From e01679d477f4082f93b18b7aebd18437289da2c1 Mon Sep 17 00:00:00 2001 From: Fellipe Castro Date: Sun, 19 May 2024 19:46:31 -0300 Subject: [PATCH] Update --- carreira/__main__.py | 21 ++++++++++++--------- carreira/carreira.ipynb | 26 ++++++++++++++------------ carreira/carreira.png | Bin 41745 -> 46410 bytes 3 files changed, 26 insertions(+), 21 deletions(-) diff --git a/carreira/__main__.py b/carreira/__main__.py index ccd1655..2fd55a0 100644 --- a/carreira/__main__.py +++ b/carreira/__main__.py @@ -1,4 +1,5 @@ from datetime import datetime +import math from os import path import matplotlib.pyplot as plt @@ -14,16 +15,13 @@ def format_date(date: str) -> datetime: def format_y_axis(y_param: int, _pos: int) -> str: y_axis = '' - anos = y_param / 365 if anos >= 1: ano_str = 'anos' if anos >= 2 else 'ano' - y_axis = f'{anos:.1f} {ano_str}'.replace('.', ',') elif y_param > 0: meses = int(np.mod(y_param, 365) / 30) - y_axis = f'{meses} meses' return y_axis @@ -39,9 +37,12 @@ def main() -> None: carreira['entrada'] = carreira['entrada'].apply(format_date) carreira['saida'] = carreira['saida'].apply(format_date) carreira['dias'] = (carreira['saida'] - carreira['entrada']).dt.days + 1 - carreira['inicio'] = carreira['entrada'].dt.strftime('%m/%Y') + first_entry = carreira['entrada'].min() + last_exit = carreira['saida'].max() + total_years = math.ceil((last_exit - first_entry).days / 365) + bgcolor = '#fbf0d9' fig, ax = plt.subplots(figsize=(10, 5)) @@ -50,14 +51,16 @@ def main() -> None: formatter = ticker.FuncFormatter(format_y_axis) ax.yaxis.set_major_formatter(formatter) + ax.tick_params(axis='x', labelsize=10) + ax.tick_params(axis='y', labelsize=10) sns.barplot(data=carreira, x='inicio', y='dias', hue='esfera', palette=sns.color_palette(['#a61c00', '#1c4587']), ax=ax) - plt.title('Carreira', fontsize=14) - plt.xlabel('Início', fontsize=12) - plt.ylabel('Tempo', fontsize=12) - plt.legend(fontsize=11) + plt.title(f'{total_years} anos de carreira', fontsize=14, weight='bold') + plt.xlabel('início', fontsize=13) + plt.ylabel('tempo', fontsize=13) + plt.legend(fontsize=12) for container in ax.containers: for rect in container: @@ -65,7 +68,7 @@ def main() -> None: x_pos = rect.get_x() + rect.get_width() / 2 y_pos = height + 20 text = carreira.iloc[container.index(rect)]['instituicao'] - ax.annotate(text, xy=(x_pos, y_pos), ha='center', fontsize=11) + ax.annotate(text, xy=(x_pos, y_pos), ha='center', fontsize=12) plt.savefig(path.join(script_dir, 'carreira.png')) plt.show() diff --git a/carreira/carreira.ipynb b/carreira/carreira.ipynb index 8ae3228..361c8f4 100644 --- a/carreira/carreira.ipynb +++ b/carreira/carreira.ipynb @@ -2,13 +2,13 @@ "cells": [ { "cell_type": "code", - "execution_count": 2, + "execution_count": 1, "id": "f757cfdc", "metadata": {}, "outputs": [ { "data": { - "image/png": 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SplUxJar5+5tYu2E7xQrlwdnJEWcnRwrky8Ef67fRsU2jgKt1azbTo8sPlCsZMD2zY5tGGAzw6tUrfl+7FScnR4b174K9vR0Ao3/tTpmqzVm/aQd1a1TAxSkWRqMNCT0C/vAxbdZvtGxWm2/LFAHAK1liXr16xYBhk2nfsoH1Z8LmPT8fi5evI0fWDLRtUQ+A1CmScunyNRYs+QOjjYFLl6+zfdc/TBzZi6KFAq7QtfuhPhcuXmHG3GWUKpb/vedjwLBJDB45FQi46mcymSlRJB/f5Mn2/7EYoPA3uSmQL4d1v2/y5uDrnJlJlyYFAMmTJmLx8nVcunQNo42Bm7fuYG9nR7IkiUjqmYCknglIlDAeiRN5YLQxYGMwgCHwZ8L7jl9ERORddx/68uwVJEiQEKdYjp+8uqKED4vFwstXr7nn44ONwY+E7iFfyPoUURrsNvy5i/sPH5O7SE0A/Hz9APhz214O7lwWqO6efYd59Pjp/++rswTMRa1cpw0tmtSiRZNagerfvfeAWt91JFP61OTPm4MaVcqwc88Bjp88Z61jZxf08C3/tuvw7y+p/2U2mwPuFwJ6d2tNvRoV2LpzH1t37mPZyo1MGNmTQhF4H45IeNu19yAPHj6mXOnC1rLypQuz868DbNr6F6lSJMPPz59smb8KtN+PrRsBAas5ZkqfxhrqIOCPKimSJ+HCxatB+nv46Al37t1nzKR5jJuywFpuMZt588aXG7fu4uhg/8ExX7h4hW/y5ghUliNLehYs+cO6HSBn9oyB6uTOmZkxk+Z9sO22LepT8t/g5+frxwXva4wcP5v2XQcxZUxfa73kyTwD7Ve3Rnm27/qH1Wu3cvX6LS55X+PGrbuk9EoCQMVyRVm1Zgvla/xA6pTJyJ83B6WLf4NnogQfHI+IiEhITGYLT16aSeCRMMRblSTyxYrlCMA9n7vEd7VE6B9tozTYzZkyJNDS6qMmzAECpj2+q1Sx/IGutt3zeUDjlj2YPKYPaVOnCFJ/y46/iRvHhUmj+1jLFv62xhrcQpLCKynHTp4LNG3r2Mlz5MqeEZ/7j5gyawndfmzOD01r80PT2rRo34ftu/Yr2EmMsnpNwFL+HboOCrJt6cqN9Ora6oP7v+/nyWKxYGtrDFL+9hEl3X5sTr482YJsT5zIAx+fhx/s02AwYH6nX1vb/3+Uve8n3GwOfkz/5e4eF6//hLY0qb0wmUx06z2Si5eukia1F0Cg8Gk2m2ndqT8XLl2lQpkilCtViAxfpabv4AnWOm6ucVmxYCxHT5xl7z9H2LPvCAuW/EGbFvWCzAwQEREJC39/C2DA6d8AIdFPwP8bA/7+Foz2n2mw80wc+K/Vzk4BjzB4+4uVyWTi4aOnxI3rgrOzE87O/582aWsM+AXNM1ECXOPGDtK2a9zY3L57n337j5EkSUI2bfmLzdv/DvUjFb6rW5meA8eROmUysmb6ipVrNnPuwmUG9/mRuHFd2LL9bywWC43rV+XevQecPe9t/Uu/SEzw4OFjdu45SNWKJfmuXpVA2+Yt+p2VazZjMASEppOnL/BV2pTW7XWbdqFsyYKkS5OStRu34+vrZ71qd//BI65ev0Wd6uWBwA/bjOfuirtbXK7fvEPtZP9fRXbD5t1s3fE3g/t0DHHc6dOl5OjxM4HKTp25YP3+7XTIw0dPW6diBrw+ReqUoV/c6K234fXdMPnW2fPe7N57iMWzRpD13yubfv7+XLtxm6RJEgGwduMOnj57Qb2aFciZLSNtW9Sn96DxbNi8W8FOREQ+ieXfP2lq+mX09fb/jeW9f34OH1G+KuaH3Ll7n9JVmjN78mDy5MoSpn3LlizIoSOn6Nh9CBgMZM6Qlp86NGXitEX4/jvl84P7lyrE/YePGD91IfcfPCJ9ulRMH9efVCmSATBhZE9+HTmdavXa4eQUi+qVSlGjcumPOk6RqLBmww5MJhPNGlUnpVfSQNu+b1KT1eu2smz1JurX+pZxUxbg5haXNKmSs/KPzVy4eIXBfX7E3s6OpSvX83OfkfzQtDZvfP0YMXYWbnHjUK50wPPgnJwcefr0OVeu3iRJkoQ0a1SdsZPnkziRB4W+ycX5C1foP3QSxQvnDTSl832+q1+VOo07M3zsTGpWKcvJMxcCPQA9dcpkFCn4NQOGTcZgMOCVzJP1m3exbdc/jBzc7YNtP3/+Ep/7jwCwWMxcuHSV8VMWkOGrVKT992rdu+LHc8PWaGTjlr9wd4vL4yfPmDb7N+4/eISfX8BnzZs3vowYNwsX51jkyp6JO/fuc/DwSXLnyBTi8YqIiIiEhsHv8blo/aCkCdMWUih/LrJlSR/VQwk3JrOFk97PyZzKRYsjSJSpUrctHvHdmD5+QLDbO3QbzD8HjrP5j5lMm72MNRu28+zZc75Km5KObb/j65wBf2w5c+4SI8fP4cix09jb2/FN3hx0bt/Eev/YzVt3+aFDH27evsfcKUPImvkrFi9fx8Kla7h+8y7x47lSoUwR2raoj729HTdv3Q3xDzr79h9j5ITZXPS+RppUySlbshCjJszh1P41ALx89Zqxk+axYfNunj1/QdrUXrRoXOuDV9Uz5akY6LXRaEM8d1fyfZ2djm0akcAjHgClKjejSoUStPl38RYIuCI3cfoi7ty9T/x4bhQp+DV2trZs372fjSsDVuycOW8Fy3/fxJ2794kT24XSxQvQqd13xHJ0ZOK0Raxet5XNv88M1fGLiIi89drXxLV7fqT08nrPKvNR9btmtI4Yker16zdcvnqV5AnscLQPeltIeGWDaB3snj9/ScuOfZk1cVCo/pIfUyjYiYiIiEh4+FCwsxjssDF++P7yiGI2mTBYQp4l96lWrvqdHj17c/bUsQjro3ipclStUol2bT689sD7RFawi9ZTMV1cnJg9eTB2ttF6mCIiIiIi0YwBG6ORTV1b8dD7fMjVw5F7qnSUGTYZi78/EX3lrny5MhQqWCBC+4gpon1iUqgTEREREfk4D73P43PmRFQPI8I4Ojri6KgVQQFsonoAIiJBGGzBxiHivwz6w5GIiEh0kT5TNhYuWkLtug3ImuNrKlapzrZtO6zbx0+cTIPvmtKpS1dy5fmGAYOGsHLV76TPFPAIpZ979KJWnfqB2rx56xYZMmdn79/7AFi2fCWVqtYgW8485Midl/oNG3Pi5Clr/WfPntGte0++zleQ/AWLMntO0GfghtRGVFGwE5HoxWCLjXNybGN7RfiXjXNyhTsREZFoZOTosVSq+C2rVy6jaOFCtO3QkcNHjlq3Hzx4iPjx4rN6xW80bFAv0L7Vqlbm+ImTXLt23Vq2Zu16EiVMSL68edi8ZSsDBg2hedPGrF+7mtkzp/PmjS+9evez1v+x00+cOHmSyRPHMWv6FHbu2s2tW7es20PTRlTRbzQiEr0YjNgYbSP8noC38//NBiNY/COsHxEREQm9qlUqUb9eHQA6d/qR/QcOsmDhYnLmyG6t065tK2LHDniO9eHDR63lX+fORbJkSVmzdh1tWrcEYO3adVSuVBEbGxtcXV0ZNKAvFb+tAEAST09qVK9C/4FDAPC+fIU9e/9m9sxp5M6VE4ARw36leKmy1j5CaiMqKdiJSLT0ud8TICIiIkHlzfN1oNfZs2dj796/ra/jxXO3hrp3GQwGqlSqyJp162nTuiWnz5zh4iVvJo4fCwQEv0uXvJk0eSrel69w9epVzp2/gNlsBuD8+QsAZMn8/+fMxo8fj2RJ//+835DaiEqaiikiIiIiItGC7TsLJ5rNZmxs/v+IAAeHDy+UUqVKJa5evcaJk6dYs3Y9OXNkx8srORAwLbNytZpcu36DHNmz0fWnzvzctYt1X4PBYO3zfWMKqY2opCt2IiIiIiISLZw8eYrixYpaXx85coyMGdOHev8knp7kzfM1f/65mY0b/6R1qx+s26bPnEWN6lXp27untWzrtu0AWCwWMqT/CoDDR45StEhhAJ4+fcq169dC3cbbcBgVFOxERERERD5T7qnSxag+585fSMqUKcmcOSO/LVvBuXPnGDSgb5jaqFqlEv0HDsFsNlGubGlreeJEiTh85CinTp8htosL27bvYOGiJQD4+vqSPHkyypYpzYBBQ7C3tyd+/HiMGj0OX1+/ULfh4BD4IfGRScFOREREROSzY8FsMlFm2OQo6d1sMmH4iIeT16lVk7nzFnD+wgXSf5WOGdOn8NVXYQuKpUuVpP/AIZQsURwXFxdrea9ffqZ33wE0/K4p9vb2pP8qHUOHDKRTl26cOHmK3Lly8uvgAQwbPoqOnbtisZipXbMGjx49ClMbUcXg9/hcxD4OXoIwmS2c9H5O5lQuGG2i7nKtSLRk44BtbC8W1ygRoYuneGTIQt3lW/F/dhXMbyKsHxERkYj02tfEtXt+pPTywtExuKtFUfW7ZtgjRvpM2Rg8sD/VqlaOgPFEndev33D56lWSJ7DD0d4YZHt4ZQNdsRMRERER+WzpGs6XQqtiioiIiIiIxHC6YiciIiIiIlHu7KljUT2EGE1X7ERERERERGI4BTsREREREZEYTsFOREREREQkhlOwExERERERieEU7ERERERERGI4rYopIiIiIvLZijkPKJdPo2AnIiIiIvIZMhvsMRqjZoKeyWTGxuIbJX1/qRTsREREREQ+OwaMRhu6DvuNS9d8IrXn1Mk9GNa1FhZ/AxF15W7V6j/o3bc/C+bNIlvWrNby9JmyMXhgf6pVrRzsfuMnTmbV6j/YtnlDqOrHJAp2IiIiIiKfqUvXfDhz6VZUDyNcWSwWZs2ew89duwQKdR9j946txI7tEk4ji1oKdiIiIiIiEqMsWjCX2LFjf3I7Hh7xw2E00YNWxRQRERERkSiXPlM2Fi5aQu26Dcia42sqVqnOtm07rNvHT5xM8VLlMBgM1lD3tuy/Ll++TJ36jciSPTflK1Zh46Y/P9jnylW/W1+vWbuOylVrki1nHkqWKc+8+Qut285fuMAPrduSJ39BsmTLRcky5Zk1Z244Hf2nU7ATEREREZFoYeTosVSq+C2rVy6jaOFCtO3QkcNHjoapjbnzF1KlckX+WL2cMqVK0rFzV06eOh3ifhs2bqJb955UqvQtv69aRscO7RgxagwrV/3Oq1evaNa8Ja5xXVm8YB5r/lhJ2dKlGDZ8FGfOnP3Iow1fmoopIiIiIiLRQtUqlahfrw4AnTv9yP4DB1mwcDE5c2QPdRt169SiTq2aAHRo35Z9/xxg7rz5DB865IP7zZm3gHJly9CsyXcApPDy4sWLlzg6OvDq1SsaNaxPvbp1cHZ2AqBd29bMmDWH8xcukCFD+o842vClYCciIiIiItFC3jxfB3qdPXs29u79O0xt5MqZI9DrrFkz888/B0Lc78L5C1QoXzZQWa2a1a3f161bm7Xr1nPm7FmuXbvO2XPngIBHO0QHCnYiIiIiIhIt2NoGjidmsxkbG+N765v8TUHKjMbA9c1mM/b2diH3bff+aOTjc5/a9RoSz92N4sWKUuCb/GTJnJmiJUqH2G5kUbATEREREZFo4eTJUxQvVtT6+siRY2TMGDDN0c7OjhcvXgSqf/Xa1SBtnDp1mhLFi1lfHz5ylPRfpQux79SpUnPy5KlAZUOGDuf27TvkyJ6NJ0+esGn9H9jZBYTEc+cvAGCJoGf1hZWCnYiIiIjIZyp1co8Y1efc+QtJmTIlmTNn5LdlKzh37hyDBvQFIHu2rDx58oSZs+dSpnRJ/tqzl1279xA3btxAbcyZO59kyZKRLVtWli5dxvnzFxgx7MP31wF837wJ7X/sTJYsmSlSqBDHjp9gydJl9O/bCweHgPvsNm7aTK6cOfC+fJlfhw4HwM/X96OPNzwp2ImIiIiIfHYsmExmhnWtFSW9m0xmbD7iSladWjWZO28B5y9cIP1X6ZgxfQpf/Xu1LV/ePLRr04rZs+cyfsIkChUsQLs2rZi3YFGgNlq3+oH5CxfRu29/0qROxdTJE0iZIkWIfRcvVpR+fXsxY+Zshg0fhadnYrp360LlShWxWCw0a3KaocNG8PzFC5J4elKjelW2bt/BiZOnqFM7zIca7gx+j89Fj2uHXxCT2cJJ7+dkTuWC0cYQ1cMRiV5sHLCN7cXiGiXwOXMiwrrxyJCFusu34v/sKpjfRFg/IiIiEem1r4lr9/xI6eWFo6NDMDWi6nfNsEeM9JmyMXhgf6pVrRwB44k6r1+/4fLVqyRPYIejfdD7BcMrG+iKnYiIiIjIZ0vXcL4UUf6A8qvXb/F9u97kLlKTEhWbMGv+yg/W37L9byrWakXuIjVp8H1XTp+9GEkjFRERERERiZ6iNNiZzWZad+yPu1tcVswfS5+f2zB11lLWbtwRbP2Ll67StfcImn9Xk5ULx5E+XSpadezPq9evI3fgIiIiIiISrs6eOvbZTcOMTFEa7B48fEz6dCnp3a0VXsk9KVwgN/m+zsbhY6eDrb/nnyOkSZmcyhWKkzxpYjq2bsT9B4+45H09kkcuIiIiIiISfURpsPOI787Iwd1wdnbCYrFw+NhpDh45SZ6cWYKt7xo3DhcvX+PwsdOYzWZWrd2Ci7MTyZImDrb+Re9rfN+uN18XrUWOgtVo+H03Ll0OCIH7D52gVOVmLFm+nmIVviN34Rr83Gckvr5+1v137N5PjYYdyFmoOhVrt2bz9r3WbWfPX6Z+s5/IVag6xSp8x6QZi8PxzIiIiIiIhMzw7+IoFovupYuu3v6/MUTwQjbRZvGUUpWbcfuOD0UKfk2p4t8EW6dcqUJs3/0PDb/vhtFog8Fgw+TRvYkbxyVIXbPZTNvOA8ifJzu9urXi+fMXDBw2hVET5jBxZC8A7vk85M9te5g6th/3fB7SoesgcuXITM0qZdh34Bgdug2hc7vGFP4mNzv+OkCXHsNYNGsEmTKkoXvfUeTMnpGh/Ttz+dpNOnYbQuYMaSlcIHeoj9lk1g+gyLsMhsj9uTBbLFj0sygiIjGUwQawWHjx6jWOsRyjejgSjBevXoPFgsEm+N//wysTRJtgN+bX7tx/8IgBQyczdPQMenT5IUidx0+ecv/BI375qSXZMn/F0hXr6TlgLMvmjSGeu2uguq/f+FKrWjnq1CiP079v8irflgi0OIu/vz89OrcgTWov0qVJQcH8uTh5+gI1q5Rh8bJ1lC7+DY3qBszzbeyVhJOnzzN74SpGDPyJW7fvUbxIXjwTJyBpkkTMmDCQJJ4Jw3TMZ668CONZEvn8xYplImPGyOvv4o2XvHr1KvI6FBERiQC379zDz9+Mg4MDBoMepxUdWCwW3rx5w/379/Hz8+fMFf8I7S/aBLvMGdMC8MbXj269R9ClQ1Ps7ewC1Rk1YQ7pUqegXs0KAPTt0ZaKtVqzas0Wmn9XI1Bdp1iO1K5ejj/WbePUmYt4X73BmXOXggTA5Mk9rd87O8fC3z/ghHtfuU6tauUC1c2eNT0r/9gCwPeNazJm0jyWrdpEkQJfU7F8MTziu4XpmDOkcNZz7ETeYTAG9wyeiJMmqRMWU9BnyoiIiMQUFosFn8d+PH7oAwp10YvFgpuLDR6uzu8N3CazJVwu+ERpsLv/4BHHTpylRNH81rLUKZPh5+fPixcvsXeNG6j+qbOXaFCrovW1jY0NX6VNwa0794K0/eLlK+o07oRr3DgUK5yX8mUK433lBnMWrgpU793w+HYOrL29fZA2TSYzZrMZgObf1aBsyYJs2bGPHX/tp2nrX+jbvQ01qpQJ9fEbbQwKdiLviuR/kGwMBtDPoYiIxGgGEsdzIIGbBX9/CxY9uy5aMGDA1jbyft+P0mB389ZdOnQbwtY1s0mYIB4Ap89exN0tLm7vhDqABPHduXT5WqCyy1dvUjFjuiB1Dxw6wT2fh6xaNAFb24C/xu/ZdyTUN5am9ErCsZPnaPifsmMnzpLCKwlv3vgyasIcmjasTuP6VWhcvwr9hkxk8/a9YQp2IiIiIiLhxWhjwGivP1Z+qaJ0VczMGdOSMX1qeg4Yy0Xva+zac5AR42bTokktax2f+494/foNADWqlGH573/yx/ptXL1+i1ET5nD7jg+VKxQP0rZr3Di8fPWarTv3cfPWXZav3sTiZWsDrXr5IY3qVmbz1j3MX/IHV6/dYu6i1WzZ8Td1qpfHwcGew8dOM3jEVC5fvcHJ0xc4ePQUGb5KHT4nRkREREREJAyi9Iqd0WhkwoieDBo+lfrNfiJWLEca1K5Ig9r/n25ZtHwjBvbuQNVvS1KuVCFevnzF9DnLuHPvAenTpmTWpIFB7puDgPvhWjWrw8Bhk3nj60u6NCno2bUVvQaO4+69ByGOLWvmrxjSrxOTpi9i5PjZpPRKysjB3cj3dTYARgzqysBhU6jduBNGo5GyJQrSsmntcDs3IiIiIiIioWXwe3wuWk/CXbVmCw4O9pQvXTiqhxJuTGYLJ72fkzmVi+6xE3mXjQO2sb1YXKMEPmdORFg3HhmyUHf5VvyfXQXzmwjrR0RERORDwisbROlUzJCYzWZWr91CnlzBP7BcREREREREotHjDoJjY2PDjIkDsbON1sMUERERERGJUtH6ih2gUCciIiIiIhKCaB/sRERERERE5MMU7ERERERERGI4BTsREREREZEYTsFOREREREQkhlOwExERERERieEU7ERERERERGI4BTsREREREZEYTsFOREREREQkhlOwExERERERieEU7ERERERERGI4BTsREREREZEYTsFOREREREQkhlOwExERERERieEU7ERERERERGI4BTsREREREZEYTsFOREREREQkhlOwExERERERieEU7ERERERERGI4BTsREREREZEYTsFOREREREQkhlOwExERERERieEU7ERERASAUpWbkSlPRetX9gJVKV/9B2bNXxnVQ+PmrbtkylOR/YdOvLdOj36jadyy+wfb8fc3UbtxJ06duQj8/5jnLFwdbP1+QyaSKU9FJk5bFOz2qbOWkilPxVCPY+K0RZSq3Mz6ukPXwWzd8fcHxywiEhq2UT0AERERiT4a169C4/rVAHjz5g3HT52n96DxODo6UK9mhSge3Yd179wCk8n8wTqzF6wkdcpkZMqQxlpma2vL5m17aFy/SqC6/v4mNm/fi8FgCLatE6fPM2n64k8ac6d2jWnSqge5cmTGNW7sT2pLRL5sumInIiIiVk6xYuER3w2P+G4kTZKI8qUL823ZIqxesyWqhxai2C7OHwxHz56/YMbc5TRtUC1Qef482Th28hx37t4PVP7PwWPEiuVIooTxg7T18tVruvUaSa4cmT5pzF7JPMma+SvmL/n9k9oREVGwExERkQ9ydHAI9NpisTBz3grKVGlOrkLVqVa/PWs37rBu33/oBFnzV2bL9r+pUKMlOQtVp0mrX7h914fBI6aSr3gdCpVpwNRZSwO1+/u6bVSt146chapTqnIzpsxcislkClTn6PEzVK3XjuwFqlKrUUf+OXjcui2kqZjLVm0iYYJ4pEntFag8S8Z0eCby4M9tewKVb9z8F2VLFgr2it2vI6eRNo0XFcsXe29/oVWuVGGWLF/Pmze+n9yWiHy5FOxERETkvU6cPs/6P3dRvXJpa9nYyfNZumI9Pbr8wKrFE2hYpxL9h05i8fJ11jomk5lps39jaP/OzJo4iLMXvKlWvz329nYsmT2SWtXKMm7KAs5fvALAvMW/03fIBGpVK8uqheNp37IBsxesZNjYWYHGM3vBSn5oUouVC8eR/qtUtO7Yj3s+D0J1LFt37qNwga+D3VamZCE2bf1/sPP182PLzr8pX7pQkLqbt+9l195D9OveNlT9hqRwgVw8ffaCw8dOh0t7IvJlUrATERERq2lzlpG7SE1yF6lJtm+qUqdxZ5J4JqRCmSJAwBTEeYt/p1vH5hQp+DXJkyamasWSNKpbOcgiK+1a1idzxrRkz5qefLmz4eToSOd2TUjhlYTvv6sJwIVLV7FYLMyYu5x6NStQt0YFvJJ7UrFcMdr+UJ8ly9fz7PkLa5ttWtSjbKlCpEqRjN7dWuPu7sri5etDPC6z2czJU+dJl8Yr2O1lSxbk2Imz3L0XEBL37jtCPLe4ZPgqdaB693we0G/IRAb0ao+ra5zQn9gPiOXoSBLPhBw9cTZc2hORL5MWTxERERGr2tXKUr92wCqP/v4mrt24zbjJ82n0w88smTOSS5ev8eaNL117jcBg8/+/D5tMJnx9/Xj9+o21LHlST+v3sWI5kMQzoXVao6NjwPROXz8/Hj56woOHj8mZLWOgseTOmRl/f38uX7lBPHdXgEB1bG2NZPwqNRcvXQ3xuB4/eYa/yYS7m2uw2zNlSEPSJInYvH0PDWpXYuOW3ZQrVThQHYvFQo9+YyhTsiCF8ud6b1+2traYzZZgt5ktZmxtjUHK3V3jcP/BoxCPQ0TkfRTsRERExCpunNh4Jft/IEudMhlx47jQ8Ptu/P3PUdz+vUo1cnA3UqZIGmR/e3s76/fvBhgbm+BXl7RYgg9BFrM5SDs2NoHbNJnNOPynz/ex+TdQms3vXzWzbMmCbNqyh5pVyrJt1z8smT0y0Pbbd3z4e/9Rjhw7ze/rtgX0/+89gLmL1KRv9zZ8W7YocWK7BLrK+F9Pnj4nbpygC7yYzGZsDJpIJSIfT58gIiIi8kFvg5fZYiFliqTYGo3cvuuDVzJP69fuvQeZs2AVNjZh/9Uifjw34rm7BrnH7NDR09jZ2ZIsaWJr2emzF63f+/r6cerMhSCLoQTH1TUOdna2PHz05L11ypQsyJHjZ1i1ZgtJPRORKkWyQNsTeMRj/YqprFw0nhULxrJiwVjatqgPwIoFYylWKA8QcPXP+8qNYPs6fPQ0mTOmDVL+8NETEni4h3gcIiLvoyt2IiIiYvXy1St87r+dEmjh2o3bDB01gwQe7uT7OiuxHB2pVa0c46YswMXZiexZM3Dg0AlGjp9jvW/uYzRtWI2xk+eTLEli8ufNzolT55k0fRE1q5QltoszT58+B2D0xLm4xo1N8mSeTJm1lDdv/KhbI3TP18uSMR1nzl2iyrclgt2eIV0qvJJ5MnriXJo3rhFku62tMdDVTAB397gAgcpLFMlH8mSJadN5AB1aNSR50sT43H/I4uXruHHrDmOGBl658/Hjp9y+40OWTOlCdRwiIsFRsBMRERGrOQtXM2fhagBsbGxwjRubnNkzMnRAZ2I5OgLQrWNz3NziMH7KAu7df0iihB60bVGfpg2rfaDlD2tcvyp2dnbMW/w7Q0ZNJ3HC+DRtVD3IM+fafF+PURPmcOPWXbJkTMfMiQNC/WDvEkXzsXrt1g/WKVOyIFNnLaX8O/fXhYW9vR3zpg5h3OQF/NJ/DA8ePiZObBdyZMvAwhnDSf6fK5AA+w+fIHZsZ3LnyPzRfYqIGPwenwt+YnskuXr9FgOHTeHI8TPEjeNC/VoVP/gPw9qNO5g0fTF37t0nQ7pUdOv0PVlj2F+4TGYLJ72fkzmVC8b33G8g8sWyccA2theLa5TA58yJCOvGI0MW6i7fiv+zq2B+E/IOIhLjPX7yjNJVmjFr4qBgp0NGldYd+/FVulR0aNUwqociIlEgvLJBlN5jZzabad2xP+5ucVkxfyx9fm7D1FlLAz3k9L8OHTlFr4HjaNW8Dr8vmUj2rOlp2aEvL16+ityBi4iISIzjGjc2jetVZd7i36N6KFbeV65z8sxFvqtXJaqHIiIxXJQGuwcPH5M+XUp6d2uFV3JPChfITb6vs733AZ33HzyiZdPaVCxXjGRJEtGqWV2ePH3GpcvXI3nkIiIiEhM1b1yDy1dvcOL0+ageCgCjJszll59ahno6qYjI+0TpPXYe8d0ZObgbELDi1pHjZzh45CS9urYKtn6ZkgWt379+/YZ5i38nnrsrqVMmC7b+3XsPGDJqGv8cOMar129Ikyo5Pbr8QM5sGbl56y6lqzRnzNDujBw3m7s+D8j/dTYG9+1k/XA9evwsI8bP4uw5b9zd4tKsUQ1qVy8HwK079+gzaDxHjp8llqMDZUsWomvHZtjZ6rZFERGRT2awBUPQ5719KnsHB5YtmPz/AosJLP7h3k9oTRjRM8r6FpHPS7RJIaUqN+P2HR+KFPyaUsW/+WDdffuP8X373lgsFob274yzU6xg63XrM5I4Ls4snDkcs9nC6IlzGTB0MqsWjbfWmT57GcMG/gQWC227DGTuwlV0aN2IS5ev07TNLzSqW5kBPdtz7MQ5Bg6bTDx3V0oWy8/gEdNwihWLFQvG8vDRE37sNoRUKZOGemUuCJhPKyKBGQyR+3Nhtliw6GdRJHox2GLnkhwbY8T/mmI2+eP37GqUhjsR+bKFVyaINsFuzK/duf/gEQOGTmbo6Bn06PLDe+umSZ2c3+aNZufuA/zSfwxJPROSLUv6QHUsFgsliuSjVLFvSJQwPgB1a1SgVcd+geq1aVHPuvhKhTJFOHnmAgDLV28iQ7pU/Ni6EQApvZLifeU6s+avoGSx/Ny8dZeM6VPjmTgBXsk8mTKmD3Fiu4TpmM9cCf7hpSJfslixTGTMGHn9XbzxklevdJ+uSHQSK1YsMma0ZVPXVjz0jrgpk+6p0lFm2GQu3XqjzwERifGiTbB7uzrVG18/uvUeQZcOTbG3swu2bvx4bsSP50aGdKk4fvIsS1duCBLsDAYDtauXY8Ofuzl6/AyXr97g1NlLmM3mQPX++9wZF2cn/PxNQMDNzO8+TyZ71gz8tnIjAM0aVeeX/mPZumMfBb/JRbmSBcnwVeowHXOGFM5aFVPkHQajQ6T2lyapExZT+E/3EpGP9/Zz4KH3+QhdHfctfQ6ISFQymS3hcsEnSoPd/QePOHbiLCWK5reWpU6ZDD8/f168eIm9a9xA9U+cPo/RxoaM6dNYy1KlTI735WtB2jabzXzfthdPn72gXKlCFC2UBz8/fzp0Gxyonp3dO6fAEnAp1MHePmibJjOmf4Pht2WLkjd3Nrbt3MfOv/bTsfuvNGtUI0xLFRttDAp2Iu8yRO7PhI3BAPo5FIle9DkgIhJmUboq5s1bd+nQbQh37z2wlp0+exF3t7i4vRPqAFb+vpnRE+cFKjt99iKpglk85dLl6xw8coqZEwfSokktihT8Gp8HD4GAaZohSeGVhOMnzwUqO3riLCmTJwFg7KR5PHj4mNrVyzFpdB/atWzAlu17Qz5oERERERGRcBalwS5zxrRkTJ+angPGctH7Grv2HGTEuNm0aFLLWsfn/iNevw54eHDNqmXYf/A485f8wdVrt5gwbSEnTl+gYZ3KQdqO7eKMjY0NG/7cxa3b99i0dQ8Tpy0CwNfXL8Sx1alRnrMXLjNm0jyuXL3J6rVbWbJ8HXVrBiyO4n31BoOGT+HchctcvHSV3XsOkT5dqvA4LSIiIiIiImESpcHOaDQyYURPnGI5Ur/ZT/QeNJ4GtSvSoHZFa52i5RuxYctuADKmT8PYYT1Y+cdmqtZvx649B5k2rh8JE8QL0naihPHp1a0VM+evoFKdNsyYu4zunVtgazRy5px3iGPzTJSASSN789ffh6hSry1TZy+l64/NqFqxJAC9u7UmXjxXGrfsTt1mP5HAw50eXVqE05kREREREREJPYPf43PRep3vVWu24OBgT/nShaN6KOHGZLZw0vs5mVO56B47kXfZOGAb24vFNUpE6KIJHhmyUHf5VvyfXQXzmwjrR0Q+gj4HROQLEl7ZIEqv2IXEbDazeu0W8uTKEtVDERERERERibaizeMOgmNjY8OMiQOxs43WwxQREREREYlS0fqKHaBQJyIiIiIiEoJoH+xERERERETkwxTsREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4RTsREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4RTsREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4RTsREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4RTsREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4RTsREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4RTsREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4RTsREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4WyjegB37z1gyKhp/HPwOI4O9pQtWYgfWzfCwcE+SN3GLbtz4PDJIOVVK5ZkYK8OkTFcERERERGRaCdKg53FYqHjz0OIE8eF+VN/5cnT5/QcOBaj0YYu7ZsGqT9maA/8/Pytr0+cOkenHkOpU718ZA5bREREREQkWonSYHf56g2OnTzHzg3ziB/PDYC2LeozYtysYIOda9zY1u9NJhNjJs2jacPqZM6YNtLGLCIiIiIiEt1EabCLH8+NqWP7WUPdW8+evwxx39Vrt/Lk6XOaNar+3joXva8xdPQMjp44i7+/P5kzpKVvj7akTpmM/YdO8Ev/MTRrWJ2ps5fy7NkLShbLT/9f2mNvbwfAjt37mTBtId5XbpDEMyHtWzagVLFvADh7/jIDhk7i7Hlv4sRxoWbVsrRuXjdMx28yW8JUX+RLYDBE7s+F2WLBop9FkWhFnwMi8iUJr0wQpcEuTmwXCubPaX1tNptZtGwd+b7O9sH9LBYLM+etoGGdSjg7xQq2jtlspm3nAeTPk51e3Vrx/PkLBg6bwqgJc5g4shcA93we8ue2PUwd2497Pg/p0HUQuXJkpmaVMuw7cIwO3YbQuV1jCn+Tmx1/HaBLj2EsmjWCTBnS0L3vKHJmz8jQ/p25fO0mHbsNIXOGtBQukDvUx3/myotQ1xX5UsSKZSJjxsjr7+KNl7x69SryOhSREOlzQEQk7KJ88ZT/Gjl+NmfOXWLpnFEfrLf/0Anu3rtPjSpl3lvn9RtfalUrR50a5XGK5QhAlW9LMGv+Smsdf39/enRuQZrUXqRLk4KC+XNx8vQFalYpw+Jl6yhd/Bsa1a0MQGOvJJw8fZ7ZC1cxYuBP3Lp9j+JF8uKZOAFJkyRixoSBJPFMGKbjzZDCGaONIUz7iHzuDEaHSO0vTVInLCZjpPYpIh+mzwER+ZKYzJZwueATbYLdyPFzmL/kD0YM6kra1F4frPvntj0U/CZXoHvu3uUUy5Ha1cvxx7ptnDpzEe+rNzhz7hLx3F0D1Uue3NP6vbNzLPz9AxZn8b5ynVrVygWqmz1relb+sQWA7xvXZMykeSxbtYkiBb6mYvlieMQPPKU0JEYbg4KdyLsMkfszYWMwgH4ORaIXfQ6IiIRZtHiO3aDhU5m7aBW/9utM6eIFQqy/5+/DlCiS74N1Xrx8RZ3GnVi3aScpUySlbYt6dG7XJEg9ezu7QK8tloA5rvb2QR+3YDKZMZvNADT/rgYbV06jacPqXL91h6atf2H56k0hjl1ERERERCS8RXmwmzR9Mb+t3MDwgV0pX7pwiPUfPX7C9Zt3yJHtw5PvDxw6wT2fh8yePJimDauRP092bt/xsQa3kKT0SsKxk+cClR07cZYUXkl488aXISOnYWdnR+P6VZgzeTA1q5Rh8/a9oWpbREREREQkPEVpsLt0+TpTZi2h2Xc1yJktIz73H1m/3vK5/4jXr99YX1+4dA0HB3uShnA/m2vcOLx89ZqtO/dx89Zdlq/exOJla/H19QvV2BrVrczmrXuYv+QPrl67xdxFq9my42/qVC+Pg4M9h4+dZvCIqVy+eoOTpy9w8OgpMnyV+uNOhIiIiIiIyCeI0nvstu3ah8lkZuqspUydtTTQtlP71wBQtHwjBvbuQNVvSwLw4OFjYrs4Ywhh/n32rOlp1awOA4dN5o2vL+nSpKBn11b0GjiOu/cehDi2rJm/Yki/TkyavoiR42eT0ispIwd3s67YOWJQVwYOm0Ltxp0wGo2ULVGQlk1rf8xpEBERERER+SQGv8fnovWDW1at2YKDg32opmnGFCazhZPez8mcykWLp4i8y8YB29heLK5RAp8zJyKsG48MWai7fCv+z66C+U3IO4hI5NHngIh8QcIrG0T5PXYfYjabWb12C3lyZYnqoYiIiIiIiERb0eZxB8GxsbFhxsSB2NlG62GKiIiIiIhEqWh9xQ5QqBMREREREQlBtA92IiIiIiIi8mEKdiIiIiIiIjGcgp2IiIiIiEgMp2AnIiIiIiISwynYiYiIiIiIxHAKdiIiIiIiIjGcgp2IiIiIiEgMp2AnIiIiIiISwynYiYiIiIiIxHAKdiIiIiIiIjGcgp2IiIiIiEgMZ/uxOz599pxjJ8/x7NkL3FzjkCVjOlxcnMJzbCIiIiIiIhIKHxXsps9dxtSZS3nj64fFYgHA3t6O7xvXpFWzOuE6QBEREREREfmwMAe7VWu2MHbSfKpVKkXFckWJH88Nn/uPWLN+O5OmLyZxQg+qfFsiIsYqIiIiIiIiwQhzsJu7aDW1q5ejV9dW1rKUXknJkysLDo72LFj6h4KdiIiIiIhIJArz4inXbtymRJF8wW4rXjgvl6/c+ORBiYiIiIiISOiFOdgl8IjHrdv3gt1249ZdnJ21gIqIiIiIiEhkCnOwK1YoD+OnLuT4qfOByo+fPMfEaYsoVjhvuA1OREREREREQhbme+zafF+Pv/cfpX6zn0iSOAHx4rnx4MEjbt6+R6oUSenY5ruIGKeIiIiIiIi8R5iDnYuLE0vnjGLVmi0cPHKSJ0+fkThjWhrXr0qVb0vg6OgQEeMUERERERGR9/io59g5ONhTp0Z5qlUqxdNnz4kbNzZ2th/9rHMRERERERH5BB+Vxnb/fYgpM5Zw4vR5LBawsbEhV/aMtGvZgBxZM4T3GEVEREREROQDwrx4yp/b9tC6Y3/e+PrSunk9enVrxQ9Na/Ho8VOatOrBoSOnImKcIiIiIiIi8h5hvmI3ecYSShf/hpGDuwUqb928Lh26DWb0pLksmD4s3AYoIiIiIiIiHxb2B5Rfv0W1SqWC3VazSlnOnvP+5EGJiIiIiIhI6IU52KVKmYyTpy8Eu+3KtRsk8Uz4yYMSERERERGR0AvzVMxe3VrTtvMADAYDlcoXJ4GHO4+fPGPrzn1MmLqIXt1acevOPWt9z0QJwnXAIiIiIiIiEliYg129pl0AGDdlAeOnLrSWWywWAH7uMypQ/RP7fv+U8YmIiIiIiEgIwhzsBvRqjwFDRIxFREREREREPkKYg13Vb0tGxDhERERERETkI33UA8rv+Tzg5JmLPHv2Isg2gwEqlS/+yQMTERERERGR0AlzsNuweTe/9B+Dr69fsNvfLqoiIiIiIiIikSPMwW7clPlkyZiWbh2b4xo3zicP4O69BwwZNY1/Dh7H0cGesiUL8WPrRjg42Adbf+dfBxg7eT7XbtwmWZJEtGvZgOKF837yOERERERERGKqMAc7H5+H9O3elozp03xy5xaLhY4/DyFOHBfmT/2VJ0+f03PgWIxGG7q0bxqk/rkLl+nQbTBd2jeh0De52bPvCB1//pWlc0aRPl3KTx6PiIiIiIhITBTmB5Rny5Kecxcuh0vnl6/e4NjJcwzs1YE0qb3IlSMTbVvUZ92mncHWX7dpJ3lzZ6VB7Up4JfOkXs0K5MmVhU1bdofLeERERERERGKisD+gvGsr2nQewPPnL8mSKS2xHB2D1MmdM3Oo2oofz42pY/sRP55boPJnz18GW79yhRL4+fkHKX/2Ivj61mmeB47x6vUb0qRKTo8uP5AzW0Zu3rpL6SrNGTO0OyPHzeauzwPyf52NwX074Ro3NgBHj59lxPhZnD3njbtbXJo1qkHt6uUAuHXnHn0GjefI8bPEcnSgbMlCdO3YDDvbj1qPRkRERERE5KOFOYVcuXaT+w8eMWnGYiBgsZS3LBYLBoMh1A8ljxPbhYL5c1pfm81mFi1bR76vswVbP3XKZIFeX7x0lX8OHqN2tXLB1u/WZyRxXJxZOHM4ZrOF0RPnMmDoZFYtGm+tM332MoYN/AksFtp2Gcjchavo0LoRly5fp2mbX2hUtzIDerbn2IlzDBw2mXjurpQslp/BI6bhFCsWKxaM5eGjJ/zYbQipUialbo0KoTp2AJPZEuq6Il8KgyFyfy7MFgsW/SyKRCv6HBCRL0l4ZYIwB7sR42aRLGkimjeqQbx4ruEyiLdGjp/NmXOXWDpnVIh1Hz1+wo8/DyFH1gwULxJ08RSLxUKJIvkoVewbEiWMD0DdGhVo1bFfoHptWtQja6Z0AFQoU4STZy4AsHz1JjKkS8WPrRsBkNIrKd5XrjNr/gpKFsvPzVt3yZg+NZ6JE+CVzJMpY/oQJ7ZLmI73zJWgj4sQ+dLFimUiY8bI6+/ijZe8evUq8joUkRDpc0BEJOzCHOxu3fFh4she5M+TPVwHMnL8HOYv+YMRg7qSNrXXB+vef/CI79v1DrgK92t3bGyC3ipoMBioXb0cG/7czdHjZ7h89Qanzl7CbDYHqueVzNP6vYuzE37+JgC8r1wny7+B763sWTPw28qNADRrVJ1f+o9l6459FPwmF+VKFiTDV6nDdMwZUjhjtDGEXFHkC2IwOkRqf2mSOmExGSO1TxH5MH0OiMiXxGS2hMsFnzAHu7Spvbhz9/4nd/xfg4ZPZenK9fzarzOlixf4YN279x7QtPUvAMyZMhh3t7jB1jObzXzfthdPn72gXKlCFC2UBz8/fzp0Gxyonp3dO6fAEnAp1ME+6OMWzCYzpn+D4bdli5I3dza27dzHzr/207H7rzRrVIMOrRqG6pgBjDYGBTuRdxki92fCxmAA/RyKRC/6HBARCbMwB7tuHZvTtdcI/E0msmdJj7NzrCB1PBMlCHV7k6Yv5reVGxg+sCtlSnw41L189ZofOvTBxsbArEmD8Yjv9t66ly5f5+CRU+zetMAa/hYvXwcETNMMSQqvJBw8fDJQ2dETZ0mZPAkAYyfNo0zJQtSuXo7a1csxfe4y/li3LUzBTkREREREJDyEOdg1b9sLf39/+g2ZGGjhlP8K7eIply5fZ8qsJTT/riY5s2XE5/4j67a3oc3n/iNiuzjh6OjA9Nm/cf3GbWZPGWLdBuDoaE9sF+dAbcd2ccbGxoYNf+6iWOG8nDh9gYnTFgHg6+sX4tjq1CjPgqVrGDNpHlUqlODoibMsWb6OX35qCYD31RsMGj6Fnl1bYrSxYfeeQ6RPlypUxy0iIiIiIhKewhzsendrHW6db9u1D5PJzNRZS5k6a2mgbaf2rwGgaPlGDOzdgarflmTz9r28fuNL3SadA9WtXKE4g/t0DFSWKGF8enVrxZSZSxg9aR4pvZLQvXMLevQdzZlz3h+82gcBVx0njezNiPGzmLNwFYkTedD1x2ZUrVgSCDgPA4ZNpnHL7vibzBQpkJseXVp86ikREREREREJM4Pf43PRen3fVWu24OBgT/nShaN6KOHGZLZw0vs5mVO56B47kXfZOGAb24vFNUrgc+ZEhHXjkSELdZdvxf/ZVTC/ibB+ROQj6HNARL4g4ZUNgi4nGQq+vn4sWb6eDl0HU69pF7yvXGfpig0cP3X+owcSHLPZzOq1W8iTK0u4tisiIiIiIvI5CXOwe/T4CbUbd2LIyGlcu3GbE6cv8Pr1G3b+tZ8mLbtz9PjZ8BucjQ0zJg4kfrwPT5sUERERERH5koU52A0fO4vnL17yx2+TWDZvjHWFydG/didzxrRMmLYwXAdoZxvm2wBFRERERES+KGEOdjt2H6B9ywZ4JfMM9JgZBwd7GjeoxqmzF8NzfCIiIiIiIhKCMF8O8/X1JW6c2ME3ZrTBz8//kwclIiKRr3HL7hx45/md//XXnwtwc40bYjsXL13l5u17FCn4dbiN7dadexw9fvajFtKyWCyUq9aCr9KlZOzQHsHWad62FwYDfN+4Fk1a9eDP1TNI4pkw2LovX71m9dqt1KtZIcxjeZ8e/UZz6/Y95vz7OB8REZGwCnOwy5wxLUuWr6NwgdxBtq3duJPMGdKEy8BERCTylS1ZkJ87Bf/oFte4cULVRutO/alcoUS4Brse/cbgmcjjo4KdwWCgyrclmTp7Kc+evwjy3NM7d+/zz8HjDB/QhexZ07Nj/Tzc3d5/rHMWrGLV2i3hGuxEREQ+VaimYjZp9QveV64D0O6HBuzdf5Rq9dszfupCDAYD6//cRetO/dm45S9aNa8boQMWEZGI4+Bgj0d8t2C/DIbQLcEcIc/QsXxaq1W+LYG/v4k/t+4Jsm3Nxu3Eie1M8aL5sLezwyO+G0aj8QNDidZPCRIRkS9UqK7YHTh8gucvXgGQK0cmZowfwOhJ85g1fwUWi4W5i34nw1epmDy6N3lzZ43QAYuISNQ6fuo8w8fM5Mx5b+xsjeTJnZVuHZvjmSgBpSo349bte0yasZgDh08wZ8oQLly6yugJczhy/AwvX70hUYJ41K1Zgcb1qwIwcdoiDh87Tf482Vm0bC2PHj8la6Z09P65DalTJgs0RfTA4ZNs/n0mvn5+jJ+ykLUbt/Ps+UvSpvaibYt6FMiXM9gxJ0oYn2/yZmftxp1Ur1w60LY/1m/n23LFsLezY/+hE4GmYpaq3IzSxb9h195DPHz4mLRpUnDgUMBz1TLlqcifq2cwcfqiINMo351aeejIKSZMW8Spsxfw9fUjWZJEtGhSi4rlioX7/x8REfkyfdRz7HLnzMzCGcPYv/03tq2dzb5tS/ht7mi+yZsjvMcnIiLRiMlkok2n/uTOmZnVi8Yzc+JAbt/xodeAcQAsnTOKRAni07h+FcYM7cGr169p3rYXcePGYcGM4fyxZCKlSxRk+NhZnDnvbW330NFTHD56ikmj+jB/2lAePnrCwGFTABgztAfZs6SnbMmCLJ0zCoBf+o1h7z9HGNq/Cyvmj6VMiYK07jSAnX8deO/Yq1UsxcEjJ7l774G17MTp83hfvk6Nd8Lefy1ato4enVswdWw/xg//hcb1q5AoQXx2rJ9HooTxQzxnd+89oEX73mTOmJZl88awfP5YMmdMR6+B47j/4FGI+4uIiIRGqO+xC24GjqOjA46ODuE5HhERiULrNu7kz217g5SXLJqPX/t15vmLVzx6/JQEHu54Jk5A0iSJGDm4Gw8fPgbA3S0uNkYbnGLFwjVubB4+ekLDOpWoW7MCzk6xAGjboh6z5q/gwsUrZEiXCgB/fxND+nUmbhwXAGpVK8fI8bMBcI0bGzs7Wxwc7HF3i8vV67dY/+culi8Ya92/cf0qnLtwmdkLVr733r5iRfISJ7Yz6//cSZMG1QD4fd02smRKR9rUXu89J4W/yU3+PNmtr51ixcLGaINH/NA9Y/WNry9tWtSnSYOq1ums3zeuwR/rt3H12i09q1VERMJFqINd+58GYW9nF2I9g8HAxlXTP2lQIiISNYoWzkOnto2DlDvFCghlceO40LRhNQYNn8r4KQvJ93VWChXITdmSBYNtz90tLnVrlGfdpp2cPefNtRu3OXfhMgAms9laL567qzXUAbi4OL13leWz5wKu9DX8vlugcn9/f+LEdgluFwDs7ez4tlwx1m4MCHa+fn5s+HMXHVo3eu8+AMmTeX5we0iSJ01M1YolWLB0DRcuXnnvORAREfkUoQ52GdKlws0t5GWuRUQk5nJ2ioVXCEGmU9vG1KlRnt17DvH3gaMMGj6VWfNXsmL+WOztA/8B0Of+I+o164K7W1yKFcrLN3lzkDljWkpUbBKo3rv7fYj538VL5k/7Fad/rwK+ZbT58B0G1SuVYsGSP7jofY0rV2/yxteP8qU+vNKmo4N9qMf2lsn0/8B20fsaDVt0I1P6NOTPk52Sxb7BzS0OdRp3DnO7IiIi7xPqYNeyeV2yZkoXkWMREZFo7vLVG8xf/AfdOjandvVy1K5ejsPHTtPw+26cvXCZrJnS8d+Z++s27eTJ02esXzEVO9uAf3LOX7wSsDEsi0v+536AtKmSAwGhsXCB1NbysZPmYWO0od0PDd7bTLo0KciUIQ0bt+zm8pUblClRABcXpzAMhCCrg9rZ2fH8xctAZVev37IGwt9WbiC+uyszJgywbt++ez+gFTZFRCT8fNTiKSIi8nl688YXn/uPgv3y9fXDLW4c1v+5i75DJnLp8nWuXL3J6rVbiRPHhVReSQFwcorF1eu3uP/gEYkTxufVqzds2vIXt+7cY8++w3T5ZRgAvr5+oR6XUyxHbt2+x52790mT2osiBb+m368T2b57P9dv3mHmvBVMn7ucZEkSh9hW9Uql2bh5N7v2HqJapVJhPkdOTo48ffqcK1dv4ufvT/Ys6Tl34QprN+7gxs07TJ65hAtvwyuQKKEHt+/eZ/feg9y6fY/N2/cyYOikgHPgF/pzICIi8iFhfkC5iIh8vjZu+YuNW/4KdtuoIT9TpkQBpozpy+iJc6jXtAsmk4lsWdIzc8IA65Wv+rUrMmLsLC5cusrKheNocvYiw8bM5MWLl3h6JqR6pdJs37WPk6cvULt6uVCNq3a1cvToN5qq9dvx16YFjBzclbGT5tNvyESePH1GsiSJGNCzPVW+LRFiW+XLFGbYmBkkTuRBruyZQn9y/lWq2DcsX72JqvXbMXfKEL4tV5Qz5y4xaMRUTCYTZUsUpGHdyhw9fgaABrUrcvnKDbr1HoWfvz9eyRLToVUjJk5byMnTFyiUP1eYxyAiIvIug9/jcyHOA/ml/xhaNatD0iSJImNMnz2T2cJJ7+dkTuWC0SZ0D/wV+WLYOGAb24vFNUrgc+ZEhHXjkSELdZdvxf/ZVTC/ibB+ROQj6HNARL4g4ZUNQnXFblDvHz+6AxEREREREYlYusdOREREREQkhlOwE4lgPfqNpnHL7qGuP3XWUvKXrEvuIjU5efpCiPUnTltEqcrN3rt9/6ETZMpTkZu37oaq/1Vrt5ApT8VQj1ckQhhswcYh4r8MutVcREQ+D/oXTSQaefb8BeOnLqRFk1rUqFwaDw/3T24ze9b07Fg/D3e3OOEwQpFIYLDFxjk5NsaI/yfKbPLH/OIaWIJ/GLqIiEhMoWAnEo08e/YCi8VC3txZ8UycIFzatLezwyO+W7i0JRIpDEZsjLZs6tqKh97nI6wb91TpKDNsMmaDUcFORERiPAU7kUhUqnIz6tWswNETZ9mz7wj2dnZ8W7YIXX9szuFjp2nSqgcATVv/wtc5MzNnyhBu3/VhzMR5/L3/KC9fviJHtox0ad+Er9KmDFWf+w+doEmrHvy5egZJPBN+cAy2tsYg+2/auoeuvUbwS5cW1KoWuqXpRcLDQ+/zEboiooiIyOdE99iJRLLxUxfydc7MrFo0np86NGXRsnWs27ST7FnTs2TOSADGDO3OmKE9ePHiJQ2ad+XuvftMGNmLBTOGE8vRge9+6M6t2/fCfQzv2rZzHz/3GUnvbq0U6kRERESiMQU7kUhWIG8OGtSuRLIkiahasSRfpU3JkeOnsbezw901LgBx48TGNW5s1mzYwePHTxk15GeyZkpH+nQpGTagC46ODixati7cx/BfO/86QJeew+n9c2uqVy79SccsIiIiIhFLwU4kkqVKmSzQ69guTvj5BX9/z/lLV/BKngR3t7jWMkdHB7JkTMuFS1cidAyduv+Kr68fST0TfnQ/IiIiIhI5FOxEIpm9nV2QMovFEnzl9xSbLRZsbT/+FtnQjKHfL+0oVewbeg0cz6vXrz+6LxERERGJeAp2ItFYujQpuHrtJg8ePraWvXnjy6kzF0n9zlW38PZt2aL06PIDT548Zcyk+RHal4iIiIh8Gq2KKRKNVShbhOlzltG5x1A6t2+CvZ0dk2Ys5uWrV9SqWtZa780bX3b/fSjI/lkypvuk/j3iu9GpXRP6/zqJMiUKkDNbxk9qT0REREQihoKdSDQW28WZOVOHMHzMTJq16QlAzmwZWTB9GEmTJLLWe/DwMS079A2y/+zJgz95DDUql2bthu30GjCOFQvG4ujo8MltioiIiEj4Mvg9Pveeu3gkopjMFk56PydzKheMNoaoHo5I9GLjgG1sLxbXKBGhzzDzyJCFusu34v/sKpjfRFg/8hH0HhC9B0TkCxJe2UD32ImIiIiIiMRwCnYiIiIiIiIxnO6xE4luDLZgMEZ8PxYTWIJ/fp6IiIiIxCwKdiLRicEWG+fk2Bgj/kfTbPLH/OKawp2IiIjIZ0DBTiQ6MRixMdqyqWsrHnqfj7Bu3FOlo8ywyZgNRgU7ERERkc9AjAh2vr5+1Gz0I7/81JI8ubK8t975i1foP3QSp89eInnSxHTv3IK8ubNG4khFwsdD7/MRuhKciIiIiHxeov3iKW/e+PJTz+Fc9L72wXrPnr+gedtepE6ZnFWLxlOyWH46dB3Mg4ePI2egIiIiIiIiUSRaB7uL3teo27QL127cDrHu7+u24uQUi97dWuGVzJO2LeqTPFliTp25GAkjFRERERERiTrROtgdPHySPLmysGjW8BDrHjh0kuKF82I0/n81wd/mjqZwgdzB1r/ofY3v2/Xm66K1yFGwGg2/78aly9cB2H/oBKUqN2PJ8vUUq/AduQvX4Oc+I/H19bPuv2P3fmo07EDOQtWpWLs1m7fv/cSjFRERERER+TjR+h67OjXKh7ru9Zt3yJwpLX0GT2D7rn9I4pmQnzo0JWe2jEHqms1m2nYeQP482enVrRXPn79g4LApjJowh4kjewFwz+chf27bw9Sx/bjn85AOXQeRK0dmalYpw74Dx+jQbQid2zWm8De52fHXAbr0GMaiWSPIlCFNqMdsMltCXVe+DAZD5L4nzBYLlmj2PtQ5EL0HRO8BEfmShFcmiNbBLixevnrNzLkraFCnIlPH9mX9n7tp0a43a5ZNJnFCj0B1X7/xpVa1ctSpUR6nWI4AVPm2BLPmr7TW8ff3p0fnFqRJ7UW6NCkomD8XJ09foGaVMixeto7Sxb+hUd3KADT2SsLJ0+eZvXAVIwb+FOoxn7nyIhyOXD4nsWKZyBj0bxER5uKNl7x69SryOgwFnQPRe0D0HhARCbvPJtjZGm1I/1Uq2raoD0CGr1Kz958jrFm/nRZNagWq6xTLkdrVy/HHum2cOnMR76s3OHPuEvHcXQPVS57c0/q9s3Ms/P0DloX3vnKdWtXKBaqbPWt6Vv6xJUxjzpDCGaONIUz7yOfNYHSI1P7SJHXCYoqEh6GHgc6B6D0geg+IyJfEZLaEywWfzybYxY/vTiqvpIHKUiT35M7d+0Hqvnj5ijqNO+EaNw7FCuelfJnCeF+5wZyFqwLVs7ezC/TaYgm4TGpvbx+kTZPJjNlsDtOYjTYGBTsJzBC57wcbgwGi23tQ50D0HhC9B0REwuyzCXbZMn/FwcMnA5V5X7lBhTJFgtQ9cOgE93wesmrRBGxtA/5Ct2ffEWtwC0lKryQcO3mOhv8pO3biLCm8knz0+EVERERERD5WtF4VMyQ+9x/x+vUbAGpXK8e5i1eYOG0RV6/fYvzUBdy4dZeK5YoF2c81bhxevnrN1p37uHnrLstXb2LxsrWBVr38kEZ1K7N56x7mL/mDq9duMXfRarbs+Js61UO/2IuIiIiIiEh4idHBrmj5RmzYshsAz8QJmDauHzv+2k+Vum3ZsfsAk0f1JmGCeEH2y541Pa2a1WHgsMlUrd+O1eu20rNrKx4+esLdew9C7Ddr5q8Y0q8TS1esp3LdNqxeu5WRg7uR7+ts4X6MIiIiIiIiIYkxUzFP7V8TpGxgrw44/Od+t5zZMrJs3phQtdf6+7q0/r5uoLKqFUsCkDBBvCD9De7TMdDr8qULU7504VD1JSIiIiIiEpFi7BU7s9nM6rVbyJMrS1QPRUREREREJErFmCt277KxsWHGxIHY2cbYQxAREREREQkXMfaKHaBQJyIiIiIiQgwPdiIiIiIiIqJgJyIiIiIiEuMp2ImIiIiIiMRwCnYiIiIiIiIxnIKdiIiIiIhIDKdgJyIiIiIiEsPpeQEiIiIiIvJZ6NFvNL+v2/bBOqf2rwFg265/WLxsLafPXsLXz58UyT2pVa0cNSqXxmAwADBx2iImzVj83rZGDfmZMiUKBLtt/6ETNGnVI1CZwWDAycmRtKm8aPdDA/LlyRbsvqvWbqFn/7HWsYaGgp2IiIiIiHwWunduQcc2ja2vi5ZvxM+dvqdsyUKB6o0YN4vFy9bxQ9PadGnfFEcHB/buP8LQUdM5c/YSvX9uba2bKEF8lswZFWx/ceO4hDimJXNGkiiBBwAWi5mbt+8xZuJcWnfuz9rfJpMwocdHHGlQCnYiIiIiIvJZiO3iTGwX50BlLi5OeMR3s77etecgsxesYvzwXyheJJ+13Cu5J06xYtGj32gqlS9O9qzpAbAx2gTaP6zcXeMG2j+BRzyG9OtEqUrN2LZrH3VrVvzotv9LwU5ERERERL4YS1as56u0KQOFurcqlClCQo94pEubIkLH4GBvD4CtMfzimBZPERERERGRL8apMxfJkS1DsNtsbY3ky5MNp1iOEda/z/1HDBo+BRdnJ4oXyRtu7eqKnYiIiIiIfDGePH1GnNgh3xv31u07PuQuUjNIuZtrHDb/PjPE/SvXaQP/LsZiNpsByJU9E3On/koCj3iYzJZQj+VDFOxEREREROSL4e4WlydPnoW6fgIPd2ZPHhyk3GgTMPnx1p17VKrdJtC2gzuXWb+fPKYPCTzi8eLFS2bMXc6xk+do1bwO6dOl/MgjCJ6CnYiIiIiIfDGyZ0nPkeNngt1mMplo3ak/1SqVtj7GwGg04pXM873tJYgfjxULxr53u2eiBCTxTAjA8IE/8UOHvrT6sR+/zRttbffGjRskjJOARAniBexkAaMxbHfN6R47ERERERH5YtSoUobzF6+wbee+INvWbNjBX38fDtMqmLa2AcHvv1/vYzQaGdT7R2xsDPToO9o6NXPAgAGs3bjDWu/J0+e4ucYN/UGhK3YiIiIiIvIF+SZvDmpXK0eXnsNp1awOxQoHLGCyfdc/TJ65hAa1K5IzW0ZrfbPJjM/9R8G25RTLAWdnpzD1nzBBPLq0b0rvQeNZvGwddWp+S+bMmVm1ZjPf5MmGxQIrft9E4W9yh6ldBTsREREREfmi9P65NVkyp2P5qk3MWrASk8lESq+k9OrWiioVSgSqe+fefYqWbxRsO3VrVqDnTy3D3H/1yqVZt2knYybPp0ihvDRq1IhVyxfQrG0vLGYLxQrnpWvHZmFqU8FOREREREQ+S6f2r3nvtqrflqTqtyU/uH+bFvVo06LeR/WdJ1eWD/Y/a9IgAExmCw9ePmfEoG4YbQwf1RfoHjsREREREZEYT8FOREREREQkhtNUTBERERER+XIZbMFgjPh+LCaw+EdY8wp2IiIiIiLyZTLYYnD2wmiM+GBnMpmwvLgaYeFOwU5ERERERL5MBiNGo5Guw37j0jWfCOsmdXIPhnWthb/BqGAnIiIiIiISES5d8+HMpVtRPYxPosVTREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4RTsREREREREYjgFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4aJ9sPP19aNynTbsP3QiVPUPHT1FmSrNI3hUIiIiIiIi0Ue0DnZv3vjyU8/hXPS+Fqr65y9eoePPv2K2WCJ4ZCIi4a9xy+706Dc62G09+o2mccvuH932qrVbyJSn4kfvLyIiItFbtA12F72vUbdpF67duB2q+r+t3ED95l2J5+4asQMTERERERGJZqJtsDt4+CR5cmVh0azhoaq/e+8hBvf5kUb1KodY9+69B/z48xDyl6hD9gJVqdGwA4ePnQbg5q27ZMpTkc3b91K26vfkKFiN1h378fjJM+v+R4+fpcH3XclduAalKzdj6YoNH3eQIiIiIiIi4cA2qgfwPnVqlA9T/fEjegIB041C0q3PSOK4OLNw5nDMZgujJ85lwNDJrFo03lpn+uxlDBv4E1gstO0ykLkLV9GhdSMuXb5O0za/0KhuZQb0bM+xE+cYOGwy8dxdKVksf5jGbDJryqgEZjBE7nvCbLFgiWbvwy/5HFgsAV/BfTb8d1vWfJUY0LMDlb8tYd3+37JJ0xdx4PAJPOK5s3vvQSqVL07G9GkAWLpyI1NmLubp0+fkyZ2NHl1+wDNxgkg7xtD4kt8DEkDvARGJLNHh8ya8MkG0DXYRxWKxUKJIPkoV+4ZECeMDULdGBVp17BeoXpsW9ciaKR0AFcoU4eSZCwAsX72JDOlS8WPrRgCk9EqK95XrzJq/IszB7syVF596OPKZiRXLRMaMkdffxRsvefXqVeR1GApf8jl48drE4+f+nPR+HmTb4+f+vHhtsm674fM6SL23Zfce+XLoyCnKli3LwEGDMZvNnD9/HoDZC/+gdZv22NraMmfOHH74cQCDBw/GYDBE/AGG0pf8HpAAeg+ISGT5nD5vvrhgZzAYqF29HBv+3M3R42e4fPUGp85ewmw2B6rnlczT+r2LsxN+/iYAvK9cJ8u/ge+t7Fkz8NvKjWEeS4YUzhhtos8vUxL1DEaHSO0vTVInLCZjpPYZki/5HDg7Gtm7Zw8HDuwPss3P14/sWTOQOZULAEk9HK3fv/W2bJebPQC9unxHbBdnAF4+CliEavTgLqRLmxKAbOm6ULFWS148uES+PNkj6rDC7Et+D0gAvQdEJLJEh88bk9kSLhd8vrhgZzab+b5tL54+e0G5UoUoWigPfn7+dOg2OFA9O7t3Ts2/K2062NsHbdNkxvROMAwNo41BwU4Ci+SrJjYGA0S39+AXfA4MBihaOA+d2jYOsm3UhDk8efLM+plhsCHI58fbMhuDgXjurrjGcQm0zdk5Fhm+SmUtS5UiCXHiuHDp8jUK5MsRMQf1Mb7g94D8S+8BEYksn9HnzRcX7C5dvs7BI6fYvWkB7m5xAVi8fB0QME0zJCm8knDw8MlAZUdPnCVl8iThP1gR+eI4O8UKNGPgv+VP/rOI03/5/zuj4L8cHIL+EcpoE3S9LIvZgr2d3UeMVERERKKTaLsqZkh87j/i9es3Yd4vtoszNjY2bPhzF7du32PT1j1MnLYICHgYekjq1CjP2QuXGTNpHleu3mT12q0sWb6OujUrhHksIiIfw9bWlhcvXlpfX71+K1T7PX32ItAjZM5fvMKz5y9Im9or3McoIiIikSvGBrui5RuxYcvuMO+XKGF8enVrxcz5K6hUpw0z5i6je+cW2BqNnDnnHeL+nokSMGlkb/76+xBV6rVl6uyldP2xGVUrlvyYwxARCbPsWb5i+eo/OXPemzPnLjFg6CTs7UO+6mZjY0OXHsM4duIsx06c5ec+o/g6VxZy5cgUCaMWERGRiBQjpmKe2r8mSNnAXh2Cvd+t6rclqfrth0NWraplqVW1bKCyCmWKvLe/Ni3qBXqdL082ls8fG+K4RUQiQq9urRkwdBL1mnYhQXx32rVswJ17D0Lcz801DhXLF6PdT4N4+eo1RQvl4ZcuLSJhxCIiIhLRYkSwe5fZbGb12i2MHNwtqociIhJu5kwZ8t5tg/t0tH6fJlVy5k79NdD2b8sWtX7fpkW9IH+Q+u8fvRrWqRQOoxURiVl69BvN7+u2fbBO6+Z1mTRjcaAyo9GGOLFdyJE1A107NidZkkRAwLOTe/YP/g/9rnFjs2fzoiDlU2ctZdyUBcFetIgsoTkP746vccvueCZOYP23KFOeikH2cXSwx9MzIbWrlaVB7eD/nbl56y6lqzRn9uTB5MmV5SOPQN4nRgY7GxsbZkwciJ1tjBy+iIiIiESy7p1b0LFNY+vrouUb8XOn7ylbspC17LeVG0iUID5L5oyylvn5+3H2/GUGDZ9Cm079+X3JxEDP/tyxfl6QvmyCWfXwxOnzTJq+OEh5ZAvNeQiNd/d59PgJS1asZ8jI6cR3d6NsqbC1J58uxiYjhToRERERCa3YLs7WZ3u+5eLihEd8t0BlNkabIGWeiRLw7NkLevQbzfmLV/jq3+eBAkHqBuflq9d06zWSXDky8c/B459wFJ8utOchJO/u4xHfjV5dW7F33xE2bN6tYBcFlI5ERKIbgy0YIuFhyRYTWPwjvh8Rkc+Aw7+LVNl+xMWFX0dOI20aL4oWyhPlwS4iGQwG7OztsLWNhH/DJAgFOxGR6MRgi41zcmyMEf/xbDb5Y35xTeFORCQE5y9eYfLMJWTOmJaUXmF7dvHm7XvZtfcQqxeNZ/tf+yNohFHv5avXLPptLd6Xr9O5beOoHs4XScFORCQ6MRixMdqyqWsrHnqfj7Bu3FOlo8ywyZgNRgU7EZH/uH3Hh9xFalpf+/n64ezsRLHCeejSvgk2NoGfFvbfum/9sXQinokScM/nAf2GTGRIv064usaJ8LFHpv6/TmLQ8KkBLywW3vj68VXaFIwa3I2ihfJE7eC+UAp2IiLR0EPv8/icORHVwxAR+eIk8HBn9uTBQEDIGzZmJk5OjvzY+jvcXOMGqb9iQdCVMRPEj4fFYqFHvzGUKVmQQvlzRfi4I1vbFvUpWSw//v4mNm39i9kLVlGzSlnKlCwY1UP7YinYiYiIiIj8y2g04pXMEwCvZJ5MG9eP6g060KpjXxbNHIH9v/favfW27rtu3b7H3/uPcuTYaevjBUwmExBwla9v9zaBHlUTXbx4+YqLl66SLUt6a5nFYsHWGPi+OXf3uNZjb928LgD9h04ibhwX68Ipt+/68Pr1G1J6JbW2AwGPkJDwp7MqIiIiIvIe8eO5MaBne86c82bCtIWh3i+BRzzWr5jKykXjWbFgLCsWjKVti/pAwFW+YtF0uuLBwyep1+wnHj56Yi17+uwFbm5Br1b+1w9NapEt81f0+3UiPvcfAjBs9EyGjZn5n3aeA+AeQlvycRTsREREREQ+oHCB3FQsV5S5C1dz5tylUO1jaxtw5e+/X+7uAYHGK5knzs5OETnkj5Y1czqcnWMxecYSbty8w6q1W7hw6WqI00mNRiP9e7bn1es3DBw+BYD8ebKx78Axdv51gKvXbjFtzjKSJU1MiuRhW4BGQkfBTkREREQkBD93/J44cVzoPWi8dUrl58jNNS6jh/zMoaOnqFSnDVNnLqX3z63JnTNziPumSZWcFk1qsWX732zZ/jfVK5emYZ1K9Pt1ItXqt+Pxk2dMGNEz0APeJfzoHjsRERER+eKc2r8mSFmbFvVo06JesPVdXeOwe9MC6+uq35ak6rclw9Tnx+wT0YI7DwXy5aRAvpxh2uet1s3rWu+5A+jUtjGd9PiDSKErdiIiIiIiIjGcgp2IiIiIiEgMp6mYEuUePHzM8LEz+evvw7x+48vXOTPzU4empEqRjInTFrF63VY2/z4z5IZEREREwspgCwZjyPU+lcUEFv+I7+dj6Bx8FhTsJMq1/2kQZouFyWP64BQrFuOnLqBZm56sXzGVxg2qUrdmhageooiIiHyODLYYnL0wGiM+1JhMJiwvrka/YKNz8NlQsJMo9eTpczwTJ6BFk1qkTe0FQMumdajeoD0Xva+RJWM6nJ1iRfEoRURE5LNkMGI0Guk67DcuXfOJsG5SJ/dgWNda+BuM0S/U6Bx8NhTsJErFjePC8IE/WV8/fPSEeYtXkyhBfFKnTB5kKuahI6eYMG0Rp85ewNfXj2RJEtGiSS0qlisGQI9+owFwc43DH+u38/LlK/LmzkrfHm1J4BEPgLv3HlinftrY2JAjWwa6dmiGV3LPSD56ERERiQ4uXfPhzKVbUT2MKKVzEPNp8RSJNvoMnkChMg3YsHk3/Xu2wymWY6Dtd+89oEX73mTOmJZl88awfP5YMmdMR6+B47j/4JG13vo/d/Hk6XPmTh3ClLF9OXX2EuOmBCxP/PLVaxq36g7AnClDmDt1CG6ucajTtDN37z2IvIMVEREREQlHCnYSbTSsU4nf5o6mfOnCtP9pEKfPXgy0/Y2vL21a1KdT2+/wSuZJmlTJ+b5xDfz8/Ll67f9/YYrt4kyf7m1IlSIZX+fMQrlShThy7AwAG/7cxbNnL/i1X2fSp0tJ2tRe9P+lHbGdnVi+elOkHq+IiIiISHjRVEyJNtKkSg7AgJ7tOX7qPIuWrSNxQg/r9uRJE1O1YgkWLF3DhYtXuHbjNucuXAbAZDZb6yVLkgg72/+/tWO7OOPn5wfA6XOXePL0OflK1AnUt6+vL95XrkfYsYmIiIiIRCQFO4lSjx4/4e/9xyhdvAC2tgGrMdnY2JAmZXLu3nsQKNhd9L5GwxbdyJQ+DfnzZKdksW9wc4tDncadA7Vpb28XpB/L2/+aLaTwSsKEET2D1HGKpUVaRERERCRm0lRMiVL3Hzzmp57D2XfgmLXMz9+fM+cukTplskB1f1u5gfjursyYMIBmjapTuEBu7j94DIDFYiE00qT24vbte8SJ7YxXMk+8knnimTgBoyfO5dCRk+F2XCIiIiIikUnBTqJU2tReFPomF4NHTOXg4ZNcuHSVHn1H8+TZcxrVqxyobqKEHty+e5/dew9y6/Y9Nm/fy4ChkwDw/XeqZUgqlitK3Dix+bHbEI6fPIf3lev06Duav/YeIm2aFOF9eCIiIiIikUJTMSXKDR/4E6MnzqVLz+E8e/acnNkzMX/qr3gmShCoXoPaFbl85Qbdeo/Cz98fr2SJ6dCqEROnLeTk6QsUyp8rxL5iuzgzd+oQho+bRYv2fTCZzWT8KhXTJwwIcoVQRERERCSmULCTKBfbxZne3VrTu1vrINv8TSbrQij29nYM6NWeAb3aB6pTuUJx6/eD+3QM0kabFvVo06Ke9XXSJIkYO7RHeA1fRERERCTKaSqmRFunzlzk6PGzJEoYP6qHIiIiIiISrSnYSbTkc/8RjVv14OatO7RqXifkHUREREREvmCaiinRj8EWjwSJOLDr94jtx2ICi3/E9iEiIiIiEgkU7KKJUpWbcev2PX7q0IzG9asE2d5vyER+W7WR1s3r8nWuLDRpFfgeMVujEXf3uBTKn4vO7ZsSN44LAJnyVHxvn2lSJef3JRPD9Tg+mcEWG+fk2Bgj/q1pNvljfnFN4U5EREREYjwFu2jE1taWzdv2BAl2/v4mNm/fi8FgCFS+ZM5IEiUIeIC3yWTiwqUr9Og3hvsPHjFpdB9rvZ87fU/ZkoWC9Gf37wPBoxWDERujLZu6tuKh9/kI68Y9VTrKDJuM2WBUsBMRERGRGE/BLhrJnycbf/19mDt37wdaMOSfg8eIFcsRR0eHQPXdXePiEd/N+jpRwvg0rFOJcVMW8PTZc+LEDrhq5+LiFKheTPDQ+zw+Z05E9TBERERijB79RvP7um0frNO6eV0mzVgcqMxotCFObBdyZM1A147NSZYkEQCr1m6hZ/+x722rS/smNGlQLdht+w+dCPXsIoBlqzfRd/AEGtapxM+dvv/gMYhI8BTsopEsGdPhffk6f27bQ6O6/38498bNf1G2ZCE2btkdYhtGoxGDwYCdnf7XioiIfEm6d25BxzaNra+Llm8UZNbObys3kChBfJbMGWUt8/P34+z5ywwaPoU2nfrz+5KJgWYJ7Vg/L9j+XFxihTim0M4uWr1mCym9kvD7+m10bPMdDg72oT5uEQmgVTGjmTIlC7Fp6x7ra18/P7bs/JvypYNOpfwvf38Th46eYsHSPyhcIDexHB0jeqgiIiISjcR2ccYjvpv1C/4/a+e/ZTZGm0BlnokSULxwXtq3bMily9c5f/FKoHb/W/e/X6H5XePt7CKP+G4kShifQt/kpmGdSuzae4inz54D4H3lOkdPnKVjm+949uwFG7f8Fb4nRuQLocs60UzZkgWZvWAld+89IGGCeOzdd4R4bnHJ8FXqIHUr12kD//5F7c0bX2xsbChSIDd9urcJVK//r5MYNHxqkP27/tiMWlXLRsyBiIiISIziYG8HBNzzH5HenV20as1W4sRxoWihPOTImoHfVm6gcoXiEToGkc+Rgl00kylDGpImScTm7XtoULsSG7fsplypwsHWnTymDwk84gFgb29HPHdX7O3sgtRr26I+JYvlD1Lu7hY3fAcvIiIiMdL5i1eYPHMJmTOmJaVXkgjpw9/fxLGTZwPNLjKZTKzZsJ2SRfJjNBopW6oQg0dM5dyFy3yVNmWEjEPkcxUtgp2vrx9Dx8xg/aad2NnZUa1SKTq0ahhkFcgvRdmSBdm0ZQ81q5Rl265/WDJ7ZLD1PBMlIIlnwhDbc3ePi1cyz/AepoiIiMRAt+/4kLtITetrP18/nJ2dKFY4D13aN8HGJvCdOv+t+1+7Ns7HKdaHp2OGNLto995D+Nx/SLl/bzkpU6IAQ0dP57dVG+nVtdVHH6PIlyhaBLshI6fxz8HjTB3Xn5cvXtGl5zA8E3lQq1q5qB5alChTsiAz5i5n1ZotJPVMRKoUyaJ6SCIiIvKZSODhzuzJg4GAkDdszEycnBz5sfV3uLkGnc2zYkHwK2PG+ne17neD3x9L//+M3JBmF61as4V47q7kzZ0VgPjx3MibOytrN+ygc7smIQZHEfm/KA92j588Y+Ufm5kxcQBZM6UD4Lv6VTh+6vwXG+wypEuFVzJPRk+cS/PGNT65vefPX+Jz/1Gw2+LHc/1ir4yKiIh8iYxGo3Umj1cyT6aN60f1Bh1o1bEvi2aOwN4+8G0dIc36eTf4JYgfjxs37wIfnl308NETdvx1AH9/f3IU/P9jE8xmCxaLhXWbdlKzSpkwH5/IlyrKg93hY6dxcXHi65xZrGXffxf8JX8IeEZLPHc3bt2+y47d+/H0TMiw/p35c9teFi9bh5OTI91+bE6ZkgUBuH3Xh4HDprBv/1Hc3V2p+m1JfmhaC6PRiJ+/PwOGTmbrjr954+tH3txZ6d2tNQkTBPxlacv2vxk7ZT63bt0lTWovurRvYh3n2fOXGTB0EmfPexMnjgs1q5aldfO6YTp2k9ny/xcWMFss1rLSJQowbfZvlClR6P/1/q1j/ve1yWwJ3MZ7/DpqOr+Omh7stp0bF+DmGidM445IBkPIxxOezBYLllCcw8jypR8/6Bx86ccPOgei90B4spgD/75htljAErjMzc2Vfr+0o02n/oyfupAf23xn3RcI8XeNpEkSBykLze8qf6zfjr+/P2OH9QjUhsVs5vv2vflt5UaqVSodugP9SHqv6RxEh+MPze/zoRHlwe7GzTskSZyQ39dtY/qc3/Dz86dKxZL80KRWkDneb81f8js/d/ye9q0a0rP/WJq2/oVSxQuwaNZwFixdQ99fJ1Kq+DcYDAY6dB1M+rQpWb5gLD73H9FvyEQMNgZaNavDot/WcvDwSaaP74+jowP9h05m6OjpjBryM2fPX6ZH/9H07taaLJnSsXvvQVp26MvKRePxSuZJ976jyJk9I0P7d+bytZt07DaEzBnSUrhA7lAf+5krL6zfjxg1BoCT3gFL/xYtVYWiparw6DU8+rfsbR2ARYsWBdr2PosWLfrg9psP4ebDD7cRmWLFMpExY+T1d/HGS169ehV5HYbgSz9+0Dn40o8fdA5E74HwdMPntfV3C4B7j3zx9TcHKgNwS5SeggULMnfRatJkyEWKFCm44fMagL8O3wi2bTs7O5ydnYPddvl2wPk8f/0lj14H/3vGkpV/kjZtWjySZubNfzcYoVixEqxcuZI/thwnVapUoTzasNN7Tefgczr+KA92L1++5ur1W/y2aiMDe/2Iz4OH9BsykViODjSuXzXYfTKlT0OdGuUBqFCmCL+Onk6Pzi1wdHSgfq2KLF2xgQcPH3PJ+zq37/iwZPZIbGxsSOmVlC4dmvJLvzG0alaHW7fv4eBgj2fihLjGjc3g3j/y+MlTAOYsXEmNymX4tmxRALxqV+LA4ZMsXbGBrj8249btexQvkhfPxAlImiQRMyYMDNVCJv+VIYUzRhtNg/wvg9EhUvtLk9QJi8kYqX1+yJd+/KBz8KUfP+gciN4D4SmphyOZU7lYX+9ys8fe1iZQ2VuDe7Wkcp0TzJ87k0WzRnDJI+D+ttatWwfbduECuZkwsnew2149Cnh4ebpkTiTxDNrX6bMXuX79OkP6dQ52LImbV2HdurUc+mcnlUpmDflAP5LeazoH0eH4TWZLoAs+HyvKg53R1obnL14yfEAXPBMnAAJu5F2yfP17g13SJIms3zs42hPP3RXHf2/gdXSwBwJW2rx05TqPnzwjT7Ha1voWs5nXb3x5/PgpNauUYf2fuyhSrhF5cmWmRJH8VPm2BADel2+wcctf/LZqo3VfPz9/CuTLAcD3jWsyZtI8lq3aRJECX1OxfDHrgz9Dfew2BgW7d0Xy/X42BgNEp/8HX/rxg87Bl378oHMgeg+Ek1P71wQpa/dDfdr9UD/Y+vHc4vLXpgXW19UqlaRapZIf1Xe+r7MG2/9bWTKm/eD2BPHdOLx7xUf1HSZ6r+kcfEbHH+XBziOe+79XzRJYy1J6JeHOvfvv3cdoDDxF831TNk0mEym9kjB+RM8g21xcnHF1jcOfv89g118H2fHXAcZMmse6TTuZN+1X/E0mmjWqTqXygR+Q6egQECCbf1eDsiULsmXHPnb8tZ+mrX+hb/c21PjUm3wNtmCIhL9iWExg8Y/4fkREREREJMJFebDLluUr3rzx5crVm6T494GYly7fIMl/gt7HSumVhNt37+PuFpfYLgFzwPf+c4TVa7cypG9Hfl+3DXt7O8qVKkSZkgU5duIs9Zr9xIOHj0nplYSbt+4GWglqxLjZpEjuScVyxRg1YQ5NG1ancf0qNK5fhX5DJrJ5+95PC3YGW2yck2NjjPj/LWaTP+YX1xTuREREREQ+A1Ee7FJ6JaVIgdz80n8Mvbq15v6DR8yct5wfmtb65La/yZsDz0QedOs9kh9bN+LZsxf0HTyBfHmyYzQaef78BVNn/4Zb3DgkTZKQtRt3kihBfNxc49CobmUatfiZzBnTUrjA1+zYvZ95i1cza+IgHBzsOXzsNHfu3ufHNo148eIVB4+eokSRfJ82YIMRG6Mtm7q24qH3+U8+/vdxT5WOMsMmYzYYFexERES+dJExW0gzhUQiXJQHO4ChA7owePhUGrboRixHB+rWrED9WhU/uV2j0ciEkb0YPGIqdZt0xskpFqVLFOCn9k0BqFuzAnfuPeDnvqN48vQZmTKkYcLInhiNRrJlSc+Qfp2YNH0RI8bNJlnSxAwf8BO5c2YGYMSgrgwcNoXajTthNBopW6IgLZvW/tBwQu2h93l8zpwIl7ZERERE3stgi8HZC6MxYoOdyWTC8uKqwp1IBIoWwS62izND+nViSCjqDu7TMdDrqt+WpOq3/7+xN4lnwkA34yZLkojJo/sE25aNjQ2d2zWmc7vGwW4vX7ow5UsXDnabVzJPpo/vH4oRi4iIiERTBiNGo5Guw37j0jWfCOkidXIPhnWthb9mColEqGgR7EREREQk6ly65sOZS7eiehgi8gmCX05SREREREREYgwFOxERERERkRhOwU5ERERERCSGU7ATERERERGJ4RTsREREREREYjgFOxERERERkRhOwU5ERERERCSG03PsREREPkGpys24dfue9bXBYMDJyZEM6VLR7ocG5M6ZOQpHJyIiXwoFOxERkU/UuH4VGtev9u8rC4+fPGPMpHn80KEPa5ZNxjNRgigdn4iIfP40FVNEROQTOcWKhUd8t3+/3Emb2os+P7fm9Rtftu7YF9XDExGRL4Cu2ImIiEQAo9EIgL2dHb5+foyfspC1G7fz7PlL0qb2om2LehTIlxOAVWu3MHXWbxQpkJvVa7eSJ1cWxo/oyewFK1m6YgN37t0nQXx3qlYqRcumtTEYDADs/OsAU2Yt5cKlqzg7xaJ86cJ0aNUQR0cHADLlqciAnu1Zt2knR46fIbaLM7Wrl6N187oAmM1mZs5bweq1W7l5+y729nbkyJqBX35qSfKkia1ttGpeh9Vrt+Ln58+8qb+SOLHHB49HREQin4KdiIhIOLt77wFDR08nVixHChXIxS/9xuB95QZD+3choUc8tu/eT+tOAxg3rAdFCn4NwPUbt7nn85DlC8by5vUbtu/ez7Q5yxg5qCspvJJw7MQ5uvcdRVLPhFQsV4wt2/+mY/dfafN9PYb06Yj31RsMGDqJGzfvMH5ET+tYho+dSY8uP9CvR1vW/7mLsZPnkydnFnLnzMz8JX8wa8FKhvTpSLo0Kbh24zZ9B09g+JiZgdpYsnw9U8b0xWQy4ZXck596Dg/xeEREJHIp2ImIiHyiaXOWMXvhKgBMJhO+vn6kSpmM0UO64efnz/o/d7F8wVgypEsFBNyTd+7CZWYvWBkoCLVsVptkSRIBsHf/Uezt7EiSOCGeiRLgmSgBCTzcSZzI43/t3XdcleX/x/EXoIh7gLhCRcw9EpWytDRHWpp7l1tzhFtzJYrmSHPlSnNmZo5Ms2VqmhvFAbgnIrhQcSX7/P4wjpwfCCTnHDl938/Hg8cD7nHu63Pd13UuPvd9nfsA8PXK9dSt/Rq9u7cFoHixImAw4D3sM85fvELJEkUBeP+9ujRpVAeAXl3bsGzVDxwNOEU1zwoUdSvMZJ9B1K7lBUDhQq40qPsGW7fvNYmvSaM6VCj3MgDBIWFpjkdERKxHiZ2IiEg6tW3RkI5tmwDgYG9P7tw5yZkjOwC/b9sDwIc9PzHZJzY2llw5c5gsK+ZW2Ph7k0a12fjTNt5t9REe7m7UeLUKDd5+3fgglnPnL/NugzdN9k94Aue5C8HGxM6j+Esm2+TIkZ2YmFgA6tTyIiDoDF9+tYrLwaFcCg7lwsUruLo6P7Ncp89cTHM8IiJiPUrsRERE0il3rpwmyU9i8QYDAN8smkK2bFlN1jnYmz7DLOGzcQB58+Rmw6rZHAs8zb6DR9l74Cir1mymX68O9O3RHkNyx4p/sjRTJgfjssyOmZNsZ/inTItXrGPh12to2rgur1avTKf2Tdnx10F+2fqXyfZZnByfKx4REbEevQOLiIhY0Mv/3Dm7FX6XYm6FjT8//rSNjVu2PXO/Lb/tZM2GX/GsXI6Pe3Xku6XTadm0Ab/+sRuAUiWLc+T4SZN9jhw7AUCJ4m5pKtvi5evo06M9Yz/pS5vmDalcsQyXr4QaEz9zxiMiIpalxE5ERMSCSnoU462a1Rk/ZR5/7vYjJPQ6S1ZuYPGK9bgVKfTM/aKiopk+Zymbf9lBaNgN/I+d4PCRIKpULANAtw9bsO3P/Sxc8j2Xg0PZuduPz6Z9xVs1q+PhnrbErqCrC/sOHuX8xStcCr7K7AXfsO3P/URHx5g9HhERsSxNxRQREbGwLyYNZ/b8bxg/eR737j/ArUhBJozpT7PGdZ+5T8umDYi494AFS9Zw/UY4uXLmoMHbbzDYuzMADd5+g2kTh7Fo2VoWLl1Dvry5ebfBW3zcq0OayzVl/GAmfr6Qtp0HkT17NipVKI3PiL74Tl1A2PWbz/xi9eeJR0RELEuJnYiISDr8sWlJqttkdXJixOCejBjcM9n1zRvXo3njekmWd+/Uku6dWj7zdRvVr0Wj+rWeuf6E308plrdcmZKsXjo9yTZtWjRK8TVSi0dERKxPUzFFRERERERsnBI7ERERERERG6epmCIiIhmRXSawc0h9u/QwxIEh1rLHEBERq1BiJyIiktHYZcI+e1HsHSw7TMfHxRL/6IqSOxGR/wAldiIiIhmNnQP2Dpn4fXgf7lw8a5FD5CtRinc+X0C8nYMSOxGR/wAldiIiIhnUnYtnuXUq8EUXQ0REbIAeniIiIiIiImLjlNiJiIiIiIjYOCV2IiIiIiIiNk6JnYiIiIiIiI1TYiciIiIiImLjlNiJiIiIiIjYOCV2IiIiIiIiNk6JnYiIiIiIiI1TYiciIiIiImLjlNiJiIiIiIjYOCV2IiIiIiIiNk6JnYiIiIiIiI1TYiciIiIiImLjMr3oAvwvMhgMAETHxuNgb2dcbmcfh11cHM6lymPvmMVix89bvCRxcXHExMZhiI+32HGex/96Hfyvxw+qg//1+EF1ANapg//1+CFj14G1JNR1aXdXHDM7WOQY7i85Z9h6tkb8oDqAjFsHGSH+uPgnucGTHMEumb3Txi4m4owhPYWUfy86Np5Tlx+96GKIiIiIiEgGUbZ4dhwzPf+ESiV2L0B8fDyx8WBvB3Z2z5+Vi4iIiIiIbTMYDMQbIJM92Ns/f2KnqZgvgL29PY76dKOIiIiIiKRj+mViSi9ERERERERsnBI7ERERERERG6fETkRERERExMYpsRMREREREbFxSuxERERERERsnBI7ERERERERG6fETkRERERExMYpscvAoqKi+XTCHF57ux1vNerE8m83GtdN/mIR5b2amPx8u3aLyf713u/GzVu3iY6OYfqcpbzduAs16raj/7DPuH4jPE3HAbgaep3u/cZQ7c1WNGnbl70HjhjX1W/aPUk5yns1Yf7X35mtHqKjY2jarh9+/oEmy4NDwvCs1TLZfTp/NIKjAacwGAx8vWI9DZp2x6tOG7r1Hc35i1eM2xkMBmbMXU7NBh2pUa890+csIz4+3rg+IuI+Az6ZRPXabWjQtDs//fqncV2X3iOTjX3MhNlmiz2lc+N/9AStOw2k2putaNGxP/v9jiXZ3xptAOD7Db/yTrMeeNVpQ6/+PoSEXrd4/NbsAwme1eb2+x2jabt+VK3Vkq59Rpst/tTKZs02kCClfgcQEHSGiq81JTTsxvMHnYitxN+8g3eS9njuQnD6KyCFso0aPzPZ96CufUZbvQ4sPRakVLYTp87TodtQqr3VmvbdhnI88HSS/c01JiSIuPeANxt+aNLOLTkmpOXcWGNMvHg5hJ7en+JV58mYuGjZ2mTrx//YCd5p1iPdcSeWUfrB8cDTdOw+jGpvtea9Vr1Z/+PvyZZ3y2876dJ7pMXjB+uOh6nFv/GnbTRu3Ztqb7WmXdchHDl+0ip1sGf/EZp38MazVkuad/Bm977DSfa3Vj/Y8ttO3m35EZ61WtKx+zACTpw1Wx2kRl9QnoFNn7OMoFPnWDp/ImHXbjHKdyaFCrryTt03uHAphIH9OtHsvXrG7XPkyGr8PTgkjKxOWXDN78yMucvZtvMAU32HkDdPbmZ8uYwBn0xizbIvsLOzS/E4BoMB72GfUapkcb5fMZMduw4wYPgkNq+dT+GCrny/fAZxcU8b89Yde/ly4SqavVfXLHUQFRXN8E+nm3Q4gGs3btFvsC9RUdFJ9nkcGcn5i1eoWK4Ua3/4jeXfbmTipwMoXrQIS7/ZQO+B4/hp7XyyOjmxYvWP/Pz7LmZ/PorY2DhG+HyBc77cdP2gBQCjfGcRFRXN6iXTCAg6w9jPvqRY0SJUKl+KWVNHERMTazxu4IkzDB41lXYt3zVL7PDsNlCtSnn6DZlAr65tqP/26/y69S+8h05ky7qFFCzgAlivDezZf4Qv5i7jc9+hFC9ahJnzV9B/2GdsXP2lxeK3Zh9I8Kw2F3b9Jt7DPuPjXh2o+ZonC5asof+wz/jh2znY2aX/C0czQhtIrQ4SxMTG4jNpbrL/6P2X44+LiyM4JIwVCydTrGgR4/K8eXJZtA5GDunFoH5djNuFXbtBlz6j+KBtY+Mya9WBpceClNpB935jeKdeTSaOHcDuff708B7LpjVzKVzQFTDvmABw7/5D+g2ZwO07ESZltOSYkNq5scaY+Dgykj4Dx1PNswLfL59ByNXrjPadRY4c2enQ+j3j8c6ev8ygEVPIksUx3XGnpQ6s2Q9uhd+l98BxtG35LpN8BnHi9HnGTJhNfpd8vFWzuvF4Bw8HMG7SXCqUe9ni8VtzPEwt/t37/Zn4+QLGj/amYvlSbPp5B30GjuentfNxze9ssTooU8qdAcM/o3+fD3n7rdfYvvMA3sM+4+d1CylSuABgvX7gf/QEn06cg+9ob16pVJY163+m94Bx/LF5CdmzZU0lwvTTHbsM6u/HkWzYvJWRQ3pRrkxJ6tWpQbcPWvLduidXYC5eDqFcaQ/yu+Q1/mR1cjLuf/DQcV6tXhmAH7dsZ0CfD6nuWZGSJYoyfrQ3QSfPcSXkWqrHOXg4gJDQ6/iM7IeHuxs9u7SmcsUybNy8DYB8eXMbj+/k5MjCJWsYNqAbhQu5prsOzl+8QvtuQ7ly9ZrJ8u0799Om0yAyZ86c7H7+R09SuUJpMmVy4Meft9OlY3Nq1/KieLEifDqiLxH3HnD0+CkAvlmzmY8/6kjVV8rzarVKDP64C6vX/QzAlavX2LXnEL6jvXnZoxgtmzagScParFn/ZH2e3DmNsefLm4tZ81fS7cOWZnsjT+ncHD1+CgcHe7p92AK3IgXp1bUNjo6OHA86Y9zfWm1g977DvP5qFWMd9+vZgbPnL3M34p7F4gfr9QFIuc1t2LSVCmVL0qVjc0p6FGPi2AGEXrvBoSNB6Yo/tTqwZhtIrQ4SLF25gezZzTdw2Ur8V8NuEBMTS8XypUzaY6ZMDhatg5w5spscb+6i1bxT9w3q1q5h9Tqw5FiQUtk2/7KDPLlzMvaTPpQo7kbnDs3wrFyW7zf8atzfXGMCPLkT1abTQP7++3GSclpqTEjt3FhrTDx89AT37j/EZ0Q/3Iu9xJtvVKNT+6b8/Psu47HW/vArHXsMxzlfnnTF/G/qwJr9YMeuA7g452Vg304UK1qYdxu8yfvv1jGpg/mLv6P3wHG8VKSgVeIH642HqcW/act2mr5Xl8YNa1PMrTD9e3+Ai3Nedu1NevfMnHVw4+ZtWjVvSOcOzXArUpAuHZuRNasTgYnulFmrH4Tfvkvvbm1p0qgObkUK0qd7e+7df8CFSyHproO0UGKXQZ05d4nY2FheqVTGuMzzlXIEnDjLw4d/c+PmbYonujL8/x04dJzXqlUmPj6eqb5DqOH1SpJtHjx8lOJx4uPjCQg6Q7nSHmTL+vQNwrNyOY4lM9Vl2aqNuDjnpXmTeknWPY/DR4LwqlqR1UunmSzftfcw3h91ZOSQXsnudyDRG9jQ/l1p3LC2cZ0ddmAw8ODh39y8dZvrN8KpVqWCcb1n5XKEXbvJrfA7BASdoWABF+PVHoAqr5TjeODTfxwT/LhlO/fuP6R7p2dPUfu3Ujo3eXLnJOLeA/74cx8Gg4HtO/fz6O/HlCpZzKQerNEGcufOif/RE1y8HEJsbBybf9lBkUKu5MqZw2LxW7MPQMptLiDoDFWrlDf+ndXJiXKlPZKdDvZvZZQ2kFodAFwODuW79b8wfED3dMedwFbiv3AphIIFXMx+hwJSroPEd0YP+B3H/9gJBvTtZLK/NdtAAnOPBSmVLST0OuXKeODg8DSJLlXS3aT/mWtMANh74CjNm9Rn1tSUp9iZc0xI7dxYa0ws83IJ5kwbjaOjaQL58OEj4++79/kzyWcgnTo0TXfciWWUflCzhicTPx2QZN/EdbDP7yiL5oynfp3X0xOyiYwyHqYWf7cPW9C5Q7Nnrk+PlMpWrUp5Rg7uCTyZObJh01ZiomOoWL6UcVtr9YN36tXko25tAYiMjGLld5twzpcHD3e3dNdBWmgqZgZ1K/wOeXLnwjHRFTjnfHmIiorm4uUQ7Ozs+GrZWvbs9yd3rpx07tCMZo2fTHkxGAwcPnoCn5EfY29vn6QDf7NmM3nz5KLUy8XZudvvmceJuPeAW+F3cc2fz2R/53x5uHEz3GTZ48hIVq/dgs/Iftjbm+d6QbtWyU9f8R3tDZDkM3cJDh4+bnzjqfpKeZN1GzZtJTYuDs/K5bh56zYAri5P40u4ynj9Zjjht+8mmTrgkkzsBoOBJSs38GG79816mz2lNlDC3Y32rd9j0Igp2NvbERcXz8SxA3Av9pKxTNZqAx3bNOGA33GatOmLg4M9WZ2cWLloisk/WuaO35p9IF/e3Cm2uVvhd3F1MW0nzvnycP3/tRNz14E120BqdWAwGBg3eS59e7Y365V6W4n/4qUQMmfKRN9B4wk6dR73YkUY0r8blRL9U2GJOkgoG8DXK9fT7L26FCqQ37idNesggSXGgpTqwCVfXs6cu2yy/fUbt7gbcd/4t7nGhPwu+ejf+wOAFD9Dau4xIbU2YK0xsWK5J3ekE0RGRrH+x9+pXcvLuOzL6WMA2Lhl2/OGm6yM0g+KFC5gcrH39p0Ift26m7492xuXrVr8OQB+h5/dT8wZvzXHw9TiL1empMlr797vz+UrobxarZJF6yChDQSHhNGkTR/i4uIZ1K+zSVmt2Q/gyUWGnv3HYjAYmOo7xCrTMEF37DKsyMioJFcDEv6+ePkqdnZ2lCj+Egtm+tCqaQPGTZ7Ltj/3A3D63CUKFnAhd66kd0x27DrA8m83MrBvJxwzZ07xONHRMURGRiWZ3uHomJnoRJ8jAPjtjz1ky+Zk1itUzyPi3gNu3LxNqZLFk6wLCDrDtNlL6PpBC/K75CUyMgrAJP7EsT+OjMIxs+m1j8yZMxMdE2OyzM8/kBs3w2nV7B2zxpLSuYmKjuZq6HX69mzPmmVf0KtrGyZ/sYiLl5/c6rdmG7h16zZR0dFM9R3Cqq+nUc2zAiN8Zjzzc1jmiN+afeC5ypk5MzFp2Pe5XvsFtIHUbNi0lZjYOFr/R/tAai4FX+X+g4e0bNqAhbN88HAvSvd+Y7h249ZzxZ1YWsoWEnqdg4cD6NCmscl21qyDBJYYC1Iq26vVKxF44gzrfvyd2Ng49uw/wp9/HTR+1s2cY0JamXtMSM+5sVT88fHxjPadxaO/H9Ojc+t/HdO/lRH7QWRkFAM/mYyLc17atGiYvgBTkRHHw9Tiv3L1GqPHz6Jxw9pJEr7nkZay5cubm++Xz2DM8N7MW7yarTv2Ai+mH5T0KMralTP5uFdHRvvOMsssnrTQHbsMKoujY5IGlPB37ZrV2f37KvLkzglA6ZfduXwljO9/+IV6dWpw8NBxXvvndnNi23fuZ8joz+nQurFxwEnpOE5OWXDMkpnH9yKTrM/qlMVk2dYde2lYr5ZZPlOSHn7+AXhVrZjkoRXHAk7Te+A4ar5eFe+POgLgmOVpR02YQpUQe1anLE/q5v8lsDExMTglE3vN16saz4e5pHRulq78AYPBQN8eT6+SBZ44y6o1PzF2RF+rtoHxU+ZTv87rxmkNn08YSr0mXdnx10Ea1a9lkfit2QdS4+iYOen+MTHkzJk9jZE+W0ZpAym5FX6XOQtXsWTeRLM8LCYxW4gfYPwobyIjo8iRIxsAn37iwdGAU/z0y5/06trmX0ZtKi1l+2PHPsqUcqdkiaIm21mzDhJYYixIqWwe7kUZP8qbSV8swnfKfMqUcqddq3eNd0vMOSaklbnHhPScG0vEHxsbx6jxM9m15xCL504wuXthKRmtHzz6+zHeQycSHBLGN4ummnyezRIy2niYWvyXg0Pp/vEY3F4qxPhRH6czetJctpw5slO2tAdlS3tw4VIIq9duocHbb7yQfuDinBcX57yULVWCgKDTfP/Dr1SuWAZL0x27DMrV1ZmIe/eJjY0zLgu/fRenLI7kypUjyYBRwv0lbtx8cvv4QDKd+JetfzF45FRaN2vIiH/mIad6nJzZKZDfmfDbd01eK/zOXVycnzbg6OgYDvkHUvet19IfeDolnkOdwM8/kB7en/JqtUpMmzjMOD2owD/TLBPHl/B7fpd8uObPlzT22xHkdzadlrh3/xGLxJ7SuQkJvUbpl91Nti9TqgRh128C1m0DJ0+fp3Spp2XJni0rRd0KE3btpsXit2YfSE0B12Tq5/Zd8rvke8YeaZdR2kBK9h44wt2I+7T/53HzTdv1A6Bpu34sWrb2+QJPQ7kySvwAmTI5GJM6ADs7O9yLFeHGP1N60iMtZduz35+3k3kPsmYdgOXGgtTK1rxJPQ5s/44dW5axbuUswI7ChZ88tMWcY0JamXtMSM+5MXf8MbGxDBk1lR1/HWTBLB+qVCqb/gDTICP1g4cP/6ZXfx/OX7zC0nkTKVa0sFljTU5GGg9Ti//8hWA6fTSCgq4ufDVr3L+6MPS8dRAefgf/oydMtvdwdzNOybZmPwg8eZaTp8+bHKuEe1EiEk0PtyQldhlUmVLuZMqUieNBT2/dHjl+kgrlXmbe4tV07zfGZPvTZy/hXvwlYmJjCTxxFs/K5YzrDvgdZ6TPDNq3fo/Rwz5K83Hs7e2pVKE0J89cMN6aBjhy7CSVK5Y2/n32/GViYuNMPqT6ohw8FGDyBnbuQjAfD51ArRpV+WLSJ2TO9PQmtWt+ZwoVzG/yHStHjp+kUMH85HfJR+WKZQi7dtPk+12OHDtJpQpPY78bcY+Q0OtUSVTf5pLSuXF1yZfkCUuXgq9SpHABq7eB/PmduXDxaVmio2MIDbvBS4nmtps7fmv2gdRUqlDapA09jozk1NmLJu3keWWUNpCS+nVqsGXdAjasms2GVbNZMMsHgAWzfGjTotFzx55auTJK/ABd+oxi/uKn39cWHx/P2fOXKfHP5/3SI7WyGQwGgk6dS/IPtrXrACw3FqRUtkNHghg6+nMcHBzI75IPg8HAnv3+eFV98pkec44JaWGJMSE958bc8Y+bNJd9fsf4avY4qntWNFeIqcoo/SA+Pp4Bn0ziauh1li+cREmPYlhDRhkPU4v/VvgdevYfSzG3wiz60tfkgpcl6+DPPX74TPoSg8FgXHfy1AVKFH/ywBJr9oMfNv3BzHkrTZadPH2eElZ6eIoSuwwqq5MTTd99G98p8wk8eZbtO/ezfNVGPmj3PrVreXH4SBDLVv3AlavXWLP+Fzb/soOuHVsQEHSGl0sWN14hiY2NY8zE2VTzrED3Tq24FX7X+BMdE5PicQCqe1agoKsLYybM5vyFYBavWEfgyXO0eL++saznLgbjVqRAkrnP1nb9RjgxMTG4JXrE8LjJ8yjo6sLwQd25G3HfGHtCktK2ZSNmzF2On38gfv6BzJy3gg/aPondrUhB3njNkxHjZnDm3CU2bNrKz1t30T7R9/Wcu3CFLFkc053EJCelc9OyaQN27zvMitU/EhJ6nZXfbWLP/iO0b/mu1dtAq6YNWLRsLTt3+3Ep+Co+k+aSPVvWJB8kNmf81uwDqWnRpD5HA06xeMU6zl8IZozvbIoUKoBX1fT/05NR2kBKsmfPRjG3wsafhO8OK1zQNd1T0WwhfoDaNb1Y+d0mdvx1kEvBV5k4bSH3HzwyPrzAUnUAEHbtJo8ePcbD3XT6mbXrACw3FqRUtuJFi7Bztx9r1v9CSOh1Jny+gPsPHtL0vbfNPiakqQ4sMCY877kxd/z7Dh7lxy3bGTagG0VfKmzc987d9H21TVpklH6wYfMf+PkH4jvam5w5chj3jbj34IXFb83xMLX4p81eSlxcPBPG9OfvvyON6x8l8/Ug5qyDJg3rcCv8LjPmriD4Shir1/3MT7/9Sc8urazeD1o3fwe/wwF8s2YzwVfCmLvoWwJPnuPDduZ9Uuyz2MVEnDGkvpm8CI8jI/GdsoA//txHzhzZ6PpBCzq1f9Iwduw6wJdffUtwSBhFCrnSv8+H1K/zOvMXf4edvR19urcD4HjgaTp0H5bs6y9bMAmvqhVTPA48+WLLsRPnEHDiLEVfKsSIwT1Nnqr09Yr17Nh1gNVLp1usLsp7NTGWN4GffyBd+4zihN9PwJPHS/sfPcGET/sDTz77U/vdTsm+3sSxA2jeuB5xcXFMn7OMH7dsw8HBgRbv12dQv87Gedi370Qw9rMv2e93jPzOeenf50Pee+ct4+v8+sdupsxYzK5fVyZ7nPRKsQ38dZC5X33LlavXcC9WhMEfd6GG1ytWbwNxcXEsXfUD6zf+TsS9B7xSqQxjhvcxeRO1SPxW7AMJ/n+bS7B732GmzPia6zdu8Uqlsowf9bHZvsMoo7SB1OogQWjYDRo068HWH782eSLZfzl+g8HA4uXrWLvxN27fiaBS+VKMGd6Hl810NT+lsgUEnaF9t6Ec3fODSUL1ItqAJceClMq2a88hps9ZyrXrt6hUoTRjhvemRHE3i4wJCZ7Vzi01JqTl3Fh6TBw/eR5rN/6WZN/ChVz5Y9MSk2Ubt2xj/uLvkixPj4zQD3r192HvgSNJ9q3uWYHlCyebLJu3aDWHjgQmWW6J+K01HqYU/7IFk6j2Zisik3lwWt8e7enXq4NF6+B44GmmzPyas+cuUbhwAQb168zbb776QvrBzt1+zF7wDcEhYZQsUZSRQ3pZbdqyEjsREREREREbp6mYIiIiIiIiNk6JnYiIiIiIiI1TYiciIiIiImLjlNiJiIiIiIjYOCV2IiIiIiIiNk6JnYiIiIiIiI1TYiciIiIiImLjlNiJiIiIiIjYOCV2IiIi/9K8Rasp79XkX+0THx9Pk7Z9adSyFxH3HqS6vZ9/IOW9muDnH/i8xRQRkf8hmV50AURERP4X/PTrTsLD77B66XTy5M6Z6vblSnuwesk0PNyLWqF0IiJi65TYiYiIWEENr8ps/n4B+V3ypmn7HDmyUbliGQuXSkRE/is0FVNERCQdNm7ZRqUaTQkIOkOHbkOpUrMF9d7vxrJVP5hsN2v+Sjp0H2qy7HjgaXp6f4pXnTbUbNCRoWOmcePmbSD5qZhBJ8/Rq78Pr9frgFedNvQd7Mv5C8GWD1JERDI8JXYiIiLpFB9vYPCoqTRq8CYLZvrgWbkc0+csY8/+I8/c59SZC3TuPZKoqBgm+wxi7Ii+nDh1jl79xxIbG5dk+4OHA+jYYzgGg4GJYwfgO8qb6zfC6dhjOBcvh1gyPBERsQGaiikiIpJOBoOBPt3b0bJpAwA8K5dj28797NpziJo1PJPd56tla8mTOxeLv/QlSxZHAFxdnBn+6TTOXUx6F27mvBUUcyvEwlk+ODg4APD6a1Vo2LwXc7/6lhmTR1goOhERsQW6YyciImIGiT8P5+iYmbx5cvE4MvKZ2x85dpJaNaoakzqAVyqVYeumJZQtVcJk278fRxJ08hwN69UyJnUAuXLmoHat6hw6EmTGSERExBYpsRMRETGDrE5ZTP62t7cnPj7+mdvfu/eAfPlyp+m1Hzx4hMFgwMU5T5J1Ls55uf/g0b8qq4iI/PcosRMREXkBcubMzt2795Is/2vvYW6F30myrZ2dHeG3I5Jsfyv8Lnnz5LJUMUVExEYosRMREXkBqr5Snr0HjxIdE2NcdurMBfoMGs+JU+dNts2W1YnyZUvy27bdxMU9fbDKg4eP2LXnEJ6Vy1qt3CIikjEpsRMREXkBendvy5279+g7yJedu/34fdseho6eRsXypXj9tSpJth/UtzOXr4TSe+B4dvx1kN+376Vb39FEx8TQp0f7FxCBiIhkJErsREREXoCypT1YvmASsXFxDBk1lc+mf4Vn5XIsmDkWx8yZk2z/mldlvp47kaioaIaN/pxxk76kgKsLa5ZO52WPYi8gAhERyUjsYiLOGF50IUREREREROT56Y6diIiIiIiIjVNiJyIiIiIiYuOU2ImIiIiIiNg4JXYiIiIiIiI2TomdiIiIiIiIjVNiJyIiIiIiYuOU2ImIiIiIiNg4JXYiIiIiIiI2TomdiIiIiIiIjVNiJyIiIiIiYuOU2ImIiIiIiNi4/wMMuIpT6L+yXwAAAABJRU5ErkJggg==", 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IiIiIiEgUkTGFK45hMAZTYS+SGf+9mJcxhSt2Rl3Zk+jLYrHo6rWIiIjIe5jMFs5ceU5YxYIoG/Zad+yHp4c7g/t2/GDt8ZPnaNC8G3+snE7iRPEjoHdh580vv3ZGg8KeRIpuvUeyftNOunZoSuMG1cK8fT8/f0ZPnEuWTGmpVK54iLebNH0Rk2cu5tSB3z9qfz37jeHgkZNsWTPrI3tqq3GrHhw8ctJmWUw3VzKmT02bFnXJmyvrJ7UfUm8fT+Z8lWnTvB5tW9aPkP2LiIhIxAurP5BHyQlaNmzexa69h0JU6x8QQN/BEzGbzeHcK5Ho5+mz52z78y/SpUnBslWbsFgsYb6Pu/cesGDJWvwDAsK87fCWMX0qFs0awaJZI1gwYxiD+nTAwcGelu37cvGST4T0oVWzuowf3jNC9iUiIiLRS5QLe48eP2XU+DlkyZQ2RPWz56/A1dU5nHslEj1t2LQLgJ86teDK1Rv8ffB4JPcoanFzdSF71gxkz5qBXNkzUap4AcYO64HRYGD1+m0R0odkSRKSMX3qCNmXiIiIRC9RbhjnyPGzqVyhBL5373+w9orPDRYv38D44T2p17TLe2uPHDvN6IlzOXP2EgaDgTy5sjCgV3vixvFi1bqtrFm3jTy5srB42XpMJjPVKpem24/NrJdQV63byuz5K7hxy5c0KZPR7cdm5MmVBYD9B48xfOwsLvtcJ14cL5o1qkHt6uU/6rhN5rC/oiLyISt/30K+PNnJkysryZIkZOmqjeTNk82m5veNO1iweA1XfK7j4eFOxbLFaNOiPg4ODgCcOnOBCdN+5dTpiwQEBJA7ZxZ+bPsdaVIl48bNO5Sv3gKAXv3HMXn6Yv5YPROAw/+cYuK0Xzl1+gKOTo4UK5yXzj80xcszFgDmf68yvu9n48mTZ4wYN4sdu//GYrFQs0rZwHqL7XZ/bNnN3IWruOxzHRfnGJQslp8OrRvh7u72zrbfXOR8e/+Ojo44Ojli+c8+mrbuSfx4sXnt58+evw6TI2sGpk8YwI2bd5g0YxF/HzzGw4ePienuRqH8uej2YzM8YrkDcPrsRUZPnMvpMxcxWyxkzZSOdq0akD1Lhn/P21gOHTlpPW9vzo0+M0RERKKfsP7/PUqFvf0Hj3Ho6ClWL5pA/2GT31trsVj4ZchE2rSoR2wvj/fWPn32nDYd+9OofhWG/tIJ33sP6NV/HDPmLqNnl+8BOHr8LHFie/LrzOGcPH2Bnv3GUqRgbgp+lZNV67YyaMQ0endrTbYs6Vj1+1ZadezH+mVTiRPbg049hvFd/SpUKleco8fP0OOXMeTKkZk0qZKF+Ng1I6dEtOvXr3Py9AU6dOjASe9nfFWgMCtXrmTv0RvEihUYuDZv3szcuXMpUaIEVarVwtfXl18XLeLy9Yc0b96cU6dOMXToUDJlykTzFi3x9/dnzZo1NGjWlf79+xMvXjw6duzImDFjqFq1Kvny5eOk9zPOnDnD4MGDyZIlC+1+aM+zZ89Yvnw537bowcCBA3F0dMT3oR8AJ72fBdt/s9lM3759uXv3LnXr1idmzJj8/vvvXLp0CU9PT+t2q1atYvny5ZQuXZrKVWrg6+vLsmXL+Pvwafr374+jo2Ow7T9/ZcJisXDswmMg8DPn2bNnbNy4kdev/cmco6B1H89fmfhj6x4KFSpEp06dsVgsHD5zn65de+Du7s63Db/DxcWFCxcusGLFCl76GWnWrBkvXrygY8e+ZM6cmR/adyAgIIBVq1bR8oe+TJgwARcXFx49C8AvwGxzHnwf+r3zvIiIiIi8EWXC3uvXfvQbOoleXVsRI4bTB+tXrNmMf4CJWlXLcvOW73trX73yo1WzOnxXvyoGg4EkiRNQpmRBTpw6b60xm8380qMdbm4upEyehHmLVnPy9AUKfpWThUt/59s6lalSsSQAndo15tCRkyxato4m31bn8ZOnxPbyIHGi+CROFJ+4cbyIG8fro45fs3FKRPvj9714xIpJo5pFcXBwIM635VixYgWnj+2lRePamM1m2q1ZRcli+Rk75P8TJXm6wcbNu0ifLAaDBy4jRbJEzJ/aHzs7OwBqV85PxRrfs+WP1Ywc1J14MTMxZgzkzpKcSiUDr4YPH7KMlCmSMHfyL9btKpTMTrV6bTl/8i/q1qzILs/AEJYlVfBX33btPcilS5eYPKYvhQvkBqBWpa8oX605jvZGsqRy48mTZ6xZs5qaVcvSu3sb67ZFv0pHk1Y9OH9yP3VrVgi2fdcYdhw6epKGDRsGWde+dUPKFklvU+vgYM/ogR1wdAy84nn2vDdJE8djUJ8fSZI4wb+VX3Hn5hUuXTxLllRuHDt5nadPn9KmaTVyZMsIQPGv0rB89SaSxTOSIJ4bHm721uN5I56n4zvPi4iIRF8WiwWTGUwmje743Njbh2wyxjezcYbZfsOspU80eeZiMmdMS+ECuT5Ye/feQ8ZP/ZVZkwaGaKaauHE8qVKxJPMWreHceW8uXb7GuQuXyZk9o7UmtpcHbm4u1tduri4EBJgA8L5ynTbN69m0mT1rBrwvX8MjVkzq1ChP38ETmTp7KcWL5KN65dLEes/wsOBoNk6JSP4BAazftJNSxfLj5+eHn58fMd1cyJU9IyvXbKZl41pcu36TBw8fU6ZEAZv3ZrOG1WnWsDovXr7i1JkLtGleD0eH/3+UeMaKSfEiedm977DN+9pgDHyfv3z1iuOnztPk22oYDQYs/06ulDxJQlKlSMr+A//QoHYljP+ZqTY4R4+dxsHBnqIFc1s/B2K6OlOkYB4OHT2JndHAydPn8PPzp2LZojbt5MuVhUQJ43H46Aka1K4YbPsGA2TKkJq+P7UFwIKFJ0+esXvfYSZM/ZVXr17ToXVDa23qFElxjvH/q4SZM6Tm1xnDMJvNXLt+C59rN7l0+SqXfa5hCjBhZzSQPk0KvDxj0a7LAMqVKkyh/LkomD8nXdo3sekHBtvzYDTo80JE5EtisVh48jyAe48DMFn0+f95shDLxUg8T8cIfRRVlAl7Gzfv4t6DR+QpVgsAfz9/ADZv38ehnctsavfuP8LDR0/+f5/evzfXVKnblpZNatOySW2b+ju+96n9XUcyZ0hNga9yUrNqWXbuPcjxk+esNQ4OQU/Fm5kJnf79S/1/mc1mTP/+ktqnexvq16zItp372bZzP8tW/sHEUb0oUjBPaE6FSLjbufsg9x88YsXaLaxYuyXI+r37j+DqGvjHDy9Pj2DbePr0ORaLhTixg66PE9uTJ0+D/6vUkyfPMZvNzJq/glnzVwRZ7+QU/LDKtz1+8oxY7jGDfGDGjeNpU/OmP8H18emz9//lzNXFOchkUYXy5+LFy1fMnr+Cb+tUtg4jd3GJEWT7uQtXM2Pubzx6HHj1P0vGNDjHiGHdr6uLM/OnD2Xa7KX8sXU3v636gxhOjnxToSQ9Ore0XiUUEZEvm+9DPx6/gFjuHsSM6Ya9vR0GFPo+FxaLhRcvX+F79y7gR3yvD49iDCtRJuzNnTrEZmr20RPnAoFDJt9WpkQBm6tyvnfv07hVT6aM7Uva1CmC1G/98y9iubsxeUxf67KFv/0e4mnmUyRPwrGT5yhZLL912bGT58idIxN37z1k6uwldP+xOd83rcP3TevQsn1fduw6oLAnUdaqdVtJmjgB/Xu1t1lusVjo0G0wS1f+wY//XrV6+OixTc2jR084fe4SObJlxGAwcO/+oyDt3733EE8P92D37ebqjMFgoFG9KlT4umiQ9SEZxg3g6eHOo0dPMJlM1qGgEDij7xtvrrDfu/+QlMmTvNXHByRJlJHQyJIxDSvWbObGzTvvvGd43R9/MmLcLDr/0IRqlUvh6RF4H2SnHkM5cfqCtS5l8iQM7dcZk8nEiVMXWLtxO0tXbCRpkoQ0bVg9VP0TEZHow2S28OSFmXhx4xHbK+gfL+Xz4Owc+Edh37t3iONhibAROlHm0QuJEsYjedJE1i9XF2dcXZxJnjQRACaTibv3HuLn74+rq4tNbaIE8QLbSBAPj1gxg7TtESsmt+7cY/+BY1y7cZuZ85azZcdf+PmH7Llf39WrwsLf1rF2w3au+Nxg9MS5nLtwmRpVviZWLDe27viLoWNmcPX6LQ4dOcnZ895kSJ8q7E6OSBi6e+8he/YdpnyZIuTLndXm66s82fi6VCF27T1IzJhueHq48+fuAzbbr9mwndY/9sPfP4DMGdPwx9bdmEwm6/qnz56zc89Bcv37Bxmjne3HjKurC5nSp+ayz3WyZEpr/UqTKhmTZizi4JETITqO/HmyE2AysW3nfusyP39/9v191Po6a+b0ODo6WB8x8cbho6e4dfsuuXJkCtlJe8uJUxewszP+5168oI4cO417TFeaNqxuDXrPX7zkyLEz1ueCbtq2l8JfN+DuvYfY2dmRI1sG+nRvg3tMV27efv+9yCIi8mUICLBgwYCLix419rlzcY4BGAgIiLh7LqPMlb0PuX3nHl9Xbc6cKYPJlzvrR21brnRhDh89RcceQ8BgIEvGtHTt0JRJ0xfh9+9w0fduX6YI9x48ZMK0hdy7/5AM6VIxY3x/UqVICsDEUb0YOmoG1ev/gIuLMzW+KUPNKl+H6jhFwtvaDdsJMJmoULZYsOurVCjJijWbWb56E21b1mfg8Kl4eXpQomg+LvvcYNKMRdSrVZFY7m50bPMdLTv0odWP/ahXqyL+/gHMnLcMP39/Wv97n2tMV1cA/j54jNQpkpItS3o6tGlI64796NZ7JJXKFcdkNjP315UcP3WeVk3rhOg48ufLTqH8ueg7aAIPHjwmUcJ4/Lr0dx4+fIzXv1fbPGLFpHmjmkyZtQR7e3uKF8nLjZt3mDBtIalTJqVKxVLv3cez5y84duKs9bWfvz87dh1g5e9bqFWtrPUxEcHJmjkdS1dsZPjYWRQvkg/fu/eZ8+sq7t1/iHvMwCuOubJnxGQ2077bIJo3qoGrqwt/bN3N02cvKFOiYIjOg4iIRG8WAoOBhm1+/t7cevLm3zRC9un/6NxnM53PxOkLKVIgN9mzZojsroQZk9nCSe9nZEnlpgkXJEJUrt0ao9HImiWTgl1vsVgoV60F/gEBbFkzi983/smcX1fic+0mCeLFoVrl0jRrVBN7+8ChkwcOn2DitIWcOnMBR0eHwOfstW5ImtTJrW0OHzuL31b9gYODPbv+WICDvT37Dxxj8szFnDpzAQcHBzJlSE3blvXJnSMzAJOmLwpcf+D3dx7Ly1evGD1hHhu37OK1nz/lSxfG2cWZ7Tv3s2XNLGvd0hUbWfjb71y9fguPWO6UKp6f9q0avncipcatenDwyEmbZU5OjiRNnICKZYvRpGF1HOztrbUQOBz9v+dx0oxFrFq7lYePnxAvbmyKFcpDmtTJ+WXwRNYunUzqlEk5cfo846f8yqkzF3n1+jVpUiWjZePalC5RAICe/cZw8MhJ6/FkzleZNs3r0bZl/Xf2XUREoo9Xfiau+vqTMnnyEN/qIFHTq1evuezjQ7J4DsRwtAu2JqyzwWcT9p49e0Grjr8we9KgaDVpgcKeiIiIiLxLyMJeZP8O+VnEiUgXGWEvytyz9yFubi7MmTI4WgU9EREREZFPYTE4YLB3itQviyHifz/PkDk7EyZNCff9XL9xgwyZs7Ny1Zpw31d4+Gzu2QOsQ6ZERERERMSA0c6OTd1a88D7fKT0wCtVOsoOn4IlIICIvMK3ZNECEsSPH2H7+1wpPYlI1GawB0PwQx3ClMUElpDN0CsiIhKVPPA+z90zIZvNOrrIkT1bZHfhs6CwJyJRl8Eeo2syjHbh/1FlNgVgfn5VgU9ERCQClSxTnm8qVeTly5esWrMGg8FI8WJF6NG9Gx4esfipZ29u375NihTJ+X3dBhLEj8/a1cvJnC0Xbdu0omXzphQqWpJaNavTvWtna7sBAQEUKV6aShXL83OP7rx69YpJU6axefNWbt66haOjI9mzZaVr545kzPj/yR83b9nKpMnTuOLjQ+pUKWnT+vsgfT537jwTJ0/h0OGjPH36FC8vT74uU5ounX4kRowYEXLeQkphT0SiLoMdRjv7cB+e8mYIitlgp7AnIiISwRYtWULyZMkYMmgA9+8/YNSYcVzxucqShfMBOHT4CE5OTkwcP4aXL15iZ/f/ET9OTk6U/bo0f/yxmW5dOlkfb7Dvr/08fPiQbypXAqB7j14cOnyYTj+2J2nSpPj4XGX8xMl06daDdWtXYjAY2L7jTzp07ELlShXo0vlHzpw5S7fuPW366nv3Lg0aNSF7tqwMGdQfR0dHdu3ew9x5C4gXNy4tWzSLoLMWMgp7IhLlfYnDU0RERL4UBoOR2TOnETNmTAC8vDxp174je/bsAwKv0vXr25sECYK/R++bypVYsXI1h48cJU/uXACs37CRVKlSkjVLZvz8/Hn+/Dm9ev5E+XJlAciXNw/Pnj1j2IhR3Lt3n7hx4zB5ynSyZc3C8KGDAShSuBAGg4FRY8ZZ93X+/AUyZEjPuLGjcPv3WcIFC+Rn31/7OXDwkMKeiIiIiIjIG6VKFrcGPYCSJYpjb2/PgUOHAPDw8Hhn0IPA4JYoYUI2bPiDPLlz8fr1a7Zu20GL5k0BcHR0YOb0wJk779y5w+UrPlzx8eHPnbsA8PP349WrV5w6fZoOP7S1abt8ua9twl7hQgUpXKgg/v7+XLx4iatXr3H+wgUe3H+AR6xYYXI+wpLCnoiIiIiIRJr48eLZvDYajXh6ePD48WMAXFxc3ru9wWCgUqUKLF+xkp97dmfHn7t48eIFlStVsNbs3rOXIcNG4O19GVdXVzKkT2dt12Kx8PjJEywWCx6eHjZtx40b1+a12WxmzNjxLFy8lBcvXpAwQQKyZs2CUwynKPm0wc/mOXsiIiIiIhL9PHz0yOa1yWTi4aNHxPbyCnEbVSpX4sGDh/x94CAbNv5Bnjy5SZwoEQBXr16jXfuOZEifns0b13Ho770sXDCXEsWLWbf3iBULo9HI/Xv3bdp99Fbfps+czdx5C/i5Z3cO7t/Djm2bGD92FF6enh930BFEYU9ERERERCLNrl178PPzt77etn0HAQEB5M//VYjbSJ06FZkzZ2LDxj/YtXsPVSpXtK47dfo0r1+/pmXzpiRLltQ6icuu3XsAsJgtODk5kTNHdjZv2YbF8v9rdDv+3GmznyNHjpImTWpqVKtqHXp6584dzl+4iMVs/viDD2cKeyIiIiIiEmlu3b5Nm3bt2blrN0t+W0bvPv0oUrgQX+XL+1HtVKlciVWr12KxWCj7dRnr8kwZM2Jvb8/I0WPZu+8vdvy5kx86dGLnrt0AvHj5EoCOP7bnkrc3P3ToyO7de5m/YCHjJ0622UfWrFk4d/4C02fM4sDBQyxfsZJvv2uKn5+ftZ2oRPfsiYiIiIh8xrxSpfus912hfDliubvTsXM3XJydqVr1Gzp2+OGj26lYoRzDR46mRPFiNhO+JE+ejJHDhzJp8hTatOtArFjuZM+WjflzZ9GocTMOHz5C+nRpyZM7F9OnTmLM2PG069CRJIkTM2hAP1q3bW9t6/sWzXj48CELfl3E5KnTSZgwAd9UroTRYGDajFk8efIEd3f3Tz4nYcXg/+hcVLyX8IthMls46f2MLKncsDMaIrs7IlGL0Qn7mMlZXLNUuD56IW7GrNRbvo2Apz5gfh1u+xEREflYr/xMXPX1J2Xy5MSI4RRkvcXggPE/z52LDGaTCYPF/8OFwShZpjz58uZh6OABYdyrqOfVq9dc9vEhWTwHYjgG/28W1tlAV/ZERERERD5TBos/loCAyO1DlJyHUkBhT0RERETkM6ewJcFT2BMRERERkUixfcvGyO5CtKbZOEVERERERKIhhT0REREREZFoSGFPREREREQkGlLYExERERERiYYU9kRERERERKIhhT0REREREZFoSI9eEBERERH5rBkief96zl9UpbAnIiIiIvKZMhscsbOL3MF6JpMZo8UvUvsgwVPYExERERH5LBmwszPSbfhvXLp6N1J6kDpZXIZ3q40lwEB4X+H7c+cuWrX5gV49f+LbBvWsy1euWkPPXn3YunkDSRInDnbbvw8c5LsmzZk3ZyZf5cvLhElTmDR5KmdPHQvXPkc2hT0RERERkc/Ypat3OXPpZmR3I9xNnjKNWjWq2wS90KpVozpFChcKg15FbQp7IiIiIiISpZnNZoYOHkjSpEnCpL0ECeKTIEH8MGkrKtNsnCIiIiIiEilKlinP2HETGTJ0BPkKFOargkXp3uNnHj16DEDDxs1o2LgZRqORVKlS4uDgwN8HDpIhc3b+PnDQpq2jR/+hWo3aZM2Rh8pVqrNh4x/v3O+ESVPIkDm7zbI1a3+nes065Mj9FSVKlWXUmHH4+flb12/dtp0GDRuTK28BsubIQ/lKVVi4aEkYno2wp7AnIiIiIiKRZtGSJRw5epQhgwbQuWMH/ty5m+/btMNi+bh7APv80p9y5coyecI40qZNQ6cu3dm6bXuItl24aAnde/Qic6ZMTBg3mpYtmvHrwkUMHDwECLxfsF37jmTOlInJE8YyfuwokiZJwoBBQzh2/PhHH3NE0TBOERERERGJNAaDkdkzpxEzZkwAvLw8ade+I3v27Puodtq1bUOzJt8BUKRIIa5c8WHKtBmULlXyvduZzWYmT51G6VIlGNC/r3X5i5cvWb9hI/7+/ly65E3VKt/Qs0c36/qcOXKQv1BR/v77INmzZfuovkYUhT0REREREYk0pUoWtwY9gJIlimNvb8+BQ4c+qp0K5cravC5dqiQTJk3h+fMX793uyhUf7t9/QJnSpWyWN2vynTU8NmvaGIDnz19w+coVrl69yslTpwHw8/cnqlLYExERERGRSBM/Xjyb10ajEU8PDx4/fvxR7cSJE9vmtVdsLywWC8+ePX3vdo8ePQqs9/J6Z83Dhw/p88sAtm3fgcFgIHnyZOTOlQvgo4ebRiSFPRERERERiTQP/w1bb5hMJh4+ekRsLy+uXPHBZDLZrH/xIvgrdY8fP7EJfPfu3cfOzo5YsWK9d/8x3QOvKj58+DBIv06fPkPOHNnp3O0nLntfYc6s6eTMkR1HR0devnzJsuUrQnqYkUITtIiIiIiISKTZtWuPzayX27bvICAggPz5v8LNzY3bd+7Y1B85cjTYdnbu2mX93mw2s2nTZrJny0qMGDHeu/9UKVPi6enJjj932ixfs+Z3vm/dDn//AI4c+Yevy5Tmq3x5cXR0DOz37r0AWMzmkB9sBItSV/Z8rt1k4PCpHD1+hljubjSoXZmmDau/s37rjr8YN2U+t+7cI0O6lPTs3JJMGdJEYI9FRERERCJX6mRxP+t937p9mzbt2tPw2/rcun2bMWPGU6RwIb7Klxcfn6ts3/EnQ4aNoGSJ4hw+fITVa9cF287YcRMJCDCRKGFCFi/9jctXfJg9c9oH929nZ8cPbVvTf+BgvLy8KFmiOJcvX2HCpCk0qFeXWLHcyZo1C7+vX0/mzBmJHz8+R4/+w/QZszAYDLx4+fKTz0F4iTJhz2w206Zjf7JkSsuKBePwuXaTrr1GEC+uF5XKFQ9Sf/GSD936jKTvT23JmT0j8xevoXXH/vyxajrOH0jvIiIiIiKfPwsmk5nh3WpHai9MJjNGQn/fWoXy5Yjl7k7Hzt1wcXamatVv6NjhBwBqVK/KtWvXWLV6LUt/W07ePLkZN2Yk9b/9Lkg7gwf1Z9jwkfhcvUbatGmYPnUS+fLmCVEf6terg7OzM7PnzOW3ZStIkCA+LZo1oXmzJgAMHTyAAQOHMGDQUABSJE9Gv196s/b39Rw+fCTUxx7eDP6PzkWJOwrv3nvA0NEz6P/zD7i6ugDQodtgYsf2oE/3NkHq5y1azfo/dvLb/DFA4Mw4+UrUYenc0WTJlDZC+/4pTGYLJ72fkSWVG3ZGQ2R3RyRqMTphHzM5i2uW4u6ZE+G2m7gZs1Jv+TYCnvqA+XW47UdERORjvfIzcdXXn5TJkxMjhtM7qiL7d8jQx4mSZcqTL28ehg4eEIb9iZpevXrNZR8fksVzIIajXbA1YZ0Nosw9e3HjeDFqcHdcXV2wWCwcOXaaQ0dPki9X1mDrPWK5c/HyVY4cO43ZbGbVuq24ubqQNEnCYOsvel+lxQ99yFu8NjkLV6dhi+5cunwNgAOHT1CmSjOWLN9AiYrfkadoTX7qO8pm7PCfuw9Qs2EHchWpQeU6bdiy4//P/Th7/jINmnUld5EalKj4HZNnLg7DMyMiIiIi8j6WSP6SqCrKDOP8rzJVmnHr9l2KFc5LmZIFg60pX6YIO3b/TcMW3bGzM2IwGJkypg+x3N2C1JrNZtp1HkCBfDno3b01z549Z+DwqYyeOJdJo3oD4Hv3AZu372XauH743n1Ah26DyJ0zC7WqlmX/wWN06D6Ezj80pmjBPPy55yBdeg5n0eyRZM6Yhh6/jCZXjkwM69+Zy1dv0LH7ELJkTEvRQiG7bAyBKV5EbBkMEftzYbZYsOhnUUREopA3c39E91gVnY/tjTfHaDa/+3f/sM4EUTLsjR3ag3v3HzJg2BSGjZlJzy7fB6l59PgJ9+4/5OeurcieJT1LV2yg14BxLJs/ltheHja1r177Ubt6eerWrICLc+D9fFUrlWL2gpXWmoCAAHp2bkma1MlJlyYFhQvk5uTpC9SqWpbFy9bzdcmCNKpXBYDGyRNz8vR55ixcxciBXbl5y5eSxb4iUcJ4JEmcgJkTB5I4UfyPOuYzV55/5FkSif6cnU1kyhRx+7t4/QUvo/BN1iIi8mWyt7fnlZ8Ji8H04eLPzLp1gZOtvHwd/Y7tba/9TPgHWLhw/f0PeQ9LUTLsvbnn7rWfP937jKRLh6Y4OjjY1IyeOJd0qVNQv1ZFAH7p2Y7Ktduw6vetNP+upk2ti3MM6tQoz9r12zl15iLePtc5c+5SkFCYLFki6/eurs4EBAQA4H3lGrWrl7epzZEtAyvXbgWgReNajJ08n2WrNlGsUF4qVyhB3DieH3XMGVO46p49kbcY7N51b0L4SJPEBYsp+DH0IiIikeG1n5nr9/yJ4WhHDCf9H/U5M1jscLA3kDKBC06Owd9NZzJbwvQiUJQJe/fuP+TYibOUKl7Auix1yqT4+wfw/PkLHD1sH4Z46uwlvq1d2fraaDSSPm0Kbt72DdL28xcvqdu4Ex6x3ClR9CsqlC2K95XrzF24yqbu7UBpsQReRn3zLI3/MpnMmP+9rt78u5qUK12YrX/u5889B2ja5md+6dGWmlXLhvj47YwGhT2Rtxki9mfCaDCAfg5FRCQKMVr/X7JE+jQs8on+zRYR+Xt/lJmg5cbNO3ToPoQ7vvety06fvYiXZyw83wp6APHieHHp8lWbZZd9bpAkUYIgtQcPn8D37gPmTBlM04bVKZAvB7du37WGuQ9JmTwxx06es1l27MRZUiRPzOvXfgwZNR0HBwcaN6jK3CmDqVW1rM0ELiIiIiIioWFnBLDg7x8Q2V2RTxRgMgEW7OwiLrZHmbCXJVNaMmVITa8B47jofZVdew8xcvwcWjb5/3ND7t57yKtXgdOi16xaluVrNrN2w3Z8rt1k9MS53Lp9lyoVSwZp2yOWOy9evmLbzv3cuHmH5as3sXjZOpvZNt+nUb0qbNm2lwVL1uJz9SbzFq1m659/UbdGBZycHDly7DSDR07jss91Tp6+wKF/TpExfeqwOTEiIiIi8sVysDfiZG/g8ZOnIb5QIVHT06fPsDO8CfARI8oM47Szs2PiyF4MGjGNBs264uwcg2/rVObbOv8fqlm8QiMG9ulAtUqlKV+mCC9evGTG3GXc9r1PhrQpmT15YJD78CDw/rrWzeoycPgUXvv5kS5NCnp1a03vgeNtriS+S7Ys6RnSrxOTZyxi1IQ5pEyehFGDu5M/b3YARg7qxsDhU6nTuBN2dnaUK1WYVk3rhNm5EREREZEvl5e7PbcePOH6TYjlHhMHB3sMGtT52bBg4cWLlzx+8oT4HvYYIvA2lSjzUPWQWPX7VpycHKnwddHI7kqY0UPVRd5DD1UXEREB4OmLAB48CeB1gIXIf4i6fCwDFtxdjMTzdHxv2AvrbBBlrux9iNlsZvW6rYwa3D2yuyIiIiIiEqFiutgT08Ue/wAzZnPg1SL5PBgwYG8fOZMxfjZhz2g0MnPSQBzsP5sui4iIiIiEKQf7KDPlhnwGPqt3i4KeiIiIiIhIyHxWYU9ERERERERCRmFPREREREQkGlLYExERERERiYYU9kRERERERKIhhT0REREREZFoSGFPREREREQkGlLYExERERERiYYU9kRERERERKIhhT0REREREZFoSGFPREREREQkGlLYExERERERiYYU9kRERERERKIhhT0REREREZFoSGFPREREREQkGlLYExERERERiYYU9kRERERERKIhhT0REREREZFoSGFPREREREQkGlLYExERERERiYYU9kRERERERKIhhT0REZEvXONWPcicr7LNV/6SdWnS+mcOHjkR2d2zceDwCTLnq8yBw+/vV+Z8lZk0fdEH2zt+6jwVa7bCz8/ful3mfJUZO3l+sPVms5kSFb8jc77KrFq3NdiaW3fu8lWJOkH2X6ZKM3r2GxOiPvv5+1OpViuOnTj7wWMQEXkXhT0REREhY/pULJo1gkWzRrBgxjAG9emAg4M9Ldv35eIln8ju3kdbNGsENap8/d6a16/9+LnfGDq1+w5HRwfrcqPRyKZte4Ld5tDRU/jeffDONi0WC70HjOfZ8xeh6/i/HB0c6Nj2O3r2G8urV68/qS0R+XIp7ImIiAhuri5kz5qB7FkzkCt7JkoVL8DYYT0wGgysXr8tsrv30bJnzUCC+HHeW7N4+Qbs7e0pVbyAzfKc2TJy9dotzpy7FGSbjZt3kSFdqne2uWTFBi5fuR66Tr+lVPEC2NvbsWTFxjBpT0S+PAp7IiIiEiznGE44OjkCBpvl23fup3ajjuQsXJ2i5RoyZNR0Xrx8ZV0/afoiKtVqxdYdf1GlbltyFq5O9Qbt+ef4WY6dOEvdJp3JVaQGVeq2Zf+BYzZtnzx9gZbt+1KwdH3ylahNm079g72yeOnyVRq26E7OwtUpV70lC5f+brP+Q8M4/fz9mb94NRW+LhpkXZ5cWYjt5cGmbXttlgcEmNiyY1+w2wBcu3Gb0RPn8cvP7d65349VqVxx5i9ejZ+/f5i1KSJfDoU9ERERwWKxEBBgIiDAhH9AAHfvPWTMpHn4+/lT/ZvS1rp1f/zJD10HkTJFEsaP+Jm2LeqzduMOfugyEIvFYq27feceI8bNomWT2owe8hNPnj6jY48hdO0VOLxy/PCfsVgsdOk13DpM8e9Dx2nQvBsWi4WBfTrQv+cP3L5zjwbNu+F95ZpNf4eOnkn2rBmYOLIXhQvkYvCo6SxYsjbEx3vg0Anu+N6nTImCQdbZGY18XapQkKGc+w8e47WfP8WL5Auyjdls5ud+YylXqjBFCuQOcT8+5OtShbjje5+DH7hHUUQkOPaR3QERERGJfIeOniJ7wapBlv/YphGpUiQFAgPhmInzKFwgF8P6d7bWJE+aiGbterFr7yGKFc4LwMtXr+nVvbU1+FzyvsqYSfMY0Ks91b8pA8CLlw3o+NNQLl+9QcZ0qRgzaR7JkyZk6ti+2NnZAVAwf07KVWvJxGkLGT3kJ+s+a1UrS5f2TQAolD8Xvr73mTF3GQ1qV8Jo/PDfsv8+dBz3mK6kSJ442PXlSxdh8bL1nDl3iYzpUwOwccsuShb9ihhOjkHq5y9ey42bd5g0uvcH9/0xkidNhLu7G/sPHqdQ/lxh2raIRH8KeyIiIkKmDKnp+1NbACxYePLkGbv3HWbclAW8ePmKDq0bctnnOrd979GicS0CAkzWbfPkyoKbqwv7DvxjDXsAObNmtH4fO7YHANkyp7Mu84jlDsDTp8958fIVJ09foE3zetagB+Ae043iRfKye99hm/6WL13E5nXpEgXYtnM/3leukyZVsg8e7/Ubt0mUMP471+fKkYn48WKzadteMqZPjZ+/P9t37mdov85Bar2vXGPC1AWMHdaDmG6u72zT8M41/6kxBK1KlCAeN27eDsHWIiK2FPZEREQEVxdnsmRKa7OsUP5cvHj5itnzV/Btnco8evwUgAHDpzBg+JQgbdy9e9/mtZubS5AaZ+cYwe7/6dPnWCwW4vwbCv8rTmxPnjx9HmTZf3l5Bm735OmzYNt/27Pnz3F2dnrneoPBwNclA4dy/timEXv+OoLBYKRg/pz4+v7/OE0mEz/3H8fXpQpTIF9OmxBstpgJCDBhbx8YXp2dY+DnHxDs/t48+iG4Pjk7O/H02afN7ikiXyaFPREREXmnLBnTsGLNZm7cvIP7v1eturRvQt5cWYPUuru7hXo/MWO6YjAYuHf/UZB1d+89xNPD3WbZ4ydPbV7fu/8QgNj/hr4P8Yjlju/dK++tKV+mCAuWrOXMeW/+2LKbMiUL4mBv+6vT7Tv3OH7yHMdPnmPthu0266bOWsrUWUvZvHomiRPFJ05szyCB2NqO7z0gaIgFePLkGYkSxAvRcYmI/JcmaBEREZF3OnHqAnZ2RpIkTkDKFEmI7eXB9Zt3yJIprfUrfrzYjJk0jzPnvEO9HxfnGGTOmIY/tu7GZPr/1bGnz56zc89BcmXPaFO/c+9Bm9cbt+wiQfw4JEuaMET7S5QwHnd879tMKvO27FkzkChhPH7fsIMduw8EOwtn3LheLJ07OsgXQM2qZVk6dzRx43oBkDdXVo6fOs+Nm3eCtLN5217s7IzkzpnZZrnFYsH37gMSJVTYE5GPpyt7IiIiwrPnLzh24qz1tZ+/Pzt2HWDl71uoVa0sXp6xAGjf6lv6DZ2MndFI8SL5ePr0OVNnL+W27z0yZ0j9SX3o2OY7WnboQ6sf+1GvVkX8/QOYOW8Zfv7+tG5ez6Z24dJ1uLq4kDF9KjZu3sWev44wtF+nYO95C07Br3Iyc95yLlzyIV2aFO+sK1uqMAuWrMXTw528ubIEWe/o4BBk+Osb8eJ42ayrX7siy9ds4rtWPWjeqCZpUiXj1Ws/9h/8hwVLfqdpwxpBruBduOTD02fPKazJWUQkFBT2REREhDPnvKnfrKv1tZOTI0kTJ6BD64Y0aVjdurxm1bK4ubowe8FKlq3ehItzDHJmz8Sw/p1JkjjBJ/Uhf77szJw4kInTFtL15+E4OjqQO2cWhvTtSJrUyW1q+/38A7MXrGD81AUkTZyAEQO7vvP5d8HJnSMzsb082LX30HvDXvkyRZjz60rKli4colk+38c9phtL545m6qylzF24Ct97D3ByciRViqQM6PUD31QoGWSb3fsOEzeOFznfurIpIhISBv9H5949fiGC+Vy7ycDhUzl6/Ayx3N1oULsyTf/zH8zb1v3xJ5NnLOa27z0ypktF904tbGb5+hyYzBZOej8jSyo37Iwh+2ukyBfD6IR9zOQsrlmKu2fC7xlTcTNmpd7ybQQ89QHz63Dbj4hELXMXrmLJio1sXDEtxFcEI5LFYqFCze+pV7MijepViezuiEgECOtsEGXu2TObzbTp2B8vz1isWDCOvj+1Zdrspaz7489g6w8fPUXvgeNp3bwua5ZMIke2DLTq8AvPX7yM2I6LiIjIZ6lujQpYzGY2b9sb2V0J1pYd+zCbzNSuVi6yuyIin6koE/buP3hEhnQp6dO9NcmTJaJooTzkz5udI8dOB1t/7/5DWjWtQ+XyJUiaOAGtm9Xj8ZOnXLp8LYJ7LiIiIp+jGDGcGNq/M2OnzLc++iCq8PP3Z+yk+Qzp14kYMd79iAgRkfeJMvfsxY3jxajB3YHAYQtHj5/h0NGT9O7WOtj6sqULW79/9eo18xevIbaXB6lTJg22/o7vfYaMns7fB4/x8tVr0qRKRs8u35MreyZu3LzD11WbM3ZYD0aNn8Odu/cpkDc7g3/phEesmAD8c/wsIyfM5uw5b7w8Y9GsUU3q1CgPwM3bvvQdNIGjx8/iHMOJcqWL0K1jsyDTM4uIiEgoGOzBYPfhulDImSMHG1fNC3xhMYEl+OfgRTRHBwc2rJgW2d0Qkc9clEwjZao049btuxQrnJcyJQu+t3b/gWO0aN8Hi8XCsP6dcXVxDraue99RuLu5snDWCMxmC2MmzWPAsCmsWjTBWjNjzjKGD+wKFgvtugxk3sJVdGjTiEuXr9G07c80qleFAb3ac+zEOQYOn0JsLw9KlyjA4JHTcXF2ZsWv43jw8DE/dh9CqpRJqFezYoiP2WSOMrdOikQZBkPE/lyYLRYs+lkUiVoM9ji4JcNoF/6/sphNAfg/9YkygU9EvjxhnQmiZNgbO7QH9+4/ZMCwKQwbM5OeXb5/Z22a1Mn4bf4Ydu4+yM/9x5IkUXyyZ81gU2OxWChVLD9lShQkQfw4ANSrWZHWHfvZ1LVtWd86wUvFssU4eeYCAMtXbyJjulT82KYRACmTJ8H7yjVmL1hB6RIFuHHzDpkypCZRwngkT5qIqWP74h7z4x4se+bK84+qF/kSODubyJQp4vZ38foLXr7Ufb8iUYmzszOZMtmzqVtrHnifD7f9eKVKR9nhU7h087U+B0Qk2oiSYe/NM2le+/nTvc9IunRoiqODQ7C1cWJ7Eie2JxnTpeL4ybMsXbkxSNgzGAzUqVGejZt388/xM1z2uc6ps5cwm802dcmTJrJ+7+bqgn9A4ENdva9cI+tbs3zmyJaR31b+AUCzRjX4uf84tv25n8IFc1O+dGEypv+4Zw1lTOGq2ThF3mKwi9j7VNIkccFiCp+hYiISOm8+Bx54nw/XWXnf0OeAiEQmk9kSpheBokzYu3f/IcdOnKVU8QLWZalTJsXfP4Dnz1/g6BHLpv7E6fPYGY1kypDGuixVymR4X74apG2z2UyLdr158vQ55csUoXiRfPj7B9Ch+2CbOgeHt06HJfAyqpOjY9A2TWZM/4bFSuWK81We7GzfuZ+dew7QscdQmjWqSYfWDUN8/HZGg8KeyNsieCp0o8EA+jkUiVr0OSAiEmpRZjbOGzfv0KH7EO743rcuO332Il6esfB8K+gBrFyzhTGT5tssO332IqmCmaDl0uVrHDp6ilmTBtKySW2KFc7L3fsPgMAhnh+SInlijp88Z7PsnxNnSZksMQDjJs/n/oNH1KlRnslj+vJDq2/ZumPfhw9aREREREQknESZsJclU1oyZUhNrwHjuOh9lV17DzFy/BxaNqltrbl77yGvXgU+8LhWtbIcOHScBUvW4nP1JhOnL+TE6Qs0rBv0oaMx3VwxGo1s3LyLm7d82bRtL5OmLwII0VTLdWtW4OyFy4ydPJ8rPjdYvW4bS5avp16twAlYvH2uM2jEVM5duMzFSz7s3nuYDOlShcVpERERERERCZUoE/bs7OyYOLIXLs4xaNCsK30GTeDbOpX5tk5la03xCo3YuHU3AJkypGHc8J6sXLuFag1+YNfeQ0wf34/48WIHaTtB/Dj07t6aWQtW8E3dtsyct4wenVtib2fHmXPeH+xbogTxmDyqD3v+OkzV+u2YNmcp3X5sRrXKpQHo070NsWN70LhVD+o160q8uF707NIyjM6MiIiIiIjIxzP4Pzr32cwzvur3rTg5OVLh66KR3ZUwYzJbOOn9jCyp3HTPnsjbjE7Yx0zO4pqlwnVihrgZs1Jv+TYCnvqA+XW47UdEQkGfAyLyBQnrbBBlrux9iNlsZvW6reTLnTWyuyIiIiIiIhLlRZnZOD/EaDQyc9JAHOw/my6LiIiIiIhEms/myh6goCciIiIiIhJCn1XYExERERERkZBR2BMREREREYmGFPZERERERESiIYU9ERERERGRaEhhT0REREREJBpS2BMREREREYmGFPZERERERESiIYU9ERERERGRaEhhT0REREREJBpS2BMREREREYmGFPZERERERESiIYU9ERERERGRaEhhT0REREREJBpS2BMREREREYmGFPZERERERESiIYU9ERERERGRaEhhT0REREREJBpS2BMREREREYmGFPZERERERESiIYU9ERERERGRaEhhT0REREREJBpS2BMREREREYmGFPZERERERESiIYU9ERERERGRaEhhT0REREREJBpS2BMREREREYmGFPZERERERESiIYU9ERERERGRaEhhT0REREREJBpS2BMREREREYmGFPZERERERESiIYU9ERERERGRaEhhT0REREREJBqyj+wO/Ncd3/sMGT2dvw8dJ4aTI+VKF+HHNo1wcnIMUtu4VQ8OHjkZZHm1yqUZ2LtDRHRXREREREQkyooyYc9isdDxpyG4u7uxYNpQHj95Rq+B47CzM9KlfdMg9WOH9cTfP8D6+sSpc3TqOYy6NSpEZLdFRERERESipCgT9i77XOfYyXPs3DifOLE9AWjXsgEjx88ONux5xIpp/d5kMjF28nyaNqxBlkxpI6zPIiIiIiIiUVWUCXtxYnsybVw/a9B74+mzFx/cdvW6bTx+8oxmjWq8s+ai91WGjZnJPyfOEhAQQJaMafmlZztSp0zKgcMn+Ln/WJo1rMG0OUt5+vQ5pUsUoP/P7XF0dADgz90HmDh9Id5XrpM4UXzat/qWMiUKAnD2/GUGDJvM2fPeuLu7UataOdo0r/dRx28yWz6qXuRLYDBE7M+F2WLBop9FkShFnwMi8iUJ60wQZcKee0w3ChfIZX1tNptZtGw9+fNmf+92FouFWfNX0LDuN7i6OAdbYzabadd5AAXy5aB399Y8e/acgcOnMnriXCaN6g2A790HbN6+l2nj+uF79wEdug0id84s1Kpalv0Hj9Gh+xA6/9CYogXz8Oeeg3TpOZxFs0eSOWMaevwymlw5MjGsf2cuX71Bx+5DyJIxLUUL5Qnx8Z+58jzEtSJfCmdnE5kyRdz+Ll5/wcuXLyNuhyLyQfocEBEJvSgT9t42asIczpy7xNK5o99bd+DwCe743qNm1bLvrHn12o/a1ctTt2YFXJxjAFC1UilmL1hprQkICKBn55akSZ2cdGlSULhAbk6evkCtqmVZvGw9X5csSKN6VQBonDwxJ0+fZ87CVYwc2JWbt3wpWewrEiWMR5LECZg5cSCJE8X/qOPNmMIVO6Pho7YRie4Mdk4Rur80SVywmOwidJ8i8n76HBCRL4nJbAnTi0BRMuyNmjCXBUvWMnJQN9KmTv7e2s3b91K4YG6be/je5uIcgzo1yrN2/XZOnbmIt891zpy7RGwvD5u6ZMkSWb93dXUmICBwAhjvK9eoXb28TW2ObBlYuXYrAC0a12Ls5PksW7WJYoXyUrlCCeLGsR2O+iF2RoPCnsjbDBH7M2E0GEA/hyJRiz4HRERCLco9Z2/QiGnMW7SKof0683XJQh+s3/vXEUoVy//emucvXlK3cSfWb9pJyhRJaNeyPp1/aBKkztHBwea1xRI4ZtbRMeijH0wmM2azGYDm39Xkj5XTadqwBtdu3qZpm59ZvnrTB/suIiIiIiISXqJU2Js8YzG/rdzIiIHdqPB10Q/WP3z0mGs3bpMz+/sH8x88fALfuw+YM2UwTRtWp0C+HNy6fdca5j4kZfLEHDt5zmbZsRNnSZE8Ma9f+zFk1HQcHBxo3KAqc6cMplbVsmzZsS9EbYuIiIiIiISHKBP2Ll2+xtTZS2j2XU1yZc/E3XsPrV9v3L33kFevXltfX7h0FScnR5J84P44j1juvHj5im0793Pj5h2Wr97E4mXr8PPzD1HfGtWrwpZte1mwZC0+V28yb9Fqtv75F3VrVMDJyZEjx04zeOQ0Lvtc5+TpCxz65xQZ06cO3YkQEREREREJA1Hmnr3tu/ZjMpmZNnsp02YvtVl36sDvABSv0IiBfTpQrVJpAO4/eERMN1cMHxjPnyNbBlo3q8vA4VN47edHujQp6NWtNb0HjueO7/0P9i1blvQM6deJyTMWMWrCHFImT8Kowd2tM4WOHNSNgcOnUqdxJ+zs7ChXqjCtmtYJzWkQEREREREJEwb/R+c+m4fJrPp9K05OjiEa4vm5MJktnPR+RpZUbpqgReRtRifsYyZncc1S3D1zItx2EzdjVuot30bAUx8wv/7wBiIScfQ5ICJfkLDOBlFmGOeHmM1mVq/bSr7cWSO7KyIiIiIiIlFelBnG+SFGo5GZkwbiYP/ZdFlERERERCTSfDZX9gAFPRERERERkRD6rMKeiIiIiIiIhIzCnoiIiIiISDSksCciIiIiIhINKeyJiIiIiIhEQwp7IiIiIiIi0ZDCnoiIiIiISDSksCciIiIiIhINKeyJiIiIiIhEQwp7IiIiIiIi0ZDCnoiIiIiISDSksCciIiIiIhIN2X/KxiaTiVNnLnLzli8ODvYkiB+XzBnThFXfREREREREJJRCHfb+3H2AAcOn4Hv3ARaLBYPBAEC8OF706t6aEkXyhVknRURERERE5OOEKuwdPnqKDt2HEMfLgw6tG5IqZVIsZjPePtdZsnwDP3Yfwtypg8mZLWNY91dERERERERCIFRhb9KMRSROGI+l80YT083VurwUUK9GReo07sS02UuZOvaXMOqmiIiIiIiIfIxQTdBy4vQFalYtaxP03nBzc6H6N2U4dvLcJ3dOREREREREQidcZuM0GAwEBJjCo2kREREREREJgVCFvWyZ07Fy7WZevHwVZN3z5y9YsWYzWTKm/eTOiYiIiIiISOiE6p69Ns3r0aRNT6rWbUv92pVIniwxAJevXGfJ8vXc8b1Pn5/ahGlHRUREREREJORCFfZy58zM2GE9GTR8KiPHz7E+dsFisRA3jicjBnXlqzzZwrSjIiIiIiIiEnKhfs5eyaJfUaxQHk6fu8SNG3ewAIkTxiNThjTY29uFYRdFRERERETkY4U67AHY2dmRJFF8jAYjRjsjSRLFV9ATERERERGJAkId9g4fPcXoSfM4ceocFkvgMqPRSP682ejSvilpUycPqz6KiIiIiIjIRwpV2Dtw+AQt2/fB2TkG9WpWJFnSRJjNZq5cvcH6P3bybfNu/DpzuAKfiIiIiIhIJAlV2Bs/dQGJE8bn15nD8PSIZbOudbO61G/ahTGT5jF5dJ8w6aSIiIiIiIh8nFA9Z+/s+cvUqVE+SNADiBPbk7o1K3L46KlP7pyIiIiIiIiETqjCXhwvD+4/ePTO9a/9/HBzdQltn0REREREROQThSrstWxSm1+XrGXH7gNB1h0/eY4Fi9fSqnndT+6ciIiIiIiIhE6o7tn758RZvLw8aN91ECmTJyZ1ymQ4ONhz7cZtTp6+gKODPRs27WLDpl3WbQwGmD15UJh1XERERERERN4tVGFv/4F/MAAJ48fh1avXnDpzwbouYfw4ANy4eTtMOigiIiIiIiIfL1Rhb/OaWWHdDxEREREREQlDobpnT0RERERERKK2UF3Z8/PzZ9aCFezbf5S79x9iMZuD1BgMBv5YNeOj2r3je58ho6fz96HjxHBypFzpIvzYphFOTo7B1u/cc5BxUxZw9fotkiZOwA+tvqVk0a9Cc0giIiIiIiLRSqjC3tDRM/ht1R/EjxebxAnjY7T79AuEFouFjj8Nwd3djQXThvL4yTN6DRyHnZ2RLu2bBqk/d+EyHboPpkv7JhQpmIe9+4/S8aehLJ07mgzpUn5yf0RERERERD5noQp7W//8i4plizGsf+cw68hln+scO3mOnRvnEye2JwDtWjZg5PjZwYa99Zt28lWebHxb5xsAkidNxI5df7Np626FPRERERER+eKFKuz5BwSQO2fmMO1InNieTBvXzxr03nj67EWw9VUqlsLfPyDI8qfPg6+3DhE9eIyXr16TJlUyenb5nlzZM3Hj5h2+rtqcscN6MGr8HO7cvU+BvNkZ/EsnPGLFBOCf42cZOWE2Z8954+UZi2aNalKnRnkAbt72pe+gCRw9fhbnGE6UK12Ebh2b4WAfqtMrIiIiIiLyyUKVRsqWKsS2P/+idrVyYdYR95huFC6Qy/rabDazaNl68ufNHmx96pRJbV5fvOTD34eOUad6+WDru/cdhbubKwtnjcBstjBm0jwGDJvCqkUTrDUz5ixj+MCuYLHQrstA5i1cRYc2jbh0+RpN2/5Mo3pVGNCrPcdOnGPg8CnE9vKgdIkCDB45HRdnZ1b8Oo4HDx/zY/chpEqZhHo1K4b4+E1mS4hrRb4UBkPE/lyYLRYs+lkUiVL0OSAiX5KwzgShCntdOzSj9Y/9aNC8G6WK5cfLMxYGgyFIXZWKJUPdsVET5nDm3CWWzh39wdqHjx7z409DyJktIyWLBZ2gxWKxUKpYfsqUKEiCf58DWK9mRVp37GdT17ZlfbJlTgdAxbLFOPnv8wOXr95ExnSp+LFNIwBSJk+C95VrzF6wgtIlCnDj5h0yZUhNooTxSJ40EVPH9sU9pttHHe+ZK88/ql7kS+DsbCJTpojb38XrL3j58mXE7VBEPkifAyIioReqsHfk2GnOnPfm5ctXHDtxNtgag8EQ6rA3asJcFixZy8hB3UibOvl7a+/df0iLH/oEXq0b2gOjMehkMQaDgTo1yrNx827+OX6Gyz7XOXX2Eua3ZhFNnjSR9Xs3Vxf8A0wAeF+5RtZ/Q+AbObJl5LeVfwDQrFENfu4/jm1/7qdwwdyUL12YjOlTf9QxZ0zhip0xaGAW+ZIZ7JwidH9pkrhgMdlF6D5F5P30OSAiXxKT2RKmF4FCFfZGjpuNcwwnOrdrTIpkibGzD7vH9Q0aMY2lKzcwtF9nvi5Z6L21d3zv07TNzwDMnToYL89YwdaZzWZatOvNk6fPKV+mCMWL5MPfP4AO3Qfb1Dk4vHU6LIGXUZ0cgz76wWwyY/o3LFYqV5yv8mRn+8797NxzgI49htKsUU06tG4YomMGsDMaFPZE3hbMiIHwZDQYQD+HIlGLPgdEREItVGHv2o3bdG7XmLo1K4RpZybPWMxvKzcyYmA3ypZ6f9B78fIV33foi9FoYPbkwcSN4/nO2kuXr3Ho6Cl2b/rVGggXL18PBA7x/JAUyRNz6MhJm2X/nDhLymSJARg3eT5lSxehTo3y1KlRnhnzlrF2/faPCnsiIiIiIiJhKVSX5FIkS/zOWTJD69Lla0ydvYRm39UkV/ZM3L330Pr1xt17D3n16jUAM+b8xrXrtxjUt6N13d17D3n6LOhlz5hurhiNRjZu3sXNW75s2raXSdMXAYEPiP+QujUrcPbCZcZOns8VnxusXreNJcvXU69W4AQs3j7XGTRiKucuXObiJR927z1MhnSpPvmciIiIiIiIhFaoruy1+74BvQeMI3PG1BTKnyvY++Q+1vZd+zGZzEybvZRps5farDt14HcAildoxMA+HahWqTRbduzj1Ws/6jWxfdZflYolGfxvAHwjQfw49O7emqmzljBm8nxSJk9Mj84t6fnLGM6c837vVUGARAniMXlUH0ZOmM3chatImCAu3X5sRrXKpQHo070NA4ZPoXGrHgSYzBQrlIeeXVp+6ikREREREREJNYP/o3MfPb9nm079OXPuEvfuP8LJ0YFYsWJib2d7M7PBYOCPVTPCrKMAq37fipOTIxW+Lhqm7UYmk9nCSe9nZEnlpnv2RN5mdMI+ZnIW1yzF3TMnwm03cTNmpd7ybQQ89QHz63Dbj4iEgj4HROQLEtbZIFRX9l68fEXyZIlJ/u89axHBbDazet1WRg3uHmH7FBERERER+VyFKuzNnTL4w0VhzGg0MnPSQBzsQ9VlERERERGRL8onJaeAABMnT1/g1p275M2VBecYTgSYzMRy/7gHioeUgp6IyOfBYrFgCKcp88Oz7U8RVfslIiJfrlDPrLJp6x5Kf9OUhi270633SC56X+XwP6cpVakxsxesDMs+iohIOOrZbwyZ81V+51fRciF/jMztO/do3bEfN2/5hnk/nzx9Ro++ozl89NQntdO8XW8KlK6Hn/+7Z2OuWq8djVr+BEDmfJWtMzi/y8VLPnzbvNsn9etdevYbQ5kqzcKlbRERid5Cdals7/4jdO09gpzZMtLk22qMGDcbgMSJ4pM2TQrGTJpH3DieVC5fIkw7KyIi4SNObE/GD+8Z7DoHh5D/V/HXwX/YtfcQdA2rnv3f2fOXWbtxB9W+KfNJ7VSrXJq/DvzD7r2HKFW8QJD1p89e5MIlH+vMzotmjSB+vDjvbXPTtr38c+LsJ/VLREQkrIUq7E2ZtYTMGdMyZ8pgnjx5Zg17qVMmZcH0YTRp3ZMFi9cq7ImIfCYcHR3InjVDZHcjQpQuXgB3dzfW/bEz2LC3Zv123Fxd+LpUQYAv5ryIiEj0E6phnGfPeVPh66LBPl/P3t6OimWLcfnqjU/unIiIRC1Xr9+ibecBFCxdn9xFalC/aZfAK3nAqnVb6dV/HABfV21Oz35jAHj16jVjJs2jfI2W5ChUjXwlatO8XW/OnPe2ttuz3xiate3Fqt+3UqHG9+QoVI3qDdqz+6/DABw4fIImrQOvPDZp3ZPGrXpYt92+cz+1G3UkZ+HqFC3XkCGjpvPi5at3HoOTkyMVyxZj596DPHv2wmadf0AAGzbvosLXRXGOEQOwHcZ54PAJMuerzG8rN1L6m6bkK1GbBs27MXnmYpvaGzfvkDlfZVat22rT/ttDMk0mEzPnLadK3bbkKlKDPEVr0qBZV/4+dDyk/yQiIiLvFKqw5+BgT0BAwDvXP3r8FHt7u3euFxGRqCcgwBTsl8US+DhWs9lM2079efnyFUP7dWLCyF54xIpJuy4D8Ll2k2KF8vJ90zoAjBvWk1bN6gLQ45cxrPp9Ky2+q8WMCf3p1qEZF72v0q33SGvbAKfOXGT2rytp930DJoz4GXs7O37sNpjHT56RKX1qenVrBUCvbq3o1a01AOv++JMfug4iZYokjB/xM21b1Gftxh380GWgTdtvq165NK9f+7Flxz6b5bv3HebBw8fUqPL1e8/V5JlL6NqhGb26tmLEgC7U+Hdo6aJZIz647X+NmTSPqbOWULtaOaaN+4Vferbj8ZOndPxpKC9fvTuwioiIhESohnHmzZWVlWu3UL9WpSDr7t57wJIVG8idI/Mnd05ERCLGzVu+ZC9YNdh1Xdo3ocm31bn/4DHeV67zfdM6FC2UB4CsmdMxecZi/P388fKMRdIkCQDImD4ViRPFx8/fn+cvXtKzc0vKlSkCBP4f8uz5S0aMm8W9+4+IG8cTgKfPnvPb/DEkS5IQAOcYMfiuVQ/+PnSMr0sWInXKZACkTpmMNKmSYbFYGDNxHoUL5GJY/87W/iZPmohm7Xqxa+8hihXOG+wxZcqQhgzpUrHujz+pVrm0dfma9dtIlyYFWTKlfe/5qlujAmVLFbK+fnNP35shnzdu3nnv9m/43n1AhzaNaFCnsnWZk5MjP3YfwvkLVzSEVEREPkmowl771g35tnk3qtX/gSKF8mAwGNi+cz879xxk9fpt+L32o23L+mHdVxERCSdx43gxcWSvYNcliB8YZOLE9iB1yqT8Mngie/cfpVD+nBQpmIfuHZu/s11HBwemj+8HwB3f+1y5egOfqzfYuecgAP7/mRHTyzOWNegBxP93vy9fvg627cs+17nte48WjWsREGCyLs+TKwturi7sO/DPO8MeBF7dGzpmJr537xMvbmwePX7Kzj0H6dK+yTu3eSNDupQfrAmJ4QO6APDg4WMu+1zn6rVb/Ln7AMB7ZwsVEREJiVCFvTSpkrFgxjAGjZjKwqW/A7Bo2XoAMmdMw89dvidjulRh10sREQlXDg72H7yaZTAYmDlxAFNnL2Xrjr9Yu2E79vb2lC6enz4/tX3nM1b3/HWEYWNm4H3lOq6uzqRPkxIXl8D74f471DJGDCeb7Yz/PrPObDEH2+6jx08BGDB8CgOGTwmy/u7d++89norlijNywhw2bN5N4wZV2bhlFwaDgUrlPjy5mIuL8wdrQuLk6QsMGD6Fk6cv4BzDidSpkpEwQVwA3jMKVUREJERCFfaatP6Z75vUZu7UITx6/JRrN25hNplJlDA+ceN4smP3Ab6p04a1SyeHdX9FRCQSxYsbmz7d29C7W2vOXrjM5m17mTV/OR4e7vT+9z66/7p6/Rbtuw2iZLH8TBrdh6SJE2AwGFi8fD17/jrySX1xd3MFAoeZ5s2VNej6d4TPNzxixaRUsfxs2LSTxg2qsnbDDkoVL4BHrJif1C/A+nB1s8k2qP534phnz17wfYe+pEuTkjVLJpEqRRKMRiO79h5iy3bbewlFRERCI0QTtLx89Yqbt32tXwePnODS5avcvO3Li5cvie3lQdy4XvgH+HPj5h127zsU4vsVRETk8/DP8bMULdeQE6fPYzAYyJguFR1aNyRt6hTc+vch6nZvzdJ8+sxFXr/2o3mjmiRLktAagnbvC5xl0/wRl6/ebjtliiTE9vLg+s07ZMmU1voVP15sxkyax5lz3u9o6f+qVS7NqbMXOXjkBMdPnrNOtPKxjHa2fXN1dQECh66+4R8QwIlT562vvX2u8+jxUxrWrUyaVMmsM1xbz405+CuaIiIiIRWiK3svX76mxrcdrFNUGwwGho6ZydAxM4Ott1gsFMiXI8w6KSIi4cvPz59j73koeLq0KciYPhUxnBzp0Xc0bVrUJ05sT/468A9nz3vzbd3ACUZixgy8mrZlx18ULZSbjBlSY29nx+iJc2ncoCp+fv6sWrfV+riGl+95RMLbYsYMvJK3a+9B3GO6kSFdStq3+pZ+QydjZzRSvEg+nj59ztTZS7nte4/MGVJ/sM0C+XKQMEFcfhk8iSSJ4pM/b/YQ9+e/3lxlXL9pJ9mzpCdJ4gTkyJaRhb/9TrKkCYkVKya/LlnL69d+ODsHDmFNmTwxbq4uTJvzG3Z2dtjb27F5+z5Wrt0CwMtXwd+rKCIiElIhCntenrEY3r8zJ05dwGKxMGXWEkoVz0/6NEFvUDcajXh5ulP+66Jh3lkREQkf9+4/pH6zru9cv/zXcWRMl4oZEwYwetJcho6ewZOnz0ieNBF9e7SlWqXAGS3z5c5KgXw5GDt5Hn8fOsaUMX0ZPrArk2csol2XgcRydyNblvTMnTKYxq17cvifU6RLkyJEfUyTKhkVvi7KomXr2b3vMGuWTKJm1bK4ubowe8FKlq3ehItzDHJmz8Sw/p1JkjjBB9s0Go1UrVSKKTOX0O77BtYrjx+rTMmCrN24g579xlKjShn6dG/D4D4/MmjkNPoOmoCrqws1vilDruyZWL5mMwAx3VyZMLIXI8fPplOPobi6upAhXSrmTRtCqx9/4fDRU5Qoki9U/REREQEw+D8699G3gP/cfyx1qpcnW5b04dGnL4rJbOGk9zOypHLDzhi6XzJEoi2jE/Yxk7O4ZinunjkRbruJmzEr9ZZvI+CpD5h1NUUkStHngIh8QcI6G4RqgpZBfX785B2LiIiIiIhI+AnRBC0i8mkmTV9E5nyVP1z4H38fOk7Fmq3IUaga33foG6Jtbty8Q+Z8lVm1but76zLnq8yk6Ys+qj+h2UZEREREIk+oruyJSPgbNX4OJrOZKWP6EtvLI0zbXjRrBPHjxQnTNkXCjcEeDHbhvx+LCSwB4b8fERGRCKKwJxJFPXr8hNw5s4TLzLbZs2YI8zZFwoXBHqNrMox24f/fldkUgPn5VQU+ERGJNhT2RCLYqnVb6TtoAr/OGM7Q0TM4c96b2F4eNKhdiSbfVufGzTt8XbU5ADdubWfthu3MmTKYfLmzcvL0BcZP/ZWTpy8QYAogT84sdGr7HWlSJ/+oPmTOV5k2zevRtmV9Dhw+QZPWPZk1cSCzFiznyD+ncXV1oUrFUvzYpiF2dsFfUZk4fSHTZv/GgF7tqVqp1CefF5FgGeww2tmzqVtrHnif/3B9KHmlSkfZ4VMwG+wU9kREJNpQ2BOJBGazhU49h/Fd/aq0b92QlWu3MHL8HNKmTkG+3FlZNGsE7bsNJlOG1LRqWofUKZPx96HjtGzfl3y5szKwTwf8Xvsxfe4yGjTvxuI5I0mVIukn9albn5HUq1WRZo1qsnPPQWYvWEHSxPGpXb18kNo5v65k6qyl9P/5BwU9iRAPvM+H60yMIiIi0ZHCnkgksFgstG5WlxpVvgYgV/ZMbP3zL3buOUjhArnInjUDjo4OeHq4W4dcjpk0j+RJEzJ1bF/r1baC+XNSrlpLJk5byOghP31Sn2pWLUvrZnUByJ83O9t37ufPPQeDhL2lKzYyasJc+vZoS/VvynzSPkVEREQk/CjsiUSS/9439ybYvXz1KtjaFy9fcfL0Bdo0r2czrNI9phvFi+Rl977Dn9yfHG/dxxc/XhxevrR91tSfew5w5pw3uXNkolbVsp+8TxEREREJP3r0gkgkcY7hZPPaaDRiNpuDrX369DkWi4U4sT2CrIsT25MnT59/cn9iBOmPAYvFtj+nz16iaMHcHDp6ih27D3zyPkVEREQk/CjsiXwGYsZ0xWAwcO/+oyDr7t57iKeHe4T0o3a1ckwa3YccWTMwcNgUnj9/ESH7FREREZGPp7An8hlwcY5B5oxp+GPrbkwmk3X502fP2bnnILmyZ4yQfsSJ7YnBYKDPT224d/8hoyfNi5D9ioiIiMjH0z17Ip+Jjm2+o2WHPrT6sR/1alXE3z+AmfOW4efvT+vm9Wxq9+0/ytNghnaWK12YeHFjf3Jf0qdNScN6VZi7cBWVyhUnZ7aICZsiIiIiEnIKeyKfifz5sjNz4kAmTltI15+H4+joQO6cWRjSt2OQ5+xt2LyLDZt3BWkjc8Y0YRL2ANq2rMembXvoM2gCK34dh6ODQ5i0KyIiIiJhw+D/6JwlsjvxJTOZLZz0fkaWVG7YGQ2R3R2RqMXohH3M5CyuWSpcn7EWN2NW6i3fRsBTHzC//vAGEnH0HhC9B0TkCxLW2UD37ImIiIiIiERDCnsiIiIiIiLRkO7ZE4nKDPZgsPtw3aeymMASEP77EREREZEIo7AnElUZ7DG6JsNoF/4/pmZTAObnVxX4RERERKIRhT2RqMpgh9HOnk3dWvPA+3y47cYrVTrKDp+C2WCnsCciIiISjXx2Yc/Pz59ajX7k566tyJc76zvrzl+8Qv9hkzl99hLJkiSkR+eWfJUnWwT2VCRsPPA+H64z0ImIiIhI9PRZTdDy+rUfXXuN4KL31ffWPX32nObtepM6ZTJWLZpA6RIF6NBtMPcfPIqYjoqIiIiIiESyzybsXfS+Sr2mXbh6/dYHa9es34aLizN9urcmedJEtGvZgGRJE3LqzMUI6KmIiIiIiEjk+2zC3qEjJ8mXOyuLZo/4YO3BwycpWfQr7Oz+P4vhb/PGULRQnmDrL3pfpcUPfchbvDY5C1enYYvuXLp8DYADh09QpkozlizfQImK35GnaE1+6jsKPz9/6/Z/7j5AzYYdyFWkBpXrtGHLjn2feLQiIiIiIiKf5rO5Z69uzQohrr124zZZMqel7+CJ7Nj1N4kTxadrh6bkyp4pSK3ZbKZd5wEUyJeD3t1b8+zZcwYOn8roiXOZNKo3AL53H7B5+16mjeuH790HdOg2iNw5s1Craln2HzxGh+5D6PxDY4oWzMOfew7SpedwFs0eSeaMaULcZ5PZEuJa+TIYDBH7njBbLFii2PtQ50D0HhC9B0TkSxLWmeCzCXsf48XLV8yat4Jv61Zm2rhf2LB5Ny1/6MPvy6aQMH5cm9pXr/2oXb08dWtWwMU5BgBVK5Vi9oKV1pqAgAB6dm5JmtTJSZcmBYUL5Obk6QvUqlqWxcvW83XJgjSqVwWAxskTc/L0eeYsXMXIgV1D3OczV56HwZFLdOLsbCJT0L9PhJuL11/w8uXLiNthCOgciN4DoveAiEjoRcuwZ29nJEP6VLRr2QCAjOlTs+/vo/y+YQctm9S2qXVxjkGdGuVZu347p85cxNvnOmfOXSK2l4dNXbJkiazfu7o6ExAQOEW995Vr1K5e3qY2R7YMrFy79aP6nDGFK3ZGw0dtI9Gbwc4pQveXJokLFlMEPMD9I+gciN4DoveAiHxJTGZLmF4EipZhL04cL1IlT2KzLEWyRNy+cy9I7fMXL6nbuBMesdwpUfQrKpQtiveV68xduMqmztHBwea1xRJ4idXR0TFImyaTGbPZ/FF9tjMaFPbEliFi3w9GgwGi2ntQ50D0HhC9B0REQi1ahr3sWdJz6MhJm2XeV65TsWyxILUHD5/A9+4DVi2aiL194F/y9u4/ag1zH5IyeWKOnTxHw/8sO3biLCmSJw51/0VERERERD7VZzMb54fcvfeQV69eA1CnennOXbzCpOmL8Ll2kwnTfuX6zTtULl8iyHYesdx58fIV23bu58bNOyxfvYnFy9bZzLb5Po3qVWHLtr0sWLIWn6s3mbdoNVv//Iu6NUI+oYyIiIiIiEhYizZhr3iFRmzcuhuARAnjMX18P/7cc4Cq9drx5+6DTBndh/jxYgfZLke2DLRuVpeBw6dQrcEPrF6/jV7dWvPg4WPu+N7/4H6zZUnPkH6dWLpiA1XqtWX1um2MGtyd/Hmzh/kxioiIiIiIhNRnOYzz1IHfgywb2LsDTv+5fy5X9kwsmz82RO21aVGPNi3q2SyrVrk0APHjxQ6yv8F9O9q8rvB1USp8XTRE+xIREREREYkI0eLKntlsZvW6reTLnTWyuyIiIiIiIhIlfJZX9t5mNBqZOWkgDvbR4nBEREREREQ+WbS4sgco6ImIiIiIiPxHtAl7IiIiIiIi8n8KeyIiIiIiItGQwp6IiIiIiEg0pLAnIiIiIiISDSnsiYiIiIiIREOawlJERERERKKFnv3GsGb99vfW5M2VhblThwBwxecG85esYd/+o/jee4Cnhzs5s2eixXc1SZ82pXWbSdMXMXnm4ve2e2T3CpycHN+5PnO+ykGW2dkZienmSqYMqfmhVUMyZ0z7zu3LVGlG3lxZGNy343v78V8KeyIiIiIiEi20alaXOtXLW19Pnb2U02cvMX54T+syV1cXALbs2EePvqNJkzo53zetQ+JE8bnje48Fi9dSr2kXJo7sRcGvctq0v2jWiHfu29HR4YP9q/FNGWpU+dr62s/fn4veV5k+5zdatOvN2t+mAB9uJ6QU9kREREREJFpIliQhyZIktL729HDH0dGB7Fkz2NRdvX6LHr+MoVCBXIwe3B07OzvrutIlCvBt8+707DeWzatn2oS4t9v5WPHjxQnSRt5cWUmSOAGtOvzC1h1/kSVX0U/ax38p7ImIiIiIyBdl4W/r8Pfz5+cu39sEPQDnGDHo2r4pfx86xuMnz4gbxzPc++Pu5gqAwRC27SrsiYiIiIjIF2XvX4fJmCE18eLGDnZ9/nzZyZ8ve5DlAQGmYOuNRgNG44fnvjRbzDZtvPbz4/zFKwwaMZWYbq4UL/IVd5+F8CBCQGFPRERERES+KLfv3KN4ulQfvV32glWDXV6vVkV6dW31we2nzlrK1FlLbZY5OjqQO0dmBvTuQPx4sbn7LOzSnsKeiIiIiIh8Uezs7DCZzB+93dK5o4Nd7uUVCwCLxRKkXTs7I4Z/x2fWrFqWWlXLYsHC2fOXGT1hDrlyZGb4gC64ujhjMls+uk/vo7AnIiIiIiJflEQJ43Hztu871/sHBPD48VPixLa9Xy9Lpnc/GgHg4JGTNGnd02bZnCmDyZc7KwDx4nhZ28iaKR1JEyegebvedO45jClj+obmUN5LD1UXEREREZEvSqH8OTlz7hJ37z0Mdv2uPQcpVr4RW3f89VHtZs6QmqVzR9t8Zc6Q+p31+fNmp27NCuzed5hlqzdZly9fvYnV67bZ1JpNZmI4OX1UfxT2RERERETki1KvZkUc7O0ZOno6JpPtpCsvXr5i4vRFeHq4U6Rg7o9q19XVhSyZ0tp8vXmu37t0aN2Q2F4ejJs8n8ePnwKwYdNOm/D3+rUfDx49Jn684CeUeRcN4xQRERERkS9K4kTx6d29DX0GjafR9z2oXa0cCRPE5eq1m8xbvIbrN24zfXw/nJwcbbY7duLsO9tMkTwJsdzdProvMd1c+bFNI3oPHM/E6QupUuNbShbPz/AxM5k5bzlZMqVl+epNmM0WSpco+FFtK+yJiIiIiMgXp2qlUiRPlogFi9cwfuoCHjx8TJzYnuTKnomxQ3uQOmXSINvUb9b1ne2NH96TUsULhKov1SqX5rdVf7B89R/kyFOEujUq8uTJU5au3MjkmYtJlSIJE0b8HGyf3kdhT0REREREoqXBfTu+d33ObBnJmS3jB9tp27I+bVvW/6S+nDrw+zvXGQwGlswZhcls4aT3M+zt7fjh+2/54ftvP2mfumdPREREREQkGlLYExERERERiYY0jFNERERERATAYA8Gu/Dfj8UEloBw343CnoiIiIiIiMEeg2ty7OzCP+yZTCYsz33CPfAp7ImIiIiIiBjssLOzo9vw37h09W647SZ1srgM71abAIOdwp6IiIiIiEhEuXT1Lmcu3YzsboQJTdAiIiIiIiISDSnsiYiIiIiIREMKeyIiIiIiItGQwp6IiIiIiEg0pLAnIiIiIiISDSnsiYiIiIiIREMKeyIiIiIiItGQwp6IiIiIiEg09FmFPT8/f6rUbcuBwydCVH/4n1OUrdo8nHslIhK2evYbQ5kqzd65vkyVZvTsN+aT95M5X2UmTV/0ye2IiIhI1PTZhL3Xr/3o2msEF72vhqj+/MUrdPxpKGaLJZx7JiIiIiIiEvV8FmHvovdV6jXtwtXrt0JU/9vKjTRo3o3YXh7h2zEREREREZEo6rMIe4eOnCRf7qwsmj0iRPW79x1mcN8faVS/ygdr7/je58efhlCgVF1yFKpGzYYdOHLsNAA3bt4hc77KbNmxj3LVWpCzcHXadOzHo8dPrdv/c/ws37boRp6iNfm6SjOWrtgYuoMUEQmF4IZiTpq+iMz5Kltf9+w3hqZtfqb/0MnkK1GbynXaYDKZAHj2/AXd+4wiT7FaFCn7LYNHTuPlq1cRegwiIiISPuwjuwMhUbdmhY+qnzCyFwCr1m39YG33vqNwd3Nl4awRmM0Wxkyax4BhU1i1aIK1ZsacZQwf2BUsFtp1Gci8havo0KYRly5fo2nbn2lUrwoDerXn2IlzDBw+hdheHpQuUeCj+mwya7ip2DIYIvY9YbZYsESx9+GXeg4sFsACr/0C3lEQWPPmc8Nssdh8hrwZvv5mmcUCh4+ewtHRkTFDe/Ly5SswBP6tb+Fvv1OkYB5GDurOFZ/rTJi6gFt37jF2WM/wO8CP8KW+B+T/9B4QkYgSFT5vwjoTfBZhL7xYLBZKFctPmRIFSRA/DgD1alakdcd+NnVtW9YnW+Z0AFQsW4yTZy4AsHz1JjKmS8WPbRoBkDJ5EryvXGP2ghUfHfbOXHn+qYcj0Yyzs4lMmSJufxevv+Dly5cRt8MQ+FLPwaNnAdy87UuuwtXeW3PS+xkAvg/9rN+/eQ1Ylz16FkCAyUTtet/hFjs2bv9ZlyhRYpp/3x6j0YhngvTUeuDHggUL2LjzDEmTJg2nIwy5L/U9IP+n94CIRJTo+HnzRYc9g8FAnRrl2bh5N/8cP8Nln+ucOnsJs9lsU5c8aSLr926uLvgHBA5/8r5yjaz/hsA3cmTLyG8r//jovmRM4Yqd0RCKo5DoymDnFKH7S5PEBYvJLkL3+SFf6jnwcLMnbhwvxo/4Odj17bsOwsPNniyp3ACI5+lo/R5gl6cjgHWZh5s9HrFiUixv8iBtfVO+CNnSuFtfx6lZnAULFvD47mXKF8sYZscUWl/qe0D+T+8BEYkoUeHzxmS2hOlFoC867JnNZlq0682Tp88pX6YIxYvkw98/gA7dB9vUOTi8dZr+HSLl5OgYtE2TGdNbYTEk7IwGhT2xZYjY94PRYICo9h78Qs+BwRD4uZPtrT8mveHgYI/BgPUzw2iw/fww/nve3iwzGMDFxTnYz5i4cbxslseN7QnAs2fPosZn0hf6HpD/0HtARCJKNPy8+aLD3qXL1zh09BS7N/2Kl2csABYvXw8EDvH8kBTJE3PoyEmbZf+cOEvKZInDvrMiIu/w9h+YXnzEkJDH/5lwCuDe/YcAeGk2YxERkc/eZzEb54fcvfeQV69ef/R2Md1cMRqNbNy8i5u3fNm0ba91Vjs/P/8Pbl+3ZgXOXrjM2MnzueJzg9XrtrFk+Xrq1ar40X0REQkNN1cX7vjes1l29NiZEG+/e98hm9cbNu/CYDCQL1fWMOmfiIiIRJ5oEfaKV2jExq27P3q7BPHj0Lt7a2YtWME3ddsyc94yenRuib2dHWfOeX9w+0QJ4jF5VB/2/HWYqvXbMW3OUrr92IxqlUuH5jBERD5ascJ52bhlN7+t3Mj+A8f4qe+oED+TFODk6Qv0GTie/QePMWPeMiZOX0j1b8qQPFmiD28sIiIiUdpnN4zz1IHfgywb2LtDsPfPVatUmmqV3h+8alcrR+1q5WyWVSxb7J37a9uyvs3r/Pmys3zBuA/2W0QkPHT7sRkBAQGMGD8Hezsj5csUpWPb7+gzaMKHNwZaN6/HyTMXaNupP25urjRtWIM2zeuFc69FRCJPz35jWLN++3tr8ubKQqKE8YKtc3aOQZJE8alaqTSNG1QNcbujh/xE2VKFgiwfOnoGC5asDfZ33PAU0vMwd+oQm2Wr1m2lV/9xbF49k8SJ4ltfv83JyZE4Xh4ULZyXjm0a4erqEuw+Dhw+QZPWPZkzZTD5cmtUSVj77MLe28xmM6vXbWXU4O6R3RURkTAxuG/H967fsmaW9fs4sT0ZPeSnIDU1qnz9wfYi+hcLEZGooFWzutSpXt76eurspZw+e4nxw///fFFXVxdmL1hBnNieNsstlsB7m39b9Qcjxs0ihpOjzfOg367/r+TBzOlw6MhJfl0aOZ/FIT0PITVuWE/ixvG0vn7y9Bl7/jrCr0t/5+HDx/pdPZJ89mHPaDQyc9JAHOw/+0MRERERkXCWLElCkiVJaH3t6eGOo6MD2bNmCFL7ruXFiuSlXNUWrFq31Sbsvas+OM9fvKTXgHHEjxub22/dex0RPuY8hETG9KlInCi+zbIiBfNw/8Ej/ti6h/4vXuLq4vxJfZaPFy3u2VPQExEREZGI4mBvj7OzE4ZPmKp/1Pg5xI7tSdXKpcKwZ1FPTDdXDAbDJ50rCT2lJBGRqMxgD4YIeMCzxQSWgPDfj4jIZyYgwGT93mw2c/feA35d+juXfW7wc9dW761/w87OaBN29v19lLUbtrN8wTjWb9oZPh2PYCaz2XrsFiw8efKMnXsOsnr9NkoXL4CLc4xI7uGXSWFPRCSqMthjdE2G0S78P6rNpgDMz68q8ImI/MfNW75kL1g1yPLkSRPRu1tr6tQoH6L6H9s2osV3tQB4+uw5vQeOp933DUiRPPo8m7l89ZZBlsX28qBujQq0+75BJPRIQGFPRCTqMthhtLNnU7fWPPA+H2678UqVjrLDp2A22CnsiYj8R9w4Xkwc2QsInHBk6qylXLtxi8F9O5IjW9B72/5b/1/x48Wxfj909AwSxI9Lo3pVwq/jkWDiqN7Eje2Jf0AAq37fytoN22n3fYMgs95LxFLYExGJ4h54n+fumROR3Q0RkS+Og4M9WTKltb7OmT0jtb/rRKsff2HJnFFBrsy9Xf+2P3cfCHw26tzRmM0WzGYTZosZCBz+aTQaMBo/zyk10qVObp2gJWe2jAQEBNBvyCTcXF2o8HXRSO7dl+vzfDeJiIiIiEQw5xgxGNTnR56/eMnPA8ZhsVg+avvN2/fy+rUfVeq1I3vBqmQvWJWps5YCkL1gVXoNiFrPbr7ic4Oxk+dz7/5D6zKzKTCcOjkFfcb1f/Xs/D3x4noxYNhk6/Z37z1k4vSFXPS+GqS9GB9oT0JHYU9EREREJISyZU5Hrapl+ef4mQ8+lPxtbVvUZ+nc0TZfNauWBWDp3NG0bVE/PLocar73HjBj7jLOX7xiXXbrzl1iODniEcv9vdu6ubnQ7cfmPHn6nDGT5gHg5+fHlJlLOHr8jE17YDvUVcKOhnGKiIiIiHyE9q2+ZePW3YyZNI8yJQqE+OHjiRPFD/Isup17DgK8d/hnZMmaOS3x48VmzKR5mEwmHj56wsLf1lG6REHs7T88U3T5MkVYsnw9a9Zvp06NCmTNlJZMGVIza95yvDzcMZnNTJ65mJzZMxI/XuwIOKIvj67siYiIiIh8BA8Pd374/lvu3X/I5JmLI7s74cY5RgwmjeqNq4sznX8ezrAxMylbqhB9urcOcRs9u3yP0Whg0IipAIwe8hOpUial18Dx9Bk4gWyZ0zFmSI/wOoQvnq7siYiIiMgXa3Dfjh+1/I36tSpSv1bFENe/S9uW9WnbMvKHb76r/xnTp2bu1CHv3K5apdJUq1T6nevTp03J8b/WWF8nTZyAyaP7hL6j8lF0ZU9ERERERCQa0pU9iRLMZjPzFq3mt1V/cMf3PsmTJqJZoxpUKlccgMatAi/vv+8vSyIiIiIi8n8KexIlTJi2kNkLVtLu+/pkzZiOXfsO0b3PKAwGAxXLFqNXt5CPDRcREREJFYM9GD488cgns5jAEhD++wkNnYNoRWFPIt3LV69YsGQtDetWpsV3tQDIny87p89eZOHS36lYthhpUiWL5F6KiIhItGawx+CaHDu78A86JpMJy3OfqBd2dA6iHYU9iXSODg4snDkcL08Pm+UODvY8ffYCCDqM8+Gjx0ycvoidew5y995DXFxikDdnFrp3bG6d0rhxqx4kS5KQZEkTsXj5eh48fEymDGno3rE52TKns+7nwiUfxkycy6F/TgGQP092uv7YjKSJE4T3oYuIiEhUYbDDzs6ObsN/49LVu+G2m9TJ4jK8W20CDHZRL+joHEQ7CnsS6ezs7EifNiUAFouF+w8esWrdVv46cIy+PdoGqbdYLLTu2J/HT57SqV1j4sT25PzFy4yf+iv9hk5m+vh+1trN2/eRKkUSfu7yPWazhZHjZ9Ox+xA2r5mJnZ0dV3xu0KB5V1ImT8LgPh0xmUxMnb2Ub5t3Y+XC8cT28oio0yAiIiJRwKWrdzlz6WZkdyNS6RxEHwp7EqVs2LyLbr1HAlCsUB4q/ztBy3/dvfcA5xgx6NqhKblzZAYgX+6sXL12i2WrN9nUBgQEMH18f9zcAh92+vzFS3r2G8PZ85fJnDENk2cuJoaTE7MmDrTWfJU3O+WqtWDOryvp0r5pOB6tiIiIiEj4UdiTKCVr5nTMmzqEcxevMHHar3zfoW+QGTjjxY3NnCmDsFgs3Lh5B59rN7l85TpHj5/Bz8/fpjZ1qmTWEAcQP15sAF6+fAXA/oPHyJc7KzFiOBEQYALAzdWFXDkyse/vf8LxSEVEREREwpfCnkQpyZIkJFmShOTJlQU3Vxd69hvD4aOngtSt++NPxkyax+0794jlHpOM6VMRw8kpSJ1zDNtlRmPgoyXNFgsAjx8/ZeOW3WzcsjvItl6escLikEREREREIoXCnkS6Bw8fs3vfYQoXyGVzj1ymDKkB8L33wKb+8D+n6PHLGBrUrkSTb6tbr9aNHD+HI8dOf9S+Y8Z0JX++HDSuXzXIOjv7CJh2WEREREQknBgjuwMir16/pme/Maxcu8Vm+d79RwFIlyaFzfJ/jp/FbDbTtmV9a9AzmUz8deAfIPAB7SGVJ1cWLnlfJUO6VGTJlJYsmdKSOWMa5i1azbY//wr9QYmIiIiIRDJd2ZNIlyhBPKpXLsOUWUuwt7cjY7rUHP7nFDPnL6fGN2WCPGMv67+PTRg0YirVKpfh8ZOnLF62gXMXLgOB9+O5uroE2U9wWjerS4NmXWnTqT91a5TH0dGRZav+YNvO/YwZ+lPYHqiIiIiISARS2JMoofdPrUmSOD7LVm3i5m1fEsSPS7uWDWjybbUgtflyZ6VXt1bMW7iaTdv2EtvLg3y5szJuWA/adxvM4X9OU7RQnhDtN33alMyfPpRxUxbw0y+jsVggbapkjB/xMyWLfhXWhykiIiIiEmEU9iRKcHRw4Pumdfi+aZ1g17/288cjVkzr63o1K1KvZsUgdacO/G79/u1ZPCEwKP63BiBThjRMG9cvSK2IiIiIyOdM9+xJlHbF5warft/K+QuXSZYkYWR3R0RERETks6ErexKl7dj9N5OmLyJDulR816BqZHdHREREROSzobAXhTRu1YODR06SI2sGFs4aEWxNl5+Hs3HLbqpULMngvh0pU6UZN2/52tQ4OjoQP14cypYqRJvm9XBycgSgZ78xrFm//Z37j+3lwa4/FoTdAYWBJg1r06RRvfDfkcUEloDw34+IiIiISARR2ItijEYjx06e4/adeySIH8dm3YuXr/hz94Eg2xQtlIdW/7nX7bWfPwcOH2fqrKXcuOXLyIFdrevixPZk/PCewe7bwSGKvR0M9hhdk2G0C/9+mU0BmP/X3n3H13T/cRx/3SQyJIgMIxER1N7rR1GjVo3aau+91ao9a2+K0qKoFkWNopRSe9femxgJYoeM+/tDc+s2kyRXxPv5eOTxyD3nfO/5fr73e/LN557vOefpNSV8IiIiIpJoJLD/7iV71oxcvHSN37fspNl/HvS9bcd+HBzsSZ7cyWx5Sufk5M2dzWxZkYK5uXPnHqvW/UHf7q1wd3MBXp31+++2CZbBGitrG37v04H7l87F225cMmah4rhZhBqsleyJiMh7K7oZPACFC+TCI22qCLdzcLAnnUdqalQtR/PXLp2I7cygm753qFCjtdkyg8GAvb0dPt6eNKhThVqflzdbf/WaL5XrtMM5RTL+/O0HbG2TRBmXiERMyV4Ck9TBnk+KF2bTll3hkr2Nm3dQvuzH7Nh9KEbvlTN7Zlau3cyt236mZO99dP/SOfxOH3/X1RAREUnQ2reqzxe1PjO9nj1vKafOXDSb0ePomJR5i1aEm+ljNIL/vQcsW7WR8VO/x97Olvp1KpvWx8XMoHYtv6DUP49GMhrh6bNnrFi9iUEjpxEcHEy91+q+cu1mMvp4ce2aL5u27qJqpdIx2oeImFOylwBVKl+Snv3Hmk3lfPLkGTv2HOK76SNinOxdvnYTAK90acyWBweHRLi9tbUVBoMhFjUXERGRdyV9urRmd65O6Zw80hk9kS0vVbIwlWq0YdW6P8ySvbiYGeSVLk249yhWJB9nznVg4U+rTcleSEgIa9ZvpW6NSvx9/AxLV2xQsifylpTsJUClihfCwcHebCrnH9v24JIyBQXy5Qi3vdFonsDdfxDAX7sOsmzlBj4rX5KUzilM63xv3SXvxzUi3G+vri1o0bhWnMYiIiIi748kNjY4ONhZ7MtfKysrsmfNyJ+v3ZNg194j3PW7T6kShfFKl4avhkziwqVrZM6Y3iJ1EklMlOwlQPb2dpQuYT6Vc8Pmv/isfMkI//iuWb+VNevN59LbWFtTrkwxBvbpYLbc3c2FGRMGRrjf/94QRkRERBKv178oDg0Nxc//PouXruXy1ZsM6N0+yu1fF9uZQZev3sTL899ZSCvXbiZzxvTkzJ6ZjD7pcBznwLKVG+jfq91b70PkQ6VkL4H6rHxJuvYZxe07/tjb2bJ3/1G6tm8S4balShSmY+tXjycIu+DZM20q7O3twm2bJIkNuXJ8FK91FxERkYQtspk+3l4eDOrTgS9qfxaj7SHmM4OMoUZTwhgaGsodv3v8uHQtZ89fZnDfjgAEBDxi2479dO/YFAAHe3sqlSvJ2g1/0qNzMxzs7d8gShFJcMney5dBjJ3yHet/306SJEmo9Xl5unVo8sFdS1aiWEEckzqwaesuHBzs8fRITc7smSPc1jlFMiVwIiIiEmOvz/R59PgJs79fyvWbtxg1pAf58oS/Ni8mM4OMRiMhIaFm62xsrE2/Dxo5jUEjp5mtT+bkSLuWX1C3ZkUA1m7cRkhIKKVKFObR4ycAlC9TjBWrN7Fx805qViv3lhGLfJgSXLI3euIc9h08xrfThvPs6XN6DRyHRxp3szs0fQhsbZNQtlRRNm3dhb2dHZUrfvKuqyQiIiKJxH9n+uTPm516zb6kffeh/Dx/Ihm8PaPcPiK//raFgcOnmi3b9Ot3pt87tm5AqRKFAbCyMuDk5Eg6j9RYWVmZtlm19g9CQ0OpWtf8MhSApSs3KNkTeUMJKtkLePiYlWs28903I8iTMwsAzRrV4NjJcx9csgevpnJ2/HI4VlYG+vdqGyfv+fJlEEePn4l0fZaPMmiKhIiIyAfGwd6erwd3p1Gr3gwYMZXFc8e+8ayqMiWKsHTBJLNl7u4u+PndB8DDI1WUCeOpMxc4e/4ynds1omC+nGbrtmzbw+Klazl97hLZs2R8o3qJfMgSVLJ3+OgpnJySUrhAbtOyNs3qRrp9/2GTcXVJie+tO2zbsR8Pj9SMG96TTVt389Py30ia1J6+3VtTsVwJAG7d8WPkuNns3f83Li7O1KxajnYt62FtbU1QcDAjxs5iy7Y9vHgZxP8K5WFw346kTuUKwB9/7mHq7EX4+t4hcyZvenVtYarnmXOXGTF2JmfOXSJ5cifq1qxkuoYupkJCjRiN//4OUKRwXpIlcyRtane806czLcf46g6cIaFG89+jEfYMnYateke6zbKFU8iWQP6IGgzRxxSXQo1GjDFoR0v50OMHtcGHHj+oDUR9IDaMRiCC/xEiW54z+0fUrl6B5as2smrdFqpX+TTK7f8rWfJkZE+eLNzysHLG0KjfY8WazdjZ2dKoXjUcHZOarfP0SM2S5b+xdMUGBv1zfV9cU19TGySE+GPyP/2bSFDJ3o2bt/FMm5rVv21l7oJlBAUFU6NaOdq1qGd2iv91i35ezVc92tC1QxMGDp9Ky44DKF+2OEvmjWfx0rUMHfMN5ct+jMFgoFufUWT7yIdfFk/Fz/8Bw0Z/g8HKQIdW9VmybB0HD59g7vTh2NvbMXzsLMZOnsuk0V9x5txl+g+fzOC+HcmdMws7dh+kfbehrFwyHW8vD/oNnUSBfDkYO7wnl6/dpEff0eTK/hGf/PPg0Jg4feUpX/Z+9bDSE5eemJbPnj0n3LIJk6aYlr3+e3TqN25N/cato9wmOIbvZQkODiHkCP+kiXhz4cYznj9/brkdRuNDjx/UBh96/KA2EPWB2Ah4EszL4NBw43pkywHKVarJ+k07mDj9Bzwy5MHBwYGAJ8E8C3zJqt+PRLqv9OnTY2cX/sZwAH5+zwC44RcY6f8YQUFBrN2wnbx583H5Tijw3+0cyJ49O2s3bKNS1bo4ODhEHvhbUl9TGyTG+BNUsvfsWSBXr/uybNVGRg7qjt+9+wwb/Q0O9nY0b1QzwjI5s2U2PfSzSsVSjJk8l/4922Jvb0ejetVYumID9+4HcPHSdW7d9uPn+ROxsrLCxzsdvbq1ZMCwKXRoVR/fW3exs7PFI21qnFMkY9Tg7gQ8fATAgh9XUqd6RdMDPb2/+JwDh0+wdMUG+nRvhe+tu5Qt9T880qYinWcavpsxEk+P1G8Ue/YMjlhbfVg3oYmOwTriQSO+ZE6XFGOIdfQbWsiHHj+oDT70+EFtIOoDseHsZIOtjRW5MjrFaPkrTnTr0JhRE75l+5a19OraEmcnGwICAhgyZEik+1q2cArZMkY8M+im/VMA0rnbR7JP2Lh5B0+fPqVejTKRblO/VjkGjTjJ5bMH4+XyHvU1tUFCiD8k1MjpK0/jbB8JKtmztrHiydNnjB/RC4+0qQBeJWi/rI802Uv32nNZ7OxtcXVxNj1ywN7OFnh1ndrFK9cJePiYImW+MG1vDA0l8MVLAgIeUbdGRdZv+otSnzWlSMFcfFqqGDWqvpq+cOnyDTb+sZNlqzaaygYFBVO8aH4A2jSvy5SZC1m+6ndKFS9MtcplcHdL+WaxWxmU7P2Xhe/AamUwQEL6DD70+EFt8KHHD2oDUR+IhdFDe7zR8jCN6lWlUb2qZttHVyYq6dOl4eT+tVFuU6XiJ1SJ5mZ0taqVo1Z83qBFfU1tkAjjT1DJnruryz9n11KZlvl4e3L7rn+kZaytzad3RjbdMyQkBB9vT6ZHcNtgJydHnJ2Ts2n1d/y18yDbdh5gysyF/Pb7dhbOGUNwSAitmtbm88plzcrZ/zNdoXWzOlQqV4I/tu1l2879tOw4gKH9OlGnRsUYxx4hgw0YLPBthzEEjMHxvx8REREREbGYBJXs5c2dlRcvXnLl6k3TLX8vXr6B52vJ39vy8fbk1h1/XFKmIJmTIwC79x3h13VbGD20B6t/24qtbRI+K1+SiuVKcPT4GRq26s29+wH4eHty0/cO3l4epvebMG0+GdJ7UO2zMkyasYCWTWrTvFENmjeqwbDR37D5z92xS/YMNlg5psfKOv4/otCQYEKfXlPCJyIiIiKSiCSoZM/HOx2lihdiwPApDOrbEf97D/h+4S+0a1kv1u/98f/y45HGnb6DJ9K9Y1MeP37K0FEzKFokH9bW1jx58pRv5y8jZYrkpPNMzbqN20mTyo2Uzslp2qA6Tdt+Ra4cH/FJ8cJs27GfhT/9yrxvvsbOzpbDR09x+44/3Ts15enT5xz8+ySflioauwobrLGytuH3Ph24f+lcrOOPjEvGLFQcN4tQg7WSPRERkQ+dJWYVaUaRiMUkqGQPYOyIXowa/y1N2vbFwd6OBnWr0KhetVi/r7W1NTMmDmLUhG9p0KInSZM6UOHT4vTu2hKABnWrcPvuPb4aOomHjx6TM3tmZkwciLW1NXlzZ2P0sC+ZOXcJE6bNxytdWsaP6E2hArkAmPB1H0aOm80Xzb/E2tqaSp+WoH3LL6KqTozdv3QOv9PH4+S9RERERCJlsMHg6I21dfwmeyEhIRifXlXCJ2IBCS7ZS+bkyOhhXzI6BtuOGmJ+sXDNquWoWfXfC3c9PVKbXRDs5ZmGWZMjvpOUlZUVPbs0p2eX5hGur1zhEypXiPjCYW8vD+ZOHx6DGouIiIgkUAZrrK2t6TNuGRev+cXLLjKld2dcn3oEa0aRiEUkuGRPRERERN6di9f8OH3R911XQ0TiQMS3rhQREREREZH3mpI9ERERERGRREjJnoiIiIiISCKkZE9ERERERCQRUrInIiIiIiKSCCnZExERERERSYT06AUREZFYaN6+HwcOnzBbZmNjg5urM6VLFqFr+yakSO70jmonIiIfMiV7IiIisZQ9a0YG9elgeh0UFMzJMxeYOmsRZ85eYvF34zAYDO+whiIi8iFSsiciIhJLTo5JyZs7m9myQgVy8ex5IDO+/ZFjJ86GWy8iIhLflOyJiIjEk1zZMwPge9uPvLmzsXX7XmZ/v5Tzl66SzMmRz8qXpFvHpiR1sAfgmzlLWLtxG59XLsOin9dgmyQJa5bO5MbN20ycPp+Tpy8QajSSJ2cWurZvbJZA7t53hFnf/cy5C1ewtrameNH8fNmlOWlTuwOwat0fDPl6OovnjmPMpLmcPncJVxdnGtWrSovGtUzvc9P3DjO+/ZE9B47y4MFDkid3okTRAvTt0Rpn5+QAlK/eik9LFeXchSv8ffwMVSuWYvjArgQ8fMyUmT+wdfs+Hj95SrYsGenWvglFi+S1VJOLiMhrdIMWERGReHL56k0AvDzTsG7jNrr0/hqfDOmYNn4Ando0ZM2GP+nSayRGo9FU5tatu/y16yATv+5D3x6tsbayol23IaR0Ts6Usf2YMLI3z58H0rbrEB4/eQrAmvVbadNlMGlSuzF+ZG/69mjN0eNnaNSqN/fuB5jeOzTUyJf9x/JZhU+YNXkIBfLmYMK0+ezccxiA54GBNO/Qn4tXrjOwd3vmTB9O4y+qsX7TX0ydtcgstp+W/0auHB8xffwAan1egRcvXtKy4wC2bt9H1/aNmTq2P6lTudKu2xD2Hjgazy0tIiIR0Zk9ERGRWDIajQQHh5heP3z0mIOHT/DtvKXky52NnNkz063PKEoUK8DY4T1N23l7edCq80D+2nWQUiUKAxAcEkLvbi0pmC8nAEePn+FBwCMa1/+c/HmyA+CTIR3LV/3O06fPcUzqwMTpCyhetADjR/Y2vXf+vNn5/IuOzF+8il5dW5jq2aFVfWpXrwBAgbw5+GPbHrbvPECJYgW4cs2XNKncGDW0B16eaQD4X6E8HDt5jgOHj5vFnDZtKr7s3Nz0evmvv3P2/GV+mjeBPLmyAlDy44I0b9+PSTMWsOyHyXHS1iIiEnNK9kRERGLp4JGT5P24htkyKysrihbOy7D+nbl89Qa37/rTpnlds6SwUIFcODkmZff+v03JHkC2LBlNv2fO5I1LyhR0/HI4lT4tQfGiBfi4aH56dmkOwMXL1/G/94AenZqZ7T99urTky50tXJL2+tRPW9skpHROzvPAQACyZ8nIorljCQ0N5eo1X65e9+Xi5WtcunKdkNfq/aqOPmav9x04iptrSnJky2wWY+mSRZgwbT4PHz3RXUlFRCxMyZ6IiEgs5ciWiSFfdQLAYDBgZ5uEtGnccXRMCsDho6cAGDFuFiPGzQpX3s/vntlrx6QOZr8vnDOGb+ctZeMfO1i2aiP2drZ8Xrks/Xq25eGjxwC4uaYM975urik5deai2TIHezuz11ZWVoSGhppeL/jxV+YuWEbAw8e4ujiTK3tmHOztTVNGw4RdZxgm4OFj/O89CJf0mmL0v69kT0TEwpTsiYiIxJJjUgdy5fgo0vXJnRwB6NW1BYUL5A6/PpokyMc7HWOG9SQkJITjJ8+zZsNWlq7YgFe6tKYzgv73HoQr5+d/n5T/3FQlJtZt3Mb4qd/Ts0sLalb7lJTOKQD4st8Yjp86H2XZZE6OeHt5MG5ErwjXp/NIHeN6iIhI3NANWkREROKZT4Z0uLo4c8P3DrlyfGT6SZ3Klcnf/MDps5ciLfv7ll2UqNAIP/8HWFtbky9PNgb37UjyZI743r6Lj7cnbq4pWb/pL7Ny12/e5u/jZ8mfN0eM63n46CmSJ3OkZZNapkTv6bPnHD562uzsX0QKFcjF7bv+uLikMItx974jzFu0Amsb6xjXQ0RE4obO7ImIiMQza2trurZvzLAxM7G2sqJ0ySI8fvyU2fOWcvuuPzmzZYq0bIG82QkJDaVrn69p3bQ2jo5J2fjHDh4/eUb5Mh9jZWVF905NGTh8Kr0HjufzymV4EPCImXN/IkVyJ5o1rBHjeubOmYWlKzYwbsr3lC5ZhLt+95i/eBX+9x6QPFnUZx9rVivHT8vX0abzYNo0r0vaNO7s2f833y9cQcN6VUlio385REQsTX95RURELKBOjYo4OSZl3qKVLP/1d5I62JM/bw7GDu9Jun/ufBkRdzcX5kwbxrRZixk0cjqBL16QOWN6pozpx/8K5QGgZtVyOCZ14LsFv9Cl99c4OSalRLECdOvYFHe38NfyRaZGlU+56XuHVWv+4OcV60nl7kqp4oWoX6cyQ0fN4OLl62Ty8YqwbFIHe374dgxTvlnIpBkLePzkKZ5pU9GjUzOaN6rxRm0lIiJxQ8meiIhILCyYPTrG21YqX5JK5UtGur5T24Z0atsw3PLcObIwd/rwKN+7QtniVChbPNL1NauWo2bVcuGWb179vel3g8FA57aN6Ny2Ubjt6taoGGGZ17m6ODNiUNco6ykiIpaja/ZEREREREQSISV7IiIiIiIiiZCmcYqIiCR0BhswxPPdLI0hYAyO332IiIhFKdkTERFJyAw2WDmmx8o6fofs0JBgQp9eU8InIpKIKNkTERFJyAzWWFnb8HufDty/dC5eduGSMQsVx80i1GCtZE9EJBFRsiciIvIeuH/pHH6nj7/raoiIyHtEN2gRERERERFJhJTsiYiIiIiIJEJK9kRERERERBIhJXsiIiIiIiKJkJI9ERERERGRREjJnoiIiIiISCKkZE9ERERERCQRUrInIiIiIiKSCCnZExERERERSYSU7ImIiIiIiCRCSvZEREREREQSISV7IiIiIiIiiZCSPRERERERkUTI5l1X4ENnNBoBeBkcirWVwbTcYBWCISQE1yw5sbK1i7f9p8yQmZCQEIKCQzCGhsbbft7Gh94GH3r8oDb40OMHtQFYpg0+9PghYbeBpYS1dVafVNgmsY6Xffikc02w7WyJ+EFtAAm3DRJC/CGhr3KDVzmCIYLSb8YQFHDWGOt3kbf2MjiU01eevutqiIiIiIhIApE9gyO2NrGfhKlk7x0LDQ0lOBSsDGAwxD57FxERERGR95PRaCTUCDZWYGUV+2RP0zjfMSsrK2x15aSIiIiIiMTB1M3XKc0QERERERFJhJTsiYiIiIiIJEJK9kRERERERBIhJXsiIiIiIiKJkJI9ERERERGRREjJnoiIiIiISCKkZE9ERERERCQRUrL3nnjx4iWDRkyjaNn6lPqsKQt+XGVaN3riHHIWqWb28+OydWbly33ekrt+93j5MogJ0+ZRtmpzin1an669v+b2Hf8Y7Qfgxs3btOo0kEKf1KHaFx3ZtfewaV356q3C1SNnkWrM/O6nOGuHly+DqF6/E/sPHTdbfvW6LwVK1o6wTLN2X3Hk2GmMRiPf/fALFaq3okiZerTsOIALl66ZtjMajUyasYASFRpRrFwDJkybT2hoqGl9QMAjuvUdReHS9ahQvRVrN/xpWte8fb8IYx84YmqcxR7VZ3PoyEnqNu1OoU/qUKtRV/bs/ztceUv0AYClKzZQsUZripSpR9uuQ7h+83a8x2/JYyBMZH1uz/6/qV6/EwVL1qZFhwFxFn90dbNkHwgT1XEHcOzEWXIXrc5N3ztvH/Rr3pf4azbsEq4/nr94NfYNEEXd+g+bHOHfoBYdBli8DeJ7LIiqbidPX6Bhy14UKlWXBi17cfT4mXDl42pMCBPw8DGfVGpi1s/jc0yIyWdjiTHx0pXrtOkyiCJlXo2Jc+Yvi7B9Dv19koo1Wsc67tcllOPg6PEzNGrVm0Kl6lKlTnt++fX3COu7buM2mrfvF+/xg2XHw+jiX7X2D6rWbU+hUnWp36Inh4+eskgb7NxzmJoNu1CgZG1qNuzCjt0Hw5W31HGwbuM2KtduR4GStWnUqjfHTp6LszaIKT1U/T0xYdp8Tpw+z7yZI/G95Uf/4ZNJmyYVFT8tzsXL1+neqSk1qpQzbe/k5GD6/ep1Xxzs7Ujl7sqkGQv4Y9texg7vSUrnFEyaPp9ufUfx8/yJGAyGKPdjNBrp0vtrsmTOwNIfJrN1+1669RnFmmUz8UiTiqULJhES8m8H37R1F9NnL6ZGlU/jpA1evHhJn0ETzA5CgFt3/Oj05XBevHgZrszzwEAuXLpG7hxZWLZyIwt+XMXIQd3IkN6TeYtW0L77UNYum4mDvT0/LPmV337fztRx/QkODuGrIRNxdUlBi8a1AOg/fAovXrxkyffjOXbiLIO/no53ek/y5MzClLH9CQoKNu33+MmzfNl/LPVrV46T2CHyPlAof0469RxB2xb1KF/2YzZs+osuvUaybvls0qR2AyzXB3buOczEGfMZN7wXGdJ7MnnmD3Tt/TWrlkyPt/gteQyEiazP+d6+S5feX9O5bUNKFC3ArO9/pmvvr1n54zQMhtg/JDUh9IHo2iBMUHAwQ0bNiPCfv8Qcf0hICFev+/LD7NF4p/c0LU/pnDxe26Bfz7b06NTctJ3vrTs079Cfxl9UNS2zVBvE91gQVT9o1WkgFcuVYOTgbuzYfYjWXQaz+ucZeKRJBcTtmADw8NETOvUcwb37AWZ1jM8xIbrPxhJj4vPAQDp0H0ahArlYumAS12/cZsDwKTg5OdKwbhXT/s5duEKPr8ZgZ2cb67hj0gaWPA78/B/QvvtQvqhdmVFDenDyzAUGjpiKu5sLpUoUNu1v38FjDB01g1w5Por3+C05HkYX/449hxg5bhbDBnQhd84srP5tKx26D2PtspmkcneNtzbIlsWHbn2+pmuHJpQtVZQt2/bSpffX/LZ8Np4eqQHLHQeHjpxk0MhpDB/QhXx5svPzL7/RvttQNq/5HsekDtFEGHd0Zu898Ox5ICvWbKJfz7bkyJaZcmWK0bJxbX5a/uqbmktXrpMjaybc3VKafhzs7U3l9x04yv8K5wXg13Vb6NahCYUL5CZzxvQMG9CFE6fOc+36rWj3s+/gMa7fvM2Qfp3I5ONFm+Z1yZs7G6vW/AGAS8oUpv3b29sy+/uf6d2tJR5pU8W6DS5cukaDlr24duOW2fIt2/ZQr2kPkiRJEmG5Q0dOkTdXVmxsrPn1ty00b1ST0iWLkMHbk0FfdSTg4WOOHD0NwKKf19C5XSMK5svJ/wrl4cvOzVmy/DcArt24xfadBxg+oAsfZfKmdvUKVKtUmp9/ebXeOUUyU+wuKZMzZeZCWjapHWd/3KP6bI4cPY21tRUtm9TCyzMNbVvUw9bWlqMnzprKW6oP7Nh9kI//l9/Uxp3aNOTchSs8CHgYb/GD5Y4BiLrPrVi9iVzZM9O8UU0yZ/Jm5OBu3Lx1hwOHT8Qq/ujawJJ9ILo2CDNv4QocHeNuMHtf4r/he4egoGBy58xi1h9tbKzjtQ2SOTma7W/GnCVU/LQ4n5YuZvE2iM+xIKq6rVm/FecUyRjctwMZM3jRrGENCuTNztIVG0zl42pMgFdnrOo17c6zZ8/D1TO+xoToPhtLjYkHj5zk4aMnDPmqEz7e6fikeCGaNqjOb79vN+1r2coNNGrdB1cX51jF/CZtYMnjYOv2vbi5pqR7x6Z4p/egcoVP+LxyGbM2mDn3J9p3H0o6zzQWiR8sNx5GF//qdVuoXuVTqlYqjbeXB13bN8bNNSXbd4U/yxaXbXDn7j3q1KxEs4Y18PJMQ/NGNXBwsOf4a2fULHUc+N97QPuWX1DtszJ4eaahQ6sGPHz0mIuXr8e6Dd6Ekr33wNnzlwkODiZfnmymZQXy5eDYyXM8efKMO3fvkeG1b5D/a++BoxQtlJfQ0FDGDu9JsSL5wm3z+MnTKPcTGhrKsRNnyZE1E0kd/v2jUSBvDv6OYJrM/MWrcHNNSc1q5cKtexsHD5+gSMHcLJk33mz59l0H6dKuEf16to2w3N7X/qj16tqCqpVKm9YZMIDRyOMnz7jrd4/bd/wplD+XaX2BvDnwvXUXP//7HDtxljSp3UzfCgHkz5eDo8f//WcyzK/rtvDw0RNaNY18etubiuqzcU6RjICHj9n8526MRiNbtu3h6bPnZMnsbdYOlugDKVIk49CRk1y6cp3g4BDWrN+KZ9pUJE/mFG/xW/IYgKj73LETZymYP6fptYO9PTmyZopwKtmbSih9ILo2ALhy9SY//bKePt1axTruMO9L/BcvXydNarc4P5MBUbfB62dQ9+4/yqG/T9KtY1Oz8pbsA2HieiyIqm7Xb94mR7ZMWFv/m1hnyexjdvzF1ZgAsGvvEWpWK8+UsVFPz4vLMSG6z8ZSY2K2jzIybfwAbG3Nk8onT56aft+x+xCjhnSnacPqsY77dQnlOChRrAAjB3ULV/b1Nti9/whzpg2jfJmPYxOymYQyHkYXf8smtWjWsEak62MjqroVyp+Tfl+2AV7NMFmxehNBL4PInTOLaVtLHQcVy5WgXcsvAAgMfMHCn1bj6uJMJh+vWLfBm9A0zveAn/99nFMkx/a1b+pcXZx58eIll65cx2Aw8O38Zezcc4gUyZPRrGENalR9NV3GaDRy8MhJhvTrjJWVVbiDetHPa0jpnJwsH2Vg2479ke4n4OFj/PwfkMrdxay8q4szd+76my17HhjIkmXrGNKvE1ZWcfN9Qv06EU99GT6gC0C4a/jC7Dt41PTHqGC+nGbrVqzeRHBICAXy5uCu3z0AUrn9G1/Yt5G37/rjf+9BuGkHbhHEbjQa+X7hCprU/zxOT9FH1Qcy+njRoG4Venw1BisrAyEhoYwc3A0f73SmOlmqDzSqV429+49SrV5HrK2tcLC3Z+GcMWb/fMV1/JY8BlxSpoiyz/n5PyCVm3k/cXVx5vZ/+klct4El+0B0bWA0Ghk6egYd2zSI02/035f4L12+ThIbGzr2GMaJ0xfw8fakZ9eW5HntH434aIOwugF8t/AXalT5lLSp3U3bWbINwsTHWBBVG7i5pOTs+Stm29++48eDgEem13E1Jri7udC1fWOAKK9JjesxIbo+YKkxMXeOV2euwwQGvuCXX3+ndMkipmXTJwwEYNW6P9423AgllOPA0yO12RfA9+4HsGHTDjq2aWBatnjuOAD2H4z8OInL+C05HkYXf45smc3ee8eeQ1y5dpP/FcoTr20Q1geuXvelWr0OhISE0qNTM7O6WvI4gFdfPLTpOhij0cjY4T0tOoUTdGbvvRAY+CLctwZhry9duYHBYCBjhnTMmjyEOtUrMHT0DP74cw8AZ85fJk1qN1IkD39mZev2vSz4cRXdOzbFNkmSKPfz8mUQgYEvwk0NsbVNwsvXrksA2Lh5J0mT2sfpN1lvI+DhY+7cvUeWzBnCrTt24izjp35Pi8a1cHdLSWDgCwCz+F+P/XngC2yTmH83kiRJEl4GBZkt23/oOHfu+lOnRsU4jSWqz+bFy5fcuHmbjm0a8PP8ibRtUY/RE+dw6cqraQKW7AN+fvd48fIlY4f3ZPF34ylUIBdfDZkU6XVdcRG/JY+Bt6pnkiQExaDsW733O+gD0VmxehNBwSHUTaTHQHQuX73Bo8dPqF29ArOnDCGTT3padRrIrTt+bxX362JSt+s3b7Pv4DEa1qtqtp0l2yBMfIwFUdXtf4XzcPzkWZb/+jvBwSHs3HOYP//aZ7p2Li7HhJiK6zEhNp9NfMUfGhrKgOFTePrsOa2b1X3jmN5UQjwOAgNf0L3vaNxcU1KvVqXYBRiNhDgeRhf/tRu3GDBsClUrlQ6XBL6NmNTNJWUKli6YxMA+7flm7hI2bd0FvJvjIHOm9CxbOJnObRsxYPiUOJnt8yZ0Zu89YGdrG65Thb0uXaIwO35fjHOKZABk/ciHK9d8WbpyPeXKFGPfgaMU/edU9eu2bNtDzwHjaFi3qmkQimo/9vZ22Nol4fnDwHDrHeztzJZt2rqLSuVKxsk1KrGx/9AxihTMHe7GGH8fO0P77kMp8XFBurRrBICt3b8Hb9j0q7DYHeztXrXNf5LaoKAg7COIvcTHBU2fR1yJ6rOZt3AlRqORjq3//Tbt+MlzLP55LYO/6mjRPjBszEzKl/nYNCVi3IhelKvWgq1/7eOz8iXjJX5LHgPRsbVNEr58UBDJkjnGMNLIJZQ+EBU//wdMm72Y778ZGSc3pHnd+xA/wLD+XQgMfIGTU1IABvXNxJFjp1m7/k/atqj3hlGbi0ndNm/dTbYsPmTOmN5sO0u2QZj4GAuiqlsmn/QM69+FURPnMHzMTLJl8aF+ncqmsypxOSbEVFyPCbH5bOIj/uDgEPoPm8z2nQeYO2OE2VmO+JLQjoOnz57TpddIrl73ZdGcsWbXx8WHhDYeRhf/las3adV5IF7p0jKsf+dYRk+M65bMyZHsWTORPWsmLl6+zpJl66hQtvg7OQ7cXFPi5pqS7FkycuzEGZau3EDe3NmwFJ3Zew+kSuVKwMNHBAeHmJb533uAvZ0tyZM7hRtEMvqk487dV6ee90ZwYK/f9Bdf9htL3RqV+Oqfec3R7ieZI6ndXfG/98DsvfzvP8DN9d9O/fJlEAcOHefTUkVjH3gsvT4nO8z+Q8dp3WUQ/yuUh/Eje5umFqX+Z4rm6/GF/e7u5kIqd5fwsd8LwN3VfErjrj2H4yX2qD6b6zdvkfUjH7Pts2XJiO/tu4Bl+8CpMxfImuXfujgmdSC9lwe+t+7GW/yWPAaikzpVBO1z7wHubi6RlIi5hNIHorJr72EeBDyiwT+3vq9evxMA1et3Ys78ZW8XeAzqlVDiB7CxsTYlegAGgwEfb0/u/DMdKDZiUredew5RNoK/QZZsA4i/sSC6utWsVo69W35i67r5LF84BTDg4fHqxjBxOSbEVFyPCbH5bOI6/qDgYHr2H8vWv/Yxa8oQ8ufJHvsAYyAhHQdPnjyjbdchXLh0jXnfjMQ7vUecxhqRhDQeRhf/hYtXadruK9KkcuPbKUPf6Muit20Df//7HDpy0mz7TD5epuncljwOjp86x6kzF8z2ldEnPQGvTS23BCV774FsWXywsbHh6Il/T/sePnqKXDk+4pu5S2jVaaDZ9mfOXcYnQzqCgoM5fvIcBfLmMK3bu/8o/YZMokHdKgzo3S7G+7GysiJPrqycOnvRdFob4PDfp8ibO6vp9bkLVwgKDjG7EPZd2XfgmNkftfMXr9K51whKFivIxFF9SWLz74ntVO6upE3jbvYMmMNHT5E2jTvubi7kzZ0N31t3zZ4/c/jvU+TJ9W/sDwIecv3mbfK/1t5xJarPJpWbS7g7O12+egNPj9QW7wPu7q5cvPRvXV6+DOKm7x3SvTZXPq7jt+QxEJ08ubKa9aHngYGcPnfJrJ+8rYTSB6JSvkwx1i2fxYrFU1mxeCqzpgwBYNaUIdSr9dlbxx5dvRJK/ADNO/Rn5tx/nycXGhrKuQtXyPjP9YOxEV3djEYjJ06fD/dPt6XbAOJvLIiqbgcOn6DXgHFYW1vj7uaC0Whk555DFCn46hqhuBwTYiI+xoTYfDZxHf/QUTPYvf9vvp06lMIFcsdViNFKKMdBaGgo3fqO4sbN2yyYPYrMmbyxhIQyHkYXv5//fdp0HYy3lwdzpg83+xIsPtvgz537GTJqOkaj0bTu1OmLZMzw6qYoljwOVq7ezORvFpotO3XmAhktfIMWJXvvAQd7e6pXLsvwMTM5fuocW7btYcHiVTSu/zmlSxbh4OETzF+8kms3bvHzL+tZs34rLRrV4tiJs3yUOYPpm5Tg4BAGjpxKoQK5aNW0Dn7+D0w/L4OCotwPQOECuUiTyo2BI6Zy4eJV5v6wnOOnzlPr8/Kmup6/dBUvz9Th5lJb2u07/gQFBeH12u2Oh47+hjSp3OjToxUPAh6ZYg9LXL6o/RmTZixg/6Hj7D90nMnf/EDjL17F7uWZhuJFC/DV0EmcPX+ZFas38dum7TR47XlC5y9ew87ONtaJTUSi+mxqV6/Ajt0H+WHJr1y/eZuFP61m557DNKhd2eJ9oE71CsyZv4xtO/Zz+eoNhoyagWNSh3AXK8dl/JY8BqJTq1p5jhw7zdwflnPh4lUGDp+KZ9rUFCkY+3+EEkofiIqjY1K8vTxMP2HPNvNIkyrW09jeh/gBSpcowsKfVrP1r31cvnqDkeNn8+jxU9MNEuKrDQB8b93l6dPnZPIxn7pm6TaA+BsLoqpbhvSebNuxn59/Wc/1m7cZMW4Wjx4/oXqVsnE+JsSoDeJhTHjbzyau49+97wi/rttC724tSZ/Ow1T2/oPYPWYnJhLKcbBizWb2HzrO8AFdSObkZCob8PDxO4vfkuNhdPGPnzqPkJBQRgzsyrNngab1TyN4VElctkG1SmXw83/ApBk/cPWaL0uW/8bajX/Spnkdix8HdWtWZP/BYyz6eQ1Xr/kyY86PHD91nib14/YOtdExBAWcNUa/mbxrzwMDGT5mFpv/3E0yp6S0aFyLpg1edZat2/cy/dsfuXrdF8+0qejaoQnly3zMzLk/YbAy0KFVfQCOHj9Dw1a9I3z/+bNGUaRg7ij3A68exjl45DSOnTxH+nRp+erLNmZ3c/ruh1/Yun0vS+ZNiLe2yFmkmqm+YfYfOk6LDv05uX8t8OpW14eOnGTEoK7Aq2uJSlduGuH7jRzcjZpVyxESEsKEafP5dd0fWFtbU+vz8vTo1Mw0r/ve/QAGfz2dPfv/xt01JV07NKFKxVKm99mweQdjJs1l+4aFEe4ntqLsA3/tY8a3P3Ltxi18vD35snNzihXJZ/E+EBISwrzFK/ll1e8EPHxMvjzZGNing9kf1niJ34LHQJj/9rkwO3YfZMyk77h9x498ebIzrH/nOHvGUkLpA9G1QZibvneoUKM1m379zuxOaIk5fqPRyNwFy1m2aiP37geQJ2cWBvbpwEdx9K1/VHU7duIsDVr24sjOlWZJ1rvoA/E5FkRVt+07DzBh2jxu3fYjT66sDOzTnowZvOJlTAgTWT+PrzEhJp9NfI+Jw0Z/w7JVG8OV9Uibis2rvzdbtmrdH8yc+1O45bGREI6Dtl2HsGvv4XBlCxfIxYLZo82WfTNnCQcOHw+3PD7it9R4GFX882eNotAndQiM4OZsHVs3oFPbhvHaBkePn2HM5O84d/4yHh6p6dGpGWU/+d87OQ627djP1FmLuHrdl8wZ09OvZ1uLTXkOo2RPREREREQkEdI0ThERERERkURIyZ6IiIiIiEgipGRPREREREQkEVKyJyIiIiIikggp2RMREREREUmElOyJiIiIiIgkQkr2REREREREEiEleyIiIiIiIomQkj0REZG30Lx9P8pXb/XG5Y6dPEfOItVo3XkQRqMxRmX6D5tMziLV3nhfIiLyYbN51xUQERF5H7VtUY/nzwPfuNySZWtJ5uTIiEFdMRgMMSpTr+ZnFCuS7433JSIiHzZDUMDZmH2tKCIiIrHy9NlzmrTpS4vGNan2WZl3XR0REUnklOyJiIiIiIgkQprGKSIi8haat+/HzVt32bz6e5q374etrS1NGnzO9FmLOX/pKi7OKaj1eXk6tK6PldWrS+Rv+t6hQo3WdGzdgE5tG5re69KV68z49kf2HTxGcHAI2bNmpEu7xhTMnxN4dc3e6t+2cnL/WlMZ31t3mTZ7ETv3HObps+dkSO9Jw3pVqVujomUbQkREEizdoEVERCQOnL94hZ79x1K4YC769WyLV7o0zPzuJ5au3BBluavXfGnQohf7Dh6jYd2qdOvYlIePntC6yyCOnzoXYZkbN2/zRfMv2frXPurUqEivLi1IkSIZQ0fNYMK0+fERnoiIvId0Zk9ERCQO3PW7z4yJgyhTsggA1SuXpXSVZqzbuJ0GdapEWm7a7EUEBwezbOFkvL08AKhcviSVarVl/qKVTBr9VbgyU2YuJODhY5YumEiObJkBaFC3Cp17jWTBj6uoUaUsmTN5x0OUIiLyPlGyJyIiEgcc7O0oVbyQ6bWdnS0+6T25d+9BpGVCQ0P5a/chShYvZEr0AJydk7No7licUyQPVyYkJITtuw5SvGh+U6IHYGVlRbsW9di+8wB/7tivZE9ERJTsiYiIxIUUKZKZrs0LY2ubhJDQ0EjLBDx8zLNnz80SvTAfRZKsPQh4xLN/rtH7r4w+XsCr6/lERER0zZ6IiEgc+G+iFxMhIa8SwZg+bw8gquewh4a+Wpkkib7LFRERJXsiIiLvTErn5Njb2XL9xq1w6+YvXsm4Kd+HW+6SMjkODvZcvnoj3Lor/yxLk9o97isrIiLvHSV7IiIi74iNjTUf/y8/f+0+xK07fqblDx89Yf7iVdy4eTtcGWtra0oWK8jufX9z6swF03Kj0cj3C1dgMBj45LVrB0VE5MOleR4iIiLvUPdOzWjQsif1m/ekYd0qODkm5ZfVm3j27Dld2zeOsEyPzs3Yd/AYzTv0p1Hdqri5ubBl2x72HTxGs4Y1yJwxvYWjEBGRhEjJnoiIyDuUyceLJd+NZ8qsRcxbtBIrKwO5cmRh1JDukd5RM326tPw0fwLTZy9m6cqNvHjxgow+XowY2JVan5e3cAQiIpJQGYICzkZxqbeIiIiIiIi8j3TNnoiIiIiISCKkZE9ERERERCQRUrInIiIiIiKSCCnZExERERERSYSU7ImIiIiIiCRCSvZEREREREQSISV7IiIiIiIiiZCSPRERERERkURIyZ6IiIiIiEgipGRPREREREQkEVKyJyIiIiIikggp2RMREREREUmE/g/EkbPEflg84gAAAABJRU5ErkJggg==", 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" ] @@ -19,7 +19,7 @@ ], "source": [ "from datetime import datetime\n", - "from os import path\n", + "import math\n", "\n", "import matplotlib.pyplot as plt\n", "from matplotlib import ticker\n", @@ -34,16 +34,13 @@ "\n", "def format_y_axis(y_param: int, _pos: int) -> str:\n", " y_axis = ''\n", - "\n", " anos = y_param / 365\n", "\n", " if anos >= 1:\n", " ano_str = 'anos' if anos >= 2 else 'ano'\n", - "\n", " y_axis = f'{anos:.1f} {ano_str}'.replace('.', ',')\n", " elif y_param > 0:\n", " meses = int(np.mod(y_param, 365) / 30)\n", - "\n", " y_axis = f'{meses} meses'\n", "\n", " return y_axis\n", @@ -57,9 +54,12 @@ " carreira['entrada'] = carreira['entrada'].apply(format_date)\n", " carreira['saida'] = carreira['saida'].apply(format_date)\n", " carreira['dias'] = (carreira['saida'] - carreira['entrada']).dt.days + 1\n", - "\n", " carreira['inicio'] = carreira['entrada'].dt.strftime('%m/%Y')\n", "\n", + " first_entry = carreira['entrada'].min()\n", + " last_exit = carreira['saida'].max()\n", + " total_years = math.ceil((last_exit - first_entry).days / 365)\n", + "\n", " bgcolor = '#fbf0d9'\n", "\n", " fig, ax = plt.subplots(figsize=(10, 5))\n", @@ -68,14 +68,16 @@ "\n", " formatter = ticker.FuncFormatter(format_y_axis)\n", " ax.yaxis.set_major_formatter(formatter)\n", + " ax.tick_params(axis='x', labelsize=10)\n", + " ax.tick_params(axis='y', labelsize=10)\n", "\n", " sns.barplot(data=carreira, x='inicio', y='dias', hue='esfera', palette=sns.color_palette(['#a61c00', '#1c4587']),\n", " ax=ax)\n", "\n", - " plt.title('Carreira', fontsize=14)\n", - " plt.xlabel('Início', fontsize=12)\n", - " plt.ylabel('Tempo', fontsize=12)\n", - " plt.legend(fontsize=11)\n", + " plt.title(f'{total_years} anos de carreira', fontsize=14, weight='bold')\n", + " plt.xlabel('início', fontsize=13)\n", + " plt.ylabel('tempo', fontsize=13)\n", + " plt.legend(fontsize=12)\n", "\n", " for container in ax.containers:\n", " for rect in container:\n", @@ -83,7 +85,7 @@ " x_pos = rect.get_x() + rect.get_width() / 2\n", " y_pos = height + 20\n", " text = carreira.iloc[container.index(rect)]['instituicao']\n", - " ax.annotate(text, xy=(x_pos, y_pos), ha='center', fontsize=11)\n", + " ax.annotate(text, xy=(x_pos, y_pos), ha='center', fontsize=12)\n", "\n", " plt.show()\n", "\n", diff --git a/carreira/carreira.png b/carreira/carreira.png index 36131681b59993463b36f07ac3290150797f4356..f882a10cd0fb0b16db240923dd120b622730665e 100644 GIT binary patch literal 46410 zcmeFZbx_p*`!>3WfGA3-G)POQG%N}dQUX%a4bt7AC?N>a4N9tXcXxxdba%%R%kFvY z$ItV9erM)4=b!VOd1jtDJL9mz?mJ#_-`9QJ*Yys0ttfr}F6mte1ae^Ed7(yK^qi z4>iy`mlkZpzT!nKlFnvZIJhzGe^SY>misQ_;O6$UIb%gA@S^D`jSqe_wPjNN8)(Y5u-4{MrA$F(Q08{POPy zto?7*2LFBCe=Sag|Ie!g?e6Bk-{BKS)BXF&cFd>WLjQhp3WDMM_mlW!-~Mw@^#A{$ z|BqvOjz5Qnj~_XFwUnDK=)Oun2r#un3$&dx$N zZNYIiDZyDwbg>>#<$8Zv???DxUAOI&>lgQd~swX?W`dwN%wj55$ZTvxkH{#Clk7}vpOVWx#$JLXSgNSpG{;1 zybw`pU-^@fP4jGlebO^C6|g5x>qV>Z4i*uQ?SQ;co~_ZGtmmn(9`>e>s_gHH_K}Qc 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