4ovxFFij9PJBtvl0QlyNy+gKhCSrJIimn3pHiDtoZLJXQHkaq+uz13dOlE6IpSrJ8FbD0QX60+GkX5FuP3PhQoFxoNIb9gD0xC+6mjvEM+goKEdeP7Iy9IMpSIBOESqWtmAvlctAGmIXQHETHF6Ip8sXadj5s0llKuAnk9eTfdQF6WRZ89wOhCID8Fzc3NU/47deqU8biAmUNiuprEQbVB/JnMT15TrG9WxUCWbIIwlOsHmyA8A9Sg0wGqCr/7DARGoX4zXP5FuPreSJAamMe9wnMBVY1U5MsmB/LzvCL/538GTydD1hr+OfQRdq36AgA2KcSQ5Ep/O0YgLxZZs1GRd+ZbeCJ8KUkz9Bm0f2RDi5032PBBsv4dNAu1QF6JsGKaAdQtW0OXQ9DJPVXnn96VeB1a0DCIk7IE9mx60NHUl1q5PlqjQUeRJMbaf3+lNyONBt0fvSlcAZf/o3gyMCaC+TTg1yryYUdyn+X5hJWa8vZxI5Cf1CevBfJ9YXFOZqIir6OhzM7nr17Oh1cofP7q5XEr8TpMskSJ3UZXrpXr9T5gRzUDYxP0jwWQJGgoFclW92SWCESuSR2OajzjIcaDIrGUqEc+piKvU+u9Caj1mtBdQf26rMbbAqvZSCg09XvBZDF6+WN+O51VmUroDsTnJZMQS53p/uKufeJxFoTuxiZCvHxcjFOJaPU6DHp99xjUJu6Tl/b/UrzPds6U1gC1VA/kZ0i5fjrznI60PeR167nIvauPq2OypmeR84r8NKzndBjK9d3T39Y8RlaB/OLFi5P+t4CZQzRdLdr2VZagdPlm8Q89yxkPWkX+aEAIOU32kNexpLyQTrUUv2oRA/psCJ/MR+x/HE4+JxTY3/NwZHGvUxU1oZoFaBjtFtRyyTSVsjqfleubX4VdPwLg2/ZP4cfGWYurGdV6wLx9GVz/WiDvUcUicbao9S1qNV8K3yWqAVJUEJpF+4c+zkRDSkGLnTcoXQqXfWnq82n8DiafWOgpBbkVupuMoCZsJ82WV/MMIzwqEiCJKvIQbUGXpE9eE7yLp9Hg0sTuPBRmpNGgV47cviBUnwOyWVAt0w0StfdZSk6ftc0KjVrf4/GLVgaj1/ctUMJGIN8VFOekxD5/mAbCgi7HPfI6tdZRxYFOMT4vKbOzuVEkDPTnYhAdyMtmsJfT7REU9+ICS0IBU11vYDha7C5hRV6sHxz1a2PGW0lrR0hnvI04Qkyy7BqJolYPZhDIm8wRhfaZHJ+C4xH26CxYz714tI9ASKGhtIBVmoZEIpxlBPKe+GKRAKpKbetvADha+Z4p21A19sMSqXtmKvKlS8V8Fg1Jzmy+96QWuhsZDzKgJSIao65DfVwdlXKoXB/jIZ+DYsHbJJDPivP5v//7v0lf/9CHPpTVwSwgPdy2qZ7zGkr45c42/vvVZkKKyg8+tIlV4Qlo+hF07038Ya1H/siEFsgnELsrsVtxFdhoDlVzltQmqFlvtz7wsT54VrNWvPTuWKp4xWo49Gsjo74ADXqQXrIEzJMqc7parqcDJrTezfmAgE+zcAFl40d4YmcjEGZtbRFD5nIcIS8Tg23AO9LbntYj79YC+Zm2ngMo0ibVx4Pv5Ouf+GtsB34O+x6H0S54x8ezav+4bVM9T/35FS4ee5Y6qR/FWc+mmz5F3bJ5XI3XMaEtzF2LI72EH3o6Qq2OA1VVhYWaCaQcK9ZPhrl4MXRBni+xP/HpBL+7BzuiIl+cgKYdEbxLplx/ALSe4OgKpY0ANklUTd2qPSONhuJo8TFLvqDxd+8VFbY0Fov542IRWFTVmPY+5xqOPAu1rnw63eMc6x3l/MUrwOoQzLK+I0Zg2TkhxqgSe3wWxVyg3GGjq0cP5HNFrdcW8oVVHOgQY8O6Ohdr64p4fFc7+zviBPKVUUwZ2QIvfJ0R1xYAquJYz+kwKvK+ANi15E/QJ+YZ66RWRr0QUHk2ty2v56HnjtM94ufCpaWsq3Pxvk31KZOmS8rtvHZyIJIgK6qDduJX5CdR65sHvDyxq52O4XHqivO5fVO9CNb0cdPdBos2J91/1ogWuktREc4Fnj2o0erXVidsG9MRo1y/XqvId04K5Nt2UDzRyZiax/iy66ZsQy1dBsASuZuXZspLfsMH4NWHYEhrnVj2Lrj2vvTX6mlQ6/XxusJhi2kt0q9zt5rDQN7vjojmZaBan/A61gP5M7xHPqtA/tOf/nTMv4PBID6fD6vVSkFBwUIgPwtoKLNzz3Vnsbfdzeunhhj0BmCJltXsPSQE7+KJV0R5yLsKLEl7/paUF9LUVc1ZtImJYMU1M/FV5i+2fl4MTlVr4aLYa57KhYp8XPQn6I8H0XNcWCkG1YHjUHvu7B5bIrz4DRhuBkcNp9b/A+Pb91JgNdFYVsghSyWEWgi7M6gMaRX54bBY7M1GRd5hM2OSJcKKiju/nsqrvir6Jf/wDwZdOVP43vgJPx3/NKpJCFVJ3jeRf/5kVp70s4pwSCQxQCxqXn1ILMI8yYPm8WAYl+IGE5id8YWncgV7RSMcgqKJM8MaJ+Dpww74zMWY5PiLZENhO55yfflZgkUyPgyerohGgxbMuxCLyZAq45PyM9Jo0BMLBn267jwtkN8lfJ+TQFUUSsNiEVi1aFna+5wPWFnliATyjSVQuxGaXxYJDE3srnVc/I4z1SOfDcoLbRzRqfWj3UJkzDTNMdToka/iwDExPq+pLWJtrdCqONg5gqqqsQFey2uRv0PjsO07nK9+m1tNf8NQ0W0Jd6X/lsPegBBxlDVWo28wNpAPTUR61yvOIqyoRuX2m7edE9enPh50wTujZWWycn3AGxn7oiryT+xq555f7UeSJOO7f//lJu6/ZR236UHUTDIxdeboLAjdjQfCvHhMsIaS9cfr0Kn1J3rHCFSehxXEufINRbRT9v4CgK3hzSyqmpr41QP5pVIX/zeTXvL+qAC6fEVmBTeDWp8skJ/aHw+RcXVQ0RJN4+7095sIOgPEXj416ZUASa/jt0lFPitq/fDwcMx/Y2NjHDt2jIsvvpjHHnss18e4gCTQJ6IDHSNQ3AB5LiF0Ei/AHB+GcTGBtyTwkI/GkjJ7RPBuPluGzQQOPw2HfysWlzf+59SFRMVZ4rH/mKAqLkDAsJ6LE8hDpCo/X+j1Hbvh9f8Sf9/wLfb1i8BhTU0RJlnCly8mAmm0K/1taj7ygyFR5ZqNQF6SJENUb2RcC1gaLxWPba8Lv95MMNhE/h8+g0lSMUsKJklFJjtP+llH0wui172gVFQoFl8gnm/bkfRjg2MR6znTDAfyJbVisVWp9uGdOP31RxSNWj9hK034Hj3gaBn0EgpPEtGy5EXGjJ4D3L6pHiWqIu/SnATcFKKqZKTRoFNAh32am4tBM09h1Qr09nWRj/hcfUMatOR5BJ1ef6xHq3Dpntit24RGANAdFIvl4nlErS9zWBmgiJBkEeNNLhbhutiVo5qDGo1+bW0RK6scmGWJYV+QTncUy2OwCX73qdhtqGFA4X7zo6zOS+wLXxztIy9JURZ0kz4zcEJUpG1F4Kyl1+MnpKiYZYkKR/z++3hYolProyvyEAmK9GRBQakRhEZrUIQVNebx7l/tx23VAqCZVK7XmaOzQKt/+Xg/vkCYWle+sWZOhrrifBx5ZgJhhSav1RCuo/Mt8RjwoR76DQBPht/J0vI4rAntM2WSB+9I4utlWggHY60N+5IIXcdDOhX5OIr1EAnkB0JawJ2LinyGivWpruMBtKTL6JmRME+ErAL5eFi+fDn/9m//NqVav4CZxRo9kO8cEZNG9TnihXj0+kEhdOezleMjjzpX8ozX0opCTim64N3bQLl+sAn+/FV4/C/gKc3T+eLPRH7TaLgawFIA4QlDQHABRBI+k63ndBjK9XMoeKef5yc+Ar+4TSwW194GK64xeiX1+ypgF4ksqzeTQF5soz8oFmPOWVK61hMGRiBfvlIwIEJ+6Hgzs43t+SnqdD1q5wr7RKWEtbcLVtIiLZBvTR7IR3vISzn2kJ8Me6UQWiuTPLT3ztAibzah2WuF8hIH8rWufGxmmWA4gZ1WlHJ9Y5mdzY1iESYBLk3ozqPaM9Zo0EWZfIEwE6FwJKDt2pvcqhXoaBaU5EGpGFteehWi+QK9D/h4j1ap1RMYJ/8MgCqb8VCAxSRRaJt5Z410UV5oQ0Vm2KxVOafbp62qRjJgUC6me8SPJMHZNU7yLCZWar/TgWh6fQKPbglQkbhs7NmEuyuJptZDpE9+suCdHnRVnAWSZNwTNa78hKyWeNADrFY9QaZX0/W2hDi0+ngaFDokSWLboHZ/zWQgr4syz6BiffOAl/ufPcq9vxeFrQuXlqak1YP4DfQ++SMxffKa4N3R3yMFRmlTyjlgPouaeOwJmwN/vkgI543M0Box2pkAMmv1VNWoQD5xa0NE6C62Iu/SEqQ9wRzaz+nXW5q0+lTX8QtdWoi7oFqfPsxmM11dGSx4FzBtrKtzAWKwCYaViPpnPOV6rT9+wCoytomE7nTEVuTPcC/5PT+DRzbBtu/Akd+JnjaIeMlOhixHgtIFen0EeoCuV94nwxC8myOGR/R5PvybSDZbm6j1QH5tnZjEFU0BOH88zYyuqho9Xr0BUZGfjR55iArkdQqxJEHjO8Xfza9ktrFceNTOBcaH4egz4u/1d4pHPZAfOJZYPRotkEdbzOfYQ34K8ooYRQSG/R2nf5LUMq4tKJMkQGRZMsSSTk22oIMo5foD+INhDneJ++jd51RzVYMIjmqqaxJalyWCM89sBEZuX1Dod+QXiyRsiraTwU4xZ47aZpahMRPQK/JHezxCb0BX39YW3CFbMSBRXGBNK7iZLZQ7xLjZK2mB/HQF73xDgtoOHHCLbS8tL8SuJS/WRhdDdCQZ/yRUKpTEgYEeyI+MB0VgnUjwrk+zM9Pa9DrdYs2RqbVnTVE+eZaoBFnRJGq9oVgfaQ2ZrEERDVVVORnUKpm50iiYjOB4JJExQ4r1un3loy+fMtgWT77Vwf+lKZRpKNd3eSLJPz2Q12j1v1YuYXGpAzlB4iVULKryRb6WLL9FCowJJhQ2zQJutCv9gHrCA0GNxeFIrOLf1J+gIm+fTK2f/Yp8quu4aVzTYVqg1k/F008/HfPfb3/7W773ve/xF3/xF1x00UW5PsYFJMHikgIcNjMTIYUTvWMRmlLcirxYMLZL4qZNSa0vj/KS9/blpgdmPmKwSYidqYpGn4vCM3+fmEasK9cvCN4JeAe0wFhKI5Cfg4r8lPMcNQE8ew+h/pNG8LC21gWAySWSXs5AmhndkF+0tgA9gdmj1kMkYeDWK/IQodefejmjbalFi0jsIJyZJ/2s4uCvxe9fcTZUaSrQBSWRpFv76wk/OhhVkadwZsXuAAZlQbkd6z39GT22gGjZMqX43SIK28mU6w/w5yO9ePwhaory+Pb7NvA354nAIs+ZuOKfCJIk4cqPotdLUpSlVHJ6vU+zngsW1iV933zE0go7JlnC4w/R65kQ13SUpVPAWgyQ0GVgrqAH8h2KbkE3zWBSt1ArKGV/j2gxiqZXr4kXyCfx6FaRkJKMf/q1pqoaO8qwoJscyOsVebGO6BgSwWamgbxIkIn7qql/LEKtHx8S/fGDUyvyhgZFHEiShLW0Qfxjprzkew+JOdhePiNCdzGU66hAT9Uo1+nYV66OUa7XBe92iwTJqZcA+FX4kim949GQy8U6qHKijbCSKDE+DeiBfEkjOLXz3pfm2kqvxucXJ+xHDysqLYMiwbS0LPZ72q0mLCYJt6oH8kMZHXpcZBjIp7qO7WXab+IbEG0IZyiyCuTf+973xvx3880389WvfpV169bxox/9KNfHuIAkkGWJs2vFgHOwcyRCU9IF76KhBaQnQqJqUlecnCq4qKSAcdlOr+rSPn/6V47iIgGNTiAJjXhB8C4Wet+7a1FioRI9oBpuEVn52USK8zyy/UeMB8PYrSajn9daKiaUklC/IbyVFFp/PJJMz7io+DjzZ4e2OoVaD7BEC+Q7d0eOLQ10Nt6CpKoJvnJmnvSzin2aRsv698cKKC3SHAdatyf86JB3IhLIz3RFHnCbxAI/MNAy4/uaUQT92MJiYWx1Ja9cG17yyQL5oVM8s1Mwdm7eWCeqXXq1J8+V1SHqNNBhb5TgHcT1ho6GqgWR5pJ5mrhKApvZZDAgjhp98ucZr/ssLmD+BfIVWiDfEspRVThKsV5Xp18TFcivq4sE8kZ1L4FHt4qoyCsb/iLh7swm2RiLh7wBocoOsb3MECkA6IG8Rq2vTdHyGA+GtWO/F/Kcou8eRNBpVOQjyfXbN9UnrWRed8FGYWMWnhBFnFxDF7qrXj8jQnepKNfp2FdGK9erFWeDOU+oqr/4r4DKKfs5tKuV8fvjNdgqReGiUeoW10KuoauxF1ZGrUcPpfdZXejOkbg/vnN4nEBIwWqWpzB4JUnCVWBlhByq1uuWiWl6yKe6jt/zjjVCbBLOaOX6rAJ5RVFi/guHw/T09PCLX/yC6urEFI3JCIfDfPnLX6axsZH8/HyWLl3KvffeG3NiPvKRjyBJUsx/1157bcpt/+d//icNDQ3k5eWxefNm3nwzwx7R0wg6vf5AZwrBO41af8AvqiapMr9Ws8zikoJIn/x8pNfr/c5P/qV4zEaEKwMasd5z9cnH9vB4qzaALQTyAobQXYL+eBAZ+PxiQJ39xFCK8+zVKqNn1xQZVLnCMrGAz2MivYlK64/H5mTEL0TMZqsiHzeQdy2C4kZR/Ugh9haNXaMlfC90Q8waS1El1Cw86WcNAydEYCaZYN3tMffq79wN4j1tiSvyw2N+ShgV/5jhHnkAn1Us8OWZoq/OFjTKcEA1UZiiYh4J5ONQ6+1lBsWzv0ks9G/eqFXrdDZYfnFWhxhRrtcF7zTHjCSCd2FFJd8ngkBnZUNW+51rrNTo9cd7teu6uMF4zeLro0HqNiiy8wXlhUJb5FRQO9fTpdZHKdbrQnd68A5C3d9iknD7ghHtBt2jW5LFeCLJqJIJRZW4O/QxShetTrrLkmjBu3hid35PJGjRhHM7sqTWAyyd3LKiK9e72yLzbJRifWOZnb+7PNaFQZKI+NZXuiKV8nTbqDJZi+mtnzNEq09FuU7HvnJZRSEmTQixxxuGMo1NuPfnALwuCfbr5N7xaJgqRPJkidRleLHnFEYgXxERYE5X8C4Nobsm7XpqLLXH1W0oLrDk1n4uQw/5xjKhmTL5yIzruLwwykv+zBW8y2mPfKa4//77+e53v8sjjzzCkSNHuP/++3nggQd4+OGHY9537bXX0t3dbfyXShn/8ccf57Of/Sz//M//zFtvvcU555zDNddcQ1/fDGQW5wH07PJ+XfBOHxyj6fWqaojdHRgXE0uqHnkQCy+DXj84zwL56H7nQ0+Jx0c2wZ6fZ7adJDS6aBqx0XP1yime2d/FQ/s1Ct3gqdmvLs9HGNZzCWj1IK5PQ/BulpXrU5zn1rC4L9ZGLfJcRU4GVJGZV9NZUGr98YrNSSAkKImzHch7xidRyPQ++Qzo9XvahimQxMJD1aaJJrWa4b/cPn+t57S+RZZdxRNHJ2Lu1QeOiOqe0rVX0E3jYMLTh0lShcifXkWbQQTyxD4Kxk9zL3mN3jlIEaUp1LYjXvIJqK1aVX6V1MrGRa7IIllfJOa7sjpEXfBuWNeP0K0vh04l1E1oGfRSjej9L66Zh4mrNKALuR3tGRXz5WsPGa8V+Vp53vp5rhx/bq4OLy6c+WasJplOVfeSz00gP55XQY9HCN3ptGkQzAVdT+BgNL1+wwfgE7vgok/B2Tfh3vD/uCLwIH80X5lSHFAP5Id9gfhid3rS21FtKMl3DmdHrYeItaPBdNHp9e1vCr0f2RyTxAHIs5hi/r2qyskLn7ssokGh05vTCeQzXYvNsGJ9Ksp1Or9xnsXEMm38GX7tx9CzP+b19439hFtNL0/pHY+B1s6wWOqlfyQ1nT9j6NR6e4VoJ4P0Wz3TCeT74vfH63AVWKOo9cPpsRYTYdwdKYRk4CF/26Z6zq5xxjz3x8+8M3IdLwTy8XHLLbdw//33T3n+gQce4LbbEvtrTsb27du58cYbuf7662loaODWW2/l6quvnlI9t9lsVFVVGf8VFyfPyj/00EP8zd/8DR/96EdZvXo13/ve9ygoKDhjaf96v5cheKfT63X6Egha14S4SVrVSpx55rTUtJeUF9KkzsOK/OR+5+jHTO2xEtDoBASNOJ7NRa/iZEgtREKh68TeHHyp0xzpVOQhyoJulvvkU5znx4KChh7dP1lqt9KtioXW+GAaCxq/G4CwVUwssgR26xxS6yFCr29OP5Df1zbENSZBO5bW3gLAEE4GrfO0V1gJw37hHd+79OYp92q7UkqXWoKshug5/Fr8TegWahYXmGbhnGkL/NJgjxi3T1dovb+DqjMlTVtfEA6MTeDxT+1ZVDXl+tVSC7eeG7WY0+6r7Cvykyzo8osj41Dn7rifOd4zSq0kgi85zQrRfIMeoI51HY3MlxokVGRU3tv+b/PKTlKSJMoKrXTpgby7fXoBgraA11sEo4XudOgV+v3RgTyIyvxVX4Vbf8Th1X9Pq1pFZVFqazidATLkDcavyOssPq2KqiiqIchWV5IFtd5IkGkVeT2Qb3pBO6CGKRa625vE8ejzXYndEusGkW4gn+laLFroboYU61NRrtO1r1xd46RB6mbVzn9k8tpBVlXuNz/KElMSynZRPQHJik0K4eubAS0Uve2hsDKqIn84vfslHcX6AV2xPn4gX1xgwa1T65WQYWuZFXRmWkEp2BKzHCYjGFY40Re7X6s5KrQt1Nq9zmDBu6xWK6+88gpf/epXpzx/3XXX8eCDD6a9nQsvvJBHH32U48ePs2LFCvbt28drr73GQw89FPO+l156iYqKCoqLi7niiiv4l3/5F0pL41P4AoEAu3fv5otf/KLxnCzLXHXVVezYEZ9aOjExwcREhPbi8YiqWjAYJBicG4EEfb/p7L/GYcGRZ2bUH+JIp5vVlWsxA0rnHsLa56W+Y5iB8fxqJvxWlrjy09r24uI8ntMq8urAcUJz9HtMhrz7J8hIceurKhLK7p+gXP7l9DbmXIR0/bcx/f5TSGgVOUkGVMLXfxvVuYhf/umEtrfoAVLimLKIC0yH2b1zG+XLN03/i53GMPcfQwJCxctQg0FaBr08ubuLDvc4da58bj23hoZSO3LpckyA0nfUuD4zud6zRpLzHLzuW7zwu0JAYVWl3TgOE9AnlQEtjPW2YFmZ/Pgk7zBmIGAWE58zz0I4HCIcTvqxnMBhE5PXsHci9nesuwALQO9Bgu4u0d6QBP5gGHPPHmosQyiWQpQ1t2M+8H9UMEyXx0dDSfoex7MFqfllzJ5O1DwXP+lfiUQ3k+/VncoqbjRt5/ibf6L07CumbEPVqhvBvFJMMzzOBYNB1HxxHmqlAVr7R1lcenrZm+mQPD2YEYF8hU1Oeg/nmUQPdN/oBMe7Rzgniv0C0GFqpBE429RG3VllkfvQN4QMhCwO1CzOjTNPVB8HR/2RbdZsRB44TrjtdZTGy6d85lhHL9dpmgnBgiqYJ3NfJlhWJiqP5w5tRTVNnS8lScyX4UzmyyyQ6fheVmjl2Ii2xgt6CY72Z53EMXm6kIGmcTEmn13tmHIcZ1WJwGF/uzvhMXYOiaCm0mFL+T1cmi7KwOg4odIizIDq7TfWT3LPIUxAuGwVSjBIj8dPMCw85Evykt9D8VDn0jy9xwIMeny4HDWYALXrLSRAKVlmzLUAE8Ewu1oEy+X2c2s50DlC64A3Zr+yto3wUAtKkuPJaC021ITptQeR1TCqJZ/QuAcKYtuYEq0bMvo9iqysqy1ir6aJIEsYq7d/fe/Z1BZZ0/qNV1TYWW56OW76X7938g/8nGBZ5N6ZfK0PWOqoCZwi1HuMYPD8jL5HKphGe5CBp04EeOmEl//AhOx3ExxqB2fyNmfTSKcYU+2VCcfUpj7RktNQEj9eKMoz48dKSLJiVgPiPpWzWx9Ig80ibimqj7lWU+Fgp4eJkEJRvplSu5VTAz5a+kepcYp7QrZXiut4pCvpdTzfkMkYkFUgPzY2htU6NfNusViMIDgd3HPPPXg8HlatWoXJZCIcDvONb3yDD3wgQt289tprufnmm2lsbKSpqYkvfelLXHfddezYsQOTyTRlmwMDA4TDYSorY0V3KisrOXo0fgXwvvvu42tf+9qU5//0pz9RUDC3i6vnnkuP9lZllRn1y/zi2de40uXmXQC9B3n2979FkS3UD77KRqAjLCZD88QIW7duTbndXo+g1AIoA01sfeb3WvAztzi3+Q1qVCX+5KEqdB9+g93jqb9fBEVcVLiCsrFjuAsa6Xespq30UrydRdC5lZ3HZRRVYjI1+5haxwUcJtyxO63f80yFOeTlek0d+I9vNfPac338skk2Jk8JePTVU9y5VOHdeSNcCHhbdvPCpN8s3es9exTxjsKzqRw7yEj+Ivqca2krvZQTTS78QQWbrHLkzZc5FnWaxxEV+daDr7NjLHkmf/HANtYD3SNiEDYrgVm7Lk4OSoCJ1u7+Kfu8LK+eIn87e3/zCF3Fm5Nup3kU3iW9AUCnfQ3H9jZzFVAhufnpK68zMA8lITa2fI96oKVwI68f7Yh7r+5UVnKjaTtFPa/HPSeKuxMkGA5Z2TML58xiE5W6cmmEn/zhOZaXzE4LRq6xpOc11gIDOOnY8QrHU3wNpyTTh8xTz2+nszx2ibztpJ8HgFVSO8++8EdjrnlnTwvFwK5DJ+ntyPzc9HaKe+PgiWa2qqJC2DCcxznA4L4/ssN7zpTPHD2iMTSw8uyLO2ZElGumoahgkU1Uq32oCeZLyGa+zA7pju+KT2YCK6OyE4fi4bVnfomnID0BrMm4pP0oJcDrnVoQPdLB1q2xuhQjYwBm9rQO8MwzW+Oe6pc7xDUU8kwdXydjuEcGZHYfOs4rA+1cAQRHeviD9rkLT7xKObCvO0j71q2c8oj9Oy0Kf/pjYo/6ZCiymBgJSvzs6ee4KDTAJkDSGBhNIzKHo475xIjERMiE06Kidu4HzHS6x3n691vRi5mLBt1sAAZOvsXrSb5vsrUYapjRPb9l++hKqkfeYn3bDyOvBccxf+8C9iz6a9pLLwHg9T4p4bphc0X6rIwuH+zrMAES55crhBQoscE7KhTye/axdeu+tLYz6pZYJfWTzIow0b2jX+s1lFHDKUZP7WTr1sxdN5Lhwq5myoFfHp7gTXWQT1orWSZ38bNf/C8li9Ym/exlnccoAt482k5/V/zze0T7DbuP7WVrHEvrwW5xnY9SQDEBtj33O0YKGrL6Lkv6/sRaoGfcws4M5t9Xe8R9WW0NIIUCgMwfXnkT9zFxzpb3jLAa6Diyi72+02eN7vP50n5vVoH82rVrefzxx/nKV74S8/wvf/lLVq9OLgISjSeeeIKf//zn/OIXv+Dss89m7969fOYzn6GmpoYPf/jDANxxxx0x+123bh1Lly7lpZde4sorr8zm8Kfgi1/8Ip/97GeNf3s8Hurr67n66qtxOp1JPjlzCAaDPPfcc7zrXe/CYkm9wNsvH+PEtlbkssVc9u5rUU/di+x3c+25i6F6PfJLe6ENPEUrwAMbVzWwZUsKCjTCkumRQy8woVqwEWTLhWum9FrNBeQXdyPt2DnVLg6QJJnq1ZvZcvmWjLZpfvRfYQwcNz5A4ZLLaIx67ZD5OHtebZnymWOqCOzWFgyxaEtm+zuTIHXshAOgOqpZceF1fPLb21CJTH/64y9PmfjYX90CTf9OYaCPLddcBSZrxtf7dGD+wQMwBoU3/Cv25dfQCAzu6YR9h1i3qIR3X39ezPt/fuwF8EGNA9anOMfyjiZoh4LyehiCqtIitmx5xwx+mwhKTg3xo+O7kPMK2bIl1gZUtmyDN7/PxuLRlN/hx9tauPa4aG+qvvIuqpZcDkf+Abs0wcoVS9jyjtTjxqxiYhTzt+4CoP7dd3PeISf7XmuJsR0CEcgDnEUTq6+9WvSNRuH4W2Lh5apZxpYZvpeDwSDP/elPjEsF5Ks+lta42HLFpTO6z5mCf+s26IZBtYgP33BdQk9lHTtChzm5swNnzTK2vCsiwBUIKXx97wv4VBsF0gRbNq80BLrMLf8MPth08VWo9ckTUfEwuquD37cdxl5SwZYtG8WTPXXww/+hPNDGluuunZKgfuXIfwIQctaz5frrM97nfMGP2l+no7dcfL8czpeZINPxfXvwEAd3deLNr8Xh9XDJugbUFddltW9z05cAOKWIXtnbr3oHmxbHVvcnQgrfOfw8vhCsu/Ay6uM4+rzxu8PQ3sGms5ex5cplU16PRudrzTzfdQJXRS2XXLsJjn4Ra9jHlmveBSYL5v8Q6821V72PtdXreXpfNxw6wPKaErZsOS/pthPhl7272HFqiOoV61lfXgYt/2W81nje1TSsj5zfh/58AmjmsrNquOPGNdy3/3nGgwrrLrjUqH5LLYXw8x9SYR1POh6KtdibcencEuAab+G6Q58GJRgT7ItgXWVD+w9Ze/3f0KJW8vdJ1g1/ecPFabOWPv6Lvaj0ce3ZlTx8x9QkXbrY7A3w62/+H6oqgRS3Lj/l3pl8re8fehla36Te4mFzDueVlkEveW+NgAR9FKMicVStZxlddPd2csltn0z6e5mPfAqA8658b9x2yFF/CM8O0ZrxFze+C0ecVlz9OvdbXBBwc/G5a1B1TZ4MIT+3HTqhcuV5bLkq/d/pxScPAN28a+MyBsYCHNnZQUn9crZcJe5RaZ8bfv8k9S4LNafRGj2TonhWgfyXv/xlbr75ZpqamrjiCkFRfP7553nsscf4v//7v7S384UvfIF77rnHCNbXrl1La2sr9913nxHIT8aSJUsoKyvj5MmTcQP5srIyTCYTvb2xfSu9vb1UVVXF3abNZsNms0153mKxzHhQkQrpHsM5i0pgWyuHusewWK1C8O7US1j6DsKi88DdDECrVl1fVFqY1nYri8w48m00h6tYJbVjGWmBiuUpPzfjOPfDsOPhuC9JqJjO/TCmTM6dqhqiOubSBpj0WVmW4+ZkjykikF8casU8x9fKnGJYVLmk8lX8em+PEJqJN7FLEo+fgLuthUiBMSyedqiITCIzfs+pKrhbADCXLzfO8+Fu0WO1rs41Zf/+gmrwgWWsO/WxBcV2fCbRm+oqsM7aGFKiCY15/KGp+1x6Bbz5fUwtr6a8L4ZO7WaR3E9QzsOy8lqwChvKfMVLeLQXiyV5pn/WceAZCI1D2QrMizdzR6GPH7zWPOVtx9U6RtQCihQfDByB2o3GaxOhMI7wMJjB6qqenXMmSXhsVeT7TzE+0Drnc0228I4KQbhxawk2W2oF9GUV4t5oGRqP+c7PH+thcFyhKX8xa9XjWAYOQ7VWGNDE7syO8iljczoo0+6NkfGoe6PmHDDnI014xLxWvtJ4vz8YxjTaCRYwFy86bc8NwMoqJ090Xcrfmn8/5TVVBaQs5ssske74XukULQGD5gqqOIJ5rDur846qGsreR8bsSBKsqy/BYold+losQhjwYKeHo70+llQUTdlU36jQV6gttqf8DuUOcfzu8RAWZwV62GoJjkJI0vrlJSxVZ4PFQo+27fqS1NtOhKUVhew4NUTL0DjmVY0xr5krVsX8fq83i/vp4hXlWK1WFpXYOdY7SudIgOVVLvGm0iUASCMdWMzmxIyUcz8M27+d4KgkKF2ONHg80auAhOXAY/w6dEfSdcOv9nZz97Wpk8j72t08d6QPWYLPX7NyWvdulcvCC/nv4q7A7wyGgA5V1ZT+E9w7+rWuli6HVij153aMf3p3C5+ThK7CgCqu1+NKPZjeYKXUkfz3CvgM3RFLyaK491Z7j2glKSu0UeKInxAoKxTXuUdyUA2Yg57s7lMAj1h/m0oaMxqL9nWKgHdjQylHu0UrQI9nIvJbu4QGgOztRT6NxvFMrpWsONI33HADv/nNbzh58iQf//jH+dznPkdHRwd//vOfee9735v2dnw+H7IcewgmkwlFSSz809HRweDgYEKbO6vVyrnnnsvzzz9vPKcoCs8//zwXXHBB2sd2umHdZME7XQ1UVwfVBEeOBNKzntMhSVKscv1A/AF51qHbw0zO8WZrj+V3R4Q6imIFvZ7Z3833Xj6l7yHGhuOEKt5r9nbnxn7jdIUhdLcytfWL2x9ZNA/MsnK9d0A7z1KMV+mBOLZEOoKFQuwxz5eGWIqmujqmiolvthTro/c14gtO/f0XXyhslIabU4oXVXf+CQBP3WVgFd9Dt0pTRuahYIyuVn/OnSBJNJbZuWVj5B7W71YVGW+lpmMxyYrP7QtSrvVDW4viJ3xnAoFCscgID6dp8TQPoWqCSwFberRRXWF7snL9r94SC7lguaa+3HNAPCpKRM04yz5pl2E/F9V3aDJHkjkdsTZ0J/vGqJGEGJi19PTzkI/GqioHLWo1P6v8vGGnpkoyIVVGQcLzrv+Yd3aSZZqXfDeanke2Fo2+IVDEOe/HxbI4Qnc6dNG3A5MF7zR0j/gBqCqaWvSZjBjVetlkKNPjG4gI3ZU0GuNrx3D21nM6YhwhJrQ5TkeU0N2oP8h+rXf8wqXinl2kVW5bB6PovM5asY2QH7z9iXdsLRRzC2jXV8Syjxv/Ez7xpkgkJ3SMERa/ubCMA/jmn8Sa4qYNdUbScDpw1Kzi7tDHgMj3CiPunWOb/zXlvWOpEGudymBubUZHB4RYnV+1MIq4bnSG6AqpLfnvpQu/WQvBFp91rFsZLk2iyu/SRUSjleuzhX6Pu9Ifb4e9AZo1Qb71dS7j/on57pql6YJqfRxcf/31bNu2Da/Xy8DAAC+88AKXXpoZNfCGG27gG9/4Bs888wwtLS089dRTPPTQQ9x0002A6MX/whe+wOuvv05LSwvPP/88N954I8uWLeOaa64xtnPllVfyyCOPGP/+7Gc/yw9+8AN+8pOfcOTIEf7f//t/eL1ePvrRj2b7dec9FpcW4MgzEwgpwjPWUK7fK1KHQyIQ3eMVE0omE8bS8sKoQH4eKddv+ACsvjHy75Ilwi4mG3ss3eKmoAwskd9md+sQf//EXgA+fMFiXvjcpXzsnUtYUSkmzQ3LF0WsMtL17zwTYVjPrUzP+kX3ZJ1tC7phrVLrrAGLqNKFwgqHu0VWd03t1EBeV3W1T/SKoCIZ/GI7o4iFkXMOAvlAWMEfnHScec5I0NL8SsJt9I2Mc3FwOwD29Tcbz/vzxIJaGptnk+FQM7RtByRY9z7j6ZZBMbm/o7GEa86uxKwl30J1WptD6/aYzQyOBShDE0ZyzLyHvAFt0WIZPX295CVNjVtJ07JvqRZwNA96CSti4T44NsGLR0VCoHaVJgjVe1A8ToxgkGzzXFkdY0xgFQ3dhq5jZ8zTx3pGqUEo1kunqWK9Dl25/n98Fxl2asFVN/Jo+N1cEXgQ23kfnOMjnIryQhEst4W1ADhbCzotYPGZXQQxxziSTMbaWhcwyYIuCr0eLZB3pl47FUf7yEPEztI7ELEHq4i0oeqBR61rGoG8FnAt6/oN/NdmYvq6f/guwwruzeYhworK4tIC6rQWgsUlcQJ5szViTZYs+bvrR6Jlo2odXPRpOPsmYdmnr8UkCarPSaKtJCx+64rzE0jmgUR6lnGvnxrk1RMDWEwSn7kqN8zR1TVOngxfyoMrfwEXfQpl9U38t3IDVwQepHBzfOZwNOy1oipeorojCckcYGmBmOP6VRd6kuSYVlhaLnVS70rCjvJolqfOmoRMCz3RaliAxoFxnSs5COQND/n0A/m9HW4AlpTZKbZbDUttPTEGQKGWmPcNQGjS+H+GIKtAfufOnbzxxhtTnn/jjTfYtWtXnE/Ex8MPP8ytt97Kxz/+cc466yw+//nPc9ddd3HvvfcCojq/f/9+3vOe97BixQr+6q/+inPPPZdXX301hgrf1NTEwEDE2uN973sf3/zmN/nKV77C+vXr2bt3L88+++wUAbwzCZIksaZGTFIHO0ciXvK9h8QkGBhDlWT2e0VFoy5OD1giLCm3c0rRveRP5vKwp4/ogcNSkH1lQV8oRFXjWwa8/PVPdhEIKVx1VgVfueFsGssLufvaVfz7raLv6q02N0q07cfbFXplvXxVetYvekV+ti3ohrRAvjhCPTzZP4Y/qFBoM9MYRx3X6qpFUSVMaih5ZQKMidqtiAnFmT871nMAhTazwRaZYkEH0KglWpP4yZ84tJOlcjcBLOStjvSkBgvE2Gnx9eXugHOBfb8Uj0svhyKRcGkd9LKzZRhZgm/dsYHvfXAT7ztPBGOP9Wr3d9vrMRTOIW+AMq0ij332Avn8cnEdOsa7E94z8x0Wvwh41RRuCDpqi/OxmmUCIcXwzv7t3i5Cisq6uiIql2s9wnpFftyt7cgugossoFeORsaDKErU71yn7WtSRf5Y76hRkc/E03g+YpXmJd8y4MXvbICrvkrXlf/JA6E7GLDUTvETnw8o1yrypwIaA8OdZaJLq8INyiIhEDdRq0EP8vd3jEy5FydCYQbGRBBQnYb9XEnBpEA+2oKub2ogH/GQz15ceWl5IQ1SN3/vezjGZhCIsYLbdlLcrxcujSTe9F7qtqFJXueGBV1r/J2GJmCXJmB38WcMqz6u+mrsWiwNi99bNtRO0TXREVZVbj83ufWpqqp8849iHfK+8+qpz8LGLx7OqhYV61eHnHDVV+m44hHuC7yPblMNNWkkXkpLygzrw0Bv7goXVy8Wc30/kWu6Ta1kXLWSJwV5/7IkVjm69ZwjPrMZIoF8soq8buvZH9J+h2wDeb8n8tkMEqd72twArK93AZECpXCB0O6BghKQtYLKWBKrwNMYWQXyf/d3f0d7+9SBtbOzk7/7u79LezsOh4NvfetbtLa2Mj4+TlNTE//yL/9iKOLn5+fzxz/+kb6+PgKBAC0tLTz66KNTAvKWlpYpdnif+MQnaG1tZWJigjfeeIPNmzMXyDndYHihdowI2nCeS9DKjvwOgFBhLQEsOGzmjCi/S8rmqZc8xE4wI9Ogp+oLBW0QGfIG+MiP32TYF2RdXRHfuXNDDKV+bW0RpXYrYxMhuqxaUNj7Ng3kA95INrVsJY1ldv7p+rOmvE2W4P5b1gmvWl1cpX+WWzX0inxJJJA/oNEMz65xxhXqKnbY6cMl/uFJURmaEBX5IS2Qn01qvSRJOPNE4iB+IK+J0DS/ktBnVj38NAAnHeeLKr7+vObFmuefR4G8osC+x8Tf57zfePpXb4lqw8XLy6nSFt0fvagBgB+dKkI12cSCOiopOeidiATyhekFpLmAo1Jch9X00Tc6keLd8xCKQl5gCACrM71EuUmWaNAChyaNvqnT6m/ZWAeVqwFJLLrG+iILvHxX1ofpyhdrCkUl1r++Tmu16DskxjENx3pGqTUC+eQBxHxHucOGq8CCooqWAYAhjZmgV9TmG/RA/ui4FqRkW5HXGETtQbGdeK1TOlZUFWIxSYyMB6fQkvs84t60mWUjKZQM+u/qC4TxB8MRar13MBLIV4pAXlFUOnQP+WlQ62td+dxpeUXYqsaFBHt+avjH67R6gEVaAjumIg9RgXyCRMrBX4vktqMGznpP4oPTWyGjaff643seQS1Zwv/saDHeLkuR/3T8fn/ytq6XjvWzq3UYm1nmk1fkTsdptRbIH+vxEFZUY8xqLLXHrAkToSjfQrO2fvZ25o61WanNV/1akgAASeakKhLadcGWxB82KvKJPeSb+sX3TOQhD1CsJax6g1rSJNtAXqfV5xeDLf12iL3tbgA2LHIBgsljM8soKvRorTBIEji0qvxCIB/B4cOH2bhx45TnN2zYwOHDb9NgZh5AzzYf7BwRF6/eJ3/wSQBG7WJQrs1wslhabieElrUf64Fnv2T03M8pwqHYCcY/EqneZAptINk5bOfjP9/Nlm+/Ssugj1pXPv/94U0UWGMrq7IscelKseDfPa5lNd+u1HpdN6GgDOxicaD3olY584xg9svvXs1tm7Rsq9EjfxyUWTBZ1zE0NZDXqZSJaJcldivdqrboGelMvn2tIj8UFAHkbAby0fuLG8jXbwZznriHE2hdLOoRyu2exlh1V1mjWBYGBqZ8Zk4w2ARPfUwk8mQraKwYRVH51W49KIwsUpZVOLhkeRkTqoW2fC3JFEWvHxrzU4qmEjuLFXlTsTYmSwNTF9GnA/xuTJoSuq0o/d9taXmkn/doj4dDXR4sJon3nFMDVnukmtdzwBBlyrY/HsBqlinUeqOHo/vknTViMasq0LXHePpEzwg1kkhQnO4VeUmSWKnR64/3CjGoIa26XDJPA/kyjVp/KqgFwGM9ovqbKTRqfUfQiSwJmnQi2MwmVlWJ1yf3yev98dVFeQnbxqLhzDMb7TzDvkAUtb4f+jQWmlaRHxibIBBSMMlSWtX+RJBliZW2YaQkle+JgRaO9ohrIDqQ16n1bUO+WMaKEcjHKZKoKryuKeOf/9cxffhxseEDRmvHZPr9D149xc9eb0OS4Os3ns1dly7l+nU13HXpUv5eo8g/+NxxntoTP6GjKKrRG//hCxuodGb/O07G4lI7+RYT/qBC84CXpr7UAW40ZFmiyyySgbmsyDMmkuoeU4nx1NraIhpWayyjZAxRvSKvt05MgqKoRu+5rr0QD8Z6A+092a6/s6DVK4rK3jaROFhfL+YGSZKM+KY9ml6vB/KjyZNBpyuyCuRtNtsUVXiA7u5uzObZo5IuIBZ6IHKkZ5RASInQ6zt3A9BvFYNJpvSthvaneNr6T5Ei3hvfhUc2GT1XcwZPp+jNMlkji7wsRXHaWkRg88cOC1sP9NCj9cPdeX49FY74k8IVq8TCdWuvtu++QwkrnWc09Kq6VmX3B8P8/A0xMH/53avF4pxJAiSuRSKoDE/AcMvsHatekY+i1u/XA/kE1ZqSQitdqjZZelIF8iIY7NMCeWccy5aZRJGWIY8byFvyRDAPcen14f4TLAq1EFRNlJ57Y8xrtmJxDp3hwdwecDbY8zMx/hwQCUqUIHz/Etjzc95oHqLTPY7DZuaas2NF6/7yInHO/zgm1Jhpe914bXxkALOkUfHSpIjnAqq2cKmU3LT3Dc3afnMGr0jseNQCXM7EC77J0BfBTf1jRuLlylWVkQpxleaM0HMgUuXJsj9ehyHMNLlPXq/Ka/T6EV+QgKcfmxQU1c0Ei93TCSs1ev0xLYjTK/LzNZC328wUWE0M4UAxafNvqrE3HjRqfS/FLC0vnJKQn4w1UfT6aHSPiLkr3QBRkqTYPnmdWt/1FgS9Ys1SIpJV7dq8WOXMw2zKWrYKgInC2qQV+TZFHMeqKgelhZH21NrifEyyxERIiWUG6UmseIF82w7o2S/m8XPT1J8qXTqFfv/M/m7+datIbvzT9av50AUN3H3tKh6+cwN3X7uKT1+1grveKcbsf3hyPzuaps5BfzjYw6EuD4U2M397aW6FG02yxKpqcf8c7vZwakCnnKc/3g3mCWFdKZetqVp1uTMUOQ6LScaxaJ34R9JAXgtoE4xtne5xJkIKVpOclCViNsk488y4VT2Qz7IibzBi0w/kmwe9ePwhbGbZOD8QiW9iBe/0QH6eafzkCFmNGldffTVf/OIXGRmJDHZut5svfelLvOtd78rZwS0gMyQUvNPQjqgcZ0TfGmzC8synMUlqRBNDVWJ6ruYMegDoWhRRIE+hyB0PzQNeBjrEANuhxCovP/TccVoGvPE+xiXLyjHJEi8OulAlk6jGnqEZv6QwFOtXAPD0vi4GvQFqivK45uxKg/a0py1qkJdNhkf0rDohaKKPekU+FFY4ogndJarIl8ZU5FNQPLWKfG9ALJLmVUUeouj1UwP5wZ3COvQN1rCkPpZOnF8iqtulyhAhvfdsLjDYBE9/UusBjXIb1sajl3aI4Pzd51RP6f29dEU5S8rsbAto111bpCIf8IgJftxclHUfdlbIL2FCFuPxSM+p2dtvrqBpRvSrotUoXehVnhO9ozy1R1SHbonugY0XyE+DWg8RGqh7iuCdHsgLwbvjfaPUSuJ7SY7q1JXG0wBGIK9V5Ie13m29l3s+QtDrJSbsGuMtG3q9HsirxUmF7nSsjWY1RkEXusukYh7TJ69X5Fs1t4yylcI1gYgwV6ZMyXhoX3wLEmqCmrzKbyVhFx3dHw8iANSF9loHo9Y7ySryr39XPK67PdI6kCGixYQ/cmEDf6m1QE3G3deu4vq11QTDKnf9dBcn+0aN18KKykPPiUr3X13cOCPJKZ1ef7jLw6k0KOeTMVYo1htWdw7Xy8bY6zKeOtA5QqhMY5wla/VMQa3XkxWLSwtSJpeK7VbcTFPsTm+RLUo/kNf749fVFWGJOkb9Oo4J5AsXAvkp+OY3v0l7ezuLFy/m8ssv5/LLL6exsZGenh4efPDBXB/jAtKEJEmxE5FOrddQMrSHBqk7s0B+z09JbBsiaa/PEfSb37U4dS9XEjyxq50aSWR5O9XYCU6SJB7fFX+bRQUWzl1UTAALIwVaIuHt2CdvKNavQlVVfrytBYAPXdiA2SSzYZFgLBzs8gimiA6jT36WBO8mRiNidVpFPlroriGO0B2IiUoP5MPuJItJJQwBscCYt4H8ksvEY8urU1oazEdFf/zh4sun9P7Zy0SQVSm5GZkcCM0mkoxHKhJlJx4HiLGf0yHLEh+5qIHdynLCyCIRqFcmRgVNcSJNC7WcQZLw5ouqiL+/ZXb3nQto1nODOGMqfKmQZxFLj50twwyMTeDKt3DZyigmRKUWyPcejNA1pxnI28xin995/iT3P3vUoI5GC94194/xnedPGPOB3376V+MBg1o/uSI/X3vkIaJcP5Y3/UC+X3UlZFxFQ++hP9AZK3gXsZ5Lf+1UbBdjcUxFPqhdc5VRQnc56I/XUbr4LO4OfUxU5eP0oj/dLvZx0bKp45wueNc6FEVJ1tdVI+2xbEN3Gxz9vfh78/9L+/iaB7zc/+xRPvnYHr706wN89Mc7NTHhSr787tUJ2xZkWeLB28/h3MXFePwhPvLjnexuHeb+Z49yy3e309TvxZFn5q8vaYz7+elCF7w70u1JS819MgIuwRIo9LblrpVQq8j3q0U0lBZQlG9hIqRwQrOgY6gJgv74nzWo9fHF7jJpH3AVWHNQkc+cWr/HoNW7Yp7X76POhYp8ctTW1rJ//34eeOABVq9ezbnnnsu3v/1tDhw4QH396d1Pdrojxgt1ks3UOWOv8rz182we+UP6G3S3kVRtNIsKeM4wrAXyxQ3JM8cp0D3koQI3AF1q7ASXyr/0slVi8an7yb8tleujPOTfaB7iSLeHPIvMHZpSeENpAa4CC4FQpPoNzL4Fnc7gyC82goL9KYTuABw2M32SWIiFkgXyE5Hv1ukXC+TZtJ8DKMpPInYHgqVjcwrmQPe+yPPDLZR4jhBWJQLLrp3yMXORmPALpAncI3NIAU8yHqmqSqXSR0NpAecujt9PfcvGOqQ8J0cUbbzQ/OQln0jwhPLTs1DLJUIOMXYo2SpzzyU0av2g6ky7EvbErnY++diemOdGxoP8Zk8UdVqvyA8cj7CcptEj/8Sudna1ioXfvnY3j75yiisffIn/29WuWWOZYKyHv3jo17x2YsBQrH+u0yLec5pjhVaR7x7xMzIejFTk53MgrwneDVs0EcVs7o8MK/IrKh1YTTIj40HahyLzfs9I5hX5Urt2/N4AFEwKnHWnGyKVw+ko1utYUlbIk+FLucX88JRe9PbFN9E25MMkS5zfOLWCvkjvk4/W6iiqAyQI+sAXRWl/8weCBdV4aUxSIhme2NXOlQ++xKOvnOKZ/V384s02PP4QdcX5fOfO9SmF4/IsJn7woU00lBbQMTzOLd/dzqMvnzIEz8b8IZ49ODOBmq6tsKdt2Gg9yKQiby5ZxIRqwawGcrdmNgJ5FzWufM7RAtqdg1qrqarEZzuGAkYCNnFFXg/kUycrigssUT3ysxfIR4TuYueFungWdIaX/JnJmM26Icdut3PxxRdzww038M53vhOXy8Uf/vAHnn766Vwe3wIyhJ51Hmg7DL/7VMxrJhRkVNbs/qf0KfGuRSStyGdw4+UcemBWvDi1TUoSrCoYRZZU/KqFQWLFcAzf8wS4fKXok98+pi023m6BfGgi0ndevoofbxN/37yxDpdGLZQkycia6oOveP8sW9DFsZ7TKZTJ1IwlScKbJ86vlKxPU+uPV835uLU2w7mqyHsSBfImMzRcLP6OptdravVvKGexcsmSqZ+z2hlDLPS8A1n0quYKrkUkDOSBDrVcBOsJKjt2m5n3bapnp6Jde1ogbxnXRPxmsT9eh7lEsHnyxk6/gDE0KhaTg6qTMnvqinzzgJd7frUfZdIpVIG7f7U/0sbkqBJ0ZFWJ0JGzDOT1fUbvK6yoKKq2T4/KRJkIRs6RTqACtVEMrZjjOk3hzLNQowWhx3tHDVu00yGQ75e0ezJT/RtFQdWDHYqTCt3psJplow0hWvAuUpFPP5A3KvK+YJxA/mzjTyOQn4aHvA49uNwzVsLoxf8Y04uu95afU1eEI452S9yKvNkWqWbqa6uAF976ifj7HelV46Pve/3e09HlHjdcAVKhxG7l3veuMf4dbVc3ZQzJIVZVOZAk8PhDgLg2M9G/KXMW0KJqa8Rc9MmrqiF214+L6qJ8NhhrrJGItWG89agezJqsU69LDRHruXQCeSvDekU+5Idg4sJXQuj3dprxxHggbIg26q2bOuL3yGu//YJqfQSnTp3inHPOYc2aNVx//fW8973v5aabbjL+W8DcQc86bxx4Jq7oiVjfZkCJ1/w/Ey6dN3wwuwPNBdy5qcjf2CDo3oJWH/ubGb7nCbCqykGVM4/DobdpRX7wpFhs24poDzh47rAYKD96YUPM2/RAPqZPPtqCbjZEAuNZz2mLtWT+wgATGsXW4usVbgnxoPXHq1H2Kbod3GxBD+Sn9AFHI9qGTkPo0G8B2KpsnkJV0+E2iUl/YjhLK6hc4Oyb4l4rKoCq8nj4Mm7aGL/KoOPDFzawSxWB/ETTawCGhZqsT/iziMJKkTgpC/cmZlLMU0yMiPt9SHLhzE99rT+xqz1hkiWmjUmSoEpbsPcdEo9Zit0l26eiwu3f38HTg+KaWS+LBLduPdehliVtrzqdEC14pwfyxfO5R16j1nfo7W6ZUuvHh5AUcT8VldekFLrTsTaKXq9D75GvykANXe+RH46m1uuIqciLwDkX1HpHnsVIgOjBmI5thu1cfNbRohLdgi6Rl7y2ttr3SzHXFTfC8mvSOq607/s0sL1pkETF+5m6VwusZhqjWu+WlKVfjQfhwpBTC+cJjwiaEdT6GldeRIuo3Z1eIO+sgQTnJNI+kA613oKXPMKSpkmTaVV+YizC9kjTQ/5A5whhRaXSaaN6UrtLtJe8oeezUJGfik9/+tM0NjbS19dHQUEBBw8e5OWXX2bTpk289NJLOT7EBWSCRSUFOPPMVNNHTijxUf6fIVU21tAqknhetwmaC+jU+uge+SxU66sRE5xOq5cQSqUxvucJIEkSl68q56jel9R/bHbt1OYaUbT6/329FUWFS5aXsbwy1gtUpz/tia7IlzSCbBZ9g9koEmeKSRX5UFjhcFdyoTsdcmEFQdWEpCqGN/EUaNT6kFVUfuxW07RViDNFyh55EHRIEJXO0ASMdGLu2oWiShx0XmwsBCdj1KK3F2Q5GQ42wZ+/Ck/+pXjMRijz+B8jf0f1gKrI3B36GDWNZ6ekqNaXFFCwVLASLINHCPvcFIY0L3TX7Afy1rIGAOqkgVha62mAkEe0JIxbStKy5eoYHo/pPY7GlDYmnV6vI8uKfLJ9AvSNTrDD3wDABlkssnVqfZdamrK96nTBiqhAXrfgm88V+TJtHGoNaTTwTOd2bdE+oDpZVZd+y0ykPdENiHlCp1NnQq2PUa33R4nnmayGlZ6qqkYvby6o9SDsgiFCj9b3s12ryF8Ypz8eoiryCb3k20BR4I3viX9vvgvk9Oa3jO77NLaVCDN5ry4qjZwfjz8U0dhIA+UOG6dULZgczEEgr1XjfVIBE1ipLso3EvDNA168LiE8HFezKYXQ3dhEyHBtWprEek6HSAZK+Ewa4yXTQF6/r/OKxH9pQC8IbaifOieUF9qwmmTCimowaYxA3jcoWgvOMGS1ytyxYwdf//rXKSsrQ5ZlTCYTF198Mffddx+f+tSnUm9gATMGSZJYW1dEh1qe0IZEypAS/0T4nVzh/yaPht/NgCpu1n8P3s7/hd+Zk2POCgFvpM+neHHEJmV82KA4pw0t0+/LFzf7uYuL+dg7l/DC5y6L+J4nwWUrK2hXK/BjFVlSPWB8O0CznguWruCXO8WArNt8RWN9nQsQiwS9GoTJAqXLAJAGZqFP3qjIiwroib4xJkIKjiRCdzqKC/PpRbc4TJB00BZrQbNYMM82rT56n0kD+YqzBIU8NC6Uuo/8DoBd6grqFyVOzPlsYjGsZiMYo1vGbfsOHHpKPGZqYekbgu0Pi7+v+VejB1S98FN8MP8/eTJ8KbeeO1XkLh5uvnQTLUolMip9h1+hDHHu8lzxxX9mFEVRXvJDpxmFWxuDg3npiQTWFecnrczFVCWr1sW+IUuxu2T7lCW4bk0VjmUXALBWasZMyBC769Iq8rmols41VkUp10eo9fNXkV+vyJ8MuMQTIx2ZMbdGIz3E6fTH64gIBntQVZWBsQBhRcUsSxkJOupJkrX9v4PvXhh5IRyA/zwP9vycgbEAEyEFWcqMtp8Mel9zU19kLDnZN0b/6AQ2s8zGRfETYnqP/Mh4kBFf1PwRLSR86gXRd211wPoPpH1MGd33s7itdPHErnZePtZv/PtojyeisZEGyh02Tina3JKLirwWyA9J4lxWu/JwFVgNpsAxvbDUd2TqZ3WhO0f8ua5Zq8aX2q0UFaQeH4q194xJWvEm00A+K6E7NwDrJ9HqQQgj6g4QupAk+cUigQZnJL0+q0A+HA7jcIiTVlZWRleXuDAWL17MsWOzJFy1gIRYU1vEE+FLE1NQM6DE671NzWoVD4Tu4HeKmJBKJM/c9g7qN39ekbhJ85wR6mWmmfsRsa0WLfP/lRtWc/e1q5JW4qNx8bIyTCYTxxSdXn8os/2fztAq8vv8FYz6Qywps3Ppiql9xkUFFoOmtbc9ml4vKM7SbFjQ6QkWjVqvUyfPrk0sdKejxG6NCCF6ElA8tQTShFkspGZb6C56n0kDeUmKpdcfEf3xz4bPN/rs4iGQL/QgzN4MJ8Joyzg1HPuYiYXltm8L1kPlGqGUrPkR717+KbYNF1FgNXHtmqqUmwF4x5ISjueJiu/h1/9ImSSuBfMcUOv1BUwlw7T3u2d//9OAyScq1+pk6nAC3L6pPmllLqaNqXJN7BuyrMgn2ycIa6uP3HAVbtVOnhRko3SCUkn0X3aqZSnbq04XrNBYUke6Pcb4MK+p9VpF/qjXAUgiSR4tuJYKWkU+XaE7HZMF76I95FMJskWjxG6lQermY+7/0Owyo6CNfX2th41tW825YW/pwVx0RX7bSXGfbmoonmLLqcNuM1OmJSpiEorRXvKva9X4DX8h1lxpIqP7fha3lQ70NXD0HlWViMZGGmtgUZEX1HolF2sdLRjtUcQ5qNHo5XpVfseomKvxdERcP3QYivXxHTn06yad/njA0ELKWvDOCOQXp/0RQ+guwXolIninBfKSdEZb0GU1cqxZs4Z9+4Ti8ebNm3nggQfYtm0bX//611kSTyhpAbOKtbVFtKjVfKfwUwb1VEGjxiNnRImf3NukZ/pWSu1z2zuo0eonHPWGnUmPrKvbZtgnr1XkT0y4gIgPZbqw28xsbizluBHIx8mCnqnQFOefbBWD+IcvbEgYFOs0qL1aNhUw+uRnvCIfDkZ6LDVqvS50l84iryTGSz55Rd4vi4XUXATyrnxtUh1P0MevQ6fXv/koaus2AA4qi6cIx0QjbBcToWW8L7ODyoWF5WgvvPF98fcV/xRD6fzVW+K8XremGrstvT5YSZIoXnUJAIV9u4xAvjPkSPaxmYG9jKBsQ5ZURntaZn//04BlQgRWUpoigY1ldu6/ZR2yFGlfStjGVLYc5Kh7aPf/ZtWOkc4+G8sLGa8Qdq3vNr8BwKiaj1cqSNledbpgaXkhJlliVBPskqTIInw+Qg/ku70KamHmc/vYgFib9KUpdKfDapZZVS3Ggf2dbkOxPtOKeXGBldtNL6MkGfus+wUjKZdVZD0Ai+6R36bT6hP0x+uIS6+XtTH11Itw8jnx9+aPZXRM+j2oI5P2xUTbSmsMyQFy0d9vt5roMov1oTzWmzlrdDK0inxPWKxdql3i2tTn7ze6w+DU1qOTxYRTUOubMuiPh0gy0K1m6SWfYUW+e2ScHo8fkywltJSMeMlHK9frgfyZ1yeflRLTP/3TP+H1ipP99a9/nXe/+91ccskllJaW8vjjj+f0ABeQOfTA5L+G38HHP/1BrPt/xp59+3hjuJCSi/+SOzZcnva2Jvc2HVO0QF7uQA3NYe+gplj/Yk8+j3aeQlVV3m1xUiXDW/v3s3HldelvSwvwOtUybGY5q77By1aWc7RZywT3vk0q8uGQocD6qrsUh83MLUmozesXufjVWx2xffJlWi/XwHEov3rmjtXdJqrA5nxjQNet59ZqtP9kiAnkE/Xzaz3yXlkspOaEWl8QUa1XVTVx37I+2Y4PIyEqDI9Zv4HSXwWL4rN1JO13s0/0x309IdxtKKoaN2usqCpyOovzV78pWgHqzoMVEXs8fzDM7/eJiTldWr2ObpcI3NZLTUiIitn7fnaST9+yKK2WmpxBkhgvqMUydorA6dSWE5rAFhLVG0tR+kyG2zbVc15DCY/vaqdjeJy64nzet6l+6gJ8/+OgRDFL3voJvPU/IhG9IX1ab7r7rD77EnjpNW7O2w1B8BfU8MInLzsjgngQ9l0NpQXGQt2Vb8mowjzbKC0U83AwrBJ21GIe6xFzde3GtD4/3NtOIRAqqEhb6E7Hmtoi9neMcKBzxBC4y0ToDsScUSf1I6lqgjxmRKsoV/3xEAnkmwe8hDV5+NdPiUD+omWpA/ndrcO06cr1e34WcT8KR/UWt+4wWtTSxW2b6vnv105xrGeMcxcXc15jSfz7Ps1tpTWG5AC56O+XJIk8Rwn93iLKpRGxbkrzOo6LKA/5QpvZUNDXtYj2tg2jLjsLydMh1qOL3hH5rCdK7C4OTvWn7yEPQuwOYCA8zUC+KL05V6fVr6x0JLyvp1Tk4YxWrs8qkL/mmohS5bJlyzh69ChDQ0MUFxenJXizgJmFLnjn8Yc4HixnzVVf5V9PbGd3/zD/Vbsqo20Z/UjaQHZCFVm8CslNiTQ6Z72DI90nKQJa1QpjsmpXykCG3fv2UXK5N71BXVUNf9pOtYxaV+L+q2S4fFUFX/2DGIiU3sPZ+zqeThhuBiXIhJRHF6X85Xn1FCapiG6IsqBTFFVU7o2K/HEom0HlekPorgEkiVA44mmfTkW+1G7luKqLLiWi1ovEgG7TNpc98oGwgj+okG+NQ6McbILnvxbzlCSBjIrp95+ChgvjMnbMRWLid4QGMjomt7WaQpW4SsOKCh5rNa6kG2iDXT8Wf1/x5Ril3T8e6mF0IkStK5/NcbyRE6F5wMtnnhvlAquTcilSHelXndz9q/2c11AyqwGcWrQIxk4hZ6rMPZfwioROUDVhd6bXI6+joczO3dcmmYv0doxoqJqI6NOfEAvTDIVWU+6zdhMAhUER9JTXLaP8DAnidayqchqBfPE8FroDsJlNuAosuH1BxgtqcLA7I+X6iWFBIbYWxw9YkmFdbRG/QGNtadNSphX5Ers1Sqso3twm0YVgsuRyHVVbnI/VLDMRUuhyjzPkDTDqD+GwmVmTgpmwOFq5ProlajKyuAdDYYXmAZEg+OZt50x7fE15P+cIk9fA0cikJ7+s0MqpsWoRyA+cmGYgr1nPqUUxAowrqxzYzDIefwi3YznFPDeVIWpQ61NU5NMQuoPIONIfygcTM16Rj/jHuxK+R0+MdcYE8meucn3O4o2SkvRUaxcw89AF7yDSB5ytxcnkfiQv+bQpYvJZTvuc9Q72tgkqdrtaYTzXoWqTotyfPuXfNyQqfUCPWmKIZGSKJWV2xopEdVkaPpWdl+bpBo2ydSxcjSTJfGSS5dxkrKpykGeRGfWHIv17pctAkpH8bmyhkaSfnxYmWc9FC90tLkldDUmrIq8F8h6NYpaJz2yuYLeajCpbwj75BFR3Sf9/Aqp7XolYELvCQxmJTj0RvhQJNe5HZBQeD1+afAMv3S8qs42XwpLY9/7qLXEubtlYm1LnIOaYdrUjSTK7dD95wKMKBeC5aBmylon+QIe/C3/wNHG90AL5QZyUOnIj1GUgF+0YmWLywrooM4bH6YAVUW4iJfOYVq9D79n2WLVqWgb6N7LmLlJSmb6Ilg7djvRAxwhdGrU+E8V6EAyI38lXiLEv7jtUnjFfBWTezpcMJlmiQaPIN/WPGbZzm5eUpnRRiaHW5/gebB7wEggp2K0mQ1jvdECuevLLHTaadMG76SrX6xV5XFRHXTsWk8w6be1/whC8i1KuV8JR9nNTxe4URaVZ75GvSDOQ1yryQ8rsUOt1xfpENrkQVZF3x6PWn3kV+bdF4fDtCH0i2t8xwkQoTK9H2J1kSuGa3I8EkT75f9gQnjPaod0rMvN68A66DzzU0Z8+5V9bGHgtpQSwGKIhmUKSJNatXMGwWigsymZDvG0O0X7yAG1bHwTASpD3LvJTn2JyNptk1tW6AHhL75O35BmZ4XNbvov84r3Z2ZKlQpT1XPOAlweeFUkIR76Z1iFfkg8KlBZGid2l6JF3K+IamouKvCRJqZXr3W1kY01pLxXnKZ8Jo40gHRzwl3NPKNJTqagSYVVC1ar05V0vJf7wwAnY9wvx95VfMZ5uHvDyld8e5JXjIpjcvCT9ajxE6JJNSqRaF0aiQeqeE7uxvDKRYKqVBmL7+uYzvCJAGFSdubcxy/IanRYKSmIXk/1HZ2YsmkO4CiKMqYGxiYwstOYCunL9oFlL2GcQyBcExPVZXd+Q8X51wTuPP8TOZmFNmY2qvKdgMXeHPmZoFcU8vucR3hoT41YuqfUQqaae6veyo0mn1admzegWa21Dvpzfg4c1Btyq6tTisvMJuerJL3fk0EveG6nI10y6LnV6/Zs+LXDtOxxJvI/1CWaTZILC2Hao5gEvX3n6EP6gcFEIh+MwMeIg32LCapZxZyN213MQNMFU9j2WcrwNhhWjOLkhgfsCYBTkut1RXvKFZ26P/EIgf4ZCD5gOdo7Q5RYZ5QKrycieZYLbNtXzwucu42PvXEK5w2YE8hvy5uiGUFXKQiLb3hanIl8r9afPPNAWBoNmMajVTCMzftlZlcZvo57BffJvPvUdan56CXWePQCskDr5956/4s2nHk75WZ0OpdOj2PMz4xyUjR1B3vFI5rZk6UCryL815uLKB1/iJc1KptvtT8tGpsRui1TkvX2GD3AMtOB2WBETa1F+Vp1L04YeyLt9CfxSXYtIWmlJkBl3uVx4VLHQC42kf+/XFefza/Uyjqhiu7uU5Xw/fAP/FXoPADf1/xcc/m38D7/4r4LauXIL1Anq8xO72rnywZf46eutxts++MM307YC0o/pVtPLfNz8dOT74eV56+e51fTKrLcMScXit6mT+qf6OM9XaBX5AbWIssIcB/JZXqPTwp6fxQYnbTtmZiyaIzyxq52v/S5SnWsd9GVkoTUX0AXveiQtYZ8mtb53xEepKgKKxoZlGe/XapY5SxO80z21M63Ig2ByPRm+lNe3/NGwy+SiT8EndqGuf3+Uh3xux5ulFSK4PNrjYWeLSESk6o8HDHZa94ifkLOeXN6Dh7vE/Li6On3hwfmC6DXw9etqMrIn1lFemGco1+vaQlnDoNa7qJ5UfNIr1X/uLxIB+/hwRKndsJ6rAjnSdqfPqb94Q8ypigpXf+uVtMYGSZIoKbAyomYYyO/5GXz/ksi/3/h+yvH2WM8o/qCCM89suDPEQ4UjD4tJIqSo9I5qazWjIr+gWr+A0wR63++xnlHDHiPb/m+I9CPdsrGO40oSj8rZgG8ImyIWu3oVPvrvEmmMO9alWaHTFgbdiM9mS60HuGBJKScRv81w876stzOf0X7yAOfu/QomSTV6nmVJRUbl3L1fpuPkwaSf1yeZPW3uKX2wEiBlY0uWDrSK/HfeCqGokTqDSno2MkX5FoYlB35VS4TpE2I0tIr8QEhcQ3OhWh+934QV+Q0fJF6lJZU1pSvfQp/qAsA7mH6vqk5NrJLEgvKfQx/lgdAd/Hv4ffw0/C4kVPj1x6B9Z+wHu/fDoV8DElz+j0DECkhRY9n9mVgBAbx/WZD7TI8iS5GN6DoB95m+zweWpVD9zzU0651aaeD0CeS1xeQATkrs6ftrp4UE16hA+vapaSNuT74yM2PRHCD6vtGR7tg3l9AD+fawlkR1p5d0ONrUikUSLSp5WfTIQ4TVqKMyQ7E7iPQPd0jVhl0mV30VSpcy5A0wHgwjSRHV8VxBr8hvPdCDP6hQVmhjeRpU6RK71dC56Vh8M7m8B/WK/FmnYSAPkTXww3duyMieWIewoNOp9SdBSa/iPQWKEhvIuyZX5F0AHOidQNEFCXV6/ehU67nosUHJck51FVhwkwG1Pp7+QhprP51Wf069KymrwyRLRlHO6JPXe+THFgL5BZwmqC/JpyjfQiCs8PxR0ROSi6zv6honR9WoQD6DXtmcQVOsH7dVECBSCRrFzohWMVxsTtNvVgvkWzUP+ZppTKh5FhPhMiG+MtZ+IOvtzGd0vPCoJt4TC0kCFYn2F76f9PM6HepYj4fgrp8wK32wqmpcM23E9xlP1RdtkiWKC2x064J38frkNUuZ/qBYfM4FtT56vwkD+dKlQvlbklEkE2FVIoyMJCW3pjSbZAZl8f3HBxO0F8RBY5mdB9/TSIkkeu90Fo0sSeTf8O9ChT7kh8fugKFTkQ+++A3xuOZmqBKe4rmwAgKob/kVkjx1+pMkkGSZupYn0/16uYGm2FvFEJ0DM6gVkUOERsViclAtMhTGc4aoazQeJTlTobuUmIue/FlEru6b2YYeyDcHNRqtbyAt/Zm2NhEIjJpcYMpuHI4WQZUkUeXLFCUaA3I4DjtKb9+pcNiwmeN7u2cLXXF8bEIkJC9cWppWEUeSJKN//WS4Kmf3oKqqkYp8BlaAZxLKCoX4YRCzmO8yaBOJwfgQqGEUJIZwTGkHrS7Kp9JpI6youAs1NooeyMfxkM/F2FBcYMVtVOTdqb9DluPtHkPoLjGtXkdEuV5LjOsVed9gfEblaYyFQP4MhSRJxkT07EE9kJ9+H9bqaifNajVB1SSoxHOhsuxuASC/cinvWR8ZkJaU28kvb9Dek2b/lva+41l6yE9G5TIhmFTgnmFf9Gww2AR//io8+ZfiMYsqk3W0Q1RQ40BCxTqa/HqoKsqjypmHosJIdxOz0gc72gOhccLIdOj0+Ml7S6MvOqWXvFaR7+whDKkAAID2SURBVAvM80AeYMMHaP/Aq/zS8l6eUd7B0/Zbaf/AqyltvUZM4vsHR+IwEpLgpsViIduvOvGSjwT8/pMXc+v5jXDLD6H6HLFI/98b4Q/3iMfjzwIyXPYlYzu5sAICwN2GnODak2eqBzsZCisIyTZMkspoX2vq988DBDxiXnFLThxJ3CqyxoYPwCd2TaEkZ2o9lxbmoid/FpGz+2aWoffIt/qsYNUChUQaJRqaB7wcOCI0UIbkkqx1AKI9qq0mmf/48/GMt6UzVYa8U8fiDoNWn3vht8m2gisr0xMugyjBuyFfzu7B/tEJBr0BZEnYhr0dUe6wEcZEuzRNwTtN6M6tFhLCHJfNsaFeBLpNkmB6GexZvQDhiKybczE2FNstmfXIZzne7tW0lTYkEbrTEfGS144/vxhMWsL5DLOgWwjkz2Do1LCBMV3obvoV+cYyOyaLNSLaEa2IOVsY1ha6rsUMeSOZ7nyrCWupEI1Ke+E1qSKfjaBNNNZsEH6dZcoAI8OZ2XTNKPb8TPQfbfsOHHpKPGbR/xlw1MWtyIOoyAccqZWedeqXcD+YhT5YrT9+1FZFWIofXKdjI1Nit9KNrlw/KWGhqkaPfLdfTBZzRa135Ue85BPhiV3tXPrDVr7kuYVPBT/J54bey6U/bE3ZE+e1ihYUJYMeecA4B22q0KJQifSeYiuE9z8hJlp3G7zxXTj1kvZBBdrfMDZjWAHFQSZWQHPSg50MkkSgUIgJhodPj0A+PCp65P3WsplzrCldOoWSPCOYb9dDjpGz+2aWUaZV5PvHAhEXgZHEc7ve66tqC/VmvyNrHYD9HRFmzERI4dFXTmW8rRK7VpH3Tq3Id7qzcxJKhSd2tfPe/9wW89yDzx1P+7gNwbtBLWmRg3tQp9U3ltnjW6K+DaCzS06GtcrwQJZ98hqtXm9ziyfQrK+xdo9r+9I1m+JU5HMxNrgKrLg1tx4CYxBKoM9jfCDz8dbtC3BKS6QlU6zXoSfIjIq8JJ2xyvULgfwZjMn+2NPp/9ZhkiVWVjk5rmqT6pwE8i3isXhxTIa8ddCH6tJo/xkG8l1qWU4obnXV1fRJItg5tOf1aW0rZ4juR9L7kLLsRa+74mNxrcRUVVTk66+4K+U29EnmKfUyZqUPVuuPt1UsnZaNTKk9iXJ9yA9hMXl1Tczviny8flm9Py5VT5w/T9DipUz7zLRz0KJWUqX1mm47GdX+EvAajIYpiLpGc2UFNOs92GlA0hYvltFOwkqiY5tH0MTuQvmZecjPS8zD6yGXyNl9M8vQK/IDYxNRgXx81lf0uFaJqAr2qsVZ6QA0D3j5x6di2+PCiprxtvQe+aEk1PpcBvLxxnbIrN+5oVTzkk/DzSVd6IH86pqiFO88c6FbKZ7ULeiydTaK8pB3FVjiJkb0QPf5IU1Dqv+YsJ6LE8jnYmwoLrAwSgGKHpynqspnMd7qAsmNZXbjvkqGCLU+ilFwhirXLwTyZzDW1cUOmi8e7cuJ3czqaidHdcG73jkI5N2iYhV0LqLLHblJR/0hxgtqtfekEcgH/YaNR4daNi3F+mh4nMsB2LVzG598bA/3P3t0bm1+ctj/Wb9sLbvX32v8W1ElQqqMgsTu9fdSt2xNym2s12hff+wpRH3PwyDJqJIpMqznug9WqwbnVyzj/lvWGU9LZGYjk9RLXuuPVyUZjzK/A/np9MQFCkQgb/b1ZXZQekVeqeS9G8Q9ur0pKpBP8xptLLNzy8YI6yNbK6BZ78FOA7ayBgCq6YuwFeYxzOOCcaTaU6thz3vMw+shl8iVhdZsQ69iDnoDKM7kgXz0uFYpaYE8LiBzHYBcaQqUFGiBfJyKvB5g1LpyR63PxXHryvVtORTdPJ0V63OFPIsJZ545SvBuetT6fqYq1utYW1eESZbYPepCNedDaFwUwIxAvtZ4b2OZnb+9NDK+ZTM2FBdYUZEZl7W2iVSBfOlSuPSeyL/TGG/3aLT6dKrxEKnId0bFCNg0+v+rD2bdXjofMTf+SAuYFexoiqV2/2ZPF0/t6eT+W9ZlZJsxGaurHbwcLXg329Cop72mShQ1gN1qojDPTK9ngl65kkZIL5DXgrGgKZ8R7NPuj9fRX7CUZSM7cI2e4Jn9XUiSxPdfbpr27541ctz/ef6Nf8fEvnuxMcEuywbCFWuov+Iuzk8jiAfBFDHJEn2jE3Q33kLNJy5A2f0TAjv/l/zgMKz/QG77YHUBtZJGbttUzy/fbGd32zDr6ou4cGkZ79tUn9ZkVWq3sl8Xu5tckdeqyarVCeMSVpOMzTw3edJUgXzH8DhKgopvyp44LaOd7+/P6JiUwVPIQKtayd9trOV7LzdxpNvD4NgEpYW2jK7RUb8QcNrUUEx1UT51xflpn8MYbPgALHqHSBK42wSdb8MH5yxok2Ms6Lw5G49mBKqKbUK4EJgKK1K8+TTBPLseco3bNtVzXkMJj+9qp2N4PPv7ZhZRYrciS6Ki7MuvFl24CZTro3t9KyQ3AH2qSBpnqgOQK00BvXIYj1qvU35zWZHPxXHr1Pr2YR9hRZ3Sb58NjhiK9W/P/ngd5Q4bTQO6l3y21HotkI/jIa+jwGpmZaWDw90ePIVLKHIfEvT6OBV5wCg0nVXlYFmlI+OxwaUlrEblQuyKJ70+ef0YiuqgfnPK8XavIXTnSuuYdAZyl3tcXMf7fg5NL4oXu/dBzwHY9m2ROJgJ3ZVZxEIgf4aiecDLPb+eRA3TBvi7f7Wf8xpKsp7AV9c4+b4eyA8cg3Awa2XYjKGEDbXPU6EKoIOGMjt2qwjkW8Ml6Qfy2nbclkpAyknrQfOAl/9rc3CBBVbK7SghDGX/6f7uWSNpf2cW/Z+DJ7Exwbhqpf2aH3PLeQ0ZfTzfamJVlYNDXR72tLmpWbcU5fIvs78bNjd/G47/EcIhMOVoeNJo3RQL/QS92vnl61ezqSFNm0LEoixSkZ9UFdL640NWsVBx5ltmrm84BVLaz6lqwpA5VU+cXCSqCfZAv9ZPkd531AP5LrmKZRWFrKpycLRnlB2nBnn3upq0e+YCIYXXTooE5VfevZp1da609p8Qev/nfIBmQVcn9XNq0MeF8zl+9LuRVZFQsRZVzvHB5BDz6XqYAegWWqcLTLJEaaGN/tEJhi2VIpBPoPZt9PqqqlGR1/uIM9UBiN7WZGSyrdIE1ProoDqXgXwujru6KB+LSSIYVukeGZ+2GJ8vEDJ6m9+uivU6ygptHOnXKvKjXTAxFqkSpwvd9lMtSmpbuGGRi8PdHlrNi1nHIWjdBmHdU73aeF/HsI8/HhKtcv9xx3pWVWV+joo1d4YRCoUvUDqBfPde8bj6vXDNN5K+VVVVI5BPtyJf6bBhlsV1PNh2mIqnP0mM8bAq7Cl5+hMigXsaJ2wXqPVnKGbSbmZllZMuyvCqNtEXHG0ZNdPwdIISApOVY14REDeU2Y0s8nG/Fpj5BiCQghqmZfb7pHKAhNnNTPDErnaOI4KOlVI70VXGObP5WXt7rF9nDLLo/9QG4ENqA7Wl2WXY9azq3vbIgN/rPAe1oFS0OzS9kNV240KjdVPSiD8YpmtELKAyTajEUOvHh2OvL78bgKBZ/B5F+XOXI9Ur8u44gfyxnlFeOJKYFp+qJ87qEll0qzphJC9SIjSBaUz0pPkdi5AkiQuXCjq2Qa9Ps2duV+sQYxMhygqtrDnT+i21ZMVp4SXvFckUj1pAkSPDhegCFpAB9N7ifpPG/EhArY/u9a3QqfVRFflMdABypSmgV+RHxoOEwpE52O0L4guIQCJXLX2Qm+M2yRL1xbmj1x/rGUVVxXnMxsLvTEK5w4aHQsYtmn3aYBZVeaMin5haDxGLtr0TGo3+xHPi0V4O5kiP+U93tKKocNGy0qyCeIhU5IeVDLzku/aKx5oNKd/aPOBlZDyIzSynfYxmk2wkOsK7z2x70YVA/gzFTNrNFNrMLCop5LheldcVMWcDuqJzUT3NQ+I7NJbajb6u4x4T2LQbPZVPp7YgaNeCs1xMqB3D45xUqgmpEi7Jy/ctD/EP5l/SIHVn97vnwDKOA09E/paihFGy7P9UO98Sm1Uas6b/6vYoet8TgCqbUc6+Rfxj3y+y2u4UjLsjk0pxA+1DPlQVHDazUS1JF6V2Gx4K8KF95+g+ea1HfsIsgpq56o+P3vdk1fpej5+P/vhNvMEwjaX2rPpli5xOPKpWoRlNU/BuuBUJlTE1jzytenvhUnHPbdeq6+n2KL90TFD6L11RgZwDyue8ghbIVzFEx2CaSZK5glEVclKWaw/5BSwgCnqf/IhXqya6W+G5f54yFzaW2bnjvHoapS5D7O5W86sskbsz1gHIlaaA7iCiqrEMKX0dUO6wkWfJnYp7ro5bL4y05CCQP9I9CizQ6iFyLbutGotp6xcyX9dpIqP9FFGTpCKvV65fcWsaJkPaPqJo9b5AiMfeFOzVj17YmP4xTIJekR8IpxnIh4PQe1D8nSKQbx7w8i/PHNH2Y43teU+BOk1/IjzUyplsL7pArT9DkStqWCKsrnFy7EgdG+STs9snbyjWNxgKrA1ldqxaP3Lb0LhYEPceFDdn+crE29IC+VMBEVTmglpfV5zPe0w70KXb3iW/xZXs4S7T7/hi+C5Kiz+a/sb2/EyozSMhBiEp856err3Cag5gy4OCEr7rR6Kn+9oHsuoNCnbswQocppEPZsliWK9V5A90jhCMqlQo6+7AtPNROLpVTAb5xVlt34BejbdXgM1B84AIPhvK7BlT30vsVkCih1KW0CGunzIhbKj3yI/LIpCfK+s5gKKCCLVeVVUkScI7EeKvfrKTrhE/S8rt/Pr/XYjbF8y4X7a4wEqvWoxT8gnl12T3l44o67lqLfGzeUkJJlmiZdBHp3tcJITS6FF+8agIIC9fVZ7NTzO/Ya9AkS2YlSDe/jbg/Lk+osTQFpODOCnVvLIXsICZQHmhjdtML3Hp6/8tnlAV2P4wbP/OlLlww+Az3Gu9H5Mk2oc+YHqBvzA/j2TKBzKb63KhKWA2yRTlWxgZDzLkDQg9EGamPz6Xx60XRlqHpi/Se7hbzI1vd1o9iED+NtNLVHmPiic6dkLn7szWdWlW5JeU2XHmmdnvr4PoXFGU0N2v3+rE4w+xuLSAK1Zlr3VSrFXkB8IFIqpMFcj3HxVOPzan0fIYD0/saueeX+03wphej58rH3wpbb0pfU3fK1dQdwbbiy4E8mcobt9Uz/dfjp/ly4XdzFlVTo4d1gXvZlG5XlOsp3gxLQfEJNNYVoBZFoF865AXGuq1QD6FH7PmR3vC7wLIibjU+5cFqdnxqNE6LEsqsmbXdp/p+3QvS5PGHm0ZNxnp9vSEg/DbT4heoLNvgvP/Wjw/7obdP07qx5sQShhTr9Be6C5YhdmUHamnsdRuLHCOdo+yqlKr8lauhYqzoe8QHPw1nPdXWW3fwFCEVg/QMhhJ/mSKUq3y2KGUsETuiK3IazRzryS+x3yoyAfDKuPBMFaTzCcf28PBTg+ldiv/85HzcRVYcRVYM+6XLbZb6VVdLKczfS9W7Ry0qhVUaYkfR56FdXVF7Glzs+3kALfr41GSHuX2IR8n+sYwyRKXLDsDA3lZJuSowzrSDO42IwkzL6EF8gNqEZULFfkFzCBWWHr5a/MPkKMratH9rY5qcNWDu41bOu9HlsT7JEAiLHLgWfbB5kJToNRuNQJ5HZH++Nwp1kdjuse9SLOgywW1fkGxPoJGerjL/IOokDLDXu1wEHyiHU2I3SXRs5Elzql38eqJIBMWJ7agxvLS+uMVReXH28Tc/OELGqbFcBOaQKJHHkgdyOu0+upzQI6/hoxnpagiapPp6k3pibIX8q/mXP43wbtOf3vRBWr9GYqZtptZXePkmDoHgbxWkQ86F9E1IkTLGssKWaxRwXo9E4Scupd8etT6TrWMAqspJ8FXfcuvkOIMTJIEkixT1/JkehvKhWXctm9B7wFR1b7u3yPP150nHjt3p3cs0Rg8iSnkxafaCJcsz/zzGvRJBmBPVJ88kgTr7xR/73ss6+0b0CvyWta3eUAsTBpLM19A6VnnLiWOcr1WkR+TxH01l4F8n8dvXDn3/eEon31iLy8c7cNmlvnvD28yaJPZoLjASh+CJaF40vRiHdYD+YiHPETo9TuibeiS4KVjohp/7qJig3VwpsFUIgTvSkM9DPsSiBVmiOYBL/c/ezS3Vphaj/yg6qRsoSK/gBnEO0b+gJpoLlQV+NlN8Mgm+NnNscF+DOauD9ZQro8SvNPpwTNRkc8FjIr8NAN5RVE52iOo9QuBPKzufTrxtZzONaolUIOqCTeFVBYlH3tFn7xErylKpb7/CAw28erJAZr6vRTazNy2qS7hNtKBSZYoyrfgVtOk1utCdzXrE74lFzpfeqJsn6/sjLYXXajIn8GYSbuZ1TVOjmle8upQM1LAB9aZyS7HQOuR7zMJGyxnnpniAqEQ7swz4/GHGLJUUQHJ+14UxQjEuiij1pWfm+qXuy3hYkLOpBdnupZxfUfh5QfE39feD4VRFcy6TeKxa0/m6vBaJvWwupiakun1vG2od/HK8X72trm5c1OE7sXa20UPZMdOGDgRoa9ng8kV+YHsK/JWs4zDZqY7FEe5XuuR96hiYebMm5tA06Ciaf/+2Y5W4+9v37HeEMDJFq4Ci2HpFHB3klZjxVAkkL80qhXjoqVl/OeLTWw7OZBW9flFrT/+sjORVq/BVLwYmqGWAVoHvVo7R/bQrwdJkozfOBdWmEFPDxZgkCJKFiryC5hBlIZ6kBLOhYBsAaud8MQYshJKYKQxd32wxYaXfHSPvAiQ56vFZEOZJnY35JsWM6h1yIcvEMZmlmmcxzaHs4WiQHeSazmNa1Sj1Q/ipLQwH5s5ub7ChkUubjO9RL3/aOTJttfhkU2cKPkssJHbNtXhyMF6pbjAitufbkV+j3isXp/wLbnQ+dITZR3DvjPaXnShIn+GQ6dYPXznBu6+dlXOrM+qnHmEC8oYUJ1iYOo/mvpDuYBGl29VhIBHY1Sv82KNDtaFttBPNih6+yE8gYJMj1qcO+XYNG20prUdVREBeCIoYUHTCgdg+dWw7vbY10uXg60Igr7M2RRaJvWA0jhtTQFduX6PZitiwFEJy64Sf0+3Km9oKkyfWg9QUmilCy2Qj1ORdytzR61PREUDcSVlq0gbDYtJxm0W3z80kmZFXnO1aFUrqYqiAm5cXIzNLNM3OkFT/1jSTfiDYbY3iSrw5SvPEN/yeHCJ4LpO6qdtaHrVsOjrIayoMY93/2q/kdTKBkGPYEe4pSLs1tyJdS1gAVNQtChxFVMywYWfgHtaeb74dsIJl7Rz1wdbYhdzwZAu1gczYj2XS9QVFyBJMDYRimkJyBQ6rX5VlSPrNrwzCZaSxckr8qmu0TFN6E5NLnSnY6N9kH+LofIDqoKqKnx04EEapB4+cmFDOoeeEq4CC+50qPXhIPSkFrqrctpi1jLRSFfnS0+Udbn9KIoaad279Ufi8QwI4mEhkF9AlpAkidXVkar8rAjeBXxGRvKoXwQT0QGZThluDmnU52SBvEar91rLCGHOXSCfpo3W9LYDHPmtqFrHC+jffFRUs60OePd/TPX6lmWoO1f83bEzvePRoVXkDyiN016E6KqqzQPeGNqheFGn1/9SJCayRVRFfjwQpltvxyjNMpCP8ZKf2iM/HBa/yVwE8smoaHIOrQ/9NpFEU9Oh1ithVC351qZWUh1Vkc+zmNjUIKr721PQ618/NYg/qFBdlMeqqjNY/djwkp++Bd1MWpAq2oIyYCudv338CzgjED7n/UioCWZDMaeqqsp3Ry5I+b65gE6t1yvysR7ys8BizAJ5FpPRBtU6jYTikW4xL561QKsHwHbeh8U1GvciTeMajRG6Sx3IFx19HDXO+CzkkyX+oeJNowA2XZQUWBlJh1rff1T42duKEgrdhRXVuHbiIV2dr+qiPEyyRCCs0D82kfL9pysWAvkFZI3V1U6Oq1pvzWz0yeuBua2IY25RBWqIGoT0vq4j4xp92NsHwQT0G82abkDzps1ZZjzaRkuDmk0vTpztGD09Sy4X/972LfjfG4XomG5T94v3wZ/+Sbx+9dehKEHvU61Gr+/Ylf53U8LQvQ+AA+qSaf9mrgIrS7REzP6OkdgXV1wHeUUiWG5+JbsdBP2RYLu40VDgLcq3GIurTFFqt9KtJu6RHwiJydU5Bz7ySaloTM9yMhr+fGGdY/KmIXbn6UIKBwioJnqlMsMTWofuJ79Nt6FLAN127rKVFWd24KhVZOqkfoM9ki1m0oJU8onzFS44c9scFjA/4Kpbzd2hj6GoUmQunTSnHu8dY4+3lH9S75p3fbClk3rkPeMhxiZEAn6+VuQBFpVM30v+sBaMLSjWC5grlnOv6eMoSFGVeSn9azRNxXoD7rYkHBWV81zJmXCZwFVgjarIuxO/0aDVr0sodPevW4/w2slBTJKENA2dL7NJNhJSejvLmYiFHvkFZI2zqp28qWpUoFkJ5HXF+kU0a1ni6L4rXfDu6IgZrIUQGIu1CIuGVpHvRgQS6dCU0obWixN4eDNWgrQuei8N7/nHzBcSGz4gert/fB0gwYWfhI0fEts5+Guhat/6mhD6CYwCckQBFUBOEqwagncZBPKDJyEohO6a1Brqc1BNWF/v4tSAl73tI8ScJUserLkVdv1Q0OuXXp75xt2ad6i1EOxltLRErOeyRYndyja9Ih8YFQF8XpHRI98fFIHqXNjPzbTlpA6loBLcYB3vF/tKFlhrQncdajlljnxMk5RxowXvwoo65XUQQecLuu3cyjM8cNS95KUhOgZGp7WpmbweLH6NQWEvy3obC1hAOnDmm3may9kZWMnvLjqF0989pb9VTwR2LL4Z6b0fm1d9sJEeeRHIt2sBRVmhNace8rnG4tIC3mgemhYzaEGxfiped17LFb1L+XXDbyntflkUWz702/Su0TExD6bykDfgWiTm53j5XEmirG4a+kOTUFxgwa1qgfzESGL9JV2xPoHQ3f9sa+aHr4l1w0PvO4dz6lzT0vmqK86n0z1Ox/A45y7O4AudRpjTinw4HObLX/4yjY2N5Ofns3TpUu69916jihAMBrn77rtZu3YtdrudmpoaPvShD9HV1ZV0u1/96leRJCnmv1WrpmchsoCpWF3j5LgiKr5q7ywE8nq/s2txXNGyRSWaZcqQL9JrlMiCTqvI6zT8ZDYeWaF0KYNWoRR6tPRd2S8kTFoF01kL7/paZDtrboa/eRGKlwpat6rGBvEAv/ukqNTHQ61GrR84nlqYRIc2AB9SF4MkG1Zi04HeJ79vckUeYP37xePhp41AOSNEC91J0rQU63WU2G2Mk8e4SaN361V5rSLfOyHO11xQ62/fVJ+0Ajtdy0kdkkMITZoVv/G9E2Io4iEf73pZW1uEwyZEKvVF32Q0D3hpG/JhMUlctOwMDxwLq1BkCxYpjG+oI/X7k2DGrofQBFbNysjsPIP1ChYwLyBJEuUOG61qFU3rPh+3v1XXz7hoWdm864MtmVSR15kwtfOUVq9Dp1xn6yU/5A3Q4xGtbKsWAnkD+rW8d9nHxRNBH5QsSe/DmVbkN3wwLpVfVUXwJ23MXbtJsd3KCFEBdqK1gaFYP7U//rnDvXz99yKW+MI1K7lxfe20db5qDcG73DAS5yPmNJC///77+e53v8sjjzzCkSNHuP/++3nggQd4+OGHAfD5fLz11lt8+ctf5q233uLXv/41x44d4z3veU/KbZ999tl0d3cb/7322msz/XXedlhaXkiLLAJmaawHfEMzu0NNsT7oXEzfqOh3ie511pVWO4bHUYp0C7oEffJaRd7wkJ8BipvXJha5qid54ikpRrXPasFTDMpXwCqtWh8XSexM7KWRyaPzrfSORaNEHVQaqXLmYcmBeM36etEGsa9jZKqwSe25QpgvNA6Hf5v5xidZz01HsV6HTpMcMmsBjCc2kO+eEK/PhWr9TFtO6ih0OBhRtUXoaE/yNxvWcxVxe/rMJpnNS0RVfltTfHq9Xo3f3FiK3XaGk8hkGdUpkqMF3k58gSSilinQWGbnlo2xrTUSTP960KzngqqJfEdJ1se3gAWkizKHSJD2j07tcw2FFd44JdYeFy2df4k+vY1rcEwP5EVCeT7T6iFCrc+2Iq/3OC8uLaDwTB+3M0C51l7WRL1o/fANwmiawrFaRX4gTbE7SpcSvuFhFCRCqoyCLB4lidC7v5PTJJerwEIYEz4pSZ98tNDdJMX6fe1uPvnYWygq3Hl+PR+/LDfHputQnMmB/JzeXdu3b+fGG2/k+uuvB6ChoYHHHnuMN998E4CioiKee+65mM888sgjnH/++bS1tbFoUWKFR7PZTFVVnOBnATmD1SxTXVFO+2A59XK/oNc3XDxzO9Sq6wMWcV6LCywxftKVjjysZplASMGbX4MDkgTyoiLfFi5BlqDSmUNqvYaJ/AoYBXksRbCTDLqgmLM6/uuj3Rp1Kl7lLYWdSe0moSjesQuWXZn6WKIU63Ml0rOq2oHFJOHxh/jBUZmjlhPcsXmxaJmQJFGVf/5rgl6fafZ4kvVcs9ZzPB0bHH1R1ieVUUuTSAgpYa21AQZCmtjdHPmcz6TlpI4Su5VetZgiyQdjPVCRhO0UXZF3xl+4Xri0lD8f6WXbyQH+9tKpk3ekP/4Mp9VrMBUvAnezoVw/HbcBvc++1pVHp9uPI8/M05+4eHrXg+ZlPIiTUsf8DkYWcGagXLM4jCdYdaBzhNGJEM4887zsxS4piK3Iz3cPeR16q2K2gfwCrT4+yrWkVI9PgrIVwte95wA4a1J8ElRvHxJCtT6tijxg3vgX/M3LFjYM/p56qZ92tRzf2Xfy+U1bpvM1pkBvIRmTCykIe+MH8n1HIkJ3JUtoHvDyxK52jveMsr1JCNq+c0U5X79xTc60cGIs6M5QzGkgf+GFF/Loo49y/PhxVqxYwb59+3jttdd46KGHEn5mZGQESZJwuVxJt33ixAlqamrIy8vjggsu4L777ksY+E9MTDAxEZkgPB4xAAWDQYLBYNzPzDT0/c7V/tPFqqpCjg3UUU8/4e6DKLWbZ2xf5qFmJKA1LLLui0sLpvw+9cX5NPV76ZPLcQDKcCvhOL+h2d2OBHSqZVQ4bKCECU5HHT0OQgVCFMzq6836PMojHZiAsL0KJc42ZGcdMlLcmryKhOKsi/s5ALl6I6YDT6C0vxn3N4qBEsbcvR8J2K8uYU2RLSfX5pNvdRIMiyTEYbfEsdea+cFrzfzre8/mlo21sPoWzM9/Hal1G8G+E1DckPa2TYNNyEDIuQg1GKRZszirm8axF+UJFkKXUsIGIDzcjjI2hB62j1KALIFNUufs3q0tsvLZK2MD4lwei8Mm06e6WEEnIXcnapJtm4dOiXtWrWSTwxL3ODY3FAGws2WIsfEJbOYI08M7EeKNZtGPfcnSknk/HqaLZOO7yVmHDNRKA5zqHWVpaXYL/tYhHztbhpEl+OGHzmXLw9vw+EOYJWVav6Pk6cEMDKpOivJMZ8w5WcDMYbrrmVLNwq3XPT5lG68e1xk7JSjh0LRMTmYCTpuYnX2BMKM+P+1acq3aYZ3X906NUwRmA2MTuMfGM2ZDHep0A7Ciwj6vv2eukepaLykQv2OfZxylYjVy/xHCXftQGq9IuW3TaC8SMCi5KM6T0/pdn3yrkz/3FvIcdxjPyftV6pa0iDVWjuCwinnbrRZSQS+hsf4pawOpYzdmQKlex+NvtvKPvzmEBISj6lBXrizL6Xq82iGu444h32l1HWZyrHMayN9zzz14PB5WrVqFyWQiHA7zjW98gw984ANx3+/3+7n77ru58847cToTZ/k2b97M//zP/7By5Uq6u7v52te+xiWXXMLBgwdxOKZaF91333187Wtfm/L8n/70JwoK5raPaTIjYb5BHZY4ptZzFXto2/Us+/sSVI6nvSOVLQNNWIA/HfMARVjGh9m6dWvM2/JCMiCzrWWcpYC7ZT+vTnqPKTzBu8cFFa9LLaNM9U/ZTi5gdoc5B7CMdma9/Q2tu1gEHOt0cyLONuz+Wq5UFVRiCfYqgKrworsOb4J9u3x+LgVCLTv4wzPPJBUtc4x3ckXQix8bp9Qalgx0snXr9OzM+sbhX/eaoo5c0gZ0lS8+dZCx5n2U58MFjrOpGD1I06//hWPVN6e9/Ss6DuEA3jjRR0fnVvrHxHB3/K1tdOzP7phbxwDMnPI7QIbOI29wdLiGq4GgZCWImQJZ5dln/5DdDk4DNA9K2BEtEcd2vczJ9sL4b1RVtvSdwAK0qJXUNh1h68hULQ1VhUKLibGgwveffJZlUUP7gSGJYNhEqU3lyJsvc/QME6yPN76v6PNzFsKC7o/bdxNsSWJDmQRb28VYuMKpcGzny9QUmOjwSvzgNy+ysSy7bQLUD77KRkQg33xkP1t79mW9rQW8vZDtesbdLa7l3YdPsNV/LOa13x0SrxX5u9m6dRptbDMEVQVZMqGoEr/+/R850ibmvK6Th9g6eHCuDy8pCswmfCGJXzz9J2ozJPG8cUJ8T1/ncbZuPZby/WcaEl3rHf0SYOJYaxdHysycDfTsfY5dIyuTbs+kTPBujfnnNzv50x+fTXkM+hprsne9osausXKBTi+AmcFQPsiw7/WX6DgeG4yua3+aRuCAx8GXnjo45bhA5au/O0yw/UDOjmvAL46rY8jLM89sTarNO5/g86XPIJjTQP6JJ57g5z//Ob/4xS84++yz2bt3L5/5zGeoqanhwx/+cMx7g8Egt99+u/AL/e53k273uuuuM/5et24dmzdvZvHixTzxxBP81V/91ZT3f/GLX+Szn/2s8W+Px0N9fT1XX3110oTBTCIYDPLcc8/xrne9C4tlbmi66aC0eYgn/ud1ABbn+6jbklu6jgHfEJa9QjhlrGI9dA9y4brlbLk8tvL4Fkc5tKONQNU54IZiaZQtk49p4ATshwmTnVEKuLShii1b1uX8kI+/Mgqv/oQyaYTNWf4upp//NwzBivMuZ/na+NsI78vH9MyntUFRD+lVwtd/m0vPuTPxxsMB1H+/D2vYy5YLVkFJ4p4k6cATcBTarMtQ/DKXnbeaLecmsLZLE9/80wlkqYXwlLYA0dfd71jOh69ejnTQB7/9W1YOv8CKEgnVtQjlnPcnPV6UMOb9fw3A+de8D7vPBW++TnGBhVvfc3XWx9wxPM5DB16lTRWskDqnRPUFG+EwqHlFMA6lzgK2bLkk633Md5Q2D3Hg1BMArKp1seLqBNe2bxDLXkEjbVcruPbSd7BpcXHctz7n3c8zB3pQy1ew5cplxvPbf3sY6GDL+kVcf/1ZOf0ec4lk47t0YAye/hV1Uj97RwupMldx67k1MVabqaAoKg/8x6uAn49dfQ5b1lWzWz3K/77ehlLSwJYt2f+W8o4maIMBirj60gs5p64o620t4O2B6a5nht9o44+dRykoqWLLlvXG8xPBMF/Y+SKg8Nc3vJOl5blrIcolvnHwJfrHApyz+WI8h3cBId77rktYXpEgCTpP8MO219nf6WHx2edy9erKtD83EVL43BvPAyofvOHytDzPzxSkutaLTw3y05O7UWwOVl56Gzz2ODXywNR16mS4W2EfjKtWKiqq2bLlHSmPJd01Vi7Q4/HzwP5XGFRFsXT9ysWsOy/2O5l+9B8ANLsuQO6WZ+W4AiGFb+z9M0FV4vx3Xmm0Nsx36MzwdDCngfwXvvAF7rnnHu64Q1A+1q5dS2trK/fdd19MIK8H8a2trbzwwgsZB9cul4sVK1Zw8uTJuK/bbDZstqkn12KxzHkQPR+OIRnW1pVwryqE5aT+I1jM5uR2VNliTFNwdlRzyq0AsLTSOeW3aSwTE+MRvwgYpLFeLISFnZkOr8jau7Ve+7oS+4z8xvZy0cpRrAxmv32tv97sqoNE29j0IWi8aIrljjmVkInFIixA2t/A0rMPKpP0OvceAOAAQiBvcZlj2r9Zl2cCNa4vikhHdHkmxD5CIhiUJjxIR34DyJh2PCx8VzfEZ+/g7oFwAGQLltIGOrqF2mtj2fTOdaVLXNvt4RIwgezpQg6LzGnQIiYwV4F1Xt+z00W5s4A+1QUIL3lTou86Ku7ZHrWECazUlRQm/F0uWV7OMwd6eL15mM9r71FVlVdOCGG1K1ZXnZG/abzx/YV+O1cgvORbh8b5720t/OC1Zu6/ZR23pak0v6NpUPTE28xsWVeLxWLiHUvL+N/X29jVNjKt31LV2EwDahHnFRWckedlATODbNczVS7BjBz0BmI+v7N1hEBIocJhY2V1Uc76anONEruN/rEAnSMBRv1CwLKh3IHFMr9F4BaXFbK/00PnyERG5+1Y3wghRaUo30J9aeG8PS8ziUTXepVLJJsGxgKYa4VyuzTUjEWZAFuSxI4/Mu7WpLlmTXuNlQOUOwW1flgV38804YldG4SDhk31PnXJrB2XxQJVzjy6Rvz0jAWpKZnfyTMdmXz/OVWt9/l8yHLsIZhMJhRFMf6tB/EnTpzgz3/+M6WlpRnvZ2xsjKamJqqrZ4j2/TZGUYEFv3MJQdWENOGJqHjnGppiPa7FhoBTY5wKlW6ZcmjYAhatLWLyMWmK9b2yqKrOhGI9QKEWyJeqbsKhLNWndVVwR4prN1vLndpN4rFjZ/L3aYr1b/hFIJELoR7D5zoODJ/rwSbY+rnIC7rNnqrA059IbK83dEo8uhaBbMqJYj1AgdVMnkWmS/eS93QaivUTJjFBOPPn9+Jsuii2W+hVRaJMHe1N/MahiGI9JBeU1G3l9ra78U6Ie+VY7yjdI37yLDIXLMl83D8d0Tzg5csviUx8tTSIjEJYUVFUuPtX+43rOBV+9ZYY465fV214VW9qEOfsaI+HkfHsewVDo6IneVB1UqqJkC1gATOJMk3pe7LY3bYo27n5HCzqFnQHOsVcUWq3UmCd//PE4iyV6w93R4Tu5vN5mQvoqvUj40Em8kqgsApQjSA3IXTrOYqoSZPhkNYaK0fIs5jIt5hwowXKk8XudKG7vCLyKpbO2nHBma9cP6eB/A033MA3vvENnnnmGVpaWnjqqad46KGHuOmmmwARxN96663s2rWLn//854TDYXp6eujp6SEQCBjbufLKK3nkkUeMf3/+85/n5ZdfpqWlhe3bt3PTTTdhMpm4884kNOMFZI3lNaWcUrVAs+/IzOzErVvP1TOg2bjodnPRWKQprbYNj6Mm8pLXAvm2sAgOatOx8cgCRWW1hFUJs6QwMpBFgmNiTHjEQ2LV+umiLo1AXglDj2gqfyvYgCSRtmJqMqTlc73np2Rlr6dbz+mK9YaH/PSpl6V2Gz2qZrsV8hsB67gsJrC58JCfTbjyrUYgr3iS2Obo1nNKJWWFNqzmxNNNfUkB9SX5hBSVN1tE5eHFo0Id/cKlZUYweqbjiV3t9EklBFUTVilMBZHFkCRJPL4rtS6FdyLE1gPivNwS1f5S4cijobQAVYW32uIoCqeJkEcsKD0m12kRjCzg9Ed5lP1c9JyxvUkIYV64dH4n+iKBvBuYueJBrmGsp4YyDOR1xfp56CIw1yjKt2AxiTXNwFgAqtaIF3pSCPdo1nNpe8iT5horhygusOBWE9jPacUgqs/h9vMWzepxnenK9XMayD/88MPceuutfPzjH+ess87i85//PHfddRf33nsvAJ2dnTz99NN0dHSwfv16qqurjf+2b99ubKepqYmBgYgHcUdHB3feeScrV67k9ttvp7S0lNdff53y8reHfdFsY3WNk+OqtmDsPTQzOxluAWDIKiw6ygptOOJ4dYsMpFCIDRRqxzTZgs0tFsNNARcANa6ZmVQtFguDktiHdyALYTjdW9TqANtUkcacoO488dh7EIIJspUDJyDoI2wu4JRaY9j8TReTfc+lKKrVlasqRfXc3QYJKFhJ7fUM6znRCmCwOHLQQ1lstxDAQsCmLR615JVX80890wN5q1nGZxUVdGmsJ4H1IVEV+UqqilL3pV24RGxz+0kxlr+o+cdf/jaxnQNRMQirEt1aoqhO6jdeU1U1rYrCswd78AXCLC4tmKJJsKlBbHdn81DWx6hq9nNB2/wOnhZw5kCvyPuDCmMaY2fUH2R/h6hwX7hs/vnHR6NYU93Xj3e+W8/pyLYir3vIn7VgPTcFsiwZ1/PA6ARUrRUv9KQQPjQC+TQ95Jm6xop+vP+WdTm1pQXRVjiSqCKv2RdTs4HGMjt/8Y7FxkszfVx64qzzDK3Iz2k63eFw8K1vfYtvfetbcV9vaGhImLWJRktLS8y/f/nLX+bg6BaQLlZXOzigLOIG0+szV5HXqPVdkhBcaYxTjQewmU3UFOXT6R5nxFZFBUwN9rSKfNOEWNTOVCAPMCSXUaEMMz7QkfmH9UB+pqrxAEV1UFgpaFvd+2BRHAEVLZM6UnQWypic00WI7nv+2But7DzcREl5BX8+2s+Lx/o42uNhlWsRSSvyrviWkkZFvlhU5A1qfQ4q8iV2MQmP5VVSMjEIfSJ5NYa4Jp1xEkxnGoIFFTAOctgvWgvyXVPfNKx7yFck9JCPxoXLSnl8VzvbmwYZ8QXZrVWNL1tZkctDn9fQqZAdajmL6KdOGmCXNgWmSznUafW3bKybQl88v6GEJ3d3sLMl+0Be9olEi2Kf38HTAs4c2G1m7FYT3kCYgbEAjjwLb5waIqyoNJQWUDuDc3guoHvJ6/3xOtV3vkNvVex0jxMMK1hMqRP4qqrGUOsXMBXlDhvdI376YwL5A8k/pFPrVRdrM2BE6musx3e10zE8Tl1xPu/bVJ/zYBlEwsqtJgjku/aKx+r1AORrLLuzqp0sqyic0eOKVOTPzEB+TivyCzgzsLq6yKjIqzNVkdfo8aeCogqULCBbrNHBeiUtAHBPqoaPiH93qqU48swzGniNWMRiN+jOglqv05YdVTk8okmQpEhVvmNX/PdomdTO/BVA7qsJDWV2Pn/1cj68QuG/3r+eq1dXElJU/uHJ/YTWfYCkFfkNH4z/0lCEWu/xBxn06u0YuaDWi0XZiEVT8e07Kv6taoH8GV6RB7DbCyMUOl3HYTKiKvLpqBZfuFTcK4e7PTy9v4uworKsopD6ktNj0ZsL6FTIDlWwEGqlCNMsHcphx7DPoBvftGGqR/B5jSJ5ua99BH8wC59eVcXiF9uX7G8fpsQC5h7R9HqIotXP82o8QLE9VkvidKnIVzhs2MwyYUVNu5rZMTzOqD+ExSSxbJ6r8s8VyqM1Hyq1QL73kGhjTABlVO+Rd1GdYTtoQ5mdu69dxcN3buDua1fNSLAMoiIfl1ofCgjWJwiBZWBPuxuAj17UMOPHFemRX6DWL2ABcVFXnE+HRVQ+1YHjEM5S2C0RlLARjB8aFwvRZDe8Hsi3KdoEH12RV8KG+F2XWjbjmXyfTSx2k/YSJ8Ko5onrqMnhEcVB7bniMVGfvJZJPSYLO5CZrCZIksS/vHcNzjwz+ztG+OERWajTSzJIJvGoY8W18UX9VNVoxaC40ajGlztsFNqmT0LS+x0HTdr1panqj6jiWjrTqfUgFqa6cr3BHIlGwGs4LghqfeqFR7nDxorKQlQVvv3nE8Dbi1YPESpkJ+J718sRav2tG+tSLnSeekuMbRcsKY2bAGkoLaCs0EogrBjCWxnB78akivHd4nz7MCUWMPeYGshrQndL538gXzIpkJ/vDAIdsiwZ66nWNPvkdVr9sgpHTlrwzkQY4o2jE2INY87//+3deXxTZdo38N/J2qZpm3RvoaVl3xcBEZ1RX0EWfdwGBZfXYdRRZ8R5xtcNx8d1FhVmdFzGjZlRn3FDVGAWEUU2QREotOwUKF2B7vueJvf7xzknbdq0TSEr/X0/H6xNTpK7zd0k17nv67rkzxFqkV432uvk99NqKRpxEcHZQi3GZHBf7K78iNxFKCwasGag3e7A/uIaAMAFaRafj0s9cXaqptmjXd6hhn9ldM40GgmRSUPRKIzQ2Ft7fTE6K3WnAYcN0Oixr1YOCDJ6+UCbFiNfl6O0oHMJ5BtKAUc7HJIWpbD6dFs9ALSGy6u22sYeVi17o6x07qgw4FcfZ2HZ+qPI66FqdV5FI5atP9rncW71tiLfudBdu7yN3deFehKiwvDEf40FALy04RjyUq8H7s8ELvlvYNwNwCilN+nxr93XZGiq6igSaB3i/F14o9Ad0PGhrASuHyAr7fLvZSCsyFtNHQXv1C1/LpQTKQ1SJGph9riP8PgUuSd5hVKdenTSwNuaedO0VCz+8SgAwFWGbLwStxbp0hl8eagEpXUtPd5OCNGxrb5TkTtU5gLfPAN8diekjc/iqhT5A/mus8mTP7UXAGATWlxb837PXSOIvKwj+GlBRUMrjpbUAwAuGhoTyGF5pGsgHypb64GOz1OFlZ59puC2+r6pxe5W7y3Gsq+PoyV2jHxFLwXvhJIj74hIgEYTnJ0ArCY9atWt9S01gNqBrPO2eknC0ZJ6tNgciAzTYWic73dtJEfLtbNabA7n7szzCQN58ooxKRYcVwve9dVGo7/UqvOWVORWyh9kPdlav79RDgpQfwZoV9rWKPnx9YYEOKDx+Zlxu1nObzc29T+QLyqQPyR/XSjhi/2nseLbk5j14hZ82qVy9arMIsx6cQtWfHuy1+N6lDJFXumuK+7Yzq+qOAbYmgB9BPbUy2kN/tgWeNPUwfjxiDi0tjuw9PP9cFiHdrTXu/kjYNTVgKMd+OeS7jtA1Pz4yBRAH458pWK9uy4HZ0PdWn/K7voBstImB6sDYkXeZEAZlEDe3Yq8sq2+WKlpkdRL6znVqswirMlyTUF55LN9ns/j80XWB4j54TkAQJS9Gtc2fo5Nxocx17YRT6492OOKwp6CauRXNsFk0GL++CTnfeEv04DvXgUOrQG+exXPFP4MN2q3IrO/efJZHwAfLgAA6GDHRWc+lO8768Oz/lGJPOVckW9odW6rH5MchVhzcK5OdmY1dVmRD5Gt9UDH5ylPC96pFevHJPuoQG+IW5VZhA93yotL+ZVNWPHtSaw+bZGv7ClPXgjomuTdWbooH6ZaniO52J3y2Vw4OhZU1Ir1yrb6bGVb/eRUi19OShh0GiRGyp9Bzsc8eQby5BVjU6KQ41DyN70dyCure7aoNNQ0yf2PewvK0pQtpQeq9PKWJQhnAK+uzldo5K2rvl6R1yj9302t5X0c6SqvohHlp+Vg6LTDCoeAs5/0o5/tx/+sPoDl64/i8dX7sfSz/S7X97vvtNEMJMgr4DjVZVVeOZMqkieiqFY+k+mP1QRJkvDcDRNgMmixK68KH+4q7HwlcPWLgDFafoP44XXXG3fKjwc6KtZ7K/9KzXfMa7e4XF42gAL5mAh9p631bk5SKSdTTtrlv7O+ttbnVTTisc/3d6uG0N/+6SGvMhf4169cOgFIwg4JAst0K5BzZB++OOA+TUddjZ8/PhkRRl2n+3IAwu78KsGBZboVKC04ArvDw22GXcYlSYAGyn3+636uzJPPxXfajrzDua0+NDondF6Rt5r0Xknx8pd+b60vYeu5nrh7n7M7BA475AruTUX73N+wtQ5ah7wYZbL6sPjxOVI7+rRIyvu9ur1erVivFLrLKqwBIAfy/nI+t6BjIE9eMSY5CjlCDuSF1wN5eUW+1ijniidGGXvtX6y+8VQ22eCIVnYJKAXu1ID+lLIt2tM2HmdLb5XHHGWr6ONIV6syi5AkyS+CpcJ15VcA+HBXId7YkouPdhX1WAoOgEvf6V633zv7yXcN5OUzqa3xE9HUJhdi8fXvTJUaY8Kjc+Utxs99cRhPrD3YMfa2KGDuH+QDNz8HVJzouGGXivXe3lqvrsifaLG4XF7WJn/QHAiBvKXz1np3gXyVGsjLedR9BfKrMou6VVhXedo//byQ9T7cdWmQAEiSBou0W/D0Pw+hqsv2wBabHf/Zp/aOH9TnfQlI+K/2b5CjbE/2bFw9kfq4nujcqSvyFQ1t+O6EWuguNAL5uhab8/+1Gql/qW8BZlAq1f+QW9ln2l5tsw1FVfKKJ7fWd9fT+5wayNtP97C1XtlWXydMiIux+Gp458yi7Dypk5TdGM3VSqE7JQUyZQoAILtI/mw7xQ/58arzuXI9A3nyipGJkTgOOZC3n/Fy5XplRb5EK28p6quFWGSY3nkGvNGkfKhV8+SVQD6vTQ5CfL1NPCxWziuPEA1Am+dnAk9VNSIeNQDQETApJMg1Au68JAMZcRE9NmdzCODDnQX4x458/O/3+b1vvx/UQyCvnEktM48GoFax1Xr8c5yrn85MR3qsCc02Bz74ocB17PbLgKGXA+0t8mqhmo+l1miISQfg/RV5dW4dbza7FN8rUQL5qLDQWW05WzERfQTy1R0V66PD9b2eeAPkN9eetox72j/9vFBTiJ66NEiSwJjwalQ2tuF3/3E9WfrVoRLUt7ZjkCUcF2XEdtyXcLi9L40kMFgqR2aBB9vrhQBObu3xvgDRvcUnkZepgfz+4hoUVjVBp5FwYUbwB/KrMotw1SvbnN9XNrT1L/UtgFZlFuHxNfJ27/rW9j7T9o4q+fEp0WHOoI469PQ+d1SkwSEkRNoqgAY3uzedreeikeJhvZlAUFNIajtXrncWurMA1nTUNtmQWy5/Jpucau3hnrzvfO4lz0CevCJMr0WLVV491dbkATYv/rEoOfJ5yjbd3grdqdRV+Wqdkk/kDOTlN6DjrRYAvt9aHx0dgyah5PC5yyXuwQhzC/SSHQ4hoRzRLtdpNBLmjU/CU9eMxbzxSb3mGNU1t+Opfx7C0/861Pv2e7Xg3em9HTnnDrszZyvP4JvWc30pqGpCYactfS5jX30AxT96AdCbgMLvgT3vyAc5t9YPRU1TW0c6htdW5OXns7ZVQJgTnZfXD6D2c1ZTH1Xrleeg0OFZ6zm1f7o7nvZPPy9Y0uBuFR3KpWPGjIdGAtZkncLmo2XO6z5XqtX/5IJBHa8HwoEeTwpAwC6kvgvetTUBa38pvy70SFLGTeQ7nVfkAWBSqiXot6irW6k7Z7AIhEbKkLux95W2p1as57Z693p6n2tCGAqgfJYodZMnrwTyFYhGcj96yPub1SR/9ql0dArk1fz45EmAJCFbqVY/JNbUrQikL53PLegYyJPXpAxKQ6WIhAQBlB/13h0rW+uPKlXoPVlZHaLkyZ+WlPZVXVbkixxx0GkkJET69uxmTKQRJcrKpag77fHtfjJc/tOsQDTa4fphpXM/abXvtDsaCfjVFcN7fbF0bluOGwkYo+TCduVH5CvVQncGM463y28y/q6229eW6w+PScCsp+ULNjwttynstLVe3QaYFBWGcIN3dhJEheugU4Ilm7mjNWAdTIgwaKHXnv8vq9YIPUrVYncNpS453bC3O0+YFYgEJHpQ6K63eexJ//TzxpTb0VPwDeFA0pSrceclcsrI42sOoL7FhpLaFmw/Lq/iLLhASSUqOQAc+6rHh5EAXKPdgVG570A4elhprzgB/G0WsO9j5RZSDyMTyriJfCeuS1G7UMiPD+WUobMZOyvW966397kjDuVkqLuCd8oqfbnofw95f1J3YVS5BPLZ8v+r2+qV/PgpfsyPB7i1nsgjY1OiUeBQegt/8bDc8uhciyDZmp39qLPqLQA8W1lNU47Ja1e3mao58vLXUyIWSdFh0Pq4YmZshMGZ495cVezx7QZp5R7PpeqqJwCtJEEjAcsWTHSezFD7TmskOfeu89dlCybioTmjcMmwWPTwftyxbVmjAQZdIF+o9pNXz6QmTURRjVxoxd8rox5tub7wHiB1BtDWAHz6s452aAdWobxA3oLsrYr1gPwhRi1416qTc8EEgCW6tRhr7F9Rw1AVYzKgXJ2b7S1yqxlVbRHgaEe7ZEAprB6tyPc1j72VFhH0YocB1/5FTtmQtB1fVV88hIcuTcKQWBPO1LZg0ds/4I53d8EhgPEpUfLvqfYU8OFC+SRc7Mju9yVpYE+ZDp0k8Cv7+2j+4BbgVJazRR2+eQb44S1gxeVy4dKIBGDxv4HrXgegQbvQwC4kOKCFkDTyeGOHBeb3RQNGfac8c8B7qVK+FMopQ72N3e4Q2JFbiaa2jo4xeRWN2KTsEsopqQ+pOgD+0vV9TiVJQOrYGfI3bgJ5tYe8vLU+eFfko8J00Gok1HTeWq8WulMq1mcp+fH+LHQHdF6RP/96yQf3viQKKZc3fY0RGiVwP7VHDgS/e0X+oDfltrO7U2UlXRijcKBKfuHzaGu9siJ/tNnScT8tdUCLHCCfFnEY7+Nt9YCcclCpkVcuWyqL4XE4WS+v3qekDgVy5Rf9ey4dikXTUrt9gLlpWiqmp8fgk8wiFFc3Y7A13OW4wTEmaCQJdjcvXi7blgdPB05uAYr3ANPu7HQmdTKKS+QPHP5um+Pcitbb2DVKMPHGRa5V93euwGzxNm7U3g193P/16rhiIwy4vOkrmIu2Oi+7R/sFfmH7D5ClOfv5HiIsJgNaYUCNiIBFapTz5MOVFXqlRkGlIQWiWdNnoTtVX/N4wJhyG5B2kVxArqZQ3rY+Yg7w2V1ARQ7CV/8U88c8h7e2NzlXwADg0Ok6rNlxBDdk/1x+/YgfDdz5FdBU6XpfU26HNmYo3nrpf3BH3dswnVwPnFyvnDAQyt+a8veWdjFw07tAZBJWZRbhjdY/YaF2CwZL5TiFeKxqvxz32S/FTYH4PdGAsSqzCI997loI7OFP98HuELgpiHfrePT+FaR6GzsgtxCb/vtvcM2kFMSaDXhzS65zG/6GI6XYcKQUyxZMDOrnJxA6v8/9M+sUTte2YNH0VEwYrwNyXgNKDna7TXP1aUQCqNZYYTEFb+qeJEmwhOtR26r0hm8o7Sh0lzwZQghn67kpaf7LjwfgXFBottlR1dgWEm0rPcVAnryjMhcjdz3eaeVXyC2PALk9UdpFZ7dqo2yrt0elor5Ivj81/7036jF765QtXvWnnQFGiy4aTQjzeQ95Va0+HmgHbDWeb61X+7nbIuQc/yGxJiydN7rHw9PjInq8fuG0VLy91f3OCJdty86Cd8qKvPNM6hQUH5EDeX9vrfd47Bpt92Jcwg4JwDLdCqwKn+/VcY0xlOMF3V+dm40lADrJIX93LvM9RBh0GpiNOpQKa0cgnzBGvlJJbTitkeeuJyvyqt7m8YASOwyY/YzrZbetAt6ZD+Rvw8jc3wD4JTrn02vRjpgv7wE0B+VV9FtXAeEW+V/X+wJQPeZ2/Gq7Hm8bXpbvRX29dpKAa14BIpM65csmYXn7zS5HLf18P6anxwy8Ey7kF+5ytYGOPPNgnnsev38Fod7GLgFItoThdE0LVu7uvsVefa6C/fkJFPV9blxKFO7/KAs7cishZo2TX4crjsk7UfUdn0/ba+UV+fbw+B7THYKFxaRHTYsSyBd871LoLr+yCTVNNhh0Gozxc/pFmF6LhEgjyupbcaqm+bwK5Lm1nrwj631IPdZPP4f2RErF+vpwOfczJToMYfq+c53TlED+UJ0RQhcmB3lFuwAAVXp5+7+/Avkmo5JuUOd5sTu1gFiVRm6Tl+RBnnFPXLZzdXoT6LZtWW1BV5EDNFUBZ+QVEJE8yVkgxN8rCD1uRUOXsWe971JBvvNxAhJm1K7z6rjm2b6B6KG110Bpx2WN0LuvXK8UustzqK3ngnfVKaQkTQAWvgcHtPiJdjue1f0vHtWtxKv61/Co7mP8Wfc6LtPsR5smDLj1E8A6pNe7m5Yeg8mak3D09DFA0gD7PgIQ2rm+FNpCee6FcspQb2NffuNEfLf0Cnxyz0UYmWju8T6C/fkJtP8zKgFGnQYFlU043GAGwmPkE6plR1wPVNrPwZzg/0H2k9VkQA2UOaG2ok6ZDEgSsgrlbfXjU6Jg0Pk//IwzyymRv/334T5bKYYSrsiTd9QUwiGE24+EDiGgOdv2RErF+nKl+nxGvGdvfPFmI0wGLZra7LCZU2CoOSlXNgdQ6uwh758AozU8EWgEtI39D+RLYQEAjwqG9abzdq4PdhSgvrUdz1w7znXbW0QcYE2XT57s+xhobwYMZtSahqCxTe7T7q+THz2NfdORMuSU1uOioTGuY++tbRcE4tpLvTqmZFHWY+mvgdKOy2oyoFypW6HWsQDgPPmW03buJ6Goi+Gz8Uni/8MtpX/CYt3XsAvnqSNoJLmi9LvJT+Fetd5FL6YNsaJZKpe3zrqNkzrmcSjn+lJoC/W5F8opQ32NfcbQWIxKisKJsoZuOyaA0Hh+AinCqMNlI+Px9eFSrD9UinFJE4C8rUDpwY6aRQD0LRXy1+ikQA3VYxaToSNHXpU8GQACtq0ekE8IHj5TDwDYU1CNrKIavL0197xI/2AgT15RY0iGWcirvF1JwoE6mHFWG2mUoKDIIVef97SFmCRJSIsx4WhJPRrCUhCDk0D+dwCAQrtcAC/FT9U/HeYkoAIwNJf1fbBKWb0/1W4BcO6BPNCxnauu2YYPdxaisNJNG47B0+Xf+e6/yd8nT0KxUuguPtLo0W4IX1DHfsOUQZjz52+xp6AG9S02RIYp+WK9tO0SkGBKyPDqeFrNgyCq5fX+7gZGOy6rqYde8sqKfE6rEsgHcd/bUFSfNAOOEig7bLrOPwmIH+nR/VgjDGgypUC09D2PB1nC3H5QB4I/15dCWyjnmatCOWWor7GfD89PIM2fkISvD5fiy4MleGicEsh3LnjncCC8TW4TaopJ6eFegofVpEcRuuzSUCrWZykV6/1d6E5Nz1EJyAUbgfMj/YNb68krVtkvgwTR7bVcCLkip+HI58Dxb/p/x0qOfE6bHHx7UuhOlaYUvCvXKf05G+VAWu0h7683GCkqGQBgai3vsXBMN8qKfF6b3EM+Kcp7+TwXZshV9Hfnu+khrebJK/UEkDzZua0+EKvxXY1IMGNofATa7A5nhVwAPbbtkuefgG7qT706jlPpC+T53vXx1P8OgHZcMRGdA3llt4kQzpNvBSIRJoMWUWE8X+xNC7Vbe9wO74CERZotHt/XqYwb3c5jWcc8NvayDTLYc30ptLE1ZXDj83NuZo1JhF4r4URZA0rCh8sXdg7km6ughR0OISE6Ljkwg+wHa4QBNaJrID8ZLTY7jijFWaekWfw6plBOz/EEA3nyigMt8Xis/R44IDnbE7ULDRyQUOSIQ5i9AfjwRmDzc0D5MddWRz21qKs4IedrAxhauQXp0hmPV+SBjvY0xcpqvirPJgeyyX7K3TVYBgEAdMImV5Dui60FaJaD7ONN8guiN1bkVdPS5Z//4Ok6NLa2u145eLrr91UnUXfqqHxVEJxZlyQJV42X38y+PNBpFdhN2y6HpIUDEv5mfdDrhef0CSOxtP0eOU9e0sKhtOUSGDjtuCwmPcrUFnT1SupCQxlga4SQNCgW8UiKDgv64jyhxtJ2xu3OJ0Bepbe0eZ7CM2zUJJd57NKqTpnHxdVN+Ns2eZeFhNDL9aXQFsp55gMBn59zExWmx4+Gy7vXNtYoW+dLDgIOpXiv0k63CpFIskYGYoj9YjHpEYlOuedaI2Bvx8FTtWh3CMRHGv2+KBTq6Tl94VIJecVgazhWiMuxq20UFmnl9kTFIh6f2C9HmRSLjwb/E1PKVgNbl8n/1FZHkNy3qMv6APjXr5yVyGe3bMCVhq9RUSEBuMujMakr8rk2K2Z1uvy0iIXFpEeE0T/T3xoZgQoRhTipTl65jIjr/Qbq6qYuDLn1egB2JHpxe/IgSzgGWcJxqqYZ2UU1uGR4p/F07WF6/GvceOwr7NLejTjrnV4bw7mYNz4Jf9l8AluOlaGprR0mg/I8dmnbtasqAkvzJuNHaRd6fQwxEQZ8Zr8MpZYpeH9KDnbuzUJWXRSGzfkF5k65xOuPF4xiTAbs67oir1SsbwpLgq1Z16+K9eQhSxo0kuR2N7xG6l9ax/SMGDxgvwx7xWisvywfhvpiZ4s6xA6DEAK/WX0AjW12TE+3YtmCifh0T3HI5fpSaAvlPPOBgM/PuZk/IRmbc8rxUa4Rt2kNQFu9XB8qJsMZyJeLaL/VdToXUyu/wL2G33dcYG8FXp+OhtFPAxiByakWv5/cP9/TPxjIk1eorUoK3LQn0gCwLvwLkDMF2PCkfGHXVkf/uh+IGSpXWq7OdwniAaW1lwASNj8MjLvcoxVPtQXdoUaLy+XFIs6vZwTVLchxUp2c+540ofcbKPnGIjIZZWVyfrq3C4ZNT7fiVHYzduVVdQTylbnAF//P9cBOLdz+bbgGQODz/MalRCE1JhxFVc3YklOOqyZ02m7WqW3X+x/uRYE4g9t98GEiJkKufnqwORaY/QxeOLod+6pq8be44V5/rGBliTCgDJ1y5IVwpmRUG+VdKN7cSUKKKbfLJz/d6l9axyBLOFKiw3CyNhG7h13relIPwOd7T2Hb8QoYdBq8sGAihsabQzbXl0JbKOeZDwR8fs7elWMSodVIOFTajNbUkTCWH5QXVWIy0Fp9BkYAFSIak4P9xHhlLi488AykrrVbhAOXHnkWQ6Q/YUraKL8PK5TbQHqCW+vJKzxqE9ZcpazEuyEcwLvzgJfGAO/O794THHKuvdSP1l5DYuQAbm9dx3Yku6RDBfx7ZtMaYUCJkLezo96DXvLKMe0RibDZBSRJLjTnTer2epc8+az34a5gnNrCbUrFv706hrPlsr3+YEmPx6mtRfpTV8FTaiBf02yD3SFQ1yKnKESb9F5/rGAVYzKgXMg1HGBvBVpqnIXuSrTy88MVeR9wk0bSdTt8f0xXambsynOtmVFW34Lf/UduH/T/Zo/EsPie20wREdHZsUYYMHOoXAfqpHaofGHpQQBAfaX8ebBGY+0o7husst6XP6i74QCwSLvF74XugPM//YMr8uQ1nbdXbc0px+EzdUiPjcCNU+Ue8L21CJNJgEYHONp7Oc7z1l4pljDoNBJ09iYIvQaScKBNE4YhUikGWYb24yc7N7ERBuQ4c4l7DjydlIr1jUr/+dgII/Ra755zUwveZRXWwGZ3yPffRwu3GJsHY/eTeeOT8Pa3J7HpSClabPZu1fSFEMivlAN5X7xIW5WAXQiguqkNtc02AEB0eJC/0XqRNUKPVhhQJ0UiStTLc1vZWl8g5AKT7CHvI13SSDpvh++v6ekx+Gf26W7FL59aewi1zTaMHxSFu3/s3a4PRETUYf6EJGw/UYHt9UkYAzjTHJur5c+DLcY+UjKDQW+fIYVAqlSOiYMtfh2S6nxO/+CKPHmVur3q43sugsmgRV5lI3bkKgXeemkRBkkL/OgB4KkK+WtPK/f9aO2l02rwc/P3+MbwiHOFP8zegI2Gh3F584b+/FjnJMZsQKmyIt9ec6rvGyj5xnU6tX2Xd1fjAWB4vBkWkx7NNjsOnZYrifbVwi0sPng+zE9OtSAlOgyNbXZsO17R7fry+lY0tdmhkYBUq8nrj6/TamBRgvmqxo5APirYz5h7kdUk70oo65wnr6zIH7PJBSaTubXed9Q0khvfkb+eZYHF6emuJ/UAYN2BM1h/qAQ6jYTlCyZB5+UTiURE1GHO2CRIEvBNldJlqURekbfXyQso7ab4nm4aPPr4DNlkGgSzn2pTuaPGJ6/dMgVL540+L4J4gIE8+Uh0uB4LLpBX4t/5Ll++sIcWYbJOuZ09tRLrelxfKnPxaNtfoJWE86VFAqCBwGVHnu25Wr6XRRp1KJf6H8hXKLfxdn48AGg0EqYNkQOw3eqW2j5auOmnebeF27mQJAlzx8sVXr880L1Kt7qtfrDVBEMvrbPOhbq9vqiqydmTdCCtyKs//xmHsr2+vtS5In+wWZm73Fof9EYkmBEd3nFSr6apDU/9U/4Q+cvLh2FsSlSAR0hEdH6LjzTiwvQYHBFKvnZtIdBcDY3SNlkTmRjA0XlI+QzZrQ015F2dRekLAjGq8x4DefKZn12SDgDYeLQUBZWNnud2djnOrrT2Qn9be2W9L7cD60KSlP94mGt/riRJQnOYfDZV9GNr/WmHHGgn+GhVc3rXPPleWrj9xfzroGupNl/Jk99wpBRt7a41FXy5rV4VqwSy6kkDg1aDMP3AeUlVdyQ4e8lXHHO2V9zXKF/GQD74aTQSxibLdUQeX30AC9/egYqGNoxIMOP+KwZO8UYiokCaPz4JdTCjTCOnVaLkIAwt8o5DQ3RSAEfmodhhkK79i7MNtVA+SwpIWNp+D9KG91Homc4Kc+TJZ4bFm3HZyHhsPVaO//2+AE9dM9bz3E7lOLH3fazfthMFjjhc87OlSB0+3vMB1BRC8kKuvTe0hicB9YC2wYMez0qxu6J2CwDfrMgDHUWuMguqIYSQ23N0eX4ONETjv3PGY3zyFJ+M4VxMHWJFfKQR5fWt+C63Av9nVILzuryKJgBARqz3t9Wr1K3l6kmDqHDdgOqZbtRpEWHQotRhkS8o/AEAYA+PRUNLOAxaDWKU3xEFr1WZRfjhpHwy7/CZOuflc8cnwajrKcWJiIi8ad74ZDzz78PItqVijrYMKD2ICJt8ctwUkxLg0Xloym24dT1wWeN63DxUwJI8DPO3ZSDHHo970iyBHt15aeAsH1FA3KGsyq/KLEJ9i5xH7HFuZ+wwlFy4FEva7seLjluQlDG2fw9uSeuxgmZ/cu29wWGWV48NrVVAe2vPBwrhLIiX2yKvkvkqkB+fEo0wvQZVjW3ILW/ouKLT87M29ucoEElB2WdTq5Ewd5y83Wz9AdedDvkVfliRN7uuyEcNoG31KmuEoSNH/tQeAECzWf67Sow2QqMZOCc2QlFeRSMe+3y/29Odb2w+4fw7IiIi30qKDsMFaRYcEUPkC07tRaRDPrlqSRgcwJH1T5N5CJa334zsGS/i6PiHkGOLR6RRh+HsfOITDOTJpy4dEY9h8RFoaG3HZ3uK+317NUhKtYb3v3L7lNsh9ZKv059+y+dKHxmHVqFsgGko7fnA5mqgvQUAkNMoB6EJUd4vdgcABp3G2Qpkd36122NOVTcDQFAG8gCcbei+PlyCdnvH9np/bK1Xc8TzyuXHGkj58SqrydCxtd4un6CqCZM/cCRHBeecoQ6rMot63EUiSRI+ySzy84iIiAau+eOTcdghB/Li5GYAgE1oEZ8QAlvrFWraXXWjDVlF8mfLSakWntj3EQby5FMajYSfXSJXO//f7/PhcPTWfq67fGWL9FkFZLHDYLv6VWe+jkPJtReQzqrf8rmINRs7Vi7retlerxS6Q3gMTjXIvytf5hlfqObJd+khrSp2BvK+26J+Li7MiIHVpEd1kw07lZ/B4RAdPeRjfRnIyydYTtfKJ14GUsV6lbwib3G5rEwnn1xJZH580CuuboboeqZTIYRw/v0TEZHvzRufhEPKirzUWA4AqEA0ki2hU2FdTTusbmpDVmENAASkf/xAwUCefG7BBYMQFaZDfmUTNueU9eu2zpXVswzIDNNux03617DC/l/IjLgMK+z/hWXDP5Rzwf0oJsKAEqhtuk73fKASyDsik1HV2AbAd1vrAWCaGsgX9BTIyydSBgXpirxOq8GcsUr1+oPy766krgWt7Q7oNJJPdxKoxe5UA3FFPsakR5k6rxWFkJ+PZAbyQW+wNbzXFflg3YlDRHQ+So0xwZo8HHWi47W3WrIg3BA69Uqs6op8Uxuyi2oAAFOYH+8zDOTJ50wGHW6+UM6bfVdtRechdWV1aPzZn43Uxg3D8vabcXfTfVjefjOMiSPO+r7OVkxERy959Fa5Xlmtbw2XC7cZdBqfBogXDLFCIwFFVc0oUVaWVbXNNtS1tAMABlmC9wP9/Aly4Lj+YCnsDuHM602NMfm0/3UMA3lYTN1X5E+0yx0afHkCirxj4bTUXlfkF01L9fOIiIgGtnkTkjvy5AE06GICOJr+sygr8oVVzThRJtdf4oq87zCQJ7/46cwh0EjA9hMVOFZa79Ft8ioakam0RtuVV+UM6vsrLUY+CVDbLBfbG2Txf4ARG9Epl7iu7xX5BkNHMOTLSuhmo87ZJ3pXvuuqvJofHxNhQIQxeBtcXDwsDpFhOlQ0tGJPQTXynLs4fJsO0DWQjwoP3t+Rr8REGNAGPZo0HUVsxlRsQLp0hivyISAjLgLLFkyERpKLR3b+umzBRJ/WmCAiou7mj09CsSPO+X2MvRxFJw4EcET9o67IbzsupwakxZgQa/ZNrSdiIE9+Mthqwtxx8sqpJ6vyqzKLMOvFLahukoPvLw+cwawXt+DTsyi+NKRLQDfI4v9875gIA0rUQL6+7xz5aq38Iu6PVU21n3xm10C+JrgL3akMOg2uHCNXr1934IxfKtYDXJEH5Dfsm7RbEO7o6Howt/k/2Gh4GGPL/h24gZHHbpqWik0PXY57Lh2Kqyem4J5Lh2LTQ5fjJq7GExH5XcX2d3CD9jvn90MdhUh5/8fYtea1AI7Kc1bls1GN8vmd2+p9i4E8+c0dStG71XuLUa3kf7ujtkTqXBfPLgCHAJZ+vr/fLZG6BvIpAViRd9la31uxO+U6tTCeryrWd6YWvNvVpeCdMz8+iLfVq+ZPkAusfXWopKPQHQN5nxssTuMF3V/Rec+IDg5oIJC2fSlQmRuwsZHn0uMisHTeaLx2yxQsnTeaK/FERAFQdOIApmY/BY3U8QFYIwloIDA1+0kUnzgYwNF5Rt1ar+K2et9iIE9+Mz3dinEpUWhtd+Dj3YU9HrcqswgSvNcSKS2mayDv/8A0ptPWetHriry87f60Qz7WHyvyasG7nNJ6Z/oB0LliffAH8j8eEYcIgxZnaluw7XgFgLMvkOipML0WEZ0K0AzEQH7EqX/KXSC6kLNBJCDrfb+PiYiIKBQVb1rR43uqgISiTW8HYFT9E9MlkJ+SZu3hSPKGgAbydrsdTz75JDIyMhAeHo5hw4bhd7/7nUvxHSEEnnrqKSQnJyM8PByzZ8/G8ePH+7zv119/Henp6QgLC8OMGTOwa9cuX/4o5AFJkpyr8q9vPoElH+3FsvVHXXLfj5fW4+tDJbB7sSVS55fEcL0GZ7oUdfMHi8mAUnTKke/h51NX5PPbogH4tvWcKj7SiIy4CAgB7C3o6CevrsgHa+u5zsL0WlyhbK9vbZf7yXdenfeVGHPHG9ZAbD8X2XIaEtzPZQkCqOn5hB0RERF1MNQX9/qeaqgv9vOI+q++pWNBSCPJn7vJdwL62122bBnefPNN/OUvf8GRI0ewbNkyLF++HK+91pEHsnz5crz66qt46623sHPnTkRERGDu3Lloaek5GPvkk0/w4IMP4umnn8bevXsxadIkzJ07F2Vl/Wt9Rt7X1m4HADS22rFu/xms+PYkZr24BQ+t2ofrX/8OV/75W+SW9xx89bcl0qrMIvzkze+d3zfbHGeda38utBoJbeFyoCm1NwMttd0PstsApW/o8Wa5eFiCnyp/T0+XTzJ0LngXKjnyKkuXFfGVu4t8/lyrveQBIGoArshrY4a4XT2QSYAlza/jISIiClVtkYN7fE8VkNAWOdjPI+qfVZlF+L9/3+n83iGA+a9s8/tn7oEkoIH8999/j+uuuw5XX3010tPTceONN2LOnDnO1XMhBF5++WU88cQTuO666zBx4kT84x//wOnTp7F27doe7/ell17C3XffjTvuuANjx47FW2+9BZPJhHfeecdPPxm5k1fRiCfWduT3CAB2h4BDAJ/vLUZ2UQ10GgmXDIvtMTToT0skd7n2wNnn2p8rkzkStUJZ3XbXgq6hFIAANHqcaJADRH+18HL2k++UJ6/ufAjWHvKd5VU04sOdBS6XqXPLl891517yA3FrvX7aTyFBdNtgItT/Trk9AKMiIiIKPYOvuMf9e6qQV+RTr7g3MAPzQLB95h4oAtov6eKLL8aKFStw7NgxjBw5Evv27cP27dvx0ksvAQDy8vJQUlKC2bNnO28THR2NGTNmYMeOHbj55pu73WdbWxv27NmD3/zmN87LNBoNZs+ejR07drgdR2trK1pbW53f19XVAQBsNhtsNpvb2/ia+riBenxfWLmzQMl9d79t6KIMK/68cCLizEZ8vvcUHl97CJIkQQjhvNVz14/DoGiDR7+X3h5PAvDxzgI8PMd/PeWtJj1KamIQLTWhvboIwjrMdUzVRdABEOZEnKmWiwHGmrR+mQMXDJZb0O0rrkFDUwva7MJZcTQhQu/zMZzrfA/Uc23p1HLOpDu//l49oYnJwJPiF/id9BY0kgZCyCdPNBJgv/oViKg0YID9TjxxPr6+E/WE850GinOd60lDRiNz4rOYtv9pCCHJQT3kr5kTn8UFQ0YF7d9RsH3mDmX9eY4DGsg/9thjqKurw+jRo6HVamG32/GHP/wBt912GwCgpERetUxMTHS5XWJiovO6rioqKmC3293e5ujRo25v8/zzz+PZZ5/tdvnXX38Nkymw+cEbNmwI6ON70+5jGjiEBLgr5AGBtrpK7Pp2IwAgHMDjk4AfyjSoagVijMBFCQ6El+zDunX7zvnxHEJg9+FcrGvvu96Ct7TWaVAqrBiFYuz/7isUHW1yuT65ZjcuBFBpM6LFJud5Z32/BQf9sG9GCCBKr0WdDVjx+VcI1wKADiadwLZNX/t+AIqzne+Beq5PF2sgb2wSePS9jbgowYGE4N/A4FXrpR/hu7YR+FPiJrQ2VGB/SwIqEi7FpFPRwKl1gR5eUDufXt+J+sL5TgPFOc11XTo+H7Yc5tPfItJWjnp9PBpSLoVRl4h164L3PTXYPnOHsqampr4PUgQ0kF+1ahU+/PBDfPTRRxg3bhyys7PxwAMPICUlBYsXL/bbOH7zm9/gwQcfdH5fV1eH1NRUzJkzB1FRUX4bR2c2mw0bNmzAlVdeCb3+/Niye1h3HPu257stZKeRJEwfOxRXdTlbdy6z4Gwez5d2tB9GaZaciz5paAImXHKV65h2nwLyAEPiSKBazvm+7r/m+G186+v3Yf2hUuiTR2NoUiSwPwsZCVG46qqZPn/sc53vgXiuP9t7Cjt3HFK+k7DljAabz2jw3PXjsOCCQV59rGC2omAHDp2WUD37j/j7d/nYmVeNly6ZgKsmJgd6aEHrfHx9J+oJ5zsNFN6d63d4ZUz+EmyfuUOZujPcEwEN5B955BE89thjzi3yEyZMQEFBAZ5//nksXrwYSUlJAIDS0lIkJ3d8KCwtLcXkyZPd3mdcXBy0Wi1KS0tdLi8tLXXeX1dGoxFGY/d+3Xq9PuBvOsEwBm+5ecYQ/HV7ntvrBIBbZgzx6s/q78frS3xkGEog56JrG0uh7frYjfKcrTckAJAr1vtzfDOGxmL9oVLsKapFlEn+exhsNfl1DGc73/39XOdVNOJ/1h5y2UCmvnk9vvYQLhoWP2B6ccsF/+pR1+pAaZ2cojQ4xnzevG750vn0+k7UF853GigG4lwPts/coaw/v6eAFrtramqCRuM6BK1WC4dD3lackZGBpKQkbNy40Xl9XV0ddu7ciZkz3a8SGgwGTJ061eU2DocDGzdu7PE25B8ZcRFYtmAiNJJcxb3z12ULJno98PH34/Wlcy95tc2cC6UAXoUmFgCQ6KdCd6rpSsG7PfnVKKgMndZzgP+f61WZRZAk9yUZJUnCJwOoQmuMUvCvurHN2dox2Q9tE4mIiCg4BNtn7oEioCvy11xzDf7whz8gLS0N48aNQ1ZWFl566SXceeedAOQPxA888AB+//vfY8SIEcjIyMCTTz6JlJQUXH/99c77mTVrFm644Qbcf//9AIAHH3wQixcvxrRp03DhhRfi5ZdfRmNjI+64I7S2qZyPbpqWiunpMfgkswjF1c0YbA3HommpPvsD9/fj9SYmwoDv1UC+3l0gfxoAUCosAIDEqO67RHxpTHIUzEYd6lvbsemovDsgVFrPAf59rourmyHcbB8D5M4KasX/gcBqkgP5kxWNaG2XT8Im+HnuEhERUWAF02fugSKggfxrr72GJ598Evfddx/KysqQkpKCe++9F0899ZTzmEcffRSNjY245557UFNTgx/96EdYv349wsI6Vnxyc3NRUVHh/H7RokUoLy/HU089hZKSEkyePBnr16/vVgCPAiM9LgJL540+bx+vJ7ERRpQIedXbbSCvrNIXtVsA+K/1nEqrkXDBECu+PVaO/BBbkVf567kebA2XV+TdBPOSJIXUCZBzpQbyR87IOV2xEQYYddpADomIiIgCIFg+cw8UAQ3kIyMj8fLLL+Pll1/u8RhJkvDb3/4Wv/3tb3s8Jj8/v9tl999/v3OFnigYxEQYUKKuyDeUAvZ2QNvpT1DZWn+yVS6wmBiA7cnTlUBeNZAC0v5YOC0Vb2/NdXudEAKLpqX6eUSBY42Qc7lySuoByLUdiIiIiMi3ApojTzSQxEQYUIlotAsNIBxAY0fAjNZ6oE0OhI41mQEAiZEBCOQzYly+/2xPMfIqGv0+jmDHXLAO6op8s80OgPnxRERERP4Q0BV5ooHEGqGHAxqUw4JkVMk58VFKNwa1+J0xCgX1chG1QKxs5pY3uHz/3vf5ePe7PCxbMBE3DaBVZk8wF0ymFrtTcUWeiIiIyPcYyBP5iVGnRaRRh1JhRbJUJQfvartxpdCdiExGxSm5hZe/q9bnVTTiybUHXS6zO+Qc8KWf78f09JgBF6T2hblggMXk2ibF37UdiIiIiAYibq0n8qMYs8F9wTslP74tPAEOAeg0EmK7rHT6Gluq0dnoviLPugpEREREvsZAnsiP5F7yFvmbzoF8nbwi32hMAAAkRBqh0bgPqn2FLdXobKg58irmyBMRERH5HgN5Ij+KjTCgVF2Rr+u8Ii//f7U2DkBgKtY7W6q5MdBaqpHnwvRahOs72s0xR56IiIjI9xjIE/mR1dSpBV1990C+QpKvC0TF+oXTUntdkR9ILdWofzpvr2eOPBEREZHvMZAn8qMYswGlcBPIK6vzpx3ydYFY1WRLNTpb4Qb5rUSnkfCXzSfYspCIiIjIx1i1nsiPYiM6Fbtzs7W+wBYNwP8V61VsqUb9tSqzCCfK5MC93SGw4tuTeHtrLlsWEhEREfkQA3kiP4qJMKJU3VrfWgu0NQK6cGfV+hMtkQCAxChjoIbIlmrksbyKRjz2+X6Xy9iykIiIiMj3uLWeyI9iIwxoQDiaoay415cAjeWAsAOSBscaTACYZ0yhgS0LiYiIiAKDgTyRH8lFwSSUSer2+tNAvdx6DhEJOFNnAxCYqvVE/cWWhURERESBwUCeyI/U6t6n7WrBuxLntnq7OQn1re0AApcjT9QfbFlIREREFBgM5In8SA3kS4RFvqD+tLwqD6AlLAEAYDbqYDayfAUFP7YsJCIiIgoMBvJEfmQyaGHUaVDauXK9UrG+3hAPILCF7oj6gy0LiYiIiAKDy35EfiRJktyCrkHdWn8aaJMr1VdqYgEEpoc80dliy0IiIiIi/2MgT+RnMWYDSus75ci3NgCAsy1dYiQDeQotbFlIRERE5F8M5In8zKWXfN0ZwGgGAJyyWwCwYj0REREREfWOgTyRn8VGGHBCzZGvPwO0yr3j81qjALCHPBERERER9Y7F7oj8zGoyoAwW+RuHDWipBQAca5ZX5lnsjoiIiIiIesNAnsjPYs0GtEOHeq2140JdOPLq9QDYQ56IiIiIiHrHQJ7Iz9Re8lXaWOdlIioZpfWtAFi1noiIiIiIesdAnsjP1EC+DDHOy2ymJLQ7BCQJiDNzaz0REREREfWMgTyRn8UqgfwZh8V5WZMxHoAcxOu1/LMkIiIiIqKeMWIg8jN1Rb7QZnFeVquLA8CK9URERERE1DcG8kR+pgbyTe0dlxnKDyJdOsOK9URERERE1CcG8kR+FhWmx0LdVjys+9R5WWLVbmw0PIx57ZsCODIiIiIiIgoFDOSJ/ExTfRLP61ZAI4mOy+CABgI/KXoBqMwN4OiIiIiIiCjYMZAn8res9wFI3S6WJOU/We/7fUhERERERBQ6GMgT+VtNIQDh9ioJQrmeiIiIiIjIPQbyRP5mSYO7FXmZpFxPRERERETkHgN5In+bcjskAKLLorz8vQCm3B6AQRERERERUahgIE/kb7HDsGH4E3BAgh1aCEmDdqGBAxJw7WtA7LBAj5CIiIiIiIKYLtADIBqISoctwBWHLHgscTcutDbgk+MStkfOx0dTbg300IiIiIiIKMgFdEU+PT0dkiR1+7dkyRLk5+e7vU6SJHz66ac93ufPfvazbsfPmzfPjz8VUd9iIgwoEEl4N2wxvp+8HMvbb0a7JSPQwyIiIiIiohAQ0BX53bt3w263O78/ePAgrrzyStx0001ITU3FmTNnXI5fsWIF/vjHP2L+/Pm93u+8efPw7rvvOr83Go3eHTjROYqJMAAAKhtbUVrXAgBIjAoL5JCIiIiIiChEBDSQj4+Pd/n+hRdewLBhw3DZZZdBkiQkJSW5XL9mzRosXLgQZrO51/s1Go3dbksUTGIj5JNLVY1tzkA+KYonnIiIiIiIqG9BkyPf1taGDz74AA8++CAkqXtrrj179iA7Oxuvv/56n/e1ZcsWJCQkwGq14oorrsDvf/97xMbG9nh8a2srWltbnd/X1dUBAGw2G2w221n8NOdOfdxAPT75VqRBnuM1zTYUVzUBAOLNhgH7fHO+00DC+U4DCec7DRSc6+QN/Zk/khBdm2AFxqpVq3DrrbeisLAQKSkp3a6/7777sGXLFhw+fLjX+1m5ciVMJhMyMjKQm5uLxx9/HGazGTt27IBWq3V7m2eeeQbPPvtst8s/+ugjmEyms/uBiHphdwAP7pTPoyWGC5Q2S1g8wo4L4oLiz5GIiIiIiPysqakJt956K2praxEVFdXrsUETyM+dOxcGgwH//ve/u13X3NyM5ORkPPnkk3jooYf6db8nT57EsGHD8M0332DWrFluj3G3Ip+amoqKioo+f4G+YrPZsGHDBlx55ZXQ6/UBGQP51rTnNqG2uR0aCXAI4OOfT8e0IdZADysgON9pIOF8p4GE850GCs518oa6ujrExcV5FMgHxdb6goICfPPNN1i9erXb6z/77DM0NTXhpz/9ab/ve+jQoYiLi8OJEyd6DOSNRqPbgnh6vT7gf4jBMAbyjdgII2qb2+FQTqUNjjEP+Oea850GEs53Gkg432mg4Fync9GfuRPQ9nOqd999FwkJCbj66qvdXv/3v/8d1157bbfieJ4oLi5GZWUlkpOTz3WYRF6lVq5XxUey2B0REREREfUt4IG8w+HAu+++i8WLF0On675B4MSJE/j222/x85//3O3tR48ejTVr1gAAGhoa8Mgjj+CHH35Afn4+Nm7ciOuuuw7Dhw/H3LlzffpzEPVX50DeatIjTO++hgMREREREVFnAQ/kv/nmGxQWFuLOO+90e/0777yDwYMHY86cOW6vz8nJQW1tLQBAq9Vi//79uPbaazFy5EjcddddmDp1KrZt28Ze8hR0Ys0dgTx7yBMRERERkacCniM/Z84c9FZv77nnnsNzzz3X4/WdbxseHo6vvvrKq+Mj8hWriYE8ERERERH1X8BX5IkGqs5b65MYyBMRERERkYcYyBMFiMvW+mgG8kRERERE5BkG8kQB0tbekRayr6gGeRWNARwNERERERGFCgbyRAGwKrMIj63e7/x+2/FyzHpxCz7NLArgqIiIiIiIKBQwkCfys7yKRjz2+X50rvHoEPK/pZ/vRz5X5omIiIiIqBcM5In8bFVmESRJcnudJEn4hKvyRERERETUCwbyRH5WXN3cY8tFIQSKq5v9PCIiIiIiIgolDOSJ/GywNbzXFfnB1nA/j4iIiIiIiEIJA3kiP1s4LbXXFflF01L9PCIiIiIiIgolDOSJ/CwjLgLLFkyERgK0Gsnl67IFE5EeFxHoIRIRERERURDTBXoARAPRTdNSMT09Bp9kFqG4uhmDreFYNC2VQTwREREREfWJgTxRgKTHRWDpvNGBHgYREREREYUYbq0nIiIiIiIiCiEM5ImIiIiIiIhCCAN5IiIiIiIiohDCQJ6IiIiIiIgohDCQJyIiIiIiIgohDOSJiIiIiIiIQggDeSIiIiIiIqIQwkCeiIiIiIiIKIQwkCciIiIiIiIKIQzkiYiIiIiIiEIIA3kiIiIiIiKiEMJAnoiIiIiIiCiEMJAnIiIiIiIiCiEM5ImIiIiIiIhCCAN5IiIiIiIiohDCQJ6IiIiIiIgohDCQJyIiIiIiIgohDOSJiIiIiIiIQggDeSIiIiIiIqIQwkCeiIiIiIiIKIQwkCciIiIiIiIKIQzkiYiIiIiIiEIIA3kiIiIiIiKiEMJAnoiIiIiIiCiEMJAnIiIiIiIiCiG6QA8gGAkhAAB1dXUBG4PNZkNTUxPq6uqg1+sDNg4if+B8p4GE850GEs53Gig418kb1PhTjUd7w0Dejfr6egBAampqgEdCREREREREA0l9fT2io6N7PUYSnoT7A4zD4cDp06cRGRkJSZICMoa6ujqkpqaiqKgIUVFRARkDkb9wvtNAwvlOAwnnOw0UnOvkDUII1NfXIyUlBRpN71nwXJF3Q6PRYPDgwYEeBgAgKiqKLwY0YHC+00DC+U4DCec7DRSc63Su+lqJV7HYHREREREREVEIYSBPREREREREFEIYyAcpo9GIp59+GkajMdBDIfI5zncaSDjfaSDhfKeBgnOd/I3F7oiIiIiIiIhCCFfkiYiIiIiIiEIIA3kiIiIiIiKiEMJAnoiIiIiIiCiEMJAnIiIiIiIiCiEM5IPQ66+/jvT0dISFhWHGjBnYtWtXoIdE5OLbb7/FNddcg5SUFEiShLVr17pcL4TAU089heTkZISHh2P27Nk4fvy4yzFVVVW47bbbEBUVBYvFgrvuugsNDQ0ux+zfvx8//vGPERYWhtTUVCxfvrzbWD799FOMHj0aYWFhmDBhAtatW+f1n5cGtueffx7Tp09HZGQkEhIScP311yMnJ8flmJaWFixZsgSxsbEwm81YsGABSktLXY4pLCzE1VdfDZPJhISEBDzyyCNob293OWbLli244IILYDQaMXz4cLz33nvdxsP3CPKlN998ExMnTkRUVBSioqIwc+ZMfPnll87rOdfpfPXCCy9AkiQ88MADzss43ymoCQoqK1euFAaDQbzzzjvi0KFD4u677xYWi0WUlpYGemhETuvWrRP/8z//I1avXi0AiDVr1rhc/8ILL4jo6Gixdu1asW/fPnHttdeKjIwM0dzc7Dxm3rx5YtKkSeKHH34Q27ZtE8OHDxe33HKL8/ra2lqRmJgobrvtNnHw4EHx8ccfi/DwcPH22287j/nuu++EVqsVy5cvF4cPHxZPPPGE0Ov14sCBAz7/HdDAMXfuXPHuu++KgwcPiuzsbHHVVVeJtLQ00dDQ4DzmF7/4hUhNTRUbN24UmZmZ4qKLLhIXX3yx8/r29nYxfvx4MXv2bJGVlSXWrVsn4uLixG9+8xvnMSdPnhQmk0k8+OCD4vDhw+K1114TWq1WrF+/3nkM3yPI1/71r3+JL774Qhw7dkzk5OSIxx9/XOj1enHw4EEhBOc6nZ927dol0tPTxcSJE8Wvf/1r5+Wc7xTMGMgHmQsvvFAsWbLE+b3dbhcpKSni+eefD+CoiHrWNZB3OBwiKSlJ/PGPf3ReVlNTI4xGo/j444+FEEIcPnxYABC7d+92HvPll18KSZLEqVOnhBBCvPHGG8JqtYrW1lbnMUuXLhWjRo1yfr9w4UJx9dVXu4xnxowZ4t577/Xqz0jUWVlZmQAgtm7dKoSQ57derxeffvqp85gjR44IAGLHjh1CCPnkl0ajESUlJc5j3nzzTREVFeWc448++qgYN26cy2MtWrRIzJ071/k93yMoEKxWq/jb3/7GuU7npfr6ejFixAixYcMGcdlllzkDec53CnbcWh9E2trasGfPHsyePdt5mUajwezZs7Fjx44AjozIc3l5eSgpKXGZx9HR0ZgxY4ZzHu/YsQMWiwXTpk1zHjN79mxoNBrs3LnTecyll14Kg8HgPGbu3LnIyclBdXW185jOj6Mew78X8qXa2loAQExMDABgz549sNlsLnNx9OjRSEtLc5nzEyZMQGJiovOYuXPnoq6uDocOHXIe09t85nsE+ZvdbsfKlSvR2NiImTNncq7TeWnJkiW4+uqru81JzncKdrpAD4A6VFRUwG63u7wYAEBiYiKOHj0aoFER9U9JSQkAuJ3H6nUlJSVISEhwuV6n0yEmJsblmIyMjG73oV5ntVpRUlLS6+MQeZvD4cADDzyASy65BOPHjwcgz0eDwQCLxeJybNc5726uqtf1dkxdXR2am5tRXV3N9wjyiwMHDmDmzJloaWmB2WzGmjVrMHbsWGRnZ3Ou03ll5cqV2Lt3L3bv3t3tOr62U7BjIE9EROShJUuW4ODBg9i+fXugh0LkM6NGjUJ2djZqa2vx2WefYfHixdi6dWugh0XkVUVFRfj1r3+NDRs2ICwsLNDDIeo3bq0PInFxcdBqtd2qYZaWliIpKSlAoyLqH3Wu9jaPk5KSUFZW5nJ9e3s7qqqqXI5xdx+dH6OnY/j3Qr5w//334z//+Q82b96MwYMHOy9PSkpCW1sbampqXI7vOufPdj5HRUUhPDyc7xHkNwaDAcOHD8fUqVPx/PPPY9KkSXjllVc41+m8smfPHpSVleGCCy6ATqeDTqfD1q1b8eqrr0Kn0yExMZHznYIaA/kgYjAYMHXqVGzcuNF5mcPhwMaNGzFz5swAjozIcxkZGUhKSnKZx3V1ddi5c6dzHs+cORM1NTXYs2eP85hNmzbB4XBgxowZzmO+/fZb2Gw25zEbNmzAqFGjYLVancd0fhz1GP69kDcJIXD//fdjzZo12LRpU7eUj6lTp0Kv17vMxZycHBQWFrrM+QMHDricwNqwYQOioqIwduxY5zG9zWe+R1CgOBwOtLa2cq7TeWXWrFk4cOAAsrOznf+mTZuG2267zfn/nO8U1AJdbY9crVy5UhiNRvHee++Jw4cPi3vuuUdYLBaXaphEgVZfXy+ysrJEVlaWACBeeuklkZWVJQoKCoQQcvs5i8Ui/vnPf4r9+/eL6667zm37uSlTpoidO3eK7du3ixEjRri0n6upqRGJiYni9ttvFwcPHhQrV64UJpOpW/s5nU4n/vSnP4kjR46Ip59+mu3nyOt++ctfiujoaLFlyxZx5swZ57+mpibnMb/4xS9EWlqa2LRpk8jMzBQzZ84UM2fOdF6vtiiaM2eOyM7OFuvXrxfx8fFuWxQ98sgj4siRI+L1119326KI7xHkS4899pjYunWryMvLE/v37xePPfaYkCRJfP3110IIznU6v3WuWi8E5zsFNwbyQei1114TaWlpwmAwiAsvvFD88MMPgR4SkYvNmzcLAN3+LV68WAght6B78sknRWJiojAajWLWrFkiJyfH5T4qKyvFLbfcIsxms4iKihJ33HGHqK+vdzlm37594kc/+pEwGo1i0KBB4oUXXug2llWrVomRI0cKg8Egxo0bJ7744guf/dw0MLmb6wDEu+++6zymublZ3HfffcJqtQqTySRuuOEGcebMGZf7yc/PF/Pnzxfh4eEiLi5OPPTQQ8Jms7kcs3nzZjF58mRhMBjE0KFDXR5DxfcI8qU777xTDBkyRBgMBhEfHy9mzZrlDOKF4Fyn81vXQJ7znYKZJIQQgdkLQERERERERET9xRx5IiIiIiIiohDCQJ6IiIiIiIgohDCQJyIiIiIiIgohDOSJiIiIiIiIQggDeSIiIiIiIqIQwkCeiIiIiIiIKIQwkCciIiIiIiIKIQzkiYiIiIiIiEIIA3kiIiIiIiKiEMJAnoiIKISVl5fDYDCgsbERNpsNERERKCws7PU2zzzzDCZPnuy1MVx++eV44IEHvHZ/RERE1DsG8kRERCFsx44dmDRpEiIiIrB3717ExMQgLS0t0MMiIiIiH2IgT0REFMK+//57XHLJJQCA7du3O/+/P372s5/h+uuvx5/+9CckJycjNjYWS5Ysgc1mcx7zxhtvYMSIEQgLC0NiYiJuvPFG5223bt2KV155BZIkQZIk5Ofnw26346677kJGRgbCw8MxatQovPLKK/1+3NbWVixduhSpqakwGo0YPnw4/v73vzuvP3jwIObPnw+z2YzExETcfvvtqKiocF7/2WefYcKECQgPD0dsbCxmz56NxsbGfv+OiIiIgoku0AMgIiKi/iksLMTEiRMBAE1NTdBqtXjvvffQ3NwMSZJgsVhw66234o033vD4Pjdv3ozk5GRs3rwZJ06cwKJFizB58mTcfffdyMzMxH//93/j/fffx8UXX4yqqips27YNAPDKK6/g2LFjGD9+PH77298CAOLj4+FwODB48GB8+umniI2Nxffff4977rkHycnJWLhwoUePCwA//elPsWPHDrz66quYNGkS8vLynIF6TU0NrrjiCvz85z/Hn//8ZzQ3N2Pp0qVYuHAhNm3ahDNnzuCWW27B8uXLccMNN6C+vh7btm2DEMIrzwMREVGgSILvZkRERCGlvb0dxcXFqKurw7Rp05CZmYmIiAhMnjwZX3zxBdLS0mA2mxEXF+f29s888wzWrl2L7OxsAPLK+JYtW5CbmwutVgsAWLhwITQaDVauXInVq1fjjjvuQHFxMSIjI7vd3+WXX47Jkyfj5Zdf7nXc999/P0pKSvDZZ5959LjHjh3DqFGjsGHDBsyePbvb/f3+97/Htm3b8NVXXzkvKy4uRmpqKnJyctDQ0ICpU6ciPz8fQ4YM6fP3SkREFCq4tZ6IiCjE6HQ6pKen4+jRo5g+fTomTpyIkpISJCYm4tJLL0V6enqPQXxPxo0b5wymASA5ORllZWUAgCuvvBJDhgzB0KFDcfvtt+PDDz9EU1NTn/f5+uuvY+rUqYiPj4fZbMaKFSu6FeLr7XGzs7Oh1Wpx2WWXub3/ffv2YfPmzTCbzc5/o0ePBgDk5uZi0qRJmDVrFiZMmICbbroJf/3rX1FdXd2v3wsREVEwYiBPREQUYsaNGwez2Yzbb78du3btgtlsxqxZs5Cfnw+z2Yxx48b1+z71er3L95IkweFwAAAiIyOxd+9efPzxx0hOTsZTTz2FSZMmoaampsf7W7lyJR5++GHcdddd+Prrr5GdnY077rgDbW1tHj9ueHh4r2NuaGjANddcg+zsbJd/x48fx6WXXgqtVosNGzbgyy+/xNixY/Haa69h1KhRyMvL8/TXQkREFJQYyBMREYWYdevWITs7G0lJSfjggw+QnZ2N8ePH4+WXX0Z2djbWrVvn9cfU6XSYPXs2li9fjv379yM/Px+bNm0CABgMBtjtdpfjv/vuO1x88cW47777MGXKFAwfPhy5ubn9eswJEybA4XBg69atbq+/4IILcOjQIaSnp2P48OEu/yIiIgDIJwYuueQSPPvss8jKyoLBYMCaNWvO4jdAREQUPBjIExERhZghQ4bAbDajtLQU1113HVJTU3Ho0CEsWLAAw4cP93o++H/+8x+8+uqryM7ORkFBAf7xj3/A4XBg1KhRAID09HTs3LkT+fn5qKiogMPhwIgRI5CZmYmvvvoKx44dw5NPPondu3f363HT09OxePFi3HnnnVi7di3y8vKwZcsWrFq1CgCwZMkSVFVV4ZZbbsHu3buRm5uLr776CnfccQfsdjt27tyJ5557DpmZmSgsLMTq1atRXl6OMWPGePX3Q0RE5G8M5ImIiELQli1bMH36dISFhWHXrl0YPHgwkpOTffJYFosFq1evxhVXXIExY8bgrbfewscff+zcwv/www9Dq9Vi7NixiI+PR2FhIe6991785Cc/waJFizBjxgxUVlbivvvu6/djv/nmm7jxxhtx3333YfTo0bj77rud7eNSUlLw3XffwW63Y86cOZgwYQIeeOABWCwWaDQaREVF4dtvv8VVV12FkSNH4oknnsCLL76I+fPne/X3Q0RE5G+sWk9EREREREQUQrgiT0RERERERBRCGMgTERERERERhRAG8kREREREREQhhIE8ERERERERUQhhIE9EREREREQUQhjIExEREREREYUQBvJEREREREREIYSBPBEREREREVEIYSBPREREREREFEIYyBMRERERERGFEAbyRERERERERCHk/wPIUG2CdQ59WgAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%time\n", "from capymoa.classifier import SGDClassifier, PassiveAggressiveClassifier\n", "from capymoa.evaluation import prequential_evaluation_multiple_learners\n", "from capymoa.evaluation.visualization import plot_windowed_results\n", "from capymoa.datasets import Electricity\n", "\n", "stream = Electricity()\n", "\n", "sklearn_SGD = SGDClassifier(schema=stream.get_schema())\n", "sklearn_PA = PassiveAggressiveClassifier(schema=stream.get_schema())\n", "\n", "results = prequential_evaluation_multiple_learners(\n", " stream=stream, learners={\"SGD\": sklearn_SGD, \"PA\": sklearn_PA}, window_size=500\n", ")\n", "\n", "plot_windowed_results(results[\"SGD\"], results[\"PA\"], metric=\"accuracy\")" ] } ], "metadata": { "kernelspec": { "display_name": ".venv", "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": "3.13.7" } }, "nbformat": 4, "nbformat_minor": 5 }