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| { | |
| "cells": [ | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "idoTkAmOjS6p" | |
| }, | |
| "source": [ | |
| "## **Import Library**" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 1, | |
| "metadata": { | |
| "id": "52aQ7PAo431E" | |
| }, | |
| "outputs": [], | |
| "source": [ | |
| "import pandas as pd\n", | |
| "import numpy as np\n", | |
| "import plotly.express as px\n", | |
| "import matplotlib.pyplot as plt\n", | |
| "\n", | |
| "from scipy import stats\n", | |
| "from statsmodels.tsa.arima.model import ARIMA\n", | |
| "from statsmodels.graphics.tsaplots import plot_acf, plot_pacf\n", | |
| "from statsmodels.tsa.stattools import adfuller\n", | |
| "from statsmodels.tsa.arima.model import ARIMA\n", | |
| "from statsmodels.tsa.stattools import adfuller, acf, pacf, arma_order_select_ic\n", | |
| "from statsmodels.stats.diagnostic import acorr_ljungbox\n", | |
| "from scipy.stats import shapiro, kstest\n", | |
| "from sklearn.metrics import mean_squared_error" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "Jf1xLnwGjcrE" | |
| }, | |
| "source": [ | |
| "# **Import dan Plot Data**" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 27, | |
| "metadata": { | |
| "id": "dRMP2rW75b3y" | |
| }, | |
| "outputs": [], | |
| "source": [ | |
| "df = pd.read_csv(\"seattleWeather_1948-2017.csv\",delimiter=\",\")#.iloc[:2000]\n", | |
| "df['DATE']=pd.to_datetime(df['DATE'])" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 53, | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/" | |
| }, | |
| "id": "3xjAk1Ve5xjc", | |
| "outputId": "f0984055-b256-4700-fe6b-741db376db0f" | |
| }, | |
| "outputs": [], | |
| "source": [ | |
| "df2=df[df['DATE'].dt.day==1].copy()\n", | |
| "dfx=pd.Series(df2['TMAX'].values,index=df2['DATE'].values)\n", | |
| "df2=pd.DataFrame({\"TMAX\":dfx,\"DATE\":dfx.index})" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 91, | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/", | |
| "height": 417 | |
| }, | |
| "id": "2mRV7FZy6cHt", | |
| "outputId": "b0adfd9a-528d-4ddf-b2f4-afe140416057" | |
| }, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "application/vnd.plotly.v1+json": { | |
| "config": { | |
| "plotlyServerURL": "https://plot.ly" | |
| }, | |
| "data": [ | |
| { | |
| "hovertemplate": "DATE=%{x}<br>Temperatur (°F)=%{y}<extra></extra>", | |
| "legendgroup": "", | |
| "line": { | |
| "color": "#636efa", | |
| "dash": "solid" | |
| }, | |
| "marker": { | |
| "symbol": "circle" | |
| }, | |
| "mode": "lines", | |
| "name": "", | |
| "orientation": "v", | |
| "showlegend": false, | |
| "type": "scatter", | |
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| "1948-02-01T00:00:00", | |
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| "1948-04-01T00:00:00", | |
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gAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgYoXYgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAo1DQIJh44ylzkQEREAEREAEREAEREAEREAEREAEREAEREAEEhOQYJgQ4bc/T0q4h9I/nk55Zq5OHc334/8qfSf6pAgkJDBdU8rMOlMH89OEvxPuSR8XgdIJdOyQNjPPkDY///ZP6TvRJ0UgIYEZp28y06U98+sfkxPuSR8XgdIJzDxDk0l5nvntT12HpVPUJ5MS6IS5YXNL1vzxV3PSXenzIlAygdlnns78NbnFTPq7peR96IP1TWC+OWeo7xNo46OXYJhwACQYJgSoj9c9AQmGdT+EDXECEgwbYhjr/iQkGNb9EDbECUgwbIhhrPuTkGBY90PYECcgwbAhhjHRSUgwTITPSDBMxs9IMEwIUB+vewISDOt+CBviBCQYNsQw1v1JSDCs+yFsiBOQYNgQw1j3JyHBsO6HsCFOQIJhQwxjopOQYJgInwTDZPiMBMOkAPX5uicgwbDuh7AhTkCCYUMMY92fhATDuh/ChjgBCYYNMYx1fxISDOt+CBviBCQYNsQwJjoJCYaJ8EkwTIZPgmFSfvp8/ROQYFj/Y9gIZyDBsBFGsf7PQYJh/Y9hI5yBBMNGGMX6PwcJhvU/ho1wBhIMG2EUk52DBMNk/FSSnIyfMgwT8tPH65+ABMP6H8NGOAMJho0wivV/DhIM638MG+EMJBg2wijW/zlIMKz/MWyEM5Bg2AijmOwcJBgm4yfBMBk/CYYJ+enj9U9AgmH9j2EjnIEEw0YYxfo/BwmG9T+GjXAGEgwbYRTr/xwkGNb/GDbCGUgwbIRRTHYOEgyT8ZNgmIyfBMOE/PTx+icgwbD+x7ARzkCCYSOMYv2fgwTD+h/DRjgDCYaNMIr1fw4SDOt/DBvhDCQYNsIoJjsHCYbJ+EkwTMZPgmFCfvp4/ROQYFj/Y9gIZ1BMMBzzRMrM0NGYNdfINMKp6hxqmIAEwxoenHZ0aBIM29Fg1/CpSjCs4cFpR4cmwTB6sEc/njLLLZM1nefORm9ch1tIMEw2aBIMk/GTYJiQnz5e/wQkGNb/GDbCGRQSDCdM8MyQ89LGw0n2O625EU5V51DDBCQY1vDgtKNDk2DYjga7hk9VgmEND047OjQJhsUHe9R9KfPqaykzx+zGHPl/jTlPlmCY7AcvwTAZPwmGCfnp4/VPQIJh/Y9hI5xBIcHw1wnGDD2vyVAx7H9qY06EGmH8GuUcJBg2ykjW93lIMKzv8WuUo5dg2CgjWd/nIcGw+Pjd/2DavPiyZzp1MuaYIxpznizBMNlvWIJhMn4SDBPy08frn4AEw/ofw0Y4g0jBECfZXxmGjTDUNX0OEgxrenjazcFJMGw3Q13TJyrBsKaHp90cnATDCMHwIc+8+FLazDJz1hx3dEtDXhcSDJMNqwTDZPwkGCbkp4/XPwEJhvU/ho1wBoUFQw8Zhmn/FE8/pdmkUo1wtjqHWiUgwbBWR6Z9HZcEw/Y13rV6thIMa3Vk2tdxSTAsPt4PPuKZ519Im5lmMuaEY5Rh2L5+HW5nK8HQjVPBrb79eVLCPRT/+MTfjRl1b8osv1zWLNtjWiPSdMozc3XqaL4f/1dFj0E7F4FiBCQY6vqoBQKFBMNffjFm+IUoSUacdnKzaQr+VSECFSEgwbAiWLXTmAQkGMYEps0rQkCCYUWwaqcxCUgwLA7s4UdS5tkXUqYjmgP2OaF0wfC2O9JmEiSJPXatvSxFZRjG/NHkbC7BMBm/imcYUix89fX8RqQSDBMOnj5eFgISDMuCUTtJSKCQYPjTT8acf3GgEvY5sdl0nC7hF+njIlCEgARDXR61QECCYS2Mgo5BgqGugVogIMGw+Cg8MjptnnnO8xfUubBeSvz1l2cGDg6qefbZs8UssnBtdVuWYFjKqE79jATDZPwqLhjec3/avPKqZ2ZH56KjcjoXSTBMOHj6eFkISDAsC0btJCGBQoLh99975qLLKBhmzYnHNpsZZ0z4Rfq4CEgw1DXQSmDiRM989rkxyy9bWy9HEgx1idYCAQmGtTAKOgYJhlGCYQqCYcp4aA7Yr8TmgO++lzK33p7GTDtr9tu7xSy0YG09EyUYJrsPSDBMxq/iguG9EAxfhmDYqVMWnYumTfGVYJhw8PTxshCQYFgWjNpJQgKFBMNx33nmkssDwZBmzjR1VohApQgow7BSZGtzv2edgxKsSZ5Zd+2s2XD92inDkmBYm9dLezsqCYbtbcRr83wlGBYflwdRkkwPQ86TS63Euee+lHn5NYiO2Ms+ezSbRRaprWtBgmGy8ZBgmIxf5QXDByAYvuKZWWc15tgjp00TlmCYcPD08bIQkGBYFozaSUIChQTDb771zGVXstOJZ445ssV0mlWCYULU+ngRAhIM29flMWR42kz4zTNLLZk1u/aWYNi+Rl9nG0VAgmEUIf29GgQkGBanfN8DKfMitAb+P2oN1BzixrDzm8z4X4NP7blbi1ls0dqaa0swjDui024vwTAZv8oLhvd7yDDM37lIgmHCwdPHy0JAgmFZMEbuhKW1t92VMt3wYrrhBpnI7Wtxg5G3pMxPP3lm7z2Q6TdLeY+wkGD45VeeueoalkkYcyRsHeaAvYNCBCpFQIJhpcjW5n6HX5A2v4z3kLlskMFcmvdTJc5MGYaVoKp9xiUgwTAuMW1fKoErMM/75x9jDj3w3ws3EgyLU70b/RJeQ78ExmEHt5jOc8cT+37A+8mFl6V9D8RmPAZ32zljllyitt5TJBiW+ssKPifBMBm/iguG9z3QZF56xZgZ4Lt1Evy3wiHBMOHg6eNlISDBsCwYI3fy0KOeee75NIQ2lNYeVTuZLJEHHtqg/5lNphmHvv22LX7n93JGIcHw8y89c/W1gRHz4Yc0m7nmKue3al8iMC0BCYbt64oY3ppVwbvZIXhRnXee8t7XSqUpwbBUcvpcOQlIMCwnTe2rGIHT+gfN7Y49ChlyOQvSEgyLXzt33p02b7zFYmJj9t+nxSy4QLznWFDJkzYzTG/8Lsm9d2ox3ZeOt49KX90SDJMRlmCYjF/FBcN77kPTk9c8tDqHr8AJ8jBMOFz6eAUISDCsANQ8u3zokbR57gXaE2RRMlB/guGECcacO7zJN1XefZcWs8Ti5Z1MFBIMPxtrzDXXB9972EEZ07lzba16Vufq0bdUi4AEw2qRro3vGTw0bf743fMzmDf9b4tZc43y3tdKPUsJhqWS0+fKSUCCYTlpal+FCExGPs2AgVwY9vwFdS6sh6PRBcMWvBK88JJn/lPi8+fWO9Lm3XdTfsOSPXbNmMUXizdP/uorY664pslPbpr0pzE7bddillmmNp6F9jqQYJjs/iHBMBm/yguG96fQJTllmjp45rSTJk9ztMowTDh4+nhZCEgwLAvGyJ3cBz/Tl+hnionQsXWYYfjBh54ZeUuQ6bdLrxaz9FLlnUwUEgw/+TRlrr8xKLU4aP8WM1+X8n5v5MBpg3ZFQIJhuxpuM3Bw2vz1V5CZsfpqWbP5JrWxmCPBsH1dh7V6thIMa3VkGuu4/vjTM4PODeaXRx3ebGafbdrza3TB8OIrmsx344yf1cfsvrhx861p894H/JRndtoeYl+PePPkL1DJcxUqeWaaKWv++MMz26GKaIUyVxHFPafc7SUYJiMowTAZv4oLhqPgK/AqfAXytTqXYJhw8PTxshCQYFgWjJE7ufveNDxG8jdAivxwDWzw5FMpM+YJvlh7pvcOGdO9e7wVzKhTKCQYfvRxyoy4KRAMD0CpxQIxSy2ivrce/87O0V3mjTchbMFwpQOMiiIEJBi2r8ujH2wW+NtgiuEqK2XMVluU975WKk0JhqWS0+fKSUCCYTlpVn5fGWhNqUB3q6sYDx/ZYfCTZRxxWIuZc472lWF4yWVNZtz3xnTrljU77xhfMLxhZMp8/Ekwwdtmy4xZacV4z7Gxn3uo5KFlkjETJxqz7VYtZsWe8eaYlb7gJBgmIyzBMBm/iguGd45KmTfeDH7Effs0m3ToRi7BMOHg6eNlISDBsCwYI3dy+11p89bb9ZthePNtKfPe+8G9bAeUKyxX5nKFQoLh+x945iasnjL23avFLLxQbU1iIge+zBvYZ8o6a2fNRuu7TSzH/4rJ+Plpf9Weq/eKwgQkGLafqyOLW0nfAfDN4joI/n3lnhmz9VbxXrQqRUuCYaXIar9xCEgwjEOrbbf9Fc/5oXX6nP/u+5S5+HLML3EfPuwgNO3o3L4Ew4suTZnvf0BTRGQY7lxChuF1I9Lm08+CTPlNN86YNVeP9xz75FMPlTxp0wndlSf8ZvyFMy6g1VJIMEw2GhIMk/GruGB4251p8/Y7wY/45ONazPQzTL0JSjBMOHj6eFkISDAsC8bIndx6e8q8816q5rpxRh546wbDL2hCN9Hgf2y3DcoVli+vcFdIMHzvPc/cfBsEQ9xG99q92Sza1fWIG3O7a65PmbGfB8LtkYeha/Qc0edpG8ek8LHTT5FgWIyYBMPo66lRtvgHLjFnnNVkmnB7YTOnnitkzf+2dhPhK81AgmGlCWv/LgQkGLpQqo1txo5FltgNaVOPz/nPvzRobhc0PTnkwAyaT00rVjV6SfKFl6bNDz94pttSGbNzr/hCHRsDcp7HWG/drNlg3XjPsQ8/9syNN3FROWu4wLz5JhlYdMQ/jkr+EiQYJqMrwTAZv4oLhuGsnGOPROcnqPc2JBgmHDx9vCwEJBiWBWPkTkbgYfwRHsqzzGzMcUfXl2jz1yTPDDwnbTwuAGMOUUrJQxSgQoLh2zByvg2Gzlx63n2XDJqt1NYkJuq8yv33wKsmmBiyUzU7VkfFF1+lzFXXpEwK3hinnzqtl27UZyvx9/sfTPuNwDbaoPbGUoJhJUa8Ni0H9TcAACAASURBVPf5B8zdB53bZKabLmv++cfzPZvo3VQLIcGw8qNw7wNoEoBb0NYo4VPkJyDBsH6ujM8+S5lrR+A5X4cLg5wbc47MOHDfFjP//O0rw/CCS9Lmxx8pGCLDEB7hceOyq9Lmm2+CeeEaEPo2g+AXJ97/MGVuuiWFUnBjfv7FmE3QAKzUBixxvjd329//MOZhNIhccomMWTanikmCYRKyyLnIIpLton1/+tufJ1UUABX7Dz/mV3jmiEObzZxzTv06CYYVRa+dOxKQYOgIKuFmNjNsxhmz5sRj408IEn59oo+PR2bhMGQYduxozN9/G7Pl5hmz6srxJiRRB1BIMHzjLc/ceTcz6jyza++MWWrJ8n5v1HHV2t9vGAnh+RPPr6JcEH6O+8PXMSq++AKG1tcFWZr9T21bsfrXCSibOi94Meh/WtseSz5uEgyjrqbG+fuv6Pw+9LwmM+MMnvlzUtYs2yNjdty+Nu4vEgwre50149bTf2AHfEnWnHJSs5mO/6r4FwEJhvVzUXyMstIbUFaawnP+9DZ+zsel9va7nrnt9mCOsu9ezbCemXYPjZ5heN6FaQh1nll6yazZpXf0nC6X7yWXpw29rRmlZMq/i0qeW8B/rrmy5qefPLMh7G7Whe1NtYNz/TfeSuVtDinBMNloSDBMxq/iGYZhX4GDD2iZxqhegmHCwdPHy0JAgmFZMEbu5Mqrm8yXXxu8nEIwhD1BPcVPPxlz/sVNZoYZjJmENRauXnIVs5xRSDB8/Q3P3AUvWHaO6gUz6B4whW7PQWNqGlQz6PNDv5+oGPuFMddcF5T79MOLBJtwtVVQfB56ftOURmBteSz5GEgwbKsro/rf+9PPuK9d1DTF6L17d3So3CH691SNI5VgWFnKzGQZPCS4Jx5zZAu8u+r/ufLtOM/M16W85yHBsLLXYTn3/uFHKCu9GZUgeL7zOV9P8Qqag96DJqGMvfdoMV0XaV8ZhsMhGP4CwXDJJbJmt53jP4MuRIbiD8hQZHTvljG9d4w3P38L1mm3w0JtHswpv0dp9PrrZvx/qh1jHk+ZJ9Bgkdfw8ce0mJnRtdmGBMNkoyHBMBm/iguGYV+B/WDYv1DIsF+CYcLB08fLQkCCYVkwRu7k4svS5rvvPT9Lr88J9TWZ+x7HfRGOf0Y8vP/8wzMbb9Ri1lqzvC8mhQTDl19LmXvvCyaSO27fgiyg8n5v5MDV2AZXXpM2X34VTAznQBOTIx2amFhDa37mtJObTVPwntwmwUktJ7eMPic2m47TtclhFPxSCYa1NR6VPJpxuK9dgvvabJ2yhpmvpRrOV+IYJRhWgurUff6CsrvhF1rPtBZ4ptX3c+WcoU1m4u/GrL1Wxvy3jFYPEgwrex2Wc+/vIkvvFt++pTaz94ud63PPp8zDo9OGRZO779pillisfQmGrLrgM2jxxTJmj13jC3Xn4V7GUmLGYosas+du8d4x3ngTlTyj0qZLF2PGjTNmXdxHNizjfcT1On90dMo8/Vww3/8fvNJ7hrzSJRi6Usy/nQTDZPwqLhhefnXafP01L/4sfsAt+CGr6UnCIdPHy0xAgmGZgRbY3bAL0mb8eM90wDvKqRBt6im+RanDpSh5mGUmYyYiM4MTCU4oyhmFBMOXXkmZ++A1xaC/GH3G2nNcdiW8ar4NBMOZUN5+gkN5+wfIPBiJzANGbvOtarPksV92JV/Us+Y4rCDPElpBrvax5Ps+CYa1MArVOYavILxfAQF+TpRh/YwyrKWQ3bFrCdkdlThaCYaVoDp1nyzfYxkfI19GU2W/vfx7H4RsyT/wbGYZIcsJyxUSDMtFsvL7eROlnHf49i3o/t6n2aSDy7su4vEnU4b/MHbbOeN72IWj0UuSzxkGwX8ixD4IhnuWIBgOgeA4AYIjY/75subA/eLdA15DhufdyPCcf34DL0QD/8IMfAzLO8d3uRAfeChlXngpuA6WQXLATkgSsCHB0IVg4W0kGCbjV3HBMPAV4EF6fqt0rmDbUIZhwsHTx8tCQIJhWTBG7mTwkLT5Hdl59WhI/TXMlC+HqfKss2TNbxMrU65QSDDk5IGTCMY2W7WYlXq2b8GQmZ7M+GTQd4v+W1HxDjIPbm3NPDj+aJR5zNx2DD9HOTXLqnkErl2eo87P5e8/o/z07nvTvuC80oqFJ8ISDF1oNsY2Y8eiVP+GJmSXGWR/m5KyO958O2VefCnwfGJmR7lCgmG5SObfz+fwdb36usAbtxfK0HugHL2eY9C5afPHnx4EwxZci+U7FwmG9XNVvIzFVTbyYZyC7P3paix7vxjJhx5NGWYZMnrDeqZ7jvVMowuGZ6P51p9owrVoV2P22j16TmdZXoXO0mza9R10hom/B/PCudAr4XD0TIgTL7+Ka+f+lFlowQwqWFJm9VUzZvNNqy8Ysiz9ldeDJocdO3qoxprapE+CYZwR/fe2EgyT8au4YGhbpfMwd9guY5ZbZuoPUIJhwsHTx8tCQIJhWTBG7uSMszugE2cwke+HZg9taCMXeay5G3z+pTFXY2IyO0pgx/9qzDrILix3h9tCgiEnkZxMMrbaImNWWan6k5jYwCr4gfPguUbxy4aLJ2HQOCZINzjy/5rNHLNX8AAjdv3xJylzw8hgPA85sHqlgKMgFr76uuefOxkUCgmGbXdtVPubbWdOduRkh8lFu2bxshYvM+OSy1NYFE6hGROyE0swqy90zhIMK3s1fPhRCn5vrc8VdElepcgiQmWPpDx7P+ucNPyFsZi3DrzH1ivfM1KCYXnGpxp7ee4FzJUeCa7pE49tNjPOWI1vLc93BEIRZ8UessoyyC5rXxmGAwc1mb/QUHCRhY3ZZ083se83ZCSei8xERuAvzvcLz8yCBeHjsDAcJ+zCfNeFs2YsFlNWxjx7a8y3qx133JU2b76Npn64FNjS93RkyqZaM2UlGCYbDQmGyfhVXDAcjs6iv8DknbH1Vhmzck8JhgmHTB8vMwEJhmUGmmd3fPD1HTDVOK6tfeTinvFnyMS5Fpk4s0NsYdOKtdbMwMewvJOJQoLh08+mzKNjgkkwVzy58tmew5aedOjgmcmTs/4KLFdii8Ur8IG8p9UH8rCDm03nuduO4HvvpczNtwfjud/e8PVdsHzZMMXO6h4IhnwhmX2OrDnqsMKTaQmGbXdtxP1menYtuVTWt3koJd5DZ8ib0RlyEbwkMeOML0t77xnvRYtWDbRsWBx2M3vAdqZcIcHQjSQ7i34P/t27x3su8KWUL6eM/26YMWv/J97n3Y6ueltZwaHczQokGFZvDJN+05NoFjHmiSA76/ijm1FJEG+P77ybMksumWmTjuG3oQKCnZIZ+axnGj3D8IyzkFCA+dyCC2TN/vu4PUd+R0bh4KHBPYzVJv+0JuNxbnjqSVMz81yuArswvxi8Iz9Ft21W8rCip9pxy21p8+77nl9O34KvD3ewl2CYbDQkGCbjV3HBcOh5Tb6RKW/guZ1FlWGYcPD08bIQkGBYFoxFd/I3Vg7PxAoi1s1wJ8iak9H0ZHo0P6mX+BgTiBtuTJu55jKGHZPXXD1rNt24vJOJQoLhk095rZNgA0+VFnirVEdgqtWxsaXt9C9kCRpXkrmiXCxefDll7n8wEOkO2r+l7J0047Cy5tr8TK6vb5z9xN2W5civKcMwLraa3X70Y2nz1DOe/1LMl+NSwmbeLr5oxnzyGcqxFoKIvVe8fdkMwziZIS7HKsHQhRKaOwxsMs0Ysh1RwbNsqIIn6tPh8s1KLIBFfX+5/z7g7CYz+R9jNkCG4XrKMCw33rrYHxdWucDKOPrwFjPbbO5zJfvZmWE7c/xR5Z3bucAbcVPafPQRtkRqWT7rmUYXDE8fkDaZLLqcw3/wIEf/QXoWDoHGQH2BVkcZrHmk8X9b8H/DmXku/J9+1sPCfNrv0szMe1q3ULitdrD6hFUoLKf/B/ezk45r9rMnGRIMk42GBMNk/CouGNqXOx7mhhu0oFFAfA/D19+Ymj3ScwX3B0BCNPp4OyEgwbDyA03fv3OHpaek2Z+IRhUzQvCpl/gQE4gbMaGbp3PWfP+DZ1ZdOWO23Ly8GRmFBMPHn0y3mmFnGyITJOmYDxyM0pW/DF4GjPkV5eEuPoDPsgNha1l3NbP68p1r8KIelB7t3Ctjui1V3uuoEF8aetPYO6qztDIMk16h1fl8cF/w0PjHoPFPPJHPHqHNvO2GrJr3UaLK0uQD9433knTRpU24J+Jlpgte9CDGlyskGLqR7H8WBEMk02z/vxaz/LLuz1T7gsxvaatsGrczdNuqH4TTFvwMlGHoxqsRt6LX8/PwU+X/OwIednPCy841HoZY9CxEI/ob0+e42kHLG1rfMPJZzzSyYJgB7tPPDNLk50G39kNh1eISbKLIZoq+vxFufSzjnX56liZTaGuB0OZ+P3zq6ZQZ/XjKdIN35PvI8MttOOJyPOXY5urr0n62/ww8D8xzjz8GmbJotsiQYJiMcM0JhleOvN8Mu/y2vGd11AE7mv122SLZGZf509/+jF9WBWPg4DRe7gLBbx10L9so1L3MJcOQ5vY0ubdRTc+nCmLRrqtAgA02Lr0iBZHHmN13KfwAqqRgOOKmlPl2XApdCJvNtWh0MP30nvm/Q0p7uasCsop9xY/Iyrvg4iasAmaxCuiZY49sNrPOWrGvK7hj+hz9/TfLFeJ10HvvA5Tu3Zo2XfBSPG4c/E1grUCLhThBe4bJzVlzAMot2D2+CyZGu+0ydR+FBMPRjyOT6OngHrohMifWRQZFe44BAzv4HDtDvP0B4q3LM4FZmo890eRnt7Z1R9DAZykQDOO+5CcZ97vvQYYhFt9mR9bFUci+KBQSDJNQrt5nn0D53WNPpPwXi5OOL+2Z8vyLKfPgwyk/M+3td1Jmvnkh+h3g9rJmz/T8i9Lmp589ZF9nzeGHxPtsMVoSDN2uJZthuN22GWTFuD8bRj+WQoZqUL7ZHc0Ie6MpYT1H3wEd4PmVlWDYRoPIpnC//Yb5LYS6jlVuNsL51AQsHrJhBkvtGYce1OIv8LrGg/A+fB7P5iQLMK7flW+7oEEosyOzZvNNYD2zWvvxMPzr76wZOAg1xYg4DUt++skz518c3MM4n2IZLzPuJ0xghmmzv6jsGnYBbll0JmZpeLelM2jU6n4/df2eqO34O2KTRZ7H778bc8wRzaZTp+BTEgyj6BX/e80Ihv2HXW9uGfWYf7TvPnFt3qPusd5e/n/vtc0G5rSj9kh25mX6dKUFwwFY/ZzcaiWwxuoZs9nG8TwMP0Ep4PUoBbT1/AcgVXkBpCwrRCCKgBV5mtJZc1qfthEMB2DVezLe5eh398jooFSiPxp+tLf4BiLbZVdM/R0fhaYL9AOsZvz2GwyShwermLkd26OOw3bZnR/3nm++RbnC8hmz3Tbukwl6q9CjhRObLTfLmPtQHtsB/5PCpY1CgiGvm6efC1bN1107gw6Q7t8bdV71+PfT+gdjuBC8br782kMJJXwAFyr+TKCvEf2NyH93iLRLLN52DJ9AVthjyA5jbI1mAytXqdnAXaNS5vU3U36ZFsu1CoUEw/r4VTz5DPy6IPqwQ+QpJ5Ym9lh/1BVXyEBMxuJajOwOSymwnTGwBTCwByjfs02Codt1aAXDbbCAtVLIIzzq08zGotE/oysaDezt2Gggar9t8XdmFvYbyHsqnpHrZLGwVtrvId+xy8PQbURPP6PJLwnlgugCeDZXM+x3L7pI1nz2eSAYcuGDCyCucd8DafPSK8jsQvkny0CrHcyUY8YcY1O8J6+J9+VwNHKGIa1l2OWcMVsnzE+OcPv95iYUTQ8v61k7ZfyF5LiCMZ+lfKYuj7n9m5gnLYXS5F13djuOcl4rTJDieXVCQsUEvLOEm/RJMExGuiYEQwqBCy8wj3lgxCCns9l8txPMF19/X1BYdNpJmTaqtGAY3MgD9Z9d2LbCC5INlwxD67HDbldsub4/TOIXrJJJfJkQazdtROADlFiNRBdAis190WmqUFQyw/AM+OrQh2KdtVpaV/ONqbeGH+UYvrGYxF2DDEuKZFxAOByr0FxJrGawC+hlV/EFCRmCuBdRrHENaxDPBhVffuWh23sWXd/dJxM/IwPnPGTiMDb+b7N55NEmZ8GQHZJpyMygMT0N6ttr0AS6H0pX0tAMF4FI+Olnntlj1xazOIyqiwXLkVmWzOi9Y8Z079Z2DOmTE/gswdcXLwZcSHMJCt4v4gV/ww0yvl9P3LhzVNrQPzFqQi7BMC7Zttn+abzcPIqXnHSTZ/qeXNzg/U+8kLFUjxnK4aBwTQF7tVUyhj6fcyNL8P9iZgmejRc97r8Jv0k+28oVEgzdSPJ+yPviVpu3mFVWdhdI7P2A3zJP5wxesN3uQ25HVd2tWMU0cHDwbP/PGhl4/ZbvXCQYuo0lm9qxuR0tDWhtUM04HdmlGXz5AvheZmcx4gqXd+H5+Dqejx3hrd0HHtvVCi5Av/mWZ956x8N9NJgXbIRn/DprtR/BkNYyQ88PBH/6UW+2Cax/fgwqaorFt0hEuBSJCDZoczTHHMZ8jYVkNk5hAxXXsHPElVbMmldfQxOvxQzmltW7DuxxDodw/AuEY57HL78YvyJtbninMyQYuo5m/u1qQjBkdmHcjMFSPlMIlRUg7d9zMxwPPH6Ieealt/0/r7XqsuaywcdM2VUlBUMaj/aDYGjNSOmvwhIsGy6C4TPPpfzMLKu274MOfuzopxCBKAIff4JGFSPTJoX5w+mntq1gSM+7l+Bdxqg3/74ozi5//+AjD+JteoqRLz1KmM1SzXgPviQ3owMZgyn+TPV3DWZmMUOrK1awKX726J41vXZwFwzHjoVgekPw3RtgEsRSwtwX7EIZhuFMkDXxMrRpGV+GXM+/Vrb7G+L7mRDhWfK0GLqyMou4944tEACLX0tseEJBhLEDmgMsF6M5QLnPPTiWoIxmA2TCrIeMGJe49Mom8+23BqbcGbPbzvFfiO+8O2XeeCt4lh4DS4BCIcHQZTTafptw9/SorPVL8FJFK4Vu6Ki8c6+p9y3OrTjHWus/WfMM/LvmxEvKEYe53xdJwWa48d/DHR2TEpJg6EbQZldtsVkLhF+3ewn3TIsN3j8Zs6DRw3Ft0OjB7Qyjt5oIj+Rz4JHMWAOlnGywWK6QYBhNkoJ1fwjXvPqqndRBkZJiJWPeeY357rvgeJkxy8xZ17jljpR5F12S2TSj7ynx7oGu35Fvu/Ng1fMzLHvov5flZYv/u/66Lfhn2t9yI2cYWssi8pkevoPNkz2/kVOv7TOmR4/Cv2UKgyxHtyaGvI91ntvDQjLFvuiF5PB4PPhIGiXpXDzLYn7m+ToD9YZqB+9jvJ91nhuWOz9Oa7kjwTDZaNSEYJjsFJJ9mmLg/F3mniJYUoj8ZtyPU0TB3P+du30lBUNmErEkuQm/52b87nJ9UlwEQ+srMeccWfPzL15Vu0rmjgz9BOgroKgPAsw+um5EMInsB8GQD+R8UckMwwFnpZFR55nlIVC8iRVEPtjidm+rD9rFj9Jm6LHcg4bEB8JagOW9cYOZLKU2S2H5FcU3riCza/MBWAnnirRLvPwaGlXclzKLd0U30bEpszQaVeyChhWuQaGGgg3jP2tmzbMoMW5qQqn8yVMnJIUEw3sfSBk2ymCsvir8bTat/iTG9Twrvd0fyDIfdG6Tfw0sgazCN99OoZNdtHfXPWj48QoafjByOxC6XFPMbmeWeznCdivmvuJkjFpvG4rW9GGMG3fg+nsT1+Gssxhz7FESDOPyq7Xtw6Xtp5zY7C/GFIrAH8v7133rftwPmbXKRhGPP5nybSJoF+EadlHYms7H9Y0q9j3VEAz5YsaXzLYMluOxlDOq03uhY7QWDZv8twXZde7nci0WsD4by73iWYRpEp/J1V7EK5X7pEksHZ16rj8jE+e8CwPRaBUszm5VxoZkEgyjR4nPUGYaM/bavQVegu7XYfTei2/BCh5W8jDmmD2L7KwgS2/P3Vr8RUXXGIHutB+hOy0jbodd1+/It91Fl6IEFSW0/i+RoiEOeR1Yz2yUYz3TyILhdyjBvbi1VwGrkFiUSJuB3js2YzG4MN0vvvTMldemfLseBu1W5utiDJMDemEhuUfEQnJ4z/ZZuObqWfMchENWMlL8rnbQZ533N5bTf4tndtiGTYJhstGoGcGQZckjLuxjei6zRLIzivlpZhcetvd2ZvMNV/M/+cCYF82F19w5pTyafz/zxP2mHNfr73xs+px95ZS/V1IwpDBw1jlNU7KKWDZG1d+Gi2B4251pmHF7pgtWjsZh5Wg3eAqw7Xm146Zb0ub9D72yr15W+zza0/fx4c9JAKMPTOE7whw+X1RSMLQdDHnNfvSxPyXwS39YAtSewnbjnHmmrGEzmlJWoX/91fPLFpixfHoJK8A2m4YvZhN/9/L6xBQaE2anMTNsqSWN+fAj43vg0QvPNZ5C+eDoMThwzGts+R/LavuGSvgKCYb3QKj0xS7c9uKWUrseX71sZ30o2TBnKWTavfxqyn855EtisbjzbpTjouyHsQU8JDkGjIGD0JQLTXA236QFJuP5nysct6dQQszFouPL4NF22x14psFUm8Hj4PG4hO2iuMD8GYjdbp8J7/f2u1LmLQisUV5zyjB0GY2238Z6LvFIoppIXXo5slMxf1oKGYa7hjIMR92bNq++7plNNmoxD49Ox868/gtzvIGY49kX3YPhG9Ylhm9YMYqVFgyvQTfKsehGuSmEtjVjCG3lHPlwdhSfBXwmxIlwd9G4DbEuuzLt+/H6C/rUiHFLaqusmjjnTJHgqmtZOZJF5UjwPhEWHFbsmTXbblW+F30JhtGjQ+89NnVjU7Fde7dgnlS9dzTOJwcPCcRKLob9NjE4XmbhMxvfNa5AptpXyFhjxO2w6/od+bYLC4YdOmT9BIN8ZfWNLBiSO/kz+CxhVRgXo3bBtbR0kWspqNwJrAgYtDmifyatV/63dYvpuYL7dXjP/ZhnYz7JUnDO1+dHg8MD9y/ffcT1GrG+9wsuaMxXX5lpPLolGLpSzL9dzQqG1RIQbVdm24GZGYSrrLC034153A+/mI12OtqMvnWo6dIZtSaI3P9WScHQ3shnmD6D9uApszA8p/aFQb0NF8HwmuubUAIIg/sFM/AOS6GcJoOyGveHQLLLa+qnr0em2ifIWKM3Bz06FLVPwHoY8kiPRbnNrAUyCSopGPZD0xOulLEpw5eY6DJKEctqn3bxI6R/HD1CZp0163fSK8Va4LvvDVYh8UYFjP2LlJgXOpI77kr7HfSWhNhHMZmNaNZa0+1eEnS2Tfkrlu9i9XKxRQ1WsN0zccIlsZzEvI5utbmlL4UEQ+utw/Mq98tQvV1X48cbMwwvJsyE4nOA40K/Kk6wi8WtEOnYuIYRNhQ/E4Ihu2YXEwzHPObBDDttZoLYfcIxye/9N8JX9UP4qzJ4LXBi6xJXYyX98y9L85nj/m9DydXbKLmKOg8Jhi6j0fbb8H7ETAjeEMM+R/mO7OIrUua7cciMxoLHLr2n3rdux4IsvbO2gP/d/TD9nwXX+HExrnF2oxyCpie0V6DoFLcMrBjFSguGZyNTmZnDzK7kP20R4e6ghx3cjDK0eEfxN7qLntnaXXSdteh95nYv4bfY7tYzz4RunH8E39sJDQeOcWw4EO9Iy7c1PYSvvIYLhx4WDgPvzkBwoNqaNbnWR0m/WYJhNMGwYLvT9i1mGXSarVb8goXk4b7/HaoAUMHyx6Ssn3HmYlUSPsYLUBr84484bihWR6HD7uwxOuwmOdfzL2ryu8zz2mVSw99/Gb/hCecp4WhkwZCZztfeMHXhiYIhswyjEoQ++TSFpqjIMGzNzOwMm6OuKCVm1vzmm6LT9Kru93Vb+cFycHZMnhf7OgTWSdWM8AJS10WMr32wmoRVJQwJhslGo90LhlYAZNMVNlJhWA9DF8Fw0t+V+0GM/xUldwOzKPnwUJNPQ1pjTjhiqls7f+R8Sf7rn8LHcOa5WfPdD1nTfSnPvPchSrF29cyKyxeoLU12LRX99PCLM+ZT/HgX6+qZIw+u7vdPALu778uatVZP4fsreJINtuvX38qaq2/AAwMXWp9jPTNv5/zjxolnBxjH//2P+8PFFdWRJ2b8lbL55/Owms9PZc2h++PFrbqJyK6HW7HtHng0ax7EP1wB/OlnYw7ZD35aS8b7HTHDeODQYIzOHRCUFseJ8y5FOTG8TVZZCSW+ryKza2Nkl2zkdgyjn8iaUQ9kzcorYBXyjYxZHILhEQe5d564/LosxJrgod9zeQNz7WAl9fxBU/fhX4dpXIeTp70Or78pa15+Pfjsqit6Zvfebscch029bDsOj7iBQzKmyzye6bmcZx54NGM2/69nNsM/xeLya8H/veD3t+UmyKjaMNj+uNMy5i9M0HfYOmXWXSv/Hu5/JGseGo3nGDIMB57mPuaFjufCyzPmQ2Yb4xD4LOMzzSXs9cumJQP6TDX6dvkst7lmRNa8hnviTBAIzu5b+DzSuAZTuDgnN5f/fuh6rNoumsBto7LIfA3uC8ccBs+lhQpfR4POa/GbAfRYGt1D95k69ldej7L+d9A5vFfK3HBLxsyEsvuzT3e/xrmIcyZ+j9PjRZe/oz13RkOpnm7Xc9QZNuE69Cp4HZ54esbQ4mD9tTyz3dblOeaoc8r9+4Tf0OH6jOC+dMCenlm2R7zj4PHzPBjr/sczO2zj/vlTzsiiC2cW1Q4GXUX9BHYzDwTLU45zH/+451uO7T9H1s2QC9D4Cad6Xuvz84OPs+aiK4LfQpx7qsvxdGhKoUwUvmot1RPBXI6rlrbhuxHfkRi79YIP3Eru12HS8/h2HCrZhgXfTW9j+hwz9trFMyut4H4cfQZgMRvvWoyTjkr5pa3ViJP7s+Il+F4+m/+AeL/2Gp7Z6X/THvt0HVJ4l8iiwVHjYHTe5AAAIABJREFUXYfvfWDMJVcHzdxoz2A9CQ/ex4OVWeExfPd9Yy7F3M6v40YsuAAWkpdE34PHMmbLTTHP28B9/EfcAqHx1azZajPP3Ptg1n9f5HtjNYPl9ceckvEbIi6+qIeqRoiWoXelGTrGn/dV8/hr/bvavWCYm8loMw4pGroIhuN/b727VmCkf4QwMHho0JXx1wme3+nn+KOm3uz4UjLLjE1mwh+FO/z1PSNl/sSK0XJomPIWsoN675A1K/WswMFG7HLIBTTT9cyiUPoP3r+633/DSGPeQnZMl3kM/O8a72FRKZoUZUbeGtzwDz846z9M8kUTZp4zdGwyEycV7zRZynEe1yf4/rnm9CCUBWO3567GLIOmGe0p7n3QQ5o/uzEa+LVg1Wz3wNM0TlBwHX5RwPOkY9ENDVlmcWIQ7kUUK9de05innzPwiDEoxXM7hjHoJPrQIygJRrnTKyjhW2QhYw490O2zPMbzL/GQBREcLc/bms0Pxkub9dbsgJTDjtOlzO+Tps1cHHGz8b36bPbEbr3jnHVjbfv1N3hJvBiZ3vMZs8JyWXP/Q55Zd22DyWHxsbjiWoOsUi5DTzvuffp75h/4WW67JbwlC5QlPgKx8NHHmZmHUviT3ce8EPkLL/OQKRhkQXRbyph99nDb5yVXZuE5xmsEnk193T4TPoYbbmInxiALo98phT/PRTy8I5s/KriY2FhXZduczW13eWikFXz3/nuxGU7hMR12oWf4Yp17vV15nedbLOyxszHX32TMDBD++p/qfm19CfHmgkvpAxgsCm+zBRY2cX8tR0w/XdovNJtUZEE5yff0PQNdSVFSvTK6YvbaPsmeSv/sT2h2MGhY8EzbarMsyuHi7YvZ+gPOxmewi1VXNmbH/7mPXZ9+KfPPP/D8wr2UzZQY83TOmmOPiHcM1d76SzxHL8DzlNQGnxmc77sQHK69Hv8F/3+Z7pxjuXOIOv4Z8ZLORd+/J1cuuSLqGGr97x98aMxVuJeQ/3bbZM0aq1bviL/4EtcDnqm8HqxfPr897rviyVgomTw5uG4Ow9xuYczxqhEnnub5Xc4ZXLDhIsBqq2ARc9tpr+GZ8I4yGRfiPw24kPf2u3j+jGy1R/BZ8NzRswC/Y/6eC8U778Gn/kbPL4Xn+HNe3g2LYg9irr4+msltvon7CPJdke+MW2+eNfc8EDQAO/GY8t1HXI6EY3/6mR6uA8+vyKSQuvfuSJjCOTGYZaoonUC7FgxdBMG29DBkh58LL0mbOSEUsgsUyxGPPdK9JHky3ptZz5+GqE7BkGV8cX0JSr+0pv3k0PObDFu/L7IwXvDQfauaYX0c554ri9Kj9jlp4aoTm5gssbj7DZw+FnfegzIVrD6F07pzx65SJcmcBPQ7M+jgRf8zNs1huDRpqOb1VY3vsk0nuGrLF9deO6L7Wbd4GUzMkGHjB8aB+zbDHsDtyCfgpepdTEhGP5b2my/ZLsVxGk6wIQD/WQkvl6++BsEqpr/JOUPR+QxeO5wHdYUhOL1XGKf1afYnuYxCJcm3oLMzy6AZ7AbMUptaCP4e45iKl+OYv0I52hUoR6NPTU8IhmwIs8pKMLnfovi1dM11sLb4IjgCCoNsEMCgWTpXdbdAI5nV0FAmXzz+FMYeXa3ZsOek45Lf+y+Cuff3MPlmLLIIBUO3fbIMj7YcvIhOg98Zy0DjhPXh7dgxa/qcUPgaUklyHKrV3/Yz3DuYXc2yK+vL2QtlgD2KlAFejKYnXPBcEs/P3XaZOvb2d7H7Ls3mhpH0m/bMKSe6L5x98ile9G5sam024Jn10NlzA5R0RYXLvaPSJckDBzf5WZEUWln61hbxLTpXX4oO1oxV4cO6ZcxmHUE5ZlCKu9wyWXSAdzuPcOkbRULbdCFul2z6lLMcuJq+4vRdpP9i2JqEVgu338lMQIwnLEd2i+EvHDXuKkmOImR8u49bYPvBp9pmKKVdAyW11Qp2xL1uRPAw9LD4n2UtK2KbLTOYr0Ufx2eYx6RSqEaC/RUzmplNujvukXHeNUo9VwqUA87qgO+F5JVFQz808vkTDS9WWD4L4XXa33IjlyTzOUafaevhaAXDXjvgPaF74TFkV2t2t7ZBD9YeSMagBdCq8Ife0tEfmp+/+XZ0jYcAuTXmkvQz7AS94piQXlFsjD/6OBXLL7PQvrgAdO7wNLQSZEvC/ozz/nDzFpUkl/pLCz7XrgVDAmCGYa9tNpjSJZkZhnc+8NSUpiZt2SXZTobY4OH7H/jClfXNZG1EeRhavypmKLJhChsn8Me8Ml4Qqx0DB6N0+i+o/rgh7VvlVuu3w3uN2ZXMqDoyRgfDajOq5PcNHtLk++ysi+5hG+Z0Dyv0vTRzp6k7Y9feGRgx579uKiUYBt3bkFtObxK8pLO5AidUW8IvatWV3YXPSnKt1r5to4cFIfTwBYMvNnzBiRPW7JyfYcMRNh5xiZE3p80HHwUCDe9B662N8mj4f3FSy8mtS4x+PG2eehqlNqu0mBdfjudv0tKcNf0GclIYVE6wM/NXED95ROFmPIUEw5FouPQBGi4xaCZOU/G2juHoSPkLOlOu2DMDg3k3huU45s/RpOBqNCvgws2KK7SYO0el/UzD7bYtzsR2GOYxrAZfmy3gb8MYAMFwcoRg+MRTafPYE55fdnkymiclDZrD/wIvRkYc4ZnCwjgIDPzVlNKN9ib8Dt7H76DDdFlz6okSDJOOY1t8/ld4Bg6FZyDvBhQI30HGKG8suZ2/c4/NCoaLo2voHugeasM2vtgP3tJXopEEF2f7YhHDNfhCwwUN+j3Rx8xF9LLCNZujsElKoai0YDjgLPz2oY3OPx98qdEhuC3ic/ga05uU6tfii9ED0p09j/eHH425EN5rvCCWhqfrLvD4dgnOZTmn5bxkfYi8FJ/HY0E8roehnRdvCh/ZNSN8ZF2Oy2Wb8MIhr1Ves+G5Hjv0slNvuUKCYTTJMP8N4aO5Lvw0qxWcG3GOZMPOs8LNzQodixVorEBlMxSjhKpyndtENGg5Z1iTvxjJhJq55qBIlII1QcbsuH378TB8Fe/2o9Dcjwth9JQOxsOY7f/X4nuSFgp6ktOb3AZ1guWWyTjPC8P7HXlLCvPsFJKSMuaue9DkDn6+xzv4+XL8OI75GtXEvU5+RgXUefC05MINn0v0Fw6/K0kwjEt02u1rSjB0ORXrL+iyres2FA1t0MvwgRGDpvkoG6E889Lb/n9ba9VlzWWDj5ny90o2PfkawsDl6Hw0P0SCb/DvuZPRKMHQdk5io5EF8ONhp1KXh4ArN9ftMvCMOP1MCj/mX41bXPeRZLs78FL8JrLlcjM0k+yz3j57Jl7s6U3yXzSqWNuxUQU7qN6HlSI+booJVJUSDCdhpfBsdJBkujy7H7Y0Bw/CjdGRcq01qzehqoWxZrdqNhphRhqzS0rJFB47Fj5sMEZmcPWVq7AuccXVKYiUwSrkHHgQr7laxtyHFcg4HWofQQfRZ57z8FLUYp57Pu2b09Ok3iXswkfH6bMwtPbMPLAWCDLM0ETj2Ga/DIVRSDC8Aew+BjvG4otl8FLp9lLocmylbjMMJuPjkd2yEkq0KVZUK6zJNTmwlPBmiBUs8e69U/FjuPgyNH34PmAYFjltRzquRHNFOl88+XTKjEFJclRmnisDO8Hk9nGyxpmt/8MPQdkXG2/xuRgnRoxM+2XZTfBrPe3kwllkyjCMQ7W62/42ERkIw4JMHnY8tgsJUZ1+L0ZWKwU93n/3DAmGtkPnIegGeTEE6bgd6Fn1cdc9gYD/OTJ4e+BFt1fOi24uIfti1gVZ2gcX6UJZacGw3xloSIaf/GydIMAf4XYvL/do877O+7v/bEKThSPRbCFOjEPW6CWXB4Jj7tgW249tVmOzaCb+7hlmwUd1UM/dpxVdN98EDQbwXK1GcOGQ4nZ4we0FCJ4PPBRwZCnpvnvF41jsuCUYRo/q82g+9sAjXASlRYj7on70nqO3oKjC5k1W9ON7Jqt7XDIdWfUzeCjn6IFrnvVijVqAiT4qty18wf+SJt+ui42rmOHGTLfuyJLrvUP7yTC0v19aYvyJrO9gedxEvifY54+lzQX1nngvuPm2lNO8MDxKdp7Npj1skjc95usnHx89tx2CjEBWMTGRiQlNScI2D5oHC3Bd5jV+t+fwu44EwyR0ayjDMNlptN2nKykYjkU2yDXIBumKyeQX8LphWenppzT7k1JGlGBIn6+bb037K6fsismHUtTEOB9JZsNw5cj1BT93H3Zyxf8+Hya5B1W51TpXO15/I2VmxIrHiQ4rHm13NVXmm/3rBpN7xmaYmK7hODENTyK3RnnCygXKEyolGNpJOI97qpkvsiTXwYRqvWQPlsqQrtxebekbH+gfIsup2HgUOgorFvHv4U63UUdtO61zO2YldutmDEukV0Z23NaO2XEPPpwyz7+YgsdUC7wY034J3pH/Fz2Z4HfSY+eqa5vMbHghpK3BnGj8wpVExnHo3j1La/fuQoLh9TcGHdptOfPeZcyeiGJX6O/DUAbHjJRqdW2m9yQzmcj9fawCL41s4VVXyaIcMu2UmeN3QIQtBmP5ZTNYuQ5+f/3OhGiAYWTGITMP88UTKEl+DCXJ08E+5pQTk7+IBp2Zg9LiOBk97A49HlmdnE0zy5S/pThhJ8QevrofnsOFohqCIcdi5C1N/gLctgkEZ5YOsWvq7igp7QThp9GD94+huA54L1hsUTRi+yyYTDFLjN0dC4UVDHOzr4ZdAOF/PBq5oXLhPMyTmAHdDx3ora9qFE/7jO22dMa8/0HKLNoVzQZ2L/4bufHmJt83MaoLZSUFw8AuJJhTxBVJ8zHhwgXLevdBR0t7P49ix7+zlJMvpzbC82OXz/uL8rAq4PWwEISy/RyFMh4rxeLOc2cxL24xf2Fxc+A5eElGBv7JoSqgYscQnpdtunELOrvGux/ZfTNT/Trcx+ecw3PKsLRZ5vz8Cce2YMEta55+NmUeHUOZAXYhWEjhgkq5QoJhNMkn4PH8GCxbyD9fh9/oPQRb0HLkzlEQezBH+++GbmP4yuspzOesYGjwnM7CZsTD55Fc8J/i82zOYWg3ZQWqWWZmAxI0UatSWbXt+M3Km/33acHcxjPMwOb8ZhdURYWjkUuSn30+ZR5+NPCJZtMXG1EVhaw65FzeDmAPWPZQuLtuRDrWAgq/j9YatNjYpVezPzdxtecYMhx9GH6DdyoWy3aKWCyL+h1MSbLCPawLREO/qhLvKHxXYUgwjCJY/O81k2GY7DTa7tOVFAyZSWR/uPwhMEPs5BOazfSt3U2jBMOXX0lN8ajiyg8nBS4PgTDNiViRZ0YHZ1SnnDTZTNfBPhrcmX8Nz5TL6ZmC6Ay/l8MOcnuQuX9D8S3vxgr+a1jJ54PwlCKlZOX6vlrbz88/w6fnomBFeaP1W8w6KCl1iWef9/AQCsatmMBUKcFwAhr9DDnv312t4pTCupxnPWxzKTy0vkU2BJu90Kh4c3jGrV7AM67Q+VBovBFllYw4/oP0vONElJ9h2dTHH3NSilLWPD4xhb6bGYkvIcN5w/WyZgzKUyn+sSzUJex9cC54kP70k+d7o3BFknEURMfZIYIxCgmG11yfNmM/D7Yvd/aEy/Hn2+ZcTJJ+wySp5woZv4Sj0sGSYJYGc9WX5XT0tVkD1w8zTRZcEJPtvYvfk4e2ZkT6pZzwzqSHJuP0AU2GlkebI8Nw9QIZhk8hw3A0MgzpGUjvwKRxOoSKTOvhzoiX3RPx0usS5+I59hu6mvolqI7+TOH9XnMDriP431EMoihUKKohGD7zHDoZjg5KkPpgTlBqBOIrXvBiLCSV+l218Dm/ZAnCHh+GC+G65wsnI+qZYjMJF1k4Aw/mqb/Xc5CtyDnSsUc1+y/OvC5PR5lnyrEZ41PP4LfxWMq3BaAPlX3xLcbqhpuQMQ3Pp7YUDOm9dxay/2354nFHN/vZdaVGf/ym6Y+7IxYilsWChGu8BtuUuyF2TIffAZsvHY4so7mQbeQaYfEsimd4n7Z6x47XP0g4PgMl2pwfc57sEjZznttyTsa5WSnx9jspcxv8BxmnntTsdwgtFnyeXg9BgE/NY5AZyoWCMVjQeRILO4w4HFyOV4JhNCWKPc9gvs3/52JLUGiPDzycNi+8iDkSxpRj6xJMJKHFjA07R6CXKj1ViwUXIlkCat8KORfjAorLZ12OLWobm2FsfTc/wtx0xE3pvL6qjSwYPgGxmYLzrLOY1k7VwYhEVRRyTn4fGirCvNL3+1kWNkdrYOGXlY20/jkgxsKBnWfTsoP3F1d7jnOGdfAbfi0GK4Q9Ey7mc57P4+i6CLSGuTP/qqqUYBj1iyr+dwmGyfiZSgqGNAIdgcnhUjCVpp/hRKR/H4cMuVmQKceIEgwfezJtuHK1/roZ3xD2iadwI18PDwF0P3IN+p1ccVVQFnr8Mc3wJXD95NTtKFSMgFDBW1gpZSPxv3HaT4y6xzOvvhG/XCj3e/kwYklToUy7pMdZqc/7D1VcR5whxhGKnn7WM4+ilJQDtx6uoQ3wT76olGBInzL6ldmXElv2QP7MsGtPMfzCNDzvPD8jjS9JcTIELSfrl8X/HSezzfp00aeKviBvo4SFjYQ4udjR0ST+HvircLVvY5TEU+iYBROb4/CS7RIsxWZJtjWXDxrgBFcDy1BYjsIoJBheBVHsS5Rh8RNxJ0Eux1fKNuegjIf38xWWy/hNfOIEM8/HofFNnIyUJyDaPQbRjll+9AalQLEmmpew1NjlBZFlRxPBnC80Sy4BU/ydg2Pu2z8oR9ocGYarF8gwfBLelWPgYVmOTKQWXDL90MjLY1IQ3q/jiJBnn5s2f/4ZTKTjLJzYsbka1xE90xjFMpmiBEOWBPJ57prpne/aeAqLf6PHcDyTLYJZq4pqZYTEuc4rsW2QGRYsgLLa4dtxQaZq1P3wIpS9fY/yt4UhGO7bKhjSYoGCHwV4NvM5d3gHv0uoi2hjz+1R3AufhvjL7Fz64LlUYPgZ058G1gyHHlj4HlrJDMNgITl4KWS2IatGeOxx4hdkJ7GEkPYifc+AgJWZtnzMZV82Q5OZxlxg5H2J9yfX+BgWAzfAaoDBzPUjDnV7Jtls/SXg+bX7ri1B9Q+qOOLc43gf4D2F1JLMadiw5LbWxgU7w4OxGyqKikX4nHm+PO+HIBg9B+GIEccuxIWzi2DIZ9Jbb6NqoQ381V3OodLbBPOjIMuv5wpZv5S0lLDJEXEWZJ/Ee+GYJ6aucPAdj37n66A0eqMIv/Mf4K3PLu+BozTFZgPrhvL40bmcvy2ntp6FbGh1LRb28vlwVkMw5MLBK7ByYpZoNeNRzAWYEDQ7FuKZ9Wkjyhs1VyxmEsBasKyifUvc+wDn2byn7Qs/X/47o/9p0ffTQec2+Z2tOb8/FMlEbET1/vtBc724YQVkNtzhwtHzL0yb7SrBMC7RabevKcEw7CV4zqkHm803XC3Z2VXh05UUDO0LfneUq3z3XQo/JGbUNPvlxYwowfA+dMB8CVmG9Jf6c1IWZWFpXyykaOga1hOC27Psho1D4oaf9nxf8DCMIxTE/Z5C2zMb6g1kGPKZdioyXDrE7I5p98sJISeG++3djOyEch1d5ffzwkse/GnidxK0pYQ8wmJlEpUSDK0/SRrzWHolWeUwn6Fx5Sm27TdQsKFfjH2x3GiDDMp7401K3kb51m3wdwkM3rMoHXC7D1wI/64f4N912IEtpjPS/O19ieUL7EDmEvTpol8KS1fvh1dSnMywDz5KmZE3p3yxkh0eaXDNDBfGoTgm+pUwCgmGNkOS28yHRgEHFWkU4HIu5diG3px/4hyWQzbNDq3lva77tb6BcXyCnsFk8hFMKpuasqYZXqDsfsjFAwryfJ7wuVIsWG7HsjuGnYyHyxKLTUytYBiVmedy/uFmA5Mne/79uC/Kg3mPiApmAP0DQYc/AIqbFDnjxBVYdf8Smf6kcCqyiDoUyLaPEgytbxlLiSlUlRKPPY4FwKfdV/ELfUfAxM2vqpTjrLXPUKi9DF6DpB7ubhvOms13zPTJ4vOIz30+/1kC+ilEO14L3BfnFeegsdhfyHILV4FEnb+do/FeTvHR5SXtWvjQfgY/2rnxgvV/Rao1KikY/oIsouEox+ZvgCLprihp58J2nLCLYN3wLGIpIaOYF2q+fT8JZmOQoTnffMZ8+63xF6T4wusabOY1EiXewdw061tcuES+Z6CdH7qWRVPs4MIbz7w7nqW9HZ+lucf3MubX994XlBOvgk7RW0V0irbPU+7HPj/vxbvCy8g24sEwS4yZ++UKF8GwrZqAlesck+6HHoJvIVOU1+GyaMa0I3zgSolbML97FyJ8nDG0YlPgE87mIchSQ/UDf0f8PRWLb1rvp3abhZG1/QWytsvhR+dy/ny/5T10FQjNW8H/LmiCBE9Y2Avsk2MvUA3B8OLLm/CuDn9c3At5T6xWPPRIGoK/Z+aC+M+sz6DGOBtZUWhLme1xroJ5IbOdWdnVCdfBMUdGC372s7YxHrMSr4KVGq+lvngu8roqFmxs+c8/Wb+c+gQkJVmbj1J+B7z2+Rvguwn91pn0Eq6qlGCY7IqsGcGQjUVWWWFps98uW5hxP/xiNtrpaDPiwj6m5zJLJDvDCn86rmDIsgv6AbpEOJOHk1Ua/bOcl2W9jCjBkG3WWeZC00/6SvDBECfDjN9Bhf5B3IwYh+DlnNkocYOZjfSw4k0sjsdL3O8ptD0nZSzb4A30eJTOMEOplOiL8jt6FJVimF/K9+X7zGTchOMKntY/jvtz6Yhqv5erjnzZ5xtRsRXwSgmG1sDWdl7jefP8wxlO5eIatR82YGGH4LaKM9C0hqvw9sWSWcP8J07QAPhOCHccT5fSN7vv85Dd+DOyGw9HNgInJB9CwLsRAl6cjsPsxMaObFtv2eIvHrCBSR8HQ2Qeg50ELLRgBiWEQVYVPXYYByKzhZ1yGYUEQwoEnNgyKC7yJSlJUChjZk2SsOPZAyXmvXLMuaP2az8bRzR+5rk0MjvRsCMFwRCZPGxQsi4Wj84ZknbqZtcfWX18dgVeX1l4fbX4FhnMUGMUs7oI7v8BsDjlmvk48EWG5dxceGJ3Zgo0vI54PUWFfaHndi7NJXL3F2TaBs+RYt8ZJRieORgNqGBMTh9W+rGWEuF7uu10Wsp+rAdleylJtqWkZGXL5/jvUQ0vLrg4DQ9PzyywgDEH7NNs7rw7hblVoFJbIfwsiOp8TpwEDzvXZ4Wdo22CLrksS+SCLBdmiwVtBJgxPdecWdyTC9/LKikYci56ERaS7OJNKZ669tpbpocHL0KeMX0k4z3XRj+WhtDqGesBGSfrnd9ony389zhzU9tdlB1I2YmU4d8jMXS0XWDmc1TwZXb0mEC8phcpM3NKiedQyvpQq3WMy/Xji53wNqemcACqBtgQ8Q68K7zpX8/whY0pFEQds4tgaEWCFZFdt22J2XVRx1Gtv3NRi2W9LmHn87SK4byK/OMs5uZ+x3XIrvsUWXazzZaB5Yvbs4XNbpipG3TYRROjVq/oNVbLwqqi+DVpPQTtcdA7kIJ0KYv6cd6N7fdZS4d1IXJtiJJ+62G3ADwND4CnYTiqIRj6jdV+9Myii6DTOPxYqxX0ImZmo98Q8AdeRoFgGFUabvnZ42QjQ9oG+X6sjk1L7GcvxTybC3LMNqdoy4XIPidONh2nswXr+WnY92r+lR7XAwcFNjesoKG3a5yg3sFnKn22Z5/dVlVmkCglD8M4HAttWzOCIbMLR9861HTpDFkYERYQy3GildpHHMHQ+t0cBe8upg5Hhe1gxBT1HyEYsjyYN0HeDBlRguFNaHNOg3uuXP6KNN+HMCFlGRobn7gGJyLPY0LCb+RLIl8W4wZXgOinyE92QIfJU4t0mIy7b5ftafb/HiZJ/P7/Q2fWudGhNW5QrOGLOoMTO07wqh2Po8T88dYS8zhiEcvaP+JkBPftbuiIunNER1R7Xo9iMstJLWM5lJ+yU3K+qJRg+A2u98uugj8RPHn48LEvJ4ssnIWPlPs1nHSc6MnCCW25J9Jxjus0lH4yKBLR84rCIf89Tli/J34mTtMR26DD3rdyy7FcjuFWiPbvIKNie7wM3AHRkpkpzNJyCVt2wsw2lpzwZYwvZgya1NOsnlFIMGTDgnF4weWVHPWSHXU8VsSed54MFlDi8Q/v274sx/k92s/bDDVmmzJj0yXYcIYiE19J+Al6UfIeQsHPpRlJeFJnyyZZ3ssyX8aGKF1id8d8QW8deuww+pyACWTH4hPIYufzMwz+6UHHF2NmC/6OhTCWtlNALBa+txx80jwIpix9ZCOxvfd0Xz3nvm3jC/47fROZJZsvogTDgRAM/4JgaLMiXMYvdxsrwPO/h21K4u6rL7Lmsxi2UiwO4n5XLWwf9qybFV6ov7V6oUY1ejgfTX9+QqMZe+3bFzSek+2aPQi/hT/wm4hj3XIThJv30Zxu262z5m5Yp9CDin6IxcJmcswxBxpHHdY2gqF9MZ8FDCeCYVTTmNzz8b2mkIXCm/KiXTO4rwf3h9XQiGmLzdyf7Vbs+A+yoZ5FaXecrun8vjdRBnvHXUF2nqvnFj/3KmxBRsE7Mdzl3v6u2RnURTBipv0LuC9TcKY/7+GHuJ93mOfjuLfyHyv4HH14C0SfwvNTv9KgtVGMncuysyyriRgsSeU1XK5wEQyHIqPpV5SUl2LRUa7jLMd+bFkmG6t1xXylWAwcjKz9VjuDm25rMp9/Hmy9+GLGqXlNvn1fckWTb1cSpxkYPUA5N5wRC+J/YsFjTtxXuEDs8nyynnH2WNhh93UsTMfNsLPXcNz7CBdZmCXHBZf/YE5DwYrCVRdUkhycU0lSDcHQzpVteW05rimXfdyBBSwK/vPPl5myqMl7GheFNyxSUWi52+/gvHBjNLuJa6/Az3MBiQtJXJCyItRsAAAgAElEQVS/6npYdeBaYgMoLsQUCuv9ajxsA5GTVTO8rzJo2cKFzDgRVDMi4xSZkrPSmxU2POGu48owjEPz39vWjGDY6BmG49Cw4BI0LmAccRh8QwJdtGjYi5/ZXbyB8+a8N1YtumL1ghElGF43ogldAI3Zc7dmpCmnzP1oPMAVBBqhuoZNcef2e+yawcPM/bP2O9gBj4KdDRdfA9fjc9nOF8zgB8kIC64un7XbhBtwlMohzvfl29a+KERlQ+R+NuhwGpTi8drhNeQSFJifez4oJV8KK4e75nQds/uolGBIPwxOwKbviEYNMOafBSvfE5FhxNJU+ulVK9j56/ob6SReuo9nkmNlFhVX3TrCf259ZCXRb6iUTnq2CRKPhU2QTj7e7aVg8ND0NMJM2Fh47z3c9mHvAcym4z0ljteTXTVcEmUe9BENfLOCFdTw/bCQYGgbFvC8k3qovgW/qNvhF8XS3tNOLu0atOIVj4deK7vvEm8/NlNuaYj/uziK/3wxfQCCoQ2uyG+AFXl6EDKK3ZNt6bEtWbKNq36biGw/vyEWPU6D1ex8wZJBlg4yigltLr+RqYJtkGVKn1OX5+lff2PVfFAHvykBhcZSrgObZcbjLCZSRguGwYviErie2Z24lLA+dvwsfX/4ghI3OK79z+yAX1F06VLcfdfq9vT+u34kuyQHJVB//BHcR+h3xIYZhcJmWXdBNvPByKAIC7Z28cNvqoPfBAU/Cn8uYcuLd8ai7k2YJ7lYNXAeyflkVGODSmYYsvkPmwBxAeYnNFWjxQEbCbnGaHiaPsXqBQQ7DTMrh7EMyjF3ilGOaa0utkHm+ijf9sat8Yc9zlfxgjkKL5jWJ9m1nDhoFjDtfDquYDwS3Vzf/5CzMog1uBZPLFGkC+ZpKV/oo/dcuAop33gE2ZFBGfaeaFDA+SR9HD/6JDiWuJlFUWPuIhjaJmBxM0Sjvrvaf+8/MO1bfmwOoWN1CB7F4rQBrPZg1Vizn+HJ3zQjSWO2ocMhvELAj1Nezy7j7DZuS5HtbzrK15XHav2l/Z4ZON2VVsyaV1+LvyBnn2dxPab52+Vv2HbCtZnP+SpJqiEYnnEWM+sC2xz62lYr7BgykeWLL/mtwbVEf9iNNyo8x2DyAbMMA2MND4kIaL60QcuUbOlT0ESJCRsuEbxnIikHz1EuBv2OZ+vx6Lkwc2vPhXz74DaDUeVibadozWC1ApfrL3efdmGcYiMXkemXHi6tl2DoMpKFt6kZwZCHuPluJ5gvvoZjKqJRPAwp2D3zXBMmp1mY+gY/4sOQ5Uavmqiwhs70W+KLEUWvXXvDK2ZJN8FwiqcAshL5osVV8bjeEuyWxNVkBv3K6A0QN6yHmL0pJPERjPvd3D78crX7Lhm8pLtPbO332RfVJBxKOfbwZ+wKzuIQGfaIITLYbCbuK47YFqzeB6vvXRdBRk4BcaiYYMjsUpZx018kblhhynZt40s+fTzZ5IIPpWrFy0j1vxcTEz6D94DB+eIwOq9mWGGGD0BaCnBc2CGZnZLjhL2f2JcjF38R7v9smBL/CVNiK/awHI5lcbY01eUYgpIbz79/8UWJ10Q/GCK75JrZbA47mQiOP3jRD4v3hQTD89HFj9lB/LKol+yoc3kDGSl33pWCaAmj/j7x+Nt9c+WVJR+MuNmyYd/AOOXVNLRnJ0TrusYGRmxkdMZZ8I+BgFasdMQK1jbTdw5krxyJLBb+FoejMyyjWMYrJ23s6ss4Fp44fDEpNWwJFEvqJyNBlfdlF6sMvkgPhsfcjDPCz/dPZFoCP8uj4wQ92+jdxmCHb5Zu5Yt8giEnxrR3IKfzUeL/N8ROF7+6Qsfni0Yss8f/LzXjfRKy4c46N7AKYWk0S6QbPXw7BTYAA7fpUYLHa5sx88y0Kyn8ex6GMRuPRVvbaIQLICzt5NVgM9PYJflX/CaKXRu5fC9DQ7lvvoHfFhbxrkZ3x+lQvnUKyriKxQUoe/sRAtssOObjihxzJQXDD7FwcyO6kdqMFs6pOLdyDTs3DdiziVXwyTgLmtz+Fogd70LsoMhI03+KLvuh4zs7YLvEixD+uJCeTntYhMJ9EB3HmakXFbyf+gt3oYqdIbBKmIAFzWOObEE1QvT3W+HXfhc7r/PZFjdsQ7HZkFHz6wRUZ7U2Jyu0H1u5xL9b78mr8YLP7FsGuyyzcU+5wkUwHATRgOJ9Ei/HpMd7z70pv3qrVF9Z2wiIx8FmIWwaUixs1QiTGG5Hhhib2jHizNFz9z8AguVkCJZR97Pw5/g75u+ZVSd8vs0NAZ/3l3C5faHzYHY0s6Q5H+IirhUM82X4FWPBOeEH8DHt3JmCt/u1d/PtKWTGpnxbF9q7cPHi/IuChYxcu4ZKC4a0o6AthY2TUIUwQ4EqhEIsWKL+wINpvxIsTvMmWgTx2cZOwyxJD2bHxb3neQw2Q9Mej83wtIsfx8HCaxZHCy87PzoS/qfsVDwB9yJ6ILIyq1D8gooR+pcyGYIWN3zH+R0NtbiIWYpdD+0paFPB9yQuoHDOuwYa0LCpG0OCYbK7ZE0JhslOpW0+HVWSPEUsa72h8ihdXnC43bMoBX4YJcHMJpqAlet3kd2y0/YZrMIGF39UhqE16j7s4BZ/UsrV2LgduGwZNb+PXojsohQ3rD+JnaBHpSnH3X/U9ldfh3R/rrrg0GkmTDPVuOGLV1hR5z62R1fT5dHdtNphb8jMtNrNMTOFLzB8kQmyKVj6UjyTInxO90JgpljGKDaJKSQYhsWN0/By7urdaY/BdryaCQ9dlnpRKOQKVpzV03KMUVjwiGuqXo7v5zlz9Y6lIuwc5gv/JXSKtgbH1gOQBu9kGRXWM4/+IixfZeMR+rnR+4geSC5x/Y0pdPZM+dl0I29p8l/OXL3XfMEW58yyeJYnBxGsiDLrldmvjEKC4TA09hg/Ptieq51c9Sw1Xn8zZe4aBcEJPwtmo5QSE5ABMASZAFG/q3z7Dk9K47zY8WX60TFkF6wmW89B2zm4WOYff3ucQNKXjd9vf3/2uuRxshyIZUH5wmbA8G9HIrueZtSlxqefeea6EUEXRE6uv4LBuotAwBfpoec1+S/yLGfnObmUMoePc+j5yN6AtYd/HpgU8wUrX+QTDCkGfY5nSFfYKXABbjIuwTjjl/s9Q3AuEyYE1zSbF9H3Km6wBJClgIxSMpbjfl8tbB/2rLMNO3hcFMOZTVEognsIsuFQOnoYSkft/YwNO5bAAu7KPTNTzNrZMIL+iC5xPrwRf4I3IheROV9zua+wUREXkGeckYs4bdMlmRlJzGphdhp/ky6d1sM8bNY6/1vYYiLOIgg/e8PIlOE8gc8VHhPvz1ycZDmlSzAzj/cn+0x09bh+Cl3nR6PcjQ0C2HGdYee5rvc4LmBwIcPeV0+AwMC5TtxgeTHLjGm1Q+si2rVwIapQvPI6yvYgjjF67ZhBEkDGf57zuc5wuQbjHKOLYHgWbBomwaYhbilrnOMotq1dTKVYTNG4lLDPJn42KjGDC6Z9BwRVK1z0vGuU5/vMM2wGf9xj+BtZ62eizJkRJ0v0muubUL0WlMXzXsTv/wHd5Ht0z0CIK/47os0M7WYWxSL6ogvh3RRzNN6f+Izn78A1bobo+B7Ex9mxGHkUFiNdg3MBcreZsnYRM18FQaUFwyme662WOfS6pedtnLjn/jS8COFBiXnK0Vh4cA12hqZdz9J4FrGRk41V0QRpyyJNkCiosVOyl4JIB+NANkRlY1R7L3Op3rDfFbYuug6NufiMCjdpzXculpl9x+M2XNSn2Bh3EYqfHYNeCU8+lfKrXWacyfMb4oQZSDB0vaLybyfBMBk/EyUYjuCEBi/KfEDYiFoBtNvZDnDrIivhNzxMuDIY7qwYJRhOWfE8osUXzFhGs/xyMGne1u1GxA6ULH+zqxVxO9jZ87Am73xZZ6ZF3Be1hENk2N2SZueMOJPJ8PdyFYurWQzegHkTcg1O4krxTeT+uWLG1TLGoCEdIPpl/bJwTjJcwpYOLTA/PTDRAc3BI8nul14SLC/gBVDM+62QYOiLG5zA4PNxfJ3s97Nz4k1YebTXjZ3IdESJcp8T3K5hF0ZR29ADk9kkjFLMnKP2H/V324mO/lm0FChF+Od32G61Vjx2Xbig9xvLaG1GYrgslPtwCa44WksFZhvSE9QKkFGff/5FNF56OPCLYrYhIwXPkwyyDO3KMv9bIcGQHd9oKcDgyxmbEpQa1iaCny81IyQQ2oKXhbgvB5xIUSyyWaLHYlJJL7ao4CSKkykbNJOmqbTtvs3sKmYl5AtmzfBZYj3fLMOwzUYxvxmWQvOFjBovF69Yglhq2A6fFMhY+kW7AIoFLO0uFj+jc+B5yDSlFQjvH/Q6OmBfTOhxX3SNc1ByOnFiINIVqxLIKxhem8IzOIUXeXRy/GLqOLiOX+4x2gYL/O//gy8oFwLjxvd4KWS5PiPqxSL/deHBpyhoJFTt+AMZz78iG4beg3Ei8EMNsirxjuSbq1Mg8ec6WADgv+cLO5eyz0HrVbYP/IwXafUzZmYLn9fMfufilkvYBVlm3nJhz6Xr9znDUrgO4VmHxZs+WMQpFJXMMLRZaj26s3FIfN+7M2GxwQYL1iLAdvVkNguzWlxj6jg0I+M28GmNs5hmTf9tFUPUC649Lr8hHJo5hb1bwwv0Ufc4LlrwN8zsVPqx8plAr3F6MMadK1rRlIu6FP2i7oe2syzPhQ1bmEl2Ie4DFImmlmZPxm+hhHTHPAPnIhgOAAsuAMXNMHW9TqK2e/FlD5mmybrO++WQqP7gfDdK7GCDj/6YVzF2hDc459r0c2PE6XAcPi92x6XXKp+zFOHZfMclrFhM0Z9zu3mQ5cfGGUsvlcFiVPH3DL+R3qj0FO9Jm8lPAYgCuGtY66vwIgjPh032ioU9dtu8h56052IxlnMVPlvDUWnB0GZdM0tuIhJ87G/LlQG3u/fBJnQrx2IQ5qknYp7KZ7SL3Yi9Dy4DkfcdvKu2rqdHWkXQVoH2CvZZuAGqDNggxPo1s4EJ3ztcImzJQQGT4nNUzwDqEldf22Rmwz3wVwiMDFa+0PM6TgWTPT6bMcky7Bmmh88sKsPCdhkSDF1GsvA2NSEY9h92vTntqD1inUkpn4n1BY4bRwmG4bIDW9K1P1LQWVIVFdYsfn2o5cyI4A+b/oMUDRhRgqE11WVG3ycojeaKcByPGK6oc2W9I7qSsoSqWCfMQudis8w4EZ8NqclcAWI5G8vaqhW2exO/r5Rz4OfYgYqrP7wTW4Ndl+O3K2fzzovM0gPcHuB2v/basV3TrEH9YotmsKLmJhja1eTllskgOyuFMiwY0aLxgEtwIsAJAaOY0FhIMAxnUtGcnSbtcYKlRiw5mg8TYRqr88b/BISPcq+ARx1T+DecpIww6nsK/d2WZjNrgCvXt2NFt1gTmkL7sQbHbLg0Hr/DsP9foc9wxOhzZzuBcjubWRanNNxOaFg+eSOaMfmGyI7m8LYLJJt8vEjhifc+38fQ+I14yIJRSDAMZ0mzYxvLb0sNltYy45TBl3W+tMcNm6HJz9Gcnib1rvEDFh/4Ymo7htMmoOsi0Z+m+fOTyIqxsTWycHgtuZRR2kYjs8+eQZZVakpmnG1KxH0WE5y4yvsiml7xThJnAprvrGwDHGaJc/yZlcAXbZayFQvrbUSBlqIhS6lsdk00vWCLQSjNp1DFKCa2F8swXBgesl8g09AuwrmOX/gYbXdqPv9boHiV2rDk66+Nufzq4KU1buUBP8MMmSxWQuNk1LmyjtrO+njGtYgIl2PyO3hfY4ftKIN267Fmu9DaOUV48dd6pcbxlGTTIY5nH/jJUpCmaBDlG0U7Ax5v1HOwkoLhS68weyNtVsHCKT3EfKETVQSu3ePt+JEnM1H8FXUMRtQ55V4X9sWWDQ5YUkvBME5Do8ewiMI5hS2LPuygDBZxoudWrPxhBVB4LmjnCTwWlmQWC9tIbXac/6xYqPkCmdKtCGIvRNlnq12M6I3yzO4ozywUdgGOf2eTAS7E2expNvBpbs6iMWGz/4wpR0QJhjYxgd+VpBw3ybFa7zPug+XYzP6OG8za5HybEZUpS7GcojmDjcvYAMfDIiitVmZBYgUbWcWNsbj+/UZCreHqFW87+7KMkw1LunczeNf0UBIbXclkF1CtKGOFcF47vIZcwwqG9ELsh4Wbm5Eo8B4SBqJKm1nOyrJWmwlnBct8jXsqLRhaj/AueNcb9x38xmN2fCerUaikebW1qsvO010WBO3zaIXlM3hnmzrPY0UgKwMLhbUzaEIFZDNKyq1geNU1af+etDeylVkV4RLWVuAEXLvXjki1NkDJ4LdQ+H5KmzX2GOjSBfYyYMYFA85neF+P+g3lOybaS9BmgslNXBimN+gKSJLarjVJSoKhy0gW3qYmBEN2SF54gXnMAyMGOZ2N9Tp894lrnbav5EZRgqEtvTgQ2QycZHwO/6/wqnSxYxuNLrVPoUstRa5JWMnny+p/N2xBfX7wA44SDO2k7PQ+k80H+GFSvOqGVaOdI1aN7DFZ9X/WTugmiAydqI5L+c7F+nowe2XGGTyYW0ebMpd7vALvP+7V870NyDNuBN4IQWZCMYP/3P3efBs8Nt5PleRXZVfP6Fm4A2549JJj0NiWwotL2E7H9KeyGUauEwkKU29BtONqVbFSjUKCIVeYWHLFcM2qDZ9TYM5NcSwDYSgYM7sSXeqkzoVZ7jY2G8Kuvlfzu3ks9Hahxwu9S9lFkJMrlhFR8IgT1uCYq7Zcvd1t50ykT4qdANpOoPw+u5BgX55djsF6odKvh+fCiZ1r1ik7dfM6Xgf3Pd4PGSyNZpbi/zAZYmc+RiHBMCj9CjLD4nTCzHdevvCGF0w/a7ZIVl4xJoEAHNxL4q7EW5GOK/H0ldwajQaYURMVj45JweMrWPBg2EkoOw5TECxWemIz0bjSzX+34rFtSsT9sSSTxuP5wk5K+bf94S+2oKO/WL59WT9L+ky14H2E9whOBjkpLBaWG19IuVjHjMe4QpvtgsrvKXY/yycY2pf6BXDuX2MibgVv1/ELn5stu5oBjYtYxrcujMo3hFF53KC/MhujMXrA5qQX7E7ihPXgKuXeHud78m3b/0w0F8ALzhabMeva/dyDF1xmveN6ac3EoUE9M0KKWTScM7QDSgazZjbMhY5GxYYtJQ5nE1rxyjVzO7yYyuzGXK/YQoyYmcQMJUaxrMhKCoZhDz+WeTPzOao7rz2fyRCkBgzs4HeXng9dPemJy7DZhswAZxazS0zxzcKC5J+YI9MbMY7oFNwXU75VARc4XZviUeDh4lV4AX+qZ3h0KWJ40Y2eceGmgGyWwGvSNex1x/kBfYKjLHPs2HH/tlrGepbxJftvNJhjBQf/vRwRJRiyARSTGxhxLHPKcWx2H489mUZWE/+Xh2dhi2//EjeuhMhCj10GO8MyUaNQ/IkEkGA+n8X9O+M3BZsO9/N/cD8vtYLG2gRMmaeePBmib3SWqO1QzVJglgR/NtYYNmNatKsxe+1eXPR7ER7n9z+UNqsiiYUijX9PQlVaVMZ2Lpebbk2Z9/GexHkVbRbYwIiLelGJFvaeeQI+MxPmRNYfOh//SguGdn7Nd+z3P0w5eUDmcgg3GbW+fmvj+vjvBsWfzTZDeFV0mWdikZ3nRTUR+n/23gR+u3rO/7++3/u+tSEyaRHdISHLIMvYVaQYWQYVZhiNGFtkjSREMQhJNSlrY5dQmCzR2GVpylhSkWgjGUu6v9/v7/U853qd8/l+7s923Q2P/P/3e2Yec/e9znWuc53rnM/5fF7v1+LQKAByPKHtbW3Wsj1OW+4FN7K47t8pCyIa47W5wdliQ75fyr3bihn5aLGd8ZL1/GbWZjrH+NGT56XEnO+UmKu0RsCugeYyVmTUesCw5ZfMb3OtAAw5PBiD7//Y57ojzQGBAIvUY/fceWZG4jU7Tfl31wDDg1+5suscMrEjfAOfgSc+YaHzYKqV/QUw7CTl8fN6qIVgVQkw5OZ/5Wt6JgqdHiP5LV0jHxcUfaj67pggYUPKNktZvki3gNATpGDXlGUyy+ezrRMO+TfeNusSwBGawxI9/+CMX1fuAYDfFb5Xs9S/a/L7s5/PTVar6/JQdSF5KFC1rlv4GX4APVqLwY+pAzqLFPT9AjvP5iGuChlm8XfIAYb81nS+qBY2W7zfMyXBPwnfTXXNHrFn/8D0xHZd/X5mOf9sa/82JiAwZLmeWxnC4WfB7v21gJn9RPGftWCGIqNDDn2H208mGByXUqtz+//MaSvUdMC4X8CPvgf+NPjUlMqd8BAwtix2lgARd0C59wEMr5TMtVWOCQMEJggNizMEGLLQ3kCT66s0uTZTju+QAww9kaldxy2/SxgEtC6sWT6jC17Qb0i1hByEx2W2KcwUgNswAa50/L2PIIuHfgFhZqbZBSVWlBmRLMS5/jn/sIkuEKPhHfIQokoMtZMktzqzY14o1VrPvuvIJ4qJHY2Pvy/466S+TxgEBmgC87vFZoJG3fEK6uEzuXe4F2YZxzkWNyv4975PWqNghfQZTwGGXkwioQW89AS99fcLP+lCvR9wAp8jEjHX9ZnWG9b3i1bABgKJWovnCN6m1N5K6sak/S9Zr9DcZo3mOPfQQnWP6UK15fPHtPC+gcDifBOBM7+SN+X+z5S/pu6rVB2mpsPv1eS4viSzz5NktveQXB5wcoyeddhHMMbfpEHGRdAHlgD2VR3kyYWU5d77DJuY3hi+ZOvw5wQMbXGA3xXqFXw591UTExlZrTiPnE+aHrBXbPdxffnpXinD+2c9fU1ViujPeN0bVnTebzRvaELNykwhuAQADYDocoVOtM5TnM5KMjTsKorxpZUQYDsH5nKMCYxj/J78rq2yaJ8D+2va45cxFeZnrtyA43XmsYyDrzpM4Vd/UlNfUlLArP/L+VUNMOwsL8Su5dH0l/an9jkyAMx/t14D8fn1PMPeqAfKCxHf9lSFASl3ufNELF2NLZpfMi9a16amWZJ4hfNsbAWe7WPs39xEkRZigj1Aw2epz0Pr53N+SOn+kVK6O7uPpy7IH3ROjXKIFvKMlY1Jrg551aqOZQ8pZl5g01W6hg/VtZzypP1zA4YfEZvtO9/rg82wOpg18bkbQ4bwof75RCGvJe24VITPAbSxnQPmeK7XiAUQMmi6XmfVUpfubFbkBz48L0/Y+WUKntq4bq/zl0jB9u4TV3bgec1f+kxZDDE/vLMsVR4uaxUKFQdqDsYivLVnqQ/quM+aHvdKXQ8QdsIgpfWA4Sxnc+1trzWAoQ/tlM9+bfL8V74t+a2ujcnJJcCQiQwTGtOj+0ERj5G2pF6kXPiN0MWE6QNoFZqTlwBDx5X7s/F6etd7V3Ym1RjEtpS7DyQjM6kLvQBa3s82ZjFANWahySCyrqmOrZ8Zb9fJLX6Dr8PSOnvQ9YvefgCvGRqHn0/3hC4KvhZ4N85S9l7kwbOrOkz4QlA3EkPs2ZpUt9RRx8xrkT/fdXoAKf5X12Srh+SJ2h7PsBWay8HmySWp5gDD8y6YTCUSkg1qUXnbGReVvQx8uSfRYCz+F5K1E6pAcBE+HvhsnCM2RRg81PIbsI2Tqm3O3Po+tgvPA3IRDPe3l8n0E5TYPEsh12JSCavjoovmm0KMDJjSvaWLS5VkH7njccL30+V5eKK6yUiySgv0cD+fk1/UF+QXhVyCxd0fBRTi8fJ7yfL2EJBOijyVAwwt+2vxKqudTwJPMNanWqRnqf0xoWFi42pl/LK9PfzM9msdi3qgsx8DQf+deN/CirpAPjNvl88MyaP4XJEsi4Tygp/1chKqlKjYWRsI/Gf+i78WgBfyeEBf9jNLWVZPqi9NMRYsLUzB8Pl3p7/tZf0tpu7hsfVenr2YuCTVSQGGHsu33lpNs4t6GSwm9a2/X3gcg4xny0VJn+Zn/h7eV8/g7pmuNDBpZLYWzxHUE1R4D7a+/5pu94pDV2lRvKRm2qIShtuZkTRMAItt8sT8aGNJALmuS/6ah0kGzHjj+VSKDfjvJ6xUCA8s2jVi0da/4SVKIgWwt82FF30ly5ar1Dg+9PBRL2lmTerT/pyAoZULu4rZepGYJOf8z5hUWvvmDmKj4XRrgfdIyCjAs1lTjodFquwhYIm+GZ/SGeZHH9ccGymhfdsAzQHPa4XU7bsCB0KfMgcP/NPj12ieXd4DntqMCbCdt9O996UvregAQ+pf91tUiEz7Ne3wFEBCvkttPMSaAqY8xbwSgMNsYYNW1zTNPvz2NcDQNhu8B+UAIPhfujo1zVkMhfymCjW8ffv551htv4NiYCMpqVBwlJpwhGexLqFuvQMqEvmcy/cU0HoRAKzgp5o7N74nZw3wiVU7Axtf6479nlx+JtgDlGuIa4lqsTmJvwOBkvitUzyHCOLAExA1DA2EVC3o4w4RmzG0MTBrOwW6/rkBQ4N9qDdYO68LW/bIt83rWdQzLe3ratZf6Z54zesUGiSG9S4PWNK93avC2EeNWEBgDcE1EAIgB5iQ5IbI36shctcGBQvH9gqxxrEzwDvzXQIMzz+/HsDkBh5zeOYRVOk3rI0LJ8ruCKCZJiZsReanIUlqPWBYO4Pl1691gOE1+zp/+XeXAMM4HACzfyQDrZOSsIvJ4AiAyKTArIwSYOi4cssG8XdhQMMHjRS1lrJvz66S8J4m6UZI7W15P9ucJXbUB8WOwjuRAY1EqycKsLy5gMvW+vG5kjJrQk8Xa10qNKufhWEZfhbhG9DMGYmZTDCpaCnYVEhK10VmcIxYJDy88d1CSk03iJoluMRgCTKfY98+301IWjv4BPb8UAmEG2phD0hDt4+IejxvwsoBhoDjgOTUI8UQxF9jlhrZREt6mPTX7JFH9w/UVtlX6vMWtdA87fMrO+bmrW5ZPibLorl+6X4zkcG3iH/zQKKD11L2+9r7MYti46eVEusAACAASURBVLS9x/t1uvE9lZC8w/YLkrPq2Ge4j70fNyDoHCMnrTEReB8db8aBsPNv2QeyKbrILUXKMzIsJHz/oZRkJtSt1+FozbDQAYa/U3ASFgeAFuHiKAcYWsLnzvtBU6kOoTw/UiPFHogt3yMMwFmXxgeeoPiU4f+FqTyLAyZYmJS3lNmmJFRfqIV6zaPG+wwTz/mb5egeY1gY5AIkYMWzGEaidPHFfWI5cvKfKsSDDi5V8sbtFmPTdGuuf845IPi6MCnsUbPHbouT3+l50ifiyahb/1cqkgNP1POXCTRdeCTCLNZhC7eWF9Vsz/eAkUOIWFwpwHAwlpeh/C9lKO/goRLQmjsu+/DdQk2Dc/VsnBXs836dPs5/z3ouOoN9gTMU5xMWxF+yLHsLGxktn+90Wy/GAK1Y5MOGL8mnDhVgeJXGi40E9L5Y3qsOnQntKUKfVsbYWoWsV8aSMTRjTQcipsrNGjc//uWfF+UByJxk7c/7cwGGNDx+Jv9LFnu777bQNX94Vu+ue5Lwo1LRPN18c6kl5MMKQHIHzaUMXm1/i0k3NszCWPU9SQAVgQcEXM3CfLeEzYEhj5EnLkmvtbL6IvQLZHEKmN9i9WGmOI30LbeYqJEnmwINpczzaynH8bEh70bmfV9ZE2Cdg/0MDZVc9fLbHpwBILjvvfrrGfnq9fRc7X3GxbaV13Fr8Yy4XNdBClyoAYZmTPuz1jVMrPVYU9s59ZzX1sXn/McKtmQfzMt4rrHOIZiQgMJUMQ9H+URte9PFrvnG8/eyS+c7llxrIFy4bxM8bFfSwlQdgi11OXDeqVlC7VC9fV7XUujXN3q5yr+uwQ+Uz6QpT3OeAoT/7vfmFWimtGCNz899dnqOSUgOYGfsl+gxIW7E/rkBQzN9YagS8rep7CsOkH3FLBXa5xj1q9lomXXO5zxk9wWF97gZPdeFwdGkzVUnBVezx2u8+2qdyXrf6sYHP1DheFp3tFQoRWfd198Da3QP5N+dApzZ2kGLs8yNeR+kKJrDeBv3/71Cn08S+XpJcstvWNtmPWBYO0OV10uA4Y8EtuAF4Av2fUpbxaukxaSdjzXF2aalMDXuKA8zPEqoEmAYSh5gwpgphX8UPlK1sgwNHwFMeQE7d5AJLp4Gs5Q7CAQWIKFjQtUKmPI5pLO+Wt0TJFDr4vfEPpC//E5yFR5Hsy6M/F0tN+G/kV8xqW0pe0Gw7SEHXa0GZt1TxPu1Jw4PzXtoIn7qZxCszHWD+4ENzJzfSvL0OkmenDzmRWvNV8Kf/07JDRn0AYuQUFAE7sB4DSsHGOJthCSaYoHPd5ilHHZxLz2wdtODi7K0r1X+lPo8GwvD0qILXKpQcoE5+afkQ8qk+Bvywup/0zWdXLtUXMM8AKkw5bz1XNiYnUnZLQW0M7lqvY/Dz3ADgn38WL9rjYnAe5HqHaFOOIsHFhEUgNerJAnEc+qlL24LELE59f7PEGAoL1W88FrDAXo5LUCtOs9f6+XMTuw1Q4LjygGGnsi4i2qp0OG6N36newRvxF3lDdtSvifYtpUp7v16ceoJ/aqVS1rozXWePfytpWwyfnMxq35yft+IeczUn6X0/pMkAT5T3i4GSsx0bQE5fqhO/3v+Y0WX/AgrisTp5+pagCXzQYGBFOxhWMSpgmVNyjzTTqTQsGAuENjIhLjVx9L7xZPmLPmqsh8kobAqWgAr+zvBKtztgTL5F7AAmwYmTUv5Hu75hUrb1u/1B0lnUunQKcDQknxSUC+Vt+sNrj8nOfHSTJ7CPk6z5JgLsLCaxaIi/K59I6Jn25GQ2Zp4zj7C4J51CWBqOee5bcws4VlK6ArX4g0awQ18fAGZLeklAIfmAw2UJz9xjSTr6U91480MKBalsU1HmAQPEFQrGpD/IUaEQ80cmlGybLF/7Lx+Nq5Jj2kP2hUgfPnz9c8BGJ7w7nkxgcaQEOZkNILxAqzdh0f/+0oBs5MOVKGBjWyb5uPJaoRzLrE1QMXROs8z29LyQ7PhU4EHud/CzYzVN1N6ucakloAB9uVmaujxNcv83muDW22/KLB9aUJDh2fRZQKSSKYlobalPC4BIJPYzO9QAxh6r7XenoJrBuUQXrY8U7HIuEyNvWf964IYUvVr2MfoZ+zjpZ6Km7A1wNAqJDfQWsPQWs5P6zb93Jit5yZ3vxtrnrb5gPdPIxmQhfAvmO+oEEK5enwcF6vp/VY1vymS10lXh8wAQQBJ5rpIwq1g21TPNWTeLWntqAVerfCVMHHdjE+eVc/UdVAqe4CGIOtxYlr/VEzrmhw13G//fOznBMxLIdYAqpfuZR87sm/mdMO12CkBNOeWbQrjpOvPDRia7YwX5Bs1Z14XSW1nYcatb/cY3YL3uLsIE2rM5Aovaxjv2CY9WM+Bk2Q91cedy/JB7GVsYHLlJgfeh79Ro+Cxj6Z5PddZAGEF1BrcMlhlTIHn1uaJr59wHs+x2gKkxKBPfSc3wGkEw1SMSVLrGYatI2J6u/WA4TU7f5MSYMhDAwmbWSCm/7Z2McPtSY8CfCH9jK4mVQIMYx8KT/BhphBBX6s+5GNFZ2Z/B7EoZmUnev9O5yTp+RJ1zwCRWrzThvdLjtiFDGj0W5fOH/vxZJ9/z5LsGp4jd8342yyMjr5z5sXxQudX1FpHH6cJtiYxsBow+f8vyam6JEEx2/DsqBVm4seJSUPnEgYRzLTzzm/3aDnhndpesuI9FWbAQwx5MAsqFlZh5QDDngnTe2Qxmb3ffdomwd63r0E650ifKDpGdB5L3dvSefGCi21YKOJ9VKrTdR98VvcBkgsW5tyD/P4/0aKJ79WSJtg/0JGR6XvoPNx3xvMASAl4ykQK5gqT21mM3f39PnzSfAcwIAND2rrz/RcmeFCVajBnF+PlmU/rf/dhkaLJGJOyloL5YaCJriZSylYvU8tpkSzQgCBVE3n4Ffr/4YQmBxi642x/JnxR+LdDLHa+/5LOQ31M5Hv2ID7/QpouNooAu9Zy6riN5TeUf9ofZTBPF5pudEsZwAZkgLnc6j3n5pMBQ7MjMTfH5PxJMjffTgzCVCE3fJ9+M7xgYHrDLuN+/NOf5jqvHqrUTAoNzfGp+dRnlPIqxjLV2rzwcVn2R8f4ch0HhuupJkb8PfAW4hzwLAa0Z4FLtUq/7AnMc5ix8LqbzHVBOmEDz5+ZAgwt/bZXmtNhZ7EI8f5J6caniPAz/MgAywDNZi3Lu3nfLDJOtmcx9w6xKLhqW7yuZj220vZ/unpJDYtV/ZqIBZUW+FtJng3gVCvL9rwdTaPrXneus04p2UW8UovQqzVEwAQG4GdxGPtkuZnQajvhAB/7f1q2XvLItYyZ48CmZpCSiVGGZUNYLYDhr7VIZAyA7Q3DrVYnvm+lnh0KdZiqDmADcT90zeyK8uLoY+cnF2ncR66NdBvgEMCQ5xLfB/CdAJJ48Zg7JntAXk++ks+Xr+QIIMwJQKjPj9ivGeMwcVBEABQBGNUqJT8O/bNqrHVYPYyLYfM5JAgwTrUULPnXiP0KWLCznuWnyHYklPel9mEvY177O4ERN9tGQWpqxDCGXyGgCX/jWRUcL3/VCrHl57rgCwIwwqoBhpAoAFvt6zpLA6DlHLVsY3YY295Gz9a9H9s2H/C+AWnw6YXhhR0Ua5b7J+5Jb29CB/8NSxqQkOcY8zIaYbPMCbxPP2MAegkcbLFMsbUEzNLnT+fCYYI3LMVShT77qI8oszVnmaPjz36pmpGM5/eSkuw82aBc9HMFwVwHtmX6t+iDY9YG5mhmp9Lm/9yAofMKAC8BYWdpqHPe/H08P7SsuGYFRmgdgP8N5ZPPM8BKNPZZezbnfisS4Gkmtvo8xzJiAlbPkUdyTVE1KEYCayGO2/fjrExnPIF5LuCPzn3E+hsrHcBraj1g2DIa5rdZDxhes/OXBAyhdDOhYFKFNNgdPxuMhr4npY+n+0wXmlRj5HSw1WB5wGyhSoDh0MHU9nT98LHDz66VSeCF5GO1KL6BuvAYeuPjxiJ/lrIUjjS2CyVj+Y4ACxiTrRMiD8J85roYxPO+3j+u54a0gESp74es+Up55MzKUrR3G/vEv43AidY6Sg/RX2qBTiE5Qh4rFeNEKsYudADpQ6m8SHZSFpI8pHn77KUOtkCjWoWdws1kCg5dPuxE+v05wJC0rk+c2rfKmAQg5Z2lkDogeXiAZDMAzpS7+CQEt8qBw8/0BIe/tSTUWr6D7BGmMGm/BNj8SkwALoaWNMHQrwamLYzdWepkTUa/qckozIubCvzlmuI64nqapWCDnSVpKNYCsLRqTAT2nRs3crKP3PE4LR6AFp8RZEhPEYiNP2etPIYQbvGVrwJYzU0205jE2Bp656QAwxDc3FjAO5P5F2hxeV0tMg9R0irjwq7yfbnvfdrOZSetvrT3AZyVLepJlBf7dM+RGNbYHMfJP/DXl4sBJvPvryuEinviDhoPvqfxAK8sPLNqZWaet7ME2RNGZCssmlOFnBgmDotg2Ac836geOO//jfSKBUKq8E4l6IWicUATyb6orWx77zdkYcFS7Rtyi53lQanMzIQdjC/Pvx0BU1UBAwLabtjATgPgBGA2swuQAgb3LW+u7/345Z+dAgzfIq86FkSkUP5arF1sJgBf14Up/AYFblyhyfBDtTj9hILJUmNy7Xrg9T7woWcYwi5ikt1avZdm/951BSwJggIswBP2to3WDhwfjDY8m1aKobtGDF2KxdJzGkLF+vHfHoaTrvHCnIDrcx/51906419niRQg5QsOWOjCt+Lnx+hRnb+XwvNrpqifjfbAKoUuuPELWMmieJXM6q+WWX3qudICGFrGSBOLZlat+M1g6/pzYRVvoEU9ads0NmFMA5imJNlm2TpEj7ks85oPyWqFMRGgkGsS4IGgv1p5ocyzAOb6sGgVQ+Zg2U601HvFnMYrDYY0C9wUUzO1HysdQlsKN4Ra5rceU8MU06ExNoMaA8D3jQo8oOH0AAFUeG0Dwu6ppkiuuntAjTcACTxUN95YjZ8vKaxB18BP1IzF6mKWRo7PO58XpuX682uAITYdnDuD0LPOk1t+59o2fVAHW81NtpHP7FP2rT9Tw30a7EdODkuUORtNfuYIqSIk6Njje8a/lQYE0PCcoiEHaESoVklOGu8XNRHPJJi7hC+1hPPRfD3iLT3Y5PGzC6GRDU2LtN82N07b5pjeN1UUsHbcsbGhGgK2jAm/vFjA9XTtk/N4/q3mcq97/YrJ9UTCeL7GZBeJ2yRvx6ErrYAhLOeP67m6k+YKrXN1mjfI+lmnv0xrsxQDvXYNwux9s+aXntt6+xqD35J+nmWskXtVV29iaLJI7rNzrPjBN12EoYeJMFKrOGxmIDtVmuof0fztOyJW0Ugm+MTldfMsjQuPQ/a0DMP6GM+o9YBh7Zcsv74eMLxm5y8JGDoq3GwOS/88OWuVPYQTULpvTChJlcNwnSoBhiQckXRkyZpp5jbYrn3tY8Vi6iYOWtTTxX7zUTJxFXX+WU9vX1TwGfZ6gVVIF58HYqvkxEmM9h6rTYRy36kHHfsBlASzgxpllOH+bOjK31jskeTVUjYAZttZ09feJI8oWDTU6m0nkvFgCq00KzF78CTcSF3lUoWJorCzRsC6zdTZqY9MnphEORky9p7LAYawYGDDUF6ot5wzb/NZSWdOF4MpZBzYbHxdPBHZryf1/HsDyW8IcimV2TwsJO5wO4AGQFN+gz7V8IWaqGxSYY3SsecBSO0ohvBjpwzh1nNh5gJJ17Ac3/xW7sW8GXRuv74XYbTA/oRdgAdVqXIG2A5xeZkWZkgYauUkPth9MCt6CWB6YRnv62NaBMHGYREEww5JJ0xh2I/4q+Cz0v2eqxQwtdGKyeVXyr9gWsNETgtSfOP67n2fXvgqAUAceQhI175Hn2Tas0uRiSAXaS1Pzry9pUM1pqXlXk98gvz/lCSIlPTukpCQYN8KOPVMmv64qafLWH8LGesbzHucmgj4+6XKSXZcN4A0TORhL9/0JmIKdWzLsvTF8j22Y1JI+vkNtMC9QtLmFll8eEwsZFjQwEL5uYJ7kDvfVjLjvfR8KdVgrj2V93iB13oNOrlvxQrCu+a0yF4UI0ApjvIkfMZTly8uU4AhflX4VjlUwOEnrQ08fzfLWJHGssDjesSHCoBkRcN9GJ4jGOPf6tJZFfwhlgvMudb67lnzkw/Lm5gbKJbmtu7DCbclOXtqX14obiiA6lbbTzrgfEP5qR7Y4KdK8+Hr3+qtPShSffEEBgQrKT/CxiXnnfAtgGYAZ9fYkMsDj+H3MdvRygnbl5SsDjCSP15KAYMrNA1ZKNFA+Aex/cKqAYYhS5T3tXjKfkghOd/Tb28PRZoEgFVv0fzQlWuIH605JQEpzEGZj45zU9JQZfOha5HfpzUIyCyt8B7y79TKHDZT0PL+1meBwc8QWHNjryUoIBxTWQ9QDveqeRCGv7HnFjBlaZ7RFLz9josT5gq5+oQ8zmjmUjRbUEBgFYRy6cvyomRsn0VOiqcwDUGm2CGbx59fAwwJvYFpZF/ia2I30zr2hNsx/h0siwHXupAKDj1cHqdSCyAlRgFDmFTJn9b+pXymrRWwOYL1TZOW5zSg/EEvbltnhD522CFwbz9RqgF8h0tlv8KwAT1LqJ3DIB8uUOnOApeo8W8CgSK/89yx2C+f12mC0gwADGeUfok8YwkJi4umGc2zTdXsOiBodh0uEJFrMpZ1twKGqLK4B2oJzeHxxGzHMUjm6m7N2VIOl2NOB1B5/gXzaqDMVW1LHIJG0/auagD8xwf6eS1nrGZXkrOkGRoalbHE3wuAFqCWZzKWAgNb+uEiByV8nv0+M7yZvzGPc/k3aJ2f8T6rx/xcHsbGgFyxHjBsuRLz26wHDK/Z+SsChgAKTEwfLZQdVs/JnxBTaAbAzJMZUqMA7ZAiht2vEmD4LX0OnmUG2X4lQ+IjNMl1CErtazuk4BmSIW64wVzHyAiDD2rv9+uWtQKWfV8d3FZzbN4/LAym0r1ZFxbsg3TfQ9T5gdHCQxXGUQs7L/x+9mwzcBn6udXOQ9i59HVQe49fN0DHf1vKhqQZlhQPSB6UpfqCJh+f0/9hgM0klAUinaOWsAv2GyeoGlyIU4JzgGFort3qtRZ+H1LBAUdgJsLCoD6pzh9ACQ9UWBWzFl6ceLJNw2IHo+fcftz1t6G7wRt38ACf6MSWimRwGAlUStJd+w5mQeD9ySSGbux15SvJmNLCxPD+vaC9m87b17UwoIMKeF+q2NrA21rmj/SL8aFWnlDDyMTDsCaDDfcXMjdgRNF99qIzlKOmAMM/KlX01UoV5Rg3kgyZSQULfkziMd6nUj50ue/DvpC+9TL7Bcns2wFDQiJgD7jsXVSbFL38Vau6cBR+f9gw3MOwQ5Hv1SaEy397/qv/rQwOeMLm1OTU98ZzkDRRB26dLXAFCZtZcv11vdQBwKkKfR9vIUbeuT/pzeHxMWtlE3m/Dpt46YuV0qwJNSALnlmw6Evl5oV91syUerS8EGH51IoEVljmls3BpvqDJskANzQSNtxQTNWpbUIKMIQFxALIrNKbyTON0JjW57GPz2OygVaYbni3IcmE9ThLuYHEe2B4YTDeWr4mzDRrGQfjfdsSYFZ2I0AzHpQwG5HMARJRLWnjXfOBxG5KPzuLa8ZvWE45ZpiDAXz8SP1gusbN19HDro0xaU9ZN1AZF5kjoSi5TcbDzkFiNKlYFLu2W01DcvnvVwMMST5nkep04hrQxGe56R1aGxDawfjuZ2IOMHQDsmPoaz5qKba/A6nDNARbg5xoOrHgDccepOpI1hkfYGHWygtmJwy3KiFIt0YeHvrwWl6HxzPPpVJ9XWNqHGJIoBcMy1YZIPv33AJvbp4JhOzBkoUtmyvPA3mdOcQFmp/gC/xssTRP/oTSahvBJu+fpvab1MTkmkilHNcAQwcf2KYh5YNYOpeoDn6k0BFAK8YSbI8IMQKIb6nfi+WPZxoNeIAP5oZY/mD901JO/bas12SNHQW2PDYD3DpIrPNt5AP1vzAr+W268A/9b0mOy3EBFJ0rhv/uD1roEsJ5PsG220oMQ8IKS6oBf6/B2z4IAIvBn9I5ABilefTIABg6VbJ4GKwP1nHd8x71Zyv7d+o8/wb8/o2+D+F6VE6ibnZk/Aw1+BgnfbcChp6rztLMC5PfeRb6+7xYADLzzpayTYE9bT3Wh6Edqf04mBEmIh7NPEfsB1ojt6CYgu36FHn+baNrwIWHJGslPFYJcaqV/WPNujdofHM9X/FjzTXWc6z8sXnWxtbn+IZgV9lm/bNss8zYDNOq1wOGtV+y/Pq1DjDc8f5PnLznyJdM7nQ7tY7/CirlYfhtTT4/+rHeu41y6pknFCmfj9RXtYEnNzMPYnwewklqCTC0Ce89Je9gceEBrVU+ZLCKwW8DLbbpHqxL0q+T/5hYwQRgkdvqRWjJiVkZ24ll96R/al/UcE7NUuT8Qf13wicLt9aClcT5QMaIP0KLlNX7HgGm2YM/OuNXLQaZwbijb+CwJmPk80+VVxiTKUAlFub2rmmV3cSpjZ/t/CQlXVEnG9afKwcYdmEVmgRzG6xLOjV+PDCDYEfiy0ONrIyFzsNr1nLnyrLQ2sLCk+uHSQ4L86Ff+Lt/14NPyDlK5dAItmmVzoX7O0HM4vMErjCOIA3/N00M7aU2C3PTD+F7KdUUP8yWhNYxIXdJHetxEfIaARV/0LX5IqXlbtxwL71SvjL4wJEqCsOQVMFWjxsb0xN0cYbGD7riTOb4/yHomQIM7fHEYgCGId4+eDHCUiNRjSpJh+LftZOaTEf2+D6oXYt463AO5AjaNZIszaudh5cLEMGGAM9EJnJM0B+o++8/xcANJ0Olzye0hOvQZSlueG5zvlt+lvydJv8sTmBQ4CXqhT/7ZLLJcypVPbOyZ01ga8Fi7i53Xpp868w+ZRx7gZZy48apiNwT3BurBVb+cwas9H7dPCEVdGfZG+DPg09P61hoWwGeIzxTOqa3GCVT/LX7GDeiUoDh649YpWtuaQhLQcr8YwGnPFOQyLeUfRQte+I9R4i5iD3Cs8X8v5EUALMU4AI+mK6WACdvawD2emLnsVjd90lrOgldaxnIn8yxWJ7NM+1yWRIAUNh30cBjLEFLHUsHkn5Pr3RfW0EDApuZX9DIxfIAhkZcljo5KAVgDj9gpH/7BRYt75ei42wpOwAJAAtqFdtroAgBbCg1Fs8RGPI+Sc5gRV6puQjnjvvKstzwM2uAoVkwMJGwoGmZ14SJ53yW2dHIXAE7uU9yVg1vO3alvGsnanT2oQyxjNohaaFPd+kcjmFMYxKoF+r2qa39Bp5jkw76RT1ban5h3t/gsSWQjXNPhV7DzLtLZS/asGESN/lrx87rTucFVLi3mqrvUFBdzabCi3nev73e9yON557bzyqrZx9WIdhmIg7bqAGGeKXjV72FgOeL1QyMG9K183Co/OKuUhPvdgJLHiOm0qGHie0nFU5rY7wHPCUFlS8yYDO+fjHYVLwOBc7Boqf50BMj7E+52Hm4pcqWUTzL/qThv2PSSe2CRyg+470aqp8v5eo1CrogeAvfOubXsF6ZFzHH5Bha7D5IlGUeFF4zfs7UPp/jguGPoi70czZTtsUj29/NgSH8N/NJ5OGMu7DXcxL1wV9bahOuufjejOfmLYAhnu3Hy7ud3yNmkJeuAR8L/pGszYb1cwOxw/u1bYrHILNQaz6EVpIxnq7WNfh+AEOB3YsLSyKa9I2AXJkpHatczGRvmVux7wGw1nPp+c9Z0zHFYYxT8/NL8opOzw2djh0Hjg3XVWNqPZ8zWHBNWZGkvR+h9VpI8FkPGNZG0/Lr6wHDa3b+kgzD3rsNoESTYY14foD2nkF0XhbVealPKM3yY4ELrfkNSl4KB7ESYPgF+b/B8CLUgIHb5ratdHs8gvAKYhIOuxHgC9AKZgoP1tYyAwLfn69/c27Cwq01eYmFJQOamTjr4tsWAgYbbzTXUd2fre/AYqO1TNs3oyY2O8/tx+bsmImT7Hg//Ra76LdoLXfLvT3HjByW89LiMYO/F8E7j3gYhvCLk9O/NN/5h5lxWDsOjHS786UHDg8ehx/gdRZ6q+QAQzNq+ZxW6WR4TKF3nRdymEmTdNnqueT9QU/n+nmLWGWXSg61kSRsXN+1lFaz22wj0LMyRsAQBi4gfqnccWab1msn3N/RYrNc9Mu5bnGG/OtwTRTt+D8LO86+pPhB4oPXwth1lzP0TuXY7EnI5ADQoFb2ACMk5UQBhrOkpY+2Bgud19IvJNkxKyZkqaQAw7DzeV0dJ9cBE1DSOmHLUDXQCjkqxuQGOQw218zlw3PiccgeeLyGfAuGSG1i//JXiGEoUACflx8I4EGW+rCHwlhvD7wwW91G2vZxbPHdcviQPS97/yVAiyX5uvaAU8nftmfxsNVcB3DS+cU38rTPy2NHvjv2l6ldQ3EX3x41Ld66fTLoaG9gNk9LYArHZYa+QyY8pvfH3I8HTrtOAYb4vyL1uo7Y8gCNt9lBC8sfSMKjZlxrQAMsINgTYbpzS7Ju7rx6PBibJ1d3Ru0t5bRhM31nXeRbLmRpbcgir33+JbqHjwx8XJkXAVS1NG/MLPVnwOS7oeYzXA9urMWfb6DaISv7SDp4ohZloT0M75nVo9qNIADI7VaPdhklDzyz8DpJ/5XTBB5df0iTAazDKgGGoYQRoBgZH83J5z9noVOS5IpmD/MAXyWkqJKmSqWe1+F+jjpmZccON8s29tC1tK6luYjyAEYJDZQQYKSZhtd07Xv4uMzY3V1hJ6cqQKk1RKq3plgOLMVjTOk6Pl3Psc9+vg9Tc/OVJHn832rPo3C/4Xtgc7EAh22If12u+jG/H7cYfxlH3Yyf1eeavbiBBODM8zYeC2qAoSXSN9Nx/1TPFjzTCFtsrcM1tv5OYyv1L2pcAssZggAAIABJREFU4PnL9d3CHmdMJlzjPfLZxe8NC5NZQ1/iZ8l4HefZWbaWwH/2KjWgnKhLuuyPzpW8Wx1Ce7HlzoOfKTzDsGawx/1GYrsjKaXBWgvfwbcTb+UwfMcp9DzjDn5puZnlptM+ComBGUfFbP6W39HEip4YwX7UnpkObzQDAa7iSklO2cZKjthioQUw9D3MfloAUx9TPBexBUmLzYP3wdz2NI0JHhfxoYSVXZsjObyMZugWsnbAw9DgPc+J5ypUL1f2CoxBWa+9WxUsMSGpJ3vwlEg/m3w8Oa/CwYZICigA1JbymOqsg9R8aT1g2HIm89tc6wDD/V7w+smeu917sscud79m3+wv9O4Uw5DkQphQeAox8LOQYGIc+qFxUdfKHj8dA0H3Hg+IsAtcAgwt53zQrgsyQl2amHZP9wZWUK1efqgWqepQ2BvpFQoO4WHKcZgyXdsHr4eeMkzyiFGHGfbAXerAmTssBCNg7Loukmgn6cHk2FQTYQbhFrAt/G5INGDJrF4t2vP5/SstbIxYUt0iAQ0/9+BXruq8Fw1P4X/3O7EKOC8wLZnklWoIzVGX8za3VmCE2HrIBVpBJsvozEayR0QsIcsBhqHkDZkBLNNZKuWF4slZ63fg8zw5Y9JBJ5BJrVkOz32WQn0URJCrmPVh8Mrbt5jymjlgligpanjotZZZREw+kB3SUXfhZUcyX0tZfrWbPP9gWJWCKrw/n7s4ORBJINLA1tCIMCRllO4tdMm7tTpRk3lCFgjrwVuG4A+kF4DhoSF0CjBk8cgiEkYOzRImQgCvP/wRnlG96XgpqRaGLkxdxm+86gBs8GlBthNL6krfw5NbJzWzLecfhkgpBMuTd7ZHFg+r5tyfKGlerDyuRRbfgN61Ol6gHeOGC58Zvkcsi0ztB3CZACI3etxNxyz/97/vf79SM8d+gWyH/BPGNotK7i0sFmgmtVTsWZZjGKT2Fac5nq2wDeTY4UKpdAz4ZuLT5kaDt+1ZZzzL5ySd6seSFGB46GvnJ1f9kTTYPqiDRFmYorVFYXhMqQVSzoOo5Xz2id+9rJpQl1ZWFvu27AzQDKYnhv1IKVvLi+qt5KNJA6AVqGH/sZn5AJpKKry1PF5LReDS/wiotfoDSSaAIaB4Lp0XbzJkanNiQy6J0fcoLcQ/LK+4WArfAr6Hx/bWo+flBzo/MGhiNnvqe9jnz0mobGP5WSxLLwGGMVvXgSuP33uhYyvlqmep9wtBKhz/R/uOhc4fN663Hr1S33dMWI4ZSOdJXnmCwgLN1Cr/jiM7NhyHzfxrAY/Zv5vysDoJhqqFBPiY7MkbSg69cG/xQTTgDtuZhT6FxzfhMbMkp3/7O/NqfM1P7iQvwnsIMHybgPSalNLhZ3ymAxbc/HJgRewpVvotYNXCrsXP9RL9viYp+D01wNC+1NvreYi0mPnJveRN3FpOxWX7O8ovDVCdwjedeUKuRtC8B6hoiq6RPy3XYWvSOfv2PNWMxpH1mQ8C8zlD+UAz0X55sIdhEbtKXpwGrWn8Ih3lOLrgCL0dj8yWUDbLWWO1iW1Qal6gKUbq4EXaYHnD97TlA89C1mnM2Whs2i84569ME51mOmP+UzX2u94qJR4+y09/qnyabzz+/i2A4fECm7HhGZpoL5K1gUDdWnmtunoqh3UjoiWp2vseCEXTZynfge9Syx2wEov5IZYv//72VZPNbqTnqua6NPNp6ueKbAKrbjYPiA8j63Zpsn9DmNiYrN2H5xh/4HNLcxwCd5CW7y9rkZCI9CnNub8cqONq55/Xsc3BKsWWEFh20AgL58jrAcOWM5nf5loHGP7ikl9NnvzcwyenvOfwa/bN/kLvTgGG42RgUZOBccD6rKj3p2tiuovkZPdTZ7FWHUincRBvIZouPBjDqPYSYGh2lx9i+G4R9Q5QAWBRKgcFhF1rWE0wbahW3yUbxfNQJKTjK+o4nPrpFfIzWFRgQP37W3Jyy5svSb41NyRQ1c5b+HrY+UDOy2J7lskA+yIsgMU54AbdVCRpL5F3G1LtUlk6ZdkWbAb8iVrKv4FZDbyH6wbPEc5Liz9JnLpoo22Syx4kwLaWDpryAjlEfmoLuhgP0jWJnILKAYb2ZGIbALoD9q8DG+G5STE21kW280GZ85/13/OdsT8LYyYom8sLkNTSZzxtsTNcz1XsK+VULzOMWpJ+LencSAvzP+jzZ2W4vlbpdwDfPPgBLPBxc83iDWn5FWMCD9ea1IHP+G91qkk8u538UQgFcI1SyDpbd0F+gYe8elWXMAvD0CyfVlYSXXcAhtDbyPdkyMZIAYaWkmLFAGAIOw4WwreV1o4XIFXq4Bpkh1nGbw1odP3ryfPpt71fDIuSlsJTCNkSDDuALkaOHTWeAFyVQqC8sOczAOyQj/EdkIfDGkx5RqWOJwTteB2pEx30VMph/H6aPFhJ7Kox475q9rhza3ku2xNCE8qCwn3gvQvIQ22s6/f3YvYykeZ6xFOWVEFktrUyk8UL6sH0XCAk1hml8mTSz0PL6FrYiezXLPPeO46/9J1zAlDGIJmFDjhNAYavVAPuajXgPG7QNf+urkHG+XAsLX0He/SE1hxesNWAntR+sTghqXnwxW3wY/V+ACkAK0g3PkfPR3f1a7+hX7cKw+/fastFXRNt9xJNA6wlCCwhIMFhQi0m/7E0H7+8zW6w2Kkxcsx7rBewYJDdWDcPe5jGz5M1fsZMsDCcCe/oWuE5hpTLbLga4Mb+LGWF+XGR5L0A1ma9PkVJkNuIMeYqAYYONnAD2ovOmkS/Z6WO13zI0K9Znnhxat/LGGQ2c7lkb+Dv1vui9im/299CjF01RKmUt2DpdzA7FRYTTZVWyx6DVKGlSczELn3uZ2TXcoYa6G7os62BcH5DfsuWCufU91DzkOdyTYYIKIiMlF/RLHESslFtzMqS5RidqLrtTRflh7h2aE0NMIS1ioQWD82zBD62KmD47AFsEpi/KDB/c83lmNdxZ9TSqq/W2PtKzUs8fgOardENDpjXws7z7+N5lZv4JhiUgG/LJ92AwtMXyxmHRXjfJY9oEoIhJWyj8LEdtLYgJPC+96aZuSQ11/wkTC7OXUtDGm4E7g2hHcE8P7UPrBmQUIeBjg7MqKX7en+e46C+YV5OmBm/ice10B8xPAanA0MoYW7mGhQ5UQOpBTB0AwE/yt9Kmr6/Qq2QtNbK8zsrcSy1bQ3wwd8YkAxbh0c+fFFBIYtDiAdNSJqRufI9G56nMYSlHGZGeBdgX9xgGYg2jQ3d2C8Q9jSMP1fOX9gKxDigxvZXO2vOG2Iopd/BXu/7aI2Nb+LoxSnM4wX9/HA9YFi7ksuvX+sAQzwMS3X2F95xzb7x//G7U4Bh592myUAsPR6ZGgtdMmep7JuzQl4EB8uAN5SQ+OYrAYbxgx+Tfx6Oof9R7vPjxCe2C2Pv7dNQO5VmZTjR1R4NO91pQbKD+oQ6THr+gWR4fAcvdGuf7dfxd/IkagtNsunekVILW6+1vvnt+QkJeCzykAQSOvL850q6o4dKqTwB3FzeUpfKd4nuGV2cRz9yTdf1KBWGvwSm9J2ufoLOovBMsapav0Pc5bJHEJ/r66p0DKnB3MnNpEQj0aZygCE+ZwC9dAs3EFj2kumgjaSXCQ2gZSkwZASWFrpERarFUDr+TmZKOmEaoPdv1IHj9yEFHFZBruz75wX5SboOztT14A4k5rp0FUsFO4t73+yqnMQitw/7u7yEbqcmVTb5Z/sWNob364nUox7BwmC+KCP1ewgDgDlD0hkTEteRb5uX6bvYMboOYI+WapwQzsmM/urus2Oj7NL7HZoRAv0/EOOQEJ6QmZQCDH8lSf0Rktbj67OpgD66x5z/M8QC/6H2waqp5ANohiHSoX8SSAcri/GM8JKWsA1/L499N99uabrgxjtxsbuWclJI3mspM//GxoKGB51nBy+0MtRC0I59mTngrnbpGNzt9fPMvrChLDfloebvbgZYN1ZMPQAxModNxGS1VbYzJvctdT5vPjdO5itdQw5rsLWAPXdafNvYr8dyWO68tzP4173ItW3mMDJA5IApwHBI2Z3alNxNMjKSeXnWtjL7AObeR+NKjJK9JIulzHiehRHk8/QG+fvQUINhB3s89h4rnU8zkZzWHY8PxQFBL5qBcD+BFFhltPwOAFU0jGCFwk4lARSQkHPCuYF1C4hXKq45GEQuWP9cu6g/HIgTv5/n/Wu1OLdEbjepNj592trhHLOG2jlp3oBxiwLlC/IQxiMMUO3CaTiCQZ/Y2qAEGMaJkm7E3UHM13/Q8yFXDkrx6y8NGDinye7ki/otDT7F+3jjm+fl/zs/gOb2BfZ2qcTW2nHEgVGp9OLS9WBrDRbkgIct8+Nu/JRFTwdWSbLJ/U8ZzG0JLTE4vMduC0MggFk9NcAv/D54SrO4Buy72074G9fDCcNGLlYbNPbt3xmPk7X7mNetqEJ5hCdqbHWSAwxZ0DMXoIGG5cPddlIYm+aFs6hHsJXBPmkDkRKu0pzZqeEcV6kRx+ueY1vCA8uS4ZnU5tA3u3YOHADncTwVxhPvg+c+c0k30CzDt6LFbObSOuMwbAQ0NqE6oXmJlx3HTSOtW382sL5TXpocaxhSh79lrgjzw1blX56kZ58sVigHZrSyxknpxnsUYgnPT5rD1Cb6XiiqciFCufM8ev+v0Tg5HnkLYGjm8JZaK/5SDMY4DCR3Hry2oglMgNw4Z13T+UOW6ioF8x2qMD2nZXut4edOTUUyNg2RpvdjN56eKJFqBKHXSyn0GymFDpBsGbsj11V/0jEdtqpZlh2rH8y29v4gPbFmimtMk+4b2C7L2mEawzhuqXi9m/LiXA8YtpzJ/DbXOsDwmn2dv/y7U4DhkEYbmWgzmWJS1eK/5sEinEg7OMBdzRJgOHiRTL0lQto3k5xSjaycsbPRew3wLtHnBRAAGNXqHLFnkB+665IDH3L7CdlkyGCgqj9PJrJIYltrpHUv6oE26RYctYlEvG/YNbBsYFHAbGKyvX9gdp07FktseGhdeKEzBCfyFFzo5Iyl8oKWhzWSKOp58hfCY4Pz2LKPQVIsujeLQs7hJ07B76k/FgAogJBcEXTDpM7yRbbzwymUCeQAQweMeP8Guj2w1+SAA7tPi2O2pSxliz31ct/BD7L+ykU+uNSxCPD2gLETdkZT+0h1UGGdcW0zYWlhq9oMnTRJPJxCg+jadcy3PlhBG5TP3wA+6G+z+HpaqgHLFbk63lN4UJVquAe1sN4zSFSexTst7vSlpOalYxiS1tWBRwJJWfYT+mmmAMOw83ljyVPwfHr0I0kYntNv0XeyS76uBGMg3wZsxsCcieDWW8v36KJyMnD8fdws6kHCXhIJ05pQn9wCm30wDryWkBv9mzHjfNkj0I0mHfbNR63sjMFbUt99z9Gt3VQyFfvC1FhBHEPKmyy8BtmmxMyxTw3bGVxj7PmAmC6Yv9c8HH0u8cQ5RQz1u99NMnx5jrmpZuZq6RpyWEPoa2VfzRaG38/E6oSlaSsDPosxdac7L3RgFYDiPz5uQTLztQFDH2fnO8qDWP8fUIFFBpN1PIYYj2qVYlfHHqu1fYSvv0YNqV4Ot9iB/7PIp9713j64aNed5UX5ubKsP3VM+Czx/WHywKrhtNSuY49fZjJ5kT2L31G3wNVvOc2j64I3UB6cIv+6nJ8lXnXI/3ztPuC+i5PPy0sXX12AFtcnPzU/+ZoW7Q/Rop39lsqge+iTlZKpxvsw23e77RYFfPYLa7PlY5CjBBiS8Asbz1JIM25rzxMnHU9x72XWLINv9jRYKD72fztihdjJI1j7KDWgkJC6ZgHMQl9fWMIuAxi15HlvP3p194AhC+1wvpP6DWFFM3bE445ZszQDCDYsFQ1oGtGhX59ZnzWAINyvQWaCBAG/+T61BkrP2O+fQWZx7aUmOl6Qs4LeHIuvSZ4pjFFm/vo4c4Ah99DnZQti5u79BXp+QWukWaw+CKB749TbnQAlGlD26UWiCfiYK7Oo7EFrEgcNXodj1cZTA++h9LOFKfsN+bl/XHPxu+j5scWN54ZQP/wE8RU08Lm/gOzNMpY5vnY5RubHsNNQbbBOOz3w6y19B3uC07jZRSxT1+g9XyY3pEIzhrTaKWuydg49vtKMY0znGqKYU7BWwfcd//e4ckzOnE1HDTAMSTkcB0qu0Jux9D3ihPd4/V16r322uQ8gFTxG9yKqF3tms0ZjvpQrA6RuWLIdykQUirUGiBsmLxABhnlwWKGdmJsiuWOw56EVGyZN+d5CYQggHFYJk5hV1s5+PZ8x6912PmFTfT1gWLsby6+vBwyv2flLhp6kKMJ8zGgGu9ilM5YKBgvmrU4CZFt3P0zfLQGGlumEgEjrADCCbAIGn9YDCh6U+HcrYOgugz0LxxS8xQmMiFoN6Zx66P9EC2UHFjCpba3B50KTSmj/eODNYrDO55gNwaQMlkurKTIPcEAvwC0Wxi78G2sJv56IbCyfsd8LtKM7Q5dmkBBqQsrEtFQG/OL0SCd41fznUrIbf344GcsBhgYprnMdZNxLknH3ATqWDdVCN0Z/FMmOdA6pWZJR2d6eh6v00F0jKTlXDnIuJiedzHXvsSuXOpeWcoYPY7aLmYel38GLg+3ELgNEnqV7bSuBcNLQ38c96xSWK13oXDHpuakAax7WNoN+opL83iFPzpohMvuk2066O91/JC6uMMEdtkupxuCRyeSF8nOddVHi32BfdbEJCumug/MnXVKppTz8LQUY4hGGVxgsSCaBgP+7KFXwK1+f65gVgMilIJozvrxC7CMSC2FY4hsoj63pYr3VEJpjM0j6oAcuTT7zn/2iGbnF5xQCdb/7KAzpAenf0OMA27MoIDwEVhrPgCOOxBcPQL/3yC1VnHjubS39yE3K2e6jYph+O2pSjIuV6XVY8MqxzMef6YW2E89bQ7CQjQJKhNsPTB/JmtlvrrwQ20ug722n8sUjtND8lRacLRYB9ii6oSb0vxaDgzK4YkkdzAIYBjHD0N3+8Nj4zc/5PvJ0bBHE1pYUq1ap+UP4PIApt6U8AWGy14oAMkAyJu0dW00gWqt8in0bmAH0wYOsBjTFxxMucgBzAcFjH6P4PbZBWH2zRTGF5zvZEfIjs2RDeWfu+x8refyFU3k828AqBDDEyzOXlo5XK56tXsTDeqCRELMfZgm1AyiG3cEC0XJ6FvnICkvjgaXDO2gs+8E09ZwxkEX6vQRCM7dxlQBDA4S2Y+jlmWpM6HYGuM0tEEPwnzv/kJeNC9kvfVmNVTE14zATH08/f2UexDHOdfYs2LS4ABMBFVu8qmmW0AyKWbEOd2pp5PG5DpajCc98BUVKjfFMSAWssnghbyVKi1e1paeWH3IsszRAfM5stcCz+S5qRsFaxTsd7/FceV7F64NSQs04rqOR+ShPxALYFu7bDaX7C0j/gkDAmCGZAwyxZ6IBzjOY2l1sSyyLGJ8Zp1sqZKVilcSc28V8nWsxV362zuuiXxRadC8x+AGpAP5haz50jzopwg3s0HcyBk9Snz9IydVYYD7o6lQ5sh3B7od7MpcQzPa2rOLfW2l9g2cd6gl81mEhxyBg6jj8DLbdiLdJ2RGl3j/6BY5Kk3DNhV90rcI029tLinu65kRcEjwTaWzkWGYO5KNJR7PO5TCv2KKiBhgasN9I4T23vtVElhttPpB8Lt553ItuIuGHepYUBI8WgIvUvlQGveP5eArwSu0n9DhH/UIZjGM8x28/V8YUUioHs0xrDRT2PTxPpNZCtfWRk0RskeWKmwGpECoTCZzQHh6jvTU5d5zDWnlM9jrZ2xvzcObAesCwdibLr1/rAMP/L0iSh8WJFhChqf8AgOnBhASsVPZnCE2YLSEy0FMCDC1BCwM+8D7DM6nmGTV0yAJviL6T1DNyWj0MWVzj0WVT/5b0sPCcMPkgmIDu0k8v6MEifD6Y2LRW2O3bQaBTL99YEqun/iDzZ3ixDzMRdh8U/JbFVcioRHZxsdJ511w91yS5MGhLQjSAxhZb9szEMcxmsWM8lspBE3FASys77BBdLwu6XkLmx5e1UIIxdw+ZmiOnoXKAoVOW6VyR0s3CiAXSW966opNo1wBDDMDxKQon/y2TsfCceGLeS2+4buYkZdOiXv+NJBBfPvz5cpU7VyP7sQ+UKZUnD3wOnoD4zOy6c9v159COsIMNWAkLGLChJElFosICAJAWsNa2Ak/dd3Fy9HFtgRm5MevtYupcoPugRZI9dpB7H0aAiq8KsGsFTs1q2U+Tz5tM2SR4eXaJkAIQkcNQKcDQQRmAewDssJEIOmAyx+SCiVUsLQt/yzO0iP+MFjUrZQ3x0IesmZykZGWuW1gAs0jHzMhCbkIjBfCBZwMgQ0mChSE13l8U4x7PBfveAXjhs+PE49I1eIS8apB9OfHc25oVVPKNSrHzHHrj/XB/AQanqh8H+nuPQkJFQIMnhZbx1MZ0g2OhRKl1UmvvutAHc0ypFXN1dfmZghwWMMIhARyr00ht2m/PrBgwNGDeS45451IHFgPmA17t9+Q1skWofXuYPCs6Zmy4EDZD9Pa3k/+XfFpX6lnxMoEfpQr9hQBZYe323r51+ZT3a+Don/9pcXL8O5EU53//1LGYwcJC4v1imvJMrVk1mA2x3bZi110gD0EtJh6rxYTTJe+ncXWXyrjq43Za+b0FKNBMoMkbG//7uG3obsCQRSEMCOYlAO0uP5tbGpJxgA/7aJG0OqRox9vKW7kLR1iSXQfydoCaJd3f4/GUAMOBBbRaFg1KaaYMoMNehj2bvJfVxIYJCKuRBe4T9hmffbX5ra01zE6MQb1QmggjpVSeC8fsXPtY1RqB3rcbDqTB0kRDNVB7po0NsKWuceMaWEaRfUfqe5hhGwdzeI7ewnpmvyFTF8+4lgYKZILzz5/v1Ba+DwxMwaYHDG+5hv29PL952EMX1AxcIfsZNYcVquXKAYY0ImlImhL4D49YM/nQR1d28zM8eltqlKVOJrdQI49naw9H956//F+uHJq1oXx1N5VqCQUF8ypkwVgWYV1UK4Icue8dGsP2ufTecF9nfHlOjcgVa4H8NAG+oO+Azy/jTs4jO2TDsV+eqb+VfJfm1/clC0/tO/VdnFAdy36PkF0FQF6J4cj+PMffX+POZhp/qMtlA8PfN5MNTEtgxiVaF9HQRPGCxQXPeX7Am2r9+TPNd2CuhuoWfw/OFfc7zZPHaV7lcjOfsclEA16rAYZmXWNRc+tbLXYEn1wQVnwurUTBNgbrlllUNOP3X9sH2rYVJfY9/rr47DL/4jnsStkmxMd9qFRkNJ25X7lvwzIj/ACp+rg/SsXzmyYiDX0a+8zPaW4BhjKucx1wPYRF+B3klevL3/55kb891gYkcCOxZiyvFY1fnl/4TeI76RpyIKY+2esBw9qZLL9+rQMMc4e7x+NfODn0RftO7nQ75cdfiyolSX7Xe1eqSzRZK5jCbJ2c9CX8WjZ4v+UtJuqe9DcAhvs9I2FNl5xUAgyHaHlJDvEcpF4tnwRozrWUVi+Owgf3Uces7OSUFAyGLrm5Un6Y2O+ORQmSvtYJwcjsW1AHQzJQLdL3kk8RRumtdZ6ARiSNJOQS9tGxpRokI+H+QwYJJsF8D8vPSsfxNYEinxQ44s+zB1dLUMWQBCmABKDEZRC1JpkodW/sr8F1xfWVq7g7w3b8BgDi4UCeAwy9wLuRHsCXCzA1k+YN8jK6Ql5GNUmyE8vChaSZt0xOmKTUyh5fN9kKHzJtrYkIfi+wHls6iDlm1thBXOgAqFJ5AgMwhJx5FsnNZQJW3yyANV4Mdvfza1d2IS4puj+vf1d+lx/+mLp807ARd42ZVOJFyTl46YvyTAT2YTk+YRd0oV0jk6MOMoTBI3jXDR6vDR47fJ6ZqmEidZyUynYpwDDc7kH6PECizZXmeKnSHAEbWTTgZZQ7h/aIolP6YEmcAGBhIhEgVJIyx9eDAyZCxsA3JL35uJhNO4kZgjQtVb+4eK5LvqS2FLDxS/kX4h3IAteG1S3G3Ab44gV27vddPv71ZtxIsg2Oh0wjti3J4Bws4H069Y/ADc5LK/BKEieG9GHXvpUJkbIWGJQAey5MCL8olQO4WNTwDKb8HPPC14uuGDD0xNiSVt4L6Afr/Hw9n54kwGa71cWP715MJVob8L3NDqTBizHUABh+7OS5yZnfWdGxrVdJan8LeQEyQSeFnIVSS4Up6TznO9BdXsvzAtZr9aerlzpml0PVCFWikVJjYxDaBuPajDr7JuJ7xiLzrmJBE2pTKrNdnVZ973sh/8ILUo0AAfjI4+MysGA2Fob0sCdipcAQDiTQkqZQqZyIC+v8SVNwJMfmDvdj8J401DPFgKH4zt/SeEQzLfQiLQGGKWsP39OhP3H8Hex5xTgOGyus2vy2X8COjYPQ94z9OOhtlRhyBxUYcmybk0w6ZbbF0zOWxLnBXXvvELakRTSLaRdNKOYFALhIQ0v13vet6Lze4gRYvDJbPbLZvyWh9lo7VHOCqzQnKLHOu2afmOrQSR2q56YTDFeYrq3BjBxDGLx0ouaGXZBV4FmWAwx9vi0hxiP4nWrKtCZV89kGjZiP7nTnJYEM2Lf0956VTbnfIWwmYsdAee3T4g3NM5FrnveEfpz2bi8FgbnJcV+FXwJKxZV6XoXb+F7xM4Vxd1GhWqztICqULBbC/aTUA7yeS8+NjzM1HrR673lf4e8AmeP9H9C4pgvzlrdUyKRslG6r+XpKkea1SEw8GOTAey3oeTaOwzXA0OolwgBZm3TN3AZyD98DkLdTi4hli4IlB8SmrsUSCcJz/BLLz8SQONHa/oA5/0COxTZnqWwAPytbFBA5Gfr4TFG4ZJBYzWf7uZryEB8D3vR8FEmoVp5L2mLD2+PjiMLD6rb1gGHtTJZf/6sBDE/57NcmH/v0GZNjXnua4YTLAAAgAElEQVTANfvG/8fvTgGGQ0JSIKHjY4fQD3WoecCUCvYToQ9hEqdZg07DKwGGeO7A7AG5B8GnSvTj8Fi+r4ARPM4s+eE1h13wb+RvTh3KfQd79IQMqKELMU03rP0UodwCuj2TYjpN9t+qvZ/XDVJiPPu3d5R8qmMSLIr12LYwYh9j2vAaeRT1HiMtvltf1MQLyYUnBZZRwuioDYKWwBGoQcfbZYltzVg7NjUPz5XDREpJcKNPz1y3EHS5expOhnKAoQdrUv9g0lhS+ro3rtK1uaTAisVuwpyrY+UZBkM0NB42W60VrPFkdnvJFkiYpZAMrdC8Er+pGsst12mNWUWla9FG8bvJhuDTkmzZe6vl+jXglUpzNWssJ6EyQM3nwIQ48qh5sSzFSDtgoTfxr8gVeN8IUC92rCjX2MVdUBe3vDiG2caxmpnshfUDdT7uU2HJ8nkp0DbVxU8Bhj/9GfLJlR0bjGYD4+IGAlWu0iUNUwgfNuSQmN6TRhfXaUp7Y3JPPUATQTyX7iXw9L/E9Kp5y4T7MthxoJgzG069XAh+wfQ9x2zi/T3TvF8EbXr9xclvrpwfxl+DkC0TOj8PYmlIC6sp9VvbJ8jfsSTrjr3LwnRud8HD8ITcfWGpUciE83OpJiP8d10DP9O1EFoL+DrcVhLXJz+x/Dxwx3tLgc2AtvwebngM1/NUAhcDhg7eWjG/pIT5/lp68IMWtNDES0yggdgRsCRq9T6liZ6jNFH7jbG9f79bCHg6VwvXWJKT2mcfEtJ7mMEcwNuX+QZBMrXmh/dnvyCA9iMl+WdcNoO89j3MqHATxA2EkqQ4ZNRw/cAsMvNkDMOpy5fMsnb4zn20YKeZyHMi54trtv+qlUuSCWoBO02Gjp8dyAAJJdlZrMP7Jzy3wvPi+V24GGZ+AwOahOU9/z69SDpR87L/0fzs7nfX8+tr/R55jq8UyMb1EXpelwDDcX45MqkIdGK8KRn9G9DiGUK6dlie36YYQaFErmfZTiZhA8j7STUpU9fTYJcShK6w3Rj2t9jN83KFn/gZ8kT9o56HHrta7V5yXovcm/wGNeUEx5RST/B3N/pbA4hsO2PfLjdpYfKjSkiVLT7C114+tXRwQBvy4p31vGspz9MAgAlDiseCHGBoWwN/xjNlzfAW+WqWQsji4wkTeQHeaE6ZsYikeg81+XJlX9pQpdAavOPtvO+QlTrOd/IMO5RTzK0ecL90AGbvMzmffTY47KVLHJdEnsmcr+Oc73TqPJihGvtqp5q0qfePALeut6kVhsMmWp5F7HP4HTRHg9nKdUE5NTuUe4fH4DEsJmCYJBCHYNUAQ1tm0RTl2Y46qTQ3C48l9BJFBj+LEqwUkjPezwrZlI1SXA7uSa3J3TxIsQe9H/s4+/4P9z/YDkliTBJ1qdwAY53N/MzlfaTCJQcZc0SK4b0DiCpl0FOnYH7p83Oga4x5rAcMW0b0/DZ/NYDht//7R5PHP+PQyV9DSnJusIWVAlU555UT/kxjovDIPjn+HZISIJmYynJLgKHZhCTTklBLvfYNKyUN7dmBJZ+j73xPyajdYLkcWDtXgMs75bHRYjJvcDAEOnxTt3p/jWmqMmUXIwiKON6PNSlueB5DGfRd77KkZNW1Key1W+hIMXwuEdOHCe5/SUrQJ7wuKjm2PKGKJWSWFzo1uvS5qVAHtm81g01Jnvx5g7SvYM6eSpji/UNCqp7p0OSpHGBoMACPERizlgi85rWrJn/449Jk+1ssTp7wuPw5TBkqpzz9SufRYC8PfiSQFAAuHoDI+2LvlnhfA/CuCfj1gwl4yrQ8dxweDwjb+OBH5jsPRXe0a9eejZ1Xbyvg+J+Ws3pT3n7h/sxg428AJQA/ME/xtHydgjRa7AlyjINUIE3uu4wd9z5kZZaFNfs0UzmU05p5Gd5LKcBwBN6XOsmjF5rsl8ACvNxKnqSnqsv8la8uDylhUsuEsAVw5XOGSZ3SuQ984Qi+u0OOjxd+Xqny8Xf3mdhgf/rT3CDhGGwnAql27jc4XCmEeDba/9bb1VhBbOdk2dAP1xJf78dssdTnv07g9G+V5mgDbLr++6j7T/keD/0pc9/hta/X8+t3gLsju6nVXuGoY+a7kJsw2MOydj6vtkDHWgNGDM8znmOUFxMOM7ufxhWYOTFgaHDbDDVfe9zbLbYIPh9D40rJwNuJFUjBeCdk7abbLGrhhdRd/mVBgyd1Lj2PYGEDqw6GHmzrRzxsUeznNpAgXGgAGHBO3MjM/X7++w/FrHyPxiKrJ2xzUZLmOwSMfWwjRuCFYoubuW/2ZxiAlDsGj+cssGBnE0AH2IpMc7vVPdszLj9LaRDglcTn4J8FqAe45zLLpMb+Z3t7XoV+dy0NBKsDADq/pIYkxXP1Fjdf7OSo4ZhUAgzxJIVdFLLdB99rMb1gPqYqFYTm7SzJJcgEb8uwwgYy4CGVCo4bg/2uFgCSZ6vmgMUUCzf1PY49Yb5PmZbkAH9fgO/h9xPYC+ibK9/PsZf3eB1qXhNItVP7yQUzzLJIx8uWBXHoATawziUrp0GXKlt8+LXw/Wac53woU/szE+mZUj59SA157pfQCikHGBq8B/C+kY4VYgP3Z2i/kv0Rpi/E3nHMm/Hw+6K8ine604KY+3mgYwzNGO/7wT6l4g1ty6iNJGeG8fxwKQQc6mDP05JHdI2NjE3D2QpoywXk+Tix1qGB4tpbAYEt44i3z3lx567P+PfI+aSHUn8UEaUa57hL3TOI6wLQl/GdICH7rMb7sKVJDOp9UIz1s2Cs67q6fWA3VAMMw7XVbW8zmWAjEwNgue+BkgxFmVUG9u+vyeLZH0SGd2tdHXsx8prvkVzIpokhsRSX946ZB8ulyv4OYRPOgYrh97OKCHsA1BSlsp9k3HSz7Qu2F6tXL9+DQ0FTbF4r5FpBZ4OulkT7k+JG+XrAsDaill9fDxhes/OXDD05QgPer5SkG/tFGYizlKb00fa4wJSbzjvlRdoT9ulZPSXAMDWhykWox8cRP4TD11uDUwx4IvXC24kak/mQp9YlzQYl9tJD8HJJM51UXAuMCY/XSc10je55j6UJD8KQ4dLy8/+bwBUnNJ8uthEPFmRASKBKNXSstS2hEYNMOPJ4Se3DLM9YtjuCuZqUPyI/qQ0fwgDMYTnoINfdZFt8LfC3iP1oeM3AsxklKcBwSOkS82GHHRY6KSH+Gixsf6RJHQbfNWl6ylDZD7lWsMYTcBiZsHEoPEboypJKCROktDg4TEALHhyxKfAgOWhIxDRLcV916o4Ti6NV0s+xlrw8LL1gkugU6fB3tqcUf3ukFnCf+OSKyZ+EV2Hw/vojViohNS9n9n5s5L/bAxc682lXbUIbHsfYtV+UiTfG6HMdaFg7997HkPYtoOiGUxmcfcXw2sJzi0oBhnGSnsFbtocR8RmlnzPZyKVqOqCF7Q06AzR++jOcS3k1SdK9gaTdpRoWmLKRCMe90kTR+zNDOty/GRie1Nc8t3hvTtoyNKbEusWjNVUDY15M55uJ8Ux9UPLgs3RPu0r34xh20F8/IUjhlN9acr1lvSGDin21LmwGidW/rpFX0vgtDTDg/8XCNVeWGyKXozNOGewZDOynvq4xYAi7mrANs9p4L360BHe02CL4mCzveZoaV1tNg7+8aNpScp9fKuCnZVyM5fGtzCofh+VwsNpeJunowIYRCLxDIAHLnUsnhFqKj/9e5xsm5h6skFS52chrW4jlebEaiGbZpzyXc5/t8XxjLfTxCSMY4FaaS3GNE/4Cuy4us7w33IDkyjkBBJNOSh4z9Jkb4A9ZCi3xvgeQOQg8MsOldB6O0/zlpxqvHihg+j+lXqAGOaqCOAA0bTlTAgyHRN8gzKrF/++Vr14lluWSJMNrumCGsHyPwFKFrRqWwS2Y/QtiaQIIpBrX9uNKmfAP15923SWAToPgws+xPUBVOTCdo/NeA1QtYyHbx4Ex/vxQzRKybFLXosN3QmCN7Wxn1GJ5Y9AqbEB6jEixN30cfgb2nqpLnV+ln6EtjPP4+wwsM7FOP3rSXMfa9xqFbXOA4St0La3hWnrx1QoVIxhPITRdmIw81SpWKT6GEeBc6iwCqNA7nHlPrty4CBUfQ/CMbi0knrkqhe+Fqb8w+lNlVnU8r/K2H5VXctfE2VNNnDuuPSayvmSdmQKKzhHQCNOT1GvY6KUaAJ3IG96S+VpK8CtlLXG15kGxpNWhaKGiIvs7iGXP2hawifGfpi51fylaAPHD4M9wH5wfzlNs8fNhBW58V5YR9hT2e2qAodU0yKIJ3qGZuaWes9xLtfLv9XA1kSAEOaAsDqJK7Se31mPbkqSX11PWPP6MnKrEr+NPj099LiQJlSHHFlrRpI6fNcr//HC+s+nB0gRrE1cpHJL3nPi++azSzM0PSAZYwZTKVgIxG9V2OFYQrQcMa1dy+fW/GsDwFW981+Tnv7j0r0KSnKMRlyZU8c9kY3LCORjAKBup2pA4Bxg6MSj2KDtCXkO/kiFtLY1wNOSFIr58sMxJQeLjR4qLJDdM33Qa1g1lfvocmaDWauhwPH6hS7Nk8Z4zwM3tKzznMMsYgDE5f/pT65/vfdoLgociQAcGt4BOGNyWKpWWHe5rlaSR+eOe7xbl8ULWAGhN9jKwl0StB1AKCx+9U2VIGxo1x8fhCf7GSgxj8h5WHKiTAgx/LybQYWIE0QG9rRhUJAhSW2vBfdF0wR1KQVLnwXLDOMW09Rpkn37g7qZ02k9P02lZrLNYxOD7ngLBHhxd4+Gx+LNiYGgWHz53+pANwZJqWdT7GL6nIIMPiZVIp5SOaVhhGA/gRVw9MNd3a5l8cT92UnMxQ9+gyeaVV2I2vKDOfv5hPKQmChjlenFZku1Ao9J9EE9qvihm52kKcECOjCy5Vil7BYfBwPp8ntifVAowNChn9pEDqdgebxfkmSXpTw9osbWAb/kk/UAyIYCCTynNEbYb4R2W4uS+B151TJxuKUbtPwaM2lxXNNwPPldM3unSk5pHIaGELelExZbFpcedl2pxFjJ3hkm3FiUsTlKVYvo6GbM7M1r/A+THHjrel1kI/u/QTsETa5uF586hgfO44+8wmdjgPN6PJ45xoMNFAvOOFph33U3EvNf9mSs3araV7yVhP5T9jawc8MIlBgz9OxM+dJWY1ZwwriEYjjA8a+CGj2kwIZ+GR/F3fLRorCHvvVwJr9TBuq4BZnI1yEqVro61wyzyKfYZp57XxqH4OAZ2zXRuAwAGEJYD7Hg/DAYWlVxnsIrxsnV4lL2QUj6v8WeTbsv8qA/B6tnmSNoAUXLMbwOSWAnAFt5GATUX/nyyluejAxBaFok9c3m+e/bwDKKshohN/MPvYEbtHg9e6HzKqGcJBKeJQBPoNxrT3cgrAYaphrStSkpBYLkgNY4jbM6yyAzLCcgdaK7gN35I2NYbinUdFib4NAeeq2v8BgpIS9Uf9Bsgief3AJAIq+VadjPU45YbeKMVjxjQj83PD836jhvPJWlh/D08L4lTcHMS0dR5sBw3DOgY5MECvrHhSNWRkv3SvF+5YmmyZmGu8/Dcb99+7BsY53dbmjxE11hLOZiBMMWTpaBirGSOxXhIpQBDzy/j37BVku7jGtYZAtBheFMG3nPed37v9yUhx588nks7CKIEduUUQOw7F4oTnssR2F7QvGrt3ykV8BW+fyBfaC2D52hYLeOIt49trvz3IcW74u+bC9bwfXzAsxWYoXCkUsWA2SFiSjPX2W1XPZtOm1tmsxDuZ0gljzyg3QSM7atqgKHnutiF3E6hUjxvW62P7K9sRujgR9vgl1+y1Kgxji0/T/nvjo32BTXa1/4NIA+wvsnZyfgaeJTUdHcsqOl8DfDbxAF2uQBYtnWzM9esJfSEeV8tmJJ9eZ4ch6S8Sf7vkI0IA2N+sB4wbBnR89tc6wDDXErytttsMTnlPYdfs2/7Z3h3ysPQflWxd8DZ35+XrIlOunxjEuba4eGlHhgYg2MQ7kVTDjC0fAePGbxmXIN0oILYY95KZydFpx5pzgvdQJ4rD767y0MEqRFFUi5gaivDKvTUYSLMZIrOz17RZLT0s4bJdcjFXq+HAAAJQElL0T2ji+Zu9mmfFxAq/5sQCM3th+4JXZSwSzdQzOWZtlliEPe+cvL1kZU0huGkPj/XfVs+UC9q4ZoGCcbfCibA8nM1Bl4s6FpUivPK+cn1N1k1uew3cped1hXyhSPJkFTkp0oyeellSxNCTPDhoANL1bp3KWYZ75vFGHyQvYiN+SHJ7PHD3kfyTxLlAD12qviJevJCyEQorTjtc/K2O0OS5gaD+zDpjEVdDzTJk0SL9VpZchhK1/yeUday2C184+ol8X0K4R2Uogr4SCE/OOJIpeYKYIjB2HgfZtjFDLCPngw7al5SnL6jWqrYK2hWFoMN7kM5LYt9ZLYhoJ0CDONk9o8oBOY7CoPZRADRCwUQOUSA+4BzFBedetixLC7xEz1fZvF4zp2qxTpd/pxUJNyPf8O42VGyDfD7z1ESKkb+nVdRp2aeG6SY9jOrdYB5V86rJifrCY/fC8zQK7H37OklfZba5sy1+3RUjMy5FEmo1/UqZhc1LHqnibe56+h0+T3BCI7BmN6Pb75jJsDMypVl0SlWU840PNyXx2PkMz+RlJivAjttF30XpGMwbr1AjQFD+/sgWYPVy4ng+U/j5Euy2QhTj0v3keWaYfPCrCaAcxoAHFjJIL27Frrwib5xgL3I506X997pc1k/rfiY4kRCPxNbvPvYlwOjkK0iX8VDlLGeZwVgV6p8/nntBjeYU2jW0jA/YTylEVMDfXmvx+JNNDf6nWTy97m3gI074h0n7zQBkXhhxkVABD60NL9gm9NwxNcwTvmtpQSH+zWzNgRWRh+opW7fqbLHHR7MWLZQfpbYOsUgVAkw/Lx+c/zqwjleLgDBx2H2Vc5+IB5rw+M3Iwp7HEI5ut/ioDXduBrWm/RcAvgueZJynRN2FDaLvI/R7mJRDPb0eOAgvE02mdM1sCQpKUz7NYOXWgm45nMINIQJGLNZzPjLSSiXf0+S49dWIQ1WJ2J7p5qA4T7MUg1VSJaVl2SEPseW2IffIwfCJC9G/fFq3S40ozw/tiIhtA5KAYb2BXUAlvefk7jmPt/A20N3l4pH4AxVug7D/ZAqj0VM3Iw1s6k0N8JHlOfvrXdYG1y2kqgUBDbMq6RWYA4aVy1xveRtPUu45Bhs0QdpuoZGsdZveEGmKg4NCrc58m3zAqXnO2IG42Wp4rCgV70G9cac/CfXKGlXDLjA/ijcj8OuUG89NAi7ipVdfk8NMPRckCb47cTO5FnhgLniF9CLMTt7bCKqESuZdakGz8mEd23on7/d6rX34mcp35/zsGyMmSba567j2nXaqjwIAcOYXR6eUxQ6YZXWNmz3Wa21T9daG8IUxKlSeQ4Wp5sPKjWxRLcQW3Q9YFi7ksuvX+sAw2v2df7y704Bhjn/BlNwY9pu6qhTN5qNbtkek/iNNpyb/M2mG0wu/vV0BjbdUS5JttXIdmBPJVh0AG6/ubJucJ6Klf+jFkuvft3KYqLm8ofOSj10+nTd//3fpQmm9/iFxBLbpsFYDCzYkng7bqCu9ksCL7HS+z05BehCXuBJGgteFr6lGgd7eQJpoUkNvnOBvC+1D0uG4kRtL15uVgmOKS1eRg+p5Yyn8DhGwE9JgOoShvU+eXnBJgC4BcBNAYY2tnc4ypDqpoc/LDdqs816wCVXOQPv0adHoKvYqqXyPrhmjldaNuAZ8lMWqTVT49KEqNWjJF5ktd6D/k6wWWFCIgeO2b4OwMkluXWyafmTAZKa2enJV+txDNKYgDHAsZlhhjyX8JBSxT6CX1XYDBPSEsM13F/KN4vkM0J1NhRrCwkelQIMzcBygJNlZ14k4P/GxCVnMRB69W215UT+TIQQid2jc4vU+jH/IIaSUvxKZUAltgDImeeH+zKgZ881XjN462cE3pi3T4Cd4X4MisVeNYMMUhPkx2bkS8P9pnuVe5YiSfNzYpFz93nhaSlkfC5eoQUlMsY5+YYCaIXn2qwc2DD4bObKwGDMaB274D34lKvSQtRjBEzV0Kc03Jf9jfCKO/cnPVDjlNzYQy8GDD3eAlL/TuAW9fi9F7triUkxXldXqonCIp/nW6ps8RAvnuzDaDCL98bBNuH+7KcZWk0MjF95GgJe1ioGuvFuwsMpXrjl9mOJu20APM6yfcpLydcbfqoUrA8aWgZaBxnhNA2+dPy+D2AF0zS6j9KM73rnhWlza+1nHfvCE+34d63smgz8fmZzxr6bs4xrXmCGzcSRoTbRMyr9XDTLlOsHKThloH60KNB1pPlBCTBMMfE+eap8uL4xNwnBl/BcWrmSC3saJblrA54GiMzsDMPwws9oeS4BKAJ6pdLVHTRnP9HUtfBVKSxOkcKCsKMLZAvgxqWB8JoC5n/E+sYOJA5ts/VGrRHKMQ0MLIUSbjoNJeTvnzltRdeIKQUA+TsNzN4AdGqRktoiZQN54l6lRk5IYBjkvIGVUOl+whMdixqanwDXKcZ4CBj+8aolgfurJvz+SJBjW5pSCnfqOEafcyXdT8f/VsAs11Q3S7Pkq2sbhdtJ+QEDKqwac4ttDc4/XPMqEs/jMqCPMiQMm/N2JTZri3LB+xnXc8uZgLYt2lmhLHiypqr0Pb3OCUPGcteRfwfbV7368BWd9QOeyYRRsXZIWSB8+atzSjJe0RFSIKa4UE+hosIe43FTr2ReqwGG9oe1YsNzhpI9gj8z9n/FrgWFWMqeIT4PpeeGQxtzCgoTeJ79dDHobrT8dzJYNqd77bpqdqGGCavGhI3D3FK/X/js5vXYbo0Qr1xYaS3A06E2tXBMPne0e1vs8gVcZuTbu3o9YFgazeuvXesAQxiG7znyJZM73W77ZUdPSvKRJ3zkWscyjAHDuOMWfonBM0NeDY+vmCKP2n957EgK5zIIReIng1EKMMwlDNns+CmSH2Acnqscq4jtWzrAbDdStJH89MdfM1mNj8cPM0zur9IDZF3kxKOpvyQWuy9MWj0YfSxDGutUxlwb5MLvMHhOKeUJuRNlX0YYJkzUcpWTN2Hcj4F/bVJaYo3Yg4f0YozqU4V0HQl7CtT7qFha3xZLy+yIFGCY8tbofE3Atqdfu8Y0HfyMxATbWIu14SEg+dgvBNaEAQa582jvtuc8S2bKb+4ZUUg4ANUBPmOPyHA/JU+dOAE79/mDtFvH/yJ9j9oEIN5PignibTy5z6V+92AfW88JpMdDc36QH9QCU/wZo4H0clDqFElyv6qUSVIIcx1o78P+Il4ctHpF+f2DBF2WAMgnqNFHrV8wUynA0Ay90M8HtosN4WuTIk8E2T/gNAmIeNqQcohconYf8z6ziWI2pmXVJZN3J6eyDcni/JZ4LyLnH5syi2J55oGeMfG8Z5WFNTIl5D2TCV6BzRPL10kY/6RAX6pnzs2t5fPpzxk70P3xhxKTFnYZ+7EvcMxYqAG+wzGILcB5SMl1W4JTPKlnEfIDeS4xhllKHC/QYsDQgSkw269UyjVvhkF2iVhqSFPnJQ1clDTwIWIJ3D3jizumw/ehZS7CuGCW9YE4/b1eshyB1USIUOhbZgClFcCPF6uDBFDPs70qygmO0ADtAQFYgicdoGhqYch7zHjh37CKGVd3V0OTZgn1KqkAap6iMbDIPtiXF045hqKZf2bHw4RENhv7xA3ez/oNAcVLNTYOF+QL2j8QS35U3pfTqbl+WODyRDtEjHHqvVI0/ABFgzykaEqXAMMUC8dJnzmwKsXqDr+jfd2221YhElFA188VisP88/pqvAKOr1Ti9MsOXHvu0fJcKiXZtrDX3QSDlYPFAMwTKga/cr/fmDAtzzU1jIZ7Uc3tI9+2svNIJUSpVDmlzhflg3kaPpgCsneReqFUgNiA2WFqvGXlpcRzz6s3kpf2H+RVHYYwhqnDJU9XH5ftAOyrO4A/Au/sHxgCht05lic4zaMl/U8MMOSk2rnzYB9nX/Ns58DFWlM9d7/akzXcZ/z5qBRQK4Qe7d6mxsRlO2xmUHzkLF0MvN5b3tsPUshaXB6Tbi6FzxMjNnKJfRjvx+NJDIr5Pso1o9mPrQEcGhTu23YpoZdl7jcc5oOB2ue3aggBQpfURKN1FmSQ8Rz5Go5DsGqAoZsVKKIIN7MlUi0Qje8VS4dHctAY8Jb7/vbhJMwz9ud34jNelMxhwzKjOdU4YTvPa/yeuBlX89ocxqLAZzf+Dm5AOtAu9pMsecqOpAvUAmuPdZddJub/UZqryLf8OcIASpVbU4wJ7ms0ZxZx4kaik6+vdT4DfzWA4V9LSnLJ+63UgY1/QZtb02neVlI4l421obE/QglgKcDw/AvmxKZS6p/YCk8KAi+Iq+dh6gVn7qop0YhbOsDsNwd4Dmwhec/gX1KqV8unhgGJBDukwSxcayBTvL+YaZd7QOaOw+fSvmE5Gnzq/V5oHyD586ZTn7iPnzLfJSQ6TSv3uUjEAP3up1AO5M8uZKTISQEv9i/4QBrQ2X23BXXglp9nB0YAmrC4TJUngqnJrzt4eH0QJJMCDIfzFjBCmUxfcqmYRvofjgj/ojA1Nj4O+03FXke5oAPkSH+URxgLeVcoB+bfFLK3Sy+b71LQUslkfu8ftKAEtEz5ODrZM/RjS53HOJzD4BFdMyRRgEilKrF97Y2XSwdFTosB9kqBbGum4bz2DBpl5Ws6i4NcvU8eP+fI6ycGxmA9wn7MmXaH+xuPs0+PnCUtnv1gzIxBcwj2pJoPKcCw1un1eIqke1dZFsTV2yL0IA9jDwue/WUnAKuKscV+sqXf0KBjLGEkpRVAG5keafap8njDpAlwjSK0BuC0NXgnl3jOvvzb3KrQxPLiNlxU9B3dnrGL9cX/St6Zk9mb1eXvFy5www51SqLIezwpTYUc+I9JsPUAACAASURBVDosMXJqC7iSMbeP2QsovIK+L3Y145dThWNmUQwYmiV6A1lQXCEvXgp2HenhJ3/C6dHLmZfxtXCxAk3eevS8ZGPyrBLj3mVf4D5Mov9r7IsW7st+fIS37KcQJmqQRImFj+9TreJxxwv0mict+x2Y5lGowMgAXRjSRsPjsLcbf4NV/EcxjGkA3v2u/bNt9DnNe7LmGHI15pwTIGGCYY1illwcajfLebS0+Fmyh/mbqaF7Ln03PA8GVpnXEVgwP7c0eflB/e/4EZn9f0dm//acKgGGKUl0bQFnH0LSbJ8nsDeuIXwmER5jkPkGGsdQL1xHFgsvffHazz5UJD85b9KxbXPJnD/7mZQaJ6xMel62zM+GZHbdgwZr+S5W8JSkpGw3sFkiFt6QWFqYV/mc9TYNGvelFIKx6Rq8zyKZZeqeNPAXNgji8IXU+wzCbLzRnLycl8T0X9Ccqb+P3Nxotf6x3Yhl3L5XQr/eEDD0eAVYyDwwlFPz+V73lNh94XcygQIFidnZJkzkPEn9/pwKZ2D/Kfk414j7xrfmpLJYkbS04Uwe/Ip+rpljTHtu9liFA+0o4kdcZm3HCiNvR2OABkHMouP1Ue69/FmRuhYG/0k1XXm+umJf3tR7SxZT2KjQrE0BXfG+7KnOOoX1SlgeJ1Og3emyBPqsrIHikCk3gGCxvkxzJWw3qBpg6HBLN7JixnbqHPhvsfS1xV7C7x0twBYEnC2/Fkpekgb0crZK3dxVHs0dmKcJczzW1NK8x0Yia6r0OqVv+HKClwfB+buNTPaF7l4PawxUXOysZlKFOoU5A5YRWEfkKncNHS9vZBRONLBoZK0HDEtXcf21vxrA8LgTPzn5yClfvNYzDEtSzhyQl/qZ7BsVMyr8QMZ35J//cTEJGA4Pk+1FyZbflmt4uCYizsNjGLp2Ypwg5QvLcqIa1dw3avggZz+jh5/kbdPE09xlGnotMdTwcGPwj1kypct8TFHr5VaWY9SCX7zPwchb52FvnY+WB6nfa88pL/D5+wAETv2vcsee86cb/CkFXoRMk3g/XhCkDGvHtOY8UDEwK9V9ZwEaFl5ieIohlUAykQIM7SND8hkgEXWCFgPnaTHgqoV/jJOZqzWZGc2OhgW+9gvQ4TJ79LmSUCPzwzgZD0LLn5B5I4nBLL9FtuEOXMoraTQHX5Q5eH6RHYMJva/g+F2QloUM4vh3LHkalRZo7MdyWsBqFro81M2iaZEu8Y5ccqZDmWBBwIYo1Ti5XZREZHEwx0/5/6T2kzNCj335UoBhLZl+lP73DOS4zHjg75ZwvfB5azpfQwC7mgcm77NfZDzpNViGF+3BL50iutEBeFEDI4wFadgwaTH4Z3cDMKmU15e8cPl3HJgK24mpoEV6qlKLW4eQsH3nn/dbAfFBY8T7CWX9/JuKk0HdWPF9Gx9DzGIJXy8xcL0dvnOk49qrLN6//Tj3FHh/l4wfp58jSL/Pkpdwx5R8VM+eH4ACPc/2Vyc8Bgz9zCDtERl6dw4E1l0mth/BWO7Ol+Rf9l2LgxbCxZHPr1NzU79lalwe/H8KKcXhvmIWEcyzI968SvLGnk1x60JSsu1SYtnnAPjJ9gMWWlws3n4q+ShAA2FhgOChqX28YEt9d18HsNVhew/XqC57xpKcTBZGKeMgIRxXiFm4SmzOqyXlJCSH8dRV8g2OjycMwvI+BosCXSf4TsXlJomfm6gQYK2iNKHiJmEJMBwACzFX8H2irGqIQRwfRyqZPjzGi36pAKFjV0y2lpriqVJVhPWTn8xN3iFGpO+BXJOkJXE7Tr4PP6fFO8xJ2TGrCtsEUqBTjYnwM8xmuasA9r8PAPYRUK17ZMc+ot5/LQggPA4/F0N/ZVjfsL9Z4KfCNHi/vz/jISCpvVh5bfRn7JmLtbI822EDZreFYF0IGMKqZm3TlYbRkCXMn/z710KsfFyx5JC/D4Eg8uR7xtPy3yGnErEsvOQtm5PD+rhy3td+3f7meytc5zbyQYxrDCNbUhjZ2s/lHMuV/dTuU39Waf7REq5odUCKATZa2Sjl+W/LTSjmw8yLUwy7Y9++sguYeoqel9uoyRUWHqw8/wHZYoaaGX/hdVQDDMPwnpW6RAnEIRinBfQcbFv0/Gdd6yCvliaar7dU89kKithDnPOQU674HPWAZ9/spuKAQ9QyR7wlTz5peZ55nejPxEcUSwtXCQy1krFka5Tz2Izvl5ytSkyMWA8Y1kb08uvXCsDQ7MHaV0lJlWvv+XO/HkuSY++28PPtN9QyiOQ65qFs5V+fkgYMc7ICezTETJfwGBkATpFM6rzzek+luMtr0Ad/Cfvypc4xE0cmkKZ3lx7wqfenpN34DwL4HCg2Dp5etYKyffY5TIRh6smg/v6LomnPyztqvknOyv5jQ9qBsZRIrQ2Px5PP2HPqG2fOTz7ekPY8sviWpzHDrCBUZ4PryIfxRWmQgeOI5UnxucpNWL3dIGsXNZ/fMKxYlp0CDAFUkKXvKH83y3Z65mr/ABNGMlnUcywXlMDn5XzXxsWOgg4C/zhv/zwxCK+vxR3XSudZqQ4+3bWwWgInRiBAbE6xysJqNQcnJIOwFy/0AYBO+Yx661M/NzxW6BLnCh8UrjnkQaSJhdVNvo9esRbryNu4Q9qb9Pfn3YE/hCcRolSSLrGf0ddljdiY46fXPBwvUzLZ30w9VWAowlQ0a8GS+BZz+JKc1lLlvQTkk8SdAgxrkx4DihgyIw+Ky8ny/N2pmgdL1gtbHEA2Tu1N/Y5DQrGuQVJCw8p1+L2NgSrLobfYAgZZfy3HwH3uGrKUEGYUYGdYo78k3ozpxVUqMMXNL/Zl9iNgWdwEsvceE/AF3fBLuu6f+bSrJ5tvPoLmsadd/D1iFkv4uqVbpWTa3/xmTp5hKzqWN6BmXAa/wzCWeBvMt/EbvJNYRd/+bn/sBvsdukEIGME8MWBo1tONdR9yz1I0YZDGn6j7ov/LnNhyaj4Ek+3wGJx6by9Ov2Yfqf7a7FJlOu+n1LOZZ/tPxc76+CkrlkkBDcC0+gP7XISsXP8OtXv6x+fOdeneN98OFtl4vY2+tLqGBI7HhYwaOTW1QhLuBUm4kTzat2xkg6zpwolSVZJglZ6H9kH1Peh9x4zYlgAhvzcVtDNcp5nwl6v0PDtUzzPGEDys44ptSELAkOedbVF4X8oaw82TnBdlLqjCx+HXed7Q6A7LQDXBCsyRmb8xj4uL8CAAbKeNpn5HA7hxIibblhJHeX14nkQM1/h3yTHD2G5g3ogRtUfAiIrHgfRV2Kfdh43M1HkKG62p/cDohikYy+gtKy+BXYfKIw6LH0uSH7jzUhf+Qxn0rVne+Jg8D7KsGak+/oz2/Ga7EDD0+sXvN0vb/90iqQ7PxxFiN+E9+RwpZWiqUWYx1rwofb/EjZqWZ4pBrvtkfF/9zM9ZLNRY7Q64JMGdeyGuIcwx4TVZanSH+ykpHGD5wvbdbrXsBUQwSZWbP6mwqFNlWfMVWdaEoZe5+4GATYAlvBL5LcKytNm+guFr9oZOPbednh16f+cAQ8b3szVH/Z5UE+FawYBWKlAkPA7G1nfrmcb9T8goiouW9YX3UVKKYFnCmiEG1nmvwbDUuelfh61Ni43ZhayYpExAoeAasYolWSisfY3ZzqcU0mrihfcJ4z9svJfuk5KS0fsbvDCnNjy5ayjXOI7vs/WAYe4Mtv39WgEYhoea8zBs+zrrvlWYzvy6g5422WOXuw872+8Fr5+c8fWzuv++991uPznmtQcMr8WA4QDoCWjZLwJaWjxqvONDD+s79kwMw0Wm0+Z4OD5PTKqUJNnpQ3EHtPaQ+opMZE+Viaw7+KmujllLNWaU/R/itLsT3r0iC0aGv56ZE6Ec1IuK50iKy2SgVJ68epHvh4rlgXvJe4ZUy1oNXiKiUyN788LtNlPGYe799ifDoD1MGTYzp8auyqWoxSyD3Oe782oqdrwdqZJ9Wu8aeYWsvZcSe80ddqe+pgBDe6+F/jiW1/JpeBitWZP3PSsBRWOa49i9DCWqhLRsKoahJ9VeyIffcjBOz7A52LbUqW41B4/lewac+8TYyeSR6h7jg5MrM/xSwCLhQ8iSkMoho4jLoP3q1b1xPwWgA7DT2gE+QUExsJuQwGFx4Cp5ONpbyQBEnII3LNynRumle7Akp+0tC3j3XDfZ3H1XMfA2UsrmlZ2ZW1c1YLeUdsj7+8bN2KV1A+ByAaJvUrKqz2fuO9jnx1LweLuaRYKBWaTzdNrvKYNvm5CP7OmlLoAjV2Ylp7wSayzVXPCPGwp8JgsGFg+pZFP7gPIMg/ULy+s5uj9XBfInLxJToDj7j0NFwu9pMO6uBd+4UhOPfdmfsATYeXG5k7wiv/HtHuQze364RvWdWCDGgKHtC7bSnOAX8nKjOFcsrt+ptFV7upYM0kvMdoNPvdVDb/QeNyH8e83Pyy9xcW5yT4UoPVghYNQghY3kzrnrKbeQsnyo5C2b+x4177JDJd13uq6bTSGoVGuQ8V3cAAr9G/0dbX8Ry7Z43R6NN5I33eWX9cuvlE2Fx7ma0X0unbIGONVejyWWBgxP/3I/3ocp1MiZ8RwMFSC15soo9VxUw3XtuZMZkpttpgbbM5aPR1hj0Oi7uewvLrlkacIzKQ6L4FynpNLxdZhLxGS7QRGiMDbS4+MyCzAEtMJtfA2/TE0hmhypiueE3gYQDjAuDBRKvb/kjdwaapfzcXSavBvkqc+33yfN1gt0DeBdi6SYMmjtxmJuDPDf/XluHoThdlYChYChAQZk35Ml+W3uDcA/zitmSYnmGFJs0ZJUNvw+OYZ+i4rIz+VcKMlAblAgGxYKcQ0hGZnmjgH2HSKVmPdTSpgdbbHEpI4ahOFxlDyUDXiVZN0tKqRdFAwJg7VUBvd2URIu8uKwPDd4rNj8O0698P366Lm62LETw7JEleaRG6E5wNAECN4f2jQ5+CX3G7O9JcOw05krEaZJqKbBVAKynh2NhfG5KNkIEPRFwBwpwaQFh4W/Hz5/eLLTjIzL633/PZb510Ka3NyDKPCPj0uDxr5O3cT72zsqdGTP8bfw75DyRx6VjFIlJFi2HHfO2iz+rrlGiVmiBPrBpF8PGNZG9PLr1zrA8Jp9ndnf/YtLfjXZ9THPncQgoff0ije+a/LzX1w6gISAhzfZavPJy57zj90mMWA4eLet1kAVdWZqN6g/s5TOGsqrXip5WQowdLJq7K/2H+9fMfm+jPqR1gJ4xfWxTyjR6My5LkqeLmhqIBq9KcqA2+tkbMxCNU6efL+CJvBJ8Q2c+8XGLqEWmFOfvWOOW9EZg6eAzHg/ePng6WO5F2ayPFRMXTbYVbtiLCF1x7bmG+f9jYuwRXV2xnM9DsJLGoTzi/ySd8UQApFgLPH5nggA/B4kD49UDVTvzMNmYMbJFPzJ6u6EFcshUoAhDzkedmuzUJiFL3UMAzqcmNnCUIqrlMB2ihI5vyoPuTBwo2ek9vI+kpcJaxkWiAnTXKdfp+TGPpZBYpVgWda88byPESzrO8UjM6tHDFOdw/BcpBZ2fr0kNWUbBxThu3bO93vQC9bfs5SoZjPiXCKmP8OmwbHMcWCZKnTgwQofCOudagqcK4YyEhLu1ZQseAgf0sLMHjOp6/QqmbIf+tr0Iuw1AhG6EB0VrJhH7SnJdQQY1jytakFUXVBPB0r2ZaDALBH+lvPe4zUkjG8Q4yJcrIffM5dS6G1KoSwl75/wM2yTgX8YAVJhlWSEbEeQBAvMeCyxITXb9AzWuY5VxL/DyoEj4TZuJOR8CH2vIf9FBhzWANwHJvvxdVRq4rGtAYgwGCfeh38HJr4AjFQorR4Yai+VTHXjlZPrrJibXPG7ngFucP1mMt3+6U91ftTFYtwDOD/ueI1ZU7JlnBgaHkPumc42sM5gn7k5FobKeB/9Qh2gs5f1hoszhz3kQj/ic+GmYZjwyzYtgRU5g3dLyJBq468Yl1mu/o68Hn6+gaZSA2aQtk/HwPAzDpdXLU3KWGbMNh7DN5fXIL6TVMrb92yNsZjU71iRdrvpu5k8LUPm+gg4pa1C/DzDC/O5EeOdY4pljAYMP/mfC5L8KVxHh458lXPoALzwGrYqIMdqMtM3l2g+eGIlxpnvnjUv+f38JMfk9m/REmI0hH3dQWN+kIjJPgZPVgUF0tSOKxcI6O0Gj+0XyGMbUCtROUbUIGnWLQ3gmKs4CC3crtV/7sfn2oN5+WK+RcES+jrTAAtrGO9lAXPQgXkFi98zhBoE4Wc8r3lu23csBAxrIMTojZz3NQuP1+NC6G9ME/HVem7XvCgdpBQHt9lCJcVg9WfXwtJGIFMNJDH746oxokuye/Y1PvuXJwTz2jh3npNPaP43HCwQNFfGjzUsy5pzYw3b4o93rNZkN0mQY3KBJKl7wiy6Byu4hDVrWCUAGXILJJfUHNrN/nCczgGGvuYAlLA4IriDavETPeqYlZNfXjweseeCbua3AO8f/PCK7hnzaM1tbh+Bol+UsgEmJWAhoGFYg1WMcIANZDcTl2Xv/vvjZU92KwHQrhqBafQmnij3ID2emdG9gUDxq6R+u42efXsrkNXl8YhG68PkCRpWDTRnWyxbYO7nwoG8P1LvYX47iM5/j2XP6wHD1B3Y/rf/3wOGAIJbb3Gjyb77PCR51vZ4/Asnh75o3yG1Gfn0Sw47bvBSjAHDUS6xpAnL8ht8ZCyVzWhLwSkhk+rQl6cBwxw9192anNzjP0+Tv9qXR6kYi0sWmWENQJYman+rCVuukM0in32JJl50XF1O9gz9h1L7MLh64xsLcHtq/zn2N6mxG9m27x6i09L/4ZWiCc3fiZ3jzhkMNJhotYoTo1NhHql9ODEw7HCx3fh3eVDKdDtXKY8hb1tjBxqgSRkiex+1CYslCbF0jPfHxtYpwNADeChJ6I4Lzy79Hg6QSIEMfIaDDjaUz86BMrwN6zQZHX9Rhsehf57BM7azV1yJITganKelUexneGCq+45nZ1g1JoO3HRhu8jvCh+RSybHeovAXMwzjUJv4eigluNbYpjZx3unOS5NvqhFAkQiJHNLd9VpohyX8sbWAWVmpziFhMixoLGtKhZwgW4JhxcKXSWmuSmNhv4+e8YOX4KMfvjZgWDpOPrPm4dctrrj8psNiuMi3H2scfhB+l5L/HttxLXBNIAkBkIirJEkZkuESk7FwPwNAkTDjj1Pg48/PJSG6oTMn9GHLLfpxNcUsK/1+/iyDzzmG3ze+JRuHT8ovcnoPhcdo9leOZcu2550v/1Qliq7eFlbg2hPfOPU3dS3aoPvekqCd8V89YIg/FhJLymnsByqga7MbKrVYgOFlv/mTrCF6024+Y7vVizqW/r34z8KAfpsWHP2v3qe1xn6xPpaRabCoxcPy566fB3iv8VlOrw+/h1ma/lvoiVSTacbn46hj5rVIml/LbsQLAKTGPDeS51HPZQJkYnDYTObY85h9hMcHwHH11X2zJfSn8uLfQVypzy4xYsbxaO05j6XGBsbZd/xc5281trKPyemWsXx7jTz0XiEPvdjGxO8bFsFigj4zCL7x66P6YUlNYUnjNpIvo+7PT39+YXIqieY6bcwJ8B7Dg5H/Hz5/zRbJASW1uU+J2dUaCDOEfCXAA9iBAIobKyyPhvBdNebjfxVWDWjxfZALeXrdG9ToVrDV8yUtvJ6khany/IOQLBqirtrz2NuVwmNqDEjvI6dwcDprae5nRvIhB10t8Hic73vfg/d2piEdnhOHEYVNCtsHeB4WAoa1e8SMxfsr7G/nIOwv9TsMtkURQDvYYGg8xPImVzkwarDAmDY8U++3ZVBOcjtcRxkFT61BMjD/M8dQknqacFLzCC/JZof5t9ZuB2oNl6qBDStSAey1sPzMTt2j8b5Sie3exv5+qWai/TrxEL+7GnlhcQ/zG2wij9kXTv1qc4Dhh08SKKW1SWhxwb4sCy81Et0kY3tUEygMqFaWJ9uWmHZWJ8Rp1cPvI6DuQLFYU2VyTy9hWNt+qNYAqs0N+Uz/zjQbYcDHTc+S5Y8JQLkmIfsf5NqyamF+OOu9TOI84TCMJYwp6wHD7ClseuFaBxia8Zc7+rO/8I6mL9a6EVLkbbfZYnLBhWOb4LQPvGGy1Y03m/hY/N/sM/5bDBiWvCdqptY+5l/JqwfvrJR0hm28ODnohZISbHmdycW/ntJspjv4lBJMGWhg/txTDCBXDa33RMhoBnT2uDsWA2i58zwwiNTRhq7tajXqTyUvllh38XHY38F/D41V8bNCelGSTvl99tDw4sSTfbOnct8fs1zo0Le5tSbvjxkfpsNiIUipTO1jMP8W6IwsIawhOEbMy5Tfk9kWJf+QE8U2RR6dY5uWmJSxp1gKMEx55DklnO9yQ4FEv5b3TO5hkfPo4b0p9qLlWrz+rwLEAKvcQds6wRAEBCJ9txSiU1p8jIurtRsD4W+VYgYx2b/wwvnJ15W0l/OL8j5y0n6/PrBNp8m54WfbqwiZB2nAlCUmn1NwzRcUXPMAhdbwf7ly+FLsfzKAVQkQ590nrhSojFS1ZzMO8hkt8B42XeB5okVaLP6OuRoXocul/Wz//R/Md6warmOYK/s8Zm1Jsju099PCbpdECnLJw2+YeOuzfISht9PoIbMof8f0ORy68FvLomLftSfeA2tar22jbeICKGNSlvLRqfkvel+wot5y1IokK6omnSnJmWEkbbDhorwUxfyWX2zqXh7Za/r9tAhPlZM547HS25YWR4whGHezWM95+dSAELzxWOTCSoadnCo3QJBX4eFHhQ21f5M1AIv958o/desteobhpz63pguiWCG2zoLAIHzJGFcpgEXYsdhsuGL7ivA4Pn6KroNvpq+DNyhw5IorlFYv2TdyR3wQ48l1JwkV+03mqdqt0ivFArit2ACuWkpxeCxm48Wp2C12JTnJacpTz59pljHSvnn5F7IYo0KvxlrCL9v7XuQ+e0p0Lw6pxZKKI7EPy8y9rbbS/O+i7vR1545zGNYARul5HTeLl22na+A9J87regD0XH5PjGBOzwQMy8+z1PGzXexFOTIM10w+o1CBcHcwUmA0hgx/AsnwqMb/knMbVyoBN9xmVL8siV22/P0oAlAGlGT/7Mu+ZLtogUczLSyzDx3WEcrqvV1tEVyTm77xzSs7ILXUyCo1cVJ+r/F5HBo4ifFmsHCQOoSwvFzlmLo5MNr7KamXvI1Z77kQqvCYhnDDIEjRScdIQQHWQ8CwJttvZc1zDAaF8IyLny2l+8jHn1tPDM+DiAGcuhZTYRRs5wbEAXoeoC6I66hjVqjpMqe56mLXcIvrEnlOH3n0fLaJVAv7cpp6ySO8FPwXElNyfp6l+fEsfq4mkTw8kUrtJODU/C1n28S5TF3nOcBwDMZYkCf1OOYM46nmpzlyx9tPmJ9c8LP+mR6GaVmaH4KIuXs59/lsn2uW4kn+Vl0fNCxzwT72CPTnMvemse4a577p7+dQm5QyxfsIA2u23HIin/Xl17IbuikfxJZAE3yjmW+RP4DNQq5yRCY3o+8x9ZtdDxhmT2HTC9c6wBBG3yP3uO/kLne41TImH1LgPXe79zJvwaZvWNjI4F8YpkIa8xuP/eAEYLIFMPzVb0e/rP4Gn0w++FExXu6MR8vyCQ+pRIe9vvdJeNEB+UXyzzUpfdNRc5OtNUHd/+lrb3fY6+c6w/QXP28y2W6blZMr/nc57fzDJ81NvvbNiSR6S5qgjSfgAx+ZE9OoPy6OL66PnzKZ4M+yxKJC//vqly91iXFhnfxJbSMw8u/3kFHyPdMnF0r8Sw+Z+3/svQeULVWZ9l+n+4IYwBkxYAYjKkhSRB0lioIikkFAclJEQHK6pEsGEVAkB0GCIiLGERAxYFYMIIpjwDCK+CmKCPf2Of/nV9VP1e7de+86zMx/vvutdV8XS+hTtSvv8L5PqGls8+bOPH+crT77hap2ttrgDfmHc/fPquqiywZKllXVLjs0bfjYb37TSM6s5ad/7IkT1d8eHNZir8QWm4xUkW72+Zjuzzd1f960vqqYry+3c/IZ0i3680B6kaO6c/7d75XM/QAC4qLT7p1/hn4POCbHdoy7/3kXg34S/Xqn0QyzCdrh+LTDu8E7Ese8Uwa1K+7+7x5pMpK+Pt5RznGLTSrdl9nXAVrh0iu0MFpe4vTbzfwdCP4ZZw9EP5R23j56R8R1QrfrgX907+GHLqokuKskws5VOwj//j+1QNa5824to33/84+i9QW/h2cKvemEU6V7JoTrYQfMPD5JuBv0Hr52jZGcMpu9/o/QaieeOq0PttdIdFgd/5dV9aELQfZU1V67zr7Gw46eECJHxijH6BoSekU/+akMSy4fyPUTeYGZ+//s56LgXTKoXqBF3+475t+hL9wiB7hbquoN6/BP18b3f4DhwUAoXVHrtsy/R8edPKip/UccJDdamTbEcexJquz9XfShg0cSGp/56yFHDeqJ09veMqo+8anm3kCL3HuPUfXF2yrplUr7T8nEDd+YP3+//wftB525245+hP4k1c9dpHt2t+4dqC+StdBeQRO+RoP22zZq2vjw1aL6yXRl262qOtmXCyYtJ542qGnrh0bvAfuQbLrsykr6JFW16/aDaonF9d0/1C20Pv25gRLMla5xpGudfRRMIM45b9Del3ALaJ5HHjehhI8kGqabfJ7epT2n36WP3zCovv4t3d+NRrq29BXwDfAtgLjac5fZ13neRQPRt/XbzqNa3ysOf6ebqw9Zfbr/8jYsvj58VSUaS1Vtv03+Hpb6HMYRxpPcmMTi6eQz8r9zLh+8YCCqvRL1u0ubTAvEMKBDn6Dnl/qOvd29vxHS8kOD6pnPEDXqnbOv47Ofr6ovKuG9wfoaN6IkAm3c/EWhqG6uqufq3X6X3u04/K2tpG9t28S39rCG8COPHSjhNqiOPyo9Kb3+xoFoYFX1YS6sLgAAIABJREFUxnVHOlZD75976FAIhua7Ou39g9rMgf7wOc+cqPvEm24bVtff2JnlrKDn9KMfN2fHuAhd+7iTu7MFWXai+qJUXHlNVVNzttH5r6LrCOPU9w2q+6QhCZriQVX5+Z75rsPge73m4+S6mnPfZYehxtYuhdR9502iPxcL1MUfprE9da68i7yT22090sIh3cLFlwuJ99NBtdP2oi8FukWXf2RQ/UgGZTu8nW955vH/pv7tOPVz9G9oMD6gsYEt3qX37bnT7xtzEuYH4ZgQnwEyGx88f1C/o7yrYZTGVOYKzBmerTHlXumIEmusLv3Zt85sIzVnSd2F795RKXk7qJ8jzzMM7i33ODX3+o//0Hh28aB6vvqSPRJ9STxvpC8EQXbjZ4fVv98iyjp0dDIBeuxzlMRm7Dvq0FHr9PxrfYfn6Dt8zrOQo0nMCe6SkP6VAyVLNSfYdvbvJLuOqL+jSt/RzN9v/TIuzgPN2ySK/6bs6yXzAyXaNT9cZy3Nz9ab2cYNGsO++nXc6kV/07HWWUs6nNKtDcP3INeXfPFLGve+MKj7EfqTOE7Vdwzi+8D3iHYeGASE27kv2ET9/qujfp95L/Pf49SPYEyXCs+fmJsxR4vD4/ZJx8ocLii2h9vd+JmB2ECV5uGV5uFdGxRQTjwNvViKErPb9vc7R3PzE6K5udtn7cF9pC/mPpbi1DN1v6Sj5vkx2/pb3n4bxqZR9bjHTNaGVw/PH9brj9y8gX3b31fROmWzfD/EtshinKLjL63+6uD9Zp7l4XoOaMvOmzvUOiT9HK7QHARK5bZbjTQH6fankDP3eM0lVKA49sj0OVxz3aD6zveqaiud42o61zhO1ph6v8bWg7XOWzph4nT6WQPJeDBeNJIecXjcXVpa7Qd3kvn1ZoxnjOm31mOiHIITa5hjThhIYkEIy0P0fSc0ymnnp/dIEuPSSjRcIQR3nH0NR+kewNw55oiRDHJm//4TucdffFlVLa8Cyc47zPy9Wz+MtH4ov0NXXSs5BSH8tt5iVK260sxtoRxf/ynmjs08K4xuPVtpHjr7Hh51nM5fLLdjDtf5i6n0BK1RHlkwrP8J4/SzpOMrSRXWc6zrHDwfntNTtVY5QON6Ks4+d9COCeiiHnlwt9XBR2qc0m4nH6d1aALJ6y1L86fvqiB+9ceq+h3jXXPAZLxI9/6F0rbebaf0/fU7Og0wnDUHRh7g/EsqrS+1hkm08eA/RgJVgOgeVEcfnp4XfU596S3qU9+ktfw6WtPHcdfdFKFYQ+kdecfMX+dpfQdw57ADG33rVCAh9qnPNn0cfV0uvJ6I5x4ea73OetKSketg+dVc9Gt0Bxa6hKFNT5Z56tLVLvuf3FJ/Yyrw/8STTCUEaTc8B/QNSwjDfz4ys5J661dHmlwqofUaQYA3mTlQoWd1xPHDejA//ojMTEDHv1vonLPPG1YvktjoPnvO3u6kM4e1AP5B71GVejnphcyfeQ6XXDmqvvN9VYnfPlBH053DVdeNNOES4m2zgSbWswfRa68fVbd9rflw0bs565TZx77hM6PqC18cVW/doKrWXyd9DX/7uyrMWvgs+QRNXubOPA7tc5zX6f5sFd2f8Jl+49uj6sPXMBhrcaHrID5/87C68XPNcTl+Lv78fzQRPkGIC02KHmGhr0vaYZtB9cpVm3Y+qufzJT2nVyppusM2+edAZ7+PUJz8//tPUuJACzoWhceeMlTycFAddVB6IsIxbv7SSAOdtKLWHFSbvKXb7g/3jarjTmmSj0cdlD/26eeIvqZF+P7vklD4sjOv9IwPDpWMU8LynRP14iEMED2HHMNCVgOVEmK5uPGzWvhqEfGm9YRaSSSM7pDHzwWXD+uJ1G7vmNnOX0QDPeL4UZ0QmnektJH0sswRouYRTQgdx586UkJwVB1+gJKrT2uu/+96Lw6ZXhBDDyTJsOfOE9UKWoDE8af7R9XRJ5Gk0mB1yMz7fPs3R9WVHx1Va7xCTqVbNefGgvmYk5rj7/+uge7ZoLpLSasPXICDriq5u85+VgdqUg81+dRjJqrHJnRmfqDF/fmXDquXa6G/+44z78E9Wrydea6QZc+TZuJe+ffguk8qOfflUbXpRoLFv77bzuf2khdJ+223/P7vPWJYa4OcdvxEUjz7WL1Lf9Q7xbtkeiT3gMnyfocN64T/O7bWxO6K5rv2+dIP0B+svtqg/j0XR84DCap39nCSdt1239LE/7KrhvU3xbcVBvec63vsEgP1ATo/TeyJtV8nLZK3Ntu290UJ33XWzL+n98lk4JiTR0LHDaq5B88+z5+osHDO+UNNWukrJ2e9hx/52Kj62jfyfR4JgJPVn5IMOHjfmecBavWQo4fSQmLi3Ny/FV9CEjzujwbqj9L38Id3jarzLh7pHZdj/PR+4b0696KRHPrkRK7f2CaOy64aVd/67mhG/+VtfvyTqjr3IomBLy+09C75Z0hS9JSzhnVS9KB9Zl4jhYXDNaH9l6WULNMENw6+Yb7lZZ4qPaQD08d4v76Dn+l7eM9eGo+ipOf9f1Zi7UQtmp40qI45NL0/7xfvGe8X71kc13x8VH359lE9XjBupGIfJcyHWpRyDVxLGO4vXr26FodbpPf3d3aqFhm8t3H4PdrkzVrAKDHFoPI+FaVs3sL95T4f8G765EYv7vO3TFUfV8KwHkD036/Qt/JtPUvirJPpN/X8LhzWCMSf/pwEop6TFrqPe9zs4/uboh+jPwvj+NOmarQK/THPc8P1pe/6hpnbfOmrQ417SoKoPyX5vs+eM38/TeMN/fH+71TfuVz+XfL3mHqe3bsqumiiIMk5n/J+3SclprhPYXL50o9INuF7Wly+XdTzaAH+J71DR9fvEA7JJGabe3iw5j/PVnKL8HzhVa8YVNtvlT7/n2pedRbzqhcMqn32SF//AXvrvDQ2hcG7xzu43HMHGpMZY8TeSIybP1UR6awP5edtbtNzxLVeO6g2l4xCGAcq0fbQQ6Pq1GM1JmmRGwb9BP3Fy1TE22uX2X1m+639q761wxiTG3Oe6z41VScMSbgOp0a1VuNAu490KafPE0p4eg31WyUhTjxjWD1Di+bD3ju7fRZfF18x1KJeZinbzb7HUEH3PURjjuZJZ2q+FMZnbxpWn1bi/03rDqq3vCn/fjFWMjaspbFi8+mxwu187IZRdetXpud1Gt82Up/7xnVmtuX+imLmkQfOvobr1MYX1QbjEONRHCe+b1gnyw7dT9psCcQ3219x7UiFIqFItxxUa7xyZhuHau4F8u2EuRPVUplEDe8/30GqP67fa405JP6ZvzGPS0Vujj9fmrP7HdYUQONnQDuMYwcoCYbm2OmaU6SC8ZRxlXkJ85NS+H0N+62r9a18hf56U/XXrxZwYA6JasklSPjX8//Xqx/fMjH///4PR9WFlzcJvHjeGZ8HBeEzPjCsv1e+25nfUTO3O0Vzu5SGINued8mw+qGKFLvvONAcb+Z1vkfv8ZTe5zPVx8egCfa9SN/B9/Q97LztoFp15dn3iDk+c/0jtUZ4mtYKcTBXZc4695AJ9cmz7/ADfxMVWAnjpZZU4VyFX8eZHxpJ7kVz7ydShB3V/Qf9SByMufQHR2vMfbLG3lTc8SPN8S9jjj/QvZ69DWso1lL0JUurT4mjmx8L2KB7GAbzAeYFL9T8+D2F+TH78Lx57rvqHFbWuYTB3IdxJTXP7BtvjtH64T6tI3yPeQ+HehGn1AeG4e/tJK1Vn6A1q6NbSw30Labv4bzTJMcyTU70esj7v1dJNgobYR+beg5ez4fjmbf73g9G1UUfHglYMKgL4o7UGihum/Uz46INWdZXXxnOU+9UMu+Dmn+89MUqoO06uy9wf86Y+/6T0tfvnAFyQGsm3sO77xkplyFtyEQuo2/9xfW0czf1s9uqv80Fc2zm2vF60ussgEfv3l1rqMUzTlbZlhf9EN6BhTZhuMoKL6wTd6YgkzDcbu957X//Tz3GlCtz+LdHq2HYOVcO5Vw5Myvf0Szz9CyuyxQtzAq23mI2NeSyK+bU2ls7vWNYrbHKbEpyTuuv1XzI6AHccOOkJu0NJi+no2PB55ILm8W5Uw6iFkntcxK8WZRJ9ExCLZOW2tij2WUdF9z6oHczwd9Krsi4wjX31+LkmtQk7q/frU74tzMLACkF3eCJQnu9d9+8BuEXbppQBVjuVpHOjQ0I+jQUTVlI0aatERdqOPmcS0LG4TdjasjyMr/BJS+O2Nk2/P2fQl7hAsdCA1fJFCU55/561HGNK+jzliPpOVEbgSCyHoe135Li8qLXXSPHRVyucbsm/nifKBznNoOeHX37HK0bB1yhR/UcU+i9En1mXGr6DZ+akJHQhJCQwwqjHUef4DDbhbSQnLHGhy6YVLVZSSxR7MIFzj+04DhJTthMlrfYdKq67IpmoLTGiDVyQoptqk895fTJWmsNyg/UH0fJqfJS0dpIaBN10l6LO4xz6A+owhJflY4Z8gSxNsujeQ/YNqTHv3uP2ZRkTAj43nOu6CWdFlMyHqeF+z+mjU9evoIm6bqfxLe+LfTOZyZrmoep1vH5twZBErPG6S+OVgMq8x10JlNTet9nficxBTH1/MJ7lDIrsBt9ykmcfUs6Rz4e7xZo6B22m0np4XfTu0j2xMLq3r9vXLQoeM5FmXba7yBhmtE69UnDFoH7VEBrhgHwHlFSl04s4K6TgdYd0k1DVBu9PCKkanX6ferPXtJoGH7sximZbJGZaY646srD6rvfB/XVGOWE0cpMyFGRcSuOkt6PxwrLPGDuhclXGDkKo7e58upJoYJxTM07FrKtNXiREUBOIIyWIiZqGSLnqTDlE6d2+gMHc4/vaO7xto2mqlVXmXn9oREEix+So8S7pG38NGkcE6AW0YIqabd1btvDWv8wDDQu0boMac7+3eL3uL7/8lc8e6HTpjWRwzb6KF7e1o7bKfdN97cHJrTP7rwTtMlk1lSlMxhqdHlNSb72hqlaNxJTAcZa6POO8B0uzdvYfhyDoRwV1E6oKbfP8B62UheJPhV6/9e/0aBbSeakzA76jGE+et2EULATdR9OXx6HTb4Q+X+2CiypMNWPcXXFqI2OatrIoqSiTzO16wsa87ZUXCyXazQlU+/rCadO1hrQ0MIfK73HMDptaCWkItq4t/P19RkN5DQ3b5FExa23KSE7LXcSUpJLZmkcH0Q+FE2ooYwnpfBaYgU9g9hxu5vbLdDcLt2Kxy0cYHGCDeOUMzTvEbL5wP2kZTk9Zwl/t6FErr/8wIcms0ZgtGNZJHTUWQvEQZF4nnTgl5Dj7mFy3nVYe9yacRtpXvnKYF7p7c4R5fmP6ifRxEUbNxV933Pfu+y5Ter+d47qo1r6qRQlbfqSnEinyU+/Nnu8sU6kDftSlGT6EXSqJzReH334bIMYS2thFoUZaBz1eIaOtrTyQ71Etjv5tDk1yvPgA6Yq5le5OOsDk3JVVhHrnZLDePLMrXz9yJmEYxZMPWjppXX4x2Qy9QOZTS2u4sAjep9WlwYgJocOm/u8+EXDatut0+O1XePRZnRxNDzDjgo8paTm7Gu8V0XUCy6ZU7uw8xzCaI3iCsaH7RoukvaK72VH616gvqP71e+h1zmLKMnFT7H3x4UuYQj1+JUrL1+bkIT/DlX445+5rUUc9l7ZmBtgevL17/y4bTc+zqN1SbYVu0U2w9PICcjHp8rEmQk0E2cm0HF4kYmGztqvmZ0wbHVFdphS9a37iEvaKxyj0ThsJsRMzI9WJxkHlGUszF8rNysME1Jhw5KUiLu18dD8ese26f1p0xM7XPBWmjZX6dO68rk4qYmwNS6oBEkxkmOEtXhKLmhsZ0e30PijW2AzEIwhqBzpRlhrL7dA9zVYU8nC0eF9ttP01rKKj5MIaIkxUOZ0jtwOSMlzZLiQSuqyTcrZNjwHD6QsOOKEYTcI6x2K3AKPPn5SSCChZJT8YAGUWiByHCekUgktO9uGgyi013M1SWIxvsN2zaBhHZUwyRNeQ58+oLWrVl5pWG268cx3tUukDGsdmlxcowUKWm+xc2nr4CzKyX7vTk+ooFNgHvQYTRoPDyaN4bFyTmN/ETXpjLMm68noNlsOlVDhOxjULmnoa1ljhW/96COmstQnuwRjPIMBjaMTL5+dcA6FoNkevazD5eQWRud827hH56JkVMA+4e/77z07YeiJxI5afDwv0Kfx8azhB916HyWLwvA38kQh1v76QNOPhsYbdhWFQonreyr6+vLrb5gUUkEo5LdOte58YTutlunW0jIVrSOMPmF0b1tKZPQ5bbfHSEz43P6HpcdGv54qYJQS/97frpYgqnDWjMPtb6ckD316KqzJSoGNQlsYdikOHdvjNjoTKI2ZCU1Nj0dv3gCH8ca46dgg6ddqwkqvdrWVm4Th5ddIv1PFAgd6pbh2p8bWLlExpURFd/4sfBcTApHjUfxKGezYGAlq3v1aeCAAjxB8GH1aQNd/Uu+h6E8ba76xWpSwC9v5wY8mqo99fKKmGm4Rfbc519Fwf2uuUmgyso3fW7fVN02J7jvz+YXafTCqeSeJfYPkai4JQ4Hu3AukBy09MoqPH7lmQvMA6Z0qMTrjO9M7zLiCpiDagmE4yfH85Ua1+zuRSjhZd/k5CROAsD0LuceOjmxzhhagnHNKQw9hfgT6MZvbNHIHdvthwm5JuXVjenLVdVO14yeLRRaNNrWgmBPq5P1NhaFTVSBaUsg4EpZxOJm32qpTKoClF8A5B97OzGRKTqj5xXNp3vE5uaJ+TRRFR6zJxd+tmQqyHY1NB4vrL8sojfEQiZkdt9d4oOcZR5eIW1Att+ysn+s/WMNza33rL9VCNgxrXjO3zena/oeKK5eqyJJLiuWKgOFxnGRIzQ9L2mCef5Yc0btvUYCEyEwiPIe2+B0Vz2N32TBhiB4ZfVHO7M3zV5zS0cQtRakIcubZc2rZpv2k840WfCpKxn/nKOH3R9FUczrnnbb57P6CY7lPzu1/qhKSSC3kzHVyWpMXSDPvXmnmuYgZG3X4OlvHeulIPuc56etHExdt3Jwxib+FlBEVLbbf6kpi0Gw881nxjb3/nMkaFZ4rFPqscskefkdG4uJL59Q613GB6uqPTlaYD8Z6vG4XnVj6dJtkphKGUGJJ3qIzid5kHK3B5H4LZkn+sK1/59+ZN4Rah04K9xn7dXqXs5PHLgovIUo4RSBH7P6besLXfGyO1lFIlQhVrr6dhB7vi6MFJi0v4IXWCKnoS3r2Jc5zBWeQ0MeduFiNhC45yvcZbfmcrZuK+Q7jr6N1qxa6/gA9w0UJw2KX2vvjQpcwjM8YtJ8jpAb3Xtmj2ICk4DU33FLvgQHKZ64IhIX0NxKXX/mmOJqKf1t9xeq8UzpRidj0xFbvb3rD7IkR8OR5JykBMI3Myp0i1WAmWDn0jTuLjVXJ33Cd2QnDnLPqFyR8jUgpyMfXye0xDjvzrqffWTSkqiLtZCCqVoRt/VqOkHzALHx2i9yzfiM6xvkXz6nRUCkTALdjRMWuwYDnziM1eITHt7MWi/tvf5dqepMksaX8uJ2QEY0gw0CIEa78odNzhBY9uTCyaSstql4WIOgeFu1s3ilUDvPuVrRZcm3MCcez3z2iRV1+5Zw6YUbirBSe3DMQMSCFkXK2DX+3oQYOaksJxr/U4xeTK6gyXIq2k1Zl94B9Z54DaDM0qL7xLf5pEDupSWlJYD21OGyQZghudu6Zfc6M7XeiCugzlpm9eCihHZxMKokOcy/a6mmU7HClP5VM831+QPTC086cI5rEbMMPb5MbsDtUjnTbtl4gcwWtDnVvllc18e3T1USMMDDE2DNz/RzDi8sjJcCOJqnDSduU2ySVaRJ5vqNPlUbP3nvOnFD6Gab6iPA9c4UwZVzDdn/G9EKJ0X9V4vWQ/WcnDNvF125CYEpPMY4ucdssLlLHftK/Dmv0GVmbsFDihV/sDBe20efS3OcCV0LvlQoz4TkYtZE6T6jrPGN0no48dHaFve0rl0XHM92fOFkWFmV8/L6EL9t15yAaYULonwo1lWqcykFJpsJOi6n+xOgmTG8QT09FyXSD7Tuk57B6+tOlT6Yk/uMC1EBnKDasXv1KVfWVMDzv0qka3WqXwldLw/P2aYTU3KiQkkL42fCH4z9WbpUPSfPwEDk+Iq4ehvsxCnTc71Sh0cVCUGavUbEvDoqAFANzcwNv/5WvDVQwnKzN1DBVC8NtgG4E5RiHnzMUv9i9tNt3SvtGSFohqS4RoooFGVRakIB8i6HpTA4pjE7XFR+ZrCniJPlApcA0gHEQRrv41MLppVpAhWE0NFpPFBGJFJr2t5I3OO+i/rnNRz8+Weu3br6p5C4ikfgPTPed71IR6mmRGcI4zqM2xCPx/pQnNQnDy68RslVFaKPcz/6QnNmlz0XS4ZAgQd8WqDLzU8/9Uglp3y/mt8xz44Swv8+UIU94r38sDcxr9IxSzqQ2gPL3lEqWdCjLme6uF+n9+ZXeIzuJh+7Q4fHb4kQwXwx/t5kd3z7osHBMZDvPzUigrKxESir6DNNCtHIqqUmb7fwrKuTxWwl9CKOCIgSoOdBzqbCBUAm9xH5tck/j6h4aXx0/UoH0WhVKXUgLE4Y3y7UUA7ZcX4wu4VkfnJM06IrP1SY4KZdcm7XlnjNtlVDbmP9gApT6zut7rPUNhbiddlBi+bmz72KfC7IZOCkUqFvz/Pyow+bXmqOE5zNQylmLxOsL78sagLVAzgiM7dyvpfpyfr/q2snqLmmZ54wRv/29iQqn6bCI6uOXDGniu+XEbcoAr8QA8ZgJOg6UXBxGvxl0kkoY9gEs3B/bSDE+hgtgqXPPrcPjNk46bbI28gKA8vhIGslrKf4eAlTiZGjqO/7IVROSFpiQfvRIRSjpCEaFsj4DIto8UwWsP6uAlUu8X3zZnFrKJJdUbhPHKsjD3nB0wJky8Ob3ms8ABOljQuXu9Xzp9B53wmKtueWihGGyyx/7jwt9wnDsK/m/tGGcMKQDpSNNuWehCYB7VWrCHJ6+6bjrrCkr8ISQqOmu6yuxt9lbZicMcXyEChbTq1qUwdpaOMntMY4rr54QLWmiSEvqQ8zQ5j0/n1DSaqIWU2XACqN15Yw6kPhcjGw6SAskqqGEkyBPefKoevc789VHL8Kh/NwqajPojJC6MW4V047O4SLKlT/g6cDUc9FN+hbUhgcOo+9SlG8okN+/Y1JUjqkinD2VZKBj/Zl0ZzAvaBZFedSTz+X8Cydr58h4sOMZ36WFLoutHN0yrIqhixUmDEvuxD72TUpeI2i73jpT1eslhB6HJyOpxW+qatUkNhoUHa7UOK5+/RsTElqfqBOSJBLiKE1U2Lbk2Nc5mecRgrRx4SWT0jabfY/5zWgQkLwpcXNoCiAJoEiGg214HWGiYqUVA8rzNNKUxDzoOpLURLgQM9VzE6EnVxGKMhWmDcSUjFISyv1PrW2gR5vqB5iEMBkpObBxPiVKA7+3Ew/1EbXA92Mnq/sf6Iyo+hzFvYBaaroCGd4DJzWbREyT+And2kC1fuj8ydZ5OnX/WByxSOId512Poy9R06LFRf+MkW9/VhX/zDGq+J3j+WwqpmSlqmOOn1PTbVL9WZ8zKtdTok37W7U7d+oe+RxyqPZx3PR8n1/32pGSXjPvs6mMG7xxSiYF6UX81VocQX8BjfuSKGHEOZeSovzuZMZGG5KUbBKG7zt31Ca3eHdeqyTaV5WUmzNHmqOHzTzHFuEXSBcgiXHG2ejQ6X/6lpAoSEkTeLL8DBkU/E76ayn0X2lewvk7Efhaob/eqGJnKnBSnq8hb2oBYvtKjCppGEafc2cnxzEbzXHLl+Tarn8Y+zBECyOkEvN3O02HtF0XV+Lv2Chx9qOfu/6GidpkCbplGF0/OjXLhMlIphfL/AozJyKFHBrnXWffEjoJNA2omlQiwoVkEr4kflNhyjcLvGc/o0kYXnLlsEbbb7YJemXD6sNXTlY/U+KTpNchoss5+r7DPjop7Xjxe6jafWyQULcTah+CNUfBo+1aFgAGzPTrsZUYNi8LnL7ZJjfHdiLQ15qjCV4lBOpdd0vCIoEeZN/zJAHyW0mA9CXec0lz2qgdy2tJFUkOJZDpuJnfqfkXcjm4i8bRFliURDpSyaQ4ShIO/gZL4+43VchljvlKIaLpz3KBhAFJm5ip0xaZhGzDKTlMGH5W8zHmVan+g+Ng8Hbq+8pFUp+Pn2kqYdQmAyOplvBaSrRd011BUdOfxtGXEGwRTxq3n5NArB+vxHptEoSkT8aHIUUtd5EXeih9sdFz8fm5AOJvBPADZi4ARQCNvOgFeg813pEcTkkj0J7HpLeJ/bDqyrPvQVdAwMhoZn/aVwSkfdaC54sN9cgjjTkfSee4qOuEWQoB2BX50ijPz/37hBDJjRQDfWYqYWj5qpyUhddxucSxmVapcdlJ2xTzInxeLsqD9gb1HYf71NBx24nMHIKVNlxspmAPWpbENuOKo49FxnZ9tPS+pGju+XWF/tmF+vD6S3OGGd+y2HKAOHCMDrXc2WbeSYupiCWWk8Atyz0z4d6T7eEW/RDfgYUuYZjSFFyYH1ucMCzpf+Rg5vH1tdSeDPrKtGA6/+02n50wPPWMObXw8kGilYQOWZ2+4uxFFefQ0Smm6kV+KloNQumGoOGSCmsEvlSTOeDiYfRpZrEt1RY6yRh91VWtdG1KJObiE6JX4S711rdMVZ/8VKPXEybFSlWrsM2rrtXk8SezdfaOVtJ3qEuHbjuR0VAtdbS5QcaTAZJdVPZYJJJMig22viCXTp5lmMg0NN4oCDSk3ioEaik8iX+LJoXQ5RxOEvHfrxKSFFRAHK1GizRSnv3MmQnD0qTf7Zia8nolrtdTAjuOW5TovRUNSy0eSZyHAdoLzTFQZabzOknNdtBDSZiSkCQxyXcS64mG73uKhsbvTKxVyA9yAAAgAElEQVRA5aY0wTAXOF3ovxyVwefbIUZma8mgMYjWYG7xMk7i1YmK+BmiIYiW4HLLkixfUB0t7Uh5QlQrCF2z5TS6xlTNHJK51F+VKrMgGB4QksHksVTS14tT7lMuYcpvHZ22WXzEAWKVKi9ID5w544ShJ1ssjENEmNsp9UeWJMBxG5MpIkSwmfZdWnzdfIsQFaLC5bS70GmlQBRqtYbXeL4QSxx7d9GzniWaVhgdWkQUQtEtcvGTu6Xvds1kkorJPqVJb0c9n03j9PGMmEppeo2j1Vm/A0pa1u9bInne6UmlaUHsb7pmKhk0TrKiT7erb3Hi4tL6603JlKuhJM+TgQRjjQPEDs+bdzVGUqYSx/U4JWqcP6THCGXIpDcO9Fu//s2q/tahTqc0ifquz4jyVbQwhB4fhwtd/nuoCey/lfSb2cbvQip5XNr3To3BV2ssrqnmup1IWRCg6GwMEvYD4b31OML26ysR+u9fmKzZEySuwnAiI9YcZht/o8xnSOQQKd3bcdC07FtKZqDDiB5jShsNXTj04UrIr1D7GEM8EoaYl/1Y98zj4ic+OVFraT5e1OODI+pxh2paMMvs4TYVP26qix8as4XWTQXJHpI+9EeYrDj63j9v141bMu17x8xnhBTPj3QdA7pBvQK5cduFuFCf0UgYjpPSEPXxSxqH7TuWSdTRRh87iG28UE/1Vfze11+52AbVNkbFs38pKTdOobPTry7LhZjBEY/vf7xvILmbyRYlGCYM+6iUj2hhf7wW+DFdPvWueQ6aQn91xeAFrZN63IYLm6G0gbfpEOuzJRLYpjSv4/c+5FWOuh+eI+wSCiFhX4P+6AMPyO9c3RDjpeV34mtDuoAxESkdJHU8xgMAIHkIawWKKmtJxqwY1U17TrhtsL4KbWvMXg+6yMS+tBFHaUxnW8udeL+U3mIJ9Wyt7B23nwnKcHtfUn+JRBisAhCtqYRhyyLKrJfMukuNd13iXuO5NP7iQLoDCY8cbdzbh/JOqffcaNcw8WiEakkfkX6YhPCLJGXDuBKj9AzKCBl08fH7QBUd9X+qXo/F4bU8WuqHBBJe47JjzOjrY2W+T+tBCqyxNjLn0/6294JqhRdGTmKpG77ob9k7sChh+N98OeKEYWnCx6FKizOfysdVSf2+BNZD/b7wNDsouCi/2y9W/eH/qHQUhGHScfWq7RxFsQUBGcclghfjzGvTiNSt6TOSYB+L6a6kAWmzQDOB36YEET4GiHBGIzEcSGIaopMMpQkf+7diuEpofkwDJwNrqH/ViXuP1MHkkYqefO+pyhfn4jDtBjFiRIlTUdKlyNE8XbV8mipCoCmfLmTTXkrIxeGB8PWvE2pp7eZ3a000wuyDZJIrbgc9IHSBQkqBk0TeNpdMCjUjXiBXzRBh2Lf4pO3bVfmDJpdr3yL4KaQu2i9owGDCgRkH0YjeNwhDi3VbXD6FWmGfrgqbruRbCzOVtBwn8c0x0BEksZSC9PdpKEK9Q4x/2WXzdNBU8pjjWtDY1X+0EJl8IXpvzUAndpdbdvbijDZKVeKS9gtIJKhhjtwCFyoxlcZ93jUlN+x0gaJDMlbSnUonxdynniRXwSUfNxNhmENI+txKGn4gTUCcLLesHMt/2SQKNhHVbJVpqtk4GpMu/qRMEmivb4HZJgDUD9AfhNFKXBQ0LtneWjWgVVImTxa2hiYaO0L+SNTJa0WhTAmb+1w66o/QWZHwtU1pUoYr4bWgZ4OuTUx9Z5tWeDuixYf7O9FA/wc9JgzOn+vIoUXYtl2kR+ZEbsdGY7kFWmcGNqo2kgssCcPDjx/WwvkIoo/0v3XWGirh07huxpTclh4WoMe6BVUD1YVahB5SLjCeAVWQop530gWdlm/YTtxfxMcItXvfI+3AJZS8jKNDZA9rU5A4Ov3i2cyD1pgmgQa3Fi3ouIEGf+ZG3I/4XXEhb67E63F2JEwR5d9f99opFYEmk8gpz1nC/tHnb+QkxZYfCR1GhDRBbzeOXifbllDPJUqr+/ocKp+2QzrqijLfIWF47sVTM5gjpujHizj2T6GaePbI05j5EqKs42fcIhxlaoMbt6MPNeftSpqplvcw3DZHg4PFA9IQ9F2t/6loZDLk1qv/Lb74SMiu9HdU0pT1vLFkWNenm8y5dFqQndRNeB8/p6T2124HxZjWe7xXjIULxFzIyXmUku+m/GKugMlCKjBUpL9bThqPO0nrMRe5BLKTBNakDROGXSIrT9n2eF4qJHJO7TxcRZS4P+r669lGXL4eCr4UfjEvxMQwDH/zOfSd5245k6y+8SKV1I7vc2p+6GtuqkhyFs4gGK1Dabr2UceCbBjUTJLv3dE4R9OfoambkwkwNT13D2xuk2PCeR6IbFFqvPB48LznYV44Sm7DPZl73GJC12vdKM1ggyfok64RKwA0NoXkZYVmjSM2pQsThozLJE3DcXvdtWa/60ZZpjSm2/dcfSOI6jj60LRsby1x+qkUWpht3I4BIi5c9On/+Xxs3hkXGNo1mMzgUuM1+19x1WQFwj+HkizRqdnf5xoXACxb1qf32zz/OTW7otQfnCKQFPq1B0m3lucaRmh+s/pKixCG2Q59jB8WuoQheoEbv/Hfqg3XfdUYp/9/f5M4YehqQK7qMU5lqS/pSLWYait0jH12n4kwDBM+YYWVO9W57KUXjrGrVOrujkNRM6UB1BrIpzhyCU1v50lXavLeUpUj9GR4jNB16+YvDmoh+D12k6bPtANVR3toUJipIDlJYg8kYYhkYFuj+UrVneO1AH5EC+AU5SCnX3LJ5RN1YoLBlYRLLFLr8zQ1CHodNDsCRzWqMVBQQXKU9Lrczu2alH5Wk9PltMgmSUxQvWxcFJsyfgpdx3ad0YGSbcvPTBgauZZD9rF/X2WvpCkGlQNKRzgI+ZugbQ/uHeonranVOXypCjttrBO+C62zY+R0zTaxI2WuJyoh3Fqjg4w2W98inmN60u4qqs8jdiP3gPqywK3Xjt+phSPtOFnH+8ikL4ySsc2xKgigHeKUYUqcnraMaM7RatimRKf1+Zjec+yRo2rpJ3YJQyfUSnqjpaSo7+GLX6wE7N3N0WKaWJuQVLJtsmF9zwgnvmOXbG/UV8RBz4lF3j6SYHiypBjiGGfh0adVg+M5zueHHSwtU2kjhVEq/ni79hoThhl9jqBuI7e4KL1n4Xmavv8kVbn3jUyESi6MbqNP6L+lhgutSwI/jrAAstlbG0ry/oeNqvn6bPwd8O6QkIDiHmv7+h6ie2YB+V/IYOMSOYY6SrRutrHpRio52wnLpxfQrdu4UKygWeO4X/QxFrAlEXtr/qY0rWivhKwqjQffknHMjXKbr52XdTNtJBMvIGxGETq6GyHB8V8hZOG3JbeR0uwy4mFpOVSTEA0DVB397IpaYP9QCcNJCSLOPWI2FdTI99Q7GLbnsTq1kEZCAymNVIGh9JvbN6WW5PirX9EkDM+5YFhrL1rPzIUozF1A6YURo5qsY8a7hy4yqKIS3bZNpOgeci8dfdqA3q6EPDE90NvuvvMCuW/O/had9AxR5TaTYevSd2RdPKi4UHLDaKVsCvrbbbItU4Sjva9/cyCn9ckse+NWOaBS7MyhzlsGj5goUKfjKJm1jYOCHRf9c+NnJiuSMql3tV3ki4Xzr0stpgSujBf+uUDrFpnA6RuiaMn8PhWp5xdv9w+5z54kF9rYDMLbjSOv5P4iNY+PjVvi45/xfpkT/bWRVoBlEkcJkV6SJQrbCdHCvLM1q0nJ8DBiMIN/CwvJzOFJujGnf/kKlVBvVX3f0LOm+JLT2/S3/+pMQqnPRPN0rSOgpObukdd5K2pOusVmeTZUXMQ44WQVpB8etNp8OUdzGyeyToaa7YThdTdIruibDVX5fhnjYP4SM3R8H0sa032GKbfJ4OcmGfyUENldcl1Jx4xruQEYNm+0rBcO6vsKNdcX/lZwTA+PMc75dU7U6e/1mBPmCASkpJ6+c2S24iDRR18Qg3xKsmVxG30sIbb3/DFeq/Obk57byjhw7VcvShj2vS+l3xe6hOHv//jnapf9T/4fd0P+79yk0r5xwrBNuiUoZLQzjnZFJ6grzn3gcuzzMJoCJMHB+8xEGHaIGQlPawEYhhcgKRQG28UDVOq6QSCCRIwdocJtS+5lbOdJ6XtliPFEGWPE4epeiq7qCnpJFwJUFpPiULcwPIaTPSXDCesmpcxZOverBbUGWxyuGqV0CtkWyiZ0QkSnEZ92xDo7OapAa+YRUKvsPmy9itwAGJ5rSxcMRKvR5zmvdtQlBlk3O+vkMNCvtlI1A2E4TmWtrxJfoptwZjFS1+3xG1RsFpe4mWKuYnfI+Dnd+GlNeL8zqDaSkzVOcXGUjAK6ymCajuC2WtRLIqHkSWUuYTYO/T9nqhG/I4bl4+oYLjI8aQ4NBHzupnysLS1Q/okjVV2MEarsk7s+035y6Dv2ddI0RbP0+ViC4YiDRtXTn9olDDvznVFN60lFiXbtidpKKyrZIc8rEj8xwsz3L9RTC4/Tp4XUoadm66rRjtFIOdHpcdDOfVo1J0r+4SFV7FOGGn0JTc6x1e9LfEd2+cuhWH2vXIQJkz38Ni6S10WEFHrvYo0Hv/xlQ81fbtnka1AbeZSSIWhFohmJkzaO2nGE9J5tNheSaUr9uxLYNllge4x/6J9T8SOZPcTas3ersn+lKvwOtHBzKFu28UI/JRCOVtRvpGu6u4oTz0oYx6B5DEUvR3NMjRXxdXTvWdrFt4RoKCUTQy1ZoAa3a7GXYhmcpYQmi6nQORak/wNa2HPXXyiHbQoQaDSi1RiHk/+xYYcX32jOUXRdTBqUR0YalLTVSRTkkaBDJU6OnpdnWJS0HG9Q0pR+HYdinIpT4f0p1m3yFjly60a9Hy3NHuaI24pRTUamLqOEBRpYmPaU+usPfGhC7IiJKqYX5jSd42so6bLWBbbfomHYPLsUhZG/p/S9nKTdX0Yl/yKn5FyU5i7+HlNGX26vNRtLGH2hUU18W3MOkK6hgVZ4Pn3ay2aG5ORibEjG+848OYxxdDZdNC4Zo9CmnXhBIYJGDOMUuW3/Xc6szHGftQyIzyZh6OINi3d041Ixjj6br4PiC+9BHH2JDrbPGfTwm4tsKYMkfu+KE53GengOnebtVC0FEkZb8O4xTjSLZxch6J4rBJ31mk1Hps2UZht/D1lIa71uqjpW4Ac6QYwfWdtgcrbsc+kPB9W2Mvh5sf4eR18ByP1RigVEW3aa3nsvjXtPmd1+q4GYkT3y+XRzoIb2eqIYLBiALSVUKO9qLmkar3edMDzj7Kri/eFegNKDNbe1inm15EUUOQYPmxlRnkPrpkwz4/ZdtF8qYRDpbT32+l3vW8fHx8hp094kuZzbJJezrlhqa4qtlopSwRsNzeOUMOxDOqbMezrQUxq8FJ7LmZqXIKWA2zYFy1S0LBklLjmfMIzaf5sK2m9Zb1HCMH0Hx/vrQpcwDF2RU5fw41svHe/K/pe2ihOG51h8M7M4cLXkMFUTllDGPxV9zkzhoH/0wTMThqXBvq9yaHH5cMIdn984VVZ0Ixiw1hHEmyppHH36HxYgT8HAY3h26v71JW3bCp9g4HMTotG06WRRSPv1sbwwyS0ejWBcUpTZA6cpszM6wGnnKejQTxLNzGEag//7HdsOpSU5O1HTasxIR3JL0a5BB4ESIkhgIhSLIyQVqVIghMugHjr9mqbq/dZRoghKQhzWogE99hqBgUNKcptM1DmsmDkHNBqpYMbOXT7OCaeKQvuQdC8SrqBs0yVKGlTUd2U0dIMMh7hiJwhb0WYNFOjsxIETOZRQ3D5BncThhFYq+epEU4ke35c49nu+6dvSCEdPOF4pCYGNEhICnG+HJuiQSfzdiwqjUP1tx/f7UlEYcfuNhcONRob2DWUnVT1snQg1YWcyQzysd3Ge3kVc/RYIZUjkHOacQMgtfNi30y+brYfq5+Vk6EH7jarnPrNLGP5RC9dztIDNLSq8f04mwslY7j8OpWQMYy3Bs+Q0/Sc5Tecm7iR8WGjmFkidxMNIboSzFz59+n0uPhwgzTAMH1LR53juY6ToHH2LV45X0tw1Tfb5zxvVjpO5yKERxkG2tX3GNBU+1qscRwC/j4LWLi6FtEVLMI4fyhkU/TNQMztuO6gelH7Q3BPVL2oh8Hf9O/qhuwkR9ewEIoq22mTEC6VLvE3TFzmJaPpZziTB51K6V6HmrL/V8Broa+lzH6P59OEHzUYtGDlVeo4toiNjuNUitqVZSzEwjNICIkSsD0Xv/qpQbqlinMd9I048zk97L0nDaaik6kSNZgHVEoffk9gEzFpeFFv4XnEojYuxtNUarxQWfyRRSKZg5JbSYXafmEJBWgcw5a7sa7GLL4vhPXeW1pkGqNPOHhaTxeF9iIvGRmeAcKJ4SgEhV2CjHbu4xot4KLRQaUHWQqXNhe9hmKyCCcB4+weJ2v/hD3wNUPzR70vrZrnwah3IHMoldQ5eRKe0LL8n3cfrpf8YooDjNh4U8g15mNhQxsg+tocWzTVgPLhuQr+5r8Dj9xFzJ0ye4vidir48h7BwgDHV49Rvod/Jd/JMIYn3SCCJacuJgFzB28eztA7aZLAUwvjAeUoc61vDlGH553cJww7pvKBGrKYifn6pbTx/jA1XvO041OeSFrnZFblCV1+hrmQE9tBDgwqWkSnbuW/BphVGBjtBRcFivoyniNw3EEo8UOyFmUUAQPmFJIsI3gHWc7kiUvseBqj38Fz7iqEtgybzzVsbNvcd+Fhxn2QnePT5oaHmCgfxetcJw9PPaoprjGWwUJBB2FXnCD02jk43FsO7mfMXf2c5xPKddw1q2SM06TFiTAXst/f3GBsyj4a1Q6CbD5CAJFhOAzV1nBSr79Ofm6i+oeJbqMsd79vpWM42Oesby9xWCv2XW7ekzt1GU3skDIzQucfw8y7d69xaLGSabblRRKHJfXyL/p68AwtdwvD/tecUJwwNVU8hdri2ls6qRNLjtRhPhekTuWoolUq0YkgOnTx3zgwNw1LVo6tmpBE3tlBPCYf6PMcxDEEXj4RFTizXNKGdE86fHMdJjHdsu0AJs5l3yB1NCcZ+zrkTckxSlVtJW/QAU9EnyOsFVkonp6QrxrFK4u787qRyfH4XaVL9y3s1IdaiiORELBzu6+gWlyMtLqdqHbgzz2r0+x6vhciDMtLICYKH98KaPGgN7SfNIcLItIlJKBCD2tnzjevNXlxZpP+NgvWv/bqZCcOOrjysUR2p6BagDWorDCedqIIeeehs6lf9HUnDEB0SozShFXzyMziKVq0D37VawP9IC/mcdlnnRp5OivaJj/e9Q6Hu18GB4K+vtY9i9lVRxj8vynjJFdOTEqqjVEkdphuYqnzeBXPk7iiUjRLQ2ysR7XDSFOOZcBHfV12uv1PRJZlYh6g7X/MSjxGt/uFGayxnOGL0YAoJ4fPrBNhl1pKhrfh7fM+7RtWLJPRvl2T0bXAdpTpPlT4XTMaYlMUafqHpDeLgRFxM8UI4TjL4WKGmGIuPOO75OdTsOfXiKf4O2DYnX+B2nAhGj4pKdypA0YKmzVFF2/FGBQx08sKwtl5OmoBt28T7tBthuL/RLiVUDttbPBs6MZROR8lcJ77WFpkS6T2erSLefRkHPbdRQsWnJBDiY4d98u47Dar7lKw++cxhvWgn+fCA+qqaUpuJX/xCyP3apKjTEw0dftmtz8gq5xTMvp2WajrJwjYtvT5BL+rkTBp6VypyrqnetoRICZ2QY1TUzaJ1YZKFBiRFGBKIuITGQvMt7VWoKt43U7dYmD+khCjJW+5R7lv9hApOFJ5iTa8WdSZdRmQwoHynkKI2ZVtSC1kQx6nAyZHxP4dK8TNPmc98RHqqmBBts5WcvF+cfgZ2n8Rw5JjDqjpheNL7SJQOsoWb8DxDbWIW0L6nIAyfvkxToAp1XONrNOpst0hmAzd5XOVLrp60FSdTQsQ6/QK0byfQc/Mj04pd6Ovoq7OlNeLzZwGKzmhKt9h9RA4Z6LbaeUFgiuc5IegXm8GstsqUxtzZY0Ln3DqsC3lxeF6TSxzbDIuECpI7TkrQzq4aBy/UmPgcjYn8ey6sKXuE5l+Lax4Wh9cZOV1Vzw0oeq/28skWYejxMqe9x3Hi55c6RxeycsVGt5FDv/UZUPaBKzrmiPRSp3Uyw/PskvuzC/fW4C71E7QVO3Zb9+1x6s9ITJMgiY0tfQ7fkfQC6DAK5SDIYGEQyzyNZFmzFUjbv/xVRhHRmOs2+gpArUt1BqFol2AnPOPn2DF40lqd3t4GMmYIWI+bJDXfdg7g0n0H0jqXtp0ThqeeOagddfkGHnhA90Drp9yat6S13smtpOeX/r2k01diBYT3K5TB+s53ZT51y8RYOvVuI1VY9voG5F0KUMG+nU7l7DXSuMXcVNHbsgyrC10KwKMUceI83LZBFtKHDpLa0Gxrk1j67Z22XpQwLN7snh8XJQz/O3dP+8YJQ2fTU1U3DnWaXOQeEOIgRoQwoWBxQVVvnpASDwtyfZgq/WhNxPGwPE7mnSI0gCDtZ0m7DtMTqh0MggztdQUxobOCtTgW4ymXRo4xDlolJ6AanmOfgHyn0ZgWYHeVeg+ZjTwzMBvhGK7qoEfIQJGKkqi4t48RamE7TqTl9FFcOctV5lz9hHIBsigOT57jKrxpY2yfe0b8Br0Omh0UoZ12WFCjB9iXYEGD0GyuYhaeS4ru54raEksMpNM3qg0eWCDE0VEehtWGb5iZMOxziKOt1gzh2ULe7DTzOXoyWtLLMkUQvSm0kpqBvdFetMZSSwvRpBu9ljj6qPNGANpEJd6/rdrJjIH7HkefuU4nKj3bCZq2jHrKUYLZxpXwGPnTCeQrESiXuAuVjEbjLDZEuEMaNtfJZCmm3vSZ0nDs666fqO744UwXONPymAyzgC4hMP2cnyS3x33fnf6W+9AWnIcXIXvtNqpWeHGXMLQ7cO47nN0XzDQxCu8/4tg1qkVJtX8NkmpXyn2ORMnbM+/Y+ReKRqe+HTQHFf04+sSf+96xcdBzHW19pGry7G/ZbpEpykefizPXU6LtjEMpp42WvhQh80tGHvG97HTSlDASUs/Rittn9KbYroSk7KPrsj9GUySHkerYe89B9Usl0s+5YKTvrUwj9jm2Zg+BhiCC9KCcrScLmghUUS5IioEkgbkAgyEMm2KBagPdlgqMpFjMugjD98k8BAqzUaoph2G31fesrImVon+V3HFbEwghwZETYYxKjY926za63nrLaH+CAkbLlORvDpVjilx8ja2BgBY2JCiy91+0fuj9j82I4LNfu4jUe0LSJI4WcZxApZQWTmE7RucfrYThvywlt+7TR3XCvMQc8f7dMZpirRf9JBqgFYJuSbmhe38XSHaOtD5b5k2Gnuj9Y5qbRfP5nTGFIiEGCEx0c2YKLpZZQ7kbhzXOTBdGc8/Qi8tUgcSFkZKGI+22kjtBfzOuliv7d7I/jaEDY8Rz9L44PJbnCu6xjnnTt5AwalDePOOcLJGPYbfrFHKd74pEB/1+Dj0VOsSu+eoOYXiuEscwpHI0Uo4fPr/nLTcU8quZD4fhPiH3LJzkz7FHcmYMPgZrNNZqobGef+tLNrJdybyoT/vOx2nnnzKOxEzMBRkn+tgu9w20ZmVCvK+vMYOiIAE4wNT4xZU7eUS65yndN7btKwD1SWddI3QdhmsUmNARjMP3qFSAYJ+4UHL8iZNa4wxqhCZjHnNH5pBxxAwfJwxPOm0k7cKJer3NuFAbJGUM1Vr93IRRaJ+efwvekYQJbDTeOQA3FJwcvxZA5MJL5tR/o8iSizPeL/NEJXeZf2KIxFhVQgbG7biwHDJh+hCitOGCcapI0shXpXMN4fFbIFLwnKBCg+bum9PQTmhiivleGJbi4m85xK7nLriF773zooRh9iUb44eFMmGI8clXvinRKMUV5xxerbLCCyuoylttvE511H7vGOOy/vc2iROGrjwdJae+OdNOfeHZpFzkTMdB74iOC4ocEZuWhO2YRvchDWp/+PM/232APjMxTzklsn+rJ5Dg+rfiohkaKPu7akOVlApvKjpkV5r60w4Ub5Xj6MqzF9HuYFK6XeFkKNfJp8TP4/NsNVZUgWUiGoapYDldiQ41lNbE8sID0WzEs+PoqqwL6iqXw5Mp6CygonIw9g7BOFTFfjhNZ2smhJNaX6JZkaNIhueSQs6YhksCiuQwCQboTXE4CcECapONZiYM+yjhtGWk6r9IMHp/TazDcBKsNKmNqU9O/tGO0XJe/OScTVth60yVq2/C04kxL6gHqzj6qoe+h8/VYgDUSxx9lGm2d7L4WZFZQUsTFSpmDYlWf+8OqHwIqc8UL/Y5osvGpMYxjiCy6QrhpL1F0Cw9FA1TOjNLDuRam+4nQhHv0AEvvA99dFq29aJ25x1EuVqxSxjasCNnHuTj5ESVjaJFSxRkD+iXuEjR15elJmrh9VleIqU7x3bHHL+YvueRTBYkKm1p0aABa4Pl9FrZ1E7Mr5FuG86bceSSdWzX0UjTaBi2ad1ThVKFXhRGR8sZqj/LJ1vc98UIJI+NL5XhxNablyvRuYp5R4mZ0neaRpy3mp9aGGBQE8Y4SIGQnvTefQZCNguBe2VVjXPeHMv9Icg1tA4JT9blsVFTmteWvMfaCSdHn2tJTH8cp+mYtmx3yv2lHXSn3n/6oxLa2aYrJDdSyTAj/1MIv3u1cLpACyeSkxTiwrhRSVML04Os+aIQYBRL0Rqcsd2ntZ2kA968wZQSe6MWLY++GrpPFC9qempGoN1mbTEipEUrSX7jFQmtW5+DkfGPWVwO2YekkfFdESONHrMhCcY6JN3C6DTNpjQ/yNN6PT/ZbceRDMkmqmNOHtZjeW5hHR4jXpxfLNTrL4V+5b2kMAflOaf3RTsdqmgmO6Rjr8yUYdh1s9MAACAASURBVJnVGekPrUTEUQvqhDXfL4EUAMXy5kHmn2Nr1CRX7c02GbZF5j7TII7RFlc0Zm4YOX23JmkbS0JEi89cpAre40oz0GaIbpuvxAj6XasInbyJtJkJI8JjSZvwfMI5MMXZq65uJDW23HxBde3H8oh2t5GTVnJiH+TqUB/T2mvyz+wxpUWPKcm/wbodwtAmXu/eSyaET0nfQT+/p0tC4PeiNSM5gyFXGFfLPOVOmafk2CNfuHlSOpEDFViGSkrMflZo9pLcj6njcV+KXiDmSmH0JRvZtmQE9mcZbYCo7zOt+KQQz2jjGiXp+8JcgXeEiFkRPs8Qsb3hG0c17ZUwA2na07CeUzC3SEX3zqbZD7kx221df8NE7cickpZimz5zT7cTz7GOPUHvkyjZSENg9Jhj87G/PQMOO3h+9fSlH1P9Uy5kx580qP6qhLDlm3LAEPYv6Yj3zW1iQxN0JBdoWNhiU62LV2jeSa91+gqL4TySORnz0VI/HD/PFD18HD1RxlM0qhn3kJ8Kw8XgPrmZVrooYPzdrGThl5Q0XE/o1xTKOjxOK3+leRksGYfXr36Xc5qroXnkQXsvShgmP/Yx/7jQJQxJFj7z6U+pE4MbbndwNe+QXeuE4Wdu/kZ1ziUfX+jMUMKE4TjuVyk0Bx8/E7VJ0UCBTtcoASELQRjmwom/c4Q0vO8v/6xwKyIYHEmepD5wfjc8+AAZjpAQC2McQ5Z/atFMomQJJUgOOzB9fn2ulH2mGCXHI87XFMSY9uJrAUUJmjLlUOxtYiHd8D54ofbqNeRCvP7syZB1fbabpj7Fz8iIm5xTcU4AvLRwD4/RIfAaR8eGxtRQkmuIqSbTObpO2E5K2+fqazUR06Jgq83lfiwtqlyEyZitNx/N0DDMCZ/HbZm+H2vcdRP+tBEE7cTVTRBgCL4TaC6ivdhHf2npXxkUZTugZigXNts4UN/skk+Yfa9+KWQA5/lcUbt2kUZKKhDlRyoghWKMJ4yp/Z2gixG3ffqNbot3gL6ERDyLXBa7hBNFJbftFGXayexnCBkMiqAv/B2+R8nKpVNmEpqwsGDP9We0f5XeWRay229TVWusNtFSksfR32N/O0jHGn4lhzxfF6jW2yW/gOMeyZQ4/Hxzk1o7qyLmDfIpDItV51xZ2bZd4KtQBNojFU6m51zLS2ZXIborpfPJ8fztpWh8Lr6kHO/Dc82htm26sloikRdfa0gdxdnR4bEylyhiu5L5jKlZJQ3BkJ5z6AFV9U05oV77iVGWBh6fuxeR4XvwRbmlgnKdI3QNC421Xy/5B9FyS9HSioME8zh6q7TpRBPGKixg7MBNIeEHP5yskX3rKDnAc06Fk6bPEH11T2mXheH3PIV+ZLtS4jxcMKIPjGtxKolwsxZSXxJd2QUjo8V495CmYGBMIYZ8nvcJbXK2NEmfvPRIxZPu/EuL//g+GBF8uBaoj3nMbCqnCyApyjFtobH4Qem/PV1Jgb0iM4dx0Fm04e/gLW9S8WwtyXrMG6nQy5xgpsla6hnGOokXiLlwrxgMoDRBVmMaUzKca+dG0uEMUb5GrI1zDtbGO0LF84flhgrylYB9wxyb4M4eo4RiKmwKYAZGH/I1bKNk8nT5lRNym+b6pyS1kp8bpaiafYni8BzQoCYpiPsu10zCMNQrK0kHuJ1QBx2EIWMo8TYlHaHel2RA2C43d7JGpo+DgRrannEYQQRSc4uNu4Shk51I4IB2Kz0/m1osvjhz+Zn9SatXGlHf3Z77Ts8F4+OktDLjbWBxkaCO9eb7ko20UzIC85wt1A5P3YdYP86sj2UlW/HLX+Y122irnXuqsADlk2IQH02Dsraqa1XsD/sKQO1aNjN3s+RODgnXSVMtEDI//S7wVxe/bbZkUM5iupb5QoyX1jrt+yZ02/OevXidMDziWBKNJBxVgND/l9hqd92tZPs1aa112DWwbEpagh5DSToff1KT6AwpwH0oTt+VECDBu8U8O8daSd3JVN/VFpsTpkVuo2ROeduXhRLUWJwrRLsNaxDuLg3CZ4n5OPOZTlXorJcix2BBfuN9kuJCD5bIMZXMZgNUcfRBemkWxX/5Dix0CUOQhDdde4bcLp80I2H4vR/9rNpu73nVwmx6Mo5FekfNWFCbTRA/+/mg+vCVk9VAY/p+SgChNwTsHA3DXGBygdnFmapa3P/APysmWcSLXljJBauqkSR8yHGkjAq8TUkE2NsA3z5WCYaUG6W3aWkpO0zV1Ic4SlRMJ7HYJ4ewdDIkJ76dMzEIz8P3IeXg5QEqdw+doMhVeDozi6kKdFMcHXVuJnrvzLPlxCkkQMkNirbiyY4XRs1xmslArvIYn0uMPOnTZPP+ngAvL9r1jtvNTBiWkrHh8T/xycnqu0p2xveZRR+Lv1yCgzZi+mGzWGz0jVZ/xUiUZ5m/CMIPZSGnm8QiEjRszgnPJjTQeKiixdHnlm0DGRCaaE2mwhU86F68i2GUdHC8XU5o/xqJnIPO2nKzmYjC1Dl4IRrS2PsoPbTjCRPmOtAAiXCimkJNxsf3Pc4twsZx0jPyY8tNR9War+kQhk5kralEy7qFREun4TfT9XwcjRe01dBYS5kjca3WIMzpOEKxo4iTMkgaB8nQol5EW0r1NZyDzzEnLu7FV2oC6qRpzmmc9m1KAfUdvb4wXKEP35HUO9gVAITaltQCtDsm9Gj64WCMqy3utqXotO46sy0X8Sa0XkIwPBcltMDX5Qz7mc9P1nRU9O1SET7HuYcPtOAWhUxmN9YQLZ64fkwh941wZcHMIq/UH7r9lNQGKAxcYlOovPC82j5D3/LySgIwNhBM9H/wg0GNvirRoEoLYdOrV5DZSEqL9H45UL9fTtQUDSgehNE5ng7Vp1d6H4Q6ShRUXeizYYgXGhT+SOoTpUKGXUjRxkJSxlGiF8bP9UzN3VjI7CtUJggiB/S1T31W37kKSyzEc+9z67ScmP91ZmtTdVIzF6B6QPesspKQQdsMqkOPGdbo6JxMTthOrDN5rihnvxf1DHThE584ECIGiv1UzWBJxdUfVcHxLqFfhCZ+6fLdt0IRnLH4UFHlcyhft3fS6XOqf0iHmT7zERV+Gzolx+tQoqWEoZ2Wn6SEFBRkkGgg0qBF5vQ3few79J5jmBEam5CoAaEP2g95gpRUTngvUtrHnQu6zqEHKU0SY97J9H9VhV4dFFKSciTn2n5C7xGFylyE9PV7fzOhwkPz/kPRJRHVJ9ORk3eIdVVz2m/W0CMxvuM2E62G4cky/HlQxj8laQQ/P0sIcN4kXED7OVyszZl9ddRyJGpm3yeSsLiv5lzhOU5bzIzcWcdJNpaMwPqYJ75GkjEkZVwA8fhm86WS3At6oUgfgarFMO/8CxtAQZh05zipeaeP32fqYQmLlFkabdykeRFMFcxC1kyYX6aQZ6n3+RYVzW7V+wuSFUTr3GPn1L2BjfXQB398ZLrjdjy35Ztd4YVaMytheNARyBp0R0qhuf1ryfxmHJ1vaw/yrb5PYwM0aVhba6zenEBIHWeungsnV5lTX6u+DOmQA1QAWmrJcrLN7XkM3Uo64C+bNvwahwnW6anOlte69uOT9flvKskq+su+cw8lFMYFNNBmTjoKVsL5YiW4LJd7l13MZTw+ZW5COyp75ot+iO/AQpcwBFV40RkHz0oY/r+AMCRBgdbAEzXZe28m2Wc0R4iqukcJw8uVMCRA5cQOZ6nX1jS604+X5fgDD9e6hwRi2n+S9pAd4uJ93fHspGQejlmOcVEIbN+XkCtpELJ/p6kl2sebZi7ALHqdQyKwf6xRE17jfCExSJ6WEppsb+2vsOrhdpwQzKHs+hI5l1w2p9ah2SlTuWlRfDKpeJnMKhxGI/Hu8A7lIpxQ4tbIgvorco5cbM5Q7mkgVeX+LEr8OAEtg4qpExq5BU/cljW7WNzvsctwBsKwz9nVbTnhFFe7XZ19swbWV00PrPHxr1Gi78dK+LH4ZBHqaizbkaTm/FxHzWk39SX0wkE6RQHr0MKNjmIcLZ1B54czZyqYPDOJTrlmdg67Q03w0/tbzzRG3Bjp0YeG4JxSOnxGNzLZxCU4Fe1kSotH3nWiT9clbgdnWRxmc86l42gpmjK4yUYymFizSxh2otpp9J/PJZeot9t3yXHciZCc/MAx80QpniKBL4mKhDj6P5XMQcQ7lczpDABG9UI7FSUnb2/vCXcOHVZ6z/v0aDlGSeemRSJnnBZ9jp18QJMMoS9kgYMRD4um3KIjvCetQYuQnusL8UlY16/PkbJkujEOLRu3RZJ1iwuhe8LROJFSCKxqGjW05L5Amw9kfZgIs3YeYyR6rjkDqbDtlNQG6DIQXjZByJ1LS/1VUhRUHnMMgoIJWqfoiZYWByV9Y+vJ5gTW//rAoMIpG1TVeyOJipA69Se5SuJ6mEIY4viI8yNjBmOH+zCMudiHoMD19oSuML/lipV9Wrbh/bTpB4YSodzIx4RE+YEQKZi1oNO37jpaRP/b7DHD7wHJ8sMPnvnNn6b784DuE671T1wqPz9wv/wCGSntvbuSM0cq4azpAIi9lNZueP4xmsc0deh7TxQj5VcyksqZxtBOam7UJu0T9M7Uuxhqji6Q8RrjbJMwFC1Z39eWYj8sIXpyqAUWtmMdRBcJHg1KOYWINo12zmIjIX0HRQok55HqLzpGxrDa9G39/YGRSUs+YaDkwKh6/vOlP7jtVCtBgrY3SZBcdPTpqTpBTXKDCRFJF1DLsUla3I6fY8x88Nyd81n55cMaXZUKI6fos/berUMY9rkL05afn585Jx4iEufL5OA4GZWVikB97II//HFQo+5KCTNriu8qjW10FB1dsnE2K8DbtMj8BPPARl4lp2ra+ZLGvZuVNHQhzmP9aqKnf0dU5RRd2sdvkyRiLmwiCj0FufpJdeDCelPWgKwFU9GHhDxeTC4S+qxBSG7HUdIDZdtOJ7Oc+EKzj/v56jWagiTPnneD62fdmtP65xiWSGAevPrKi1V/+dtUdeRxFB6mtVC1zYoa66C2p6I1XXumCme7zCxkjTM3NWsMJ+cPXTinnguut85Iz7Q5HoWI6+V4nEOc+5zID5An2FbAA9YFpWRx6jpatpIQxjZfa8+tYA76CyFZQSKm5KFA44PKL+mRci7WFt40KGo/GkCDE7OsQ1iPOBrQSjc2pHwb2LbNKWjMOOfkRQjD5Is+5h8XuoThhR/5dPXxz9xWU49NSV7mqUtX6225f7Xf7ltUu779zWNe2v/OZiElGWdedHpKg1BKpN4ce8747XLAg2ZW6sibzlYC5X+TA95ciaE++LAm9w0agAXHPwWjRwcp5eRnCltMJXCireRM6zsaUkbCCSjV18uvkKmLnAih0+WcO0vaYl50uDqceoolyioaRwi857RJ3B7uqbiopoSjbVSQMzXpc8+142eOZmlB6Hgy1lFcZ+sqhvchTu66WoPrNgkoqtKHZOji8f2MKZN+tiE9NfUMwirpvnKnXerxi1V/+quyHwqq4yQ1c4LMbs9ucVQ9QUQyCBJXfGSiwl01l/Rmm0+Igv3d74t+pgkEyYA//rGqhYAJ0IC4MDehBVbG7KA1Klh2tl4Ue6ag9OG9aDW/EgMuboss3DhGzp2WtmKRd/6GXhcJYyZc7J9y6vZ5pGjl/HaR3m8Wd4iml+gebJsSn869o+H1d/1do5lJtK7N04iIcPvUv7eIlmAi84MfNQhTAmkBkNslcWSSASSLNlxfiYL1u4ThuFXMnCD/R6T7RIWVPnn5jCtp6+IslOWW0yhLX6c1GksT+1Khpkv0NFIVqSgZjnj7zgBHejGJJMUlcruGxhcXOHCy+6mu/57/GCQp827/9m/IcOjzE7XR1qpClJA8dYyjQcm2/uaZED9ZyfczP9BUjqGiM2GMnWtT98Jo3VdqH9DnhBNR0NsOUKIlF52R1OwFVPceDeUmmF/se5E/b67o/cc0R8otpuLzYCFBcpm+EOo00TfOpK7lfUKp13p1QlYxhhJG7+EyiyNmLqxFickSCxiYDqwyQT7wTTJBL30Lf5fJEfT+GC1LH3UcboY6dEoKhfMxOyNG9/FbJ+ExVTt8fk4yAKmEYUwnbTVodf7XXNckP8N3I3UfUohgIyn4vmPR9bgNO5ui1/mSAGF3tt7n++7v1us591ba83sU67r2oZV9LkYXPfMZoutJT/O9h43q+ViM0kpdP0L00EkZV0lUnPUBjev3a3yXZjXoSITuU0VWt5VCY9p0BAoqiZ++6JCUC7TAVmLnPCU79BJRAny89J0PFvKwL6zhB12Rd5cxos/dmDaNqFn+xUosb9UcxwtjJxn62BupgrjfzXjRm7sOy/KYNgmVj/v+Y6E3rxGKE5ds3LJz4TGRZPmvVLzmugiQrUiJ9ElEtIUoFQ9wMnXYFC+HVvd21lZmTDjoPR3CsHWQjhCD8XWcLNmjB4WKdYRJaruflzQA0f4jSZKbe40jneKCLQUGCg2OLtmoZOhe6WfQaShO1XOXMMY1wPG4usbqDbDCxdXXKdn05a9MKmEmiuUR6W+hRbzrm0XH8zJpkY6mk+44dYN0Y4AFsLCVgAup6GQyMIqa+d2OwwRjHksRKldMhalWMhzxOYUyDrCR6AdrtLFe6ZFuf07Lnv2drGKttdarF6v+875hNe9UucdPJxvZxoj01D0oJZZbnW85naPFl4pO736quvRyjPMG1b8FBc2+grPbtGEY4waafqnCWrYz0A+fV8KV757+gH6QsJ/C/jJSwe08FTY2iZH5NpRhn75xxfOKkOljBHNJ3sLn06Gz9a6qWORwn+r/zmnB87tBThe+fxHCsPSe9P220CUMOWHTj8OTP/XIvaoN131V3/X8r/8eJgzbQVJceehdqXAFOtTfu1PUQSgTdIKYZNDJhhOWVDuGy887YrL66z8erifqYeT0mnKLkHG0Cd2+k5WxKUno1su2ucWBq48vFlWTBWIYOIqSsCtRh34hWswlGgBxpCThF4ZRnlTE0Q3LRafpMJyF3GgTdxnNHyM/cjQ9o4qOPHS+3N1m6xg52bWx7OxxZHT0aTeG1xJSia/RuwNa7l+0IPyLFouPZjBpRajlOI1BBcm+JaS9hEhwKcJFwMH7z0QYoqc5pVtf0gxz2ylNT6Nw0cFCDysVnxVF8HZRBU3Xg3qBDhaBaD1VdS/PcnTQtno4PRmPj+NzyyEU7XYdU549WTONqjQh4ZjhJBqY/UVCqA4GI7m4Ndpee2ihwMQ7F9YeDXWz0MFCD6uv+kebKSSeF745jSL26yQYGqc9wq7GJV2X8Dp87A1ElaKCTHiC2LDQGioalBZQZqmwxMEb1pZG05s7DcOrZf6E62ifOHQK9c1x+ijpbGN0+POF5sFcJ4y2T1Vlk+R5LqiYg5qI+4v2G5MDYDxhd1vWkclRotnO6NucY+SHPzJZI0NDNKqp4AMtSkZDOR0q6fIyVeJT0bn5Nr9C/QX9QZQ0wcK2rpajIsnmreWoyOQVlDoBEoa/55zKwzZSOoS4w5597pyiThFtlFAfHVp39lgRHt/omW22kO7RRxs6NWY048YxYguEiZ1xEK5x2zYWeVdQxOgz1nEbRuW8SgvUV6w6anSvFCxSfvDDpvhRKl6kUJLs/yVpH95862Tt9JoyQ2GbEv3eMhmeM4H4e66QMaEAOm20mrRKdiK03y7WhH6+Qsl/KKWl74Q23q/EHuicsNjZmV/NZASknmsr0B4YpDhhywJ/qG+JKGkEex4Qa6e1C2wV10Aq5qIbm6X9dtBEnTAsFS3CdoxqMv3dqEYKsBgm3HffIFuMpp0UksUyFbGZTO78Q01VtoFW6Oib13m7luWieTg6ZMgmOAla+h7dn+MQ/Y5tm/78TFHlockSfbR+tjHNMJQ66cxU5FT/xv4+wYt5G/U42fo1UetJmJfkETiHr4lGTb+Pri4JKvo3gm+GPrlvfO5QkkocB0ZWqcRD6n76HWQueuxhONGOqgf+Pl9a62VkoNs6WyYd9wlNbFpy6MxtTcpS/3qXxn2SLDmjm3GMrHIFRycbc4gmroH+jn4vhYz/yU+FjLp6sldHMkbGGmXGOP1dIdMoCGHqkooO8d4UfBjDHI8VqOQhzIOm3wf691TkCkBsW2JGuK3SXLAtlKsfIwFfCjTVYWUxF+DbOfXMaRrqNFoynG/E7YQo/Q3WEfPrXkl+nS02ltDC8+c3urY5YxzaskREqtgxjs731ZIGYn2/+SYLqo9d33TarPlY+xGduSDIw3y/4GTxujKWg5peevdS97KVpQnm0WYpUoChEJMKJ+djqRDPl0KTttwz9HuwoorqfMdEH3srbCunQcvc9+Yvdonw1Bzc7biAtChhWPzUen9cKBOGvWe9EG0QJgxLegc+ZWs1hcg2L3TYhuo+C+CVBPffrEBdcBX2mENFU3noEdF5OmhuaVKVG/D/JmTaqaJGUkUuaaNwjkbnWRzd12Y64rLLytHtrcOsqHFpsC4twH0ckIwkc1IipzkTiPiVySUTxqHPeAEeVmvc/t+EsiDhiKYG2hqp+LS0jL7xrUEtRhxWby2YPg51yB0gnf2VWgwhbE2CCQQGCJ19pIU5ToRC6iTfeK9SOlJxW14cgu6be2iXMDRiquS+FrbVivkGyUHrHZUGMuu7QD2n2rWMHPVIkBHPEn2A5LUpLbn7+UfRUoDl58SnnZTNmeekkv8cH/redZ+YNqHRhCSl7Rbeg9Bt+T+VIATxRfAc6sWrNL1wMc5FSlDeNNt99R48KUGXDtvygj48z5DKURJ4b13Xpym3fZX9+Bpu0cQ6NlNwsuoJ6ov+/vdmUoeJDQLmqTAVlUr+1pt0CMOwusviIhc5DT909Eg8lyh4nWO5TAoiowfMbEDw5tzWfT6gw/8hZHSsxfMn0T3OwoRBMhMkMFLRR71inz7xcfoPUO4hojcck2hjW6Es0L1KhZ95k9oFVTdV6w8STiauLtThWxKO8W4vpDJyvxgnCZ4btJjtIhOF1Hl4IQZ9f9utm3dlHCQJ29ml+GlPHVbv2nPme9YWMEQBpJCVC0sxoB33vTtkOLGuEJ0RuiS7s36wLjGOoCDoxnWRDNtsGQxKlEB5I8ZZHLNdJ6EwqlEX513UzCneoOv4oVBaoMpzerDsv0BJ72OVEAhRkg+IDk3yg3H1HdsOqxc8P/0N55DStNsmkETrwgwkF23CWLrBm4n+FBo/sEBBy7EvaRR/85w39KkGXSmkkZBnpcB4C+1U5nH8Q4DU/czn0KVGV7fZu+Rq7mRRWJAt3Z/4fCxZwjt0rPQ0DzpqVFORGQf7ItblOknag/+Q9iCJm8eq8AFiN4fYp+3WKEqIKBLP4XvVh2rzubXjKkZh6lD4bwfOujjs9kWDyKlqba2/a257jwoi9D/0Q6VwchNUPuh8gvkcRUAQWiXNO7fbMheCgnafpl58Ts07z1+bRJ+ZP5578k3GyLWwjbB4ApPmr9LVpCkW7T+U7lio0Zi6H7EeqLcZx4iNbV0AYH52+rwmYfjnvyyQdJIMHROux/E5WDvTxifrrzesMFAh7Gi/ipyqodvmwvIMKaYQ/fP1N8yptTjR5EyFUZrxvfY6r4Ro6ozAGgO+MJw87kM7xw69ZryMY3YRIgC3FiqLxJUD3bsHxE4jShq7uQIQ+9GvnyaZiyWFPAbFm4oWrZuQgbAWJ3O8HHvCbYbr6o3fMlVrT4aR07pnGxeTQbdt/pY51Z0/m6rOvUAsLBU/mHNRlC7JbDwodgtrrRRjbRydb8vl8P4iHcUBl9f85O3T8xPLL5U0orkOG28ZIZyiCGc/BP2QQj3H+vWp/bvnVOk5dc/ZGqV9hQfatHmOUdL8rWS0F5+HQURxkpR57TfEbqn1KPU6h/O+uA2ziBYlDEtvSf9vixKG/feouEWYMHRVq4QOvFTJADrAUDi6QdQ0k3MmNCyy1pDL44ZvzA+G1h+Ye5BcVsVBPlOTcqdISpW3VqBeCxkWNA6ElZmo9pmtsL0rb28NaIT83YLRfQL3hnk/RUYP746MHmxEUZpcGg6d0jDJdS7xQ8zpEpVg+G6jrR6q2gM1I4xSAsHb5ZxHxzGdcRsd9WxKdANoaB2yrkSJj+9D6FRW6VIuvjyN3Iz3CyckJx07rH79qznVhZdLa0eaNXcJETROJZ42L7lMdMgAueLK6GJa4EA1yIWFcCf00g81YDTJ0uYLcOLU+8bUrlnvfAKNavRcSUuzNfd5h2i/y3Zn6ncLcXf0M3DaRng/F6HpBtdAooCPuUmYDXrdLV08CJGQJP8pAuQEqcNzaWkRAZVznGQZbZjSbqMe02hwPttgDCSFF1IhXcx/e8bTqwrhbZ5paaFv6ssar6yq7bfqEIbjTkpy19om0wtI1z+r36TvnRAS8ugjZy480JIFwUuyl6Rv3/MHoUiV1PFDifV/VOjhZZQkQfM2Fa3BwTSqKtwmdMDm76DXQ7qwt4XiBtUNQwCMAYhvit7P4t+RM/7hdyO7jIYJXQvbhGbPeBY64T5Bul1QVggSRL/XN1FK2vocf/FL6Kvqv4Q+AwlHfOGmQfXlr03WRio77ZB/BiVdKou79znPG50GqoZkcSm5lnqWnf5g47puhGvJZCJuh/4benWIBOx0RUdK2uULSWEln3ENKjAB2gzqPWgLnLxxcs5FTKd1Am2cZFFXfFhQaxA7jPDKSXx4u9bESpqxiLu3mn+SpLhO6A4SJ333skueqwgmGjsFLfS5SDZiXIWBVSlSFDNcNkG5gTjDcZsovRupfuthGdzNk9EdiTsKWH1hCtZxR2gcPV7JPo1FOR3UsK1Yww8qOWggdJEXW2wouRuZqAhNTqEwFZ8T9fdrkocIXePb5JPQbvy9L8I5Mv0q77Qj5cCdas/IIn4zCyGnkxvu3yKNhegH2U/4HvDvT1N/hB5ZKe5Tv3+2+n10jd8zXbgtOcmn2qq/YzFp6kn99MQeix3OzQAAIABJREFUrTYSELznm286rF6+Qv5e/odkJC69YrJOiFEwGIraTcLzJUp48y72uc47Kbeq0FDojjpaev60dnTpPpj5cPLRg2qOitH/+acFdfK15FTu9vz8+N7Qlw0RlZ10wqjWZMyF2QvxXAT2xJ26B/wPJ2+KUalIzU2czGf7EqKpZATm+X+YBE0d/yd3T9TyVE4wjasv7rZ8/0Fbs2abFMJ5Sghn69yzXcjsiM8hVQDyNmjJniUUaAlckBqPvX9pDRifh81XKNZtsjHI925e0mdm5uLzSisKJa+i1xMeJ03QB0diMTToQeaWpUKW15rQuI+KTNNaNHm0Dg7P3+8q81v6QQLtVdDyhPXDt5Gh0UsSbuNuy9qyIP+//d3ye5t6l2IZsHEo5bQTIlXDcWfcwgVt2Ews1JE2QxKJFKRSSpFbk5uBwdiEpIuNoVJtXaTi/69U/F+UMCze6t4fF8qEITqG7zv/ozNO3s7JvVf0v7xBmDBMUaLi0+noXx29yQtetkWb5C4NFOtKE2FNaSPkwkiCw/abrP7+yMM1Msy6DC976Uyuf9hGW0FeZap6q0wCugFAi1u10be4ZfsvSZ+NjjB2bWwpTQU3SfYvVae+9e2BKNmTRd032mjdpyLacGjGUVogprTTaLcVeQ0qzPEzMA0wVZ1z0rjkQhe7n7l9L7ZKFTNvG4rpXjiNnnj+84bS7iPBUCnB0L+ooK2Qmo2OJS6HpY43vBem4B19+FAulHOqz988FG2p0VFMmXik3mUL2htBZIRo33vYCNx7No3bm3QMRT8knvLkUS3Gi14bNNcc3L5UPbRGY2mBYIoIi/AXSATcYfQnun7z5W5qpE/uWw61EH/3+yYhT+WTpCnPBHo4NPFcWHMzpC63NGUtLknelqLV4RPl1E5t4yTLaNPaKujkMCnzRHkcR1f2Ty2wvbii8MKkmZuBQy7V1VSY8gCya9ftu4ThaUJdo6daQsTQnjXSYtQPiz4Wf/u8U7p6eqdyYURsbFY0LrrNOjuxTp+1bUF4QkNKhTWtUlpERjh6v41FPWKhGIePH9K+Gq0qo2TTWq9hO9BeQWKReAsngSQPSCJAjSslC9rJt85xCaETcfUjoCczsWeRzrdYinBhARWf8MQ0Z7bh9nLOl+HE+pijpLNaOAGjpZ04HUeSIWwu1h+8UA6Av5ZEwW5CWj1bMgvjRGp+4XcE11rca3MRUpfXlYbdR0Rj46jQGH+kIhAU+1KyiHY7feP5QrUNWt0tjB4wSShFTpLD3zEalCTxcoH8AMwBj1+xHi/fA8ncUrgYCmXsn0LWfV6oEM+rxjGQ+rHuExTm0FTC4wR0spu+2CQqSn1SChntRde4Gn42MztoX82VzpT+YAEJFN6PkOGx/dsX1HIZDt+HkmZVSlPVCOdSciI8h9DkBrQqc5QGRDKoSqiusA2MtEj+gaaD9UFs9/Zh9SIVNEthpPFThTTeW0jj+fNlsHHiYrVEyGiksVxFrD12K8+tWuMaITIPn5aiiLUh+75la42z3ZxJma0o4UdBEKQRiJ2U9nbYpq/Dc6GGgjmoE4gAFnK6cm4j5yzduSf3J88ppFFQO+LAQV1k+M3vF9T98bhalhTB0ePkeyKZQlKFcHGpr0/3+AuV/uD3ds8MZNxfhZCjLy/1iaF2Hkm3RmKkY3KRzKSIkIqSEZgLdMy1KKTkAh1uikZOTD4aySLaRKYKWjGFWyR8PJ98hpLhv5P0E9HncJvTUx1nblOS6BpXx5FzDB2tuWcfkuNzY2nYzJFLwAKjNP3e+14/TWukP9QIXtZKU3VRNheWDJp7xHwlXbsZQM4YKGzH78GqQsN+V+71BAZmFNiJ0MUZI6Nc/PtNE7Wm+YoqhtG3lYxaUm3EYKZ/qgAFo+ExWlcgZVSK1DuAhBp9hE0niw3oR8+R7Y7euUeX9fppF1NOxrO46IUsGfJkptiXgFo2Ml2UMOx7UuXfF7qEoZOFP7710vbMrWl4xTmHV6us8ML/3hX/D+8dJgwtuo5Q+1unRdfjw7miEFK8rDfCttZfg9K7ysr5yY1RMQfvI3FgZRXQLnIFqUQ3+LH0FFjYgSQBUeJoKVljVFCdGI1RA4Z/Qx2MYfjhfSg5GX9Jgts3S3i7L+HQuhyLevWsaeoVxzCagokhE8RctJNYDaZUIB2uxFC9pYqbim4RPNIieOaEwRWt0oQspSfRVrLkpIqjal+YtrOLNLIuEhKEShuOdHcrwZLTbUm16Y4U7bB/SNcEyklcVc6dixEchxwwFMpICcObhjJcGYjCNB51h3atzWEn2nt+PlEvEErVW/YzqsnnBlUIsX+SS1Bw0RxCKBrB6FyU3sOSa6rbC7/l3/xmQpNbJfw1sSX5wTlABx4nQmrzvaKWU70LI4eQ9DadKcACLQiav7aDfE+Sg23v+XnjJodZDEgyIoVaTF3LbV8dVDfdPFlT66FVoK/C+72O9AbXkl5KXxiVvLJohLioEV50giogMczckElv+J2G7dpoZYWXCrmzc5cwzCGW4nNy0jyuNJ8ux/u//rXfFdOGHfECAOQsCNqU1mp4DqZ3YJKAWYLDydTSeBJqbrHI5T568vtrIUsoJjhyi4OUUYHRGd53HBpUSAH1OfQ5Jbr9UGtocS1u0doljNLtc4ZlWztDGvXgwtY4SYaWfiXk1GGBYZSNZ2Ijj9R73SR6mgQ3erAH7Nffj4ftnHPupIoeSo5O6w/mtDVL35Q1k6w5SWEPDSUKKOE3lmqjNYhRculNQkU7acs4z7yhRqwe2ZlTpdowvd66se2CKKBI587flO4YydmZfSwQNSx/9XcLiYRRAdrIWym5gOZfSI/u64v43QszaIgP6Nv/htgejliCJdVeS/9WwRGnZMIofswFSH4QJaH+lHGKNeFIoCNS3xfW333XrhPVBy6UPExBBzVsK9SQ3lFzCxzcm9QK/ZKQYj2aYxQZMPyCPraMdIUpUqA/hg7ZVnIMB2XZF7x3IB1ZjJLoYpx1hGNUXzv83vSPTZJnN7ndPvvZ5b1ad9np8duFBCftStraYcudoUOjY53S6i2diftktvGCGNQwf/+LknD76h14UsaogH1cDHX/ScKYvozCw71KONpII3cOOd0wrzvGKWKcLyo5Ujn77jWoj/uLexdondKvJxuekxGf4X13Qr0PLUw7LuLw7VFUow8jAVTTGBVI2bxzj/Q72biwTtZJZtYSHs+ns9fVSwXMgO6bio5pMdTcZWb77dpFKLNnCW2WC1M5QaTtqqIRqGFiHEAB27kPsMzVY5TAflgI4ec+FyOchh7bVwRx0SXur1rafYDmj6+jk/kQKldjWhimK5dopN6+1cqWzh7zo1quZBp1m3KTD4/j9/hpT1WCUMaIjuYeNH37Qe+dqlGvuaAPRLOR5D/30OFieUnn2zmBEF2Ow7s1rQ0ugO77hCdkT0HU6kHtbv4i0bt/Kg3MPoRw3FKM9mz1KXXMAwOqceoMDAw5XAjnx0j/kmjXn/IQYH7VFwY18B6T4zBqu89ck3ZzxoAGWmAQyTy9lDC0lMKihGHfkyr/vtAlDO2MHCcGP3PzN6obPv+V6rxT3vvfu+L/4b13fc/81twBFyI0Al8jJEycSPJhO3H3qboKTZheyb8/eemRXOkQoC8LrHvQfO/ek9VD8x+pNQGWVhXvhS+qqjeuN1VPlFPxH8rIX6rMfExbHkfI1+0x4UCIfJamwOcmaq0EBshXi4JWChuDxI5zobub3ZxS7bQahBqwGbgdP9ZEE0fE0mDOtl9QxebLqtjEgrdGD5YSliVnKyc7QGiAQExFqvpoEeFx9F1o01VKhHKpXlO1gvaIEC/aKEDuxwnTZ0nWoFfB+aMVA12iL9xh77s3NOQGYcj5cy05XcC4zVgkvtOngX6QXxiBmrn6WtUZp62VQ10WUwJLTpQ+j1wF1YLTpeRpSOVkkTMSN3ppfb/36/vtMzoJ70MoZs2C8zY54HmBNk4F0BMXXBNBKD/ySFWBMBxXt6pFZmmBh9EM0dL5hOp5YgHV44mj+4KWkiYTE+5BX9zJc8T1MUiWddowU0KnNWjLUp/ipNkLhfLcd69GwxAK4TxN9Mah8KWKOJz3OKLQbMcCmYVyjKLrks55hCD7W1g7/vbbvkTJV0xfUuG+2AvDEJlrima9OtJ34qR89hvU4t5GEmhwosXpeJcWVU/T4qoUnkR6Usi2X5LZAI7XJa0ktguNWUAyQcEh5mixvUAonz6ULdt6EszEmwm4x9q1XjdVrbN2eVKLWyOL/DlRwcaOs+MUYeyqybk8Rzqqu+4yHsrb9zTWHxyXihs+k49/YrI2HnJy+Jh5k7XTLNGnmWUheuYOG2041SZtn7fcUKikibFkJmyIZsOzFuUX6Frm3iFT7mIztXHNPrrkOaYnw4pz8bvQ1w/595CG+NvfyqVe/XETuGcvqKntpWj1lTUe7xuhSEC9UiDh/pbG1+tvmJAG5kR9DS4ak0gmoZyScUmdj3VZd9hmUF121aiogxruT9ENpCuGCrsqoUESt3EHbhKGfcyBGmGuOYTNqqBeo9MF2ijsF0r3MJQnWFwIGMZZJ2lwq8ep+9EEjr9ESUPV7RmVzZhHkcJJjyc/WfNxGaFQCC7pCbudWIfSWmU5WYj4ejwG8ncviLcQuor5GgvocdDLRkbRxlOUMLlPCRM0IDGCCjU2U/cyhyCLixql52AN1p3fITfe5VXM/4XQYaL4j0srp20byIXvnZGLlkEpnYPBGF4PWCaEBCqJC4qSSFikguItYxqAhN1V8GjAAE2ijSjpt5W0e0+WZvGD0s87UIkqClG5MMuF4hvJUYox40oL0KaLNa/VfP6rWutQbEG3D8bCz1RcIenWVwiMC0A+15JxpbdxkYPENgnuMFzwX2lab7b0DIfaFbkm5gUwkSjwopGOQVjf/fD4vaTmBDXSeDrR+GLNN+9WEYPoS8BaIzw28bTOd8wwCq/F4JoXqBh/j2QCzD7AqIUnT1F7HEMqrxkBBLCGhzkFYnvc8Bzf85gQtZkz1HPb8ZjO38+QNjd6vCWH5fDczGJhnYlkmZHrfffebaSStk62GkX9Ir3X22WYOEZ4L0oYjvvGpLdb6BKGL1trxyqFJDTKMEQe/vcu/X9mbxKGrqYbYbf2mnltjVYDRG5BK+jDIW5V9eAWVQ8I4PMPPtivf+Qkwz57TFT/nJpfOwuHoqK5q8s5Jv5K+j4XXTpnLMqH6TGulJCgYKLJZJsOkk4BNEMpWr2maNC0uGuOPuc2relgmgsTOyhrRgj2mcb4nodW77Q9jght7MYYXmeYgMvdA6MQEQV/s1BwhKtoKXHd1H00bbMe/CXoXaKhl55DmLBjscPA1Ket4vZAL4Fi2nPXofR2JqvP3SxxddFfeR/GdfEKTXhIYn9H+hxU5eLnEl+DkYieAWAywySMQP/rb9L+G8dZ1dTdXVT5eqrMJZiAEOPo5ISUhOu0UJ+eR4pCJBqsqPI5KnR8LW3iUclvKqIkK31d44hCx0kCGxiNoxXEuXiRGFKFOlTPVC34nAsnGfidKjRICmQPxl0YdRS4Dt0YvpM3CbHIJPd1mvS+IZPE/rX6rgvVdy37HOk97jOo7rwHOuSooT+NgazJuaDahKivCup38TkBqoj7YT2wcb5NJ99Dqtl119OfThRpQ9YCWkzfnepGM/QOPck0nW6jDUda8M5OwrOgZoETUqJJov7kp173D3qNd7jelOZeSfw9fKdu/qJcJeV6t27tFAjKvEtWMskG2dYXcaL8/IuEcHkUiYpU8cBJ3xL9zOdVo6Wlk8Si5OUvq6rNN+s/5/CaWj3XaU3U1ES97x6EiQlQCHOPV8Jnmr61smhRmxZMAmjb/WEj0t48g2WWkT6s0NPQgaEFl+JMfXNoDkFL570jcbKUFucHZITxw7ZSyYhHY/ZhORHGEfSfQbw+Gj1fzsVo31WkCYoWL8UvB4hBvvFStO6hAdUL4yIMjEKN2VIbn5UL7u1yw6XoTPGZcAJnnDke2xs1vdnGVXXdDTP7hdKx0dyl719CSNs9peGHeRY6gkPRcYknBYnQVDvuc/wbOtmgxClGxpINufO4Uf0RMj2MISB6GGe90g6dNvu+hf/K7zH1e1yJm/hY7nt2EmIfg4WvSZyfeePbRG1dVe9WX4AmAlVUf3/TZnasK/jbOMaE7Af1tjG3aBzb+T5IoFNY6Zsb5RIK1iweB/Ft2Z8tN0GDUG73PxUbRnPGcd2yfY/MFGA+DYuGuda4SVObNtAWpmL33tvoAtIOoIxSOPnvOYRRSk5el1BerfnbKmKbSePO4TFqMRWmjuxhEoXFh+23WVA7uKP3Rt86Tli3DYYCc7La6ENryxcr6Q56kv/1acjlxqDOIGtYoQ2aijbZO13A8zbIPlAA+e1vKxWVBa4Rmr0vPBfbXEnzj6k4Pymw5ZSG176CEGhcNMK9LvFxXr7iqPqB1qqTovvPPbx8fCM1Yw3dcXS+jVJ99rOG1b1iIdmkERQ9c2fGy3Eo+o0E00SdvGZOg8YwEhfjRpy8HUdyyW2jVQmIKRy/rJFbcqgOz83rKdZ1/6ZnPu8UjTFjmB+5Deu877fPgvp+jTQxmHuc+OgKELgk90ustK8JzAX4YFHCcNw3Jr3dQpcw3OOg06uN3/hv1YbrvmrGGS/MCcP99RKD6Cq55/piUmYbLI5uVWWWod06E31mBUbFQDl5ZDi/roSFYqq518JoFqqWTOAchm73UUG9PegdUDyHSBuECgzVHndm44iDYwZAtS+eRJsiawpB7jqMBKDS8kS5anLvqcS9YrVRxQK4T6OlQ/k1+mgOV0Vfrw55vUyHHLpJUvUN45LLpKvwKwnsqyK4nPRiUmEUXTjhyGlo5a7fek1ow5DwWU+al68vaF7m2nElm8TrHzSIo9uCftNqErvuC+vZ7Cj3y9/9frL691tGrd5O6DJYascJhTVWH9Vuko7YUCduo6NbNhPiJQSVl/dPHU4eQl8AuVYKEtd/e5Bvb6SFkSqZ04kJKJHci9J5WO/qzW+a0mCuSYzWNbhq9lXv4/NxO+jk/PQeGVCI/ucYx7HadE47rXUT3VFtUtAX0FSaAXxQI7mI1kFNk1omt6UwMgoNwO9qUQQyrU8bx+0ZIRf2XWEC9Je/loPv3dLakQZazq35D3LH/sB5UPGFbJXByB0/1sJWSM8/a5IzTuI6psX73Dwp6qNh8t6dIPdHKsUgpvl/wnqx41D8/R2GyORx+hKoGFCnXXEPkXCWXVhG6JIH/j6qnYO5z3GYLhce28UAkj1DTc5Aczxm8fJ78BG5LUM1Ct1kWxfsHoq6KTcsivmGQCoZZduHIgivZ+6xopvx/oqKf7o0LP8qDcv9Nc5h5tUXx0ur7BGhGUNX9TCBxPdZinZBqY3W/LdKyc9HlzC8QnRaEpTWWgvd03MmE/H5hKYTL5emKDpWi82RftkCmS+Ngfw3MgqU+VdupwgyqnX/QF497amzqWXx8U1LR3MSRAeFzeWEithp+/570bqAKlHFd0vYbRU9xCMOLVO8O12sSojSqVoOYBw6engNNhpwgmWOBNUR/x8HjeN2Oh3HBTXKuzW1GvM99JgYFs0wssEIYzmhoXaaNvQpvYsuZm3whqr67BeauRkoqb4INTtBRIII8+KcffuQtuhYf/rzpCIaar7vI/uWtA/D8+re4ak6cfkJNH2nY1XJ9LxNyMv/v6LV9lIB5nDp/xoBP66us88LKivJAus+onFMcWwc4xXauP3rE3XxjTCqaCU5Pt9xBzqKMmSZ1mgt3QcjzNhmRSVIfqgEidcXu++8QHTY/N4klk46fU6NSjtEiTaH5/0xPTPVEusaEOYbrC938rXkwn6nDPqmjVhyzsSpdlyE4LdapkRIv3EKqW7LCDEo8Zg7UggZB6H1kDRM0V7D9OhwOdebYu2xtvQufk/P6XrRx1fRMwuZMi7wYTyyjzQpSxE6Cb9dc1mOjx42qMBxwnq2ICEBcoCkZM0Fq+q2r05Kk1HzQyH/SKblAkfiWJeYbc3AeUWUEA3bsVs7NFborA6j0/hvpKuQsOoLJy43kuzNjTJjs5FRnzarxw+bI2L8Q+/EcSmSok1tg7TcObR63vrmoMY7cn8P2/mF9EIvkSmlKdE20IKx8ZB0BKFXj5NAt54mBTCSrX0u6fG1xICUkO5uA5bc9cfu3H4vx5FpcZvWGafgg5Y1z3NJuXUfKGDFOBHLszC3wEAJUAYIWvpLJJBSpn60byDRooThOHc7v81ClzDMUY/RNvzdH+6vjtpP+PaFKEAY7i2nXz5kW6hvJP1C6D+pCJMDVLEJJxoNV+ZvfYtUo2L22Gmymj96pO54+rSyaLfrOGZOBH76s4kKselxkBS080Et0P9TC3UGLyotJAxxhbtf2nG792hzsD+UZpIFMU0lJfiduo82agC9A2Qd5zegySzOoTVjkBAmAuM2jPLDlTqkqkDXBvIdO5aG+2NKg85QKMTs3z25KTk6psxxXAEaBxHFsYwKo0IG5cymIY/207ABy7pa0P/291rw6z6a2trXlhMtW2sidv/9k9UXvqjBeFoc/AXPH9buY33hiTEwdQTKGc4bbZUyJd8VMrcfVhBBvqJJ1qfPwr7QW+7/SzOJCBOGKfOA+FqMcl1XdMebJWbPAMi73yesP6udz4vKr4UWmot3iSaB3ohjHM0kU1ehp2P0YhQxDrN79Tg6+jimL1Ex5BHw3+Miu5yw5Pi/V5+ALMC4elWtyLzOde/pc7Wg8lZCXPJ994WT7UupcPC8ZQeiZCrJITQUmmzjIAlALEAV3EzIaCgyhJGTKXe81Pk4URKikCyvUHJ4dlvWcgzRiONQrxoh9k7TJ3xfWn1SfZ8vLWiHpY5twxePbX3PgN9NOwmpz53Yf/Nu5sKyHEhBIM7/9W/SCzTYOOiR+6ooN050C9oFEsqe0+jf6J1G47UvUvSr26THCcr19ZKX4DmWokm8NpS1t715UK262qPTMOyQro1b9bganOE5hRqiy7+YcZrFSuPKWFoYug0vDqDCfu/7TcLC/ek4C5uQVk3Vn6R1X/HOxzYiJkTZloyp4mfROtxqUc17hGzJo6WweiFFoQY9OxIToNV5D8d1ve7MaxqdOVMQDz5gPNQ5si6MLaHOXKvNXHB1De+HUcNrvlayAF+txpoben8L1G8vQ4cPK4nNewN6ma+3b47pRMI0889grLFRppwD3xvfHQgain+f/HRHAw3dcvu+5//K71NKDh9zwmJ1f0G/0RZ3Na+kkDpuGCVvpsBzpPNFkXPcuVXNYlHCiRdvxRUqzY1075etagd0ZEdopy9ow0GiENkUrzEO1bv42AJzgPn8MZoDxHTJR2PMZx2/172mqt72FqF3fzBVUZAfR7cuvDaug+/yO9+TtrWK8D9XEgbtP+Za4wSGH7d/A8TusPqjkL51IVhrNJB3feF50VGHz69OlEkE8wIXUErO7zADYAjEtGUj1seZH7sQScJtSzHSmJOOM5/xNVkL1Eaa/xVQQVgACk3HjNgqyW/F35LPy/RSCtwUdPrMzNgP7UtMDddZa1jLv1iChTkfVOFS1JIWPOpg+rHFJlN1En2csAbtLpFen3W+93mXTPFUoE6FkeFPEtMF5D2sn7/LFJKEOWMbayiYhjzfUmB0wrZu580bTNWo3XEjpHVTuOkAQh2zJ9dWrJHemtkETvJ95xHKmMFAZH7ZZ2wZthnnBdp1g/IuzFH7wvmNRQnDvjtV/n2hSxhCSR43FgZ6MglDKrdUcFPowfhaQjdI60U1C24G92aAH4dy4GTNLnIFnarmS5dwsq5EIsxdipzRQ1tJla7i1hII7gsvbkDYfVx6VySt0BmB0vEemT2QPCyFjQLixNC4Qu+e2DNxeJyq0AzEDB7/X3tfAmjbWLf/7r3PRQgRMmSeLwlFJIQiTSKRfEmJlMLFJWOuyJCplHlIZqWEa57nIRTXGJmHa87snrP39zxrnd85y7bPXu+71p7WOc/v+3//D2cN73red6/1vs/7+z3PStjxYml4mvHKUFlx3Q6g7SI2E8i2yXujj75pM+6NbAiKXTcKitBTnD6ps/gSFie+LtV2zfjDG0/N6/U10vrP/m4mM1wQM0OD//tDlF4xQzAtrHRow6+RnCm7a64f7nPfHXmbkFtptd1z++2qIOFHntC9AudUEio2C+hDFk0/smgYRh6mOQny2HhCxH+KzzVtoKHyuCburDTnIX7U6+Tk2CcbsBGmtkBiRuu9GBv8GJpoE3eF03ZAzZmYffgsSN8ZpoerKRzMFkQf/mhQeD+tL4fEl5ExzMUFhY599BN5XZscU3SYBE2UJQWtmSWwuE0LuiiyH5NEub0bvocFKw0M0mIaFnn7Y5HHTJjllgZheG/NzYTS8rdApjUzgLLrWulUUgaBZdCxZpCLnGHT4h8XopT87kq0KKGWIcPMC3zIUyPAk2OIuj2c6O2DhSuJy0ZhCzv7WzIDyMiftA2cRvceSTKiGQ6WlZvE0UjTL0NXd/XVRu5LM5Ji5gczXpmp2uiZ0vrBHHW3QzbAMciOStNcS15vOCMRFQODbrosA2I5UJqBEq9zNb47zA5j/OB7cCRdNIwwHCpBx4Saboj8lvjoGyWf4Xq8j0jSkjCj9iDLxJnpzox3n7CscRJtsUP5UDWo12KVG5fU/eO79z5sADGLwyezkfcZdp2vwnU+/g1ZSRkX6XQWbhZDGyXQYqUJE+VNSHxSC9A36IrOxcw4vEtIDjBr+TmUYzN8dDx53NAcAoQGM3p9pQ2sjZaNkTSpsTlDvVndSM9l35TPrujcHXc54OmwgZf+HuP1bKNio2/2w2QD3wEQFu8NZu+nmcnF86pYUiPpxhqSGWW6p/ye8fc7GYSPfef5DuG7pJ0xtHmGhTU18JiR5qvrbO2ixBBlbyzmhbvys8+51I1QO54bh2dBo5k4Usvy/UMCAAAgAElEQVSbFTGmb56FNI031Yhj6UNZgyNheQAIsveQBWX6sRwDByCT3reUkBvA3ET69KdQVo1NixtRFsj1wXi82zYdoYx1pLZY9rAR+c3IuvprmLY8vy0kcEjcck41knZh8nxzGuac+GTInrCSjJlVT6EsdFGst7YcYb1l+sH1zzpkZAa5CGpsN4skycMsRa4vm5kx1l/LvseLLVKFfl45SqBgIkVIJDeA+G7k9201/AYpm+WzzrI5jG3aJTOYffXr2F7TR/48+vAm/CZNdojVZTunEIbxnCCeU9vagFJQlITyCUseqK+cG9b57o+q3BqFfU9MQ/Fj2EB6FWsXrptZHcJ3S732daPrWGmzbYRvjIobym6FRNLAhuOB81OfDTWrHKFLOZNkjCvwOdfaZxt/M2BeviUSSTiufJIh7PwhzwJwE/R+MMKz3othJDyefprf5T6VJIcMmAbH9hxhmPN5On46CUNz67IyBPthNWpMffkgj6nXxmBpLa3em4VlKm753bKrlqZFu08+u1a8ZiOtJh9NimR7bJHNjx6FgAcGakPlDqbp2Kz9I1nSm0aKlXmPdA0rxWNWFw0/qDXDST4XCj46fPZBr9/dsR217X8Cwgquo43C3NIogE4hdIvhNOlYL2WksN0OkiEkRRhTp5bd0ceWcU/smNQ5io10neNO7MMEKF34t1k/3AytpEuhmUTSi1ps/MDx/mxHWlhm23rQu3r7zYq74Za4dIvRTBA6eV0uKqnrOT80Pug0zIUFy6GNTB+pDfEHyLT+HBbWJKvim1vZDct2WL7TLKLFHSZ/tvtoDp0HokSXWYosxxnJmdMW5yuCdL4LJSghYt7JNt0Ap+Er4DTMRQmzT5nyb5kJJN1IvjUL0zdZFIvCRx91Q27pJGGZZekTllFGiQCWdzPd35ds4c4pM2u5e0pRdWol+TiKsl3DmlHDv5nhHc0BkB7p45DXsXLS8SAMpzyAiSE0DN9HppqP+Yxl4zDTmBnHDE4wOSH02cHm8VYyklzImC6hb2aSTa73QPnTtPdLsWkDFswTQeI2CzOF4DHcqOGGDYN9yHcS9eNYWtwskvfmgtD+fV9kVlRQlukTw87zw6ZXvu6gt6PM7CJsnHEx/AYWI/ffP0wS+E4K2UYbx+ZIm1ZCmXwuakQxq4zmUWZskNQXTct2Teq37fTTkvvYx8MIw6R257LL0qF2nJfRSPIZmEnDjJrP4X3Osl4uMpeDy3G9dMZI/WlyACx95XeORHV/ZJoSZ+2xnK1Z2OKK2eU33lxCtn66gZtdr968if/dTArmRAkf303Nwsr9mFHJTGEuxtIqDeqvZxsF9t+p+8hyJr6PfbNtbXGz6SZxpqivtIHd80G4YMaZWJQRiH/Lw27y0KHEYjEtjIBfbpkSNqFqH7hW2rnmLPtlbH5cjmoNatiyMoXBSgBmEI8UVorJv3MD7L5BeY2P47uQlkVj16R+I3UcSfDwvcVNB/sepm0Epz2bz9+N4KU0AQkSyt/Um+OlXceIocGCiSGzEV+iyvQ4eZ9vQXeURjgmeRJajshrvIcMUW4CMnzL04fm4iDquYFiLuo+5D3vw98+ExkWWwQVMSBJXn4l/pb7aKnW42tVBFaKGkIcm5YwN+gfx9yEv/E0V1q7P0nCx6GRvCay47k5bPMxkvrNdNpjwveDZm685uVXVqL3ok/VAY+3LPOv4Ld4CX4HIWSxZVYyM5wJFkmN4rTxO/z8wxtA5yLJgfqX84D8XhguwyTT10O7mplTkmAm0bznoOmVlXlzjrlHokw5rT0m18G1AWVCOB5pusH/OyFlI8nmYfz9TPg5xuUTqCTxzC5ku2wOwEqqZKXGsM73yGsEm0eaZBK/TfxOsS9Y6s1Eg6RW7Ug4GEFm7+LNUKK+TIrcUv21jPym3BmzdLlB6UNAJzcyOeZZDcW5XshYZFtsTcXsaJKVPskQ9gzGd2yILG9WERpfsSw2H77jsflgmqzKMEz7pTX/uwjDfPg5EoZ0bSPbzo8jP5JbQuh4UbgiNYqkG6S5iMaOlMPOqD5p57a42OI7mExV+gfLidPJBbbJhM33hF4Zs4gYwxl32JFPEUbn8VzccZHHtPKL8fKgiZ6VO6SVU/N8I07rd3qsbWmumNyp4k4w/++ccLB78aU4G8I+KKbnNlL32o5NclLOY+vLiRqd/zTEeo8/qe9DeiKWfp62SG2kFzmSK12z4XnamWX3H2je+SymRrqOiTNTT/HBB0tRmvyu+KBwBy8tjOhaC9qJ77yDsto7qzBHxHjC/2smCJ287iNoP7Na5kZqOTUU60vER2qDZcra360Umv9uwsI+xGdcgm4ZfcgiAVk6G3YBOblO082ysnbuuj0A7NLKtUZ6ltvvLEF3sxKV7t2Nshs6tlr4iLzbYnIhTAwfx8SwRFNJ/B7TnMKT7TEBZ0oEzAwSPs7689NA5HVMJ4ibHcxYS8tqs3tbP5Ls3xv6f4wTT+nDBNe5H6Mtn8Qz+YTp4iy2SAm76SyNp7NnzWuhl3Rlpgj3I9CamgXj/w/H9UWbEdTvS4upmAQefWwlcrQ0bVgj8tLeZXZtGlc9jQwIZjNQO43C+T4ajFEZLjOAMIyN4KTu2iSW1mEssAQlLZL3ZlZVlGEKzUIavviGlR+vA/24NQf1VIfe8/hOcII54nsIRj/8pvG9wcUhs7ht98E3W5nXNnfY9ZCFdBkWZz6Eu7WpUXa7j7C5nU+zpgsvjtu93y/x/49Lxz2JR5JcXXZZ6PxEpH0NhLEf6c9r/fOuirvgolKEI02ceE2ShzQB8QkKg7PcjN8wZuwxw5aLPAY1SkneNgsaCjAzkZum1HVlX9a7Ho90vm0ibgJCiu89RohLNeVQjjq6EjnVLwNXVn6ffBfmyTbZhirNKYjDxZfwm1byqpzgdWxutMF6A5GmMvVgfUwOrA3M0GSmZlJ/MR5bKO9GGSUlb9LC5nPMLPwPNpG40OWC1ydsHrv6agMgN7Bpgnfh/1CWzeBGXrPMqJtuKrvL4JJsum8+96s/ZkgfDc86GzJ3mC05aPTubciW5b52TlKa4IqrUQqLd9PXsTH+WTy7b9x9TwWZlsMbLZxTUD/c97torqa839Zb9ePdyJJM/ibodl+NFvqhYeOahg/fRklmWtSXoxoh72skZGWDLDmtYdNh6ktx+xeFnuOW30u/f337jDzjfw8hv6wc0rI8meW0x65+9zfZGW5ccp7I7xq/b2kxLPH0wTXZOSgrnYLy0qRsR7NrmY4tTd9uAHEdQphbljHnEFxfpOmCN2qHZX1TPuseZA+zB4nF7NiYjMztmshv8XpJkoryDtSQpE4ufw902PUNq6gbj/fYFFTPzDE7ZJBeKUfaxNQobhZmQDTrrNDBnUjtQP/78rpJ13aTEeN/5/yK86xmFSBWVm5rkgU/6dwTmNuuBa3mF6fWsLldBuEFA1Rs6jULq6gzeZBmzswjXcc2U3/x04EowYYSanyn8d3WLExqzTbUuRHHTRSTQPLtQ8tWXQ9GWJchQSKZMJN2jSFdW2jtkzcxKaukbEezazD5g4SlCMM0pJv/vecIw+emvuLW/c6EEVvdC2XIycaRMNz4W0gPhsC4vZiaTQrsx5Z0oj0XH5H7pgxnVNQL5TYCwxZim21MwnBapNfju7AaLj8EOYAFCSN0QpoUV+ciwwTqzTk5bVgmdWro+MQw8oA7QSwNTQsjCT4Czbp38EJgkAB8CDv0FKhPvtzrr2WkHT9+SQHmRtjUn0stDWpqUE9ix58Pt5OkEbMk6knI+vOtvCKpCWWTGh+dKLseS0HpLMpdH5bvZAnTU2TmAM02WOLoq/lFJ0OWJX8OWhrvv19Glh3HUjwp9F2kGha2Y7gmhGupp+gTXMz3A35OriOCiCdhZWHZhj4L1TNg1PAQ9Dstw5BkDYlCZlmkEbG2KDNhdx+iv9FzWR8wE4janCaqzWN9PuhmgGNknd2D4z/NqMGOPQNaVQ+hlJjGGJzMcVfWx+TAzje9PPv3Zhm69RhYCdi+ILb47CYm7ZuZx+sZ2ROXEA4TwLYj2Ww8Wdksd8tJPDPj1kpXfLK97doH/bYSZeLQyY2bJ3w/hQhDW9Y2y19J2J+DHX0fvSrb6WY7rIT6FRgh0eHUVxM1ee+llqhGRg0sf6Ebpm9cdz3cja+tROZL1EtiDLn2piwshsowka1LPVe+FyyrKGQcG9nB9w93wn1+P/Z8pqtLvT8zh6HTNtuT5ibJaySzq446qORef9ufbOX5ZhJA7JbFoj6UtOc1/g2X5r+cz8yBWlQ+xyxoZnrRxMsnLGuaRDnNkygq/8YbkHlA1uleyHxNi/Ogk8Z3GI0p/o7SVC6UaATkE1ZpkXRYfwLZPSchy4cacFujzLlZJHWAF0M59h0geny1ypLXpeEPv8f8tlMXkfMzjsUdscClJmFa8JtM129mZDLDke+FEOOeJNFC8xiGZQz6lK/xeJuLzD+fQwa9f8Y/zzXts5VQzv1P6FjSlZILfUZaxjaz489EZtUCKMVmKXqWMIF6zmtmwxwrKu0d3I3+Ct6Nq3qWEma5N8+J3YVdJMh/8aWlqATPV0/X7slS+jNgfEI9Vma3MFOS12TlEL8paWFSHTyOGmm3InOYG/TcFPKRWml0fTMyI/n0JVSFpIVpt9n9hueoMYmZFtRqo7QFdSgHUP3x3ru1yNWWhkQ+pnr1148Jj/jbnjTWSmsHDZuYLWnZWSH6h1Y5wI04bn4wU5vztLRgtQ6dyuurvmyNyHcZ32lpYWYf3LygTIevvAOvez02TK4EMcNqIW5o+hrRJdtkG0DUh4+xd1EpKTPwmeWV5rZ95O8qjvJBNhc3+ZOQeRXvafOIxUE2c0PXMvV8iMeTYUT5+BPIjJy7BJIynDAcqkDBpicr2Bgs1WfJfh8MAfdp4nYdaShTDzwatc4tgfXpw1ifcuPlOWys8/viMxZsA4EmWjRyCdlMt/4c4icgofYkvqtct/uY/9j82DKbOb/gPINahM2ybOvHts0NmBTCDOyQyofroGlLfWYzIx3Sxg6Y23DjbI2VsQOqyIxAzxGGG2yxm9togzXc1pt/NfNDdfJEEobcceULgBkmfDEzS4kvtEZhumdJR0rTujKyxaf05zL82KnN8e1vwKwBmQyc5PnqegwtgrCwpaA8wwSKWZrqM9G7Eg5o1E77IkRor4EIralbc0LNiXVaMJ2d2ZbJCbDp+PlmNtkCj/ey7Eazr2eaMtOVR4qRCLqhchQ45DUTibfJ1x4T4eQHwpJhGWdpIu+Nsgm540Nh15A07TSMff5uBi5LgCR4GA6nvvo0vLYJ8VKjhvqB96H0ycJ3UmoTCHM2plszP2IhEe+cD5NEll3GzBwjxEe6nu1c2gBmZgx3BZkCTx0xuhqOFFMeKKFcAeXUg4uyLNo8vLY5czIrmUQ2J9Us/WD4LBCt9IcE9suvmlVE7CjInXifsFJEEowsK46y2wIc+WLX8pjkaeac16gtdGimbp39loZ3QlEaiiwpnzCiaDbsIr/2OsZhzFt7LSySGpJ9mJDxvTQOBMk0uMCHLC5M/42ldzOhD1laHeLSamW5LLmYG/qdLMvz2UG1jBjixM2WLb5LUet4F9g36zV5b44bkrahk3rb9U1OQhvpQzbqzyGJCCzGWIZKQy1j8X0mtXZN+5ayfJgbICGO5XQzpKthMpNuyDk55XvA+995F3btL6pAEqHmDvt12b32VhhhmDRYoasqvwfUcaWeq28kDbmo7cvyrZDMEtOUNYLDCEPfsnCWTt79L8wL1sC84Ppy0Bi6FoQzXbWTBjONsvFHwiJpfvTJ+ZCJkoHoqb92/F2OCUNmDjODOC2ShBfneYdF0gbUGU6fF/HaRnAkSz8Nm6RzcrN2WJYiN70oM0KCxte0wzJKqBV1P75xdg3e74trDuB/0zFIw6jZ3+9HBhGNr5ghPwey3GmIZG7DG6w/gHdie+9v8+Odfj4Q6TFyDPhk1zZ6JjMhoqwJS2FZVk880+Id6O/SfIbvQJrl0OyEG0gMX+K6/h77I2uc5jVfQebrqqukY3gGyuK5+b45yuKXItGBDUWWhvpujCb16tiWkM2DRvjY95V/8yVeeWx9O3x0je3+RtRUIHlD0rPZ2i7ZZispr39vmkwIyWjKKaWFyWRwE+9BzM9DSBr7ps+OzR+S1pyXUIIpJIzkiTX44jk213hzYn37ENqTRtxaOTA3PphpanJOvvMSayuJTxKgZh40H97vzzxT9trUNIkbZvdt/xMklwRmGFoZeVIKwPRyfTbVTTuQz7LipwdA/MbZdbwGNxGozZtmlGjSHOZYb3iG9OVpZ/RF2ebMTuQmEr+1PgkaQ99lbDpy8/EUzEvYj1tBv3Phhf1bwM1kbirTWJXvEt8qNN7BZJdsTUN94tC5Da8z7xwiDP177MNH9hxhSNOT04/e062w7OJ5nqtj55IwpNsWJ8kkrfqxRmCGCXdlG8U1EEO+BjumJBm2+VG8S2e6P2b9vv6XB7CT2/zFbgz7hl/FLv70/YNZBdWoXCEt6l/iPD6po8bsx7Sg4C3/9wvQ9rgBO+qmXUfNOGrHpYXt3FHEmItqOqt+9jNxCYwvaRbvhMcLS8sImgtkBzMA0wwT7IVfvyhupO/Y6FksvTrpnGWafkkyuNG5w6Udw4vBYSOVWvRC71T8B7t1LDtYYAEX7Tr5ZiSxfVZOHBtTlNyDjwwNA7c2FhZMu08L20lnCdN7IGiy7IJS6+td7PhZGHVILTgSoM3CzHtirS64+UEj43mQ/sxOStMtsj6bE+XUL6KcekVkZDCzJjRIUpCsMOIx3s2NxzUXZ1ykNQtzBzUHNjvWZ+PBjrVySOqpUKOGkyzf3yGvYRNB4sj3H4kG37CMDjPuYXYbMzRYssIdZJ+wUh9KLHD31yKZLTbSdahTRcMKlvtMD7KHpaxmouNLlPDa14EguQqbJyS4SLoyY8onW9zaZdlUXFDSpZNmPMlM9JHaf+DB0NuE+ZFtmnBBFOuu+WcW2b2ZPUBTAZbqhzw772WlhMmsPtOeScv4tixZZlTy/cgMSYsQksLKhzh2udAPIctOP6uMiWx56NvxHjA9ANjOgDHFsvK0sN8x9YoO2Q/EdSBhaITr7PgmvgItRYZPSXqyXfY+5+YDF+hc8DfTVK5/JstMMxfKBRao4rtAvaIaNh/Sv0tmhMWsUGZg+25ish2WsZ00+zDpEC6YN0f2c7MwYfWZoLk311xhWqojXTeuJojNInwX+cPVC859bYP+yMyMZdI7IFPMJ/gti/QrMe4oG8OwuYVvGZhlKRrx6yv1kbyXbWAlM9d99LZ8nrHZMUliihtG/F1UKiBsUNbaCcLQDM9I1J93fmxCFkJQJZ8t3kiLS7Q5v2m2NkielyS5KCnxDjYx6bbNMGO2UJxtk/vbyAz6FLI308I2EVeEkeCGX4ceJeboUWKCh6urXfuQw/oinWKGbyLASO2K3y1xJRZLilla7Bumx8jjfX9DPJYZYiyFZn/4Vj7xPKucSW4YshqGfUDSZ1/PrGurtmDGO13n6403mj2/bVzQkON1ZEeadJYvZjyOTt3MnOcmGCvA+B5kFQPfCSRFaaZFU62RwiRCPrNiDRvjJbc0NiHugARPqFM2Nw34DpwH92Vmnn3ffaoguOHz+BPI9gS5te3W4YQhM5xpYrQWqp/WHqx+4mZkVAECOSJ+X5tF9BtgAgCmNNwMY6KNvVM5Z+Pvm/+3WZhmv22c7JhI9vHtT27CcDOG2dIkwolp2hqH1zade9u8Ntkufs/4XfMN+76b3EnIRnCyEo7l/DZXCx3TIgx9e6vxcT1HGDLDcPutNnIbrLNKvifr0NkkDEmYsJzPspx2h0j9jBCrbxRGVPFv22HXhS/AWEeNZgVM3XdeZTRG2H1t/TLKhaZFOgu+O2f2Ejd3Z7bFXoq+O9j2Aifjz8w6S+lZFI5cW26RTprQqYylPzSK4C4LyxcWXBAfWqSOJxcMzbrRUqV5jH0UZ8Gu3f9QFpO2I2zZjEmTgPfep3bdOJSkovwKgtfNguVWd6FcJ6mlYi7ZabuAJsCanEBxYccd3bRy5lYPa5vY2Ads3nmq7ic/Tu8/tsP6kLt+4/Ale/TxwbQuTOjSxJDtOd7CrjsnwraDS5F3YhASRjgN5xjGZ/NDzA9sszCjIlsgs90PYWLDDA0K95tbZ6NrmK4IdVReg+MZd+25ex8a1K2jhhzLPDguF8Ii/XEs0hnrD2p2NLum7T5OP30Ni5LhmUdIKWJyF3GB+d2gJmotmqD6xqOPOTfTTCWvkqvkNbmg5nP/AtkXXCDaIoOZFVz8+4QRFfXH+pSSJp1l6Qh6JSam9i4O0VlhCeSF0OFjtjlJo0jnJaBkgm23jQh7Dt+MFGbqnoQSfYrb062ak3MSfvxnZo2nxfs4j/qx/L1sgk2nczC5HI/JPc1DfMMmdUnDoz+dXomyZtMWOrb5wOyV57HzHmUzDL5OQsqwTD/OSPy0+yafLTmhZobiSy+XQPZQEw86ljBC8Qn+FheYH/qn0KAMJQyNcLXNL95vIXwTf5gw1kprQ1LugotdGjpRl5RSFz5h7/R4gYiMmm2r0WYMF74+YVIli8LogO+DEM0ty5ROblTULxSateFdZGVR84tEwpzoMy6wfTYMml2TEgMH4Zpc7Pm+j0zPlJsG1IrLkq37q1+PA1lRG/qGNTIUatZuy7Y0sX2fTHW7Hk0ZmFVj2mdGVvDvSQd0n/GQ5ZhkdhY3z1i+ZhpgIe6mWe7Nc8z05SfY+Ob8gFhSmoHkRGiY+Yn9nnyqHuwezAwlkWAGTFzk87vETK0sQdKLmzE+JdG8vmWoWeng0PcNBCI3YnzCkhN4LMcRf49Z41psyF2NDbkQ4s7udSJkDbghzvguDCOWDjCMOOrocqSXNyfIkZ97kv5P491DQ71khYI55vrqIrOtpqE7F34HU1ESHPI+swoYq1j5v82rUXZoSCTnVUZW8XxLzEjLuGSWPDfuzN3a1hm+azxrK/USmflsTuFcZ7KKwsclmdfguF9qESQWTBsIzjA0OYgkwUXSj1V2NHzhmqFZWMYyj+GGx2Ro+844A8x3UKLvayBk6yTbFPb9FiXbZa7ZfIc/j81ortspf0MisFn8E5UTF6BywqRhbOOBa2SulX3D5ia2ieXLNfD6Nj9cAuN3C4xj4zBCfg+8jghD395qfFzPEYYnnnmxO3/y9W7y6Qfne7IOnU3C0HY7jDCkpgG1DUaKiy8tRym2y8BBbzM46VGjhxkelm680Yb9IM2aP4Dp5HxlXRCGM/TjBx0LxvNlkBaWop1MKTb9pLTsOLu2ZUNw9/EuGDXYi8wnE4DXoA4Dy3+jnZXBCsJPQH/s+efpSFZ1bEda3AoM+fLlBeadF1p2cAy2ctRtodPAksqRopHjmzm2+jiTWgk3s0upk8Q4BVoZ/wXhmbbrZpN5liQwa4EfH07mWL4SukhPwyjt7889X8aCphzpMdLtlqVwvhmOw66U0LiC7t9TzwzjzWwUZqWkxQDmj9zBNbLPR8+j/ppGOMWLiphl8J1UngZC4z8gNFgyRkcz7gDehh1QlsjuOgGZcijFGCnM2doy+5LabWnPnfy7ERNx2UcsUP8gyumwXnQ+CyQS7iRNbVFl1w4hWqycnhmCfA8xG4KkCXcj2x22QNt2a/xmIdBNww0SX3uiDHT66fzubqVfPNqyRfnPdOLjorlZDOuD1dwM01Wj3WQbkBTZ3tTTLCDpNM/yJZbz+QhaJ9tmDqn8b2nSBvXPRL0obrzY92jLLfphvuWHH4+yUnBqylIzJrS0fMgZElmCdMJj/O6PFZQYp5dykVz60+l9kaA6SS4SmPZNYdYus3d9wjKxbJH0UxBen5jb71zLTtwYGTh02WUZ4Mmn9XmXdVv7ZpwhG2FoGSHRwow/O7wUWU62o4fpjt07aRLCrNNIfxHn8zo+QZdolsHZBg7LMrmx5RsmVWIbeL7i/rz+yyBojwJBm8xyt4Wijxalkd7TwayHovjcnCXpw6zZPGFVB7tB4mKmQc3nZtczJ1Bmlf0fNly4MUrzJupO+caQ8cbg5vNwaX8N87z065getOn5Jsu809pgZelGukeZhjQGA4xpUi9p1/b5+xDZgvnb3MgUZemZZXzTSOZzHuW0PvcZ6RgjaSJH3mmU26lFG8ghi2O7tmmzmsOxucXmaV+nzrV3AbX/dsfmnbnAhziPWzIE20ySjmRd1khma+7poaeavA91SKmtyv/xdTu380n8cUyG6ItbKTPfPXwHMYz0WAS/px/AGNMnzHSEawXqg/4CG1dGIKedbxUwpvGelkTR6HpmgsW/cX7KdRvnhnbNZskxPMfKyGfHN4RVA0zQoDlViFwOr2NzK9M6X3JxbOyjGoCVLLvu5LeZ97GZp8tEGCa/QStDDuHf0I7nnJtmgz4auaavzefgfPovf6sgWzpG20ebl8cNrZfxz/ya7Y330bgAso7XsM08mv9QdonrPR+N72GXcRikbFBDggcIT0gs7L6LH+42rri2YUk+283vk29SCc+35Az7jh4ObUyaSPno1CfHtQjDtLdG87/3HGF4932PuC22P2DEVvei6Yml2H4M5XN0ADMCaaSHeAH6TH84bvhlZw6Vn4cYMX/IPqSfaQB+aS3ozs04DeYTlag0Ou3ebJMZHGzx3WrkIhm/TGJ3RJ+MJh5vO6c0e6H5hu0+jV8aL8VN/F4kv4OIMTMyLIwwSXPesuNtgcp/52SE/27BchLqP40U1JPhpNwmQzzOymN9ynKZEcrJUHLX9Eg4NL6Cj2HaR/1tlGgchDR13nuN1amZVkJJNRfJtcgdki6RnQrLtDTSK+T+JNh+S30mTGZm/EgZpbyDzC/WFmkliMnn+xUIw2iBjPDNqEqeb2UbycwckkQki9KCpa/XgbD9KDKCrwVJQnfS+yDoa6/fWakAACAASURBVG6zzc43kX3L4vBJ7290PU4EKW5tZUvMCONuPuUNfNwASa6RZDNJA7sHNat8xcU5maZeTTJ8M5bTME77u2mi/HDLgYjsMhMUnwxRu3a8gRFvHpizq69DcLzxAPMe7LSWkRnG96BFCAZWPsl3Kl3ZOMnJQoCfe37FvQrNoU0wuTSN2TQM+XeaZPAdZrv4aZsm9deMzbfKUWYis3ySbsc+9x+WVaBOTvzbM9f7tIVyMjOOuDFYls33QohMATfSrobhhFFEXFjyd+UTpt1mmsT2mwjVJs1KGFqZE9vKBRnJkhWxCRgiLG7ZxlxUcmOKCw0faQbDx8guc53fdQK0tmDA4xtmnmYESQhhN21aze3/m3Ef2Ozhb5Fzk9VgHsJy2GZhm0+8N7N4WE68/Xb9UTZMnmBJKcsJmY3hG6aF/N1N+91Z5/SBuIczrCdJwHsM6UwPkr3mIB3ikHs05ldTB+dXIWX9lplki3NmKbNUnQR+liwlX8zsONM1ZibdPHM7R9KNmyd8K9Cps91herh2nzzaeya1YJsfWcuJ2/3MI13fNpEovUO5A24ksSyT5Zk+YRp4PDakLH6ka1PigqQBN7NCgrrEXDMxQuYVPJ7fJmZbcn7Ae/tEI+MiyyD3TezgfWhmyTE0HapH3scG0G4gaaj37ROm085NV84RaVSzAHT8QsI2gHjO3HNVcR1o8w4aIPmUVp+Nst37Ub7L7FwmadjGvI92XrKdpvFuc22a8z3yn7iagkkOPpGVMDTCbDz0lSkTww1Q6gO//Y6LDDO5ydkszDyIxzA77uJLuJEXz3FCjD/2hlY7z/Kd19a3yaoIk//dR9fSJCJYbfWldWpRxjzfzWbI5YO9HWNrZP570tws7RqWnftxZNrS5dl0IUOSCngPEYZpSDf/e88RhkU0PeEg5kvEJ72X3WELfNOo+cNxlUgnJUTI1Ba5a38BhOFM/UMLXp9Jrel9MfuFrk3cObVSLh+Cgs9gu9DUpHgAmTSW1ROSIZecTPCaNBwgSZKmP2hD2ko5+e/8AH0+YZZhRiQjDX/bgU9OBoc+8hD0Zap9s4hKlbDTQpJqL2RCMQ44BJlRIHzTspqSpc9rrjEAbQ5qpjE7DuXYy1exQA6bDOV5BZjAOvEiyRGy82fjmBjMPDPdAPHhHEwVDMlESJo2TERGBTM8Q+LEU1Bu8pSD1hieYbAkd2YscidisesbZrrwSZTjPvU03MwGU999xoBlP/j+duqvaThWwPgNIK2QBMlFILA4QfR9p0RZMHU12T6TgWRb2P/MruBCm7HyZ2pYoPlj6It1/XGmR8INjMVQakICmWQR3bp9wzI5eLxNStkv++yR3n6byHPDhZm+fLdZhGT5WSkdSU9OJiMDLGS4ze2Z4eb7rCMdZ+Vf5moaSr6bzISVtlvGp2+76t3f7R3pQ96bDiclEZ59Dppf2EDhb4HvRJZILwci3yfiTNmYOA7VYLRF5VegIbwqNISHTFwCpQayEoYR4QpnTTIz1JTdGo7toWHvc5PmGIfXwt6eell2r/3g6khpFEbohJznsKye32a+jvbcfVrUl75hcgQTkd3NLFHqPVP3mXq41MVtFqb7RnLmY7PGG4BZDSJ82zvScWZWwEx7jkeaRtA8wjfqs67NrZSZu9T59IlHHxnn/nQWj6y5tZA1vDbkEXziv9gMPQWboWZERvMvGpwxkprNPtfKcgzduY86ug9VD3HlCBfsIfOJLPdMnsPvYH2kzSdHuqfpWdrfJ+0T/pvO+zx5zrdSeP7+3kUJJbWdfeckvO/kyyrRORyD68AgkWWI3YgrUD56AzaGfb5FrWgfHYV/j+x66hHzO8wY0jjH75BZ/D5hMkd2bAjZaesZfgOmoQk/2QbZ1pCACgnTZeY5/J5yQ8kMyXzKaS1r38yzktI/LOf1Df4mD4Q5nlWQcfOFmzAhkZUwNAMpynLw+adCr9wSZCZAS3C2EfwKrG00CiLpxtgKm+JXo5LscVQU8gvpU9I89O6A/iXnQ5TN2dMjGaIeG8sQjv97vFgggcm1TrMwfWuS5WvCs4DzdV/jo/rr0uuBxmiMNOmu5LlvQqLmkMMr0eblL7YfiBIkmKnITMuQEGEYgtaHj+05wrCIpie2QE2zmE/Cb2UunEAMaXgFpJtbmvQXVi3DkbM/Sjf21akxIXrubjCL4nPIaCKBxoWyZVekDStboFtq+IzQDXobGkIhLrd0vbryqtgJLhm+AtOW4sxzufPMHUzfqGF1se/+cU63ZUEkS2Go75gWdD/krhm11+ieyOwIEqf7pBAdAwM1lOGOiz46nDhQj9JIJ5/Sq7R2hfw9duMbJix9TDaS1993/1gQ+qMgDN94c7gf09zTktc4AplRrw7uWv5qz2lRlldI/BmmLY9g9ztyIqTANheMKLFmurpv2MTeyJY1Bh3Bmp1vItaWPRCSVVl/3eh9QCBxMY7/S0AY0kjEsu7SnsPKeIdtZ2L9QTqShUSs6cgzwiYzIfeoP9Yy2+hIzYnIgQf3eRtN2LXich+Om9KQ9pavy+/d0CKlGyY1Wvge5ALVwvedyuPN/ZzGT29jghuVg2YQp86Kpekf2u43CXMS575hJVM8PsTV1a4/bCRVxRhGSSg2wY7BZpiPk6BlFc0FAyFOyJltPtNM1NopBxkOWFkv27TuOgNujc/7P79lU6yz9kA0MWZmGcvgQjOHsxKGlkXBti//qarbeEP/75n1gWWvW8kYFzNc1ITEoShtfwOl7Yz99k4XZK+/tunx8ptIZ+GQsGxxy441nWLf8iXLTrYSvl1QrkbNpE7HyZAneRzyJNzIpDNkSCYJ22pZbrYwNi1QyoX4ZtTM/JE+d/KfS+6++5Gd6aGFaxjxN/dHVMD0wWikH0YjK8GwgDpWDNPdbieeSckWSlQ8+FA5yLinnW0LvfbT2Hw8/uTYrCRPpmLofVt1PLXZWZFEDTpWUDHLMGSeY87vbE+IAVWr2m/XoTzI2eeFE/dZ28Hy2yN/X4lIb+ooM85D5cC995WCiJJ/QGqKG5oMbuQxU983rGLKMvVDS7F5H6tk4z/TwIrEDd9rDEo+8T3dLC6E7iCzzi0hwRIjfNeZyWsntQBDdHntGlkJQyvNZ1/yf15FFRnn6ZQdo/xYWlAPegrMRhjbbN3vbrmFlRysgqi5DdaDhqCHxjTPJWFK4pRzI8olhYaZjiyyMD0DMM/ChrbP+mJoboZEGspMsU9D5WqSbT3+JGwoQnYmZPOLhPf+IEw5fn6OqgGOBRoi0hgxJEQYhqD14WN7jjAsoumJkWUhC/SkTtcfj40JE18HNXajMfWrfRaE4SzToiy1L2BxROv3tLgYun+33V6Kyj2eQ4o1MyTnx04uScCNsEj5NBYraWFp2nTIojvk/Ph4/OD7A0E6L8kFaqw5Fe96/BIOaNyJ8gkjrL69Ub/71LI+Zwwfc8llZUctQqaUs3yTpXDc0fPNTKFLFsvIOIFaeCHnqKtAA4wJHoskK8OlkC4zWUqUygHsIRl+YU/b+GgjveyvPin2ySvZR6zenTZkB/DoY5HVho8Xy7L3QkZKaJwFkusBmDywrPqdd8vQB2E5X3qWaPI+pv1lJQ+bIPuWi7y0SJZTb4YS0mWg+5cl7H3AcbAfzFoYLLFjeZ1PHIrdNxpFxLvJ8e+Iu5kLI9stJOLfREy8hRgWhNyj/tikGPOSKDGhFp+PjmjyOpyAcCLCYJbzt5ClycxXn0iadbz1NhdF0BTF/3AHmIT+Op6ZOZZVwPcpJQ+YYZdFnNqnzY2OMW1am5Tv9ctpkbaob9DJ71BoYZK3XnGFWqRvExJDRlKDJiF0HOZutE+2rpWcmJaqaffx/cTn8Y14YcjJeclth4wKyoX4hhn/mBj3X/9eiXSKQhbIvFdWwpBZlsefBPzxPyFlf8nns7JeGwNJ0X1fHH5/bNm9ODU2mtgnMDvR7kENL5bThziZ8lzLpKPZDn/HlFqhqyYznZnxnBbctCMGRppTe43SH50OKyE2si3093QOyA2WBts3hTqINKQJyfAjYVjGwvbRJ6dFmU4hYQQlz1kNcxQr59wRm3D8jbYzbBOT0hKUfGF2jk8mTDvblPXa3PyIXbbxW0AVxx4Tw96pWe/byvNig4E4S5BmjjtjA8JXP+1O6JtfeGFMjrCMlO643QqSLVkzRUPbTBO8w4/64HrAtDF/iMzxhZBB7hO2RuGxX1yzGv2vb5hrvMlLhGjZ2j1M25r/zrUJyfwHHooz+H2ypi9BKTjXN5blaE5m1IWmPnRI2DuR54R+23lOVsLwXWg2chPb5pPUymVQsmHCDunEXTy/5RnUz+x33KBmth9jM2h6LuNpwHMw9P/ewhyN71++h7MES6FNk5jrbZ8NZWodHjlI0C0PbwVugIVIXDRqJyshmKEaEtS655qIJCfNdLiZxCqYkBBhGILWh4/tOcJw8lW3uQsuu9Edd8jO+Z6sQ2fT9MS000Ice6hZRu2yXXbsd8eeGNuuh2SEmAjsyitCb23Wfncl0px9sqIIi2VOkFShcQUFypluHJd+DEQ7SWlhel0L4rwnQLQxXZuT2ZAgwcFsBmaEzTdfNZqUhJZQmWPTt5Gd9CmUzoQEJxC0iGeaOWMeiME+95yLJjWc3KSFlaxxt4XmL9xJ9tl143WNIKK4PhelFiEZTWnt8/37vihBI1nJ0jGWkIWE7fpZOS1JFk4OKfDuq/dyzAl9Ee5Zd87OiwStoUOIbKp30KckGebFx+QnAR+TVyGgewQIXxOJT3N/M4yYnckFDiOPvhPL20kw+WbF1ffREdDP5M4nibY3QVYxaTdEP8yuF5v5xBPCL69bdatDV7XdYZNiZicvhckTM06Z6ckNFN+wMjYeH6IRxONt84PvvdcwkWGmsZVsrAvzJRoG+IQZKTE7j33JcchyUL7TOhFW2s170U1z30HiOeTekw4cFxkHZTEXqDdzugPupnRZ9MmatknprNBDfR3fxay/A5JLJJl8y9GT2Fg2henlmeB8mlt6Pb5ZCUMzkeL1QsxC6u/PTTRXi9/DSy9Vi7KzQsLIqU6V7yXbdvElMIRDWbkZNp0P0jbayMQGAPVE0+IAZGHQsIoyK9RvDC2JTru+798tM3IplA8zQ25lLLa/9hW/9wjvkdxE4fvMMi9D3ulGGP7v7bBvOu9vIvP85y+ilPQauNMyOrEBMpRNgs8Q5xCUeshi2ODbV+087nUQR4cdFVfRhBg0tLNNodfmBtpplEpAhM4JqH15FnT4GKESF6Ht7KXjk7rUCy+IbHHIavweZlI0y2DWNbOvfYLrOmZpUh6A+oUhYb8jV6K2eAn3ZSVUyBUciK5S9C6K3gMgK0mE3v0vzI9wyc/gvcRMwWZh7Y+PGdbMCcmUtuvbhh7//efQsaODekhkJQx5jwMOGgcpsfh+Vo7sa0jG+XS8CR/PafmbuDTS28ZvAoY4rEjxCb5HSLSxCoPZop0Kc2jmxtuSizNZqRQl2Pjqo7eqnWbq9y1IdrGseUnIfHwvQOaD7RBhmK83eo4wZElys+hF0xPT72Np6sc9d3J/BzdAuqNS34I7TyQdQjLrTCB9peVBGM42EGn9+O5AXYsS2Kvxv3PMAccqtIELA2YiMUvLt5TUBO7nQ2biM3AnphsnXTlDgyVfjKdBFt7/AEijANcrnsfJJHdxufuVJagFeeNNseuVOXl9CsYjXLClhYkKk3ilPhAz3XzJRnN5WhTp4Y9CM8h23tZAKdy6KInrZDDVm5MLCgiz/0MicgCDGyXnAlaay/NDdgBPOLkM3UCMR6T87zBYvhHSBn48mHHLsUMHN+4Ahjja8V7cRfwNdhH56eaEgOLkkYN3ShyGXWQuChgh2R/1lz0Eu4fcNDDn9LT71v+dejnMcJsT2V0vwumUkWa+0+gethHAv2XVZAxtu00qmcnH56fQuokb+17LzBp4fIguDI9/AAv6s84pQxssdvAzDUf+bX3o2a0GPTufeBfv8ANBIFv5TVZxap97NTrmXJjW3DeFfylFGdr8noQGs5pIXK0dkMlg97DnZ2bQL3fFJhZ0o+gA75MtZwZKppuWZQPK2sF3OhcToRpHt4NsvAhko+lWmrawr0SG3T8rYfgKNi2OxKYFYxtsdsyPTY8sYYYbPPez0OWkiVhIGPGcZZEacp9Gx5oTKrPaWEZrov+bIeNwGWQcpoVtvJShB1uFBiZJc5LnnY5bbi1FJkz8DpF8C30nmZ6mlWIPy9YMwCU1HQc+bx7CkOdzQxTJ+pEeJMvqGMw4Dcn4zYq7VY4sCJOGJ6BPnOfbmrUNrTgvzpaMCUNm3FKioohx9bWVaI4cmnVObWlqTDN23hFEGTbTxkJYdp8969ok3bHmYvZ+iA4hNz24XiNxzvlJaJhEA8/LQvZzI54b8gxueLyMbDO+Fxg+urI0IbsKJmQMI9r4z9v8sN/ND73wkHjo4bI74+z43ixFZUlqSOQhDI+Epuor0FZlkChccfk4sYb/nBbx/DbehGcfPPE4zGxQncaYuDNkY1AZ5RPWhiyZdT7XH+kYbiBzI5nVTgstiPXqY0yOGIB8kF+789w7ea5xJvwtXY0NLBKWJC5DQoRhCFofPrbnCMN8j9P5s5lhaERJiGGDOSNz140uofww7AUBT+6M+4S9PD81ninGA5HT6zrIhlnTIxvmJjgPXgbnQb5waU3OWBRmA48+VvZ+EZjAv2UpZhVBtWf969/LyLQrB2cW+WCVdgw/BHwZz4SF7lvINgzJULI0aWZEMFPK91xzzuJu0YsgPO3VG6ohmPZsPn+fhFTvfrx310NGGZ26Q4Kp4dTeYsRlB3ySdKfo5D1OwjWewDWyZhWZTgqF/t9/vxSRfyyV3woOZiFhmZYh5cwsNyJhzQglFpJtOxiO3dzJI/7sh9D443F90HsbztTl+cxepttzSJhQNs/h4oCldO2OWMu0EpVmLAQCfTKyjFhKStI5JGyRGe7uS/3DWMiZei3MDrAI0dqho29k2II5bRVdyHLMPTKQdiHPnDw21qaNS8dCNTyz3jN5XtKlloS7ZYf5lPS+Ce1RGl6YcREno5yUdjJM/9D0Aw9G1i8XfiHfdbY3K2FI3cAo4x7BcRNazmtYxe2Ox4HvJmIS5/POR8Y2nOIpE0LzkU6GLVC5GGO1w59O74sWKHTdXmzR9JawpP4NEBuMThP2ydaZidacg9/30H5g2ddVIGnW+AI2EL844H4LvWSS6iGkS17C0J7HssQ4z6WmZSfCNjHnQfbNcyhvL2p2WvxN4KS+Frl1syRxLAXn1jSw4SyCJmbU0xsLYSYd8WzYYdOsBpIDyRkdnhPEkkHxt2CP3frxfQ1D31y+eRaNh6jnd9VgtrGPy21SA3Ec5FGmvY+JEV4kWTazWf1xeJStG2v4sSIpJPIQhied2ge37PhuC6Kc/EcBhmRmJsdzucan9AjlY2jgst/e/tnf5li+wCercLwOXyOEYFV/rK1zuVnFRCffCqw896w/N5ZGKEWZrdT1zJJcI8IwX4+IMMyHnyNhaBHyQTzlz5VI+4+lFtSL4QIzZOfJygSWWRKE4ewDkSbCl9cdQAlh+gLfSsVmQvniWzSJQFCDkDpgPiKoPN6y66iNQ/2pZVD6tFlg6VMS+vsfKLvLIDK/LDTgfHQYc3bbB0637CTTfVoVIrQkAH3iFIib/xciwFZa7FsWbkYP3F16kwLzg6yzCe773LtVx3D8MUuUBA1LQUMiaZLxEWSqvgOyjrPDkIWNaa9l3TmbDE3OW6HJScKwH/p9dKj10U2rf84DDkI5GwhHlpFtDjdKn7CPGI/No+/Esg8Kim+CzFZmV4XGscdXHHUYqcdJp27qGGZZnESOzci0ZB/66jiGtrX++NtRgkiX9mRwR51l7SFh8gTrITMp6Ziedg0SEiQmiB0nJMTAIsTIiufYxIr/zGwK/g46FReh/Pd2lAEzspLvedtqGQ38Fp6K9wo3E3x0UVlGynLScdCdnAb8qQVK/bZOhmXt8950GOezZCGdshKGfNajj+mDni30V2F8lDWYvf46NgL5FvkGsgvp/h0SF1xUiUwuQrP9Q+4x0rHmtG0Zpieg+oJzDV+R+8MhZ/DaoIFWFomNVjwDr2HPYeYroaWc1Jim1jRF5um0bNIXIZqMrSIM73+wjEzPcqbfQlY8D8IGGnVgzQQpz2Zc1ja06jz7Ls0zNzbBcvyuW9WeTl+HRMf0IKq2+dHYIUuZAPJrOLlaJsBKkCz6J/QcaR6zA8wtOxUsYyXRRtKSm3i+mtjWPurMn4bNVJ7/g//rx+Z42U2+NJZs4XqP675mQWKHxi0MVh7E8j21TIQfr/E7jCVqMv48Q0luHsKQGYH3Q6+eETo3SepAcsOF65MTIEM2C8rSud72jaPhdTB1alwNSH3yToZl7k+P+Rnnx6wgYX92Mv58Jswt/4P1GUqRH3y4FGTkZe0UYZivx3qSMNx24mHuxtvvjZ7s9KP3dCssu7hjqfKm31zb7bPT9/M9cYvPNsKQOoZ77e7/IYiJFjgFQfT0rAyTMcvwW3Kxspv943BeQpq4r0MxM/mY0Rf/+OMXuE3MfHUYKWp+7AmVyDmN+m+hLoAt7obclzPXal6IWZrM1vQJZkYxQ2pelGY/C9Jtg/XherVy+rmXIsPzZmR6Jk0qeL/1vjSA8qVwwsinre04xrKIeG0K6MbGNc7tvnN/JJDtE0YYhpYR27VNL4qLswG4OnKhkUW7yxZldC2je5lPxOLw8Q5ull1Pn3v4HHMMfovMxMib6ct77XdAJcJxI2iFfHp5Pxx82jjSMfegnPx8lJXHEe/Jk7wj0RQSpgsaUkbM69ONmlnenIjxn03zh38z8wXfdvwG2V3vICuN0emMksuvrMDVN743RdUprt7pMA25PSb2O45Jimz7ZBMww5mZziwfHcCQo2M1MxM7GTRXOB2OoMxu/MZXByLtMb5Tdt0prB15CMNWPG8kT4AsAP6UfCVGkvedDM2lW6G5xA2YXQKfPW/7LcN5LpAr24NcsbJwEqhz47+lBZ1Jo9IxbMBRc4kEWzfCHEpJlFAmI1Te4V/3Yo72tzKM3KqQR6lGvw3+RkI0UVtGGGIzl0ZCeUxwQvvgMGRUUhOWJX/szxC5n9B7tfv4Aw8uo+qhnEmkv91t68T1Z50JuriobX/r3c5/jzrxfI3uEWfbM50y/h4vAZLjYZAcWTZC8zwDdRMpUZM1O/jxxx2c1mPik+/g50FY/QXGkHwqn7WiGcrxGajb+Prr8Vx5H5CXlPLqZOQhDC++FNq6kDphrIL13VexzvONf0IH8gIkBGTZfEze4w8wh6RczGKL1Nz3t+jsd4264q++Fs/NaXC5527+mZG+OKUddx4kd+6FzwKN3KgznkXnWYRhGsrN/95zhCHJwvnmmTMiBumYfMDuW0eEIc1Qjj7lfDf59IPzPXGLz95mp2lRdiDF2ncOmFzTjZcvU9bg82VC17G9ka7sG08iPfpEpEkvsjB0yz4+EAmF+05KLZPCjCp4z9lmg6Dta2VvowQTaKdhyutwzmKG3cYbdvYl5ouVz3FJ84qQLD/TfLNsTV/TmMgw5bI4szCp/edLOPo8UyeOmYwPKTXDGHTfegUEAScTHMu+Tnon/6mMTKQy9DHCdtzs+S6/KtahZIkCdatYRrgsDHBYQhESB0Jr6F3s/n0JGpJfgJakT5jGFo/lhoGvM6/PtUOOOeZ4GMc8n02Hsv4+lmnZqbE4BQvSc7AgTf4Olli86rb4bmD/HYL+Q3ZlKGH4FCYfJ5wcu6498yxIfLyLpw3Oh9gGtsU36IxIYXBG1oxZ33vVH3fNdZVIy5aRBb+s902eZyWhJNmY6caFk8+7gNpOkVlHvH/Vcbd4PgOzISmxwPcQteOOO7Hi5kVJJI0mQqLbhCE38rihx9jmR9BCRPVASJgpWjcyDGOTiEokzk+RfjPVovYbNeDSghmascRHDYQnZBl28p9TpV075O80PGJmmW0+hMo7mMM4N4D4DuJvI3TR3yrC8D5k1pyLDJtQQ7oQvOqPNc1GGkixFDtP9n6edrTiXDM4pOMzSZaxFmORMOQbd99Jw25n880HrfdnWjM/Cxk/x+Ib9izmNBU0Zd8MjvesOjvhJJaUc0N8AN8V585AxiFfRjvBqZfSJ82ClWNnw/E9mZRSwun7ZTBkC3nuRsfmIQxpPHNlpMVIiQgY4X3Bf05ImZi//aOM7E5o6u6Z/fdvc/wlsKG5RYflWo6GVv1UyPUw6NPADZxOh0lPWVk0PRPonRASIgxD0PrwsT1HGDKT8MpzD3fzzDX7BwjDu+97xG2x/QGunaYnJCV33f+YoaxGgyuZ8bj6yst9wMH5Z2DaWQIYonvG69rg58KEGVIzIL13D6T5+sYzWBAch4XBggvEhCFTv331th5GmvnpfOkPxuAaLfo3Xx3FV2AOcCScWY0o83HM8n22bhxH23g6dTLModGnHaa9RT2KGla9TBVnplJaxM6ssRi2OTrynCwlZGn3auffr4Kg73X4mDJoNEDjDcakffzHMo9nqnkeEd1HHytFJgdGWHzqU8jM2ND/o842kGhkKRm19HzDMixDF3O+1w85juUjXGDmDZboc6KYpz9C20An1CdAGnM3ljEeZaGbhpakVmHA81zZfWK+sN1Py5Y2PdZk6YyvRIM979HHlKOyHUaWLMlQ3JLHM7vw8ivjd8ryy2ED51vZJ6dZ22Hv0Y037EcWe5+ba66q2/4nfmOS+o/U/GLQ8ILGF50MlqNTYoBE71pr1CKB9SUXhxPfd8Nw7DZheDI2Eh9/Ms4GmACibTYPoq0e51a9S0L7z0rTmZm3JzS3TNvVV0cyMuEaXNjMjuqHHSGO362wMi7efxNsXi2HTSzfMJdiZiR9f/N+yESMizajQqpYWkUYss2P4fs6J8zdQnXDfJ+3/jjrx5nhDvsmky7S2QAAIABJREFUKgZI/JIALmIcdlQ5yqxaAFIjW/+ge+OxW9iNRcKQWHNOyrnFFdjQ5mY6s+1XRGnyhl/3fw/k7bOTTi1jTlvGJmgNG3fhYy+paU3JLM4LadLJ8Ml25nfkz8jap9vLJ2Fy8tTTLjdxlhWTPIShZQny3qEOwZZl2YeN6H0CkoLqn/OYE5AUAMLW11gzK06NzjNpEP7t00gO2qgLyUH8HVEP0jgH36qD5POIMMw3KnqOMGRW4UmH7/YhwrDdGYZ2/SeefuEDhOGkI05zzzz34hBJmMyAJPQ77DEt0gH8JHaQfhyg0XEFSllvQCkrhTuvvxF6QciOYkmjb9iLfL55aRZBfQx/q3Nq7rEEjwsKakbRVZbL9JAyNuoEUS/oIzPU3DvQn1oZLsV00SpqJLXovvm1amRe4hsmRsvj6XpNXce0MA1IHjcjdAzfgY4hl3g+BgFp1+7k35OixuaYzcE0qUPi6PXP+luI3tPNb0WUNG7YgZLGCy4kyYVyLfycWGahyI7Av2G08BcYLjCyZCxPP64CZ9CKe/l/CRFCj+bYu3T22ZEhi42QWUE0UAOOsS0ytOYLyNBKvkeylMV7NHfEQ5JakOb0m+d6Wc61hT7fn//EJtaqIP0oleETBxw0zr37fi36FoUStT7XTzvGsubnAjHyuVVq7h/4bfuaWCWv3W3C0LR+2KYsulVpOLX77yYPQr0nOj5Pw2vVJ0uV7eIm6jPYNOgFk4k/HFd2L7wQv88236wK7SW/3wGPp5EWDbUoa/CD7/dHhkAzocSaLpu+0UrC0PeerTqOpARJUzNBCtFubFUbWnWdoyAR8DI2UruhPdaqZ8hznbFKGBIz6rtzfTAjiG9K5Xzh81VotPu/B/LgznNPOyPWxp5++ho2YPzfHXZf20SzDfEnnyqDMKSeaQma++kbs49jA/5kkJZcYS6+GBMDYI4YWE2XFwM7Pw9hGGd8xxmGoVUn995XcuedX8kt6WCEYYjGequwO+2MMsZR/C0L1fVuVRvMPMYqgLJIQIkwzNcbPUcYnnjmxe78yddHpcdWkvyJueZw635ngttpm03c1pt/Nd8TNzg7SUYyw9F0E3losiya/85Mxz0POnGoNHoCdl3+90bNLQrNrS0DNLfiFOdyRLRxoccsAGYD+IZ9iD4xFwTu4SjKDB2y/mT/04Jldyy3YsyMXds3UFLMD8Jaa9bc2mv6fVTeeNO5Qw/vi3a9STiutmrVrY9syaIGXVK5G8YIzQagYcVdII34MfEVgzXClfeLdx/5T6WuvYyz9htJgQsGRY2ZHs5FzQwgkb+2QXfGgmUYdirj9aLJFRhNlPA7qCH7w++3kxXr0X5ePDmNJ5c0amC2bUhkJQztXTobyiApED433qkvQKuHEeoGdyrMrB6DmRWj01l+d99TQulL/F7/wuc7bx7F+7K0myXelq25BbLzlkCWnk8kZSF836M+1/U9hhkgR0ADbzYQxitCu/NqlHividKjdVCCFBLdJgzPOLviHoJeVmhGWsgztvPYAwelBaiDexCIspDs7RNP6QPRFLcuSzl5K5+LC0wuNDkv8DH+Sd6bm17c/KKGJrPSWJrNcTkhIGOyyIShkd6Rs+q0bA6vrezLPNcy7bFFFsI4gMnhWIuxTBi+jaoVZhqzJHgAyzuukbhW6lScBa38B6CVz6oJflOzBOWz+B6icRPjXGjJUSrAZ733NNaaxw+uNekU/8KLeC/P7YJKerO0udE5eQjDuAolnptSooTflpD4CwhDavCSMM4anFdRR5H9QPw7GWedi3H0YDyv3W2XfqzzOnn3+F53/hMGOhcPV0aGVrHxGiIM8/VbzxCGSaLOyo+Tj3bo3tu5DdZZJd/TNji7PnMx2Y7npr4SEZVWIs3T6//brvu+H5l+0Lln8838JwO33ga3qcvKIPiqIPvC3bNscfPxOUpunk8MQAy07E102QKZzxMv7PhPsWPzwpjU+MSws3DsTNvpnTOfNoYcwxf6v7ETxPgesgGY9u0bt8GZ9GI4lIYsbCJXbLhwRi8xfHxMc2qzb1fhwuV/b982tuu4WA8zLoNcakn8Bjb1/w20o02/PaICAr9zGa+X4Dd8C37LeSZk7cChiNfkDjxLEPkGYjkqy1JDIithaAYFH4VJzxvMFofWFCdnDJY0srTRN5ITq05n+d2H99e5eI8x1oUOJ7PXOx2xCRDvG78P94Fukq8zozmjhm6eteoZTV6Cmx50QrwD73U61NKpNiS6ThiCqHoIBi6zQF94lx2zLRJDnrfVx5rT8U+37Xd/PC52WGV5sk+wcuIxaFHy19ttzThqU9+Fyg+Onq1hQLQAjIh8I3JZRXYlsym23Xogyjacc84wd9AiE4am8U2jAM6Vipgpa30dZ71CMgVz6y1FGPr+BEbNcdQfpVwR11gbfRNJHcuHfU/yAEFyj/JHM2NuQ1mHTsdUmHTw3cUXcojUUzvamYcwtA0ctqvI8ghZcT0V8zrKUrAKZ8ftu7PGi+a3IK/5Qc06nkUYZh0B8Xk9SRjmeyT/sxuVOYcShr/cvx9p5zX3mRXKbpsth9nvtFbcfFvVnXoWXEiXK7t77q26+VFavM9Ef9soZsJM3Beis7PCUXSREsoiq25b3H8ltCMtXn4FmXCT4h/90kuWsQMVL8yPOxK7+WknD/6dWYXbwwmzjCZTd+rr65ej/y1qnHV+1V1zfYzDzj+rQLvKFwmIGT9Xc/sdDGIBAsAH7TssdJyGxQ7QFHnnnZpbctGye+jR+N4/27rsll+2ODje/2DVHXksJ0D4DayI38D3u9t2/ib421h3zbL7zrfa35bzLqi6K66pQlIAYv2/9v/9po2Nsfp3vlP4bll7jYrbbCP/32D0MeP/4JRqNDn3j1chr7Dbr+Jd07dAWi43voQNmPgah06CAcMs/u046fSqu+3O+Lf85bXL7tvfaP8YtCdlm39/Qvxe3/zbZbfW6p27t7XhDydVYeYVP//SS0IYfTv/38QECIK/+VbNjV8KUh8/8X+P+vd08yPffbfmfoEsYboALr1EKfoub7dVxa2wvH//2zjk/6VQfDfid8dX3X33V90n5iq5SXv449+Ntja656RDBtzTz2JhgrFz5DEDjpm/h+znNx6OwPEPPBTjzm84v+XdigsuqbqLL4t/C3vtUnELzB82jrbDAp+mQbvtWHEHH4nNXOhV/3KC//PEtGn3xmEe3M/9e9Vdee3whtFxyLbku72IcRD67rHHsaGKd8qEn/r3XxGftVGbizwOW9EHu0Ba4Y03Y43zX2xTccsu07mBfPKZVZgSVmHKibkMTcU6HC+9jLXm/gPRm2irzSFRsnLn5yT2yNSZ5yc5y3eZmxbbQkeVlzgWlXXcyBhLcTbWx1djfbzs0iX3i2278w6b8kDVHXVc/E2Yb56S23e38HaUi/oR6ZHBNqYJQ+oTnnPB1Q27ghmNKyy3eGqG4W6T3ncvv1xyy2PXaJMAkwU6z50NZ9BFFqpiMlGOhNa3+7F/Rg11E3+DVHcSFfPPX43Shb+3adVRNystmCZ/4KGxHgO1wuj6xJ1ssva+wRfoPvtXhpxNv7ROza25un/7fe/TqeOuurY85DC67dZVaFKm45hs21RkaVL7bPrp/CcDBx9ecW+g9GiJRZ17+NH4alt+byDS+ihKUAT5WJaRAi7qBm70ze6OgUMOQ4YhyuVXZ4n8l8P6MAvml15Jh2bs4EKDdPedu7PzlqXdvXrOofhNvI7fxGdWhAZloDj4dOMgiDxDxb36Rrq2TvL5mVnGsiHq/Lz3Xsmt8Gnn7ron1nXdC7o/M8zgjxZLJm6/A2fi/637RZpndO73wFLok08blFX4VjV6t3c6bry5HGmIMuZCRhT70TcOOKSCDRTnVoV+4FfX7xxu1j7yzHuDIGYssjCMHv5LLcUqvtH+z8BzP4IxOF2l5F5/q/MZHbz/n6A3RBMpaspuF+jw7NtX7TzuRGhe0bH62xjDf/kbqi+Q1bDTz/3Gw2lnsgw4zuZZYnEHw5DuvZMpVWElVMzK+PgcYaj95rdl6GPH87ozzilH1R8/wnj0jZmg58oF0htvd2cc+raz0XHX3QCziKvjdxkzlPfbq3v9mOc5eO7xJ5cjPcaFIVv0o+/791/e+/bK+bPM1Of6B2ru7XeL24d5sPw9MuxM4mS7baogO8K+J3nu/Xfo8N55FzTyQRjuBpfjTofNrXjf76ECb+klO92C4fvNNhM0kvsH3LvvZfsN2rymqOZLeZF/CTqsH4exZbciWmueyFk5kqTwLv1hhnfpJ2YPmMx360F7+L5jmjBs1C+hGoa77TfNvfwKyRK4X33D/0VEIVoK0s4PopA6DyxXYdmKb7z3noNzXl+0mF3gk9VIK8dXjLUft5l0YGx68rlVqm6D9fzbnWwfS2prtXjnrNPaHL44+R53860ld+nl8WIxVLfM9x71x1GXiNqFFEN/8OF4chxSFp71vq0876WXnfvdH+Kdy06XYDZ6jkNQkvwmSpI7VSJ/BQjDG0CSfHTmGkyLOj8ha2Vf9sK1OLl+EYL/y46vue9sHIZn1pJkk1cwMeVVVxlAmXn8LvgVjGyYRe0bl11RcTfdEuuW0eyDph+diqdRRn08NAQZobIKnWpjs/v8+jcV9/60UkQWrrJy53BLtmn/A8fBZKMGmY+ae+75UlQOys28kOh2SbLpaBbVlZXu1A/he0hJgksvL0d9sd02fu+CM6HZ9SA0uxhLL1l13wXZ1q3gM5xxdrzA2XmHfjcrMiVD4sijK5EJE105Wd68xOLVaI7nG0UuSb4T2sj/GNRG5ibsnruHbQL5YtSJ404+tQLX8pJbCMkBWRa5nWhjO+8xljUMievJkEl4/An+EzLuoVP/sQyu9Vn75+JLyu42aOR/FPIUu3ZBnuI9VIsccFC8PthqS2RJLxj2Lc363I3Oy1OS3Mp26FrZEGBi1lF/iOe3y2F9sEng+oDnqSQ5G/Z2Vk8Rhj6PMuXaU30Oy3xMPWGY5pJ8z4Pvun9Dg3DddfwmtNYwamRRIH4uMPZT6aCG3WOSRb4Rk36xxs2CC9QiJ6z/w2764ov5vZDNiXCtNQbc2mv5nVPfNmrsUGuH8VU4JK8CA5eixj3/KrnzL4hfRjv9HB91lBe3O555xqF0rIwsHKRaD5JuFDjnQq8oYeY3bG8vGN/Q0Iciz8ya7VRcdU0Fvzv02yc7dcfRex+6g94D844vZzBQykoYml5YBc5/A9U443oa3ms1ZOes+0X/dzJ75ZrrmKkck/+hbut5e3XqC9ALOi5+h3V7cp7lWajl+zTeiV/Dt6RbwUxTZuBTXuIVbOYwM4y6PSHRbcKQizSaqn1+1RrcOcPaHvKc7Tr2/L9XIhM3anBefyOIFnwPf4jvok+c/Zeyux/fVEbWRYXPfXyOiYXy499jFpdfc1z/0tqQvUC23filq27TTfx/G0UmDB94sOzOOoeZ2jBswBj+ZYA7tE/fdPKY9+D8fsNNfTBQGnDjOl8V2slHbXivsU4YnvOXiqPWN2OvX/a76bBm61Rcig3Mm29hhiE2tHfye4e2sm1JrfafbjvgPgHjj26FCMNuId+a+76FednBmJ8xsiY6iTDM1xc9RRgm3YnzPVb2s+sJQ15p24mHuRtvvze66OorL+eOO2TnoRs8+zJqqDLECxCDpXvabLPWoLlGy/kqCD//ySDLpyimy5L8hRZy7r8on9oKLs0se/CJXx3QF2kPcmHO8s0skXS1/PrXqu6zIL6KGhSJP+Os2LyD4sAh5dl5n5llRyylZc9tg4wWZp0WJZDh7yYdEGerrgFH0U4SdUXBSO3sDAJZCUO+B/k+tNgAGW6fy5jhdvOtZXfJ5ZGaYrQDStKiU8FsZWYtM7o9Oe/UM7f6PocdiZL4/9FVsoby6FKmb0G3CcNWY9Lp61lWDMvZWU4XMjdKmpd9Gk7X3ZTIeBO6ZfyuU56A5j99gWTRaWf0YSPYgfitRlnLNMjbKED2psiE4RNPOnfSqWRWalE55a7QD1MUE4GxThhecCE15uGUjFcBzXs6GZddWXI33QxXY1TA7NKlCph9J8VGdjv8rN/NESjL0EqsRBi2Es3OX4t6vvsNztO5kb/GF8Ln1iIM8/WbCMN8+LmshOFrENqnG6AJ7S+F8pnNA8tn9jtgHESxa1FG2pMoefgRduGZbegTzE5klmIWF0i7/iEQf30TenGMTrt/+TxjyDFPQWPmhFNiwnCvX07DLqC/FmHIfRodm3wRFnGhvy9L08EVf3HNavS/CiHQDQSyEoZsa+xkGLd64w0HMuv/JUvpfCUiWoUV38WHQAOSDMWOKH2avYOlT616hm5f5/d/7IOJmYvIHX4f98ECry+gJJ3tF2GYrxevvKYcZUguOx7mLVP4f/3lCVglwOxErlA/s1LVfeOr3f0eMWO1D3qWdNYMDXM4XWmFKgiHsvssnufrAc9TZMLwJfwGf4ffImM2aENPgFu9opgIjHXCcPKlFRiPlCL5qD1g6tbJYCk8N1GWhOzR1zfozrvw6GP6InPHCTsMRKRpt0KEYbeQb919KYPGrNWsFY0iDPP1hQjDfPhlJgyHdbNqKH8rufGYHG+6cdgL3UqC54NBxzMQBN3mh8hOm9+PMNwfhOE0fLs2hEnFitiJzxJHgPCkwyhjE7R9OTxDUePFF537PT5szAaYBFezTsc+dDBD1223TT80mzp993z32x/aYxzDIgzz4aiz8yGQhzC8G2XQFpR1oIlNlvjXvSX3V0zQ+R7Zast+aPZkuUq2c96Fru2BB8dZOVlKILPddXSddezxFffs83ymUuaMEBGG+cYEs+kuu6LsFl205h6F1MqKK9AAyY8wugC6d/+E/h2D5jlfWc/vvHwtbs/Z1PDjBsT4pWtuygOlYMmPIhOGlAU46LfxBi7NYn6B7CRFMREY64Qh32V8p80EU8ndUL2k6A4CIgy7g3sr72qJTht+YyAy2QwNEYahiH3weBGG+fDLTBhWkRn4K2QIRlacGPefhqPlRshsCQk6Hb+LsqksAu1GGNKJ8FPLZSP6aHZB0wvGZpsMuGUwsS1qvPpayR3xu3ih3w3C8FcgDCGf5n4M0veTnqRvr2B9wCF97r13nVsb2YVrKcOwV7plzLUjD2HYKrAefKjszoSjKeMnMGqYF4YNnYoBvMb3ww4sI9SspVNt7PX7nASDgieQlcFg9v9uu4Qv8EQY5utly9Lld5BazyF6RRdNrrjb7+T9S2711aruy+tmm9vke4LWnH05DLXoOr7oIlX36GNltyYc19dZy/95ikwYEkHL+p57rlpkRKcoJgJjnTA0Y7yZURY8sUtlwcUcOa1ttQjD1uLZjavtD98E6otvshESlJb1/xZaW0UY5uu1niEM8z1G987OWpLMFk9CPT414BhfWqcaObuGBPVx3oT+3VxzwjgFZgEh5awvwmjl+RdiYfCs8QcI7L8AoX1Gp8vvsra52Xn3ovxphuldpJnU6aBlPLWzKGxetDgYmQBvve3cWljQrB2woCnac6q9vY1ALxCGj/235E79MwlDlAVnMMzIi/CUKbFRwPhlivceyfvsrTj/z2dW3CPQs+XGEY2vaIAVGiIMQxH74PFTYFpyDsxL5p7LuRemOrfm6iDKYPzhE5dcVobDeUzYr7VmDZtYxSWarr+x7K6E2cm889QcDVS+sh5c11fxw4HPX3TC8DeHspTRRUYJnNsqionAWCcM2Wv/vq/klljMoSw5+3qrmL3fO60WYdg7fZG1JS9MLWNOUHOfWjbb70iEYVbk4/NEGObDL3OGIW9Lxx86/zB+8mNko2BiGBKHHdXnXn/duTlmd+7lV5zbfrt+kIchV8h37PEnVtxTILpovLLlFv3YCc93PZ1dTASom0aB9zVXH8DCLmwMF/OJ1epeRKAXCEMS/8efNGieNAHmSRlLm3sR37HQprPPrbj7H4y/yfwe87scGiIMQxH74PH/QRnyaWfAEA7ada8h839dkIVrgDT0CSv/47Eh5/lcu9PH3HFn2V04uew+BhxYAbEpTJTGB2zwFp0wZMUHn5sVNNshW1tRTAREGBaz30Zbq0UYjrYeDX8eEYbhmCXPEGGYD79chOFvj+xz//sfdoKxqJyIxWVoHHV0X0QU2sS60y5UJ55ScU/CLITxQxiuLORpuBL6nDq+txG46aYK3BzL7lsbTnOzzNLbbVXrRi8CvUAYMtP76GNiZe+9du930003evEejU/2179V3L/u5ZOV3EIL1twPtwwnKkQY5hsZMelegVO1izLMaPRBww+fYEYeM/MY63+pGun+FTWYlUTDghlRGv82Mvh/vBXkSj7pvyFXdMLwj6hgeR4VLCIMizqC43aLMCx2/42W1oswHC09mf05RBhmxy6aFdcQ+S4xts/OU5J8KFyG34Cz5VJL1uCQHL4w4cKUC1SSNCQeWT7FMqpOxSmnVdx/H48Jw21+2A/DlU7dWffpJQSm6yu7WWYa5156Ha4LCiHQJQR6gTB89VXnjvh9rCM4aZ/wTaAuQafbDiJwIYwm7riLhG8t83dZhGG+4URdZOojl8D71cD3hTh+X3NdxV1zXTwn+RpcQVf+THEJw4dRGn/6WXBZHnTsplMwN4d9o+iE4Umn9kFPVCXJvv3dq8eJMOzVnhlb7RJhOLb6u9HTijDMNwZEGObDL1eGoQmsZ9V+O/YEODpC24buW2+95dwuOw6APPSfUOZ8dHf6mWX38H/i3XyWjHAnWDH2EBBhOPb6vBefuBcIQ5ZQHo5SOlIW+4kw7MVh0rRNl15edjfD0ZIdmMWIjBcXYZiv27mJys1UxtzQr/tZgH7d9TeU3JXXxBm+34Sz8kpwWC5qPPWUcyecEuPA2HfP/si52zeKThj+GfPLRzC/pJblz36izRfffu+140QY9lqPjM32iDAcm/2efGoRhvnGgAjDfPjlIgzfe9+5x5Ght+QS2Sa1J6BshxqCH/lIDaU7JTdx5wE380zZrpUFhrPgBvoAXEEZ2283EJmvKMYeAiIMx16f9+IT9wJhSFyewTt5eoibf3yOXkRJbWqGwFUoab1usKR1lZVr7qvrh2f+izDMN8ZoBEdDOMbnV6259b7k3wc33lxyl18Zs2obf2vALb9cceckL8GY7nd/jA2UZsam8MSdw0izohOG5/ylz02530XzSs4vFcVEQIRhMftttLVahOFo69Hw5xFhGI5Z8gwRhvnwy0UY5ry1O+lPFffEE6XI2fddVIPuvkt/pHfTqTj3rxV33xTejY6g/W52mK8oxh4CIgzHXp/34hP3CmHYi9ioTX4IxM60zA+liZO/O2/y6iIM/bBudtS+k/pQFO7cFt8dcEss7k/63XJr2V2CLFHGpptU3fili1uS/AaMxA6FoRgji1Nw0QnD8y+ouHv+VYKpX83tAMd5RTEREGFYzH4bba0WYTjaejT8eUQYhmOWPEOEYT78ukoYnnZ6n/vPY85NN86596c5t8du/RF52Kk4/++Y0P071gvaGeXQs3awHLpTz6j7pCMgwjAdIx3RfgREGLYf49F+hyTh9OV1q2711cIJJxGG+UfJ5EvLcMh17nubheF/2x1ld/ElMWH4PZCNSwaQjflb3dorJDMtF1+s5v5v8zDSrOiEYRVdz75cYfka9LH9SePW9oKulhcBEYZ5EdT5rUBAhGErUCz2NUQY5us/EYb58OsqYXj6WX3u4UdcpGszgLnkPnv0RwLZnYp/XFh2d94V6z2xXIZlM4qxh4AIw7HX5734xCIMe7FXitWmO/A9uxDfNX7TQtx5k08pwrB7fR7130Wxac2WWwy4RRcpNtG036/73ACIsxU+XXXf+kYYeVp0wrB7o0h3biUCIgxbiaaulRUBEYZZkRs954kwzNeXIgzz4ddVwvDsc8vu/gfLrlwuuWq15n4FUexygCh2zkd3FyML4Lbb48n5HhMH3AzQ7VKMPQREGI69Pu/FJxZh2Iu9Uqw2/evesvvr3+IMtU02rrrlxoeRNDxPhGH3+vxulLD+DaWsjB/9YMAtuECx5yQHHNTnqHW92qpVt/6XwsaiCMPujUPdeRgBEYYaDb2AgAjDXuiF7rZBhGE+/EUY5sOvq4ThuX8tQ0MwXtwwJnXYlfPSKyrupltKkSNop7Mbc3abTm8hAiIMWwimLpUZARGGmaHTiYMIcAOOG3GMUP08A1GEYfeG07/uLbm/ng/CEJOSbbYecPPPW2zC8MBD+ty77zr3xTWr0f+GhAjDELR0bLsQEGHYLmR13RAERBiGoDU6jxVhmK9fRRjmw6+rhCF30rmjzmBmITMMOxlXXVNx193AxRWyG/dCduMwd9nJZuheXUZAhGGXO0C3jxAQYaiBkBeBRx4tuT+fkS9DTYRh3l7Ifv59U0qOZmyMn2074Oaeu+iEYQWEYcmtt+6A+/xqYc8iwjD7ONKZrUNAhGHrsNSVsiMgwjA7dqPlTBGG+XpShGE+/LpKGF5yWcXdcltMGI4bV3J7/xLOJx2Mq68tuWuvr7gSmrDf3p0lKzv4mLpVCgIiDDVEegEBEYa90AvFbsMTT5bciafE37SshJMIw+6NgQceKruzzol3Lnf4Wb+bY47utaUVd34c4/HJJ0pujS+EZRfy3iIMW9EDukZeBEQY5kVQ57cCARGGrUCx2NcQYZiv/0QY5sOvq4ThzbeW3WWXl5Hfh+wauCPvCZfkTsY115fcNddWXAUaivvu1VmyspPPqXs1R0CEoUZILyAgwrAXeqHYbXj2+ZI79vg4Q23CDgNutlnDsrp4ngjD7o2Bhx8puTPOqkRzop136Hezztq9tnT7ziIMu90Duj8REGGocdALCIgw7IVe6G4bRBjmw1+EYT78ukoY3n8/9Jb+Eu+mzzhjze2+C6ySOxg3oBz5imvKrgJn5n3h0KwYmwiIMByb/d5rTy3CsNd6pHjE6je9AAAYiUlEQVTtefEl537/R3zQEHvsCiOvj4gwLFIv/udR5047I+6/3TAfmgnzorEaIgzHas/31nOLMOyt/hirrRFhOFZ7fvi5RRjmGwMiDPPh11XC8Jlnyu64k1iSXHIfndm5XSd0lrS74aaKu+KqEsqhHcqhO3vvnN2m01uIgAjDFoKpS2VGQIRhZuh04iACr/+v5A47Ms4wpMwGS5NDQxmGoYi17vjHUb570p9QUo5L7jmx300/Q+uuXbQriTAsWo+NzvaKMByd/Vq0pxJhWLQea317RRjmw1SEYT78ukoYvvlm2R1yGDIMMTueZZaa22XHDmcY3lQCYVhx001Xc3vt3tl75+w2nd5CBEQYthBMXSozAiIMM0OnEwcReO1V5w7/PTLU8E2dlFGXV4Rh94bTk9SgPDUmfPeFCVwl/scxGSIMx2S399xDizDsuS4Zkw0SYTgmu/0DDy3CMN8YEGGYD7+uEoZlpD/sPanP1Wo1N9ts0Fz6RWez/G66peQuu6Lipp8Ou/m7d/beObtNp7cQARGGLQRTl8qMgAjDzNDpxAQCjz7m3AzTl9x882UrZxVh2L3h9PTTJXf8yWAJcxC+3Wt9a+8swrC1eOpq2RAQYZgNN53VWgREGLYWzyJeTYRhvl4TYZgPv64ShjQbOfSIPvfa6yAMPwbC8OedJe1uvrXkLr0chOH0NRiuKMMw51Aq7OkiDAvbdaOq4SIMR1V3FvZhRBh2r+uefgaE4UlxSfJ++3R2PtS9p258ZxGGvdYjY7M9IgzHZr/32lOLMOy1Hul8e0QY5sNchGE+/LpOGB57Qp976pnuEIa33FZ2l1xWRjYGBOI77NCcs9t0egsREGHYQjB1qcwIiDDMDJ1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%Y\"},\"yaxis\":{\"anchor\":\"x\",\"domain\":[0.0,1.0],\"title\":{\"text\":\"Temperatur (\\u00b0F)\"}},\"legend\":{\"tracegroupgap\":0},\"title\":{\"text\":\"Temperatur maksimum\",\"x\":0.5}}, {\"responsive\": true} ).then(function(){\n", | |
| " \n", | |
| "var gd = document.getElementById('99b39588-e071-4cbb-ad00-dd3e974b9bfb');\n", | |
| "var x = new MutationObserver(function (mutations, observer) {{\n", | |
| " var display = window.getComputedStyle(gd).display;\n", | |
| " if (!display || display === 'none') {{\n", | |
| " console.log([gd, 'removed!']);\n", | |
| " Plotly.purge(gd);\n", | |
| " observer.disconnect();\n", | |
| " }}\n", | |
| "}});\n", | |
| "\n", | |
| "// Listen for the removal of the full notebook cells\n", | |
| "var notebookContainer = gd.closest('#notebook-container');\n", | |
| "if (notebookContainer) {{\n", | |
| " x.observe(notebookContainer, {childList: true});\n", | |
| "}}\n", | |
| "\n", | |
| "// Listen for the clearing of the current output cell\n", | |
| "var outputEl = gd.closest('.output');\n", | |
| "if (outputEl) {{\n", | |
| " x.observe(outputEl, {childList: true});\n", | |
| "}}\n", | |
| "\n", | |
| " }) }; }); </script> </div>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "col = \"TMAX\"\n", | |
| "dfx = pd.Series(df2[col].values, index=df2['DATE'].values)\n", | |
| "fig = px.line(df2, x='DATE', y=col, title='Temperatur maksimum', labels={'date': 'Date', col: 'Temperatur (°F)'})\n", | |
| "fig.update_xaxes(\n", | |
| " rangeslider_visible=False,\n", | |
| " rangeslider_thickness=0.05,\n", | |
| " tickformat=\"%b %Y\",\n", | |
| " rangeslider_bgcolor=\"darkblue\",\n", | |
| " rangeslider_borderwidth=1\n", | |
| ")\n", | |
| "fig.update_layout(\n", | |
| " title='Temperatur maksimum',\n", | |
| " title_x=0.5,\n", | |
| ")\n", | |
| "fig.show()" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "wWXJQunVkp4g" | |
| }, | |
| "source": [ | |
| "# **Periksa Kestasioneran Data Terhadap Variansi menggunakan Box-Cox**" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 57, | |
| "metadata": { | |
| "id": "iCKLWL7F6oiZ" | |
| }, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "image/png": 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LZE1TRkZGxgxx3XXX1cTohg0b8N3vfhc///nP8Rd/8Rc4+OCDAQCvfvWr8dnPfhYnnHACbrvtNjzqUY/Cr3/9a5x22ml43vOeh2c/+9kALHNyxhln4BGPeAQe8YhH4C1veQve+c534qlPfSqe+MQnBtvylKc8BZ/73Ofwpje9CUcddRTe+MY34hGPeAQmJydx9dVX4/Of/zwe+chH4rjjjsPhhx+O17/+9fjP//xPNBoNPPe5z62j5x1wwAF429veBgC49tprcfLJJ+OEE06oGaX/+Z//wUtf+lJ8+tOfxt///d/Pyri+4AUvwJlnnokjjjgCj370o3HllVfi4x//eFSDpuGHP/wh/uu//gsvfvGLccghh6AsS3z3u9/Fpk2bHJ8xCanvbzbx8pe/HGeddRae97zn4a1vfSue+MQnYnh4GHfddRfOO+88vOhFL8Jf/MVf4GEPexhe9apX4dOf/jSGh4fx7Gc/G9dddx0+8YlPYPny5dHnvPrVr8anPvUpvPrVr8aHPvQhHHbYYfjxj3+Mn/70p0655cuX40//9E/x8Y9/HHvttRcOOuggXHDBBfif//kfTxP4yEc+EgDw+c9/HsuWLcOiRYtw8MEH44gjjsChhx6Kf/qnf0JZlthjjz3wgx/8AD//+c97Nm4ZGRkZPUH/YlBkZGRkDDak6HkrVqwoH/vYx5af/OQny7GxMaf8hg0byje84Q3lAx7wgHJoaKg88MADy3e96111uWuuuaZcvHixF91sbGysPOqoo8qDDjqovP/++5PatmrVqvKEE04oH/zgB5cjIyPl0qVLyyOPPLJ873vfW9577711uVarVX70ox8tH/rQh5bDw8PlXnvtVb7qVa8q77zzzrIsy3Lbtm3lEUccUT784Q8vt2/f7jzjzW9+czk8PFxeeumlSW0KRc+7/PLLvfL3339/+f/+3/8r99lnn3LJkiXl0572tPKiiy4qn/GMZ5TPeMYzgvWWZVneeuutTrS3P/zhD+Vf//Vfl4ceemi5ePHicsWKFeUTn/jE8swzz3Tuk6LnlWX8/RkAKN/85jd792t9fd/73lcCKNevX+9cP+GEE8qlS5c61yYnJ8tPfOIT5WMe85hy0aJF5W677VYeccQR5d/+7d+WN954Y11ufHy8fMc73lHus88+5aJFi8onP/nJ5cUXX1weeOCB0eh5ZVmWd911V/mSl7yk3G233cply5aVL3nJS8rf/va3XvQ8U2733Xcvly1bVv75n/95ed1114nP+fSnP10efPDBZbPZdOq5/vrry2OPPbZctmxZufvuu5d/+Zd/Wd5xxx0lgPJ973tftK0ZGRkZc4GiLMuyH8xaRkZGRkZGRkZGRkbGICD7NGVkZGRkZGRkZGRkZASQmaaMjIyMjIyMjIyMjIwAMtOUkZGRkZGRkZGRkZERQGaaMjIyMjIyMjIyMjIyAshMU0ZGRkZGRkZGRkZGRgCZacrIyMjIyMjIyMjIyAhgwSe3bbfbWLNmDZYtW1ZnHs/IyMjIyMjIyMjI2PVQliW2bt2K/fffH41Guv5owTNNa9aswQEHHNDvZmRkZGRkZGRkZGRkzBPceeedeNCDHpRcfsEzTcuWLQNQDczy5cv73JqMjIyMjIyMjIyMjH5hy5YtOOCAA2oeIRULnmkyJnnLly/PTFNGRkZGRkZGRkZGRtduOzkQREZGRkZGRkZGRkZGRgCZacrIyMjIyMjIyMjIyAggM00ZGRkZGRkZGRkZGRkBZKYpIyMjIyMjIyMjIyMjgMw0ZWRkZGRkZGRkZGRkBJCZpoyMjIyMjIyMjIyMjAAy05SRkZGRkZGRkZGRkRFAZpoyMjIyMjIyMjIyMjICyExTRkZGRkZGRkZGRkZGAJlpysjIyMjIyMjIyMjICCAzTRkZGRkZGRkZGRkZGQFkpikjIyMjIyMjIyMjIyOAzDRlZGRkZGRkZGRkZGQEkJmmjIyMjIyMjIyMjIyMADLTlJGRkZGRkZGRkZGREUBmmjIyMjIyMjIyMjIyMgLITFNGRsYuhfVbx3Hjuq39bkZGRkZGRsasYsfEFFbduQllWfa7KQsCmWnKyMjYpfCED/0Cx37qQty5cUe/m5KRkZGRkTFr+OCPVuPFn/0NLrzxvn43ZUEgM00ZGRm7JH5316Z+NyEjIyMjI2PWcM+mnQCANZ2/GTNDZpoyMjIyMjIyMjIyFhjaHau8qVa7vw1ZIMhMU0ZGRkZGRkZGRsYCQ7vjyzTZyj5NvUBmmjIyMnZJZL/YjIyMjIyFDHPOtdr5wOsFMtOUkZGRkZGRkZGRscBQa5ra2TyvF8hMU0ZGRkZGRkZGRsYCg2GaWtk8ryfITFNGRsYuiXyEZGRkZGQsZBirvMlsntcTZKZpgLB+6ziuuuP+fjcjIyMjIyMjIyNjnsMktW0lmOdt3D6By2/bmBPhBpCZpgHC3519FY7/r9/i5vXb+t2UjIyMjIyMjIyMeQwbcjzOCD37kxfgL0+/GOf/cf0st2pwkZmmAcK9W8YBAOu2jPW5JRkZg48sTcvIyMjIWMjoJuT4xu0TAIDf3nTfrLZpkJGZpgGCmfw5CEpGRkZGRkZGRkYI7TrkeDrhuOduo7PUmsFHZpoGCPXkzxLyjIyMjIyMjIyMAMo65HiYbtw+PlV/3nPpyKy2aZCRmaYBgtU0ZaYpIyMjY1fCqd+7Fh/+v9X9bkZGRsYAITXk+Pqt4/XnJSNDs9qmQUZmmgYIObNzRkZGxq6HdVvG8PVL78B/X3ALdkxMxW/IyMjIgHXniCW3Xb/NMk3tbM2kIjNNA4RaYpAndEbGjJGXUcagoCjs5w3bJvrXkIyMjIFCTTdGhO1U05SZJh2ZaRogpE7+jIyMjIyFA0rDUIlwRkZGRghlYshxyjRlnklHZpoGCO1snpfRZ7TaJf64buuch+suyxI33bsVE1MzCx2Zw4xnDCLonn/f1sw0ZWTMBe7YsAPbxgfbHNaGHI+Y51GmCfmc1JCZpgGCIfiy6jSjXzjl29fgzz51Ib540a1z+twfXXsPnv3JC3HSV66YUT106eSDIWNQ4DBN2TwvI2PWceO6rfjTj5+Hp3/0V/1uyowwLfO8nNZGRWaaBghZ05TRb3znqrsAAJ8576Y5fe4XLrwFAHDBDDOV55WTMYiggrL1WdOUkTHr+NUf7gUA3L9jss8tmRnM1hELOT5BNFFZMK8jM00DhOzTlDFf0GwU8UI9xNYemUjkwyBjEOFqmjLTlJEx21goAbcs3RhWH1HT9QXS9VlBZpoGCCY/U2aaMvqNuWaato31hmlyzPPyMsoYEFBmPzNNGRmzj4VyPhhycTISCKKdTdeTkJmmAUJtnrdQVnPGwGJorpmmHmma8mGQMYigBE1mmjIyZh/zXTh98c0b8C8/uB5jk61guVQLJfrrPO96X5HT/g4QzORv5xmd0WfMtaZpx0T4YEhFljdkDCIowbNpwH0sMjIGAfPdlPuvv3AJAGD3JcP4u2cdppazIcfD5nm0v/O97/1E1jQNELJPU8Z8wXBzMLeObJ6XMYige34maDIyZh+DIpy+feOO4O825HikP+TnAel6XzCYlM8uCmue1992ZGTMsaKpZ8jmeRmDiHZ20s7ImFMMihtE7ChON8/LEsUUZKZpgFBm87yMeYKhRn+2jmKGzNogLZ2yLKNrPe8FuwYowZPfeMauiLne6xbK1loHgohEz6M/L5S+zwYy0zRAMBN5Ks/ojD5jrn2aDHYbnZkbphNWdaaNmWW8+etX4RmfOE8NgvHz69fhUe//KX5y3do5blnGXMPVNM33mZuR0Vt896q78Kj3/xS/vfm+OXvmQjGDLaehaVoofZ8NZKZpgFAHgsgTOqPPGGrOHdNEicRlM2WaZtqYOcSPr12LOzfuxLevuFP8/aSvXIHtEy284WtXznHLMuYabjjgjIxdC2//1u+wfaKFk758xZw9c1C0+DHri1rY3kXI8QHpel+QmaYBQVmWtZlpDgSR0W/MpaZpfMraDey2aKaappm2Zu5xw7qt/W5CRp/hmOcN4BzOyOgFGjO1z+4Cg0JmFRGvJiNkn4omt6WfB6TzfUBmmgYEdA5npimj32jO4eG1ZacNsbx4pIfmeQNyMPxhbWaadnW0c/S8jIx41IMeYqHQWWbviGmayhxsJgmZaRoQ5Bj6GfMJc6lp2jJG8tLMcO4P4tK5YY6Zpk07JnDeDfdG83pkzB1amaCZEa64bSNu37C9383ImCHm0pN2UOismPyyztPUVXLb3vR92/gUfrl6HcanepNncT4gM00DAjrfcyCIjH5jLn2atozZQAgznfqDuHJ2TLTmVOr50tMvxolnXI4zfnPbnD0zI4yFIvXuB266dxteevrFeMbHz+93UzJmiGJOzfMGY83FfZqMpilmnkcF8zNuFgDg77+xCv/vy1fgI//3h95UOA+QmaYBgaNpygdoRp/RnMOQ42645ZnNfScK2YxqmlvE7NF7iZvu3QYA+ME1a+bsmRlh5Oh508cf1m7pdxMyeoS5DNq6UMgsG3K8m0AQven8L1avA4AFJYDLTNOAIPs0ZcwnDM/h6eX4c8yQdxhUZ9c55JlqDNDwLHjQ959fS3eIOcpnDA7mVNO0QOis9OS2GSnITNOAgHL+g5KpOmNhgTIZjTlkmkrl8/TqGkzfkLnUNGXMP7SyT+u0MYd0dsYsYy5f5eAIp8OjQqMuhwSF5SxYMy3EtZeZpgFBNs/L6DfoITI0l5qmHpomlY4JwoyqmlMMzgGeMRto55Dj0wbdqfqhXW61S3zwh9fjJ9fdM+fPXmiYSyJ8ULbcVJ8mIOwPPxtn4x5LRnpT0TxCZpoGBHQSZ01TRj8wSUKWzmX0PKpemunUdw+G+buOOHHXD6Zppv5jGb1Da0B98eYDqElXP4Io/fCaNfjir2/FG7521Zw/e+EhB4LoFg7TFAg7Tvf7XvV9j6WZacroEygRlaXOGf3AJDERm1tNE/08Q00TBoP45Gs8r/ldGzm57fRBJfGTfQijv3bz2Jw/c6FibgNBLIyF5kZe1uf/bPhN7k6Ypn6svdlAZpoGBI6mKRNQGX3A5JTd9ObWp6l3ErC2o7Wav+uIL/GsXd614c77PBe6Ad2pJqfmfuzycd07NOY05PicPWpGCI0IP+NSNU29OhuXL7LJ6Ddun+hJnf1GX5mmCy+8EMcddxz2339/FEWBc845x/n9u9/9Lp7znOdgr732QlEUWLVqVV/aOR/gBIJYGAx7xoCBmufNJd3W7uFjZ8PZdTbAmcNYNveMhQ2658/jaTvvMdmHgCrZzLV3mFOfpgWw0HgXQvN/NkKO02rWbx3vSZ39Rl+Zpu3bt+Mxj3kMPvOZz6i/P/WpT8VHPvKROW7Z/IMTCCJLnTP6AKpen8s5SBmdXvo0zedVxPvZF5+mGT5y2/gU/uxTF+CjP1k4iQ37hW6Cobz1G1fjZadfnC0SOqBj1w8ToXxc9w79ip43n60SNEbylvXb8LSP/sq5FtwTZiEQBLWQWL9tYTBNQ/Eis4fnPve5eO5zn6v+/jd/8zcAgNtuu22OWjR/kfM0ZfQbEw7TNHfPna3cSvN5GXGmdBDN875x2R3447pt+OO6bXjnnx/R7+YMNJzoeZGy319VJSW+7u7NeMwBK2evUQMCqiHvh3leRu8wp3maHEE10Jyn4bO1PGTv+f51uIf504UsFto9FE4aUFp1+/hUbyrtM/rKNM0GxsfHMT5uOdotWxZGNnDXPC9v/BlzD7rhzqmmCe7hNRP0Mnz5bMJjmgZwzQ9im+crWokEDZ3T/YgUNx9B52FfzPPm8T4zaJjbkOPuedccsCTJkoAgGHKcfu7RnJ0NRqzfWHCBID784Q9jxYoV9b8DDjig303qCXIgiIx+g5q2zOUMbDv+HDOMntfD8OWzCU7bZZ+mXRtU0xRaA4NiUjSXoIRiP8zz8nHdO/QrT9NALiVhrKYC878s0/aYbtBK3LcGCQuOaXrXu96FzZs31//uvPPOfjepJ6CH5iCa6mQMPqh53lwSZK4ErHd1zedNnLdtPrc1Y/rYPj6FzTsno+UcQVlgKkw5RMpMWjY4WLt5LOi0TwnF/kTP20VexBxAM0UziM2FbjCf/chpHzVGUgpwG9I0uYEgptsyVicNYz6/hnDaWHBM0+joKJYvX+78WwhwknLuKqdhxrwCDTk+l1YuvTSp43bq8xVe9LwBDASREUZZlnjE+36Kx3zgZ9g50QqWTQ1cuRAluyH8/Pp1ePKHf4m3nK0njp3qu3nenD9ywSKkafrZ79fiyR/+Jd76zVU9edZ8zo1G17Y2JFJ49nDIcfJ5FgJBLJT9aMExTQsVjk/TApl8GYOFyX75NPUw4p1b1/xdR16epvnM4WVMC3Qu3nn/jkjZNMGBo2naBebM6RfcDAD48bVr1TKupqkfIcczeoWQnumz51dz4Qe/W9OTZznCunn2FlNoQIlpCgkNZts8b6GQrX0NBLFt2zbcdNNN9fdbb70Vq1atwh577IEHP/jB2LhxI+644w6sWVMtghtuuAEAsN9++2G//fbrS5v7hRwIIqPfoBvu3EbP6+VmPhibOCeM+xJyfM6fuGuhG/Mfh/hILLcrCNdSXFxcn6Z+aGwX/nuYKwST2/Z4nNvzODdaisJUGqrQOTIbUWrns4njdNFXTdMVV1yBI488EkceeSQA4O1vfzuOPPJIvPe97wUAnHvuuTjyyCPx/Oc/HwDw8pe/HEceeSROP/30vrW5X8iBIDL6DSql7ZdP08yj55HP83gd8aZN9cGsKGN20c2enmrmQrUqu0L0vJTAAE70vJynaaAR5Jl6/Kz5bFpG26aFYRc1TaFAED2MUmuQNU09xtFHHx0kvl7zmtfgNa95zdw1aB6j7ELTtG7LGH6xeh0O2Ws3POXQPWe7absk1m0Zw+/XbMYxh+/Tk9wRW8cm8dubN+DBeyzB5p2TePIh8++9zYZ53vhUC+f9YT3+5CF7YvmiYbFMN2FLL71lA1YsGcbtG3bgyYfsiRWL3ToHJbkt1xJknmnhoZt53U4kPhytSh9M0eYascAAQP+j5803067ZhjnLnvHQvbFouDmjusqyxHk33Ft/n8s8Tb1Mqt5rpJy/UiCIEO3Yyyi10vPmG+M5XSy4PE0LFW5kk/Dke/f3rsUvVlcbzWWnPgv7LF80m03bJfGMj5+Hsck2/v3lj8WLHvvAGdf3xq9dhV/fdF/9/Rdv/1M8ZJ9lM663l5icheS2n/7Fjfjc+TfjyYfsgW+8/ilimVSzgZvXb8Nfff6S+vtjDliJ77/5qW5dGIxNnGvBsqZp4aHsYk+ntH6qeV4/TNHmHAk0NHV+74953pw/sq94/VeuxMW3bMCrn3Ig/uVFj5xRXef+bg3e+o1V9ffQ6+71OLcTz51+IMVKYkaBIKbTKAGuX9jCQA4EMSDoxqdp3Rab3Pf+HfFwthndY2yyomLO+8O9kZJpoAwTAPxx3bae1NtLTDhMU2+2wG9feRcA4JJbNqplUjfe1fe4iax/d+cmv655bKdOwYd3PjN4GuYyp8ogotXFnt5KVJFSrcpEKxyRbyEgZYq1yKLPeZpmHxffsgEA8K0rZp7u5YIb1jvf53JPcbUkc/fcFKS4aEhjFUxuOwuJ37sR9g8KMtM0IHCj54XLjk/Zw3KhTNT5itnaTCXVer9BpVS9mlbLRrtTdofmcwpB5JjKzOO14YUczw7sCw7dhL93CJoA1+QwCH3ISTTXSCGiJ/ttnreLrqMU08loHewFhwJB9NoMcj4nik6hOyRTxnByW1J/j5ZJex4zntNFZpoGBHRCtyIzesJx2J+tFmUAs8mUzj+uiRIcvTqgliYwTQ5xGdh5U0xvXJOoaPG+gc+rHPxl4aF0Ej/GzPPSiA9X07TwTTpTCPN+myzuqiu3F4K/buro9VE8nzVNKVHppLGbDHRkNiLdtWZBe9VvZKZpQOCa54XLjk/13owqQ8ZsDe981DQ5Pk09osd2S2CaUoM3dCtFns9rw2Oa5lFbp1ptfOHCW3Dd3Zv73ZSBRkjTxMc4lfhw/Xd2Aaapa5+mrGmaK/QiaAPXLM1VIIjf3nQfrifm3vPtHVKG7tzfrcFPrrvHKyNp5UIC99nwaVqI0fMy0zQg6CZU8sQuEDVpvmC2NADBfBR9wmz4NO22yDJN28enxDKuQ65eV4oJ26A4ps7n5LbfuPxOfOjHq/GC//x1v5sy0Aj5qZ592R3OGDvR8wJ19ju89lwjiWnqs0/TQiEWu0UvTrAGo1DnKhDEK754qVt376ruCejesWnHJN7wtasctwxACzme5tPUq/PdNc+bb6M4PWSmaUDg+jSlM00LZaLOV8zW+M5DngmtWfBpohq1DdsmxDKpDqpJPk0D4pg6n83zbli7td9NWBAI5Wm6/h53jJ3oeanmebuA8Kz7kONzv47mcxS22URvzjCuaepFnd1jvp0VksKIX5tZcttpNow/rwu/zUFBZpoGBA7HHpl9rnnerDUpA7sW0zQ1C1IjE4UQANZvGxfLpPohpfhwOCYI83ht8ANwrhKVpoSyHWrOw8k5gKAENA8pz9c/X28a8U2JooldIOR4mnlenzVNZNeZz3tOr9Eb8zz+vT97z3yjo1LMteWQ42nmeb3L00TqXyCTPzNNAwJHKhmYfGVZOsTjQpmo8xWzpQGYyyR+qZiNRHXUpGCDxjRRoiNgKNG1ed48Xhv90jSlHMbDzXxs9AL0lcbmrs80yeX6bYo2H0EFDiGicbYwKNrtXqMXRxgn/EO+vrM5svPtrJDOA342SmMVEr51k2w7FbNRZ7+RT78BAZ18oQN2nJlk9IrW+u3N9+Gfz7lW9TvZVTHfJFCzicl2ugbztvu245++cw1uu297sBzVNN2nmOe5uR4C7evaPC9avG/gB0yMaSrLEh/9yR/w/VV3O9fHJlt47/evwwV/XK/cqT9HO+Sa8zFKyQDC2dPZ++UjzN+/Nhscn6Y5Ms+7Z/NOvOu71/TUbPPeLWN413evwe/XhIONpAiX6Jj8x69uwvVrtgRK9war79mCd333GqzdPOZcn897Tq/RE58mXkmfhInzjeCXmDh+qevktrPA3M+GoLXfyEzTgCA1HKRvotSbifqKL1yKr11yBz573k09qW+hYLY2ghQzqbmG69MUbt8JZ1yGb1x+J17JHGo5xiatpmnTTs2niX7uZu6LtdWf5vMmzjU+MabpNzdtwOfOvxlv/cYq5/oZv7kNX7n4dpzwpcuSnpsyJlnT1Bt0k7A81TzP9d+ZG6bp3FVrcPZld+LLF9/WszpP+c41OPuyO/H8/wgHG0khoTmh+NLTfzuDlqXhef9xEc6+7E6c/I2rZyWU8yCgF9YSvI5wIIjejK109s639yZZBPA2SuM/GYyeNwuapnkctn26yKffgMDN0xQgHGdJ02Rw1/07e1vhgGO29tL55PhvMNXFBnj7hh0AgLs3hefLeEJOsVQVf5p5nv08z85BB92a523YLps23r1pR1fPTfGdGs6app6A0i8xn6ZkTRNZA3OVp8loi3f00ArhxnXbksp1Gz0PAHZMtJSSvYNZvqvv2TLvCO65Qm80TXMfCELaA+fbK5TOA35J2qZbgTOSLpPZyNO0UNZBZpoGBKnSKm6e1+t5mp3AXcwWczMfN5jZULVTTZMmKaRXQ8/t1jxvvtmpU/C2xc3z5Osp0cUoUjSczbwH9ASpJteAn5tP92kiTNPU3PrB8bNnJhgZSiNNUmZiXwVQ5a7s09T7QBBzsfNwJhuYf+9NbA67Jg1/KLlttP5pYD4Kf2eKzDQNCELhaSl8TVNvJ+0wT5ywi2O2NtO5ipbWDWibetVtyjRpXXZCjgfqSgknnFpXv+ElO40xTUpvuqVbHJ8mpU66B8xHM9JBgevTFGY4+D6j7Tv9yNNk5kAvQ5yPJJqAphDm/QgzblCCC3361ZK5Ry+0QryOUPS8XgnEpPky396brGlyr3Wb3HY2zEidOufbIE4TmQIeEISchil4grNeE/W90DTdsWEHTvrKFbjy9o09aFF/MVtM03yU0EzNQnJbGghCq5Pnj9AORD73JbhBJebfGBvwA2a6be12tabk1aB7QMgErFst164GJ3pelz5NGvoRPW82NE2jw7Onadpj6cg0WjQ9lGW562qaelHHNM3zZnJ8yhEW59d7k3ya+BVJoJAeCGK6LXPhWqf0ps5+Y6jfDchIQ5nIsXvSvl6b5/XAn+Env78HP79+HVYuHsZRB+7Rg1b1D7O1EczHwzUlsppBo4iPTVmWGJuKa5qkcMvS4ZlCtJUYjE3c0zRFpOWqeV6X4l4qiNQYd7oHjE+1sWi4Ga23LMt5GUa/n6B7Oh9rznB6Pk3K++6npilFaJGKdE1TvAzX4u2+ZHg6TZoWSvDk3HP26L6jFzmVuqmC7u1T7Taajfi+JCHFX6jfkASHvqbJvy895PjMO1yW5cAIKbtB1jQNCBxiJhRBbJYDQfQicpZRfy+EPCKzp2malWpnhG6S2w4lzJOJVtslIhI0TYAuBxifTCDamNZqvsILBBFpbM9s0BMiujUcpimNUJ7PY90v0OGNmZB5ggNlFdA12kvNTwitmmmae01Tij6DCxzmVtM0OH6UvcZs5GlKpWdSggJpkPx+5hvBL9EHKeZ5qclte9FbPowLZe5npmlA4NqG6uW8QBA9VjWlEMMxmMWT6pQ4nzFbdroh2+N+oZtAECkaSWqaV9Upl0v15+D1SXB5tPk7//zoedObD137NBFiQ2Oa6OVUP5b5O9L9gxtyvLvoedpa6YemqTbPS1h/qeitpskdrBWL55Bp6vxnsACOvGT0xDyPfU83U53+QEuMxXw7KsS9mV2SjuAQzdVrM9LUiJ+Dhsw0DQicQBB91DT1wjzPND8U/nJQ0Kvx9Ymk3tTbS1Azl9iemjJPuGYodaPWiqX5NKUzfv1E94EgZHTrV5SiaaLMZirTNJ/Hul+gYxLTNPnR8+KaprkKgFAHgujhpjU6lGZalZSniTGkcxkxvywHx4+y1+iFOS6ndULDR38LaVRikANBzK/3JrWHb9fS+IdoLscFpAfdTRV2Dhoy0zQg4Pbvqc7wvZCmU+KpF+Z5prpYxKh+odUu8XdnX52UyLdXARuabIOLmWP1A11pmiLzpN0ucdJXr3SuaTX2VNM0i+Z5k602/varV+CM39w647q8Pk9zns0kep42B2lbUgnleTid+4pf/WEdXkUSP/s+TS588zwZLfI+JE3Tbfdtxyu/eAl+e9N9XbU3BKtp6qFPEwk5HmLMkzRNLb5/6GXf/b1rcdqPV8cr7QLtLvbNhYRemOfxfU+jZ0793rW48V6b22sm57JEl8y31yYzTXHzvHByW/JZqH9iqo3Xf+UKnJl4vvnndtJt8x6ZaRoQ8AmnTcDZyNNED61eRM8zi2k+htUGgAtvXI8f/G4NPv7TG6Jle3UINpj4szUPVU1UAhd7dTFN03VrNuN3d25yrqVEz5O+G6RomuitvZ5+P/jdGvz09+vwgR9cP+O6+KEV1TQpg9KtVL3NhDMSKA2aNU3Tw2vPvAL375isv3cbPU8bTjdPk/9u3vqNq/GbmzbgFYRhmynMVtVTnybCNO0MJKNN0aT6QTTkwbtz4w6cdekd+PyFt/QsfHoJJnzYhZZBL5gmfgxKy+TuTTvx9UvvcK7NzDzPv3e+bV/S3pzSxBAzGbPCOPd3a/Cz69fh/Ynnm29SPM8GcZrITNOAwPdxkCfgbORpcpimnpjndZimeWqet3HbRHLZXu0DvqapN/X2Et1ommIaSSnimlal51CqHA8pmqZeRwii2Do21bO6PGJhuuZ5XVIujqaph+Z5C+S8nDVwcyL+3rx3oYxnK6IFXLtlbHoNDMBGz+sd00Sl5Dsm09aVtkYMAf0nh+5ZlUuw0uiVFURZlgsy7HIKehE9L8XKQHrKTGgLM18WDzex2+iQ+tx+QtQ0eT5EfpnUkONSd3dMdHe+eUtofg3htJGZpgFBqonSbGia6GHSi43QNGm+muft6MLMpFebaZMxo/MxEVxXPk0RjaR0v8bE8M1fG5qxbqPnxUt3hV4yYXxeSZLTlKXYdZ6mBKapPR2maaGcmLOEmDlR6v7v+jTNUcjxTlt6mdyW9mNHSNNEJrhmTmr2rUP2XgogZAZsP09O9Wa+Vj5Nu6h5Xg/qSAmAIglyZ0JbGAHGvstHsbITnn6+vTWpeykWGaFxKSPztFvaj6/HhTL3M9M0IODzbS41TZQR60V9tXnefFSnABgLHNIcvfI94vv+fDRddPM0hdvHmUCOFEdW+yz+PU1gINaF2SNgelkb72PURl9VNXX33BSmidLi44mE+TyczvMK8UAQXIocL9crwj8GswdOtNo9E/bQtRkyz6OEnDpfO2NrtN9aE+l51MugFt1o6BcSZicQRJpZ2kzOT7MWh5qNen7Nt/cmJ7eNj9VMktt2a2WUGvFz0JCZpgFBat4WP+S4jp/9fi1e+cVLsHZz2GSDHiC9iapS/Z2PjAEQlmxy9IpI8DRN82yTBniepnDZ4UZ4a5G6p/s09U7TRAVt83T64ZJbNuANX7vKuRZjmrT9YDai501L09TD+bxuyxhe+cVL8NPfr42WvfW+7XjFFy7Bb3oY+GA2EAspz39Oi57n19ntfEhBt4FBzvvDvXjFFy7BnRt3qGVSNU20O9p8NWGWTRjzlCBKMS1du13iLV+/Cv/xyxuD5Uq4QoZ5uK3PGlJ4pl/9YR1e+cVLcPemneLv/HxNCYAAzNQ8r3phQ42i7sN8S08h0R0pFrzBkOP0s9BfSqOkRCfM0fMy+go+17XQkZyICS3213/1Svzmpg341x+GHfsmeqxpMlXMX/M8a7sbY4p6RXhzpqlXUfl6iSknEES4fTHzPOn+VJ8mTRKQYo4UOxhmgl5V9/LPX+JdizJNyu/dCnvpfNcYMTpuqX4svZzO7z/39/jNTRvwtyz6ooQ3n3UVfnvzBryyh4EPZgNcgOSlIEiNnkf21F5qS0KgR1FKrqYTz7wcv715A9713Wv1Okk/Qr4UdJi0+WrWhonIl2LaHttLrr7zfvzwmnvwyZ//MbiPlGXJ/CiD1S4opGw937z8Tvzmpg04/4Z7xd9TtBXStRlFz6s1TUWtaZpv703UNCUEiwkJZ2LztOkkNY+vcz8AS/SWgUBmmgYEqZqmiRbPfROv+/4d4cAHjnleD6if+R4IgpqDdBvVarrg9sLzUQvXjaYpFnKcDtsbnnFo55pGpLvftTFPGbJyQAkY0aeJfNbGZKY+TdI7oU1J9mPp4Viv3zqeXHbdLAQ+mA3E9sLpRM+bK0cMeiaMt9K19KH3SOdhMHoe2TfVQBAdBqg2z1OmLNVUx5imIaJJ3x5oXwm+bw7QpjMN0HeQYp5ngvfokToTNE3CvaHQ2jGYdz/UaNTCi/l2HKcwj9JYhcyAXfO8sKZpekzTPBvEaSIzTQMCz0RJWcVc0pcyT2MErqtpitcXw3wPOU4P6ZjEqmfR8wYgEETLCQQR0TQl+jQ9cOViIgEOl9W+d4N25GCYCWbzjcV85zR/s67zNCWYQjoR2voQcrybuubfKpLhaZoQ3g+09dfqQhvcK9D5kKJp6rbOYCAI5R4KM7bWpymuaZqI+IPRPFKhaKtliV0qTxPdP1JcYMz+oZ13/rxPbMcMzs9WPV/sKpxv700aL0/TJNyXHnLc/50KdpJM4RPN6gcNmWkaEHjmeaqmqftAEMOR3Y0SRr0IfGD6Mh9N0AA3el43xOpMwDVN8zG5bTcS024CQTQK/xoFvyqVSpdizZ6maTYlaZI5bqE4wdNmdOvDwgW0Yj4Qx6cpLbJZL0emm7oGRboZM1VONc+ja1TaQ3qRO4eDPqdXYccdpilAoNEe6tHzquuG0dGmRDfmebR9920Paz53pZDjtK8pe4+hV7Rx4duerPmWNCoz0DR1GjPUaMxf8zxpX+bfRV+v6Se3pXtUCtOU8zRl9BWpeZo8TVNC3TH/E+og2wsixFSRsrFdv2YLXnPGZbju7s0zfm4qaPQ8zXfMYLZCjs9HhrKbw3+4KRP0BuZKo2EZRq1KPxCEdHCG22PrCtczF/jkz/+I937/uq7WUoyJ1sIad0skc+JdeneOeV7oEO5irLeOTeL1X7kC5/5uTVpDEzH/VpGMkE/T91fdjevu3uL8rg1nPwh0xzwvwETfu3UMrz3z8qQ66XjsDPg0OfNemYrWPC8cCY0SgjF/MNq+DZG8fu7anflL+dKvb8XbvrlqXp4RdFxS9p5a06T6o3EhsF+m9z5NHfM8x6epN2P9vu9fh0/+7IYZ15MSEENqctC6pxQ/1qCmfT+/fh1ee+bluGezHMBDbI/+5IFCZpoGBJ69qrKnc0YkZbF3Z57XC01TVUfKxvZXn78Y59+wHn8tOMfPFraTQzomAd6VmKauAkEQm3+JOTbzslEUtaYp1adJ2n1TDzVaqh9DXJYl/uOXN+IrF9+Om9dvS75Pmg90xtDDsFTKpCDFd5JeC5nnlV1o9b5w4S342fXrcPLZV0fb2M2SGxThZkg489ZvrPKuaXmvnHkwV+Z5iZqm933/9/jVH2SHfw46D7eN64xYLHBJFYih+mz2JG1UHE1TRGNGifkN28KapnaPGdl/+eH1+N7Vd+O8xLGcS8SEjBxxpilFYCZpRWbCNBlNU9FTn6bbN2zHly++Hf/xq5uSos+FIPt2xcuEfCdj+cRomz/8f3/Ar/5wLz70o9VqfbyLg6L1jyEzTQMCPuE0Yp5vFinzNGqeR2Z/LwIymb7EcpMAwNaxioHZOt5dNuqZYPt4uk9T78zzZqfeXqKb5LZU0yQxTaZ7jaKozcw0/jTFNjp1tNy6ejvGtGrtgKBtN3M7BdGAJIp5XreqJv6qJCIoNeR4O2E8DLZ0MRbdvLVBOaj5fh57a7qmqbf+pylI9XG76V5XSBCampS42x7Y+11Nk8Q02c9DEU3TeDeaJtK+DdvTNU291G5vD2jg+gU6j1MCQUTN8zzC2y/TbT6iGEwQiaFmo+5DL5Jz03NwZ0oi9gCk6ennafLLBJPbks9SMekM2rxzUq3PY3jnZ7DkrpGZpgFBSr4CYHp2pDFNE5XA9YIIsT5N83MVbR2zG0E8el5vnjkImqZukjTS/kjMsZnPRWGJJ+1g4ldTpY1iXaTYbA6xVjc9tJIjz0EhCMlneohK/mKp4PNOlt7bz6Hktg4TGXnu6PDsHEXzbxXJ6FYyrs33mN/hLLg0Oc8JaZq2dSH4cjRNAYaaDpu0Z9L5a4LTaEPt+jRFhGWk3ph5nqNpmp9HXs/QTQJ0wO6BKTnhpO/VNakd0x/oqToZckH8baddXQ3a9JkyTSkpO8RgDsmBIPxy0ppYsXg4uY3ZpyljTuEFgtDstxNsgDmGoz5NVNM084lviOP5GnKcHu6x/s5WyPH5Hgiim+ZJzIGpqgBI1nX5/hTb6NT2ONK0Ho8xZfpUIoAMRTd5dCQJIW1/r5LbpvhOpmoWYocwxaKhZmoTB8fmrgt0uxem+DSV5dxo2tzoeToxGGJ+OOhesy2gUSkja4DOu6FYctsuQo7TPm+IBIJwTWcX3tyl6PaMMLSFGg1ymuZ5KVYsGkwf3JDjM39vlI4KhdFPQZJPkzDXQvtMrIvSmli5RGeavJDj4eoHBplpmieYarXx7u9dqzpCpwaCSI2NT+1Th+c85HinDX3QpmzeMYl3fOt3uPjmDWoZaio0VyHHPSlRD8bmd3duwtu+uSrorNkNuglnTJsf82mKhnVNGJtkpokUTLmnLEv86w+vxzcvvyOhrP2saoKpVD4hPHN9aAv24c7ztOh5M9U0iYEg0pgmithYd6Np6mplDMhJ3atE39Mxz54p6CNDmqZuTKzpfJ6Jpskxz2tEzPO6iJ5Hx3ljzDxvmsKm+YgfXrMGp37vWtF3+sM/Xo2vXXJ7fS1F8DcZMc9LMc2Wlo52bpdliQ/96HqcfZm+n0uBIHqxj9AgKaEw+imIzXXpO6DvMynBliQ/rJWLR/Q2LlBN01C/G5BR4X+vvAtnXXoHzrr0DrzwMft7v/uqV4UZSjw06QFBnfYl9DoQRJ3ctg+2Cqf9eDW+c9Vd+M5Vd+G2jzzf+32y1Xb6G2PsemVGl8oUd4MXffY3AKqoVWe97skzrm+yC58m+rukUTE/V4EgwgdTypxLleCmMDYUF9+yAf/z61sBAH/1hAdH2hCvmzKeKZqm4UYDE622t1Z49ZrfBOWZyrKM+hl0a543FmD8uslPQzVN7XaJRsCusJstaFCOaT7uMWZX1TQxSXK7LNGYFaM88oxEzWM3cDRNiT5NMQbfmAynJLeN9YOOc8ivg7dh0AnHt3z9agDAEw7aHX9x5IPq66vu3IT/vvAWp2yK4K/bQBCpIce1c/vOjTvxhYtuxe5LhvHXT5T3c6tpIv62PXhvdK+cuU9TgqapC1+vFNO+SeHi6JBOO043x9Z8R9Y0zRPcfG84khZfENqm4KtE5XL0gIiFHO959LxOdf3QNN163/bg71xSOlfmebPBNBmsvmdrT+rpxqeJbthyIIjqd+rTpOZpShAYpJvndSf13bQjTBBpSMlwn0JgGtPZmJmKI80m151cSQn99Zgm4ZClZUL5OuidsWcvGrZM01ggbPVCRbfmRHr0vLB5dopzfreY7TxNM/JpIte60zRFhGURZk1rw0y39fmS9HzLTvedbBciHKacjXUgiER6RgwCJGlUFIHURKtqZ0jTM1lrmhrECkItngyqaZqpeZ7UZ36pG58m/940TVNIm8gfNegCA4PMNM0T3B8hznyfJuXQ9CSNcn3dBHegi70nmqbOEi3LuQ94EDMZ4Db5cxVyPKQ5mClmGt60rqcbpol8npySpGLVXyd6nqppCn9PaU9djgxFr/0LXHM5uQydTynSxuGOJM83dXDLaQ7YlEhOGSP+nJifSKgPtFzUPI9ILGOmK928t0GJnudrmmLJoeXrnCiaC0IlJU9Tt+/BYZoCmiZabyxIgNE0pVhfdOPTFBes0c8zex/99HWlApKlo66RkmSskpIY3oxdunleXMMC6MyBuTzRagdcF6rrw414OoxuQDVNMzbPEwWHXGDuQ6MFvDEUbpYECaG5n8LwDiIy0zRPcP+OSASeRPtQX50t10c3wJjGZ7Z8mqpnz62JXoyB6F7TNOMmAfD3qF4ykz15Z23mQxOp0/F7aelSyCq5rX8PhR9KVTgwws0Ry83m1NMIBvrMFGmj8Tf0hSGMuUmQZqcQXFziK0WhokV2BJ306T3pkzA2LgvRPC9EpI8IPqczcZzvNVI0Td2mjEhlmmLmeXScjBl6SnLbbnyaYmPcS5+mfvpH0dDqI8wsSzLxj+2vKRYsKfTMdJiDstTpHhpyPBakqBs4mqZZMc/j39OZyRRrDolWS43GVz1jUHbjMDLTNA/wqz+siyb94xNO1TR1JnYzYopApR4xlT/1veiFeQBt01xH0IsxiL02z7tx3Vb8289uwJaxdLv3lOd2gxgBkAJp3EKboOPTJGiazL0FSNb1hLqAdBMNua50Yqebenl9us9hd5omQzDHhCbOd/Kxa/M8bx76ZegesDPg01Qqnzl+dM09OOtS60DeDUERO4gH5Zz2NE3k83IhrK/WrVRLg16CzhHN5HRjJCy3Vyd5cdvGp5KYxGRNk/JMuvfHzAypMKEb87yZEo6zYZmx6s5N+PQv/hg1F6bvkJflKTOA+P5K69AEOpw8mLGmKWGuGpPkoaZNbttrTdPOSI6tH11zD75+qR6sQhQc8ktCk3UNXHzfkGi1ED2YKsAfNORAEPMArz3zimgZT4oQsQEeahRotUs9vOrUdDVNM5/5tIpUvyZpU54OYocONy+ZafS8Yz91IQBg3ZYxfOylj1HLzSbT1Iu6NMmW5g5H+yNHz6v+NgpETSD8690xcNJz5VpmBoeASzi0Q1oaA+Nv6JtdBZ5NzfPQnXmer2kKEymhwz+VQX3z169yvkfN80hVk60SI0OBoBEDomsKrVHJUk8bzn5omlLM86RgCSETREqgtdolxibbWDzih6V3fZqEtpH+xwSJtO1RTZMTSTRYlAlTwmVjmA0/4Bd3AgYtGm7iDc84VC1HQ6vz9yydz9GzllggaNM0JZiAtPen5H3S3rEZ4+EGTW47c1DT/9geZ/bEpx+2Fw7YY4n3e2yuS9+r+8qkgEDSvVLgotB8XKjR87KmaUDgEdWqJLu6biTU2jR1NE0xiVCLStViLY2DbnKp/jbNHjkwRzVNTHLeq0Pq6js2BX9PUY9PF73ow2QkT1DwXjEQRPW3IJEgNHOOFJ+mZE2TEwiiu3GJlXf8HFTJKWU44nO/JkYi88PxHyLX6bJJmQZ8rsTMQEKHv8OgdjHUUfM88jlm3jso57S3vuh76wz4O//8COzeyYui+mPwKItzYP2cEkZ/psl7t47LmnonT5M0VzvXXOGM/Ex6JsaYpm4i4nVjyhcD7WOvY3pcv2ZL8HcaWp2/5yFR0xR+niOMjQiBbZ3h/egJB+0OIE2jommazLtvNoqo6Xg3GKN5mgLadDcHmKyhjfmaAvo8l61Gwt8BWdMUYoz5O81MU8acgs/NWPQ8I6HWNiNH0xQxkaMOgL1QU7vSwbT6enVAxDVNcfO86YxB7A5eZT8iC4YgRVELbYKxw6n2aaLEjDJKvk+TVCYN9N5uh7gbMxw9jxo9OOOapqYS8pYTw2ogCFImKRAEZ5oih3Moep4bCEJ5t8L12Li4kRnDfZpfq0iHtL7q3zr9ffbD9olKvvuvaVJMnrrcR/n+J0VnA9w1HCKomwnho11NUzojFDXh7qEfEmWKe/1uY/VtIOZ5KVESe2GelxQIojO+h+y9FA/ddxkAnaahr0rrQx0IolnUmvqe+DQ55nnx6H1VW9LyKlUX3a+qiXjCWS6GKxd9mvR5sFDN8zLT1GekEuAe1676NJkFn65pijmIT/Y65DgleubYPC8mmeZEYIpUpheYTfO8XqDbcaC/iXmaaqapiDrbpji4JkfPI8W6ZX6jObuo9FmZZnQoUgJBaH4YoRQEtJmFoLEIwZ+HYQ1jUNOkfHbr8q+laOAMov5682sZqeD7IDWrNAxVo2GvpkqR5z4QhDwfYuHAOfhc1cKOp+ZpKoq41oAStdE8TQmmuHXZBOFBKuhy7LU/cJRpIlqPkLDEIHaG0XMhfT77Zcy1RlHUGi/tnHcDFCmaJhoIomHaN/OxHksMOU7bpTHvKYEgtBZLY+OfL/59cvQ85SFI85MaRGSmqc9Izc+RSlS3GNOkTVR6uMU2N0qY9GKfpl0JSVgpQuZ5F/xxfdS04Ia1W3HeDfdGn8elT9KBOB1CpFuH9ZkSO73O55GSgdx5fkQbYM3zQAhBucKUsZmOeV7KELnl0yXKuvlsd2Fna41xROLq5mmynxtOyPHo47xDULadt593TrbU95ZiwiRdj/l6UUKqV4Tjz36/FresD+fKS8Xqe7bg/BvCgX04QnuwIeKaBXFMV0iifoT5pc/UmA3pPYcYXvOODaOjmec5VgsBYUql0Y4ktyVn4nevugtrN4/p7WvF13r9uyLQmA6mughA0XXdkbW00fFp4vnAuj8nU3ylfZ8mae+377jZ4XL0KHH2+r1bxvH9VXd7DIwZh6EGCVLUg6GmTPmOANNJhdTn/u5u3Llxh1dmRuZ5CZqm5DxNQU2T+z1Hz8voCbi0Y9moHJsjRdoO2E3VJMVUA0FMpm++TvS8Hkx8euBLvjISGoqm6Zb123DCly7D8/7jouD9z/n0hTjxjMuxJnAQAr6kVNSwRNoqIXaPpzmYITHIE4TONFeTJJ0Km+fZzxIhZW4tivjB5OWfEMpNKxBEl3M5tk5SfBeckOMJ0lpDBPiMI3s2nS9KM5MCQXgaLOG9M3Mj1VTHGev0NsXGZdKRxEZ8mhJW629uug+v/+qVeOa/XRAtm4Ln/vtFeM0Zl+OGtelJpXk/qIzIzLtK6xheK3y/mgtCZbrmeSGBoalzRSdyoKZpcnyaxOhe1d+Gs8/Ez8QtY1N40Wd/rbavG0aonbAvpII+t9cm3LG2bdxuGVd+Tkq3xgR3kwl0RSw/Hb3WKIqa7tFDjtvPr/ziJXjrN1bhgz+63n0mEzyH2tcNUpPb0nVx9mV34ukfO88rI40tv8LnudlTJJordr4A8nzLgSAy5hycoBwdll+JH3Jcrq/Vche8Nk+7SVg76ajRZz7x6ZpNlZZp1nm3bdg+4/ZQcAdXSZLCh6DXfl7V95nVyTflUK6TFBiifCT1ICE/haSQDRsHQq3PH+/g44Iolc8p6ManSTefjdu1U4LZRCeMzTnX14GWA7ke77GnqUiI0qT1I0XTJF2OmS1SSWyMcExZRtfctTleaBq4/p70ekPtnCTmeTETs5hPWq+DB1RtsZ9Vpklor2YeBdj3OjrU7DxDEUJQpim4zxRkn5GfyZ+xbsu4XJA9qxvzvF4yTb3WNMXqo76GKZqmaCJ56tOkmjNXdTxkn93U5zgmmJ0FotXXFpjd769a45RxA0H0TtM0Ng2fJg0y88gEJuz3oXpsBIbL66CwXjvv66A9l+DFj91fratuDxfgqCUHC5lp6jM405QqkdVsds1hM6TkdzGgCzim1eDhX2eKlLCfHJpPU4HeUgH8MJCIsmn5H0WKmE3rHcc+NL3OALjp11ZFUpsK6yuXZu4VI5hdYibm08Q3X2nT19viluuOgHFMSbtgmlIcmzXzPGqKOlRrmsISV7pGnQiBTrRAreWkngjRXT3bvaaZmrhaPfl5snlemGmaIH3tRQ4yKfJXL6AFL5DAx0FqERUw6JomTswmN2HaSPFpkhiLkPa7lvYPRfaGNv2cJpzRtI/djFXKWpfaONPXMZuaplh9lNDnwkXpzljzKO2jmvh2Kjn1eUd0yknP6TBNsGtZZ7LDbQLcsy4m0OsGdG0EzfMS9jTxLGKXeJvNWSLRe91omv7puQ/DYw9YqbdDaWP2acroCTjTlLrYY5LGEWOepzyXOnJ2o2nqxcSnVaRrmhSmyUne2duNDUhrX8rhFSthfjfM7kyZJu6oO1NNkyVi7JYRTG4r3Ov83rnUSHDQ5ldTpGxqu0ixFMvQmKM5RSuhrBMIQjk46Vw3jsix9U/noMasJJnneZom/x5+puuaJrkdWpm6vp6a58UxpCUbmyG2d7HmUtZ7syiiQiJuotZr30YJ9BlqwtAuzfPMWhqOCP/imqbqb6OREnAmfay6EST2MhCEG7Wvt/HkY/2niax98zxh7GNm/wk+TWbsDMEvPas+Sxp270wJBKHVZ/aUoUZjFjVN+t6Q4uee4kPGiwQ1TQn1GyHHcLNAM4FO4esx+zRl9AQTLbb5KOV87YZcLlXTNN6FiQuV7PZi4jt5mmbINNHrqUE1QvA0TQlOkykET2zc2jWR0NnYZmqe1wXTVJYlblm/LRIC2GyY1DxPf356VCv93dr26XXXZYI10LrIXE4o341EmRKsGj2TYp5H6AOraWKtDWme20ofxybbuGOD71RMwfuYYsqh9SMliIbo0xQzz3NC8obfScp+NWuapoRAHwa8mdKSaDSKBE1TmHCaDbiapnRiVTPPK8uSCP/CxFlsn5GidMa0GimgDEvUPK8d3xfSn9v92TmduiVQQZxvnifUF5l8KfkfzfXQuWP2mUZR1BYpqnlewoKoA0E0rUCvF0myHZ+mGWqaQuH1tTLNps5QeoEgAkKOoWaDRCnUxyXnacqYFfDNR5tXHuGoSrJd4lurj26AXUXP64l5nv0cInroszTzPEpwx8KJp4BraKSNn19KYXBiJcz7HIps+qnghOfWMTn6FACcdekdeOa/XYCvXHy7WqaeV+Q9hDbBmGmWuVYUcROIXgaCcLUfCQdoFz4EjqZJJczsZy1KHDXPazZk6Tiv3s2lJpd75RcuwZ9+/DxcfPMG8blV+xjTlGKep/TDaYfyPCn5atQ8zxH49ELTlKY97RY7utA0pRAUTUr4J0fPm31ChT5TS24r7WeTrbasoSCXYr65tGzIr4bmg9OWcTdD5foppd/XS5+mXmsRY8enY56XQLeUZXg9JZnnMWEivVZ/71RTOExTPBBE/Wz2vc512WgAs5SnKbTHhXz9DKQisb1rKBBZkN8q1VQLThtFfUZ1p2kKNm9gkJmmPiPdPC9OzAC+RkBbSJt3WiK6G6apF5sH7UuI6KHPbSgzlfJSk1O9kAbxQBBxojElbHpswzA/W/O8mXFNXJI1phAzAHB7J5jGrffpQTUMUd5spmVJd6JaBQjvytcgHAqY3y2HnVWbotbVbWCErgJBRNZn9Vku03B8mmThR6q2k5YzkSO/efkdYlnA19bKfiLud01qmuI/JhH/oT2h3S6dcZuIrPmUeUE1TSlJO1MR8lvgSBG8NByBhVwmlqdpVgJBUKZJy9OkrFlp3tL3r4Xcr5/taJqktlV/Xd/JtDM2BEeY0sV9Mz2hnHD7PTiMY/s0BV3nXLg4HR+iJPM8ZjkjlaVnyXQ0TZoQtNlA0lmXCro2QsLiyYQ9SPIHjGmaau2Q6NMUZ3CmiKapmTVNGf2C2Tjq81CVqKURSal5mu7fYRPVRZmmHie3pVWENg8qcdFMuOjdKRKaGLikNCXkeJpPUxpxV5vnzfBA5JomjZgBbPtD42c1TY2a+AhNBfpTqk+T7qDNNnTpeUpb/MOgJJ/leyimzTQlMDHaWqLEcaNmmvgB5N4z1Upfo5QA4eAMS4qmSTfPI5/Vfc2/lpKzyKAX2mXq06RpSqaDbjRNMak8wANBhPd/g7lwvk4yz1MaIuZwI1UMR8zz6DCEA0EQYY92dnZxtrmmuF0wTT3UNPXC6qOb+nYGzPO0boXqdMzztP2BWWBIz6r91khy21SrBcA/d2yZ2YueF9zjEoSwsrYozPiEGB1+RRo/m/S3sMKMkKap81ssauWgITNNfYbZOExoVW1e8QmnLToe5Uxb7Bu3pzNN1KepF0xTqnM9ZdY0pone34tIWl4gCKFOblKU5tMU/t2MiVGhz3SD4dL/EDFo2q85cQOWOG2SsMehPjnMQZCYIUknVcaH3Stu+hqTotc1m5omdX0m+D1RU9Ra08TKpAeC8NsxHGCa+BqSuuExTYpGxfGt6kK6H3ovnKDoRXJbGlwhJFzoFtu6iJ4HuO9NCvjQpD5NSh2ciZybPE32czeBIABZUEP7MBI1zyNrLqBFoPtMKgO/fJGcM7FqY/i5Gma6r6doqrurL21/a7VL592OszXfzfo26CYQRChnUimcJdrYpMhYzJ0pQopuQPeWUH0pdIxUJnZGWIGscK/HiApMU0erP+JomgJ0RaeKIUXwN6jITFOfYSa/yc+kTSw/T5MkoSvryR8LBHH/DmKeF5nMjnleDwSx9HGhDWIygVmjbe8N05SiaeIEa/y5yUxTrzRNnGkKMkTVs0LjRxNsxsxcAM6c+L/ba5Y8TD14w/WF73XDccfRDXHUbchxVdNE6OWGIjnljKMbctxCesRIIFocN3cTGV42TTT7fId5U54n+qEkClKA3miX6fNCZqzdQvP1UtsR1TTZ6Hmpkv35omnS3qm057iapm7M83QGfDq+k7spieb5s1K0hFJ7p4Pp5DgMIdVfmZvj+W4F8n2h/o4n+DRZ8zzdNNV8pz5NKZp++2y9vphArxs4mqYQM5mwp6UEqNI0TaJ2N8U8j2iaUnyazDsdUhK0Dyoy09RnmM1nUZ3ETy7HCRUxJCS5uZbQKc/tRtPkbKyBmX/+DffiCR/6Bc77w73B+pI1TQlRsqiZhEb0dyPhSEnaxy+d9JUrk+vXYM3z0kOO75xo4c8/fSHe+e1rxN8o3nfu7/HGr8ntNGMY1jTZwyvFzps2P9WnSTWx875L70QjhPTvZQmcd8O9eNJpv8BFN64X76eHb+id/NN3rsFPfr+W3CeXo1NUW0tpPk3u95ToeXWd3ZjnCX027R7phJ/nBJXUxr88/WJc8Ed/jKUhCNEMfI33QtPkBDLooaapm+h5gPveJMU61fJqO7tZp+Z+/v6oBuupH/kV1mza2VUbKcanWnjuv18UHb/3ff86nPIdf48C5Pfn+jSFNe9OniaJATf7TCOu0daIcQl87aYS1aFyr/vyFXjZf18cNHlyNE09mPspgkkgLoRLDUxCQc+bmE/mcKNbnyatPrU5FobRxuxpmrrZ4yTIEfDc77zJhnlJCTkudbeOntdI82niDG/2acroCczmU2uaEv06RGKGXAupRKda7WkHgghtHq8543Ks3zqOk8++Olifo2lKtHnWHevtdc0pvBspETc7SEluu/qeLUGGIwW1hjCy6VN89+q78Ie1W/HNK+70fpOkSf933VrvGkB8mgJ9MIyVE8Er0EQnCEBgk07K05QgBUuVdNJy7bLEiWdcjnVbxvE3/3OZeH+q+co3LnffQSxQC6BLqCnT1NQ0TcnmeX4bQnmJ+IEtmzxV15aMVIIejWniR/EJX/LHuFvzPC6F7YVP05RD9M90Hdu6uvFpAuJa/GYkETS1NIjlNwKAuzftxCd+dkNXbaS46I/3YfU9W5xrk63SW+9fDkTllAhEGvGulmgn7A0hB/dmUSQkt9XXlNdG9qxUrY92fk622vjF6nW47NaNuHn9Nv25zn7Ug7lPxj+k4Yj5yKYyohQpAaYkTRM3j6d+azFiPiVdRX02NRBNvN4N3AineoVp5nn6XK+/k5596q8eU4+hSNN4GmqZbgQq7W+KT5N5zkhE8DFoyExTn2EI1dGh9NCqgHyIUAJiOFDfpp1u+OmYitWVRqlFa4wON4O/u5qmtOh5scAXgE5AdWPGYIgmI0WXIuNJtcUSWabnaeo8N0Eqc/O9erS7bqQ65h2EDs36YHKSRIbmDak/QHinHEwhbRG5mnYvNc9LGCI6P7uZR6kRuqQqJZ+mWLZ3l2AkfRS1cmLTAHQXPc9oxzVmOy15sH+tGyfpXuRmc83LZqZpok3vJrltdW94bhYFiCmr/zslhkYjvkAGM2EStTQQ3ZhMSmWpKXAz4g/BhSDa742IqVVZWobzrNc9CUCYIY9FKdSQYlYZyuHT6+h5VGgZEppxwQj3kZ1O7qtYyPGyLOt3RQNBaKZklGnqKkKisrcWSLOqSEVqzr+0QBApfknV38+84kj8xZEPItHz4utTDgRhGNgGmoHw5QZGAL24I1zLPk0ZPYE5NBYNm4kll/N8moSFRRflSEDSeD8xzeP3cfBFoUcxstcP2nOJWl9V1n4ObRA0hLge+MJuAJqEppsNzxwOSzsLPaRpKgpgcee9hZLHAnH/GfN7Nz5Nt96nSyRTfeMA67AZOjSpNC8lGk4ssak5TAsaPS+Z0UhnBEK22mmBIOjn9DHViAUuDZfaQMPra0QAv801z9PLAb42lSJF02TGYVFHOz6umcUmeI2FgoSktK8Xfow02MtMfZroXJiJeR4fu9qMNbBW6Pw0QrPYHE9Jl6BBCyjSTQRC6f2ZNUIDX6REvNP8fAE3iXYsZYHRoIbGhgv7UgUq2vug4xBK7kzHoReE/FTi3Dd+i2avHpvigSDk+1J9d2LCEyeXGitHz2OjmdQ1TWpzbP2mTOFq/WeK2Fw1mLamSYkCaGhBM4Yp1jNS62pNU2KeJiOQMTRS1jRl9ASepinVPE/UNNlrWlJMwPVn0uoy4AtYI2zXbRmvPz9w98VqfVWb0jYPNySpcmgmmeelE7tmoS8ZGdLbRyRbu3UiLG0di2magj/XbQzZHXPctmFHoL70dhgCILRZm/qaRZqmyZEAB7QVVAKs1eZL0PT6/Ot6G3ulaQpJy2PtkcrRg9oU1wgFqR7HPE9oQ0i74EXPk0wrS8M0VYehlh+tKwKFINUPAkiTmsbgmuf1TtPUbSAISofzcTH7eSgzhWNpoPgRcBpwJtqKYcXMs5sxlOYO3QsbtXmefH8sz5A19aNaA78eeu9wgLg0mK6mKWaGBgBjCb6lQO99mkLvzWi/Vi4Zqe9LyUuXGj0v5DsJuFpNTYCUEggiLeR49bcKvCI/czpwGN4Q08Te/4ggnBDzNHlmi9VfY8kR8veSrDmctdUmWr/EPE3mnKkVAjPOUjY/kJmmPuLGdVvxgR9cD4CEHFeJP/Zd2mSM+rQRzn1jcjRpzsIU/FDTmJcb791af47JZmgNIaInxTyPLlpd06S0Q7huFvrS0ZCmqfpbwEZY2h4hkLrN05SS+yOUjLabQ8wcvinmeZXE1rQ5xJDQDTdQHxCNasWHQiqVGnKcjmuKuUBK9DyJCeF9uWPDDpz6vWtx83r3nUlVNgWmKWbWd9+2CfIb5Zp0wYAEQ0Q1AnuDuWTMcCda8eh5GrqOnudpmnpAzFDzvIC0vSxLfPLnf8R3rrwrqa7JVomfXHfPtNrBe2WYh5A/oaNpSvQjiBGDV95+P9713WuxaceE95vRZhmYafvh//tDsimOHHLczsG4Fpp8DhCDseS29JoRYAaTLPP1mMi7a/2g+0xI09TrPE20j6F9oWaaFg/X11zzOvm+j/3kBrXPsZDjdExpEJSZBYKIj5l7NsX9d4GK4Xzf969TAwoB7vkRenV8TzP+7hTdaIvMaWLM81LClQPcIsgVyKT4NBkm3Fgk9CLy8nxAZpr6iL/+wqX1Z6tpktGNpomGhZYWuwkCsUdHapSq7QH0iU+jMIWCOwBuX0KSim59mjSmSb1XGJyJzkK3KmVdMlUUlmnaNgNNEz1UQip07R4JuubFv2bGR9MY0DIx3wDbPvpMvSCNnqdvqlwSGJeUKbc6X2n7Nf+MFJMKyayRT8XXnHEZvn7pHfj8hbeo9Rs0hLZ4zF+iBk0qpQdusGvISAclnqQ2z+vsWZpZZwrh3G0giC1snXVjnpdCsIYIx9+v2YL/+OWNeMf//i7wDPf7R3+SHmgh5NNUa5oCTATtR2pulNg+85LP/RZnX3YHPv5Tvx9NprYyPm7fu/pu/HGdbjpMIYccr9o01GyoIffrsonCmQbLLxcKLjMylKBp4oEgEplErRitL+QL5/rw9oBpIs+dmGqrRPBYh5FbrjBN2vv59pV34fLb7hd/o2a9ohCAapoCAYgoYxxlmoQ5or0TKiCMDfUXLrwFX774djWgEPWZA9LNFrX2yeZ53kMBWHPvoUBk3tg+7AYZS9Q0TbpnSY6elzFj3LfNmrQZaYJuSlb9Haknvl/G2GAP0SSIgcPVMGrdSHZ1m2yymUcIGfq4kIlBrzRNsRwQUn1Gii5HZKr+FkVhmaYZ+DTRZtTR82ZI7NgcCS5hEwpVH9I0mdscP4NAG+lvoQ2Zms3oAgO5LdrzQtc1Zk5lmsj71+agRGjz93eLohWU2s2JUQA+89e5b+WSYaGoTnwDkZxdLXdvCPkc1eZ5yhpOOSKlIQ3N7VtZZLFuCEedkLLXQwwlddDXtAFc4xmqz2ufo2ly6zEEY52nSbqfWhoEzLMpUjTaAHD1HZu8a/xOOj5aVPsXP3Z/nPGaJ+BBHRNuaX5aTVNcQOOkBBD3GXTqks1ebTl7YZgE0UgR1knfNehRYO2aDJ0lvdY08TNTOwPMuzX+XgD3W9WfsXVsUrweNc8j19yQ8W5Zqmmy5pxp5wHgz+P6fEfaWQcA17Mokhxe/rQEmmtFh0ENRbKj4HROm/QDAAkEodM09Bikpeh4NhpI82lquT5NC4RnykzTfEHcPK/6IZTsz2y8zYZNgijNabNgR3rINDnao4jJjBMmNui/ECa8AdeJWyPeulHVm7bXknYxH0JVpgCwNJVpCgwJbcdIgFiV2hmrc3EkkiFgxycYcrxTpijSTBacDTdk4uhIEDWBgXwYuGXkdoSCSNBfOHNpkBJyXAqskJzsUqhT1jTJY7DHkhEcsd8y9mz9PiDsu+BrmvQD1phdzETT1E0QDQCeeWM3miat2lRNE50jGwVzNekZ3TB1zlCw28yjrTDMv59aGmgEJp9ZIRO0LYTYlXoRJiTl9bR4ZAjHHLEPlnZ8RkPmmdTMXA/CQtoTYPBpABvpufRWGuBCG59e+zTR/Tx0lrjR82Zu78TPTM081TJNNuGv2xe9/4a24Yib59lrNGS8r3Wv/hZFYRmDhPlir7kXDTPIGe0QYj7Nfl6vOM31pIP3qO4NCHfdOt3v1CIGQFA7VIfmV3zH+LuwdelzkGuask9TxoxBaaNRYh8uEhJGc2DMtwLR84aaDccUQSs3PaZJLkfbEzPPo22aqU8THYZufZrkzcgNzCFvMNXfRlFg2aI087wQ6OYU2/QNJiMHprl90UiTXdf7nOLTFLIt154T1jQh6mzra5rSN1//IJHr0TRNKUFLRE1TsuTZv0bbZQ4aXoxGBeNtp8MjtSLkt2PmQEgLbQgAw5BrjEbKEIjmooH3e0snYqTR8HbjDK8KXhymSWcoKZHHI5Bqz0iRCEvt4CW8dyy8WWppkBoqOTRPb77XavXWbx3zfk/1aaQw/EjI7K67kONkfQYIb2oGDAjrSRBc0bZobZTuD0HXNKUxTdNNgaCBz08eFc/AaFYdTZOzx+vPGBmSycyYTxQPBFELApSxpz5NKdEWNdS3Oqbj4ftiTJMUpEHP2VVdHw1oaES/JM5MdoqYPgzXkXl1nyZNG8tN2W2UX7ELAOxemqPnZfQMK4h98KJhuhn5Zc2EC2uaKGEbOJTquuI5gXhEujRNU4ygp9KyNIZN22RaCSHH9RwS/jVzEIWIxlp9T32aojlZQgSG/TxEM593YVPva2Oq70s8psmvK0XTRBlFM7d+v0Y3SXAlwPrvKZorn8DxyyRHSFQOeo1povNTe8ZMmKaUSEbSs9vkfXAtWS/M82o79ATzPI3Zlkbgmrs2iXVRhLYPk5vs8I52LaRp8tI0JBDAIYaSjtsGhWniiTdDQhcO16fJLWTmZ8hcjVoaWAJTflaofQY3Eabpvm0TXjCI0BTXfjJmPSmR7Khvrmqe5+wz0lyt/lKfpuo6W0/kXhqtLNV6ITm5rXKd3h8SwKX6NG0bn8Ilt2xAWZb4/ZrNuGfzTrEcF3Bq839MNM+zCPEiPMriTfduw+0btkej43KGVxME1zn/UnyaJM05/15bkqSl1wDi5383EV95RGXRf12Yl1ogCDNuJreSnBjXlLHv6rYNVqtPx5Nq9EJ5NuuQ4yPZpymjR6BMk6NpEsrWzrGBkNTUrCHk02QmeiiBq0FKCGKgu1CotIqQetfLGRNRU09oB5wm2Q0wnsakQCRqa/V9kWyeFwJtxvCQ3bTCjsjhsTF1cvO8UH6XEAFqQ/dawu2Ub1+Du+6Xw57TxwST2xZxqbjvtJ1OiIYYLicAh6ZpSiBSJGYz9YBICYFblZPvo4SCfXa4rpRAEKMJ5nlmz+Ihcm07/Htf+JnfYDWx/4+Z5fB2r91SaTweuq9hmvRxTtUGuOGe9bEZT9A08fGW9w8ZjoaQFap9moL7emf/bzZUoRm/K0TsU6IJ8E0jQ0IdbawbHvOn94NqtVOI4FBEMSrsASSfJvuZEvnJmqYZRs+je2+qeV7o3b3prKvw8s9fgg/9aDWe/x+/xlM+/Cu5vlRN06SJhCYLd1P3u+3jU3j2Jy/AMz5+vuMXKAt37TwAoEY/pAKkONMUbyNlNkJRiCk0vy0D2d8uPBeM+XPIIoZCOye5T1MoEAT1p/3zT1/k/87Wb0rIceOvv0B4psw09ROUaRqJmOcZiVC9kCKaplp6LzzX7JMjCZqmVPM8J4pd5ARJ9WniBJGYh4OaBXZpJiRuRrVqPBRppvpbAEHzPMfMKrBhOKYhCfb0gC8h5M1s1/OlN5omzTfgRiVKlmO6ERrDIhzpUbouFUsOBKE4L6domnTzPJ/QSHW1CTmvc0jmMEXhaid5OWmwUvI0hQJB1NHzRsKaJo3O+N2dm0hb/d+1/WgHIbJMAIwQseb5ESjNdHyagpom+3ye665+BmtOikTYIGSe5zFNwv2OpUFDfhZ/dIjw3jnhjsWWnS5hyG894zVPUJ9jMFQTXZ06AvOrSZJo6v6O9nPIFJL7p4R8Hal5u+7TxIRWiRShajaWbJ6XxjRd+Mcq9PUXf31rsD38jNUEZ2YuLB5pioxEqqn2JjKHNpPPoXOJz33t3dEExtr7SBG4WSuItEixQIp5nj7POWpt/5BsCgmkRc+z1iHV35Dpf61pYlpB81zOVKXkkzS+votqf/2FwTVlpqmPoOE7NQd1A8MQhMxmjAZpqBFOymaupfk06YeLc70LTZN70OllY9oUIDFPUxeqenMYmoUecpoENc8T8jS5En8d9LdRwuQEQ4BH3ot5doqmyfRxql3qY0UOMPoeNHt1Wk1IykaleamMT4qJhdQOQJeOcsbDICWBo0Roz8QxPIVAdCTorOml8tkgHAiiuiNkGlKb53XWiMZsa2Og7Xv1NVWbXT2nUdAEpAFGn/2UkiA7xFDS96wzTe4zpPalzHNexCa31bkmN4CCLIjoxqyMt5MT83yeHnPEPth3+ah4r0GtaQpE96uZpiJunkffqWRpYI6EwgsE4Zaj+xFg9wPtfJp+9Dz5uhM9L0CAu4EgZk6E8vmp9ddomhYPN5NzFxloWjyqnZEDwlR/uXaDl6SaJutrE6dTNNQaGuJvGyP4dwRya2ntiWmaaH4mfr+c3FY5J82c7oyNeK+gaQLsO6aBoADLXKUkIrfmeWrRgUJmmvoIqgXYEVFVT7RcpknaMM2G1wwcmgAJBBGI228wHfO8WESrFOd6XqdWNiVPU4pkt35mgqbJXHHM84SDzpEcJ0ri6KEyriQNBXxtnsZYLB7hTJNfF22npjUwRZqNwpmrGtMUC0dLD7qQVlRqs9QHbXj9g8RpZA015HiCMCAlua1SvZyQk35WmLyayGuENU3SvEvTNBnzVL+MqdKsEd2XUH6G0c4CCtGs3GjGf6jZICFv5WcAPkE400AQdNz06Hn+fOPvWJ2r5LoXcrzziq2mSdi7BEsDX9OUTuzz33j+IOnOOiR6KT/P+jR155ubEkI6ZCYb0zRZqXxHkh4hCnl7YkT1slE9WiCQHj3PCbHeC6aJ7WkaIzZGmabONW1v4mi5E7sGzbkWCjjD/eBUMzSqaeqReV63DKIG0UpGaUxN6xFNE78/SdPU+dtg2qEQs+2beldlOQMbMvUzqH2acp6m3uHCCy/Ecccdh/333x9FUeCcc85xfi/LEu9///ux//77Y/HixTj66KPx+9//vj+NnQXQDXDHuD2spbllCJPFQU1Th6hoNIIOjGbRjASkyfy5NgCFXC41uAMvG/Sj4QSvUNRl1tKZI+l6WZZeDquQ7XAsEERMe1j/Rh7RLIr6vYT8Nfhh52tUOkyTZ56nEylAiGmyfaa26CkEoMgYOAed3jbpuqhpStDOAC6xSee95tOUommaEJhbPre00LVyX8SiLDGvIQZ9nyZ6v1RXyATNBoLQ88aZvpm51a2mKUS80vq1tg01ijoKW9CvhkesShD4jCWa52k+TdJCTw1PHdQ01SZKeoAHammgBVrg34NMU0TTJPWDO+vz6q3WoPO7JIE351gz7O/IE4aKiXIN4c0CQfCAHXQ90XZqZ1m3yW2pdlUCfQ+h5LapmqYD91wSfJ4B3++1IE5mz1800hQZ91D3284eqpQRrtfmeZEgKJThjRHzKYS7LRMOqGXAfURDWjP3OXJ9PO1DVScrI2qw+ffOGdv5HvL34j5LBmZe8/VBfZq0s5czTQuEZ+ov07R9+3Y85jGPwWc+8xnx94997GP45Cc/ic985jO4/PLLsd9+++HYY4/F1q1b57ilswO60e6IJEGcqM3z0nya7NzXDyVDnJclcOIZl8m+VFzyrEnKHIl8xKeJfO5G0yQxMCnR81IYPV4uGAiCbNJGai4ddK6mSW4Db0dRFLUGUPPR+ubld+A5n75QfVZVZ/WXa5pCh1PomdS+nB60KVqG0CZNNU2apRW/W9Q0ybf6hx35Sol9flj87xV34ln/dj5uJslUNSJFYkI8pimBKaubqDDbjqap80g5ep78uW7vVEux7S89jXbo3S2KhBzX3klMAxszz6PJW0PEqq9pksvR56VqmrToebH1BYQEDfq4mP7WUn7hfsnSICZwCBHe/D1sH3fHRrqVa7h8jWuYAJ5qtXHimZfXZWzIcf9Z/JrEvNO9uggw66YdpohNBBreD7XvHOacUE2yyP1bk32a9HN2z6UjwfYAwHV3b8Yp377GuabNB8c8D/47CXXfEaCpwq04Ia8HgugwB0WYMQg9320L6vpSoudxU92Q1oxakmj73CSzduF1ttqlsh7ks67BtEMSw8U1rfw6DQRF6wL0sTF7qQ0EsTC4pr4yTc997nPxwQ9+EMcff7z3W1mW+PSnP413v/vdOP744/HIRz4SX/7yl7Fjxw58/etf70Nrew+6EE56+sH155B5niGCg9HzmmFC1C5g+/rPu2F9HZnKfa4hkMITn24AIQ1JVYf93I02JcQoVnXNzDyP3h8KOV4fsLAhWCVNE21vMKcJ+Vz5a1TvTtP6vPM71/p1KAeJ59MkmvXY56jhozu3ceZCL082+YA2hWqaNGjJB6X6vOuB73Tu8H7947evwc3rt+MPa62ARjvkZmSe1wUDKJnD0NwkUjulcWmX8rqj45Ey/+vktl2G+qfzoSvzvLbdt5r1/qavK15PisAn1adJc/yW9pqYKW19nRTjJbqKntegefrCTFM3Pk3bJ+KaJh6ogpfxQ6e7v995vw2N/egHrQjmyeH3hjRNNGQ1bV9djgiFAJIPMdFKIRY9b2ltnif/ThmgnQH/mNQotSlmaJxh4vVTuD5N1TVaMjUgSzem8jwQhNVOuuXMrTRCom7OqTazRn02kWeGoudxgam0t/Lox6E2TgrmeZp1ziF7L/Xaze8x097MaSlasrnCDSKseZ7LwDYTIkz65nlisYHDvPVpuvXWW7F27Vr82Z/9WX1tdHQUz3jGM/Db3/5WvW98fBxbtmxx/s1XmEl+2l88Cofts8y7TsEXUswWXIs0A/iaJgPKRNXP7Ux8o/3QJn43mcpdn6aQeR73p5LKxJm1VLMvWpeRjoiBIOpM20UtbZfMehziVWyB346CmOeFotlxpGqapKFwIxCGCV2+qWoHN70qSxGrv/Sg06WQ7F7R1KEqdOjeS3H9vzwHyxXJrkZkp2R+n0n0vG7M81LGgY7fEI945HxObzN9l4sCdujmmtHGduvTFIusqCmqqSalmaBp8glbjWCLa04Bd8wmFI2UGRsnbHXElJbfCwTM88zvwv2Tzv4va3I8zU5w/63+aoIhaV3ztez1ow4EAaecbZ/9/oEXPsKGHA/sIQYS824Jb0Q0TbYcQDVNcUZbqo/Dnp8aoSwTxRyp/sAp/k4iDaE8u/ZpGiGm//QZgceF5nWoLTaKYvU9pj1tFHFftDRNk2XWQr7hBnzeheZhSnL4CRaqG3DPPDr3fvCWp+H5j36AWJ9lhFxNUyg0Pz+mTLvpeUPromWcZ5clsY7KPk1zgrVr1wIA9t13X+f6vvvuW/8m4cMf/jBWrFhR/zvggANmtZ0zgZlsuy0aciarNLXqCRjUNFGb9kKtq/ZpEpgkDi9vS4LkLaZpcqQmgc2d/yYd8Cn+OHqb9boWBczzbKZtK0UZF8wrNQdYrz62YRnmNRZQw63D/W42fj/kuDBvSjqGYWKQR9dJ0e6FTNBCCSe161Ipq7kqsGRkiJj1xO8NPZuiG/M8T8LeE58mSnzYg73pBYKI1yVpVOj6CeUI4VrMbn2a6JSRhlR1lm8b/0qbh6gbwlFtD7kcilhJBSMpGlnzyvm8UbX1lLj0AkG4GhpR+GH2/6ae32g6mqbliyp/HC5Rl/gtrgnTfPtUArhTfvclwygi5nn83ph5XvVXvrcmCo0kvSYwE83zYkwTMYWP1RfOz5fGNKVE1lsh+FlpZ3ft00TM8yhC+6fr0ySXk+eze+akJLeN7QspdLtlNlBLKbpJNC+diVKeQ01ewdM+0Pur59kbR4YaqiaH0xWhOc3Xia2j83wjfGD7kFYfPV9y9Lw5RsFeYlmW3jWKd73rXdi8eXP9784775ztJk4bNDqMwzRJJh4tl1AJhd9uRkKOm3tHmaZJ2hi8vC0JB36M2KdVhBLrpphAOGaBmm9FwkEFuJtRkqYJlinZKTFNlHEI7dZswzLMrEwEaIeBTBzxdxw6nICAf4qyqSb5NAUInhRpHr8sMhrkndB2+syk/IwUIkMPBBHWMgLd+jTJn9vC56Lwg1ik2I5L79k5jJsBTZPZP4bDGlGtFTGfJo3gmRQ0TUGzIE7YJmia1JxTcDVNWjANuk6GFCJFN9Gi4+L+ZuRbIfM8SRMXY5JC5oim7PLFst+mHAjCXcu+eZ5bTjO1ivmx0GcYhMzzOLPmaa9ZueFIZNlULaaBZZrkcjwfXIpWNLRnSRYc/Nkm15nbDiUQhGSeR/cptSXuWKlzPyDMa0Tmgt0L7ZqLpc7gkHIqFggLnw34vBNzsxGmI+aPadM+aOZ59jMN+sIFLfzMHg5o4WwiXPk6F5rGNE10X7FmhguDa5q3TNN+++0HAJ5W6d577/W0TxSjo6NYvny582++wtqJwpHeSOt6kgeCCNgAVzbtguFxXX91kZvjSc+dqJ0SwxFQUm2teR0h85BufZr+98q7sHaz75fVrXles2E338tu3Yh7t7p10s1oMQkB74dnd9vZapf41uV3OsEFqnaY+qq/oeh5EnMG+GPD1en2engMYxEIeU6gFJPIUHJbFNRUR6xK1aK516q/qYkQOVLMWVRNk0B48vehhTSXmpPCGFMiz4ueRz5r/ZU0o+ZdDjXC+U7MJZr+QI6QKD7anRvS/hQhVIeahPDogaaJ7jMhk1j6nqV3vn7rOL526e0ADNMk5/rR9yP7mZew5nk6EWf3f10Qwb8HmSamafKj5/n3FOw3Xiam8TF9KFi5kMbTQBResL1V03BxzbdZU9r+lpIOg8IKHeXfuVmc5Kx/37ZxfPni25OeGVq3BpKmSavTmueRkOPJyW0RLRcSzlgGWi4r+Xdqe3WSwKI2v49HdgX8eScz79XfZlEE/THv2bwT1969GYDRqMMrazXuhZOAV1vr5n0Zi4RQuHKukLDmefL6oGUozD5aFJaeyZqmWcbBBx+M/fbbDz//+c/raxMTE7jgggvwJ3/yJ31sWe/QIoSPM1eFyTXOQo5LezmVNIZ8mijxQSEGoDD2tZFEuNKi1kCfEzRF4FnXxeh57v2v/+oV0TLadeoTsGyRPVBOP/8Wp1y9GRXAohG7hHjoUUfT1C7x7SvvxCnfuQbP+rcLnHLWYdOVckqmcvfvmPSuVXXw7+4mx9vutDOBaOSSWANVqxg5KCmTY6MxKXOB9UVmNKq/pnnd5teIzVlAJ+YlBsTTNCnKcVHqRz4/7AHW11EiPqo8TVzTJH+mkJhvm16Amr/595pnU0dlmWBNYKgDEmYOQ1gONxpJeUI0P79Qe8I+TUQjJayTV3zhEnz+wmqvKKDnMtGneamWqYmZwBpIydMkmbTFgvvYCKHx0MpcE+blaYoEguASbU1jDPjzRDKt5PuWFg2NC5li84ufRbwt3BhmJGKp4UWKFQ74N3z1StaGbpkm99ryRd2b5y0ebopEeoggdn2atLnmX/PN8+S5QN9dTIuTMv5Uiy9FCvTuZWMW9K2L+DR96ud/rD8vWzQk+m7a1AuNup2Af+bQtB5V+YAgrO2Wra+XfvurcsSvVNQ0dSLnDTVseojUw3ieo69M07Zt27Bq1SqsWrUKQBX8YdWqVbjjjjtQFAX+/u//Hqeddhq+973v4brrrsNrXvMaLFmyBK94xSv62eyegUpSXJ7Jn/w8dn84T1M4kzrfjPh1ih2diEmaY70B11akJnMNaaV8aV68zDV3bRaeJ9fvRdcikvYnHbxHbb6wiSWyNO+nUVThwc0wckK0xezPL7/tfrEdVspT/bWBIPyGa/lhtASajaLA1/7fk2y5qKZJYZrats/OvdP0aaJMXUyax012RO1EfUCEJdndHNocGj2domnSTIplB/fq2gsfsz9e9eQD7Q8CMyRpmkK+MQZSBnuaky100NVME3FUDpm1cbjmOvo+5rWP7Jc2uW2AcFS0GBwpfpGAyxxLYdtvvNdqkIvCRpjiDLkaVdBpn8xsSFJ+fj+NnqcJUyg0bZM1z1N8moRucMKWlzGEW0NZy5pEW9Qus2YHzfM8s0B5btRO88q7M+B+wR6Ty8rHNU2MART6csXt7vkRFjjGmSYeJKhqh2zWR83zIO2t5PO5b3mq+lxteYWEJ9aPpn6Y1z7ze8w8L8U80mpoiOlbgJ7h7yqYL6wIa8k376yEoofstRSPftAKkVE09Zs5qiWH9wQB9ZwW1lLnL5+3nnkeOWvMHizVN14L25vBCJiDiKF4kdnDFVdcgWOOOab+/va3vx0AcMIJJ+DMM8/EKaecgp07d+JNb3oT7r//fjzpSU/Cz372MyxbtkyrcqDgSEicyD5uuSqBWPU5FJBBytMkTdOaaeJRt4TCRrpoNC8qYSscQlyTJT0nGL2Jm+eJjGKChiCxzTQPzFCzgbcc8xB88EerhUhJ9nPRMdHbMdHy/Bw40aYyGIwhMbbH0ua7SdU08TZaydHTDtsLy0aHsHV8KurTpGuaqr9+yPEwoyO1DXCdd7VNvy4LOj6lHHK889e0TvddkJ+RomnS5prINLFLWiCIkKnh3z7jEMeEVtLQUDv++n6hLg4pr5iRMscCLZhLoyTIiORPyN97UVTtiUXT0k0oLVNnJcpiUbHtKaaZml8k4L7ndlntt8PKHtdoEPO8ZI2X/cybyqXtMU2THmjBv298su0FjKHt0c3z/EZwTRMvwwngWECGkMUEvyaG/md7q+SPQ+uyzJpsWsnrHRlqYKLV9uZaYSZ7B3Wo6cjcNogFU5LucX8TxosVD80hiolW25rkOuZ5pO7Ol+c/6gF49INWqm3pzjyv+hvXNNm9sBEg5IG4FruCZbRDwmcD/q4kjSc1/Q/5Y5pmnPSnhzj9cS157D4NQPVf5+dkKPcYFcI57anXsf97s1EALUXTNGktlOr5sjB4pv4yTUcffXSQgy+KAu9///vx/ve/f+4aNYegKs9QIAhKPFvzPJ2BGGpGAkEwEwgEyhriyibnk/viJ6ItMeSfw14dIU0Tt+sWGUV2/167+Un9OHM01ChqHyPeZsDmMxiuc3XIkmJzDi7qME2eponVr0UKtBsWnOdKDMzGHWlJNfkmFyI+aP80qTOPxGOgBoJw7N319tL8KbrzbvU3pGnipgiq74LCmqX4NGkHbkrADt08z79m7mwUem6ZNpkzfvS8UrwHqCTjE622Z2oFuOZ5oZDetYa8o2mdaLVFDQ2/dbhRlaXLqStNU8uuz1oT1oWJkkZjOkKDwH7Ew7RPTLXFNA0ACwSR6NMUMs8zrzhsdm2FPlrACFnT1ALgm2rV0fOmEwhCKeMRwIrGhwduCJmJGoR8SWJR+8xXM++HI74xlnCV1wlf7qG9S3pOihAnHAgizmSKZ4EwhmMTLv0hmT7XdQn7XMwct7ruX/MDQXTKKkKIonBNldvt0gvAkzL+dX0IuzkY8HknmucRmqEZYMTMejVlJAar1jRFImpyRiiUe4yfnwamKA3dbxAy9zN75chQw9sTBh3z1qdpVwBV2VLzHT65qOQiLXpew24WEsFKpB4UEoG0bYIzTWkSnJBvAD3Iu9n4ZUbRvfbA3ZdE22YcYH1NkDsuQ7XGR9mkOyeEeSc8KSEfq5gpm5kDo3UgCEnTJDNNmlTdvGJNYlaWpaj69+onmiEK3icrYdbbRttXkLZp55K53LSUoF9GZRLlchwp0fP0QBCRcPPQo+eFtHBFoeeWcQNB8PvlzwCwYolsagW4Zh8hsyhq8lQnYk7QNEkEpsZQh6LqUU1Kq62bAnvmvQnltPxLgC9QCAVRKKA7pafsoZy5587wEqzQJ5SnSSJwIuZ5HU3TjslWNHEyf47P/IW1BjXR2CnXLELz0P0ejp5XfS+UY5H7PoX8Nej12lfJ0zRB/J4SjAQIh77nbUj9TdPqOe0QLhph4FCjcIIT0FHUNBWAK6xQ9/iQcMbL08Tvtb/TfTbFRLEu26J9sftvCsHPGVxxHhJBU1Hoc4vnQzR/nZD0xCIAoL6+OjMJhOe0ueIFjuqUlWjGZsDcb5z4wsfyMA4aMtPUR/CIZBpNON4JCFAUdpMOR8+LaZqqv3yBSBvXjnHj0zRcty20wRmEs5VTpikQPU+RQobKDAvEKW+usdHnj66j0tTSRmOiwdvobmwm9LIXCCJxTMxVU18oT9P922XzPC8fEZPSafbgvI1q+OhOsZB5Xrtd4qWnX4zXnnm5GOnNqa/zl2pTtBlTE1LNgISOvRONSNHojFDo+/pelWmK+zSpyW1FqV/116xiaV+gdvyepomlt6UwAgNuagVY4cBIonleowgnYvY0TQKB2Y3k2fW5qtp38S0b8KcfPw+bmdnq2GQLx/+XmwQ9yTwvpGli5rehSHtFUZAQv1ywIN/TLvUytTAg4Jgu+zTF5z/ft2zZDtO02O79VJsuaW2jIceNxkcxUbK+RXD+hoQLBiHGPZofihGYqT5NWmhynsvIfE/VNEnR83YbdQ2Duvdpcr+HUptQOP5MkAVwWuAhgAtJ4muQXzP7m51byllXuOdTKAARB33P9mzSGRIKzuBK5zy1KjJMYGxvBWRN0xSxKAJCJoTu3DeaoZBwQbvO2wUg6Ffq+jSFnzFoyExTH8HN5Mx09M3zLDETctA2G6XjJyIeru6iM5D2YO7TpJVL2fQNaMlgIAgewjtB0yQmliNljjpwd9XEsdbUNV1Nk5+csvprNpDFSq6mVPM8frAbQlQixndM+sSu1BebgDcs2fXeWyRBcFEAbznmIfZ+Uv6OjTtw5e3341d/uNc5fEN5IRqFTsjYstXfZqActw7RfT/kZ6RomtRAEFJyW65pUjQEMgPo3iPtC5bI832aQpLdlR0C2AR4oZiSzPNY12i/HKYpwTzP+HU4GpUuiCirCW44psV3btxZh/o2uOqO+737Y6HMgVj0vFbwOwUl4DghqjJNVIvj1ccYaGEeU025ZP6m9X/91nHxuhmXJSRggOPXRYbq9X96iNM+s0b5e2wyIY6vCeuU4+Z5QtN9TZNOhPIAMZrZoiUwdZ8mOkcWKYlFveTEgfdWPSeurVg66tq7d6tpCplqHrTnks59/nPrxLadeWD3I/+55reTn2nPCGnfMgiZLVr6qFO3Omfsu4vlD9LWwFRLWidEYxuwlkwJOU5pvfA5ZtewKV+VpfVXX0xftT3BFwToAveSrJPnPMKm9DFFJUuTULLcKSLg0t7boCIzTX2En4dAVgUbCVpMAizl6QgxGp7Tn1CnkUjvtshKuWSnzbi0RSrbjXmeVKdZsC953IMAyD4Jpr1H7LcM//u3T7EbtaLJMhqmelNQzfMqmIOTS2xTzfO4PbHVNOmbG4efJNIyJbRuTbJroEUPo6ak//Ccw/G6px3caaMtrwX+kF6xaW8jIhmk101ZqZhPHGlSSfERaT5NaiCI6r1//m+OqokFT9OkcE2h6HncP6sUynDpKi/Hq7eaJp/gn6DmeapE3n5vFkXQ/44f4iOCplAb9tC+Ndwo1PE04FJ5en/oupZzCujOPK9BxiY1IEUoQIZ3RkhEprj/x597y33bxestdj7Ra7S+px+2F0593sMA+HM1ap6njE0sn5N0baLlh0+3Ub/gPpczOWy/DPlrUOHY0lHZbJ1+bZL5qms64mfd0hF3TodMU0P0gYH5etLTD8bTDtsLQKqmqbou5Wky4/v2Pzsczzxin85z4ZUzWBQIxc7po7iW0A2olaJtk8rWLFMRFlLU9yb4NFG/3JTIxlbT6s9D3zyvuzkdip7XKIDTX3VUvX/WeZqEvcBGKvT7UWumyF60UJyaMtPUR1j7Va5pcsvVZilDjaBdqhRYQl6Y1d9QqGKD7SzkuPbslE3fgD4mRKym+AKY+43PleSTYG4bGWq4GbkVLUvtDBwJBGHGeHHNNIUDV6jmeWaDKdznxrRmFGoUqlpCLR/afIxj5nmmPsMo0kNWS+AqJ7e1YxgjKMzlFAmdb9Yj94MjKXqecrMhnpeMDBFpnltGNc8LmpC4kkTHp4kIPvw8TZQAcOsP+zTZw1hbI/Rr0UDQPI+PfTfmedI8n2z7TJ0Bn3vdEEypggPOJIXM8ygzm+rTRIv5mgr3jAhp+ymR7vrByW29VWGaXL85XwhR76vEqY5rcqKBIDSNj5G0J/jWUWhaPb4P+sIjt1ytJRT2BSMcKwpL9Hu5uMjnyo+l0+YExr3qh/9cKUR46pyWypoxGG42SKRHvb+L6wiL/n7NhVaAnRchzXIwhQpnoBUrGypA4oEgOFSfJkc93+kL4maVgBA9LxQIogjnN7JMvpmH8MpOcvM8dq+ty3xy57QkvKXnMTUt5uuYbrNaSgW3fFiAP4jITFMfwaOCWSmdTMiONNOYpmZD92EBXK0BhTSnJfM8WdLPNo4AESpFgpHAmYxQnyUinpcxG7pRiGh5XOpAEIp5DT8gFinmealjYhmc6u9okBBNY5q4lEmT2KYSjDx6jsTYqZJ8keCp/rq5MMTbvYNEgrnVlIgRZVJ7YnkktP7VCaCHGx7RaKCFHJd9mtyxlqNVoVOm8FIHOMQ3q95omrYHzfP0PE30u8lTBmhaUfeapHlRiT7hPdGkjnwu8KkhCShSGTRtT+JJjEPmedRs0jczlu9x2sHKmPdRKPOrut8SU5L5m9Z/nWmq/lK/Q8k/xclBxsyZfHMsU6f8O99nQuZRliGy1/i7a7O9v36uopnn2n5pzZtocouHm2r4aGedNOLENz8bQucYhe5zJZnL6gylFukR8M3zpP3afKZTwUZZtwX50tLMG6uy7r6v+fPRfsQCQahBY2ggCNP+IpyI1sB/dwEmoiH7KdXlOPMu7P08ua0W9IufI9bHUugLGUPAN5ukAnmDkE+Ta37f6VtmmjJmCo95UQ6SiVrTRJI6BiRvzaIIbtJTbDMykCb/9nFf0yT6U7HNNqhpijzTtjOsuaHXFtdMk75hGdpSM8/jzr2qpgnuZmSSfPLoebwpauLYejyNpqlQy6thuUv+3SUWtAOH903P0+RumkNCGzU+OcYY2LmqzAWzoQf8+WjeJyCUu0KHpkmqf4+YbY0ENDR69Dz/miVA9L7Q98E1TbSXvPqVi6uQ/JKmqd5nAmbA3DyvZvBbPgPB+zYkEAt6smGJQOwQC00/oW9K0uUkKTP0NWDeszFdkXzZDIoiFOJXbkcoVDyf11INUp6mWEAWQGeatGiFtj7TNtpOt338md2G/m4EzruLb94AoHI2N+DvrsUIx5gwxUr4ZYEZAIx1mOVFhGnyNE3kazOB+OaBaKT5K4ayVvZWaV/RzohGcK4C31t1NwBgceecEzXfgiZCnjNu/ebsDJlf+n5w8rszvwfzIKl7gN/GoiD7SuBo4IEgpMiHNHqeZdz1PnPNKG03FW6ZdtJ7Dfg5YgJqyL5/nT7Dvac2zxME7ZomvSpv60nJdTVIyExTH+FFz+tc9wJBCJomUZ0tmOeFQ3lyCbVbttW2mcCppkkM/c3bHNAguZFg9JXkhRwPEFLGWbmbCEqpIcc5A1hvRizk+NjU9KLn8U0/FAgi1RyDm+dp2pxUKbsXrELQMKRqwYDupHl8ww4zGrZe50GsnISYX5MaCKLz3keHG6pQQ1OShcK/cq2ZrGmS8jTRcm79K+qcO1KepqpsmGmyn4vCEqw7JgSzWPZ9RPBf6MY8zxALkqbJ0XYgncCs2uB+17RmZj0aU+DxwB5HzXA0n8hQOzxmg/k0SUQcjZ4nE7byc+/YuCNo/lZZLkhz0N0TAJ/B9zSuhgBW8mx5VgGCtgIAtoxN4pTvXNMpS5kcWavHQ7aHtBUA9WnSzdUWOeGUvWI1KNOpwTOTlpgm4TyQzs90E2471sP1Wec+44a1W/Gja+4BYLXUPDIgBf1NCvLg70fD4vWqLTIDERMQhs3f5HbT90zPd40hcdrJNU3CnKG0WUgQwJl8MU8TWeemnVUZty57xqJTPqQZ6nzgGtnSME2mLvt+Q8FSKE1Dp34oCuGgIDNNfYQvSZG1AY4EuBFfcDQXQEjt3WgUOOt1TyLtcctRE55lRNNUCrRCKvHNn6MFR6jqYAeq1GdjnmeYplCCw0Z4U6XJIau/svSNE+h1IAhP0xQ/CGl9ST5NyqajR4MybZWlb6khx7kpqaQN09oWC3agBUAxqDf/gO8TNfcz9dLrdV3Bwy/GNGlmWx3zvKGmKtTQTAuDeZAKty+0KNWsedHzaJWs+pVLKk2TFHLcRNRbMqKbHdH50igK7L9yEYCK8PbA7h0W/L3UhLMSEVUTCz4ROhPzvJQ8K1SAYQi9kKaJ+lfw+lVG0dHAub81FWKGQtI0pZjntdp+om9zvXqm7IfBk3ybsrT9vnke1zS5v3OrAO0coyHmd0y06v2IC5q4BlozgeeEtxY5FXDN1SStgcQoxgRDfI6EovYdc/je9TUpVQJt84ePf5QtGxCsWR8ut8z9JC/gW5/1UADyflT7WApzQcvt9fInHICTn3WY0xa3fS59pBH9nKBPMRvjmHTM8/yzKXQ0eNHzAoLbJhnrUAAFT7tGGmDqN3NUE4ha7ZE7fmEfJNTtpHVyAT9gfeykSKz0ndC9egHwTJlp6idq84cAcQTYzXJkyEqyxQXnHJqduqTnkgX81IfshYP3Wlrdzx68Y9wmtbNOoGHmxSBEgE47uW1A0xQyz+N28hpBWIfy5CHHldDnZkM1m8eYYhpStzUaCKL6G2KaVHMmjzkwdXImIjymWp4abvM/JLRRNR0MRdcpXJ+moMRbYfwA96Az9UplQ3t2LFeT9rPRONBEfrws14TYOqWD3dxT/ZUIPfo+/Oh5lABwsSIQctwwUktHh1RNE30/zUaBg/faDQBwm2DilWKep2oXhTkzRdZn1DyvU8HjD9wdjzlgpVon4L93ScNLI2OanHVRnyYtep7SjpB5nu2vLmBwo+d1nkXrDMQ6CWks6HkiJSam2gVuFugFgvCYJpl58awCWPu4/6i2Z/J9SxOmcFPDZkCKbvb5RURIEkrY7EZM0xlXComwNQItE6mwKhc+i1/82AfWVhi+ds2ei7VAw9OKVt8P22c3PHz/5QCoiagwFwp/Lkjr/Yj9luEjL3k0HrH/Cq+M7YdbjxbimgcBCmqatD2gLfXFNzeV4Jnnif5o1d+YpokG+DHlefvqfJJN3VwS8M+RkCDAXKl3GdZGya/YmClLVga0H3SrXgh+TZlp6iO4KYK0GQHARGdRxgNBVH/pwpQdht0FUC86VqchopaMNKOhoX0GRD+hadFgnqYEpsn3aQoQ3dxOnjWRmrdUf402RSa8zYiYCErcp8kPwx42fTPzIBQIIiVssltn9V0KWw34Y6yFUeaRjCTzPFXTJJpJ2PbRg1aqwlwLBoLgjIbi/xTWNAWoSsiaprIsbSCIId18Vmu6aGrIE/UKZSnT6UfPc9tHYaPn+Qed8XPabXSIEIN6exsFcPDelcBF8ovxQo4L0fO01yFrmqwmuMlOLj6+E5TBEgj+0LOkvctExhxqFHW+nHByW6jO9SmEM39vIa2jgZSniZYL+ezJfgmd+goaMltm3GswpoQvmZjGzLcKkMtxTanZMz3rBEZ4q8waI1aHEzRNi0eaIlMnvTuNWTPg7ZZSZ9T5GiNRdGmbXa0j73OnfQ27h3DTMi58A+TANPWeRe4NMdqcEZIEZrVwtzMH1BD+9Tu2fQbCc5rDWfOEAbR7b/q5IZoGO2tJr5P7DqfkaYpFZq2ZpoAggL9n3kbJFNcw45LVgna+R4w5BgKZaeojODGohYWm5nkpG4IT4jSBadJ8RSgRBURMQ7oIBEHvDwaC6PQ7bJJSlTELWDI14Qs+FgjCSGRiIcfNxmJMA6eb3LZmwjr9DOVp0oYrlqzRanPCjGgs5LiZK8NDhqEk5nmapknUptj2UYJXqoFv6CkOtJqpq7l1iRC+N+7T5P9OmcyRoYY6V/nBFvJN5FLbQnh31Jwi5JvIazcBXaSDzjBSS0ebllgNCC6KosAhe+lMEyeYa6InSdOkE4NDxOeKtsUpK+yZMwn3XPuxDDeDPocGTkQyT1sn30OL8SK1mW39u7SvW8ZOyu8SIvwkLSudh9bkyf+dvgsrmXeJrfr32qdJJuS5VYC2jnkgEy1fmBZFNGbObJkSyVTTzIUGIfr1NacxsRS+/6uuaXLpgHCwoErL1bmu9LkoSCAIhcGny0uqT5oL0rprs7PT1ULI/eDBOTwf41rIxM53kSnxLgFgTC8J9CQJCzj4fhEK4NRskBx4ASEwn/+OHzjZ2wDd9N5843RPyGyx1tYxoTsXPgBU06Sb59H5V7Vp8LmmzDT1EVT6ABDiiJWrA0FQSXaAgaDmANJapw6+gC59Mz5NS2umySx2vU7eFgmO1CRQzixu42wuMWLmsF9EzAf9sLPV33ggCObTpITorLUaHRJm0ZCc3JbXv37ruNd+wCf469w3XUQA48/ih5jmQ8DHVNMQWq1o9X2ojsRDzfPEWxWmybSPS6L0DT2UPd7A187IB4nENMV9mvxrlHAeHWqq0fP88Nv6OqZ5QgDZrp4yklpSYVrOwKzl7eNTXpu6Mc8z7+KgDtN037YJbN456ZZlban7LJjCcAQDQSRFz+swWI149KaUXGU7Jy2hbPYjWs7XLtD9gxHyCuHgzAVWJOb3SvvRbMjMezfScsAl9CQmhzMkgO+UHjfPY89k80ti/gCfadL2TC65158Lp1xSCG5lvfNhdszlUzQdwveyLOu+jQw1golF6XxuFAl9dhh8ZmLONHCATKdIc6Eh7Nf1/lG477cqpzHQ7juJ+jQlMAccbkCj6m8VCCLM7PJ7q++RQBDB9lV/a42saJ7X2dsieZo4I2TN89z2bdoxgTeedVWnLKOROkWl4GFLRo2mSYqcat9d9mnK6Bm06Hl88lNNkzFD4AR6VV/1t9kIq5X5ZqRJoqh0tWpniGHjG4e8OqRcEZoE2NRpDsSQc7gJXQr4B6cfkaZzXdE0WcdTWePDQ46PDpt3wpm1tB2Cb26a1DRUJ7/sHWLmHUdMHmMhx73EvzM2z3MlUSHpYC3VFYhOzshqh50ZFylRZFzTpEudi6KT30gzhWFVG8Jbjp7nrk97TpGDvW3HjzMMAdobS4YrpmmqXXrzWjLPU82nOo/cbXSo1l6t3zrG2uHea6TZrpmhMmeE69QsJRYIYpLY/YfSNACuLxAgCytimiZ+T4FCDfGrTTPHbJEnt2Wm1CGza8pUSow2RdDcmwjXalMrSWtANU0s2h2vls9pvh9pGnLfPE/2aeL7Fyeoi8TnNpUgQACZC9Q8LzCnp+PT5BPi9ntM00Tnc1EU6lqmZ0QsUiwllqX0FfX+K2gdad/MMuF5s6T28TMnliy6Pt8VRlt6hm0XZXrteRyiowwMkxQKU28F5OEosK362abP/vMp0w7oghRuoaFpvv/r/Jvrz1ZQ5z6XjzFgBXA7BKsFKU8T78egIjNNfYQmVePzygaCKOo8KzsmWp4jshsIQpeQcN8dTYJPmTAgbCZnbcKr77GgB07/tAR9TA0dCrPraJoiEZRikcEMcacmpzRf2Wbk1df5fuSDV0rdI+2D075gniaN4FKIWy454renRA6T2jgimOepplbCZUrMxCRRhoAMaZp8Hy65TebrCHeKQYKmSfiZ+jMVhS5F5ESuiUYpa4Krv7XWTDhkKfMyxEKOS9oAg9GAcKHWNI0MqYQHP9SrOo3mRR5rgxHBPK+bPE1034ppmiYFUybtWSl+kUYgsmi4WQuu6P7L7ykKYFiVjMfXiaetiFgjAPE8TRIRGTL3dqLnCUS/RChzglrVNGlMOXf+79I8TwsE4Zs7ufVxIZMmWANYIAiFCaNwzeXlMnz8+ZlD+zXSbKhal6oul4jX9kLKKA4rTKJELNvX7TPQdBlyEy+pPrqOORnAA2Wpmlt2NoUFAbwP5jqZ17BlUkLKm3djrBdi5nmaZQ+9FgqYsqmj0V+5dLhTxtwr12W6qpm3bx2zFgIFey+mDu7TDFTnBABslwJBkL2B3pMoR57XyExTH8E3BUmiDFjCbKTZwLJFVgq8aYdrDkMntpVI6s+1dsVhJsJbwAGTgNqUTmGEQpovvU49AR5NSGuYDd9Eo/rLTTQ0XwZunsd9kcw3u/HLBw4lxmhyYA5OJFunZt2h1KsjcthpB2dqWHRua20IdeqwrEfP869rkqgQE9EMTGpOwKnEUeft0cvGNlsLKW4ga5oM09R02hgKoADYvGdy9Dx+2JnrtD5C0DIGIqRposziONNWmyhIS0eH1NQGbbZn0To1gtWgG/M8iYh3A0G4feZEEDVhMb/F9plFgVxvYxHzPC6occM4y0IcDokhMagFa0qSaoBrGPw6pf0zZIYmm+fR9lZ/JYLaPMsLvx1Zn9wqQNPQcJ+8EWXP5AEeNE0dFzKZPV2aMzYQhJwCRHp3IUIZkJgkmQYAjJm+rgnj6SEK5dymfZaSlfMyBtK7qxkNEgpCSsyqhYCv6mNnkynbcN+Jr7l1GbYUv+9FQ66lgZanSdp7OUx7QkwTpc0aAYacC58lmsuEgTcCdG1O198iAoNhciZ45vwB8zxq6u31Q2C2pTYOIjLT1CfQrN3W4Vue1DxP08pO2GCaQwGgEzusFeK+VDFTCVMuFPLZanz0IAZS30JlTZ3W/0OojxAKtbSRSby1kONaSHPDEFgTNJkYNPuBtS9Xxq9R1Ie6gSx9K5znSsRbashxzyxFIba6Nc8zB5g0NmpkP1GiVv2tTCD0g5O22Ub08Z9hD+1OWUHKSeuil42WMu7T5P9ucvWY96tpNbi5ldE0if3t/LWEir/uHNMazjSpX6r3pwkXRPM8T2OG+rkGmj8J75kU/SrVXAmgIcfjyW1pot6Q5BmwfQylLbAJTWXzPH5Po0Ek48nJbcn7ZaPHpoK4D8TyNPFbGoUexhlghJ4gaBLN85hmiPeVBwDQTMa4loTvIdz5fMTMacU8L6ZxV028hHE2ScwrTZOwNlnt1KdJ84OfYmcdZ7TN/DLvrLeaJj3IgqhpMl0pw+XsuqPl0CnnMrFi+5iARtfcunWG/L7N/KLm/IDtN11XRRE2hzUw78ZoXjj9wduYEqiiEZj/JkfZ7p1IqLopun0moNM9lGnyrRtKr/0GS6eRpylrmjKmDTrBrRTR/w2wi9Ac1is7i2XjdpdpcjVN8uEA+FIDSYoICD5XygFW3Vtds0EbFDMvMeqTvJImmXleyKepSZgmj3hjB7HG/NHkmfRvu3SJR67V0AgPGnFmmJmDScSHef+WCE0fK80cjL+7KNMUCYseMiHsxqfJ2o3HfZr8QBD6/KsP7ZpQ4HX5zwlJ251niIEgKgLKaAc1rQa/d1lHSidr4eDUJWuaTJkCTRYIIkTAVW2t1ihPzlqnGBilvhru/ZKZRj0XPIJVPpwlbQXH+m1+0BRKWFJNF+ATNda0t1BNvMx9KbneDKG8eEQ2z+OR9AoU0eTYHKFQ7FxDI1VBo+dJhDJ/HzQAQDCFhULoScltuaZJS/KsmQpxnxfNJJeHzI8FguCBB2JBB7TokYBNYr5ouCn2w2MUixRNU4eY76xNTniv3TLm9DPFrJKHpA4R1Vo4b64ZAiAy7lawZctJAiRPK0QJas88z60z2acpMKfNM2jeSVoHHaMC+nyhMO9ucQ/M8/x56M+vWtPUSVRuyt67dawea4f56/zVTGIlTRP3paKBLAyMpkkMOU764VqSDD7XlJmmPoESI769Oidkq03aTO7dO4vFM88jC9PM05CmyY8oJG9GHnMlSrc6m77RNCnUkLRmNAbL9MccFLGcU5pdO8+HZf1OeDs6ddXJbe3ycDdqd5NWo/qQtnFNk0OMksMLoJom3VaYQwuh65uryYyiga5pqv42WRudqEOKdZv0zjVJlNQ9cy1EMNLcGlVZc1kelyUj1lwypokwCCWcHGXETMyPxWi3fKbOP+xCplaU8LWV0Pr8fmgEpqxpcu+VfBc0YQV/UVLEQO0QPfGMy7Hqzk3ONepwHTJJpGWHGg3RTMj2x3425nlycltrhllrmgjT6WmaCl2YkuTTxH7jgjVpqpr9y83TZ3/nc7KKvKibeVFhRT0HBeZAMt0qWZm6HxHzPM7kaBpjTqjFA0G4fzVhSlogiOoZi0ea4lnimSQ24hEca0uNEd+8/aZ7t+KFn/mN00/NvwegATwaTp9UTVNDz9MkaRhq4S4px02KAVmAxOtLMc/zo9kqPstMKBoKBLGIBQIy75ne4TK7XlU1zL5nzPPEPE2E6eCR6cS+1PPVf76h+1bWmqbq+nk3rMfbv/W7Tj1uP2idfJxHhOirfM7YdWnLmHx1YnJbck5kTVNGT0AXtNUGyBIhrgHZfWnFNHnmeeSQCwaC8JKjde5XzNW4U27ITC6maQr5JWnXpaSYBmaTH2oWalJYTvBrmiazGRszAEqM0kOsJhYQloBJWrC6DsFkwewtVMPFkWyexxyqJcIb0P26/PpdYlliUFOTh9L6GgXzaRIez5n3kKaplqopc9V8felRD8KTD9kD//TcI4JSWwrpMNR8mrQAFAZ6wAhSRiAsDCgx6DEQgoM2xahA9AM0T5MeCEKybdfyivEnd2OeBwBfvfh25zsN1NJgfeb1GKFNZZ7n3i/VCQCLh2WhC0AiVg1b30k6r/1AENYMUpOMA8BTDtkTz33kft51bb6EzIXqkNRNyyiGNCBFoQt8aP+aDdlcLWy6VYrtDDm4O3Vy6wbWPupHcerzjlCD8XCCOoWBMH0GFE0T0S7Xc8vR7rqICTEBe75IwUjOuXpN/bkWznT6IWnHbZJjdPrkt5G2pVHI0VBpGboFSbSFxEBL9IJmAUGfVX9ne42qaWLayVBIb3PpWUfsg8ccsLIeT1OWtqEowiZoBlM109QxzwukCmmS/TqUo4/v/fTdmUAQu9eaJnv/966+W+xH9Wx5XDhtUt3jCs0kU1xjjignt+08sxG3JBk06N7pAWzfvh0XXHAB7rjjDkxMuIT7ySef3JOGLXTQyeNLEcObh7Fl1TRNbiAI/TD0nP5YUR4IIiSR55omzdSJ3tooqu9aWRrkQWuf6d5woyGajFX3uYe7tqlO1v11pXlVnT5BU29GSn3Ud8wzzxNNFgrnbzdBM0IHYvXXlQAbpGqaOAMtjXU3/ilUshvP01T9tYEg/GeYS57vgsK8LB1p4huvfwoA4FuX36m2k4KHlAcI09SZ99rc4v2qo24p763qS+ev8JsrJebR8+znsKbJSggnpto10b3byBA2Nap9XTPPo0zTiCqscO+1Icd1Qt4pzxij2k+p4Zvn8XqoeZ42FwDONBnTqIB5HjHJotXJmqYOQaaEcT5832U4+/VPxtu/tarTB1qOzxf3jJBQBwwiSZZDkQqp2V00ep6geeTCI8AX/HmappifDdtntLPJEGr/9pePwUuOehAuv+1+sRzPL2dNXfm6c3/XzFMBGgiC+DS16Ti75Z08TV5tFUImossXWzLNnCPBCHG1kNXVNOl91ueBqGkSxpCfifQeTUNela9olbKMmwIPKcE5NB/jUJCdw/ZZhnc//+H4u7Ovxg9+t6auk95SoMCKJcZ/fNKry4AHghDzSTqaJrfdTjnWZ85gtdslNtXmecN1O71+ks8xn/lhYgVj9hBzPpn2cFNJgIYc9zVN1KyTnu8LgGfqnmm6+uqr8bznPQ87duzA9u3bsccee+C+++7DkiVLsM8++2SmKRGOpomb53kbf6dczTRVEgbPp4lEzQnbvtty9PmqeR5bwKGoL0biroURpxvtcLOB8am2aPZUlmX9HC16Hr2v2dR9mjQpohoIorNjDBNidEpgDjjT5EnpqHkeU4E7eSE6f30TEmGclU1HYw64ap6XM9q1kWYDE612IL8W6r4AsmQyFHa33S6dDddV35PnSPey9xdirGpGQxlDnhOL9imUkBmQc6MZvxYTQU6PnucTrGL7yGd+2DmSXUIMdhM9D5A1TVRyv3S0qUpDOfMM6NHz+GuStAEhySP31aIO7oxP9AikOqdTM5xMkr7zxQHzGhpyXBJqeD5NBU0YqhB5nEB3TLzc5zfqee3PBQNqKiqa53lzUE+rALj7l9RnMaFpve60Z3b2I8X806wbTjTyfWv7OE+8bp4rE/2eT5NidmoJdJ2ZpCHHQ0l/DZqFnYOapUDt01QLHW0DV3QCPwGCAFOoj+cbVLXu5P3ZPE2a6Zu9VgcVIuUkraO07rgFBFCNz1RZenOaBrai/dE02nxucWEFbafVvsBpI9XSFw0boY4LqCkmmaZJNM8jtFSIIef+u/wc2zo2Vb9Hbp4n9ZP+7oZ3t+cxFeiauc0ZbU4LAmnR86iwol3uoj5Nb3vb23Dcccdh48aNWLx4MS655BLcfvvtOOqoo/CJT3xiNtq4IEE37ZAZDuBPWOMAyM3zWoSo0IhGpz6zqTbkspxZCy32Ojx4F5omI6EOSTkBu6j5Y+kzKk2TLPFusY1aM6HiIcepVEhmclwJmOpc3Oguep4UZpSX5VClb2ZKKXXWEs6APwetvzbPE/xiQpoajSEvEjRNZsBDDv2qeZ7iZkOlc1wYoG3soqbJ+LrUCaAh1uERwYoJpqhpEtYyJQa5RiZk5gVAjP5mJPejQ40qOp2y1nk4Y8BqHTVhhYEkdAmdoVybZKNpNrzf+HhTn6awWbH9vCiQp2mchByX9gRJ01QTokpeGe5/57w39nzPPE9gh8eppkliUNn0pYlPxT2Y7EuSGRrXkNP2cV8Ig5igLkY0GhhTUpMuwKxnnTHQx9ot57YzNRBEKOR4o6EzawZmjpg5SIMAmfQEgN2DhhTTT9q3IT6GihapIJYQepAF/x07whmhnHTO8pDy9B7N39bM5ahPU6fOkKbJZ8pd7ZWraQJ2X2qseibUc6HbPE2huRWL9Ltp50T9rFGW3JaCNpXTPYDO5Jt9jjPatQaYkDHGdHH7xFRQiynVN8jommlatWoV3vGOd6DZbKLZbGJ8fBwHHHAAPvaxj+HUU0+djTYuSHRjnscjl+yxVDHPI4RUaJM20qTYAcZDk4eTxnWYpiF94wDcBTqi2FED7uYtOZDzMkPNguTq0Db+6rsmeeZRh6p6/cAWXFsRi+rTLHy74VZCfeb+m+7dih9eswZVmPo4M+r22SUW+N08sed928Zx0Y3rhfpdYsb4faWY5wH+AWY1YdXfJCY/EHqeM7LdaJrsYewfnBSSpskwCkZ7Y7UG8lwwkAhv/mzOANKS9P36Pk36t6qtPoO8fcIGgQACa0QgjjRhha8tMXWSfgROUd6vUCAIXo/ZU6ipmuxPSTRNdZJewadp0hLKVvvht83A0TRF9iNJm6LlN9KYA9ru0aGm2Gfe/6LQTZ4Al0GWE5Wi0w/7Lvhc1X2a3DoMfHM6eR7WiZhHw8IKLjzSTJR41L6QdtJGUmyIBDC/I82nqbMPj/g+wXR8jW+NZvpZ3evSC5rQgO4hQ8J+XvWr+stD+gMu424+0VKiMCDAhGlzoU5um2hCGAoEwTVnvE5n/y2KWtM01S7FJK4AMc8b1YUuVACtCcycvrB3Z9plzARXEu2jJGuXzpGCkCD0PKbjafYQnktKTG5rIsCWvkCR73Gh833Q0DXTNDw8XC+gfffdF3fccQcAYMWKFfXnjDjopI2ZXnDmZUWtMtbyNIVtqLnJgiaV575U4fC0HaapizxNVrrlEyl0IY8MyZHG6MEy1CgCZkJuPzQpuk2IaZeFZL5SS4rBJWA6sxv0aWIHE99gnv3JC/GWr1+NC/64XtXmaIEHfEmP3Eaat+Jv/ucyz/ST10f9zOqNNWDd5ml8lPaF/JVCecLAiCPNPJVKVw24tFHb2EXzvEk35LgePc9+Lgrd7IjCN9uViA/X967zo/SxhlknNGS2kdybg1/y1aj64RIdgJ5Y1CeY/eshySPXoNG8bX4gCPfeOkBMI2yeR4l0wzRJTt9jhGmSTNVCPk1ayHHq11G1hZRhz/cDQXhNtIEgiHkefTS/58mH7JmksaB+CW7OHZcwctvXWUts3cf2I342SQwqYN+RIdz0s5M/122f1pfQWUdzdsmmlXzeN9T+GtRhq4WccbQ+E6ksZD6ohRxXhbEB5lk0uxPGWtI6SiaY8v4b3musSWLEp8ns/YHAL54wkVsZkJXXKNwUA/ezM9GgDgQxrAeCEM3zREGF2z4e+XNzJwjEio61ES1L4fbDpXuq55C2kXaMM/O8WmPMaEHADdu+ne2Z2h43+CzTNJimI488EldccQUA4JhjjsF73/tenHXWWfj7v/97POpRj+p5AxcqaOZnLsXxCD1m2zuqaFQokW6TmeqbaiyBINdwpRAfi2J5msgzhocCGz81vYtomozNvanPDzle/fVyf3jSaVcDB4BI4MghBneTVvM0kY2Sm+e1BQKp1oQpksHr7t5cXzvhKQfinX9+BJ51xD5iXzxJj3mWMoaLR1z3Rm6nzM0qKNHKpVES4oEqzHX/XlN2VAmVTe+LEUfmG11xnADhbaVR0Pi8piZRgM7Y0e80uhnvimSeF4tW5Zvn2c/SGzGCDapRMWtmhDua834w6S+9x2Oa2HMlU6agT5OnaTLEoG+e55vadso2G0Fznfr9NRt44O6LAQB3btzplaM+TZIEnWunCtjoeTFCVJozfB2Yuup1LLzZCdIXaf7T/p/8rMPwsZc8mjAHOqHXaIRNK+le4AeC4AyEe5Zo6yRmTmfeL9fw6vWx9rG++kl19TkzSbSYPJ9N9dkt3yzC5nSAPXskvzrplnBQJvcc07Xu1d9GUdTt8/yF2L6q1SeVC633FPM87j+ZqmnSzOUBX0DJmWNHuNVZbcZ3yDAsHMaUsg45LmiqHfM85X3Qa1ZoAKd9OzvMyRISMp1tk34/GJ3Cn+0yTa55nl3HcK4DRhis0VwuE12v4wVgn9c103TaaafhAQ94AADgX//1X7HnnnvijW98I+69917893//d88buFAhRaHSTAw486JtwK40w9SlP5snjdOeaxa5ShCSdtQ+TapGpPpbFDbQgmSeRwNJmHIawc+DE3C/HL4RqXmaBPM8MUyytvEGA0HEo+dxKazE8Jo6n3Lonnjj0YcSUz5WjhDVbp1yfYtZhnQuvOJtlDZgPzqXf7//3RCD8tyibV4UMJ+qn82IIz4uoUAQmnmekWYD1lHWgIccTwklPjrUUNcS/VrUYwOvL/R9cEljyMzLPJ+2HbBr0Mz3mjDijvpsL6L3aGaxBpKENaRp40xTTQw2BfM8vjfUTGARNGWi2pmD91oKALj1vu1euZ2OT5M/t3giaspo+NE8Ox8CDD4fF0MIhjRNdaLlYRpynD63uumAPRbj7cc+FLsvHVGD2JSldcxvFop5XttfS56E2mMgODPk/t5m80vLsWXem5l7Wn0+M2TKyYQ3F6xJTInZf4absgaJM7RNQlxqvr6c8JYCD1FYBkISILnnmCaEoxqaYcX/LqhNdMq5vwGW4JfC3qeY5/maJvmc5SZ3DWVOS/0J+bOadu2u+JAbmDGz5nn6OymKiPCZnU+cNqtzhNHkvJKmSegHLUbXk8M0TRrzPLeNknkeYPclzQS5Dnuv0B+DiK6j5z3+8Y+vP++999748Y9/3NMG7SqQolBp9uqabxGXejsaqYA0g6vvVTtvhbnii50ySIsSfZoK2g9JyknaqNkA12GFO79rEu8Uya7zTGqeJ0hSzF1cM+QxscSOeZiZULUFwtGUqDV/AfMCzgzFNDnawWTuW8yS/Wn5ebgEmD6L3zPUbNQEhuaE7LdPZ5q0PFyAr0HSiCNJIuppmlhblww3sQmVlHFsslX7/QCEUGXmeRrxBujaCtoPwD/sZH8Se3BJdUhnlDF3dTRNJN8Z7YcacpxqmgQmrGqv+1zJ1CokePSYpjrkeENgmtx7JU2TJMihEecO2Ws3AMCtG7Z70R6NSdbi4Wa9F9A5zcOUV9L7NJOnUPJdA7N/aMGCAFdrJhLzAuEzpJgQ0jbTwEJSPiL3DEPnue4zDRqMiPKiM7KxkUzHy7Ks34Flmnymjt7nJ/mGW04RCkl7cB1kpKmYWgnz3oyzdi6a60vrXD90rfttCGqa6jxNnT4rgZ5cnyaN+K3+FgKd4ibR9pmr4Bxs+OU083buHuAn4HXfXTjkuPtM7o8srUATvVCLoGfWfs3wBpghap4nW1XAaVfBxoYKbwyimiaTT9Ixz1OYpto8z9RTOuV5SqehZgFM6oKh2jyvvj74XFPXmqZnPvOZ2LRpk3d9y5YteOYzn9mLNu0SkEJv2o8ywWo3D/kwptIAzaeD3scJYHXTihwkbYcgTIueR4mKUCAI6p+lmeeZekxEN07AWD+MwvnrMX8s6W/12ScqasbFlFHMB4N5miQzF6YJ45tqURR2U2XvJB5yPMwoOpIrSFoDOM+j89b6NDGmSTDhq9sHuX3Snmokt5JZGW+f3aQV5oWZVtI+GRMlPkZDzUbNFHG/pproNnmalLlK20Gjm4XWkmWa/L7QpJ08NLdbDh5CmiYz33WtcvXXjZ6nCSvc50r7TOgQ1de7lKeJl7U+TSlaA2OeN9wsMDHVxprNroneuGOe549NMBCEonXkhFvovfkawEBfnOAX9ndJyq8FsXF8bpUxlE2tTPtL7/n0ebp5nltO0nC12lYLNsLHJcAY0L+xPE0pTNNIkwSCEJhJ2mdtjfA6FwsR2EJMU8inKTSGVb3VXxpMpjtNk3+GOT5NtTCA1CcIi3VLF7ceVQihMMYpPk08DQJNrm7KrFxiI+hJsHmaOgxv1DxPnvu0nBfUolPUnD+j5LyW8jTRScjndPVs+ztd60aD65vn+e8NCCQ219ad39KBQ9dM0/nnn+8ltAWAsbExXHTRRT1p1K4ArnoGqN+JW5Y7s9baD77BOYyGvDA/d/7N9Weu9valdJZIAQLMBvkeytNUliU+8bMb6r6EnG2NFmmI9iXC5IwoC1gLOe4HghB8mqT8Ffx9KAeYY57HfJpc87zqr9mPQk7D3BFfI6L4JqcRFTYXVkTTpJgNVM+W664cyDv1eUyd2w9LbFV/b1y3Fe/67jW4e9POenwW1VHf9GR69Rh26n3POdc5jv0Sjc6jnPGp22wUtWkgjxLkmecpBzYdm1HFUZ+3zxyG9diAzhnbX+7T5Jh5wYfVDNlxpMlgAbvWy1L2i3Gi5xlfQo9YYPNBkACHNE1cmOLsCV6f7eef/n4tzr9hfac/EU0TMc9rNgocuKdsomcipmnmeR7TBN0igEvlG8Ia5iZeVvstEx9lWSqBIFxmA9AiR1b3nnP13fjYT/7grAEqHafjLGltYz5NMV8l3xHelLNl6P5u5l5cg2Tal/bcEGE7SUxZQ8ykQaMoHL9ICVzT5Oa/88sHz07GNGn+k3QeSnn33DL6Owb884E+X/L3cn2f3N94nWbqx/KeWeag+htmmjrPZnu/k6epU8aY50mapp9fv65ed7VPExvD1fdswRcuurV+Xsg8j5/vXAghmefJmibaD3ce8GdL7eAWLFJyW0BOck+fz60lFoKmKdk875prrqk/X3/99Vi7dm39vdVq4Sc/+Qke+MAH9rZ1CxjhfAVuWTWKHWcOiPTZmvTY3+/bNo6P/uQP9Xcv4Z/HrMlSGS1gBBDWNF11x/349pV3dZ5piTcpKhnVImmbKjWToO3jgQK86HmCrTXgO/XTOiVzCctAyD4T7uHFTKhKvT7OQFBoklMtmSpnxDi4VNJAc+yUIvHwjdWgKKryrVJIXFi3j8/B6vqLP/sbbJ9o4fdrttRjZXOYSAx555n1s237vn7pHXjd0w9xykmSTi16XsU0NbB5p65pGmFmbZo5IgD81RMOwH3bJsRnSRJCG9TFr49KiSXQeXbUgbsDkM0cTUh9rmkCqnGptanCfDHCCj9Pk9sWKSJfyKeJ1ydFt6yfRer8269eWX8ebjZqTZwUnKbOs9Vheh+4cjFuuncb7tk85pSrJbxDTTQaFfHkBILgPk0FVEKZmzzJZkxuO+tAEMreMNmya2x0qCkSKdy3E/AFBn//zVUAgEc+cEVdpqkQenwNO+2DvJa4n40WCMXf3+hYE39Xz6dJHmuea1BLbsuFQhKTU5sGEubUjXbnlv+zR+xnU1cI52JlblhdN34xE4qm6emH7eW0L0R4m7UcG5uiKBw/6bIsPZogZIKplZOEAbLmSu6Ld+YodA/f00OBIDwBNNc0kVtME5d3zPO2jPlM0yd+ekP9eY+lFXPFz84XfubX9edmYXOe+abjpTeOfN3J5nn+/k9rpmPdbBRotd3UJRKt5pnnCXsHoJv3av1YCIEgkpmmxz72sTCJKCUzvMWLF+M///M/e9q4hQyJ+KhNhRWmpA4EYeyjA5oXLqEABGKQ2clrfixeqG5lcwMsQSb5Ka3fOl5/Lgqba0CKSuP0RTHlsH5Prj+JNn5WCyH3w7SD5kCQAkHYT+7GyzcOK71voNngbbKfzS8xUzp6Hz9IYsnlYpomrq3QTIq4eQ2tgzPTBao500KpmlTw9plSJifGNXdtru9ZFDDPM0Qat6EGbJheQJaI8ohaEqFnNU0u0+RFmFS0mOb9/PPzH4YTn3owPvbTSnihaQhpuyRCmRIfKcltj3/cA/GBFz4CgOyDNMUEEM77Lcv6oJACQcRC/RtI6zh0hPqaJnmumjZKGGrqZnIAMNGq3qcZkzqUvrK3Uud/V+vCmSYbgCKWp0kyx+XdqQNBmN/ZyFEie3SImo35dboCA9nkiWraisIGA5KYMPcIc59ryuy12yjOPulJNfMgnU+AL0yU9jc6zzgTpglnohouNjaa8IM+f7hZiJFs6R1nve5J+JND98TFN28AIDPu9F6TyJbuM6apQ40Cn3vVUZ3P8nurnuGe27pJoh1raj4+2SoxMuSuVXe/NO2ife6UI/WHGG1nDirnHQ+WFdM0mRpDgSC4hQM3S3SZjfBzAcvEfPDFj8Sy0erd8X2Qvt9GwHKGdr82v2fM6zgJd1/D3w7Fc6TqE9CCvI4p+P4hrXWACIYifuTWp28XYppuvfVWlGWJQw45BJdddhn23nvv+reRkRHss88+aDabgRoyKKToefZAVMqaRRwJZVuV8w9NLiWwC9O9nz/XSgsgPpd+H6kDQUgECmU3Cqyso9IITBMxldM0cFPMeV0y5aDfY+Z5m03iOJIDQTKFtMQH6jYC/rhY2/cC7dIdeymCGGcgpAORa820svxw0JId82Aftn1tsRw3v6BSK34IFEVRPb8VMPfrfA8xigajQgADg/q2ToU00tEDVy625epi/rqrA1oIBLA5pLh5np4A2m2fqfvow/d27No95sp5bqd9AU2EpGlyiPlOjc946N41QSaNI4+eJ5lfuv2114ZrzZXeF9PWqg57LSR55IIX6tPEoVUzTKPnSUwT0y6rWm2y10iScV439WnS575LyLuCGfceHgiCt4++Sy0QhEQAawQhzdPmOq/T+uD0g/bF7gnV94fvvxyH7buMlJPXuyecEd4H9SnyNNWqxBtOOY258iKsCkImU+dIs2EFEA6TUxVYNNzAUx9SaYZqf1uRabLXli2qSDLKNLXqvWOfOghNNz5Nuuki6t9HHKapXfcrpGmi1YkMufBcrmWt7nHrqMtyoW29nphwxrQrQs/Qa7asu0Yln9KQ77V5d489YKWa8oTCydOk0FuALkCtA9I4Icf9/VA7RquyrhBTEnBzxk4SlgF2bDwrA6Yl1KIzDiKSmaYDDzwQANBeAJ2eD5Ci56nSsnrzqL5LCVedOqmmyfGDcOvlkYz4c031fNPSnG2HGoXsA9QBvdZql0EHS9OXYSXnCEDztrCDU2kfJ2z5AbvJaJqWWE2TFFVIN+Vw+zxBCFH/wIrXx99HUfhaMz3be/WXS1j5Xirl3QH08NFNdihSLZJkbsAzmnN4mqYQ0zQsR2mrnl39NQTcbfftsO2kGz0jotxnu38NhppFTfRwTZN2sIdMYarnh4k3t6zTdKdcRZwHoucJwzkq+DTRZLCAbH4JyBpyNRAEm5ShEMQSOBNmgzv45nnavIn5NNGIc4BOzDuR+wIMhEFRhMNCA0TaLWgCeHd4IAhewDBNRjMv7ZnSmaOZLtJEnq55ni0TiphmHqtJqDVCnud3kRjUySmzr0rMmlufFvWTM6VcyMTNFutnM9NAw1xQotH0nTKTkpm3VOfymmnyzfOoVWoovxb3adKi59E+U5N0J1KspE0MaFoLYS5EtZMaE8HenZZqxfdpkk3GAN/CockE0LQJPKVIyFRzqFk4QRGoiSNFs4GoYA0gtJlqnhf2aZLeW/V8Q/vYaxKPxy1TNPM8zReOn3chJn/Q0HXIcYPrr78ed9xxhxcU4oUvfOGMG7UrIBQ9TzdZMIs4bEdahYj1F4eXqZwfTBqzUROE8gIx7aChtaXFQe+bbLex+xI9lOckMTGIRX7jttu6iQY6f01/SZl2WTNvrnmeT1SY26ToV3SzpLbvWturZ1d/Qz4OQHUIexLRCKPI++y3o/rLI7BpeYaopIlrkXyJum6uprUvwDNZDYnk0wS3vrs32ehnsh+GvZdH9uH9oHm2xlgQCm4jr5v/MOJN0UJI/ecHWPXZPNf3R5M0UvQAF32aSO6Zqn2kj1SjwvoBWH8urgHkXQkRURI8TVPAPE+rZ6jRUCXUtM21pqnTb19AY9aynAPPd/5PIfK4sMeW4b2ptenK7zz0vbz/V3+dQDcKMWM0tUVR1SUyioJzOD/DJA1EdQ+8+uh3wyBIQoiJmlD1/Tq0+szjNf9dj8hT6qN7zxAxzxufFJgm0uWauJTmYB2xzEZgowINSdsT1DSV7jqJBacpOtrqRlE9S/KnknyVpBQIjgZJMscV+hKbC6YfsbDo9jyG2F+3P9V3855tyHH/fAgJgmnOLmriONUuvTQjVV9lgQbgrlXeF6tpMj6Y9lkCb+Zp33i9dKylfdEzz4sEgtCiLpr2a8zVIKJrpumWW27BX/zFX+Daa69FURREwtBZmC3fqT/Dh2ye5xJvdVkuzdaS2xLJjCh9YN+9wAgRSY/ZAzwCuG03t1A+Ci6NWxlIGkd9bbSDjgeCiNpuc20AqXDr+FRd/3LCNJmy1H+MS9V4aG2e22m42VAZYYAyYXDqlc0L4PSlPnD4gcgltqzttr0dM0hP06QFgrDXNKkyvccQoxJDRdunSYopjE/T+KTANAmESt0OYaypITgn9Dzfv0KPnsc1LxqBYqXPtk7pWZz5o3XSBUyJGT96nl8fLSH6NDHTt1hOD4dpUkyP+PTlY/OL69fhzN/eBg2+cMZd7xQh87yQIMfsSR6z4e01Zj8iiWMFDZxBowjkvlGEJC33xTmwyW1l4YJvZqgzqHS6aKbF53WiD1pzNbcO+pmuOS16nq5psvV99ZLbccZvbnN+lxhUnqPJLacxYalCjU59yrjQCJHDDZuKwDnbhDVnCW9/DtKcYmaf2Tnhm/vRNVeb6Av1tVrWtJ3e5wkTmeB2uNnA+FSbBT2q/kp5mmh10nuWzE558mJA1rTS+6wvt7a3mnKd+kwgCGG9c6bNT25r+mgRilRoxmqk2fBMHHmaEdPXlHQTnnle2zBNcfM8mpjaX3fVXze5rddM3zxPmIOArkHl46xZRw0i/LcawVvf+lYcfPDBWLduHZYsWYLf//73uPDCC/H4xz8e559//iw0cWGizRY6oEdG4hv/sDIBKXOVItWNmQrZ+uA833OSJiZeoczn3LRpZVDTZA9G7aCrGSvPtIb3A87v0qZl/JkWDzcd1bcNBCFJEt2NF3AJM+rTxEOOyxGF2EZZhp13Q33mm5ZGbFHm/XEPXmmvR6TjgO8bxvfDVllGTTrt0MnlKMLR8wyhUtVz8rMO836Tn+tHp+NNMNHzgHggCD16Hn/H7nXb1k6bHCLFL2vNjnzpn1yfvSblaZoUfJpMORqoRdJWmHu0qJUGfC687itXqO2W6uN+VxSab1QVhEX3aTIMeIjZqJ5tnf8lwsMzfS7iPk3WnKj6KznWGxjHfMs/u7/zyJ+SEIKbvgEV4Q/oZjNegBPBtFKylqgl1MJ8pvdQAfV7zrnO+116Lt1X7XPlfZC3UfXv4aZgGtPEAhSNCFpbSZuirRHAMmIjzUYdSnqM1GcFYPYeU7do0cEEOZoQjs/DOqALfbbE9Ap0Sun+5Dxf05DzvvjnR6ceds5qWg17HqNTzh8bzujz9yztv1rgLdqWStNk75mcktdTyJ9VNM9jZXcKgSD42qJ+xjyHkxRYhdI2r/mTgzp1um3Sk9sqptnsndTlFoB5XtdM08UXX4x/+Zd/wd57741Go4FGo4GnPe1p+PCHP4yTTz55Ntq4ICH5kmg+OVrozXYpE9+OlDhwsPPnhgNLEKlMQCIU2mC2jU853+v8BzuFvF8ktKbG1Pk+TW67DbyQ48KmZdpA/Zlo3WLI8bqMXUZ0DCdq2/uGR+hJgSBMffSw1Rhoj6iIMlfmulsfZSi/8fqn4IA9Fnv9BXyiAvCZT+9QbpcqEcoPJ42JoKiZpkAgCPMq3vbsw/DwByx3+kjbOuQQXKaO0iljMNTUo+fppp9af007faLRKUeuhfKimHqu+8Bz8NxH7tepkxLfpj5boxwIwjIF5pkHmZxFG2wkNckhuCYIvaTSbt80LZwGxyS2LD1i0H2WXGc8el5qIAgzb+Q8TV7kyIJqqWUNXFGX9ceFd8dGz5OJfp9p8okjLnwDfJ8OjpBwRvZp6vzGQo5rmiYt6iH3daTvl5o9G8T2ft8MmO+X7u9aIAiu5RoVcse1hUU8rGgd3TqtcKbVLuvr3AQYCGs/UgNBcOZOClYhMYDmk5vc1t8XJMZYNPdT+lJbQRhNkxYAi/spKWcOveYH7imdPtH5qkWIo6Hiq4AzNtULZY6pBsqYQlb3s7YJ5nn83dEk23WdrI9T7ZKY57m/SQyq2RdPevrBeN9xDwfg00jSe6N9i0UI1cZwENE109RqtbDbbrsBAPbaay+sWbMGQBUo4oYbbgjdmkEgER92M3JhFpPdPAiR7kgMTJ2y9khzlo6a5zXkDYaXo4EgpKzYNPQzYBkUKXreGMmfohHU1jE8fDh4wRMEkzaj7VqxmDFNwqbQraZpSGCaXOKD1acwvUUhHBCC5IjWHyI+6PehjjZs/xWLO/2QCWCH4GKSRG9elKVookHv8YkZqJB8cQzIKFX/Lwo8eI8ldTsMbDhe9yCjffT9U2j0PJlp8oOMQCwXDU3OQqdX7fPbxd/vbqND9XpyamTMGiAnt+V5mgDgoL2q8buNhJ+Wouep5nlsJ5PCYIdA1xKdP8MN/9jSzfOIT5MU0bNOTsw0TVybbgjbRiGuOb7+qtw3soaLv2ORIWHt5BFC+Tqx/Wg65VzfheqvmKdJGcBQ8BzZ38Xti2RaVn13f/eey6wbaDEqjNKea+AHloDXD6kvNqeYW98kEy6ImqbOX9rjIcX3A7AE9jAxzwPsXsOFftVnXUPIfZpi2n4zJqZPjk+TQKfItAU6dfnlXI2sz5SoIcc9+kPz5XbrDAaCMPsmq9MK/jr9QHysqWBxqBPJcVhwT6CmdM0iLqSuypn2dX4z5nlTxjzPn/sGU+1S1E7Sfkt+vg/eY4lqfSQx7lW/C6+/VZ1u+VAglEFD1z5Nj3zkI3HNNdfgkEMOwZOe9CR87GMfw8jICD7/+c/jkEMOmY02LkjwUMVAN4EgCJHeKmH2WSpJNFVIxDmHarLA2qhJiunmFnJ45ZqmlXWm7Qkv2kydTHJY9iGgz7U+TaafMgPh9cPRNPmR8wDZ0dHcZZ7HfZoM+AHrtkkigKu/RQPeb/y+VNOLWrNhNkHWDsNE1HMrEs5eMhHRo+fpTISmaQoxTSHzvJC/hkTo0XfGhRW8H0OOeZ7i68UFC4qmiZtk+e+NNQryu0uOaiX4V0jMJ8/TBAAH7VVpmijTFEpu60dcdL4maRMp6EFMCRYetCRUZ+VnqTMGEyx6nsxs2DDTFXHklxEDQdRm1PK4cHMi12HevaeOnmd+V/I08SiA9NE2vYC9Vps8KRLgEJMvmd7V7WOCFD8QRJiBDgXFCfo0QR7rqHmetz5lJqf2YemsoRFByyoxEJa49COrUdNY6uA/NtnGskXy3lsnmxbmfYsJhup1F2EUh4V1LJnTheY/fcuS2Sk326rKyeuzzZh8bT1xbZiWvJ4+n5/d1jyv5ppqaIEgJgVt0nCzwETL/c0kRjd91czz6HfPIqHzm/F1c83z3D5S4RBfdxKDWtMAlDFmYyjmFYUelIyfT0MBunDQ0DXT9M///M/Yvr06RD/4wQ/iBS94AZ7+9Kdjzz33xDe/+c2eN3ChQoqepxG2XN1OCZtqEjbdckUBn8TXCQtNuprqiEkJUW1jA4AdnnmeSQZXYsdEC0tH7XQ05iaLhpvqQUeds51+KAyE5vwJAJvryHkjzr3Nhn+QeOZ0Df4+TPssIaOZNNL2cQZH6gvXmmn24PwgiQXJsOHsNQLYJ354lCLpkEo1H9QYY4pRElRiqtV2NK6WUCHPFt6zZOLFhRW8G5VPk5LctlPWRqJ0+2eg+q0phw09mjghStsY832SxiUUCIISogfX5nk2fLvkEKyFHOcbmWaGo4HOQSmhqfMopUpH0xSQ8vs+TbQdxPm/SZNT2jK86w1ihqP5YHimb4JZJe0HQN4jK8ADQUjaMInwCZl5AdRk2G271I+qfS7jziX7BtpebeDloROYJurTpGmqS7a/aeuTm5dpYaE98zwxDYI/LtREi0dWmyRzsCgqAc3YZLveazjjR9snnbN2jzN9ls9PfkZIDKC073MiXWujpFEJ9cWjP7yzKbyeTJUhH0bOtNWJcGumqdN2co8mdOH7AtAxcZxoOXvXYhoevFGIzCRtW6MQgsR0HmU0TYtG9JDjk+22yMTSstI6pvsqP7c1M9thRdPENbwhX/dBQ9dM03Oe85z68yGHHILrr78eGzduxO677+45pGXokJKKapomjbAF3ElICcKSqZureuW2aAcYz9OkET11yHFiksLt+AFgOzPPWzzcxMhQAxNTbdy/Y8JhmsZIPgJNUtaqnTAN5d0px/qpMSW0v5t2KJomgeDihw1QbTiVWtzeSyWIJd9UBKkyDxLA21iQvvG8QPoGzMZGYYy5NI8TmKJ5HhtHyT9BzxECp3313PdqsKCmKxMe02QOCdo+/9nUlLRuIzdFYGPkME1TkTxNpC4qUdbnoNtHaW5JBGGImKFVurOngvXD8Bl8Oi4HJ2qaarMez6eJjaOiqdbA87rZ5/nmeVqd41NtNfQ3bbMZE1ESy54t7R++eR4NIsPXZvU3aJ7HmspNkHlP/JDj5ln+3Hf2rVoCLI8fFzJIjF3IlFT3aYJXn/S7tJ4kTVMsuW1qfjRLeMtn4gTTyMqMhvvMqrx7ZpOtjIT7r8ovGm4ypskfw1CeJi0VhybI4WGho3ma4I+hJJyxGpXq+5d+fSs+d/7NXn26T5M7X6NWEDBnYnU9JU/TkPKexTXi5eyyc6YO0iWMoZtTSU6OLbUN8PcjY+kQCwQhnSNAWJAYMrOV3EkAGggivMeFoioPGrr2aZKwxx57ZIapS/ANC6ASZbcs3zzovKUbAyVoQhIFDltWaaPR0ChaAyop0xwDAWA70zQVRYGlI36IVYBIVIYaYr6H6rnuga4zf6ycsHHs6BxQJk+GwahgliU5+kpSZeqwzImGEPHhaprYfYxYriWxqumFWzevz0rzqn5SMxKnXNutD/DHUdoPzXzgYcJTGFmKZaNDWLbIvhstJ1DsMDbvR/YldAk9g6FGQ/RdoHVzCTV/rk8od8oozKSznQrrUzKbqeeNyJCT/gjSwToHEtmQ9l2+CACwYdu41yc6flKCT8An7FP81t727IfWn11Nk/0sKJqcd2YJmAIH7rkkHD0vIU/TFNNypeytBaymyQ/Hy+e+Xwdvac0gKMyGGnLc0Yb5AgOqaZL8i8wckczpgslt6zLu9bpcxDxP2gtNXTRpuC0PsT4tiJKfrkN+rmeSxfKZ1VpbMbmtBR1zLlCcYEyg9Z+srktBeEJ5mrzktqqVQaedRhvQidDo5mlyy1SfO/2UAkE4+6/727/88HryG2UMqr/JeSI97TycZ4cCQXiBQZjGTjSFVJi6+nwnaQhGBKaJ+jSNT7ZULSb3e6Wfa6ZpwgbIMuDb4VS7FGmUqt/+upOCI5km8DQcfnJbeZ34DLk+XwcNSZqm448/PrnC7373u9NuzK4EKXoeFKKCE/1FUYX2nmyVDpFOTWfkiFtyWzSmJDWccu1/NNRQiW7A1zSZtkptGyNRYrQy1g/Dlaj5JhrusyQnX9NX7n9kmCgaxIIzOUC1sY7D3VipT9O4IA0y4E6bmnleUfhMU1MZG1/C6ra9bkfL3dw053XZPM99tnRIGe3hzkmXYdaYP80x/Ny/e1odfr5dCkyTcLhLY9OqTTrpunPr4E1oNHS/GI85pUxTWWKI9SkWwEMKBGHfnUSk+MyfxFzJfie2XB06N8IMcXNEQDfP430zRJQWMQ0AXv2UA/GoBy3Ha8+8wqmPrk9JQOf2ufpywT8eg+FmI+jTZDQ0I7WGxp8zdC9rNgqR4PfN8+xeouXsqgl0af/ljHud3NZlSgzUgBZU08SIUPp5qt0WmVnT95rJd/at6m8hzFWuaeKvLCYkkZimVlmigcIyLkMNr7xuFlt9jxF5ptyQ8I4BNy8P4EaiNJowKUHqMNM0SXXWTJMR1E0x8zyF2eWgQkx6X0wAV6/jqHmeT1uU7Dd6j9TGJPM8Rn+oeZpMnYy5ks3z3OerIcfJPXUQA8+/zfdZlszVqGnmzsm2qt0SBZNs3dlAEHqepqlWW6RRAFmDKmmg/ci4cn1aygKP5grswYOGJE3TihUr6n/Lly/HL3/5S1xxhc2xceWVV+KXv/wlVqxYMWsNXWiQJLYaYStx+ZJNM42yV7B75ZrNc5VNq34ue6bHNFkGR8sQDfg+TYDOsI0TRkwzL6gTckYlapz5c/sH0KhqnGkymjDbdtnp1R8besDyzUYKBMEZHAAo2TDyjTVmKsTLqUFG2MGkJSqVVfil0zYKY8/NIydyjUpMC2HqkfxxaBsoUglHLh33Qo43CtVEQ9PGAnY90urMY/UISp3fyTUpzLREjNbEDGWu6jpoG3ymY1LQNNmoeDYakxgIQtHC8enQVPYZikZRYLfRykRWikQphRsH7LymiR1HmX+PND95IAhpr6HEUVGk5cBL8WnytKxtWsZtJ/dp4tNdC51Oy4nmeeQcCfkTStL74Bws3X54miaBCXOeZwSETlCcqqwZz5GAZNzAfDXtrxkDj8hzx0abM5O1SbiraQLsOxAFOERDyfdWw8CN1EyT6z8pmeeFIsRx80WNoeQaGimgi6TRLthvtG7pTJResduXzlgrTISfpynMGHNfW6lsUZd1ny0xG5pZoBT63uyfEyRPE+3W2GRLpXn4XKWf22Xlx2veTSgQxBTRGvvCCnh9sXSUJIRwy/vmeUWnv9oe16Er6vNz8M3zkjRNZ5xxRv35ne98J172spfh9NNPR7PZCUDQauFNb3oTli9fPjutXICQGCGZ0ZEn7HCjgTG0nclPCUJrqkOfKbdFM23w/DUimqZFww0bTSXBPM99tlZnUyWo+WLXHF41RsMZOxa+3MBomrY7GdrReZ4tJ2loJogpB4+S7Ji5wLTLbV9VTjvoXAZLYsJoOW1ucY2nFg1HlEaxDTikadoxzkN1s/Ypc9CARqsam2x7TJN02EnmedzeH/DHxvPFaeiJSvnalN6dqy1ka4n1V4reJJmMSfbv4hiKhK3bPsDP0wT4BOGiRjMSCIISCv6L1PxEHBSK+aDRNAnhxmmd9P3UgXMCUk7VrI0U5Ul1JYZE0qppeyGf+6Lggwm46vxZyu/jJEUDIAdW4eZO1We73kNCYInQkxgirjHWfJqayp5eP69wy9GyknmentzWJd40raj3TjSmifkf0Wh3E1NtjA41RQYCqM6Iiam29+zaPK9jHmeYJmOyLo1ziDHggTI0BpVrkaTUAZLJmGQVILVRE8b6fZHHms9Xy+CHCfRuNE1mfk3xM4ye7UpwJK4hpJ+lMQQqusb4TUspOmjbALLu2m7CY+onxfe1qVYp0hL0u7OOBUGYap7Htl8tWjJntofrdxfYZAYEXfs0felLX8I//MM/1AwTADSbTbz97W/Hl770pZ42biGD21ADstobsBNQSkromOcRwlYijGKmEDFmjUdUMaAMjha3Hwib5/GmWe2VHOIX8Ak9jQGrx88jWH1pS5MRZUtHjabEMnySaZSk+aMSP7550Q2T10eLOmFIUXgHiUzMUCLd/JXHmWteYhESpXDFXAtBYTR12ydchtnrs9B2CnOgjyoJbiVGViIswtHz5DY0iwJanhVurkbHh0ceos+q56pmauIIU/x3J5rNSA7a7Ln0HlrO5mkiTFPTZZoAaips75XM+KTXWCj7B0WjkP0CpJDoFKYorduPhObvSabN3KyNEoSTTKAiaQn9PhVOAApXE+YyEtK+xavjEUJVTVNAYyYJ3+h6DzGzVtBkr4WCBJih0fI0xaJlhoQQE8yviJaLmedpeQT5eqrHhdXHCWW6RowgR9qLAJ1w1M3zQj5NuqaJ57FKDX5RJ6kW8jQ5QpfOX1qdjT5or2n0QvWbUC4iqNOClvi5C937nbLsvDN0lOmnwDOpQTcm2ZqrPvv0D+3/GPFpUueqYAXRKksncitl1vl8mmq3RYsFgJ7ZtLzANHnmefI61qLieespECBs0NB19LypqSmsXr0ahx9+uHN99erVaC+AAZkrSDkz7JwNbx6ArxGgxBfVNLkbm9wWTV3MtWF283DvN5v7oqEmkTz4D9sxIWma5A3T+BoEfZrYYtfK8QUc0kBwSUqtaRoPa5ok8xVq1hM2z+scTDD1VkxvWeqMLDftoe9E0mxo2kQ+hnqyOn8O8kNROhyXCj5hTp9ZPzQiqk4mKRzsAHGuJ9ekd9ISzDD9d+M+u9nUQ+lr0fPob7RLIe2C0w9KpBimzvFpMvXRuvVyhXd8srk65foHAoxpqglCfx5QO37r1+FDy9lF0aAMamesf3TNPXjz16/q1CHL+WqJKKnb054GktuOBKLOaZomTbtryvD8bTsmp3Dcf/4at3dCuPOwx472mdVXa5pqBp/vl3GNGTd3AsAYO6iQCD0u4Tf9pu2viTdP4u3WwSEKkNolfvC7NfjXTkCBlEAQtcS74e4fvomXWw89l2gUTM/0rWH9i7kgh6+5am21hNxPLBCEYp7nWDYEBAG8Pk3oyLUukj+OrE2sN5oa0j4TesdSnibNVDkm0POFEDqzpvmu2fkgCBbU6Hm+ICeU6wqohMGSOW713RdC0JxT1HdcS3Ni2tls+GuzqtsfGzMmUkRZzzyvkOa0Huym1jTtyiHHTzzxRLz2ta/FTTfdhCc/+ckAgEsuuQQf+chHcOKJJ/a8gQsVUpZvyXcB8ANBAH6iN7oImgmapr9+4gH1Z21z0wJB8I163DHPkw+bdrsUg0NoG7rRNI0ON9HqbE6+pkkmZqI+TQKjpmmalgjR/cxdsQR9VIL4xIP3wIN2X4y77t8ZeDaprygwVfqEjPkeCjnuEummrdVf1Twvqmlyn0s/h6LnGYdVzjBrRArIddoE63gt+8+YolLkIdl+mxIBnTYpGrMq/1jEbJG9D/qb9D7s4eVUJ0o6C+GQlQhWrjEDCAPlMFedOUOeYfM0uePHCcJaQ+7sRY36ue2y8oHk8+xdzz0iKeR4oyjAw9Mahom3j6I2z6P7oLdv6UyTH0DBluHEkV1ztoxnnlcUzlyYapf41uV31gwTIAk+yBpm7TTvuVB+54Sy1GfJPI8S39zkz31+pw6nPrf9TjnzPgRCEJAZRQpuFWDK/t3ZV9ffR4b8tc7fw8btVf49E3nTzC1N6CKtYzOn6X2OGWuzgclWiwgWIPa51uRMuW3kGgvjvznO8jRJPs0h8zzja6MFC+ICkHAgCHufJJyRGDvNnJ8+022fvLcaxkH3aXLrDAXJsJozTgsYGqMqR1+dlrKAa/ToZylsOwC86ZhD8dubNwT74aZz6PjwttqegMfA1zSVGK6DtDg/iSlAxOS2bB1Tf3kKoz2N5WmygqvBV6x0zTR94hOfwH777YdPfepTuOeeewAAD3jAA3DKKafgHe94R88buFAhcu4C0QP4Gh/A30DoBtFoyDbept69l43iw8c/2pYXtBWAZHokl3PN8+yCnmyV9cGmmeRo2iEacnwnMW2h4ASwZvLBD+5QBBnfp8k3L5Ns1q2zqB2cCXJ4LRpu4oJ/PAavPfNyXPDH9aLv04gXDco1mSkK3+45xhxzzQaHZgKhJbcVD8V6Y/XfsTFv3D7OA0G4m6rth223qXekSUK6akxTUNPk99fd/F0mgs9VR/uhOPXb5LZWSyiZ53FHcz96nluu+uz+Rut0TKMKv06ZCYNXTsp9A/gEYUvYi2gb2mWJJgpnD7v6Pcdi96UjuO7uzU7bJRSFrg0AdPM8U1Qaa82RG5A0NH49NoeV7ljP624U7li2BKFRyC9RiyIZi7BqiHmJ0JNMwptECxfgZcV0EzJB7b4fSThIy2lzgTOUtC4D16fJbRMAbNoxgc07q/x7D95jSXVP5zzi5nlcg8+FH01GHNJnjw43sX2iVc8lSaBR3SPvIRPMT8pqmph2VzGr5PB9muSx5oIrKRCEbF6p0xaO1jHAGLvaFIX+4GeTKtCT3500NpahLcSyUj80XyppLgwLfmGm7i+95vE4cM+luOzWjVV93NS77c8bY6mxkyTMHWF7NO/nVKuNctjdzwykYDwS7cMZWc030ZpMyj5NngVLaJMZEHTNNDUaDZxyyik45ZRTsGXLFgDIASCmAYl4M5+4xM9Ks+21YUak04Uz1CB5gYSNbZjNfDVBqqKF0LRCNHoeUC2kkY7bnHY4as+uVdHDTWLb7d5rNrEmM13xJWrusyTJrqTtAUggAyEQRMyniftcNRuFyLBJTJOpOua8K5vn2c+WufI3S1r/ENvc3GS+crI8/myJMbYh27lPk9I+QmSZd0LHxUbPkwNLuAEUBOJWNEVw28S7QbUGuu22vWa0hDZ6nsv40r8xAoB2Kd0J394rEjMC4S3laQKq8d4+0aoFAJLTMK1bCn7BNTQx35mQX+RQJBAEnd9cSBIMBNHx0ZWc1/k8lAUVbr0F1zQJ0el4+wLDYuvt/OVnBI8u2BQIPcmZm5onhd6LrF0z/fDngp0Hfpnqu9sm7Xl0XfG1Ivs02d+NVm/vZaP1PhQ3z3PHj7dRCnfOE9xqo6il41B9mgLmecE5zS0wiIkXhRYkIzlPE6kuxECLIcdFiwVFICVojN3E4e7zwoEg3HZ6TBP8ftSab86cCFEcJZ8mc5sZ39qFIeEsWVILHadEc8CqXT7zZYVlbN0JDKUUgIKvY6kMbUvcPG8X1jRRZGZp+pC0RzGHTck0alIwz2s0qKkfPdh9SUb1HV5ZwG4K3CmXSxUsg9NwiBrHrldZKxqjYzNfN7BVbV/ncAhIgAFfgiNFLjMHCt+Qak3TuB8IonA2Vnczqhyrq99GhMOd7h26psndWMvSN/2wUaj890zbqI2zHnJcJghDJiKipqnW1Mk+TdZcrdNHVjfgjotqnhdk6joHYlnKwgo2vyStwZByEMupAwpQLaHExGoMhP3q98ONhGmea69J5r0CLyn77Qh5mgBfsycdnnQsJRpYk+pKaBTuQcyFKVwTbCC9u5jJKUACQQwbhsgfQ6tpcvdBzY9QautUuy3MK1dg4AaHEToJ/YzwhB/CfJXmPiW+aXqDZqNw7pXamMLgS2VoP7RzgY9NVZdbRvZpsoVu31gxTQd2tEyAHR/NPE9KHUAZk5qBFkLzT7RaTl28z8OKiRI3pzMREHd2zlVJQxjSnvIEvGpkQWaBUSe3jZjnSYy7+SSZ3UlaU2efVtYnn6+Utphql7Uw0g8X795PoTHH1jec91Ifa2OeRwVN1vyT0j5u+2J+w3Tu1e4Bky0xNDgg+FpRpklbd+SWeu9wQvi75SRhGUCEEEo0SmueJzNXgwhZbJcx6zBzTJLgqLa9pKzZECWCtVkUHhFK69UWkpeh2tixekSPW86a0jFNkxJ2U3q2r71KCQThSlcl7Rqt20qX0OmHTzT6eZqsetxAPCCYzwvdEOnhLuWIkqLwmGZMCUQKbWetsaCmPeT9cBMgTYvphxz3zQtofU6dgnbBQBq/qixvnzsP6HNkAoX7NHXmNrnG37NEUFf3dA7fum1uP4qCJjh0f+NmCIBlZCizVv/G+8vWEmeKzfN5u4I+TUISXLrmpb1BytME+Hmx7OHp10fbJTHu2jqmaBSF8745oaLlaTLj2CL95UISKXdcSp4mroWzjItPGFFQbVOrXXp94X4Vjnmeoq/QhB81QdVpo2ye568tqlmmzx9lfhNh8zyf2DLFNE1TTOsoaVXKsnS1zuSskSJH3rFhOwDgwXtapqk2n1LzyrjPBNw5KPk0mbEyYd+1PktBAqrvzKdpxDXPE7XZgeAmPOmqptXj7ZTDZft9kRh3yTxaOptsHaQv9dxyy3hMU1N+J/zdpQSCMGXNeVcH7RESE2u5C8XktsL84utE84+VtHo2EJXVNHk+TR6z2SYaM7buhL1GFqZ02mToS2VOa8yQ12fFjG8QMSNNU8b0YUM922ucmanLCtJsbmPtEYTCRikR+4AuEeLhqPU8TdY8zxAKrXbpHtgq0wSxTkOkVUyT3xeABoKQCe9r79qM13/1CtyzeczpJ9VATEy1cfznfoPr7q5MTbkkeynxaSrLEtfevRn/+aubvH5wZmhCZZr8sebhggHZtIz2Pqg1c4h081cmWOvIOcYXQpD6OfU5xLJ7OElCJGpeID3X9qf6K4UxHhFMYbw8TcKmzg+IKb5G6n64lYhaA8FssfruH06+Pbgt778P+bBxpPdmfdJyTKBB65aWmmum4a9jc5hxTSs3PdI1a6b9fhs83522r0GqW1a4jBs/jLnPlX1uZ6yFcdG0hP91/k24e1MVmMXMMckMrdbC1WaG7jOrz2Kz6r1wsu2bv1kiD94zNU2T7RXfC12hj+SHUa/1hj823HxwdKjhmCSbPsdy83CmTlrPbjm5o3x9tjp1LhsdwoapKrhDzKfJmOcdtOfS+poW3VXTQADuOpkUnP9rwUI91v4aBqhfB/NpYsS3SVxqhJFcCwak+TTVQUGU850TtlKofzGsPNurq7rMbz6NIllkSZrqezbtxNM/9isMNap8Vhs6QTykoCCuMNHUWf3VNEOf+OkN9blR70kNt75aQ0Pu0/YP0adJSgXDxlCKUlj1w2deaCAqrvE28DWXun+itE4kobxnnifs+wD1gZY1TfU7SbAyGBRkTVOfIDnI6uZ51d/QpsklrDR5oA193N0BxiUQmh31ThI9j7aNqvlLRcCgEfM0Ip8W4IFLV7kZwtu+tapmmAA/slS7LPGbm+6rGabqN3dJLOn4NLXLilB/6zdW1b+50tDOxtoh8qikaVhQe9PNgzuj03JTjplciBmSmavazMX8pjCeoUAQEgEMpJrnySHHayaHzy0hJLhrnteJLKUFgiDvhJt9cL8/Az5vuDCMRnTjkl1JSqfluKDPMsVjAVIAzafJZ9astN1/d3TNS5qmWgDB5v9IZ7zrPE0CAUfHXNI0GdTzpfS1LrauwiEKOIFJmbq3Pusw8lw47ZMETHzf+unv19WfTaAAaa+ptXC1djcsqADsOzDmjq2W32dLRPl+ehppYQlW9zoPiiNJs6cEwsfxEyH1cWm2ZJ6HwNwyP0rzlH7XaCjJv6JVlthtkZXzDgv7JR2X+3dUQSD22m3U3hNNqeD3yY2IKgSCYJomifAGAqGrGSPGTWIlhkQzlQd8n6Z44l845SeFM0fWaFtItIXmr0zroOW++OtbcefGnbj1vu21MAOAZzoO2HNWaqPmS/Xj6+6pP5s5UWuaSr42Ca2lhMuWLEQkzQs/69RgS21/DGtN00RL9Tt9yVEPqmkvwLgGmLXuFBVNpMUzjJ+Jwr4PUCZR3v98k8TMNGVME1rceyDOvAD+wuMSVrqwbBSv6rseu19uRx3yU2FexokpHSBL8zTiUGOIxoimSQuZOsUkL1wjxTdrI7Whmypf7FyKs5hk3t4x0XIYQWdjZYTZJNGCxXJSyD5Nbl+q/th2cZNENxQwJdLNX40hd+eWJBFy/OWEvmi+QIAecpw73PI5I4VdBSxjPj4pm/vRt8fnqxSOWmqTR/AXOuEtHSZeVMEAQaE6Z5NrsjmM+Y00UyBm6r445fz6NCdjj4ALHLCAFY7QNnhmM8K6o6DvmxMqdH2+7diH4oMvfmSnLy7jLgqYPIa3aux//81RdcAXad3ZsdF9Jz2mqfO3tghot8WojIDVxrrBZsL7Jf/Z+iW45nmOxjgwNjQQRFH4Gj1JayAT1GZemzLwygDUPFXup6i5bZfYbXSIlIH3WfTTE/LocJ9IS2RaxlgyIZRMsrjJsCntRc8TtH9una7Q0ZpG+bRCN5omzVyt1gZ06pJMn0Vtophs2+9zSDAkvV8NsqaJtJHNa8130nw/+6Qne5rlKTbWtEl2jfgaHUC2JJHO49oMUpkH/H0ANvrsjglinsf26L12G8U173sOnnLInp12tcW17rTPWSf+nu6b5/lnGO27HnK8U25XCzn+H//xH8kVnnzyydNuzK4E2SFdORAD0lOuaRKlMu0Sw00aScutXzpwaN1WlS1vRtY8j9nTJ/g0SaYuVZ00kVt1jRMSxr+EO2ibYkZKY2C0RiF7ek5MNxsFFg03MDbZxvbxKTfCnXCfGRsthLPEeIYy3Dv25WTc+TuR/V186VvsHUtOqlHzPOZPQqEnt3Xr4KYhLnNm7zOapjHGNFlbdHJo1wdYp32EaJbyNJnmS/NiWJjTtKwjOWXjYtedv359CZ1fVjaH0QlWh7kyvwlJJ0vh4OR5kEa5eZ5AwLnmeUZgAe93m0tHjoxn0GxUPpltoRx3gjZSfh7eXQt2QGEYMioYkTQgppzn9+QwJG4fTP+p7ylnEMyzpDWisZSaVcAU04Zx823TBvobgDry6FS77Zi48rDGoYAzdO7z9mnEFt/3/TxX/ueytNFMAWDnBBFgNfy5z/P40c+e8EPwMW4WBVpwNYQTwr5ea2OZYIGfs1J0OoBoLEzYe4WQd4QuhikW9ipbX+Hcp2lDueAqlqfJpkax9ZlP7nuzDETw/QoCLArrv2tN/yWhXizwS73eR+x6r8/tlrtv0RYZQUS7rPrSYGtLCqBA34s9Y9361Jx/ZOIsGR7qPKusLXq4pgmo5g4VlEjMLuALNaryvtkfpxe6N89T6IoFYJ6XxDR96lOfcr6vX78eO3bswMqVKwEAmzZtwpIlS7DPPvtkpikRkoTafOLTSpIacNtZTdoCVBN60XBTNZXQ1Oh+9Bp5o66DNnQOD5uckhIV8mLRnErlQBCsfcaUS3HipsQQYDVNPHQphRSda+nIEMYmJ7BjouVuLFTzx6RR5mDk9Um5riQHTzlaFanHM0Wwv5XChmmJGbdv5hUNBQ4ciVkDfKma9I5jPk2mOrOpGsJD02TYcLyyTxOd2vwAo4eU5JNjTRHcPhQoVMLbjLsk/EjRNPGDvWZyJOKDFJXqLNhvgGy2KEXZs0Q3N88zhJ4byUv0CYNMBJufaTCBWGb4oWbl1+AxTYyp4z59XMJJ79HCu8vh521ZThyF3gcHNTvlfKJpY53LjGpjleHhQUsMeCCbYSl6niB8o0nS6ZzyzfPcOgBZC1Hv56aMYlHhmcSyDknrn587VHstm1X6RG2qeR7QERC13DEMmucZHyTTJrdLqpkX92ni56whcLX3xsGj50kMJeC/P2lspLOEv+OqnL/u6Drh79cVAHtdCJS1PoJ1P9j4aPNFykfEx9ruv/45B1T7/whjmqTouI4Va+nWo0XPk3zXKINnco5pEUSp1lhjcsxSEJk64QxrsfXJhcrDyjzk5a1p6uBrmpLM82699db634c+9CE89rGPxerVq7Fx40Zs3LgRq1evxuMe9zj867/+62y3d8FAip4nHdgAPezsNR49R2Nw6G+S6Q9tg0ZUeMlt2QKpo+d1mJQRxtBVdUGE9GzqyLhoqClKR2j9ZuHyg5NuOIBsnschSb2WEKLGcT4mZTRNEyc+RE2TCXtMykoR/iSfppAEWJbW8oOEOZCLdu1++6s62eGeqGmieZ8MEcjt6SWfBsDOMS1PE9WocBMD6dCs7um0C245+3w/WqV9rrvu6HNt9Dy/H5qpqyS9FyW7hpiRNGbkVomAs+XCBCZACKkplzF2mDVH0+S2rypr9o/qe8w8D9APY08IweZ/SNPE/aMksxRpr+GhfkPaXQMztlSY4gWC6LyVOpfZ+PR9msxcq4NVCJJdSfhG9y1qYuXtWwKTLwYJMM+q30f1ne+r3DxPC8dO722XroaBMpmSNkUK0ayb53X66ZjA+Wu+1joKuePqPE3CeqfP1sy8zPO49kMSdobC93t5mthY2z67e43ph+zTZO+z71iqS24j7/N0zPMA10fQgPtZmj2M91da75pWjzaJ5540SDXP4xqkYc0/Vnj2yFCjfr5hmrRgONRnTmLAYu1zk9tWf2Ma45pe8Cwm3PLafj6I6Dp63nve8x58+9vfxuGHH15fO/zww/GpT30KL33pS/HKV76ypw1cqOD+QoBiXkMITHHz6EzWKUbMSJFmJKkR/e5pIZgEQgo7C1ip/2htnudvvtHoeeT3MUIQjw43xDK0fhsIwpSr/vqaJm6e5xMnkhTHqMh3TrQc52Mpa3jNNAlRlgCXcDTgYY8BmbGj/echx6VIXmJCU9a3FpPSSfbbko9U1Qa3L9J+aBjXqXYVqXBkqMEI6urvCCMo3PxDFqPDbjheC4lRdOerFla+7lOnXT5xS82dONMpEDQJmibN1JUzk7TumKZJDCQjzAVJ62jN82RNk4kMxn0/7LM760lgoM3z6P4VMs8DOk7+nYhRpm7AN03h87/WhAnEb1m65jVhB2hKKLuaACuAsO3ge2fJ2jslEo7VXyNYmGhVmrXhZkP3aTL1e8ltTV+q5/HzAZA1TVQYQMNGe/sWmVsX/HE9PvHTG3DD2q3Ob85ntpb4tqqtkboeRftHme3thMmUzSp1n6aY4zp9Lj27xJDjjBGTEqQCenhmnjDX97Nx21PVJQtxqvu4TxOcekx/OT0QSm4rWS3IAWdkZpcTy1I5Da6w2D+fLJ3i1i2F4gYUTVO7xI3rtuL4//qt08eqDPGxbJe4e9NOvOmsq7DVMDFD/vwPheYfEoTKVTm3jwZLRoaweeckYZrk8bJ9aYsMWPXdXyfcvBGg2kmzr/rrw+lLLE+TwlwNIroOBHHPPfdgcnLSu95qtbBu3TrhjgwJok9T5y89ELXcMlx6WpuakIg5XIUvmTBVdXWe60m93WdxB1WDMRYIYoSZK0j3PPth+wCQDzsjcW02isqnSSIG4UtIeDlN02R9TvwFLAUIoBnandwgDgPBmCZ2cBlIzFAoua20+VbPLlg5+4yQNsCTNjLpc8iBvCgURqw2I/HHc8kIDaRRSYa3jk2R3yuCcZiZ59F3TceZvgsKaW57fn+KpokzlHyeVZomeyBRiIER2HMlgkIKFQ/SCkl6T4tKjHFdjhIzpA91+wSVlCHc+Nhwfw0peh6t07RLypdE+88l/QCwx9KR+jM1NXGTR8rP5e9Y8v809RnITBOcfgBWch8KBKGZWdI9eJwx+ua5i0fcYDP0fg7p3dHnc58mygxJDKWN3Of6NJnIhC953IOqa6S+E750Ga69e3NNXDtaCMbESkS3W67THdYf+pqbxNybrr8T/uQgr7xrVum+t6q/hnFJ8E0UGE9Ju6BqmphNR53D5/+39+XxlhTl2c85d519mGEWhhm2gWEdkEURUEA2URGVuBtAMMYdlygGg1FjFPRzj/li3ImJS1RA8xlJRBZFEUVAQVAWUUAGh3W2O3OXc/r745zqfqvqfaur7+mz3fs+85vfPadPdVV1d3VVvdvzOm2bdXLEEZrMtXICnSnjxkcB2bs8HBivnCWYz9Mkz0cUmaWf1pvV4QowtgAYFppiE6rnEUFwzKy07Ju+djPpny9YmTre+93f4Ff3P4HfP7Kt+bvvIcIpMU0xKV+X5Mpq0p5sNu55gqWJKvYkAYxTfIfi69377NbH0dQDvqAoxQT3Iwpbmk488US8+tWvxhe+8AUcfvjhqFQquPHGG/Ga17wGJ510Ujv6OCPBmdw5S5PFXEY1JM7mltV4VyuWhlOKaZLc8yQiCHcCTIkgmhuseSS3gHu984YH8KPzn4Gd5jY2SJx72RPbG/kZFs0ZQqVSsSZfCj/WAFZddDNSrWSLUmrtIdo2AzemA7C1MxZVNSnjagczv3Jn0qr61+u6UzTabPydYtzkuEk/T+vHWRcAX8uUxaP52kZvoywIJRRDA1UMDzbiU7ZN1LB4LvDHxxqLzbIFI+kzchcSblEHaA4TadPDCSZ2/zzB2Nwb4ToaMU1hl4o49jxf4PTd/eBdB7ch5OcPUy6rL5R00or/EIR8N0+TtHg2+pF495pSmNP5y6WMf8tJ++B1x68lfczu4VC1gonmcXfDEEONy7kq08/0nXYVAYBvsTBVSwoNCqoZd6/ZbLaNC85kLcHYxBQWzRny5iUD7tkB/lzoaseHBipsYuK5hN2SbpCPXbcMN154EpbOs+dp7jq5NSwThvxNN+C7OLr10uc3TAQd8/598qVPwpPWLBbbbVy37b4N8GQH9Dx7/fStOalygXHJ8nL9ONcsuShta66TxuKYxdmg+dcX6EYEAaxxrPnuBYggOFdvPqbJV0JIHjGNusj9I88kxv1SAr3XroKLY0QVhSbmfafj7LFtE+lnS/irZsQ0U7V6KrwYcMrOIHteDqmQez/MGplnaeJIZ6T4dc49z9pXePOqfX0GUmydax2VUnb0Iwpbmr74xS9i1113xVOe8hSMjo5iZGQERx55JHbZZRd8/vOfb0cfZyS4zQe3saWKbc7lxI9pysq7cRhsvATy3fOyycj0zy447uRporkF0utItS0VLJ0/Qqhd/Wve1MyvsXjOULMMv2C7mx633Fzinjc4kOV7sicOZ7FmJnC6CabuebTPrrsEp5EEeAvSRFPTyOZpYiffrL50AxeYpOk5rluPSPbBufW4E7Bj5ZJcMLMEfQ0L032PNZJOmtw4gM/Cwy3qQOYCGmNpkqwQnnueE1zvuedVfEp5A9c1BKCWTFOf3zeRCMKUtdrnNinmGply5Bkn6W9ZOc5Vk2MaA3wtei1t17mHzsYspNUF/Ji0OUMDKTMiQJUpjqXA1Zw6VvJQTBNgu8RMMc+OE4hS10UT00T6Ztp1h77rnlerJ941U3fcdM5sWtklISyt3/nuWppobJrEsNpoN6M7dzdGO88fIVZCiP3i5xm7vE85bv/uzh20PB2D5lqWLRixyvNulc17YlkqeTehbMOaHePiSjnaZzdWyZ1j07ZTFyV7s2ws8CZ21rU0cRtW9700SJLEY/jj1k96+eZ3V0ECZPsPPk8TmWeYOY4qY11XNGsudDckDoYs7w77WuizyQsjSN8RUt8A+cx5chhwec+4/nFET757Hj8GXZY9A8MYuXn7VLO9HEtTvU7WpfA8Xa8Tq1RAUSftAaQx7QrRUlxpP6KwpWnZsmX47//+b9x555347W9/iyRJsP/++2PdunXt6N+MBTcIzSfLPY/RpAB+7AmnYfU0YM3jvvYBVh0GHhGEoB13iSDcTTI9R46nyup8oqlRWTR3yCljnSpSjptylnseOddi8XIqdQPhG/U2/tbribVpoxt3z9IkEUEwk+oEU5bbVGducv4z5rSI7EZZFIwb31kiCGZzabXNuEpQzBsexBNjk+mG0AhNuxOhadjRctLrtoggRMrxZtlALFAWCOwKss06muW4mCaJgS1s1bM38qG4p6w+/9lx1oWQpYl2MTvFn2co090Us6EAMo22Yc8LW5qy9ng63qy8u9lzNeZ0Uz0oCECAb2Hg2PPoJoN7nzhLE72H7rXQOTZJGm35VlZ7bpqqJaKlCWhY4Ddtn0w30LKliX+P3bHNsqeaMqT/Rlgbn6qnmm9uDyvF4AG861aee56ryXaTn9P+c0KT6xHAuVWaDRodg4aGO8+diPbRcqVm2PMkN3j3mjMLg30PjUumUfINOPVxigBOwAHsTb2fzN2/Xvp7FtPkzzM2y69cH6cYAnxXNM7VUIL9fjbbSxVS5DpSocRelwymmJgmel303rk9GhyoYKLWeCb+c/UtV5zrbmrRS59vPhkJkMVmZ+x5vNCUupA7TJgUnss66Sc3D+a550lj2p2Hh4T1sx9RWGgy2GOPPZAkCdauXYvBwWlXM2uRBuDnuNdYmhRqaXIyMXOaBX8y518kTnCx6zT1+dqWWj1JJ8RUaBqxtaa0bW+zxQhsxtK0aI4Rmuw6DKYE9zxJu5m1mW083MWTm8DpxozWSTfuNAgT4BdXWr/FnscQQXAWJC4mgScJsH8D/M1MVqejBWM2R9ImIIY9D8iEaMN2dd+jDaFpDRGa3CBkSxNK6srY82JiEpq/Oe+Ix57nCTnOBVQqoqaMC6J1hUnuveMIQWjbFWaTkljl4gTjLH8VvRy7nLXRkijHp2xhliOCoP3iiCVCMU3upspyiSWbXtk9T95g0q7Sa2XZtBgB1bXC0euoJwmqqDDCr+lvNk+7MU303nBzJgfTsjtEpxwBgXNJ5MYqjTk0ngGcu5SUYBxwXEkdU5O0eZNo+dN6GKF3olZnn1mjvBnT/nOj90J0z2PWYy4XEmeR9RLNCx4dUiJQE8NrLAqDzhrBzR9cIlq3bjevGOfCTX9PY66sPE12GXpd9jxjyvECifu+c/n+JMTkDwKyMcF6adT5OB/6mQpZbpeom630XBttw+ofkN0nl6G2nsAippHCJ8y4MGELkntetkZlQpPHnhe01IF8tt936T2WxrS7B+GUsf2Kwu55Y2NjeNWrXoW5c+fiwAMPxH333QegkdT24osvLr2DMxUcex7nNlNnJoXGZ9s9j9ssuCwt6X7Pc62p2L97faxYfaV9ooKDcc+bR/zkDWrCS8cJbEajsniObWmS8y74bjP2B9t6F5rMuaBUOtFQN4PtjKXJzB1c5njrWqj2stmHkRwiCCOQWZtvM0lbQo5/r8XEyc495HJIiO55zsZfmg/NhnDMsTRR9zyzYLsCvtuuGWPjjqUJ6SSdHfLZ8/gNlxuw7cc0ZcJEkoD1B2fjlQLadk54blwGI2AxC3FIMOY2R/QK6WNMEpvZyrU0uRrtWCKIfPc8V0POb6pq9cTSgPpEEI2/mWAMr3+UFIeLacqLEUwtTc3fKmTOTi0lwtinyhTPPc+xNAEglia+QlmBZAsIHPkFN/4bRDuNzyaXGrcl45Rbbp/oudmG35Thn1uSABs2bcebv3GL015Wnrc0uWuY3z+XyhvwXaP+vHkH3vAfN+E3D27y+pnO+4x7HmdpqtXr+OSVd+GzP/q91aesHL9xNMokNyVGyp7HuMhRenCrf1NEAZLG4Pnre52ZX4MxTTkeMamgSK6Lviee0EQVwAFLU7VijwXPK6BOy9pj35qnBYsKbZtzWTSgrIu+0ET6x3mIeO55WXmqhONcRIFsXOS552UhAnUrHIJCsszT8xt9tfskKcuyMZPVc8lP/4A7NmwGQKyYgnWtH1FYaLrgggvwq1/9Ctdccw1GR0fT4yeddBK+8Y1vlNq5mQxuEGYaHP5lt7Vv9sQaotpNWbyYeug5khXCc89jrCQA0piEOallgbLnmbbzBTajUVncJItIF0TnfXPdZnItBk2EAtI5SxPdMNAFhRJduH7oUrJQ3k/e116abtBJZooZMzzLnv0b/ew9Y2eilqyJgKx9y3PPM24nY01BZ+OWcQDALouy+cPVWNkEKFldowLleLZo+xtgjz3PE2Qbf7P4FEdoqti+7yljpajQsNtlrWCM8NxoG951sBakgHserTGtjxkL5ncqsHjsSI5GmyMToG1nliY/CJ/OTa575dP3WWZ9pwQxVgyCYGFwNwFeUsdUU+yP60FrDvbnoyywnrc0Ab5Cx9UuT+a458118pnR2k7cb7nXP0n5kaUi8NlT+TjaStr21qbQxGn+JddswF3D7P7lzR0A8Jav34If3fkw2x5ABPdanRV0aXk7v5avuKKCQZIkuOK2h/C9Wzdgc5PRc8XCLFaKIz7K3K7JOtus8/7Ht+PjV96Jn97zaOOaXfY8hgAgSZLMPc8QQbgkT8y7TscOtTZRRkPX8iIzsTbrDLDn2ZZq0/fsWCocC+97SGgKEUH4KQbsdSxIBMFYCAF7LqfjyHIJd/pBXSb95xrnnmcumVrzab+kEAaz5m3ZYdjz+PtF33cpPspXdPJrmG/Bt49nbRplZ/Z83/Pd36SfTXGaeqHfUdiv7vLLL8c3vvENPPWpT7UW4gMOOAD33HNPqZ2byQj5CtPJiNJHc7EsZrCGqHZdt4GQ1o/CrZPzFTYbSDpJGxYgjj3P9223fweAJ5rueQubliZJK+/GArkvuhSQa2m8nc035y9M66WaPM7S5CbJE5M6cu550UQQ/jPm2HrycvPQ8wacZ2y754U3KmbilfyV5zUDnMeam7I0loTS9jpaTno9nKVpx5QQ00QFE2fcuEqAFM7G272MCipBdye3To89j9EU5+ZpYjcp3AKbleNclEIJSE0fbW0jLzSNO5Ymbw5xLDQc3XO1WkGl0rhGU9+yBSP43FlHWExotP56kqOJdu+1YAkbrFYwDthJMVn3PP/9dAVA2h3JvczMPZSMxxOaLCII19LUOP7u0w7AK47cLS2XCcZ2e5w75OCAzZ4qbcrmDA9g6/gUtjYFB86tWZqDG/XRz/zzkJRlAHD3xq1+e6xVJXPPczeOnKWJI4Iw9zxJGvfDzL1P3mMnvP2UfXH47jt5faBzEcd0aj5vcljV/A2rv5mngmBGBOEoO5l3mI6diWbMGmBbwkIkHnTaCblQhRRwefOM5Y5bs+fr2Jgml/jFtXja4Qt2ffQ3qhhylSTVStNVTvBuoP3Idc9L1+Psd1eBQscuFZokq6zrGptHBFGj7nnCmp0SPFBhks6DznWI7n7OmHYVjq51LS8/Xz+gsKXp4YcfxvLly73j27ZtE2NIFD7YwDpucyQMftfdhBvU7gaYox8GCMuNM+BTH2DH0pSnrTWTv3H3sPonvsTZMck9z12vjQBjFhBXMOA0YfR6AJ/Fi5uPqBaTavX4mCZXMyPURSYZjgiiyizYnMtTlVmIOf/j7LN9E71s6lV/cpNcstwAYzmmyWZT5Fw1B1M3MHNfst/ovDIiEUEkfllXOy4mtzV1gBf+KhVbmDabCskfPGONsuulzUoxIlkMkr2w02uk53FzLq0zFSYZy5X5nYsLMPDc8/I0/c2q3HjDtP5mOfPeLZs/4glMjetC2h6991LsS7yliVpu/cBwtz7AFwBtS5Nfnmt3shZ2z3Njmsw4OHLPJemGGKAumHY73Nh2PQ2kOdh1DeT2sJwlJwMdq2i2ZffTHy/ZZ+7W0WFNxyCXoJT2L7Gem1+WClBT9SS9z2t2mosj91rKKibp3JrV6bt4ebnHpA0mGSxjJIbNWOTFtYRchyU0kXYzdj9i/aj694Zzf+ZcWDmXMc7SlJ1C16bsd1dhwM2FHGJTDFClcsgVl/6efTcxRlkZzzLqePZQsEnpmT2ce58ByT2PFxSl/mflsrZFBXl6b+y+NcrC++y75/FtmsuQqOWHUouUMFH2EQoLTU9+8pPxve99L/1uBurnPvc5HHXUUeX1bIaD09hyQf2SdtA1d3L+6i7DnqjJELSIPuW4PxlxG/l5jqsJPcdX8vuTTCo0zR2yzom1NGVByGARmsxdZrVGvUj7aLnnWZYm+3mIljVn0qJCmCU0NT9yAiq34NQYzZbtusVvemrO8+MyzcvB/7ZgF21pYhaHoHseaTZLbiu552Vwhbq8DX+SjhtHaAIfWE+L2bEQdj3c8+A28bSvtIeclZDbAGeU4xk4yxWtvJ4kbCJaA5cIIs9a7S6y7gJv+mveu7ygZtc9zxeasnL0d1f5Qam/TXluM8oTCriEM35/XNdUczrdwLlWbbrZ8mOawENQIJn3mLr+uJ4GkqV1TuqeV/Ouz0By7238xn1250G+vsa1+HVK7Hm5DJhk9HPWNzreJmpZ7EfIupbnnmfKuUKTWyO3fpp4puHBqieUh9aSarXiJQSn/QvRdDc+Z/0y986NgQakPQMzzwQUQ41+OXMqY3XnIAvHzphm3mGO9MUt22i/8TfkOUY3/f5ejI6FZl0BDxHOdZZei3s7pPgqF9QyyhGN0TKud8hAtcIqHPMsxm59UhJjbmz1Kwq751100UU49dRTcfvtt2Nqagqf/OQn8Zvf/AbXX389rr322tI7uGXLFrz73e/GZZddho0bN+LQQw/FJz/5STz5yU8uva1OgmXPa/6lw86MMcnSNOW4M4XJIprteAsYrN/TPjqbW0644ihg5zBEEKnVStA4cu55iz3KcbuDfuZzX9htcQAAv4dJREFUuy4uXw3gWpoiiCDIBo5OctT90LXq1YUJ0HWnowsep7Gy3YT8iWvQqY+eYxkxBcHTS27LBHamY9DbKDsTsLDTmzPUFKInDW21fT6Quee5FPqAvfkwliZXa29Ks9oyR7Egu/aYv+4CDzvBYd0X7ELseWG3SqsplnKc2xBmmxmmHHWbYfT4lpY/kZ8vwMU0NetwrXWOUD7JzAsAEZomjSDCbwCoAok+Dte7g1qkGuXDygqXbbTRR7rBhFUPQDaiVXueAZBSZUtWVhojGBPTtM2JaZLmave5TjLzv0vzm+bYcp6dcQ3cOj7Jtknb5d5xew3LnlvjrxnP/POQwMXvjAeJIOx2kyRzO6XvuxtPIgl1tI820YJPBOEyf2Z9cupzLN9AtobMIyyGrhu85LUwPFDFZK1mrSHGUs8zumXn2laV5tzPEFWEXL0tSxPngkw++zFN2eeQ+23eXM0plVkiCEE4aLRfBVC3noskGOWz59lrYpIk7FxtXGdt0o1m/wWFVNYef794S5NTxlkj8tgoXUu6W44qAhJHqQxk44EjjOhXFLY0HX300fjJT36CsbExrF27Fv/7v/+LFStW4Prrr8fhhx9eegf/6q/+Cj/4wQ/wla98BbfeeitOOeUUnHTSSfjTn/5UeludBBdQXXEG9DW/24gf3dUIkPV99LPF+Pp7HsUP7vgzAFd772zkmQ0Z4FsMvD42fzd/OQ0Ondzmsclt+c0MZ10zlqZFOe5542YzM2jc82xBQ9LW2jFNrnuePyHRBXnScs/zA+hdAVW6XjOp0knEphz3JxnWOslYLDjtaXoPnWuTKccZ9zxvwmy2x1heKERLE6luyHHPszWhWUFKBGFpqAPXnAp1qVXNCS52KnGVB+6mwk0o7fbRbZdTVnCuP+QyghvRxmd/LJhPthuO3za9R0niK0coRlzKccFV01VYTDEabyC7buNeKW2Y6Lts0/fa98un0DX9cefL7P289KYHcOufNnl9oudZ7nmpxaLi1e0+47Sfpm4S/O8K+nSz5b4j6XNz7BXcWADACgjUNRDg1xyApAQIWJq4jagBS0bi3Bc/psmrxmkv+5xZoZOITZ4/r1JBqVqtWPdF8r6gbfzk7kfxw+b6mo0FO3YMCJMdANlYMM9qfKqGz//4XgCZ0Ezbzdjz+LXTCJNf+sm9eGJsIr0mt3/c+s7NwUH3PFKOV+Iw5ciXaRNBeBZF+zlzFveQWyVL9MQ07wm8ZO53i7P32hE26G9ANiZ//cAmXH7zn6z++omgXQEubGmq1XklOkAEK2ds5c3nkscTrb+e+O53qaWJIYzoV0wrwdL69etxySWXlN0XD9u3b8e3v/1tfOc738Gxxx4LAHjve9+Lyy+/HP/yL/+Cf/zHf2x7H9oFbqNCB+SmsUm88ku/yH5zLU0kqdjLPvez9Djdo7iTL7cho3XnMauFNDhcTJNlaRIsL6ZuuhkyQtPCUTtPk7t5cv233QmL1vmMfTN2rkrFD0g34DZxqZa1nljaxCfvsZN3Xp4527UQmsVksFpxmIdMm0R4qfn30HVBs9omcyt3D+l3M57MQrx9soYkSVCpVHL9mV12ukNWL8KvHsg2pa4Wnbs3rnseHWM05sW45wGNZ2eEKJahzhmv2Ybfvg5Xc+reo7XL5gFAmuDQXXBoW/RzyPrhxlsZhCxNVBriWa2MYEzeE/ObFdNE2kMiLpyAH9MkbbxdxQZHBAFk498QeUhMUNSyYVuanEW5arcruWCa71f9diM+fuWd7G+N+hp/LUvTlKucyc7Nc88bInNwyNKUWeeNYOU/X4C3JgJC/I7jaittfDJLkyGCgAc3bwuFPVb5OdjXeGcHOF0LR69NKcdlj4XGXyvw3xljQwOVlASCe98MzPvwxZ/ciy/+5F78/O9OZIUSswHe7ijg3CpdoeTff3YfvnHj/QAyoZm2680fzjWb+3LJ9X/EHx4dwyXnPoVNqs6vn+Y3Ml6YYH1O6OUEd3FvUWmU84ggyLQQimnyU3bY18K5nHJukJKFEuCFEN+aZN7jOuPC7LftehkA9vMz9/oNX70JALB0/rDoWuyRUohEEEjblpQVrjsdN2/Q8+p1m9Le85yhCqR64rnnuaEdk9wE0meYdlbajRs3YuPGjag7/iUHH3xwy50ymJqaQq1Ws6jNAWDOnDm47rrr2HPGx8cxPj6eft+8eXNp/SkTPHte9tuWcZuJR3JncN00jPsS4G/QOZrixnfTLqmXbFZSIghGg8MFIKcU0yTIVWTdYrRgZoNmNsSu60Wj3ax/UhI/uq/4Py88xGp3oFLBVOJvZLj7TN3zzCRz2sG74H3PO8i7jix+jBc0Fow2XrktTaYqjjmP1kcVM0HKcXJz+Nwa9ubSrdM84xULG+/ajsk6Hh+bxJJ5w+xYpd9d/+h3Pms//Or+TXjmgSsAZJuy7anQZPcd8Bds0+a5x+yJvz5ur7QcDYofn8yEpsyiQjfAfP9c7aWXaLNZbt2K+Xjpk3fDMw9c2bheR3MvxV25bqzcxtHS0NUTb/NP7zQ3/rl7mI3/rBxraSK11xNZ0ACYe5hrMXY2M4LwkrrnCdnt6TvH0eln7Zrj9iaFY88DgNse3AQXnKWJ3sPNTarfBaMmxtJn3JLY84yGeoJYNQxoXjYzh6UKLua50b66mxNubHsJ0AWLcarUmC7lOGNpyqMqps+Hs1Bb7Hmp+1stIi7RbAazSj2hqVrFDjTiozirfFqn08YjWyY8l3DaF+qu3ajTqc/x1Lj1gSfS3+YwliZf6WLXR9eMa5uU7ROMhZdTioYUV1PsWsJcF1Ofi4FqBfVa4sd7WUIOe2p6PoUUf8qxBtvsebLQxFuf+HmLIzIYdCyZtG2O3Q/wBbU7NmzGnCE7T5fUlxj3vHyW08Z3I+iPEvdQwFbG0mcrxYM1ytp5LGn7lEW031FYaPrlL3+Js88+G3fccYen7apUKqg5GoVWsGDBAhx11FF4//vfj/333x8rVqzA1772Ndxwww3YZ5992HMuuugivO997yutD+1CmD0v/8Xh3EgAYGTIn8zdgFJpMucsSLSeVFPGBC/SicNksB5j8jTl+c4CHMEDrP4DTiyQRzkO6+/rjl+LneYN2+02dz2uywy3ibPd8xqVnnfiPqn7YOM8d6GzzzUwNOpmI2Y0cLLQxLDr5GjVWO0gcw8tf+tmPaNDA1ixcAR/3jyO+x8bw5J5w7mMZK5Wbf7IIF53/Nq0XOr+M2FTjtNb7eYIoc+OKgKGBqoYqDY0xTumaliExv1MWedo/xzBU0xu6wgbpu0j9liCc5+2Z1rOe8bEesqx3WV0rWiWI8/NcfGqOkItG0PAusP4uxl7A+O/8/RzYi2w8ODSLktuH+744nLk0PPyiCDoPQy550nJGt3XOOReRt/5jPkwK2eSSi4czZbLaqWCOnl/5JimRn0ucQlgv/OuQG5qc93zKP02RTq2Gfc8L+41x9IUHAfMddoWbftkac1xx2AIRrik60leclv6/IacwTA0WAXGG/cwFNPktpEgITm7st+MUOZbmnjB3bxvqxbPSX+bMyQLu5LgOcxIG1xCX26Nzdan7Jgbn1KpVNh1LJWZSLuc5Sr77gtNdAxyQrqBa1Xx8jQx+wrKTOp6S3BWJc7S5R5JiSDqYfc89z2hQ9uKN6y67wl5zoIV1UBUNJG5OjdNSLMx4yY91xGazC2p1W2llefxRPpSqyeeUGnqoTHf5pn0KwrHNJ1zzjlYt24dfvrTn+L3v/897r333vT/73//+9I7+JWvfAVJkmDXXXfFyMgIPvWpT+HlL385BgYG2PIXXHABNm3alP6///77S+9TGagxk0xqDYA/keQlkzQYdTaYgM/2JfnMWgQPzIvixmoA/EbU3STTuv227d9r9SyAd8hxu6OXSjcNWeZzuy5uI22QUh87m5kBZhNHJxouEJiel8U08ZoeI2gZF8Rxob5s0sqOhRgSLaGp7m9UuHtoCcak8G5L5gIA7ntszKovlwhCcP9JhejxfPe8iVpibaI4LaDZRFHa8dAmIGP3s1nQDOh7Z1+H3a7LWCnGepln51iurOdBHjcXQ8BZhnhLEy3XAGtpYmihTT2SIESPeZamHOUHt3kDyHtn3POEDQCdF6wx68x37iZAotVOXdW4TX/F/0znQjfGkrbrWlRSNL+bseYqZwA3LsaOl5Pcxrhg/cZ5hqyCbswc9zzh2WUxTQFLE+O2mP4WUM5Ic4JxkQZ49zzajrlPO5i8eG4fjKLC3I9qxb9eyjonCSRcG0mSKfTouJXcpSQroVE6Ll+QJdLdStJzZMoe10PErm940N8Dua6k9Dw6r3JxUhZJhmflos/YX0uyDb/dn2r6vsskGZKLLveb+eYpSRhFIv2dY/nlyrMdJGWm6v6Gn7rnefsZyxuBCtr2jaL7Hsk6ZJDHOFpLsrr8MZi1B2SKiDlD9lii8xs1Hvl9yz67xBa0PB1b/U4GUdjSdO+99+LSSy/F3nvv3Y7+eFi7di2uvfZabNu2DZs3b8Yuu+yCl7zkJdhzzz3Z8iMjIxgZGWF/6yVwMT70hQv5jgL8BgngLU2u9t6tm9socBtqly6blqNaOWppSjU96WbGbdvefNCXTkpaC2SWpmrFz59iui5pv+i1uIxHrPme3J9JQYMem6fJFZrMBOJqDV13v0bdjc+cMMS5MHGuW5JgTIXFNTvNxS/+8HgmNDWLSa5WmWWPX5g8SxPTP7PIT9VcFiN4GB0awNhEzVqIuWftWT+EhdN1a0u1dBX+GftslMJ9CWiK7QDa7HrNpzy3O04JwZF9mM/cmDEFJOEPoO4msP5KgcMpK5NEBNH8vmOSF2DdPtYTO/mu695h+uFSjkvuNd75VZ5q13LPY4Qmqoml7RqYb2bMuMoZwLY0ZekhjMKn2Y5zThpbQeNOiJsZF1vnMga6c1xGOT7FNwpfOLV/yz67G+rMks3XKTFu0maGWUtTmCAgZW9kBBpKooT0PeL7R2Glhxjwn50Lf8MqC+6Pbp0g5fjn5m3WmXcni/P1hRzbhbvx13YZy75M1RIMDQjKmVTYpfU1+wj+vXPXWXoLQpYm7zk7wjsXB2QJTUmCQeTFNPnH3COD5L1zu8slt+XmhZCg2EiBYNYdpy+B9ijoOxrrxpoKTYJ7XpI47nnuvEq+1+t+TJNpzxpb9TqGi9tregaFe37iiSfiV7/6VTv6EsS8efOwyy674PHHH8f//M//4HnPe17H+1AmuEGdTkYJvLdW1uzag3SEWYg99jynL1yQb8g9z6LBZjai5gWkxAlSPJXrXjPOUHC7GxSA+m5T1xpYbYWCfE13PUsTt3EkGwFJyPHyNAlaI0NuYYQmI/yNDLr12QsnAGzc3IjV44Je69aC6AvknHZQsjStaVqaHni8ITTJcSyw2paEKxMzkcY0MQqDjJK0bo1Dzow/yliauMTNYk4KbwzadUjCkJtrItYCx5M7kIWdeXa0Rm5cc5set5xYH/lcSxJseGKH1yeDWPc8V2EhuUKaTVBmaeI3TNTFhgtgT6/FjMHmcZE9b8Af/+HryMbMlqYwsZCxNJn6PKEp3czZ10vBbbzdnHrSholqax/emsXw8jFN9fRaAH8tmVeEPY+RcWyhE81yYSEWIO8NUycdw5zQlKf42PDEdgC+GxStj841XP/csUldzDj3PBeie15q+ct+o0JTmmzVnVc9C4e/fePWRd49z38u7sYWCMfH0voyZY/dH3Oa654npWtwIREUIH3f/TmYszRNMrHXaXnOsuocokoNtzTnnmeebUIum7bjuozW6vK7Is1l3nWQ/ZmkMHbXplz3vMR1z+PbNGVF9jzS51lnafr85z+Ps88+G7fddhsOOuggDA0NWb+ffvrppXUOAP7nf/4HSZJg3333xd133413vOMd2HfffXHOOeeU2k6nwblK0Ek2b3F3NwsGNhGEE9iZ8yJZgaL0ZTfueammnVo//M3RXGLq3TZew8jggLiZcRdZzu2OjXtiCBTcjYwpzk0xWWyFQznOTKAp/Xc9s4K42h7XXz3PPW/HZIOCWCKCSJ8vuei7Nm716kzN7ZGWJqod5ARjIBOaXPe8WPY8d8HxLU3+vRkmm8FQ4Clg044bpM+aFBfZ89x3yXXPE56d+z7lkR2kVOzN46Klibxr3GbZtSBJWtoK8zt3X+g5b/vPW3DN7x5mrwPInnkeEYRv1TOWJNci0Pi7IydPE62PXs/8EXvJ8tzkcp6JZKly+2fq27IjI+ShliaX7EPK2TjkWNYoqNA0JLjnubOXyzL54BPbcfTFV6W/082JaxmVlAYxMU2cpTr7Td5QS27ZjWN+O9lvZIPJuOfJeZoS/Or+J/DCz1zfKMeMr1RBM1Un/fP74AqXtH3LtVJwMXXr9OfLbEyYnISNco2/GSkIP//SNcPNg0OvO2VVs9YI/7rpdbhu5rScpdwN1Ndou3HAFZos5tGQpcnL02S/d3ksxO7aFEsE4SvMsvfTV2SQtpu3MHH65/bLva5GbiVTBz8npedKLs1kfOUR9phtVuaeJ8yrdZc9z38elUrTIlX3iSDSPE3W2Opv2vHCQtNPf/pTXHfddfj+97/v/VY2EQQAbNq0CRdccAEeeOABLFmyBH/xF3+BD3zgA56w1m/gXIDoC+cuTtLE4sU0Ufc8MU9TeKMAOJqgZnmq/TWYYuJEBgeqGKw2krelVMWM9QOwzcAAEYYGqmk/KZOWAWfxcTdu2QZUnihdX2suZ4Rpglql3EnP9VeX3PMWjA6mk8zm7VO5RBCuudvt44ATt9Bo23/OLjmB+5lOhibg3Uyo0mbLteRI1rWRwUwgavTP9N0eM4CJM6CTNDwMMi5KCXPNInuekDDRdfFy91sug5JEoCC5aFiMUXRhp5aUtE90l9L4w9LYWoKxLVzRczhiCQCpwOTW5fYz3tLUFJqMckGwNBlLqysE+fVl93Hu8ADe/sx97XLphrDxV9osuPE9WX+k64DVz7nDA6xV2xUODNzn6LonATwRRKrhd9pJ++uwTF7ZzB/k1tO4Nsf6LSgNsuSxsqUp5J5Xsco1PzSLmXeFs/hw4xUATj9kVUrzT/tn5qNKRd5Y1pMEX/v5felxLv4jjQury9TMjXL2MYmIIs/F1D0n28hnv33mzMNJOXusSpZvjsEvZZ4NKBNpnS7rnFmbJlPrpH8t2SMma47gQmjmDzfWxXLBDliaXOVk9pztdrk4X9rOFCNMpn3khCbnO81f6FoQ2eS23FzNrHcGNBmzt0fyLIz8/bLyNIlrWNYeILvnpdbYuu35we1DB6sVTNYagpprRTLXYieH9+eQfkJh97zzzjsPZ555JjZs2IB6vW79L1tgAoAXv/jFuOeeezA+Po4NGzbg05/+NBYtWlR6O50G7yqRLdiuQs+dWDJ3K7sgRznuxjR5GjBmQ81NaiyVp5Aw1KOQFjZbrr/1JBMLwQl1IUuT6xrCahErvNDEgSvrEUE47nSiqb1awYLmRnHT9kk2g3vjvMbfvE0Kl2WeE1BdgRKwN+uDzuIJ+BaaPPY8OQmuOw795yK554U2cLa7SfM6abvOuJbGqusiKrk2uC5Usa5qnABdZRb2RtnEuw53c2m5L9JLYZ5xYv/U+CwoYAoRQQhziGlaytNkrvvxZjJO6vJml2teSz1TIH3rtUdj2QI7XpVzp2v0266PbgKs63PzwDibCo4EgmvXd89r/DW3epKZZzhLQWZpstvxyjWv09Xgc++xaxn1471spUZIycQYmuwNtTMGubxBfp1ZpWuWzMGnXnao1YeRAVtoYnPpkf7lWYFM/OTkVD1IFuSOXdM+VegB8UQQbiJyc49ecsQaHLbbTmk5952T1hJr/DhuoCPE28O1zoTqTFniHIsn94yptGs+Su73nqUpZyNuICs1nPddsOJP19Lku8TxnhCA457nKswEQchnz5MZ7zyrl5imIatLUmC6Cr3UPc8hgjCKzvHJeq6Amyp4a4lnReIUo64A3W8oLDQ9+uijeOtb34oVK1a0oz+zBkYgH2AmoyTxF2HJjcTdVNsxTbbGyiwQkrWHm1S5wOKY/AdDnpbT9Ju/DtMeJwxxeWpcWnJat++eJ0+U45P5gr5pn7rySUKTx3jEvGGUdjy9jggiCAOqtU7dp8jN4TZcnFaX1m25N7iLtmBpyvyj7T5Ibm1+3pGsHKUclywpfru+cMC5wOUtnO4eQNKaxua9GXDGdB45ARezwxia2A16nnse0vrchRgeQkQQHhuat7DDKWdYxnjB87FmDIcrjKTtks1RphUPl6N/3WsZcpQ4Bn58mz3XuIm2s3YbfzNmRrtfrrDKaVdDViEuFq1xHdmGv3E9zjrBWEBqdVtp5seZ2e8Jt4UNWproWHXmmQljaYpIIArwG+g04XbTvZff5Db+1pPE8Xpg6iNjIZ0rmTp9S9MUW2coJoerz0y76YZfIBUyLk+SBYKy55k6xpkYWW6vkOf5EcoRxRLOMEqrRn2Nv66l1XLBDrDnuQou0w/X/c0Kc6hUsmtOLd9yTBMbVykIOZRkIf2NiWkylye+c657Xj2bQyR2Y+lct1ytHnL1s+c3M6ZdS5NRvo9PhWn5AXsdc++NRfbkeGr0KwoLTWeccQauvvrqdvRlVoGLE8k2b0m+pcnU45Sj7HkuI5MkuLBWiIAGp8aVczcpTj6R/KSYje98IKvfvwmGqtstlwkP8FDE0pS6501lE6+08XDvNae1pQx6YnJbRkA12LqD0NMGBF57oWv8tWln7TrSOomZH4i3NEkb1oEB/t7QcjSmI5SB3GrXEjaMoJOVk1zGJMHdJYJw206FP+NmKC1yzrOTKIM5sg9O+POUAWRI5G5mmn/d28gLo94hz1pn2vZcNdNn0vieWZr4coZcIV9okoVO2mfXfVDSyrsLdp6bocnR5PbTvV4p11BqacrRrmbvSI57HnEt4+qlYzHzNLAFXsnt1CAknLKU7XTD2vybKcEaiiZOaOLGK/eMzbkmDxKvac+eBxcrRmG556UKEr9GdzNtiDLcOt2g/rRHwjtinrGbWNyA3k+axN1z02KIRIwL+Uiee54wd/lJxplyzjvXqDu8vrvrrERC5MJ1r3SVGukaJtzrGEsTJzD7wl/zvtTr3jtA+1hx3hMpJMIdQw3lkDAeXGFZsGxywou35jjzm+SeN0JcdqV13a2zVk/SecmAXoo7/vsVhWOa1q1bhwsuuADXXXcd1q9f78UWnXfeeaV1biaD08rTyc1dm/w8TaasXXB0yNc+5eX+cIMDrf5VuXJZgrKpHI1ymqxRePHcDWsMwQOt145p4jcyIa16Ife8SZ5GmdYX0tAZmA3Y5pDQ1DyPFZrYnB5UaGr8tRMS2vcGIJYSSZB1FhxpcXd97/M02ax7XvP6J6Lc82D1DxAIFJwAaPNXCiLPtIP8BsBzzxPunx/rZbfjluM2H7b23v5NCi52y0n1Abw1IeSm4m4+8mOazLzAW2QNZKEJaX1hocl+dlz+O8AnUDDw3X9Mu42/qaXJ6acUkG7gUjDnaVd9tyhY5xuYeAbjBsOx8hkYdxifqIUf1wZsbFtq/WCEJvrOOc8jjT0Nuudlx7i52o1pyrM0cVTuFNQ9ry7cZ8AX+I2lyyMBEjX/9neXWU1y76V9puNfikWmdaTuecQKxRI9CetTqrwKrGMucU6jXPM3YW/hu+cRoSlgqZOIZEJEEFm7mfAwWePvNSAIUp4wmSnMgpYmQVjzFXD2AeqG7Jb1EsrmCE21ekAAc/onuucNGaGpLs4babsD2fhy3fMsS5MztvoV02LPmz9/Pq699lpce+211m+VSkWFpkhwrj1005M44bHTcc/LTMouja2zeWMWxI//4E6vXXsyb7ghZcH1jvbNYYOSkq25m4+YWCVajkviV4wIIt89z7S/I6A19VzQAhMNtTSZchIRxH/e+IB3viU0EY13lsWdWeiYDfXfX36bVUfatnH5SxJ8/ef34W8vvZUtJ1F6+9pxMpnXeTpUM1Y997yAZrCeALc/uBkXXn4rbrrvCa9OV6BMY5okIgjYygVvoXPd84RNj2SBkyxNnGulnYzW3qT83WW3pr9xQtOP73oEN/7hMRyxxxLRRdVsKvxjNmLZ81zlR0oAkOPKJAlN9B5KGw/ajzz2vNTS5MyXXkyTo4zKhCaXXQpsuwbpfW+Wy9OuulbHNNbGe5fs+CNjCeOQsec5Qn7OJoybL0NKHEvx58SEccott04KblNrnt2OyUBMExHWuE2sVR91zxNc1hvtSDFNrkDObybdowOOu6T0LtE+TwU20/RZmL4alkbqceKOVUCOmXPJbjj3xWwtyc6T4ofNLfQoxy1vAllocmN/vHhRwXo6WK1gHL7wwlkpefY8vz6gYZ10FSD2eGv2y9mDeDn/PEuTbJWS+uLCds8LC9r5lqaBtP9mTIlCUyWbu3wiCLJ/dJT4/YpCQlOSJLj66quxfPlyzJ07t119mhXg2PPMpwS+2523eXQmDwOqYfJyB+VM0lQLe/ktfwIALCC+/HSDMVWvY6A6IMc0CWZ+cYPpaiYDrHhA5sY3wliaXIsB966bbsTkDPAtTfLE61pduInGJP/dNl5L75sU05QHN+h1cKAStGKafj0xNoEf/nYjgMztJa2TbESNwARw2rzG3ySxXer8pLDZtdFAfCtvRfP660k2ZiQFJF0cvnfrg6nA5JXztH68VdQfN/Zx9zo89jxnOLgJYaWxkG5E6WaG2Sybj/UkwZ+e2I7v3PKgV4db/5lf+DnueP+pYr4fztQUIoLIY8/LCF0a37M8TY6lyemIJDRRq7G0wWuUa/zNE+rSmDln8ybl7DJzxyPNHEhL5w1b5SSXyZ3mDuHxsUm85Ig1jfqa5fPmGTdpreDt57k9G6GOQywRhGRtC9VFYY9Ve57JlFvcszPKgPAG2qXTDllEkySx5mdOyKPueaGx5VqQxprz5JCj4HLHuIFkWXYViaEYqVotYQUXwHHrbRbKLE1EeZq6WmVjXyaCMM9ZZr1N532iZMr2Afz77sY0PWXPJez1upAs2qnVPdILgmP5DbXvCSrk/fQtTVSgzNZOQJ6PXEG7Tu6hdM3ZuTHuefYxrgyQ754HZMoK6TlZVOfOvaGnZAqfWeSelyQJ1q1bh9/85jfYZ5992tWnWQEuoJpu3lw3CG9xb/51CSMsIgghlsQd+iPENcrA1Pq1v35qeszm2k8wMihr2ynbDCBbXlxXK46Cm0u+m7LskcXYszTBXG/cRCnBFB1PLU1yfXkCKmALJROMkAjwgh7bN7rAJo3s5xxjlbsZjNlsudpz97K5vBD0/PS7kNjOsjSRvo5HarboQmPA0XqbItKi5L5LeRpgN4FxXq4fyd+fu8+cK181MC9I98gIwq7F2u0j1x/rmGtNTK0VfH2pex7Dggn4m5Yi7nlBoa55mfnsec6YFjYoph6Tq2y3JXOD5cx9+eZrj8bQQAW7L21SZlfMhj+8UXDny3Tuci6ZWmSB8Hs85LjniTGHOZs0WsadEwBH8edsqLkY1aydZllSJWflkhJ/U2Tzmz3mOCHPds/zhQIDjwhiXHDPE9YS96ibHF5kMyTfaXLRkKVpInXXNDFN2SbYkJhsIbGw6XW7Fhp33WYsFql7nhGMiSDhbr6rzng949Bd8fZn7otVi+dk1xtYi30rqN1/yT1Putf8HCLH27n11epyLiKAejfY/fT7Z7dZqyeYbDLpSq76WX+97lp9NuETjbLh+c0knHeT29J3zghW0mOica+he+Myf/YrChFBVKtV7LPPPnj00Ufb1Z9ZgxB7HmWMMpDYqlyNJI1pcpMbSm5HlCnFWA1MvYvJpsbKGF4zGhyjYeInGZdmWiaCaC6yDAW36/pj+grYwoak/eUtTQWEpmYHxhnyCQM/bsfuO1dfrZ5k1xGxMeBAx4+Zr0IujgahzZbLnif1ifroh2hJ6digbhqULptudMw9kfJ30PfEHf/0FMm/XLIuZOOGf0+GXPcaRvFB689iqUxDdn0csYr5RKukG0KJxKVxTvbFJMuU3gFOkcC75/H3UHqPU7csSfPs3Ks8IgiavyT0HqckHsLmKHMXdmOaeAuvuW/3N4WmNa7QJMTLjQxWM4EJ2SPPc0lx5w+J9ZBaZGv1JEr5MRk5V7t95urKYwF088GF3PNSpjFyjHvlhwfsDV3I0uTOCZywyroCs5Ymu8/bJgQiCJFynBdOffde51qqGfvbVL0urp10g2rmTI49b9GcLMWFgWT99taxul8umy/tjTfgb77dmKaFc4YsgQkIr3Wu0qXqjC9JceXea2nsN84Vm09BhUnOeum2myY2z3H1Nqgnifiu+HM+3+FsPZFd5V2PE6Ncc5PbViqVdP9gktJL6zFdx8JsnjPD0lRIaAKAD3/4w3jHO96B2267rR39mTXg2fPoIuJq+cMaA4MRJgjWjWlyX0Lj/5wkjUmBLozUSkAnnDT5XY2n8sxiCFz/bauYR97AUXC7LzpA8znJ1hRpwuL6G4LLAMRuAJxJOqMc5xb4xt9aPQkQQUQKTY6lCeC1u+69CcVCuIxpUp/oAmEF9grlAHvCtGOaiKVpKkezRRZ2V/NNhQFX+EstTVIcS/N7ulEQNPKTjntePkEGPw65dzjV7FrlzCffn15KWrtq0RzrmkJB5AYhS1N8ctvGdyOceK5HpB/DA1UrGbdVH7mHaVxA4F1KLU2Se56TYNltx6+voa3NszSZdiX3Y9MNNz+Ui8wrwLDn+eOAlmtcSx2bg5amSCE/wtLkxmxa5cn5qYIr7SOvPQfCsaYU7rk8A1rjbz2xBTtWaCIB6dma6BXz2tk+wXsaSEQQ7uXJbKNhd29OcDG/GZjrNCk0aExTZmmaZDbz/LVkbqL+HGc+mdZp/iovFYezdvJCi7zW+UqNxt84IggmnpW91/ljk+6lOAZJt93MwmUfN3AZF6lbet5eQLpfaTxVPVO6+2txVgaQ3fOAbC+5wxCw5AlrdY4IIvvsKvH7FYWJIP7yL/8SY2NjOOSQQzA8PIw5c2ytwWOPPVZa52YyOI0t1Xi7a1OeS5EBnSwHiO+2VdYZ+1TQGp+qWRMVneQqlQqGBhrZn80Lnm9psrXtEnue6dskQ/Bg7ovljhAkjGh8zxT8cYuzBFPULEhhS5NtWePmGUq8wVGnS+dxcP3fgewesrmumnNajIY6lHMBkH2ZJYsUYFua6PFqtYLBagVTxPomuuel989/T2zLC5rlbM2umKfJsRqIDErpxgNsOdelLbMeSUInOchYGOizCxEKjBGNb6rN5V95fsMa2MTmxQy5Qrk0L9CxsXDOkKg1pe9yyNXVjSGQNOjm/drhxO958TzVrN3Htk1gbKKGSgXYdSd7nZMsXN59iWTPcwkeJAMInSem6gmeKBDTJGnl3U1/aM5iKcfpe+xYCM27wrrnmUOkSm485JGJ+O1m7wh3341L9wRhzwsJigbbJPY8ySLufJesH9J7Z6wakoAzxayHrHte05pbTxrXsGB0SGS7cynt2XKONTa08Tbnmf5xOZmEkLBGf0SilsZ3yXvAz4klC23cMfcIvS+hdzlViLpribs/ci1N9YQogvk9UvY9PGdSIgjJSmX6ZxghXQsh0BhDWzCVueflWZrqYXf5TFnR35amwkLTJz7xiTZ0Y/aB8y/PtHR+1mnRPc+pl06WaXJDx09eCpIGmpMuGRU+HWoVk7WaF8zqamtcU6y0qXBpZ0OWpka5BkMcZ8p2NzIhyvFC7nmutiyHcvzujVtx+4bNYjtVMnHFapckuP7vgHQPG39jYpqqzsSatiW659nupJ5LQNPdpJ7YcXPegj3QFJqaMU2SZqvCLA5Z35n+ee4wvIBqqpJcK12X0zzNfZ5W173PSZLg+t8/6rWdveth15A/Pb49/TxvZCA9h9bh1mn1h9m8VJ3Nh5Tby7c0NYUmIQk0kLkNcaDjtRZ8jxt/TbyXZAkbSS3f4TFNNcXGyrRy4ag1r9K+ZJYmMxbAlnM1sC6oW9T9j42l/XQVPnTDPjlVD77HEnGJH9OUP/cMOvO0dT5jhaDuRo1+y0K6TQTh1+9bmuT4KDfOkbM00YD0kDeCTzkuWZok9zz7u0cWJLjnZX2sgyYqdeujm/d60hhjHBHE6NAAhgermGiOlwWjQ/jV/U8AkC1NtXod9z82hoc27/DK0X0KIMfF0Gs28z5raQooMN1ffCUJP6bNvOXmxGqVCOLOh7bgtw9tEfvrzv0S8yeXp0lMdO9dW07bxKVZdh1vfM/c8/xnZ7wADAGK9Jio50zQ0uQQuvQrCgtNZ599djv6MevAaUhsIgi7vPuuZ9pnu+BoMLkt/wJXKhWMDFYxPlXH+FTdmtjcBWpwoAJMItfSZF78KSeg1Bf+7IVkgvHJtuJ2ksa94C1NpoyrJSs2UbtIY5oM5S1naSITwkkfu9brE9d2rc5fr3ReqG+N+pK0D4C9uLsuaNMhgvCFA6TlQux5QGMcTdTqlqWJswbsmKyn1gBJbhwgz9nPG0OumVgNKMOTT6pi3xvRdcVhoxRJEZz3TvIvdzdRP7rrEVx285+866CMZKEg2gWj2XSex+LI3do8Ioh6PQuClmjqU8rxOq81dS1NErgYlZAlrFE2nq2KO79xnrkO4P6mELpmJ58p1nX/ybvPLgGFC5pU9Okfvjo7nxkzlUqjf5t3TAaFaG/+F9xOfWubXxdnIeDK0zWMKkg497wQSQ7F3GF7m8JvcrN3hN4T7n2h9PMSNTPg35eiliZJQejFB7KWs6z/0pjeY+e5uO7u7PtErZ4q9kadTfDC0SE8snUcm7dPYePADnzgv++w2nGvZbKWWOOQCyMwt3aseV84S1MqNKWJ4WUvDRbOT9ka3/hbE8a0dK+LCm1uH2/84+PBcq5LuDR3uf2gClSXnVGKjXNBlYR5aS7a4Z7HETNxLvizzj0PAGq1Gi6//HLccccdqFQqOOCAA3D66adjYMC/8QoenBBhPiWJr0H3WGScegxsynFb25J55/mDPxWaJmtONnG7XErd61qaBD9vTysvToKJVZ7b8JtyA6hkrHOcC1rzOs2dYTeIhSxNjb8Z0x038Tb64eajCDJRBbRLoYn82687yitLJ8qQQOnmnwGAf375YU59jb+epcl7dtkCEWLPS4/VbM2vW27O0AC27JjKDTylG+qQe54rbEtxNhXn3kiulUYhYYQ6yd1pfkop37iOqXTc8M/YtPfjOx9mr4Nu5EOb5JcfuRv+8Xt3pGXpNbl3kt+oMcfMWKgneHjreENpUa1giUDBnb3HZpMibzA57aZbH12EQ+55pm1Je8/FITbKuUJTdh2bxiYAAEvnD/vnEat2PdBH89WM+31XLMBhu++EFxy6q1XOZbpLz2f6PDTQsBq4qQK8PjrxKVIMnu/6nS9AWOdbir/G33qSWPTubgwHLUvBPeMl84bx4iNWpznr8oggqCabj2nKNvKSGyTgr7nbSeyOXV+cpcmNCwtt5KkrsMSE9o5n7ofxyTq++csH0usxVnpXCbdozmBDaNoxad2TrTvs2NbBAX5jK4URANnGm7M0mfczdUOPnHckuPNMNgfb5VySESkFAsDff3ealayJYv+MW6AglLvPsl6XXfWj3fOIwCYltzVf89jzgGwvme+el43VUJ4mdz/aryhMBHH33Xdj//33x1lnnYVLL70U3/rWt/CXf/mXOPDAA3HPPfe0o48zEual5JiHOEuTT0ltCwgGHBGET07g92dkKGPQo5O5FxDpCENyTBPvoy8RWpjr4NjkKMuaKxhwLHsuEUSsK5KEjAFIzleQJXjLF5qolloigpBiPY7ccwkO332J3bajVeNpfu37vHlHQ2h6y0n74DkH7yL2zzoecMkyi1elImhtyUYlO98uY7Rd28aNO0DO4lD3lQaWG4ljhcviK9yFxL43ktXAbPLNQiNpihc2LT6GbGNcoF2mbg2ArR1m3fMclycXc4cH8f7nHWjVmd4d51ayioTAuAaAPz7acFfbZdEoE4PnbBaEeYHeK876kJZrFqObN/5dyj6H3FJc7a2Bn7Mrq2tzc0NJLXh+OXsM+puU5nzZHPc7zRvCRWest/LUAH68S1aB32ez8TQbZAnu/J/dG6e+AjFNHGwX82yzSl2yQkI6fYWl/fMHXrA+/fzYtgmmLqR10ZgmzhWIuudJ77rpN8WYwJ4n3RpX+HSVUZIFqVE2m4Mld+FFc4bw4RcenMUNCe55QGbV3bR90npeD27aYZXLaKFlN6vso22tmDvkvycDpG8Ab7Es5vXRbNm5hxIBi+smx5OI+MdcD4agNYzAZ07l3zm3zXrC56gE/PGRF+vb8Pzg26GKuslaPZ0buGc3krrnTeW02/jLuefRU2ZKctvCQtN5552HtWvX4v7778dNN92Em2++Gffddx/23HNPnHfeee3o44wEZ3mhC7ErNPkBkaasY2milONGW+WQMYRyYeyYrIn5bADfRcm8JD57nj35ShoX1wLCseLZMU2wynGWpkzL7p9vUGSidlnTQlnF4yxNjb+Ucjx2IQ65tKTueQUsTRzls+SeJ2mo68SFRLLgmUXHjmnihRJjoREn6ZCliemfKTuZjmveapuQso327bqNNs5o+CVtntmgGMGUex6Ar3mmLhIWCyDZiIYsTQB1SbSVFe4GLtY1it7DPzyyDYDPJNeoD1a7k4JVj24+JA097Z9laeJirpy5QRqHxS1N2fNbOOq/I5K1s+I0k1qa6vLcAfCWGIC3+hgB0E0Y6oKOr5D7bFxMk2xN4RgckwRp3pm8ZJx0REvvPK1jw6bt3u/0eeTlgUnd82qUZMEv5yW3NUITo+Bi3T+dQ6lG3osHDs/pIRfCSqWSju2Jqcw9b4RxzwOAzdsnU8GKg+nj1nHbAiU9YyDsnudSjrNCS8DS5I5/V8GVlwKh5sxHnNDGW5ocoSmGlxy2ZR7g2Qe575bXSW6eJr4vnOeHRFJUTxKLOGh02H9HPfe8CLfAoHvebCWCuPbaa/Gzn/0MS5ZkmrKlS5fi4osvxjHHHFNq52YyWPa85t+k+Y/CXbSoRpSCtzQ5jG5Mf8x541P1dFLnJpOMutd2u8uzNGUBm3Z9bmBnyLWMKxe0NAlB8I2y8UIT1eQ1roGZeIUgR26eoRNXUSIINt7AsTSFSDJSS1NAaIolguDY8/JM+Ob+cPfQCCVbU6GJrcrKkeMleyX3x3bPS8SEq672MhW2XffBZmyFWWwkLbUrNEkJPl1qcpfF0kXMhtB9zgbucOKtr8yGhgpNjzaEplCMj7l3MUQQQUtTuvmQY+DcYyF6cqktSWhKkiS1FC7ghCYyBukcLLPnyXMHIMcMsW5jzcbjLU31oPusZw1k50u+jVBiZ2kTaFAh91rqGwfuFaDrYZ5iYYh4S2RrYtxmGuBdzAxBEkUeq6ZpOxRnM0UEXunWDDdd6y2hyXPPM3PSVHDcmGvb4rjt2e559rtulEiGfMY6z1EmhhSOHNzx77nnScJB1e5jUUuTu6+PtjSlSivTrt1vqc16EnLPy38/rbbrMfutzGNioFphlUqee564Hmfj2hWI6LN1GZX7FYUtTSMjI9iyxWcP2bp1K4aHfd9vBQ+O9YVqcNx533OhQPaCUFgECo57RsgVgSa4lYK9AZ9BTPIVdt348tjzTN9CG35ajiNQcDdumb+6vCjFwHVXCy9yjqUpMElPJ09TyEUpJk9TEUuTZzVzTf1kAZPcLw3ScZPSiftlMve8sKUp8xv3Y//o5oeeTrVgUgyHqUrS7M5puiv47nl2/zKtbuM6JEuT665DnxfdtNBxnWtpIptHuhl172Q05Tg5ZoSm3ZbmW5pSIgjBPQQARmIsTXnueY7rbka64QhNQluSwGBZmhiWP9vSJFtxqPcA157Uj/R85lgak1MLxzTR+JRQ8umYPE2VSiVqw2kRQQSSgTfaafylIzqky3IFAa7P9SRMlgLY9NGmZEg4dcGmnGCEXvdIGmOWemnIiqaMxS4JrttANrYnahmJju+elyW43RGwNJl23fxfvEdMo2MpmQDrnmdfM3efYgUS2g/X0uS759nCVRZGEBvTFFZay/0ThLocxUQjHkiiHA8LXAaWdTJnv1WrJ6mFcO7QQND7KGPPC89d9bpPx067KiUY7zcUFppOO+00/PVf/zVuuOEGJM2F+Wc/+xle+9rX4vTTT29HH2cM3vDVm3DCR6/Bz37/KGtpcqm1KaTgdW/TyJhDsyzzssbK+K+OT9Yy4YBdHOxAUSlOZNh5QdKJX9qkmHgcNsdQVj5EGOHek5BlrQgRRF5eE0DWooSsXEGaUaF/IQEwu4eNv1wOq189sAkv++zP8OsHNgEIW5rcvYefxLXx17I0CbfVpZ7lrsMsuoYIIt8NgdE6k1Ms97x6NhZdV6hUoISrvbSrNixennueU9BQabuWJpdAxNzPc770C/z+4a1WvBIVmui4zsumzrHONepwBUUfIoFHE394pBHTtNrJWUTrN89DElDp5iPGPY++T3nuebc+sAlf+dkfG+061ytv3OXNlnkGQfe8uj0GPYuec540pmUyAb+8KRtraXKp+fOYvKR4Sp6Awelv8+99j43hkp/+AQBPnCPXJ8/Lae4xBlQpVMvRZBv3usm8PE1Cv02eJ6sscy1ulfR5ALJ7L+DGNMnWeYB4f0wlce55gXEzKLjn2R4xTcG4+X1sXM71476z7DMvIDSZkm7uPTlJNaxysZTj7giKds9zFKySldB95rV6ILmtGw+V44XScM/jy6aMt0mSrmOjzHMDsjGU555HPVP8/U92zqCjNOhXFBaaPvWpT2Ht2rU46qijMDo6itHRURxzzDHYe++98clPfrIdfZwxeODx7fj9w9uwbXyKJ4Jo/uViNcTAa7IYSuxcUwVimhqWJnmSdgNFJatUGvjvCFdula5mZoIJhrSEyeZ8Px6wSPmWJu8y2EnwGfsu8wsy5xdxMQiy502Dcpx193PizEKWJgBpLiAAWDzXtw7n5YFIv5PJUsrMbuBaHnlqYeOel0M5ToTEEBGEm8NK0na67iaSS4WxhBkNneRPTzcoSchXndyrt3zjFitGhW5aCsU0kUXb0uAL5aT+cOU2bmkEja9YOMqUa/xNNbsp7b2sDIghgijinve6/7gp/eyx50lEEEKsaK2epNp2jgiCXq9lxREsTVJ7bn0xx00d444l+KT9l1vf01jMek7yaU9o4vvCWtg916Hs+zduvB9AjHse356L85+5LwB4zIO03cSxNJ134j5eWWP9pO557H0uZGli1gTh3hhGvJBLMyUWCiVKB7L7Oz5VE9cTw3b5yNZxa9wcu85e88zYct3zaNvUIwYIs+e570PMGLLaFepzYzYlZld3PsojuzHwiSDitsquAlMSyt1nXqvXo4kgcqm/6zLlON03hpjzAGJpmghbmqiAXwvEK7khG/2KqJimzZs3Y+HChQCAxYsX4zvf+Q7uvvtu3HHHHUiSBAcccAD23nvvtnZ0JoAuyKz2yFpE7IHlCU3Nv3QPddPfn2yVEWOamLFvuecFYppMP4w1Iy+myWj3pYBIV0OdunQwVhJ6DZOBcm6eJu5ld3N//PBvjsPuTIA7d36eRt4+V67Pys2Qk9AubYcVwhp/Q0QQkvZ4V0Z7K03K3gI4QCbpgKBNj4+H3PMiiSCo5cXdcFmbbNJIjbgO+O55WX0AzdPE92/7pB3P59ZnYprqCbBtoia6KdH7/MiW8TRwHsisVPR6aa4pCdSX33LP8xZP5lxWIM8O7hDojAG6abUtwR4RBPketDSRDb/bht1u9pnS6HvseSIZAb9BSRJgS+qeF7bGhmJyfAY1WYAYGqj4mlrGJmg2VSbubXiwiivfehxWLbaF2aHUxaseFJrcDaEowEW55/nn5bnnUYRG96kHrcQ1bz9esHQ2/jaE2MbY+8un7oa3nsQITSZtRj3BaECRKAm4bg4kgI9zcq09dI2kboQhd29qycxzz9tCFC3uO7q6GYd4/+Pb03GzbsV8fP6sI5w+Nuva4brnZW2bT0YtY9y3QkQQbv1WmYClyZ+3bEFbUtalrp+pRUomouDiCT0vi0hrmKs8you5MpiqyzFNHnmWpNQk+wppPc5c+KhbZY7QZNzzcpSptXoSzEeXKtz73D0vSmjaaaedsGHDBixfvhwnnHACLr30Uuy9994qKBUEzcbMsuc1/ybwLU0halzz3eSHSc9J2Uqam8HmcW7yNTloxqdqUTFNqaUp3YjabxRNIAjks+dllibOgpSVjymXWR+abXpXYS98g9UK1i6bz5RC89oitGWFLE3NfgZimiTlWygWxXVdpG4xXPeWzhsOJiR0IVkJaQLGXPa8VGjyy81xiCBy2XoS39K0w3E9oTmssoSrgntesyoppillz2tamiT3mpHBKoYHGsl8N2+fDLhdZOcNDlStGBXbPS/bKORZmkxXfEuT+97lb4Ab5bLPJl6C2wS7Lp2ZMmW6liZ/geWGQ6WSJXvdef4IHtk6DsB/JqKlydtsZe9SiHKcCon0kfiaXfs7t7nO+uKTCXCTl0vfX63wcWaUfMUSmtwNXE4MRda//HmPOzfWNRLwNfwUlUoFe+w8L1gXFUbWLpvPuzdS97zhkKWJvw+c0oCzNHneA44SJ+R2N0g8OqRk2wZmbNM5g+ZrBIA1SxqC5gOPjaVz5D7LFzCMno02NgeIIFyPjpDFQvJACZUJQXK7E5WxzeljUhAigLiYJik5tt+/bG2if30XO/v7ZK0uEwYJ667XNuPSKaYJqWfuedweAMjGkFnv8pSpHOU4ReptMhvc8+bPn49HH2249FxzzTWYnJzMOUPBwQoeDsQ01RN4dM/upOxOXNxwlnyouTkqtTRN1kXrEUCD+fIsTfbCbt4lma2q8Z2zINGFz6UQDSa3TbWI/vXSCV6aNLI+2t9DVOz+udxGNJtYubxU0nlcXwB7sgR49zyuPilGQGbAc59xo/56vQh7Xl0sN9chgpAER2pNceff7RP2ppOjQxXHYPO7pNnN3PMMEQTYa6lUKmng9eYdk1GWJs7KkNaX9qsIe55jhYtY87lFsVKppGPOtM1tgl0ljuQKSecJKdYFyMa5mWcqlUCsTfP4ioUjYn0SEYTvNtP4W08y9zwupikVTh33PKmPaV+DQhN3//1yaUzTlOzqSuur1e3k0+54lQRHF5yVTCK+sPorMRfm3KsioH0OeUoAvHseb2ni++0KJFJbJk6YK2PHgTKCBJm38uJFzXgw1qFKxd/kr2l6UTy6bSLNc8ULf5VmXa7QlH2mlm8gc1d2vTe4a4t1j5PgeZOIczqsciFGYN49zykTKdhRC2GjHl6oc+/LVC2eSVd0zyMCkcza1/gb5Z5n8jTlJLdNiSASnwjCLjcziCCiLE0nnXQSnvGMZ2D//fcHALzgBS8QmfKuuuqq8no3w0AHLJeUjWq83aHnaijpRkqCm18oEyKYCb5gTJPZmEtlXU5+yeVJ2vC7zFrVinGFaXxPLTSCRSpJwvktqElaMk8bSAl+KYq451FztkQEEesiB9iTFiCQaTB1jQ4V28x4Wqvm6VP1fPa8ISemqTX3vOz+eZYmhxmKbuazOBv+XTJjVKJrNULTDocIgruWhaNDeGTrBDZvn0rfP3eTQsfM0EDVYys0sOI1chYcyz2PzCLurQxR13PH62Qx5LSurqUpdc9z3UOo0BRjaQpsLO2yCRbPzYSbjVvGrTJFLU3UYskJTZT1M2HmcoOYuSP0G1faEJmMB6y2tL4GbbXdb6tchIsdVw5gFAZMjyWWxBJlJusdzFxDwzFJk/UwM10xSxO3ptrrCr33U/V68JnYRBDNPgr9MWN7a1PQGRmseuNu4egQFs0Zwqbtk7j74a2Ncsz87wpgBtwaamaEcEyT/b0w5bhrIW+e7ia3lROvu0ocrn3/mGvxDLkS23XZ7Zrp2r1/Ife83OS2OUrNWpKIwhr10gixHgLAaGppiks2P1UPK/VcJX6/Ikpo+vd//3dccskluOeee3DttdfiwAMPxNy5fPyHQgY1Y4byNAH+ZtBPqNf4G9aUmfZswYUb+2YC3TFZw32PNliyQgGvnqXJWTQy/9UEDzw+lm1+cjRCaYzPoD/J1GvZfZlgAs3pPagTwZN71al1SdK00LYpYmlLAX6CM/VtG5/Cw83N3bBzvW6erqw+uY37HhvD4bsvYeOkuPEhzV15bnEGqaUpKcCeF+WeV2Pby+oy/ffzNHHueQDw5807Uo2olPPMVJUIGymTNT3L0yRvlhfMycggxPwbjgAhJSvN3vV85iFTZc2xNHkEBcxbIS3GRigx4N3zGn/N85CIIFxBUYKrTAlpo6tVADU7wPjBJ+wEqJJ7TYxr2vxI9zzWfdBtL7BB5DZvvHuZ/S7lWWSnavWg+6xE15xXjquPm584tjlAcs9ji+aC9jmUT6/Rn0YnH968I00jwF2yKDQxwga3JoSUJPW6TKJE67OSOwvPxbRz18aGMMTFXAENF71Nf5rEPc1ynMXM9CVsacoUM0BYaGrFtZ2D601SF+YHN+bwjg2bA+377eSFR8j9a/x1c3Hlka9M1evi3ocWDXUjTWxep+EQUpkI9zzH0hRj4QolrjV7x1lBBDFnzhy89rWvBQDceOON+NCHPoTFixe3s18zElQLkWrmyVtgBnSSwDM1+S9t9oJk39xzbAEnpFUzE+gnf3iX11+KePa8Rttf/8X9+Pov7k+Pe1oTZxIcDwZDZhuUmCS4IcuaZWli3ArsPtrfixBBcG2ba776dw+nx4YH7IlL2hyHYpre+o1fYXKKZ2vjurfLIp8FjfbPO+5N/Flfc9nzjNCUulv55Yx7R557HvXLdudod3Ns7s1f/Mv1Xl8M0k1A87uYp8nENE3WbPYrpqMLR7O8KBJ7Hu1q2NLU+EvblCBSjgt12v2J2yxzVhtfs8vPC/GWpsZfs5EIWSVM25QVzB2HYnJbbz6yf58/MihYkBp/qdcAN6bdQyEWLk6wC83rqaVJEg5ITGvqDs40X6lU0tg/QN6YxVjYOWFcJuGI3yzngVaVJVIV7kvz+IObduDBTTu88w2KuOdxLoie0ERdCOv1lBaae+/Mc5rMiemj7Xzrlw+w7Rqs2WkubvvTZtwTsDRl7nkyEUQ6HzW/pxaLGPc81krNdheAr7Dw3O4EoYR69Xz7pj/h9qDQxFianA1YLOW4eZaGiEfysHHnismpJIo9L6h0IVYkiaSI7re2kzxNHMw42l6ECCIgELl7x35FnM2R4Oqrr7YEplqthltuuQWPP/54mf2akaC5PaSXHYijHHcnD25TQTXyVlmmb6zLASs0NcplsUq8r7C4UAqblNQ1Sgwgh/V7KKapUV/YfWpuAUuT52IT4eLi9puCe+bupk7yDQ5RmAPAR/73dykLm+W6yLR5wbP3Z9uItTSZxYYm08tjz0spx5nhMWfYmaRzXBQpEcS6FfNx7LpleNHha+x2uZxaIhOl/Z64l2KEpiRpbFglH3QgI2UZm5iSY5osq0vF2iD9x18dmX429U/U6pYwfeFz/OdHBcqQe16RhM8xOY8kFsw8l0QJrntezGaBCp1/e+p+VhkppinPyiJp7elcLmm7gWKWJtY9jymeukjnuOdRS1MoJ5Dbr7z6KPIC3Bv9jXfPkyzseaB9noy0NNl9iZ/TubXyFUfuhr0ckgqXPa9arViWiNCcadY/OqYlC+CLj7DnPE6oA7KcfJm7MMcCaLwH7OOcR4xPPMQoUyIsTTRu0uCZB67A0/fZGWcdtTvbj4wIwu+fW84IiQDwjP1sWn6pT+6+nlN2HLJmMb79uqOsY/RZ1khskeee53w3ax7gj0/adChmkuZNlLwlqICTCbthIoi0/px5oea4j7/ZofufKZTjhYWmt7zlLfjCF74AoCEwHXvssTjssMOwZs0aXHPNNWX3b0aBus5kmeuz36mbUJ6mw83TxGn4JGKEkKWJIsZtINvU2ENJcoeRMsi7miO3aZcwgtuIupamrA2/H4Xc8yK0ZUXY87ii7sZbsihw59I2BquVKCKIC5+zP0s3LrUB+IIOF6wsB6XbmwDWPc/xrc67p/UkG9vnHLMn/u3cp3gLQIw7iOtuIhJBkE3Q2EQtTRLJvTuUNCImwJdamt7/vANxzN47e+1un6ih1qzrtIN3wV89fS/x2mj8H+DPD9xjirUwcpt7V4kjJdm0iCAClibzTGJimsxPE814tg++YH0a+J7Xlh/TZP8uae3pXB5SzhSKaeLc8wKWG0MdLVqGqv77GcOMJ91qNqbJdftkTpbufZnuebbQxCveDELsjxRFKMdffMQaXPX24/Hqp++ZlQsoIkPENPSYldxZeC6nHLgSh6xelH6Xxqz7HLhyoscEt3Fvdi1NGs6ti86hGMKkC5+zP/71zCPwlVcd6ZFLuKkNpPhTy322eZ//6ml7YvelPvsip1B0wyO4+3Lp647G4bsvsY65IQKSssLt7xghMHKFT1pnyE3ZtWQC/rXReTqfPU9WeHHH62RMf+zFh+CtJ6+zyqUxln1OBFFYaPrmN7+JQw45BADwX//1X/jDH/6A3/72t3jLW96Cv/u7vyu9gzMJVMpPj1kanOaLDl/TM+TGYTT/puUCmyDTnmQqBuL9tF2ufYmpSJ4c+T7WczasrvsPp8mm5yRk08htPIoQQbiXEqstAwTXi4iNhWTCzlvcBwYqua6LUj0G0rV47nkD2fjKc89zLU1c+67wmie81euy+4PbLoVIBGH+CnUOVCsk4d9UJhgwm48sp1ONBPjKG+jBaoWNRQMyt5exiVowtwtgu40lzPH0O3OuZPjx3PMCm07jliLdG8s9L2BpSpN7RrjnpfFyQm4oIN5FzB2XYixUlWzKAsoo3z0vJDTlnw9kltIspkkQhKh7XuqqzLcdZ2liNtme0OSfJzMX+semH9OUfc6zNLH3mS0nuecFxi05x1UYAPaaHLI0ufOlVM6AzvXcWg747wB3HaKyk+5TUpnJWJqac1KEMComd4501aTzG0BSt3iKsKxcKpwKbcfEK4XiOCmsuDWqUBGEOgPjKse1Fe2eR34zz0SO9SLseZJ73pDcD+74VD0jW+LGQuaeN8ssTY8++ihWrlwJAPjv//5vvOhFL8K6devwqle9CrfeemvpHZxJqDgbAcBdrBp/uQB3LziQbBwBYRPkaWXSjnhlY7VOKfNQLRy7IG42BI2Lm1jUtwbY5bgNJn2p6YTVqqXJN3FLWmvO7cMvF7ORlyxNeRaCRq4XX/OXF4ga00eRiYeyc+VosjPKcb+Mq/GSNoNpMGsOQ2Kj3XxlQPrVeU/YWDjCoGc0/dwmJcvpFG9pkujnjQC2Y7ImWnbdOmt1fw6hYGPtIq2l7AaCzEeU0CIoNEXENEkJibk6jeWPm3vEmKZcoUlyLTNjkLhzRmzGpecGyDE0LlwG0zxL01QtEedVt2xMfRQSaxnXXxflxjRldaXCs1A/G5PH3Hppgx8WmsLlOBr4kMu1HdMk3y9q7Zbc8zyhidksS2OQ3spUyWQsTYHEsX4crDTH0M/ydfrueTnCQT2fTGa6lqZQfLHpm5Tc1v1uEsgOVCvMnETb5K6gWY4UnBLmhkxxj2m45/Ht0j1cmgsx4KU0OdssTStWrMDtt9+OWq2GK664AieddBIAYGxsDAMD4c3nbEfqe09N7pxbROJr3DzGL0MEERAMMkHDVBuwNHG5J9h4EHsyLxrTlEcNKl2PO1mytNrknDwiCDtPUx4RhHNtOdaU0LlSOVcbO92YpgHinidZ4Rrf2eqj26HfazkCKi0bokl2LX557nm1epjcRKrDc3WFPbakhQ7ItHJjEzViTeHc8wa9csGYpsGqKFzNJQQU5n3Lt4AgaGmKtYo26rTPC20g6olNyBCiXY5hz0vdTHIso0DWbhF2S48UxDlVdi1r/LVz7sl9y+uH9Bt32Snl+GQO5Ti5h/nvCZlHhaReMYoU7kzpHvI01tPTQtOupZYm4R2Jds8TnhUnbBjQ+xFSRE7lWJoyJVPYzdzAsjRFuueF3Add2JambI4BZKbMxnn2d9djxsDyuAkJBuS9o38lQYMq1opYHv2Y8jgBn15eg1XW9CcsPJp7GUrnwJ1n1WkpDnhFDt1v5QtNse55jXKUCCJIItbnMU1R7HkU55xzDl784hdjl112QaVSwcknnwwAuOGGG7DffvvlnD27kea1oZYm0T3PsTS5L5MjELEUwp5AYh+nKGppcmOaXA2VaIb33DkyjRAQCuxs/DUa0wnGmmJbmsLEFzR+prClqYCZn6UIZ9147GOSCTtvsztYrWQJggMxTXnuEDGaNbpB/+JP7hXPA7LxEIppinbPI+M6FE8CRJJ2mLHV3LCFNsE0VimLaZItTWMTNTEXF61+mMQ0uZuPUSKo5VlezG11Kce9mCbmrYghghCVIWSTYu5LpSKzGQJ5MU2Nv1OBZ+HWmd0/fuwOD/i07nmWEvl6MyGxiHteYSIILqbJUI4HXF1pfTSmSbbIknlUeCzTtzS13z3PimmaCruwSu7VXjmRPS/SPS8QJ0zjP0LueT+955H0WEhxQOcWUWhyxhdracqZV+hn1+sjhl0xJvY3xtI0PlnHv13/B/yhmR5FsuQkCXLj+bg+uVb6WKuotQepy6RCeYyXUp3BmCbW0uTe/2bfkiTNNygmt81JsuvWWSOU48F0NX3OnldYaHrve9+Lgw46CPfffz9e9KIXYWSkkYV9YGAAf/u3f1t6B2cSXEYowB7oZkwmzoYH4CxNDYQ0/JR209RLz6XgNjChDee0LU3u5OFMwJIbCd2kJEk+rXZCYjpYqwa1NOXENLmXIi0sPJ1q/OaUQhKa8ujOB6qVVNtDn0GeG5ILtt+BDeA1Tfr0PG1UKLmtG/QruueRMRMiNwH4xclnZswW2Ea9cp2mj9sniHteIKZpx2TmnueyItFnPDRQEanJKdV5yBUGsAVKqrR3L4WdL4R7SJ+DHJ9i7mFi3ZdQUse4mKbwhqfxW+OvaVeKReFyYUmspPQcvs1s8xt2z7OPhSxNnBaeu+yMcrwmlgHoO0e17VJZug7Fby7d+rhTueTAUn3T1UHTdrPEynEWF4BfEyWPgmj3PMZt1zyTqbpMC02P/fiuSKHJsjRFuudxMU0RpB1UuQtk8xg3fqcT0xRaHs3Y/PJP/2Adl8h9qBdE3pxJ4e6/opPbUve8RHaLlYQf7pnY7nn5AiUgs9TSxPApEYQY0xTJnkfqzGKa5DHd7+x5hYUmAHjhC1/oHTv77LNb7sxMhxl01KezwrwQ1Epi4NFQOhs9bji7Lm3pBrMFN7IspskmgoiOaRI279mGlRcCKcsepdSkGy+XucbM6ty7brvnFaMcl2OamE0T07h7r//lFYd5ZWqCNiaPKpq659GFVGK+k8BatCK0htLEOuRMmFy5BU5OjjwfdOozLl0OK/gLRBCuex5Xp+nj5h2TIkMcQC1SU2Kmd+qmMDhQZanigcwlcGKqntYlxjRZ7nnEtccpV4hynBzPsyBT97w8l183oTNXX4x7XhbjFu4jd9wdc247opCYthlO7Ox2OxS3xFp3mXJmbjXjJc89L0RB7NbZKBPfvxARxNP32RlPWrMYZzq00VnZ8BxUBFxyW3EctLD+AWH3PLq28t4bjb907uLmOU7gCwkTtC2JCCKGPW/UeWefc/AueN4hq5xE6Y2/rnsez6oZpzSwDkcoSFz4a1Pjbz3JNvJiDkGm36GYpsVzh/DPL/fXbLeNIOW4MA3w8aJ0fefPc/to1lmJ6jxJMmtULOGJaCU08wwh3QiRiOXlGux1TEto+uEPf4gf/vCH2LhxI+rO5u6LX/xiKR2biWAZcSwNTgNkv5/C1Xq5JvLQ5jwvXqhR1j8WZs9r1CVZmqQX0e2nOc0ExUqm9LScE2gesjSFXLcobWyev3L8xM89A7+cO/kcv6+fO0KOaWKORZj63fuet1/hc7LwE3DeefR4nnveQJUk2ZS04oxyoaWYpnQTkO/GarTmm3eE2fPmWpTjCVuOuilUK8i1NAHAlmbiX5nlqvGXbpQb18i/TxQxQlO+u1oSdFuk99RN6EyRuufV5HeYqxOQ5x7uvXWtILHseZm1M9s8xuRpClmauABpXrhtWpryiCBIMskQ6UCjTio0xb9LIfe885+5H9YTKmzvXK6dFvZT1UrjeeS5sHLWFHb9m4Z7Hn2+rNKAxH+ELE2Si6mEmJgmye2XwnXVeuHhq/EMZ33KetF0z6vLQqp7bTGU40Xedek4VeKEcmJKx0PsxS8+Yo2VEsLvS+YRIwnG0rPMiwuLsbgDxNIkWPpp/FEs4YnIjEus7iH6+ZlCBFFYaHrf+96Hf/iHf8ARRxyRxjUp4pBZmmLc8+y31k/IaQtEfHuNvyZGIxT/xD1GfsOZuXwAIfY8KeDT7aN9HekGJGCRMhpWtx3X0iTr2fPjmKw+u1YaSWMVoYmNrU/O08S1wZ9HJz1p8pQQxZ4Xeb0AiWlK2fP4TcHC0UE8PtbIRp/nclevh+meAcnFNOyrnQQ2mAvnNC1N2yej3PMo5bj7TtB5oJ7wucdM/ZVKY+xv3dEQmvJiAzzKcadcEfc82lR+TBOCrIL03ruMoBQ0YB6QF2xaNm2jAFubeZ4GRd3z6MaIWwvdQ6H37qHNO/zzmXKpi3ROcttBcg8l6uOsLJlHhf7FzG/0a54Fn3tM0yWCABr3oU5ct0X2PDY5s1+uSHJb2odQOTquQ0JTKJ8Xhxj3PPe6WUuT88w41y03XiglMYhwL5XigS1CLHEEhixNUh+TYPJp6XgoT2aMwrFeS+wcbpGeHqzrqCVQyo2bVCH1RKbdN6fTXKGipclzz+PbpalHooggZpul6TOf+Qy+/OUv48wzz2xHf2Y0zDgyA7pS4V+IJPF9at1JNBOIGn+58ey6vmUuGlzvuM0lN/BtbUH64jn9i01u67oQStahNIA2STBey3z5ueSURsuTxnAxXbGErcAk3Tjf2ZRJGpdI7WBMfZNFhCZyPj2t7JimGPpY0TrkWFmlCXjhnKF8oYkKBjlEEHHseUjro3+5OjNL02TQojKHUI5LFiRqabLi9JjkhnOGBjA2UcPWpqUpz9pJc1g16uDLUcTEu4hCRDXbpITc82gboZim1D0vh+wA8K9Nmnu4zUG+pUmymDf+1hOao4wpVyCm6c+c0MRt5h0GU9k1tWnVqCVBRQAQG9OUH7NCv+cJTXlzUFE06gsLI0ARIgj+fM5CY0Db5MrRdSyzgPj1xMbQGND3cjTaPY+xNA3lC00gY59aDVhL0zTc80L6PDnOlRcO6vUERjeVl0OQwvWOj7HE2r8nVi6uUGwnRS4RRISys17LXBIlpU2SZKQN4jh33fNyhE4qiLFEECaer88tTcXeTAATExM4+uij29GXGY9UyyQkHkstTUiC5uFG4caf1NLEjOcqGcxAWIMe664zRFw+Gn/NxG/3T8734CyyzWKmb7WEn2ToJsVoM4YH/EDzWFarIvCDWSX3nzi3D5delZvM5ZimcP+oEMFZMdNzSrA0sa6Cota7cW9C7nmAvYmVupi6oCU0aWf8Rllkz0sF92Y7rGWiKTRtnwoKB3MJ5bhkQaIumPV6tgnmYn3M5mXLjoZAKcU0ZZsyW4D23ifm3BjXF0kgoe9nyG2R9jtIOd6szygPQsPV35gJ7yfTd/M8DdxbkEd8UasT8hru/gmbFg5cgDS7mTeurjkCZaqoqNdFVtK0ToGFlGuXwr3V1PNBSpppwFKOt6CEdquTxkFsLGYRN08D+s7xRBDZHiDE6lZUaBqx2PNi8zRxbsWDzne/LtPbBLbVgLtfvnteeOMN5LmgxQk+1j5ACCGQzgV89jybiVbsnlVfQuZgb+0UraDhvVle2+a6JyT3vHTeovFHfKWepSnn/lH2vHC6mv62NBUWmv7qr/4KX/3qV9vRlxmPNLmtCW52TafNv24QN+C7snh5mpj2XPa8cE4neZBbxwgjExBiz4vVCNnXISVJpZOgFFhvl8vuYJ7IlGtuj7U0RS7GVmC9UFeRPE10oTbPw9UqSnksJMQERlcqfiK+PL/xyYB7HmC7S+UtkBZzmXA9rKVJcM+rJwk+8L3bcffGrWL7i1KhKeyeZzYbm5tCDsBZmqh7XkLGtb9RGU2FpqalKUJ4MW9A7PteTkwTMD4p3xc75kNefijLExAW8mMZumJimiqVinW/xKS4ZMwEKcfdPhR0u+KQukjnKCDMs6oVfE/y3HCk8wBgx2Sm7Mm3NPnHWtlOufdBpuUPb0ync74B1aKzSgMybkLuUSHBjAPd4MbmaeIt5PlxTzRP01SOpcn3qoiIdQ5ceuw8n3riEItKEUuTOw5twSX8bKpk7hIpx4Uq8ixNscpOya2Zko1lBB5xsXuyEjO73jROio2Hb1qaZhvl+I4dO/DZz34WV155JQ4++GAMDdmLzsc+9rHSOjfTYMbmxBT/ItHJyLU0+Ru9xt+Qpt1jz4NclnsfQpYms/mVfFglDa3ke2zeI8kalmno6mISUMAhyMhhVjN46l5Lg79LroIuppOnSarr+YfuihvufSy3L4A9CRlLnZdIVdA4SYgJ+jblaBxVnpY6szTx7dJNrMQCZbNM5rTLCv68suKeh7fhnofvTY+z7nlzOPY8OabJCDkAx56XPTfqh87F+hghLBWa8tzzCOU4V5K7XXHseXkxTWH3PIqQNt135wwITZ7CJt4S7MY0mbak98ht086B5JeL3TQCwHPW74Lv3bpB/D2ro/ku5bjn0Q1UHmGKnaepwPzm1Ld0/nD6OSQU0/5RuBr+InCrKyJ4lOUpSBUh3BrIxTRxQyLEssjBytMkzJuuIjOUlDv7zsU0Nf4msK0GbMybG8sTEW9Y5F2XzrHjrpptFPBGcGOK6XucF8dPPSEkT5wiMU3WfiFv3XaVTQFFQl7s32A1i5Fyz3XLAYapUK4zjbHsc0tTYaHp17/+NZ70pCcBAG677TbrNyWFCMOl0ZXc82ishoE74cWwodFgyEa95jhTlpu4Q9qC5sCXBJjYLPBWXhlQ9zz7PKPx2kFol0NamSRiQ/3zvzsRDz6xAwftuoj9XepzEfa8PI2+tIl6yRFrUKsnuPBy+x3j2qCTkImzcd0qPDfGEtzzuGOtsOcBttC0atEcvi6yKKVCdkQ8joGkfXPBHU9jmrbTmCaZcpzCfSfohqNWr1tup1J9mXte+D5TIpQY2nvpmHuccx+hZZIEQWGSbkZCyW3N5cWw50XnUWOO84HuQK35WRKazH2YqtVJDqR8ZVRoI/+RFx2CVzx1N/z07kfx6avvFsvFvkumrSRBbr6rkCsvV0Y6tnB0CD9467EYZnJ0uSh7vxBraQKA6975DDztQ1eX3hc7nQizcWyOG2olZ5WTzrEfn/+MYLvTIYLg5ij3fWDd84zQZFnLKlHzTExMU+hJxI5NLk+TJIdya0eIqyDWPa9eJ94DkUx0POU4bTtHYMvxKKHrdZa+Ql7/RgYH0nxOecRMlssfs06sXT4fn3jJk1hFVT+hcO+vvvrq/EIKFhl7nuSe11zkwBFBuMHh9u/ccE41Hil7nuzKx5EhhILoM0sT7yonTdxSXEzdE+zscnOaG7DtEzWMj8iWJlpfElK1A1i+YBTLF4zyP9I+R7qgxeSpaJzv99c7r1phLWDcwkQtTYYowPVNL04E4R/jFh2fiCO8gZvI2QTTCXX1ToLQlG4Gw8xlQL5mLtQX3tJEKcfz3fNoXe4zoAKEETQAnhI5dc/LJYLI6g6EO0Zblt3jMjFCpvwI3ZcamdhClibPPS+kfY605sTSODeO8W6uWV3NGL1aOAeSeyi0kZ8zPICj1+6MX/7hcbEM4DOYiox45HrNBkm6jTZ7XvgdpuDer31WLOAbcVC2e57blZAr5Oqd5mLRnCFs2h4mnSmKPC16pjjNoRwn4254sIo1S+YG642hHHfHshvoD/jzlpu3CSD7FGIdz8vfZhCjcAwYY8WxGdpX5M0h/HwhP8dY9zyLSTQy51FZ7nnS9wqpPlM+y3WODFVzhSZqPU0THTPXsfP8ETz/0F2D/e8HFI5pUkwfaZDeFD9ZZhocJrmt4FKUncts2InWuVGxfTxYIcIxTeblSF2KIuhMG23z/U5dCAXtmxECdkzWSJvyJojmT2l1OfTcPgpQGnObCjr5FE12ybrnkYXaCE2uL7pvERKbFdsOjbG8erONXrylafVO/EaBbqiNvBgbIMzXxx9nKceppSnghuZuNrjN9yQRdndM1rKyzE00m5mUkj8iX1IopokV5iMEzzzK8Vo9CVrg6nUqNOULQpMxyW3djVmB95OvL/ssWdbMpnayVifueflCU0xMk+TClNbhuOfFbAbTwPAIhY90m1j2vAIucH59/rmtEEG4fQm5Qrrtt3AZFvLolDMXpbpIEkDLAf7azyEmuS19d4cGKuzaE5ObJ92ngGySI0k3xFQJse550lwttEP3UkXmhVYsTdTyks6FzjOR6uBz2xVoW3BTNLAsTemcIL8nVtoSSalG1mMpxn0mYVp2sl/84hf45je/ifvuuw8TExPWb5deemkpHZuJMHOU5J6XjbPEWzzczUpRNqzcfCLM+dzAN8xek7U66iTwz/OXFiZu/6Vu/PUtTfZ5o0zem2FOC5YKnvk5fGIRG5fA+/z75ejkE9rI5QlcBpSe3ExanqVDEFYlxG6qYy1N0e55hM1s9ZKwpalOFkTpNsYF3gsLOSc0kZgmc6+5sV6tVjA6VE0D4zlhw3KrJJYm1j3PEYLzNLaJpTSIU5KI8QKkO1FEEAH2vBCjH4VpRsrbZrdtfxeJICLjRCx3RMnSVCXzYMD9x733oQ1K2s+cDccg2ZS5/bXbyo7nKSusmKaIMmkbLcyt7aEcz5B3H2n5vLQTscijUzbvGE3QzscOZ+MkZtzGuOfROiXa9CJuipQIQrY0ZZ8HBBc+t1wI8li3v6fK03pSyDXVIJT/Mu8e0ZAD85zdZyKTt3BCatx+ofG7/T3kshoj4NB+57nnTZA1LE9h0c8ofGVf//rXccwxx+D222/HZZddhsnJSdx+++246qqrsGhRODZktsMMrvQlFtzz6GbQwMst44xfXpucfaZ15glYBtwCT9nzqKbcdSnKo+pNvxONEABRa0vz3mQugbJQYXI1NepiuxKNaNrUWOsMtTSFNoMciQRTnluo3U12SOPEISZ+getPXhB55prKt0vP33UxLzSlgnY97BrV6HP+FCfdCu64sTRN1jKhXLKqUhdJ1lWNSBDG0jRYrbD30I0/yBOaanXCv5kzNxjE5WkKb3oS6p7HxTRFmhIk5Upe/wBZ6x2r/bQp1sNa+8lavZB7Xkwf8saslLPPK0d+GM8hYIliz4ucE2LBvV+tuOe5Xcmz2MW4SRdFrKWJbjC5950+45BF1sAigohwzwvlmsoDVcxM5jCw0WsLrnXUBS2wNsV6BWTKWJB8WPHKgNA0lSfs01xcUi6/abvnRQpsUjvc6SHFIu133jxDFX9lsIT2KgoLTR/84Afx8Y9/HP/v//0/DA8P45Of/CTuuOMOvPjFL8Zuu+3Wjj7OGJgBf93djzS/OwXIxsN9Zz1Lk1d7eMNey9lgsi9TYDK/Y8NmnPF/f5oed4WkwYFq1CJL3XoAQAqOTWOaLEuTbMpuJLdtXluLWkRvMRYn37BpPTsWpznig/X9cpwfvbvJLhrTFMue544R0cXLKAxytONbCEX3AocOOu2HEQws6ylbNGqTGkOAYDB3eMC7N5Jmlwqu3GJIg8Zvuu8JALJlw7M0icmjG38pmQxXknsnYu5DHmVwHntePWdT6dYnfQ/91qqliVYnCk3N5zQxlQTd81zECBn5libX1UcaC5V0vkgtvBFzl5zzLG7diAXb7xb882IJewzsfHnlbPLy6JRTizul6uYsTeR5xGjtixJBSAlwY2BuFaXzllwIoxWE1rOQ2461FplyH7/yTvy8yUIrrU1cnSFLU94rbKqr1eX4TtHS1Kp7nrC/MuC9RQLueWSc5LlWmmsFVGiycM899+A5z3kOAGBkZATbtm1DpVLBW9/6Vnz2s58tvYMzCe6Add9LszHaNl7z2PPy3KC4d5AOcjufiF82lgiCvvy/eXBz+pnbXOT55za+Z5stAESws8uZe7NjspYuOCGtTIM9LJ95KwaxMRPchkSi6U7rCrnnse5+/jFuoc6zNOWtwyzrX4S7YKw2T1o0Tj1wJQDgwFULxb7RZ5xHpRwV0yS1w7lbVSpe0k5J0KGuhhwL1dtOXucdkzTA7vOUrBH0fQrFe3Gnl5enSXbPM+QmO83lBeKsvri+Af64lCnH7XIvewqv5LMta/mWplTRw82rke8HRV6cUOy7BMTHEpbFnlcEMflxiqDImAHsZyMV3a1JwHDhc/YHkM1PEv7isNUAgEPWLGZ/N+/E9olsg8k9E5p2gEtB4NdL8jQJAhEdyxxrZCwoYVWepYm+m8F32LJ0hoQr4fwIy3QRAidOZtp9aWMsnHzACrF/tJ1Qom/pGkO5J2ndeW2n50bMFdHuedL60KxznORok6z9MwGFY5qWLFmCLVu2AAB23XVX3HbbbVi/fj2eeOIJjI2Nld7BmQR3zD2yddz6vmpxg8ntwU3bvZc2xswaai/JcVfj3gfuZZoz5A+Zgaqf5BRoTBRjZHFotMO/xK57nltulLjnhSxNVOOd3sOShSZpw8ptmvLcoEqxNDHae469La9uq4/ctTCX7bsKCRPrgLto8O3utWw+rr/gBOw0d5gvALIoRbjnxViaYl0+0uOWEMGPfaDhXnjHhoZiYReGPv2lT9kN9z02hv97zT3psX879ylsXe7zzHMRrSeZNpt9Twq8FHRDkueeZ7Pn+RuzlYtG8fN3nShaEbk2Adsq57XtXF6M++zfPms//PXT9+Lro9ebQzlOhaaY9zVGxsi1kBRYCwarFUwgPz9aTExTLNFNLEoy7qSIZVE0sAVFvjP/+9Zj8cTYJFYuGsUzD1yJXRaF2VYP3W0n/ORvT8Cy+SPs72bcPzGWWdRZllrS95gNaAx7HnXzy8uhFkJ6qyJimmKstoA9LkPDIpaqe7rJuw04S9P/vCUbCyFkxAgQre5SX1jvmUiBkrYtlWeVuC2655lbP04YOlshiOl1FBaanv70p+MHP/gB1q9fjxe/+MV485vfjKuuugo/+MEPcOKJJ7ajjzMG7kBy97q7Lm5oMh7atMMK7gc44gf3O9MeOadOXP7YBSJSM8PldpB8rhsTxaR1TBKaMiIIPt5rblNYG5usBfPZ0M1bFsPV2gscuynj3R65jVR2LLSwx8ZIce55Hnue60ZXcGMG8BukWFY+z40v0D4nYFBkrJByxvWYdtL6RLeN/DpDmw9KmS5ttvZYOs/6Pn+En5JHI4Um6hoiMVvScjGwhcSwpSkvTxMALF+YT/PvjvOHNu2Q+xdpzaHz1B5L5wYSZZJzBCHRtjTx/QC4uSf/xueNWfcZhDZSsQQsMTFNfPLu6c+tXF9aYc9za8vrWsw1jw4NYOWixruXR/ttIMViAsDC0cb7/fhYRqDFzat0rMa4Oo3EEEFEMKHFIJOZirHnBRWEEQJs6LcY5V2epYSCG4d0LIRA3RcnhLlQWie5vZTtnhd+bh6LoCA80njakFBuseeJc0ejjFGWzWQrEzANoenTn/40duxoLGAXXHABhoaGcN111+GMM87Au9/97tI7OJOQN+CXLRjBYLWCqXqCjZvlTQIQRwRBj9WScFZ4TrDgJijOrC9tpLhNk6QlzXXPG27UtWOihgnzcgayZydJ5urRTfc8adLiPsecy7LnMVp4LrltpYJcy0yonbgYtThtXisxBKaqWj1zOS0ShxGLGKYnSasL2JsnSWhym5DGQ3RME6lwIsBiV+T+x1CO0/d4qplSIXRv8uDeho1bxvmC8N1dxZxdVao1jduYDQ+EmcgmamReZd057e/tsDSF9ihDke55dDzF3L/0WAvvMbtZbcFBj/Y7NA4MLOtG2WYvAcbSZIQmSSs/2EJMkxSvRJWMrRF4ZGtsXp6mWFd0m+xAblv6zVckMH0pYEENxTTlgXpCFI1p4uabQu55EW741UqWvDuvTqp8FYVOx9I0k+OZgIJC09TUFP7rv/4Lz3zmMwEA1WoV559/Ps4///y2dG6mIUa7v3LRKB54fDseeHx7sKwnNOUEdif1zLLF9YLrmhtXBfBCk8jWE6HhprEQQMZ0404qcwjluLE0jeRYmpCzoY5FLJVtrJATTQQhTHguOPc87jlVKxVyf8VmxX7lxWdJZQAuDiPcfrBvZNHOszTFaMLFGA5RaMqOhwQDamlaKVjPYtwnAF8Ill1Es/PHA8kLi9z/4jFNsnvedNrMg2W5DSzYNFg9Nm5CsqKneZqm6kHqb/dIGWQRsS6xtK7xHNbKmJgSNnl3S5amaZ/K1xfp9py1H7dRLxMmZYFxz5PmmKLseVGWJio0leBWWU8yOm8ppsmiyw7mZePP8cvFrS9F4u9iY5piQYmKxoVQApkIgplDKvxntu0IJWbjWHaB4ZimfEWTOW5immZyjiYAxYggBgcH8brXvQ7j47LWTyEjZp4y2ukHHg/Hh3nueTmaFcqmJQW4u+AmDt49b/qWppTty2HP82KaaJ6moNtRtnnLY1aLhTsHiEH4EZrmxvlxQlM0EQRHOc48p9igXOn3PKuZVAbwF9UyNJ21pJyYpiLsee7xkUBA9a7UPW8xb2lyx4x0/1x3yxgXUUNjzr4nzLnSRsGN4eLbbfwNBT8XQZ4lVCobcg2JdhWiliZRIdQoU5RyPM7SFL5v7u+hTaYRFPPc8wYtKxxfF+8uHOxqELFrTixiqOIpYmKaysbC1NLUEJokoZMqHGOuhc6v0ntnCcYteFCZWhJkJEQxisTQu9mqpcldXwrFNJVs8aRxpVKibzGmqWUiCL4v0rFqJaz4oP3OiwkzVrVYltJ+ReGrO/LII3HzzTe3oy8zHjHanUxoKmppCpep52wwua5xJmou8F1mq8p356CJ4BKrj/Z5NE+TpL2h1/G2b9yCPzw6xtZVFLGWpjyrksF0XBYMuOfEWpoYoYk+jna558Wy57WySTFtNNzz8tjz8qc4qSvS8em45y2dxxNbxLIa+ux5whgk52eWpvBCnAcqJ4mWpmZ/8vI0xaLI8KC3ImRpsl3QQvURoSkiT5MUh9lsyfmWf2GFGbICxQeIcNcom/9+SvcmNnl3LMqOaSqyuXTLd0o5nrrnbWu450nzP914xrg7Ua8Qzm3dRXnueU1Lk7gmxrUZSzkurRuuMod1z8vZ9FNEZkZgYa7lLV+/Gb/7c4M0zXPPk4SmQMgBkB8R6e6vuNsVG1MN2HN43tyRuufNcEtT4Zim17/+9fibv/kbPPDAAzj88MMxb54dyHzwwQeX1rmZBvflPH7fZV6ZpfMbm6tHt2aBoobqksKnHOc22FkcC5cw1yrLHOMmjkqlgjlDA9g6PpUek7TPXPzSbs612Jah7LjknrdjshZk7DHn/f6RbbQVtn+xiBUMYqmdYxf3WEvThc85AO+67FbrmOSeF6onr+08q1mo3r2WzYsqFwOzn0hKytMkbWRFogAq9AY2NEvmDWP5ghFs2j6JvZfP59t2hSbhQmiiXEAW1lhLU0C5EAN6vVK8RPoe1zOrRoyGXGzT6eBLn7xGLGspIQJt0g1C6L2jCgdpA0pjmjL3PL+cp9yKuO9P3mMnAI3xw7cdN2aA7Jrz2POo+2cR9rxWSHa4R/WmE/aedn1rl83Dvc15X3rf7Pbj58OykLrnbW+s73Huefnv0bIFGVtfDJ146HrPP3VffPiK3+Fdz96P/d2cSS1NecoUIH6tm557Xr77m+wS5/f9Pc89QOxDHsy1PE4YEj1Lkyj8tRY3GEMEEatkAoAFo9m6I7rAG/e8Eub9fkC00HTuuefiE5/4BF7ykpcAAM4777z0t0qlgiRJUKlUUKvVpCpmPehksHB0EJ876wivjBn0JvbkmL2X4kuv9GmIY98jE8diM43xApYLSciaM+wKTfnxFZe+/misXjzHY86ibj20PU9oGs7c81LGnkBMU96xInBvTQylcdZ2eNIqg3L85UfuhhULR/CqS25Mj3F5gejzyDPAxGqBY9nz9lu5EK85di/8649+3zwv3H4I1D0vxFzW6E+MxrnocbIRCLyIlUoFV7/9eEzW6p7QI7Uh1WeIUAwkym56valFlrnZ0yWCkBMON/42El6a97OVDXV27vH7LsMHX7BeLGu758VtzEKbxlWL5+DujVsBxFmaghZ893vELVk6fwQ3v/tk1loMFLM0mbkqzz1vFbGKtoNUhYPbzv954cF41vpdpl3fv/zl4fjthi2oJwn2Xbkgt7wdRzPtZgvBvD87JsPJhu3ktvmdGxkcwK/fewqqFTkFAkWoztcdtxZnHLpapNZOu2bFNAnzb6TLJL3/sfGGFK1Ymlwh89p3HI/dHVbTIuDmPdfqLl8Ho+Aih/LmbVfRnecxkjdW6LyQZ6kzyiMlgmjikksuwcUXX4x77723nf2Z0aBjaZdFc4JaBTMAd54/IuRZcb4L43SgUkENybTc8zgiCMCfZCS/f1rn+l0XBd2EEscS5m7qbSII2QwcKxAWgc+el6/lz4755WytWqhd5pgwcdH4GYBPkmpp/XItTcGfSTlnsQpMwtTK2JKliVg1QnF6QHvyNNmxAeH65wkU4mldnnuetLDb9Swc5eul1aUUsLExTVIfSZ8WCO1SIoh0I9VC4AS9jt2XyPTggGv5k9ukm5nQ+NuVxJ9JGz2TryovT1NeqggJOwlWJq5PofktpRyvhTfpdP6QbjXn6trK1Orer7z8N3kYGqhi/epF8e3TebjVZH6RcN9b2T0vbkzbdYdzn1GENsuVSiX4LMy9qieZa7j0rseSc1hrolgqYGmKiWmKtO7kpbzIA3cvXOWLnG8qbk8j4WGHdZlrp0jsHxWaxBjfSE+cmYJooclsTnbfffe2dWamoxqx2fJc2oS6Yt0+zPF6klkKuLLc6ZJfryc0RQgReXFANZKo1D0XoDFNdaLRiFvEW32F493zuGPMpBW5WOfleKJw7y9n2bA1q3lCk/87a2mKdM8D7HHSGuW4WbQjLE1RWi++TN47FWo3Fu59ELWhjtVh4RzJ4pOdb7TZrcY00fEqbcxMkSRJcoPDo9ok/ZOUMm7beW0ORJAdAHYsmpTMN7U0TdWDjJTuoTJSmBSyNDXH/8RUmGWSXrNUHXdvWxn97rDslItc2n4By3tZcN/bmGSt0vraClpSJJp3HUnqKi8TxOTvAdxyoXEQ64YdG5PL9yWqmAjO0uLlaRIuhHO7LtKfDY7QlMeCm3dPVi+OUKY41zLT8zQVurpOMczMVMRMILExDrEazHSDWQ8nAi0SlOsm2hTd8yL8lDOhLrESroVimkLBp0V8mWNRtnsenWSKdi2W8IDzay9ilmfHA2OLiBXyAXvz28rClDIuRiS3jWPPk47nbwRaoe7l2hbd88jzHBqoyAxZltAUsDQV6LbtnidZuDJBdiqg1IiFxVCYQ11O+xekHKeWpsC4oFaXuDxNzX5wQoWr3CrBouFuSqJimnKIIKhGefOOKbYMf33lCMZA68qtwu13IabJfX9k60fcmJ4uWspf1/xrEUHEKE6jKcfltsW4pJg8TYFrjrVCx4C7t+4cFiMsc/3J65m7Z8sLVwi5MwP2XLhtgg+9ca9X3fMI1q1blztJPvbYYy11aCbD0qZIG29/lWXhHpZdjBp/60m25eVJI/xzpZgm90WTgqVjcniYiSzWPW9sYiqKCIKi1fXQrVNmLosUmlrSwPPH3YmLZc8rsNmfrqUpRDpUVnJFap00VPVFEnK6kJPY5r+jZY8tkT2PPM/RoYFcJQSQ5UvirCW8koR/erZ7XtjCRd3zWnnGdO+QR11uuedFUo6H3fMyN1IubwrgxjSF3POcvpawn3Ctp2GhqfGbSQguzcnUnffBJ3jm1rI3Q57ir5uWpg41PTI4gJHBahpvKOcOojFN5WvuW8uvla3ZKRFEhCIxdB2x7Hmye547j3LrrlzvyOAAJmtTue3HgBMg/eS2/Ll5Cq4ylKxW6pGcd5p6rGzYxM8L7r2e6ZTjhYSm973vfVi0KN5nWGGDjiXZWmF/j7U0STAD+pwv/QIbNjVMt9yZnAZU2kS54ALNgbhgf87Vih43MNategKMGQ16yT72ElwBI4ZeNdQfe4Eo1uFYwoM8oSmvWU6o4oRot1yIoZFamsqgHKcup7FuixykEtKptKlW/bdj8zRRS1PIXadSqaBaaeYISYkgmPLT7LZh/3JBlTO1Eogg6Pgo4p4XanPQEprk+laRmKa8fCqTtcxdmHcNdgUDud1Y+PT9gbIp5XiYmp/iwU072ONl52lyq+u0I4v97nWu8QWjQxjf2sh1KY0vKoS08h5JKCu57WQOEUQsU2yse54obLTAngc0hJrmI2lZeGeJIJw5TJxXcijHiyIvPKCIQP5Q5LyglOMEL33pS7F8+fJ29WXGI0bT77vdSXU55+W0SSm4Y60xJx+wUqjVhkg3GvGyGwrjqXqC7cT86547l2waN29vZlOPdBdp1dwea2li6T1ZjRcRXgr2RboUT2hq0T2Pu4977ZxP4xuSs0tzz7ME7bB7nnv/n3vIKq+MdE9jLFCdimkq4q5TrVSsJLOxMU2H774TW58hlABCMU2N+houO2Etegxs97zwwh5NOR5p6VxJGD6l6x2yiCACdXqCQesbipj4jaxsHOU4ADx9n53x47sewUuO4OndRxk3ydYox+PWunbBfo871+5Oc4fwSHOHLo1tOlZbsQq5OGjXhbjtT5vxwsNXT7sO+synct3zss8hKvTYNVFkdoxgzwsJCK0k4o5px70/sW6GftnwWHj2+pX471sfIn0J74diBJxj9l6Kn9z9KF54OD8veERZKjQ1oPFMrSNG6xIbWO9rMKUNHnOMUzw75f7+tAOimYhk9rz8MbNozhDmDA1g+2QNf3piLOujc+rgQDUt9/hYI8cFzzTD9SO3G0FQys85Adco3j2PKVeCwODCHTdcPp0iyW3p3P3t1x2FXRbNwaK5/gbSlZHqEnsIynTPa/xtJLc1x4TFlLTz1pPW4Q3PWMvUF//uAMXY8/LguvrJbnfx2sHG9SThPE3k87oV8/H5s56M1Tv5+eAAYOt4JjRJmwuqfa4FUgLEgt7WkZy8M5XITYBtaQqUG6ji5393Iup1noUSoO55mYtoFOW42Go8/Jw0ctmUPc+4gwWu+/NnH4E/PDKGdSt45cgui31GtVbmVi9+t8ObrW7kaQIa8WN3NSntJZa6dsWFfOu1R+OBx8ew9/J8SnYJ5lYVdc+jcXNSnUB4HIju6REuq6FpM2+OKYKYZ5dnwaYo8lp84iWH4rwTt2LxnGFUq/lK25h1+AtnPxn3PTaGdSv4MePOuZqnqYlYVy2FjJjB6h6WXnR3TpCGfiwFtyuEuclIQ5A2cTHvTqVSwa47NfKi3P/Y9uYxvo8L5ww2hKZtDUsTp91qR0wT3WiEKKRjXQLotRXdJ8RSa3NaYTumLtyOu9hJNKzuvBDKpG5bmlrXUNM4uBgL3IGrFhbyt44Rplrd502HVCLPXadaBVALu+fRfi+eO+wlnaYYIznZ8qxvDZedci1NeexhsblgYoUmAFi+IEx/TdsxljjWPc/1HCjD0lQgpmkodc+r57Y/MjgQzG+0erE/Rlq5mlhviXahzNjEIqDCw8qF/DhrB2Me0FACtCIwAYQIAkkhIgg3LQZFq5TjrnseVyw0H5VpaYphjxOvg4mhrBQYp8ODVey3cmFO26S9iHE2OjQgCkwA4543w4kgokdKvV5X17wWERML4b9MkuY5qpggIOXXV4bmLXbTZBaR+x8bC7ZtgtCNpYlnq/PPK9M9b/5InItBbNvtimliNUwF3MqoLBRyq/AsTdExTcHmg+Bo6mMsTVLQa6zLY9p+iRpqSwCLfF/yBD/Tp4w9L7wQ5wlr2yZ4NjWuzXqS5ZhrhXrWcs9jrKZ22exzMBeM5fI07a4BsDe14wErjnukFCIIL6YpcM3NsuMR7nl5kOLZpgv3fnXam6VSYD4sE6uJ8CBamlpw4W43zH1LEgRJmQB7TtuVsVSm5SzBQL5i6Sd37swjQHBRqntehNAgvYftEpbttsncX8KENNvc82a2Ha3HEGNpis3BERv7xL2DMRaRImsIR0XdqCOuEpMj5P7HjdDElzN0rWMTcZvB9FhUL2TQKrn8Rwb8fc2pu3BfJOGAsi3l15q3UTbuPIDsogSEY5hcWO55LWxSUqHJimnKf5/ycoW5EBfoEjdbRYQXg7zna+oJxTTZ7jDh9raN81SzFKZLSZJgsik0xeXIEuqz2PPCrjN0wxSywlEXolap4mk7mUASMa+WQTnuPM/QPsulHG9lkxTLuhqLVtacMkDvWyfbpjmxJKGplxOEUlfcqRwFCX3PdmUslQatsuf55ZhjQUtTee55MdYbaR3vhGtbzJo43foadc5ssWJmX12PIUbCj11I3MNFaJNjXNjKWNxjJzijgXrg8e3B81y6Y+7lbEdME31W84PuedyxcONF+xYTZxOn6QqXGa9lQlNICzddS1NLlLfNapKoPE35cVQxwpF9nP88HcRaSSjyFlbT7WCeJvJ+542FKEtTs++2pWn6N4dutvLZ8+gmII5yvFWrxkC14t3nmFjRMjbnngt3oNLBAu5500Er9flrTmfRzZgmA8k9r5djyE3PEmTjSlpzTMwTYLNSurDnVPnaY28Lt76EBIQ8a3YRtCKI5M11ZYyK2NxZsZht7nnl2tsVQcTEL8SYmYFWY5qY+iLKiBD2ybHvjvF1/uk9jwIICU32cI1NbtvqAkTrnFeye17RaTDGDU10iypgXaCWptD982Oa2u+eZ94dSgQh52nK31DnJYYOHW+dcpxu3OLOyWXPa1a0I83TFFYu5F3DWJSlKXsmRmgqy6pRjD0vX4BotW9Ao39DA1VMTNUxPilbmlqaVwNtD1YrqZY/xj0vhj1vWn1p4Vz3fnVScHHb66ilibjnrRCEJopeiyY34+33D29LvQckQWHj5vH085J5w2KdsUyGsWOEZdHtkKWplTxFee55pShdrNQ3rQuL7lw604kgZvbV9RisjYqY18D+HisMiRapSMuLH7AsNAzg5ANWyD8SPH2fZVHl9l5mBxlKc9tCV2iKJYKI6oUM2p+5BYkgKjlvWFmWJstFKcI/O2/TOE6EpiIIEkGQ59WKJdNca400Jlua8jfK4j0Vj5enoS4igK1quvKcemA4FYDvnhdWnORdw7PX7wIAWL+rzKZpuj5JLJStbB7orchNbkv6HyaCKIfy3sCMZ0MEwd7HAlahIqACYOhaBj2hqbX2X/pkh3a4FeWHF5s1/bqmgzLf4yJYsWAk/byL4J7Xy6C36rcPbQEgv+t7EkKpkHBP16/Q2hD7nDildDCmqURLkzvfFplrYtbuVkHvQymWJue+9rJraRlQS1MHYcU0SZpxT3gRLE3e93xNu0Gr7nnnPm1P7LJ4Ds772s0AZE3YCw7dFaNDAzhkTZi6fP3qRThxv+X44W83NvonvHRuzhROu8VNAq1amuj58wvHNIXbLtqzmEUjxj0gr56JqXzrAuDHNIVYNqnFo1afnlAGZH2fsoQmYfzT/EZigKBwOMJ61SpNcqxbCgBc9oZjcMO9j+FZB4WFJtPvkHtekQ3j+afui0PWLMKxASWIqYNaKFtxU7HzNOXENJFmyqAcj4XZHO2YlK047UhuCxgBMF8QMmN1qgTrHwC89/QDcdTapXjz128B0Jryox0u4UVgu2t2rt3BgSoue/3R2DFZx9L5I7nle20Lyg0h6b178h5L8NkzD8fey8M5/ujp4ZimmB7y5YLseSVaR1zrzbXveEb0uXnMqGW8I7EpGmLhGqvakYy5l6CWpg7CzsQsaL1jtW/ughOhFRdOZY+FJq6hgSpOJ0lCpY1ytVrBcw7eRcz/QnHaIbtk58W65zEvJ79BzG0+GiHKcZ50I1xfcUtT/gkx5vF8oSlOqHFJQEKyEBWapkImqRwMFBGaIiw5RRci20pT6FQPNg18uLIVC0dx+iGrcp+v+TmlHOfyNFX88hJGhwbwvCftip0C7jWmPtvSNP2bQ59Vnp//dJLblpETaMi1NDF1tkswiLU0FfEgiIEZC2XU120iiG5ZmgDg0N12wlFrl3a0zfLAKCsDg/CUA1dir2VhoSlWgI1VgLLseZ2KaSLv5kn7r8CaJfn7H4NOsOfFuKxPt76y6uxlzOyr6zHEbJBi/bzjfXuZcyOsT53WFQxEuM7EEEHkBb23ihDlOOtHXfJiHDMfSZoeejRvzzhRixSaHNknGNNEno3JJD8dmFs6RfoouUG24p4nYTq5lTpRl1tnmD2v3A0jb2ma/vJCu5Tnnjed5LZl3OtMaIqPaSpLgWNRUofcniru93Lno1Zq6757Hmm7s033NbjnNNDiZj9WgI19f9g+htzzSmXPq7CfY9AJAhBLkahEEIWhQlMHMRCxuLtzT0GPIg+xNNhusSKa2DICVWMsAnGWpnxtbysIW5qKC01FNzExk2pMLEmem060pcl1zwuUpX2fasE9z/SdGqtaoRwvulCVycJmW3zKFZpSIghWkUDKl+GiYYSmWpZsuDQiiBwtcKyPvs2WNu2upTAWsFAOJG98lDQXxTK/9XK8QbsFujwUievrJnqOCII51qqbV7TQFNkOu+/pGHseSf9RsuWojGFK6yiFctzplBJBdBFTU1O48MILseeee2LOnDnYa6+98A//8A+ot7Dh6ias+IVIS5MY0xRZjteucBrR6VuaiuTqkRCzEfUtTZzQFHZFahVBoSlSQKVoh3tezESYt9mfPhFE3GCYbMHSVCQfVgxjWtHhYcchFTzZq4tsFkqajU09IUtT2RYucx9MLFyri3GdSMQjA/ExTUEiCOrSVop7XqOOIu55pRFBRJJalO2e59ffyrndtTRR9LLQ1Gvg1o6WWUSp1S9QVXRMU8G5tG2Wph5SUhi02z2vlxQz7UBPE0F86EMfwmc+8xlccsklOPDAA3HjjTfinHPOwaJFi/DmN7+5290rDLqoipTjkQuJe1gapqx7XoSlqcgaUoYmzA7S5su4liZug5TnitQqQpTj/L0Ot13UdTBmPipD0zPdmKZYAbrWQkwTN8/Lliaa9Je/L0U3TOVSjmefy3bPm4hmz2u9TfOOGWG41cWYxqvlaYFjYkUB+/6WQwTR6NeOIpTjLbfaQKwA2G5a71Zcnz3Sow47ydH28lhOu4le24IWIYKIrjPSCtxKTFMIeS7ARUCtS2W7qpXx+pad3Nadf3pRUCwTPS00XX/99Xje856H5zznOQCAPfbYA1/72tdw4403drln00PMZsvz847MISO9TNNNbltkql5N8k5MF9S3Vto8ukITdw+5DWKZ7/DKhfK1cv3JneTaYWkqYaLea9k8bNi0I7ecKySFEhhSlEEEQSHdFiuORbovLTyDlpOkRsQ5tlInwNPYFiGgiEFqaTLJLlusk5I/5AVH28ka5bIxSqsiyIQmQznul2mfpYmOQbmcezvKEsxj2s6DK1d3eq9F2+/lbR5NhtsL4PYkrVua6PnxSgAJReflXUu8x/TdLN09r2z2vBL2Cu5cX/Y19xp6Wmh62tOehs985jO48847sW7dOvzqV7/Cddddh0984hPiOePj4xgfzxKqbd68uQM9jQMdS7FB6eJcFGkZislS3zjmaiSFdgn+7dyn4P/9+kG84Rl75xfOwUDERnTesGtp4oSm9hBBXHzGevz+kW146l5LxDK80JRnaSqGmLVATG5bAB950SH4P//zO5xz9J7BclT0eckRa/D64+PGwlQk0QSHItTucTFNBdu33uNi5/ptl7uRb9Rpf88TOkpxz2veW2NBbHUx3nXxHLzlpH2wcHQoV6ijlxfSclouQCWs62ZsGcbAGFfosmQW2z2viKWpnPYNWqmu++555Voey8YXX3kE/vc3f8arnhaegzsN7la16t0Q6/Ic7Z5X8HE+95BVuOm+x3HEHvL6Hgt6L2KsLsfvuwy7L5mLw3bfqeW2Y0Cn5lIsTc6AmOlEED0tNL3zne/Epk2bsN9++2FgYAC1Wg0f+MAH8LKXvUw856KLLsL73ve+DvYyHjEsT9NNWhtrkZKOuUdiNDXHrluGY9fFJbDNg+WeJ8y/o0O2a1w0e14J7/BLn7JbbpnpWB2KntMpS9Mui+bgYy9+Un5BIjV96IUHR9ffiqUphv3RwMqNVlpMU3mbLdqlsokgDFrN0xTXpv19oATB/S0nrYtsO06zWzZjYJoDKSW/yLeAdp9yvGypafr1xcbvdgK9KDSdsN8KnLBfXCL5bqPVuSuW2KSV5LZ57f/D8w4qdI4E+m7GWF0qAN5XUtsxsNfEdlCO9967VCZ62o72jW98A//+7/+Or371q7jppptwySWX4CMf+QguueQS8ZwLLrgAmzZtSv/ff//9HexxGDGuONOlHC/inhcTe9PpYR8zac5xhKZY97xOrYfT0di3smGX0EnzuBvTFIvWLE1xx9zjsYqK/PbLFJrK13a770VuTFMJi5y74e1kgkN630Ltlk1+YeowLolRyqiSXs3YRL3tZqhrpTY/pqmzoM33oMzUs+DGUKsbZTp/hJ5F7HPqpgBus+fl96PT7IiVyPkyFu57PNPzNPW0pekd73gH/vZv/xYvfelLAQDr16/HH//4R1x00UU4++yz2XNGRkYwMpKfZbsbiHEV8mOaeHiLsVCO9bPn2PNcjWiH5xxL+yE0Pjpsv4zRRBAdWo6nI6sUdg2LKN/JQMzpMie2FNNUwA2S9k8SDoo+g1itaAzKJJUw8AWYcMLnMmRs9z50kkEpxpoIxDN0FW3XWJq4++hZelpv1mqba0Mq1/heUgeaaGX8u4+q0xvdssfDbAF3r1q2NEUqj2LHWzeNHTZ7XskvXBnzVslrjkcEMcPd83paJBwbG0PVGXQDAwN9SzluaXclC5IrNAnlvMORFqlGG0x9Eee1EzEZwYcHqnaOgdiYpg5dSicW/Zg2JP/ydvRvuqJPK8ltpzs2xZimgiuR/R5Pqyt8XWURQTiPf5ghgig/ua39vZO5OixrYogIok2bBZNzjHXPC/ShFdDr7KZ7XivVTSeOtkxUejymqVfBMZ+2al2Ij1WKFZq6aGlqJ3teCXXQR1WWV0o7yS96DT1taXruc5+LD3zgA9htt91w4IEH4uabb8bHPvYxnHvuud3u2rQQY2mKdaeIzasUz57X3UUjJrC5UqlgaKCaUilz95CbpDo1gU7H5ado32I2e50MxEymaWpqiXK8wD2jRcWYpsLWvvI237aFtaWqUrj3h01uG6HAaaXNTlqaqLAZsrKWfc3meU2mliZuXg1/ny56xT2vFcQyxXYCvXRfeh1bx6e8Y62nXqiwn71yscJVF/ftdA6KUR6VkeeyCKwY0LLiaKuVNNu85mnqIv7pn/4J7373u/H6178eGzduxKpVq/Ca17wGf//3f9/trk0LMTS/np+3MP5iF+MYq1KR+tqFWBeboWoFE83PnEaD3SC23Ls4TGeyKHpGlHteR2OapofJFqzF052UJW1oYfc8y/++xc1CJ9zzOEsTym3XvQ2dDAaOphy3rGutt+veNz7Wrj2CQaylyV1Pyp4aWrka3z2vpa4URpkW49mErTt8oalVRV3suxlDtiKV6xQsS1PEwCqyhpZxXZbyviRNHZ1n1D2vi1iwYAE+8YlP4I9//CO2b9+Oe+65B//4j/+I4eHhbndtWoiR8GNdFjwhJ6JNAz7ux/3e2YEf66OfNyFxk0Dn3PPiy77sKWsAAK89fm2w3GuO28v6HtKIvvzIBsPf63PqLBN/9+z9AQCvPS6uzdc1+2bOmw6qFeCgXRdGld196TwsnTeMPXeeJ79LRRMMl0g5blPtlrWA2d+5xI22S1v5lqZOWjtjF+y1y+Zjp7lD2GvneaVsPqaTOLasuWgocr50lXNljbGTD2iwur3oiDXTrqPblONl5lubTXjq2qXesdbzNGWfQ/MxH6PNleum0BSnxJkOyrgqem/y0lHEwvai6mmxomX0tKVppiGGXthzWYh0z5Pb9MvNG/Efu7cB6PC4t4Pr5XJ0U8QJTXxMU2cm0CILxwdfsB7vee6BHo26iwuetT+eddAueP4//wRAeGPxgecfhL8/7YDcOsvEEXsswW/ff2p0m+88dT+8+cR9WupjpVLBZa8/Bvv83fdzyw4NVHH9BSeiWpHHQdH1vkzGOytPU5sox+cz7zst4rJSltFmJxdOK84x0O7wYBU3vOuk0qwKvqUpX2FT1lRE49RCY9Bvv5wOfPbMwzE+VW/pPe42EYRiepg/MojrLzgBR110VXqsVcty7PofG27QVSIIMgf1otWF3q+Fo0Ol1EmfXy9ec5lQoamDiHFBc/f8ottd5ILDHc7bRAGdtzQNRtybRrlqsFxe/EY7USSmqVKpRG845g5n5cIbpPg6y0TRNsvoYxEXRI4IgaKVXFll5mkqa5xWnQWMtzRlZcp4Hu6r2En3vCLuJnljoQh8K45fxp1Hy9KA0+sIvQperFlJj6WMuSbGvbGdUBlt+pjrJJpvVeFjzcGBqjhXNu459oylKUJ5NN244OmCzhcLRssRAcrO/dTLmNlX12OIiV/wKWpjy/Hg2hkdyqfl7mZMU2gTOzQYLse657XYt1i0S1NKa9WA5Qxl3Yqi1ZTpUme5CJU0Umn/5o0M5rK6lWFpctvoqHteBMFOW9r1rPMRlqaS2h4eiLM0xfSxW2hXvJei/XCtCa3G0Q5EzqkcgRA3v3VznbS8YXrQ6kLvzfyShCY7rrT3rrlMqNDUQVRjLE2xMU3ud9EixS3krEo0WH+7Ee2el6PF4HPSdOZq2sUaowHLPMrKgVF0eNjvcWttt2Ns0nHIWZUBew4oxz3P/t5Z9zy6YHeu3em457XD0hRS1rTLPa8MdJt8SBVQ04ef/6tF5RFVmgbKcVYZrnw318nBNrrnlTFk6b1eUJp7Xva59NxUPYaZfXU9BiupmDD6/Zgmvq5Yd7r4/Adu/Z2ddSz3vJDmNOeCupmnqX0TdZwVbrahrAWpFfe8ltnzyHAtzT2PahJFoSn7PMJYnltpE+giEUSX3AIBQWhqkwV/ZJC67MrlfPe83pk/Yte6dqF37kT/wVWKtGrhjfWmqDFCE5+LsntPt6h7XhGUcVV0DijLPY9ep1qaFKUhhggiVjPpbdZE4SpuAHebySgmuS2Q7wbAbaQ7pVFs10Rtu4NNv56ZNpWVaVUoMkRsq2iLQlMbxmYlQmii7baHCKJzo81mAuygpSnCK6Bdlp5YIohuxw2F0G33vB6SH/sO7jgq08siNJ65TBV8TFNp3SkMukeJUex1Ok8TvV8LhPWhKKyEub00ybQBKjR1EFHueZHseY3fyGepzUgXCPdwp4c9ve7QJJI3CXUyR5GLdmlx6RhQl5IMZbo+TD9hbnntlrWhpreFY8oE7Pe7DCIIt+uddM+j82ontZweEQQX00Q/l9g1W2iSy7m/9dL84fets+2r1X76qFQq1ua45fc9kghi4ZxsPttpbsO17Mg9l7D96xZsUqv8+3Lgqrj0GQCw78r4shLGJzPJszT3vC65SHcDyp7XQcSwbvnaNxkVZGwy0hzhCmESL7/XbocnHdrPekBq6m33vKyh0aEqPn/Wk0upN9Z1YbahzI15kbtaLuX49PoQQkygL93gzxkuwdLkxjh0Unix3PM6GdMk98OgHc8XsHNvhRVr3fUgCMHdUHZ6zemhW9GXGKhWMNUkZmiZPY98DlW1eqe5+OAL1mPRnCEctOtCfOuXD+CVR+/hlaPv4tpl8/DRFz+ppf4VARUaQnflv897Oq74zUN4rZOLkcPlbzgG1/xuI8592h4t92/bRJacmCMFmw4sxdUMtzSp0NRBDFhaZb6MnzBRrq9aqaQCRizLnkS567sFyu22A3QDHLJW97Z7Xvb5dcftjafts3Mp9Vobr5k9HxUCZVJsFYXc80oUmqoRc0LhOikRxHD+FN8OIojOxhZln7sVSwVIc2Z7rMSx7HleTFMPbWjczVXHe9Y7t6IvYTGmtUw5Tj+H6zJJ3AHgb07ZV+hb9vltJ++LJ61Z3Er3CiHWA+KAVQtxQKSV6UlrFpd2DWMTtfRzed4NRHE1wy1NM/vqegyViLs9bfe8yLHP5Wxh6+7wikIFjrB7XnH2vE5dib2ZLq/eGKr62YgyrQpFxntZMWbu+eVZmrLPoqXJsYq23qa7Oe8Se14nY6kiGMTapfCIdc+LsYZ1CzFEGu2EUpy3hoSoN1u1LFdQ7tppr5mt11cEnXRNng62jU/lFyqImBykMwW9/XRnGGxLk+SeF/5OQScacb1xBJB49zy53XbAsjSV7p7XKUtThf1cahs9tOnpNsq0KhS5rTGxibFoxwJDx4gY00SabUdMUyezwnfLn961NOXlwypzHoolguhl9zxPwO1w33rpXvQ7ylRWlLHG2UJTZ7e5nZz7pgNqaSoLdB3r9etvFSo0dRB2Isv8Mo2CkZYmocbEkZpi3fM6DTrnlu+eN81OFUQ7XK3cuma4EqcQSo1pKiI0lUjeUCmxLgMrD0cEO1I72PM6qW3sWnLbCGa6SsScPx1Q5Vdo2PSye55Sjs8ctBzTVPLDoEtDpy1N9J3vMDFeFMYm2mtpmulEEDP76noMMTlZPEamkKUpYqJxjTai0JTTj3bDmmhKZs/rlKXJok0vcUkua2PdbcG4bAxFuprGYPrueSU+55LqiSGCmJjKGJTKsDS596GTfu206U6267nn5Vqaymub5tYKU47b33vJUt1197zeuRV9CTpntuoqTR9F2ZamXhrzvYB2WJpsMp6Zfb9VaOogLPc8YYvkuXwEtlIx7nkuE51saXLb7R5C7Hl5WowyN9JFUWasC4W9oJRXb7+jzMm5SFW2e15pXShtExdDOT4+lS2cZQhN7rzVUUuT5Z7XnXYBwT2vTQK2RQQRGINFiIU6Dc/S1OH2NaapPLSqZC079s/K3dbjMUadRjtimmya9Zn9Xulo6iBi3Lfc97tsS9Mbn7G30LfidbcLIUvTXzaZc7jcDEB3tRyd0G6p1ixDuTFNRSxN5bvUNWsrpZY9dp6Xft5n+Xy2DM3VUcYi55LcdIuQoZOU4zFeAZZiq8S2pxvT1Evzh7uZVUvT7IVNBFHCfETX4i7sco3L86G7Le584zl4xzMbjINnHbV7aXVWZ5F7nlKOdxDVav4C6msG5QkkZvNG5Y8fn/8MrFkyly3XS4tryA/4yL2W4rp3PgMrFo6yv3c1uS19viXePno/emnT022U+ayL3FVqYWhXQuNWcN4J++CE/ZZj8Zxh7LaUf9/HiXteGfDmrU4KTT1iacpjzyvV0hSZp8mnRe+d8aoxTQoOpbPndWHM33jhSdg2MYWd5490vO08nHnUHjhu3XKs3mlOaXXalOMz+81SoalLkN5j7wUPWZoiilEmOklgyqu70wix5wGNBHcSOrlpctEuSxO9HzG09bMFpQpNBR6XtRHuwedRrVZw8OrFwTI7Jsv1ay/C+lk2LFecDr7/blt5yW3LnFRHIinHvefSQ+O160kwe0iAnPWw3PNafy50aHXDXWzeyKDoGt0LkJRp04VNxtNDk0wbMLOvrqfBv8hFLE32RMMXyZE/nLb4ujuNIn120V1LU/a5XfN0L2mKu40yN13Tdc8rlQiig4+23ZamTmp3u7Vgx6RpqLRprAwPZHFo/eqe57s3dtg9r6OtKUIo+1lobsPOolsMpt2ACk1dQmxMU2j4xVCYh0gV/D7R+rrpnjd9qambQpO1mS5x4qCPsJVqZ1rgc7csTXSB6EX2vBhQIogy4GdK6Lx7XqXSaapz9ztjaaKfS+xabHJb3wLYu3NAx93zevdWzDqUPV/Q6lRoaj/MPa5WOs+83Gmo0NRj8GhYA0/IZpzJj2kqgm6O+3oLlqZuTpDtIwjI0Irg04ow2oso0xWryGayXa4fM8rS1IWYpk6SQNB2pe+Am0uvPETHNHXZmlMEne7ZTFMidRplridlP4l2KbYUPMw9nukkEIAKTV2D9Bp7Lh9ByvH8+qbr6tZJTbGLItaxXoI9UZdXL70dOv9n6BYRhO1yVVoXOrqJo+x5ZaAXktt2Op4xRiApmxXMYCSSPa+XKcddKHve7EXZz6Jb5DCzFWYpnuk5mgAVmroG6UWO8ZPnysbmaQqhR0KaejONdgRsrXLvTR5l5OPpJcwdLu96puueV6ZyoZObuLKFmm6mLDBtd9qX3hea/DJl558xsCxNgXJum73sOtNpIaabrtwzAb24xhlY7nkqHbcdZi6cDa6QOmt0GC97ym44ZPUiPH2fZezv/uYjYGmyfmqfT3Cn0arM9LKn7FZKP4qiXZamNUvm4On77IxTD1zZkuDzf154CNYsmYOPvOiQ8jrXRbzphH2w587zcP6p+7Zcl/ueXXTGerFstU0LciffufeefiB2WzIXH/oL+TqLwL1/ndyo7L50Hg5evQinHbKqY20CcTTrdkxTefeECk21gGKsr9zzOty3Vzx1N+yzfD7e8Iy1HW1X4aOdlqZeVhTMFAw0XaNngyKidzkRZyhCmzEgTnuZIX8yKGJpoiX72T3vojPWY/7IAD7343tL6lEc6EaxXFa1Cr7yqiNbrmfflQvw4/NPKKFHvYFlC0Zw9duPL6Uu+rSu+pvjsNcyPiks4C7IpTTfcey9fD5+dP4zSq2zWsniETu5OR8erOK7b3xax9oziBJI2hXTRDYnUzV5vuwn97xOY+HoEH7wtuO63Q0FyrdadSLRvCKDcZyaDa6Qfbrkz1xUKpXohIgxrh/Tj2ma3nlloIyQpm5MlBb74MyfO2YUirAttY1yvIfdXWIw27S7fuJYv0y7Yposoakux6f1untej3VH0SWUb2niPyvaAzOvzPQcTYAKTT2JGCrxRrnss1SuiADSKzFNZbDydMNSNhv8eWcqimxuq1Y+rhKfeZ8PHys3Sp9fSwxi8gy1K6aJtj1ZyNLUWw9G50xFO9Ar6VNmC4wCaWgWTPwqNPUgBiyLRcDSBFqOLzNdV7euuueVQOzVje5rwGn/ogiNeLsSJ/b76LEs5LNgM1w4T1Ob+jFZkyfMYu7enUc31xlF76DscVBtk7JCwcO45c0GJYgKTT2IWO1kDFtbP+ZpKgPd6H+FvE19SgA4a1EpIAjFsFa22od+xGyLI4hhOu3EM50KCE29ntxWFU0KoHyFQq+N85mONFfeLCCCmPlX2IeITcwWtXmbbkxTF/XeSQlBTd2YNK0NgEpNfYu8sdOuxIn9vszbcQT9fjX5cP33+TxN5HOb7knIPc9ts9eeS78r5xTloJ3DsseG/IxEt3LldQMqNPUgLPe8yHPKd8+b1mmloF6CwNHtmKYys6Ur2g/67PL8sou48s0m2G6LXexIhxDlnteB4TEnkK/MI6vosecyG9w4ZyrKXOPmDZdL5Eznotlg/eg2zP2eDUQQSjneg7BjA+LKle2e102UMRl3xT2PGpr68cbPYpxzzB7495/9EU/ZcykWzx0OlqUCeZnjrN81orGsnzMFMXTe7bTYv+/0A/GjOx/GGYftKpbpdSKIXuuPojs4dt0yPGf9Ljhw14Wl1DdneADnHrMnJmo1rFg4WkqdChmppWkWKEFUaOpBUI1laNG11puSLU3dXMz6lXKcanVVZuovnHPMnjjnmD2jyrYrH1e/o9omt8VehWtZYq3bbbwNZx+9B84+eo9gGY9yvMeeyyzYY81YlKkQGKhW8M+vOKy0+gDg7597QKn1KWQMqnueopuwhKbAGIyhJu/HPE1luOd1YzFWV63ZgXZRjvf76GkXq2CvwnUt40gNun0bej257WwYJwrFTIeZC2eDK+TMv8I+RCVSkx0TZDxd+aObS1kZRBDdiGmibap73sxF2yjHe8wKUBQWEcQs2Az7yW25mKbu3gefcry3nkuv9UehUBSHmQtng3ueCk09CDtPk1yuEmVp6r88TWXIG91ei5UIYuaibZTj5VXVFbQr1qtX4bvn+WW6fRvc59Brlh0VmhSK/odRkg3MAiKImX+FfYhY6t6Y9Wa6Fo9urq39SjmumB1omxtanw9Zi1VwFrx/7hyTx57XjVviKr967bH0mhCnUCiKYzB1z5v577MKTT2IqkUEIcN2z+PLTJ9yvHuDv4yYpm5v2tQ9b+aiXTFN/Q7bAjfz70uM61s3890Bve+e12PdUSgU00CWp2nmixQz/wr7ENZC16J73s7zR8rpVAexYmHrfV4w2l1iSJWZZi6qbXJD2ymH6rzXMduIINz9AUs53mVLk9unXhOaZsM4manYZZFSeSsaUEuToqugC9ucITlxYQwRxAfPWI9j9l6KL77yiNx2u72efu3VT8VRey3F/33F4S3XdcZhq3HS/ivwnm7RjqqpacaCbvTK2IR+/CWH4Nh1y3DeCfu0XFc3QW/FLFA4+sx0PSgAxLgQdhO9JsQp4vGvZx6Oo/Zaiq//9VO73RVFl3HSAStw9NqleOFhq7vdlbZD8zT1IOi6Nn9EfkQxlOO7Lp6D//iruEmt2/v8o9YuxVFrl5ZS1/BgFZ8/O19QbBdUZJq5iI05jMULDl2NFxza/4vNbHPPG3SCnnn2vE71hofbfq9pgrt9fxTTxz4rFuBrKjApAKxdNh9fffXsGAuzQB/Yf6CL7/yAm1lMcluFQlEuKrPMDS0Ws44IIsY9DxX2c6fgjs9eizmYDeNEoVDMHPTWDKoAANQIE8K8gKWJoowFWdev8tBtq52ifYhNCTDbYMd6zfwb45Es5LDndQPuc+i1PCqzYZwoFIqZAxWaehBjE7X087zhSPc8XXt6CmXQpit6E7ON8CAWdA6aBek64pLb0s9doRy3v/ec0NRj/VEoFIoQZsHS1n8Ym5hKP4c2ZRYzUwnt6j5fociHUo7zsITJWXBf3A0/d83dju1y+9RrQn6PeQsqFApFEDpl9SC2T9byC6H7dLYKGSp/zlzMNje0WFisgj22OW8HXIGEGwrdDjt16fG7LcS50PdHoVD0E1Ro6kFM1uK23DZ7nsY09RJ0MzBzYbmh6WNOUZllwmRUctseimnqNSsTMDvGiUKhmDlQoamPUba/vLrntY6/PnYv7L18Pl54eP9TSCvyoZu+DNVZJkxWq7YVh6Pz7rZlh7qSdrsvHHpRkFMoFAoJmqepn9GDi+Bsx7uevT/e9ez9u90NRYcwG9zQYtHrVo2yQd3z5g0P5gol3RBaej3ObBYME4VCMYOglqY+RtmWph5cUxWKnoZu+jKUnfS310GtOLGpIToNN6ap19CL1i+FQqGQoEJTDyNvkbN/18VHoeg0ZoNFJRazLqaJXOPckYEu9kSGTQPfe8+kB7ukUCgUIlRo6mHMDeRoAuxNyizYoygUPYfZIBzEgm6AZ4MwSa9xzlBvCk0Wo2EPjtXZME4UCsXMgQpNPYw5w+GFuNt0tgrFbEcvbkS7BTumqYsd6RCKCk29QDnea9D3R6FQ9BNmwdLWv8hbiKtqaVIouope3Ih2C/Z8NPNvjCU05Si4uoVet/6p0KRQKPoJKjT1MObmLcQ0ua3amhSKjkM3fRnorehFprayQZ/9aI+651V6XJDtRUFOoVAoJKjQ1IM4af/lABo5f0Iomz1PoVDkY/VOc9PPvRhc3y1UZxsRRNGYpq4nuu1u+xx6sU8KhUIhoTd5Umc5/u8rDscfH92GvZfPD5arWJYmhULRCcwfGcTPLjiRTWY6m0EpuKuzQB1nsef1qHseRS9a/2aDcK1QKGYOVGjqQQwPVrHPigW55WZbDIFC0StYuWi0213oOcy25LbUyhjjntftO9KLa4QKTQqFop8wC/SBMxe63igUil7BbMvTRNGrRBAUvWj968U+KRQKhQSdsvoYlPxhlu1RFApFj4Eal2ad0BRjaeryPVH3PIVCoWgNKjT1MXS9USgUvQI6Hc0C7zwLvZrclqIXBZTZ4MapUChmDlRo6mNYdLJd95hXKBSzGQn5PNs2w6N94J7XgzJTTwpyCoVCIUGFpj5G2ZTjKngpFIoyMNuo2KPc8zrQjxB6UZBVoUmhUPQTVGjqY5RNOZ5YumKFQqGIR0Kmj9m2GV65sPfZFHvxmey2ZG5+IYVCoegRKOV4H8OmHO9iRxQKxayH5Z43Syakj77oENy1cSuO2Xtpbtlu35JeFJpec9xeeHjrDpx8wMpud0WhUChyoUJTH8N2z2t9QWy456m1SaFQtIYe3J+3BX9x+OpudyEavUjvPTo0gH98/vpud0OhUCii0IPTqCIWZbvnKRQKxXSREP+8Xoyfme2YLdY/hUKhaBdUaOpjVEqWmjSmSaFQlAHdoPceup0nSqFQKPodKjT1MSz3PLU1KRSKHoHuz3sPavxTKBSK1qBCUx/DMjQp5bhCoegiKHueWjV8dHt+VZdJhUKhaA0qNPUxLPa8LvZDoVAoFL0NFWQVCoWiNfS80LTHHnugUql4/9/whjd0u2tdR9mWJoVCoZguNCYyjG7P0WpoUigUitbQ85Tjv/jFL1Cr1dLvt912G04++WS86EUv6mKvegPddvdQKBQKRX9A3fMUCoWiNfS80LRs2TLr+8UXX4y1a9fiuOOOY8uPj49jfHw8/b558+a29q+rsMjzdEFUKBTdQ6KGpp5GLya3VSgUin5Cz7vnUUxMTODf//3fce6554r+2RdddBEWLVqU/l+zZk2He9k5WDFNuh4qFIouQoWm3oYKTQqFQtEa+kpouvzyy/HEE0/gla98pVjmggsuwKZNm9L/999/f+c62GFUhM8KhUKhUFCod55CoVC0hp53z6P4whe+gGc961lYtWqVWGZkZAQjIyMd7FX3YCkOVYuoUCgUPYtus9dpTJNCoVC0hr4Rmv74xz/iyiuvxKWXXtrtrvQMlHJcoVAoFDHottCmUCgU/Y6+cc/70pe+hOXLl+M5z3lOt7vSM1BDk0Kh6BUo5XgY3Z6i1dCkUCgUraEvhKZ6vY4vfelLOPvsszE42DfGsfZD2fMUCkWPQIkgehvqnqdQKBStoS+EpiuvvBL33Xcfzj333G53padABSW1NCkUCoVCgrLnKRQKRWvoC6HplFNOQZIkWLduXbe70lMYIE9Pl0OFQtFNqKEpjG7JLK87fi1GBqt468m6fioUCkUrUF+3PsYgkZpUiahQKBQKF+88dT/8zcnrrPVCoVAoFMWhs2gfY6hK3fNUalIoFF2Empp6FiowKRQKRevQmbSPMVDVx6dQKHoDyp6nUCgUipkM3XX3MYYGSrYuqbFKoVAo2gJ1BlAoFIr+hgpNfYzBgZLZ81RRrFAopgmlHFcoFArFTIYKTX0M6p6neZoUCkU3oTKTQqFQKGYyVGjqY9hEEF3siEKhUCiCUMWWQqFQ9DdUaOpjWJTjZVSoa7pCoZgmEvXPUygUCsUMhgpNfYzBsi1NuudRKBSKtkC9ARQKhaK/oUJTH8MiglAzkUKh6CJU56JQKBSKmQwVmvoYlnteGTKTyl0KhWKaUO+8MHR6VSgUiv6GCk19DEoEoVAoFAqFQqFQKNoDFZr6GANWTJMKUAqFontQQ5NCoVAoZjJUaOpjDJXNnqdQKBSK9kAVWwqFQtHXUKGpj0GJIBQKhaKr0KAmhUKhUMxgqNDUxyidclyhUCimCRWZwtApWqFQKPobKjT1MQar6p6nUCgUCoVCoVC0Gyo09TGsPE1qalIoFF3E+c/cDwDwyqP36G5HFAqFQqFoAwa73QHF9GFZmlRmUigUXcTT9tkZt773FCwYHep2VxQKhUKhKB1qaepjWJamLvZDoVAoAKjApFAoFIoZCxWa+hhDlD1PTU0KhULRs9ApWqFQKPobKjT1MQaUCEKhUCgUCoVCoWg7VGjqYyjluEKhUPQHdIpWKBSK/oYKTX2MoQFqaWp9SdZFXaFQKBQKhUKh8KFCUx/DphxvvT5NTqlQKBQKhUKhUPhQoamPYbnndbEfCoVCoQhDc+kpFApFf0OFpj7G4EC5j0+XdIVCoVAoFAqFwocKTX2MISWCUCgUir6ATtEKhULR31ChqY8xUC13GdaYJoVCoVAoFAqFwocKTX0M6p5Xq3exIwqFQqEIQr0BFAqFor+hQlMfY4iw59XqrUtNuqYrFAqFQqFQKBQ+VGjqY1D3vKl668516p6nUCgUCoVCoVD4UKGpjzFUpe55KvIoFApFr6KMBOQKhUKh6B5UaOpjVKvUPa91oUmXdIVCoVAoFAqFwocKTTMEZbjnKRQKhaJNUK2UQqFQ9DVUaJohqJcgNA2WTGGuUCgUigYGlD5PoVAo+hoqNM0QlGFp+vK5T8HO80fw6ZcfWkKPFAqFQvG+0w/E8gUjeP/zD+p2VxQKhULRAga73QFFOSgjpunJeyzBL/7uRFRUI6pQKBSl4Oyj98BZR+2u86pCoVD0OdTSNENQVkyTLuwKhUJRLnReVSgUiv6HCk0zBGUkt1UoFAqFQqFQKBQ+VGiaIVD2PIVCoVAoFAqFoj1QoWmGoAz2PIVCoVAoFAqFQuFDhaYZArU0KRQKhUKhUCgU7YEKTTMEZbDnKRQKhUKhUCgUCh8qNM0QqKVJoVAoFAqFQqFoD1RomiFYtmCk211QKBQKhUKhUChmJDS5bZ/j82cdgf/36wfxhmfs3e2uKBQKhUKhUCgUMxIqNPU5TjpgBU46YEW3u6FQKBQKhUKhUMxYqHueQqFQKBQKhUKhUASgQpNCoVAoFAqFQqFQBKBCk0KhUCgUCoVCoVAEoEKTQqFQKBQKhUKhUASgQpNCoVAoFAqFQqFQBKBCk0KhUCgUCoVCoVAEoEKTQqFQKBQKhUKhUASgQpNCoVAoFAqFQqFQBKBCk0KhUCgUCoVCoVAEoEKTQqFQKBQKhUKhUASgQpNCoVAoFAqFQqFQBKBCk0KhUCgUCoVCoVAEoEKTQqFQKBQKhUKhUASgQpNCoVAoFAqFQqFQBKBCk0KhUCgUCoVCoVAEoEKTQqFQKBQKhUKhUASgQpNCoVAoFAqFQqFQBKBCk0KhUCgUCoVCoVAEMNjtDrQbSZIAADZv3tzlnigUCoVCoVAoFIpuwsgERkaIxYwXmrZs2QIAWLNmTZd7olAoFAqFQqFQKHoBW7ZswaJFi6LLV5KiYlafoV6v48EHH8SCBQtQqVS63Z1SsXnzZqxZswb3338/Fi5c2O3uKKDPpBehz6T3oM+k96DPpLegz6P3oM+k9zDdZ5IkCbZs2YJVq1ahWo2PVJrxlqZqtYrVq1d3uxttxcKFC/UF7jHoM+k96DPpPegz6T3oM+kt6PPoPegz6T1M55kUsTAZKBGEQqFQKBQKhUKhUASgQpNCoVAoFAqFQqFQBKBCUx9jZGQE73nPezAyMtLtriia0GfSe9Bn0nvQZ9J70GfSW9Dn0XvQZ9J76PQzmfFEEAqFQqFQKBQKhULRCtTSpFAoFAqFQqFQKBQBqNCkUCgUCoVCoVAoFAGo0KRQKBQKhUKhUCgUAajQpFAoFAqFQqFQKBQBqNDUZfzoRz/Cc5/7XKxatQqVSgWXX3659fuf//xnvPKVr8SqVaswd+5cnHrqqbjrrrusMscffzwqlYr1/6UvfalV5vHHH8eZZ56JRYsWYdGiRTjzzDPxxBNPtPnq+hNlPBMAuP7663HCCSdg3rx5WLx4MY4//nhs3749/V2fSTxafSZ/+MMfvHfE/P/mN7+ZltNnEo8y3pOHHnoIZ555JlauXIl58+bhsMMOw7e+9S2rjD6TOJTxPO655x684AUvwLJly7Bw4UK8+MUvxp///GerjD6PeFx00UV48pOfjAULFmD58uV4/vOfj9/97ndWmSRJ8N73vherVq3CnDlzcPzxx+M3v/mNVWZ8fBxvetObsPPOO2PevHk4/fTT8cADD1hl9Lnko6zn8dnPfhbHH388Fi5ciEqlwt5nfR5xKOOZPPbYY3jTm96EfffdF3PnzsVuu+2G8847D5s2bbLqKeOZqNDUZWzbtg2HHHIIPv3pT3u/JUmC5z//+fj973+P73znO7j55pux++6746STTsK2bdussq9+9auxYcOG9P+//uu/Wr+//OUvxy233IIrrrgCV1xxBW655RaceeaZbb22fkUZz+T666/HqaeeilNOOQU///nP8Ytf/AJvfOMbUa1mr5w+k3i0+kzWrFljvR8bNmzA+973PsybNw/Petaz0rr0mcSjjPfkzDPPxO9+9zt897vfxa233oozzjgDL3nJS3DzzTenZfSZxKHV57Ft2zaccsopqFQquOqqq/CTn/wEExMTeO5zn4t6vZ7Wpc8jHtdeey3e8IY34Gc/+xl+8IMfYGpqCqeccor1Dnz4wx/Gxz72MXz605/GL37xC6xcuRInn3wytmzZkpZ5y1vegssuuwxf//rXcd1112Hr1q047bTTUKvV0jL6XPJR1vMYGxvDqaeeine9611iW/o84lDGM3nwwQfx4IMP4iMf+QhuvfVWfPnLX8YVV1yBV73qVVZbpTyTRNEzAJBcdtll6fff/e53CYDktttuS49NTU0lS5YsST73uc+lx4477rjkzW9+s1jv7bffngBIfvazn6XHrr/++gRA8tvf/rbUa5hpmO4zOfLII5MLL7xQrFefyfQx3Wfi4klPelJy7rnnpt/1mUwf030m8+bNS/7t3/7NqmvJkiXJ5z//+SRJ9JlMF9N5Hv/zP/+TVKvVZNOmTWmZxx57LAGQ/OAHP0iSRJ9Hq9i4cWMCILn22muTJEmSer2erFy5Mrn44ovTMjt27EgWLVqUfOYzn0mSJEmeeOKJZGhoKPn617+elvnTn/6UVKvV5IorrkiSRJ/LdDGd50Fx9dVXJwCSxx9/3Dquz2P6aPWZGPznf/5nMjw8nExOTiZJUt4zUUtTD2N8fBwAMDo6mh4bGBjA8PAwrrvuOqvsf/zHf2DnnXfGgQceiLe//e2WVuT666/HokWLcOSRR6bHnvrUp2LRokX46U9/2uarmFmIeSYbN27EDTfcgOXLl+Poo4/GihUrcNxxx1nPTJ9JeSjynhj88pe/xC233GJpovSZlIfYZ/K0pz0N3/jGN/DYY4+hXq/j61//OsbHx3H88ccD0GdSFmKex/j4OCqVipUkcnR0FNVqNS2jz6M1GHehJUuWAADuvfdePPTQQzjllFPSMiMjIzjuuOPS+/nLX/4Sk5OTVplVq1bhoIMOSsvoc5kepvM8YqDPY/oo65ls2rQJCxcuxODgIIDynokKTT2M/fbbD7vvvjsuuOACPP7445iYmMDFF1+Mhx56CBs2bEjLveIVr8DXvvY1XHPNNXj3u9+Nb3/72zjjjDPS3x966CEsX77cq3/58uV46KGHOnItMwUxz+T3v/89AOC9730vXv3qV+OKK67AYYcdhhNPPDGNIdBnUh5i3xOKL3zhC9h///1x9NFHp8f0mZSH2GfyjW98A1NTU1i6dClGRkbwmte8BpdddhnWrl0LQJ9JWYh5Hk996lMxb948vPOd78TY2Bi2bduGd7zjHajX62kZfR7TR5IkeNvb3oanPe1pOOiggwAgvWcrVqywyq5YsSL97aGHHsLw8DB22mmnYBl9LsUw3ecRA30e00NZz+TRRx/F+9//frzmNa9Jj5X1TFRo6mEMDQ3h29/+Nu68804sWbIEc+fOxTXXXINnPetZGBgYSMu9+tWvxkknnYSDDjoIL33pS/Gtb30LV155JW666aa0TKVS8epPkoQ9rpAR80yM//9rXvManHPOOTj00EPx8Y9/HPvuuy+++MUvpnXpMykHse+Jwfbt2/HVr37V83cG9JmUhdhncuGFF+Lxxx/HlVdeiRtvvBFve9vb8KIXvQi33nprWkafSeuIeR7Lli3DN7/5TfzXf/0X5s+fj0WLFmHTpk047LDDrGemz2N6eOMb34hf//rX+NrXvub95t67mPvpltHnUgxlP4+8OqZbz2xCGc9k8+bNeM5znoMDDjgA73nPe4J1hOqRMBhdUtEVHH744bjllluwadMmTExMYNmyZTjyyCNxxBFHiOccdthhGBoawl133YXDDjsMK1eu9BiQAODhhx/2pHdFPvKeyS677AIAOOCAA6zz9t9/f9x3330AoM+kZBR5T771rW9hbGwMZ511lnVcn0m5yHsm99xzDz796U/jtttuw4EHHggAOOSQQ/DjH/8Y//zP/4zPfOYz+kxKRMw7csopp+Cee+7BI488gsHBQSxevBgrV67EnnvuCUDfkeniTW96E7773e/iRz/6EVavXp0eX7lyJYCGFtysG0DDxdvcz5UrV2JiYgKPP/64ZW3auHFjainX51IMrTyPGOjzKI4ynsmWLVtw6qmnYv78+bjsssswNDRk1VPGM1FLU59g0aJFWLZsGe666y7ceOONeN7znieW/c1vfoPJycl0gB111FHYtGkTfv7zn6dlbrjhBmzatMlyT1IUg/RM9thjD6xatcqjzbzzzjux++67A9Bn0i7EvCdf+MIXcPrpp2PZsmXWcX0m7YH0TMbGxgDAYpQEGrE2xlqrz6R8xLwjO++8MxYvXoyrrroKGzduxOmnnw5An0dRJEmCN77xjbj00ktx1VVXpcKnwZ577omVK1fiBz/4QXpsYmIC1157bXo/Dz/8cAwNDVllNmzYgNtuuy0to88lDmU8jxjo84hHWc9k8+bNOOWUUzA8PIzvfve7VvwmUOIziaaMULQFW7ZsSW6++ebk5ptvTgAkH/vYx5Kbb745+eMf/5gkSYMB5Oqrr07uueee5PLLL09233335IwzzkjPv/vuu5P3ve99yS9+8Yvk3nvvTb73ve8l++23X3LooYcmU1NTablTTz01Ofjgg5Prr78+uf7665P169cnp512Wsevtx/Q6jNJkiT5+Mc/nixcuDD55je/mdx1113JhRdemIyOjiZ33313WkafSTzKeCZJkiR33XVXUqlUku9///tsO/pM4tHqM5mYmEj23nvv5OlPf3pyww03JHfffXfykY98JKlUKsn3vve9tJw+kziU8Y588YtfTK6//vrk7rvvTr7yla8kS5YsSd72trdZZfR5xON1r3tdsmjRouSaa65JNmzYkP4fGxtLy1x88cXJokWLkksvvTS59dZbk5e97GXJLrvskmzevDkt89rXvjZZvXp1cuWVVyY33XRTcsIJJySHHHKIrvEFUdbz2LBhQ3LzzTcnn/vc5xIAyY9+9KPk5ptvTh599NG0jD6POJTxTDZv3pwceeSRyfr165O7777bqqfsd0SFpi7DUFa6/88+++wkSZLkk5/8ZLJ69epkaGgo2W233ZILL7wwGR8fT8+/7777kmOPPTZZsmRJMjw8nKxduzY577zzrJc3SZLk0UcfTV7xilckCxYsSBYsWJC84hWv8GgyFQ20+kwMLrroomT16tXJ3Llzk6OOOir58Y9/bP2uzyQeZT2TCy64IFm9enVSq9XYdvSZxKOMZ3LnnXcmZ5xxRrJ8+fJk7ty5ycEHH+xRkOsziUMZz+Od73xnsmLFimRoaCjZZ599ko9+9KNJvV63yujziAf3PAAkX/rSl9Iy9Xo9ec973pOsXLkyGRkZSY499tjk1ltvterZvn178sY3vjFZsmRJMmfOnOS0005L7rvvPquMPpd8lPU83vOe9+TWo88jDmU8E2nuA5Dce++9abkynkml2WmFQqFQKBQKhUKhUDDQmCaFQqFQKBQKhUKhCECFJoVCoVAoFAqFQqEIQIUmhUKhUCgUCoVCoQhAhSaFQqFQKBQKhUKhCECFJoVCoVAoFAqFQqEIQIUmhUKhUCgUCoVCoQhAhSaFQqFQKBQKhUKhCECFJoVCoVAoFAqFQqEIQIUmhUKhUCgUCoVCoQhAhSaFQqFQ9A1e+cpXolKpoFKpYGhoCCtWrMDJJ5+ML37xi6jX69H1fPnLX8bixYvb11GFQqFQzCio0KRQKBSKvsKpp56KDRs24A9/+AO+//3v4xnPeAbe/OY347TTTsPU1FS3u6dQKBSKGQgVmhQKhULRVxgZGcHKlSux66674rDDDsO73vUufOc738H3v/99fPnLXwYAfOxjH8P69esxb948rFmzBq9//euxdetWAMA111yDc845B5s2bUqtVu9973sBABMTEzj//POx6667Yt68eTjyyCNxzTXXdOdCFQqFQtEzUKFJoVAoFH2PE044AYcccgguvfRSAEC1WsWnPvUp3Hbbbbjkkktw1VVX4fzzzwcAHH300fjEJz6BhQsXYsOGDdiwYQPe/va3AwDOOecc/OQnP8HXv/51/PrXv8aLXvQinHrqqbjrrru6dm0KhUKh6D4qSZIk3e6EQqFQKBQxeOUrX4knnngCl19+uffbS1/6Uvz617/G7bff7v32zW9+E6973evwyCOPAGjENL3lLW/BE088kZa55557sM8+++CBBx7AqlWr0uMnnXQSnvKUp+CDH/xg6dejUCgUiv7AYLc7oFAoFApFGUiSBJVKBQBw9dVX44Mf/CBuv/12bN68GVNTU9ixYwe2bduGefPmseffdNNNSJIE69ats46Pj49j6dKlbe+/QqFQKHoXKjQpFAqFYkbgjjvuwJ577ok//vGPePazn43Xvva1eP/7348lS5bguuuuw6te9SpMTk6K59frdQwMDOCXv/wlBgYGrN/mz5/f7u4rFAqFooehQpNCoVAo+h5XXXUVbr31Vrz1rW/FjTfeiKmpKXz0ox9FtdoI3f3P//xPq/zw8DBqtZp17NBDD0WtVsPGjRvx9Kc/vWN9VygUCkXvQ4UmhUKhUPQVxsfH8dBDD6FWq+HPf/4zrrjiClx00UU47bTTcNZZZ+HWW2/F1NQU/umf/gnPfe5z8ZOf/ASf+cxnrDr22GMPbN26FT/84Q9xyCGHYO7cuVi3bh1e8YpX4KyzzsJHP/pRHHrooXjkkUdw1VVXYf369Xj2s5/dpStWKBQKRbeh7HkKhUKh6CtcccUV2GWXXbDHHnvg1FNPxdVXX41PfepT+M53voOBgQE86UlPwsc+9jF86EMfwkEHHYT/+I//wEUXXWTVcfTRR+O1r30tXvKSl2DZsmX48Ic/DAD40pe+hLPOOgt/8zd/g3333Renn346brjhBqxZs6Ybl6pQKBSKHoGy5ykUCoVCoVAoFApFAGppUigUCoVCoVAoFIoAVGhSKBQKhUKhUCgUigBUaFIoFAqFQqFQKBSKAFRoUigUCoVCoVAoFIoAVGhSKBQKhUKhUCgUigBUaFIoFAqFQqFQKBSKAFRoUigUCoVCoVAoFIoAVGhSKBQKhUKhUCgUigBUaFIoFAqFQqFQKBSKAFRoUigUCoVCoVAoFIoAVGhSKBQKhUKhUCgUigD+P4zlo84I8NAvAAAAAElFTkSuQmCC", | |
| "text/plain": [ | |
| "<Figure size 1000x600 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "\n", | |
| "transformed_data, lambda_value = stats.boxcox(dfx)\n", | |
| "\n", | |
| "# Plot data setelah transformasi\n", | |
| "plt.figure(figsize=(10, 6))\n", | |
| "plt.plot(pd.Series(transformed_data,index=dfx.index))\n", | |
| "plt.title('Box-Cox Transformed data')\n", | |
| "plt.xlabel('Date')\n", | |
| "plt.ylabel('Transformed data')\n", | |
| "plt.show()" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": null, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "tmp" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 11, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "transformed_X = pd.Series(transformed_data,index=df['DATE'])" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "hEoOkTkZKN8R" | |
| }, | |
| "source": [ | |
| "# **Transformasi Berdasarkan λ jika Data Tidak Stasioner Terhadap Variansi**" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 9, | |
| "metadata": { | |
| "id": "_6Giy-mi9IrY" | |
| }, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "image/png": 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", | |
| "text/plain": [ | |
| "<Figure size 1000x600 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "# Terapkan transformasi dengan lambda yang ditemukan\n", | |
| "transformed_X = stats.boxcox(X[X > 0], lmbda=lambda_value)\n", | |
| "\n", | |
| "# Plot data yang sudah ditransformasi\n", | |
| "plt.figure(figsize=(10, 6))\n", | |
| "plt.plot(transformed_X)\n", | |
| "plt.title('Transformed Vinnitska Covid Case with Box-Cox')\n", | |
| "plt.xlabel('Date')\n", | |
| "plt.ylabel('Transformed Close Price')\n", | |
| "plt.show()" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 62, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "[<matplotlib.lines.Line2D at 0x1cdd6fcdea0>]" | |
| ] | |
| }, | |
| "execution_count": 62, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| }, | |
| { | |
| "data": { | |
| "image/png": 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", | |
| "text/plain": [ | |
| "<Figure size 640x480 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "tmp1=(transformed_data-transformed_data.mean())/transformed_data.std()\n", | |
| "tmp2=(dfx-dfx.mean())/dfx.std()\n", | |
| "plt.plot(tmp1,alpha=0.4,linewidth=1)\n", | |
| "plt.plot(tmp2.values,alpha=0.4,linewidth=1)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "HvE1krfxKY9E" | |
| }, | |
| "source": [ | |
| "# **Uji ADF dan Differencing**" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 63, | |
| "metadata": { | |
| "id": "SJDCHcEQE41d" | |
| }, | |
| "outputs": [ | |
| { | |
| "name": "stdout", | |
| "output_type": "stream", | |
| "text": [ | |
| "Uji ADF pada data asli (tanpa differencing):\n" | |
| ] | |
| }, | |
| { | |
| "data": { | |
| "text/html": [ | |
| "<div>\n", | |
| "<style scoped>\n", | |
| " .dataframe tbody tr th:only-of-type {\n", | |
| " vertical-align: middle;\n", | |
| " }\n", | |
| "\n", | |
| " .dataframe tbody tr th {\n", | |
| " vertical-align: top;\n", | |
| " }\n", | |
| "\n", | |
| " .dataframe thead th {\n", | |
| " text-align: right;\n", | |
| " }\n", | |
| "</style>\n", | |
| "<table border=\"1\" class=\"dataframe\">\n", | |
| " <thead>\n", | |
| " <tr style=\"text-align: right;\">\n", | |
| " <th></th>\n", | |
| " <th>Metric</th>\n", | |
| " <th>Value</th>\n", | |
| " </tr>\n", | |
| " </thead>\n", | |
| " <tbody>\n", | |
| " <tr>\n", | |
| " <th>0</th>\n", | |
| " <td>ADF Statistic</td>\n", | |
| " <td>-6.40859</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>1</th>\n", | |
| " <td>p-value</td>\n", | |
| " <td>0.0</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>2</th>\n", | |
| " <td>1% Critical Value</td>\n", | |
| " <td>-3.43834</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>3</th>\n", | |
| " <td>5% Critical Value</td>\n", | |
| " <td>-2.865067</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>4</th>\n", | |
| " <td>10% Critical Value</td>\n", | |
| " <td>-2.568648</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>5</th>\n", | |
| " <td>Stationarity</td>\n", | |
| " <td>Stasioner</td>\n", | |
| " </tr>\n", | |
| " </tbody>\n", | |
| "</table>\n", | |
| "</div>" | |
| ], | |
| "text/plain": [ | |
| " Metric Value\n", | |
| "0 ADF Statistic -6.40859\n", | |
| "1 p-value 0.0\n", | |
| "2 1% Critical Value -3.43834\n", | |
| "3 5% Critical Value -2.865067\n", | |
| "4 10% Critical Value -2.568648\n", | |
| "5 Stationarity Stasioner" | |
| ] | |
| }, | |
| "execution_count": 63, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "# Mengonversi kolom 'date' menjadi format datetime dan menjadikannya sebagai index\n", | |
| "\n", | |
| "# Fungsi untuk melakukan uji ADF dan menampilkan hasil dalam tabel\n", | |
| "def test_stationarity(series):\n", | |
| " result = adfuller(series.dropna()) # Menghilangkan missing values\n", | |
| " # Membuat dataframe untuk hasil uji ADF\n", | |
| " adf_result = pd.DataFrame({\n", | |
| " 'Metric': ['ADF Statistic', 'p-value', '1% Critical Value', '5% Critical Value', '10% Critical Value', 'Stationarity'],\n", | |
| " 'Value': [result[0], result[1], result[4]['1%'], result[4]['5%'], result[4]['10%'], 'Stasioner' if result[1] < 0.05 else 'Tidak Stasioner']\n", | |
| " })\n", | |
| " return adf_result\n", | |
| "\n", | |
| "# Pertama, kita akan uji data tanpa differencing\n", | |
| "print(\"Uji ADF pada data asli (tanpa differencing):\")\n", | |
| "adf_table = test_stationarity(dfx)\n", | |
| "adf_table\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": { | |
| "id": "AmI4EvFaKzgu" | |
| }, | |
| "source": [ | |
| "# **Uji ACF dan PACF**" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 64, | |
| "metadata": { | |
| "colab": { | |
| "base_uri": "https://localhost:8080/", | |
| "height": 745 | |
| }, | |
| "id": "X_QVEUUWka9q", | |
| "outputId": "e66f2f0d-b81f-4f96-f008-a91441f526c5" | |
| }, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "image/png": 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| |
| "text/plain": [ | |
| "<Figure size 1200x600 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "# Membuat ACF dan PACF untuk menentukan MA (q) dan AR (p)\n", | |
| "plt.figure(figsize=(12, 6))\n", | |
| "\n", | |
| "# Plot ACF\n", | |
| "plt.subplot(121)\n", | |
| "plot_acf(dfx.dropna(), ax=plt.gca())\n", | |
| "plt.title('ACF (Autocorrelation Function)')\n", | |
| "\n", | |
| "# Plot PACF\n", | |
| "plt.subplot(122)\n", | |
| "plot_pacf(dfx.dropna(), ax=plt.gca())\n", | |
| "plt.title('PACF (Partial Autocorrelation Function)')\n", | |
| "\n", | |
| "# Menampilkan plot\n", | |
| "plt.tight_layout()\n", | |
| "plt.show()\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": null, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "P={1,7,13,17}\n", | |
| "Q={2,8,14,20,26}" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 65, | |
| "metadata": { | |
| "scrolled": true | |
| }, | |
| "outputs": [ | |
| { | |
| "name": "stderr", | |
| "output_type": "stream", | |
| "text": [ | |
| "0it [00:00, ?it/s]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
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| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
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| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "1it [00:00, 4.31it/s]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
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| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
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| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
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| "2it [00:03, 2.12s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
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| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "3it [00:04, 1.43s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "4it [00:14, 4.71s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
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| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "5it [00:16, 3.86s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "6it [00:18, 3.39s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
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| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "7it [00:26, 4.80s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
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| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:978: UserWarning:\n", | |
| "\n", | |
| "Non-invertible starting MA parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "8it [00:29, 4.33s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "9it [00:41, 6.75s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "10it [00:47, 6.29s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "11it [00:51, 5.62s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:978: UserWarning:\n", | |
| "\n", | |
| "Non-invertible starting MA parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "12it [01:01, 6.86s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:978: UserWarning:\n", | |
| "\n", | |
| "Non-invertible starting MA parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "13it [01:06, 6.36s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "14it [01:19, 8.52s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "15it [01:25, 7.80s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "16it [01:27, 5.85s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "17it [01:33, 6.11s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:978: UserWarning:\n", | |
| "\n", | |
| "Non-invertible starting MA parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "18it [01:36, 4.97s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "19it [01:46, 6.58s/it]C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n", | |
| "20it [01:50, 5.52s/it]\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "from tqdm import tqdm\n", | |
| "import itertools\n", | |
| "P_orders={1,7,13,17}\n", | |
| "Q_orders={2,8,14,20,26}\n", | |
| "results = []\n", | |
| "for p, q in tqdm(itertools.product(P_orders, Q_orders)):\n", | |
| " try:\n", | |
| " # Fit the SARIMAX model\n", | |
| " #model = ARIMA(transformed_X.iloc[:1000], order=(40,0,12))\n", | |
| " #model_fit = model.fit()\n", | |
| " model = ARIMA(dfx.iloc[:500], order=(p, 0, q)) # Adjust (d=0) based on your data\n", | |
| " fit_model = model.fit()\n", | |
| " \n", | |
| " # Append results: (P, Q, AIC)\n", | |
| " results.append({'P': p, 'Q': q, 'AIC': fit_model.aic, 'fit_model':fit_model})\n", | |
| " except Exception as e:\n", | |
| " print(f\"Model failed for P={p}, Q={q}: {e}\")" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 66, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "{'P': 7,\n", | |
| " 'Q': 8,\n", | |
| " 'AIC': 3413.19419118392,\n", | |
| " 'fit_model': <statsmodels.tsa.arima.model.ARIMAResultsWrapper at 0x1cdb20d2b60>}" | |
| ] | |
| }, | |
| "execution_count": 66, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "min(results,key=lambda x:x['AIC'])" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 53, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "<statsmodels.tsa.arima.model.ARIMAResultsWrapper at 0x2994b7e07f0>" | |
| ] | |
| }, | |
| "execution_count": 53, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": null, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "# Membuat ACF dan PACF untuk menentukan MA (q) dan AR (p)\n", | |
| "plt.figure(figsize=(12, 6))\n", | |
| "\n", | |
| "# Plot ACF\n", | |
| "plt.subplot(121)\n", | |
| "plot_acf(df_x[col].dropna(), ax=plt.gca(), lags=40)\n", | |
| "plt.title('ACF (Autocorrelation Function)')\n", | |
| "\n", | |
| "# Plot PACF\n", | |
| "plt.subplot(122)\n", | |
| "plot_pacf(df_x[col].dropna(), ax=plt.gca(), lags=40)\n", | |
| "plt.title('PACF (Partial Autocorrelation Function)')\n", | |
| "\n", | |
| "# Menampilkan plot\n", | |
| "plt.tight_layout()\n", | |
| "plt.show()\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 55, | |
| "metadata": { | |
| "id": "t39vpF0OmSxW" | |
| }, | |
| "outputs": [ | |
| { | |
| "name": "stderr", | |
| "output_type": "stream", | |
| "text": [ | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:978: UserWarning:\n", | |
| "\n", | |
| "Non-invertible starting MA parameters found. Using zeros as starting parameters.\n", | |
| "\n" | |
| ] | |
| }, | |
| { | |
| "name": "stdout", | |
| "output_type": "stream", | |
| "text": [ | |
| "Identified order: ARIMA(9, 0, 1)\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "def identify_model(series):\n", | |
| " series_diff = series\n", | |
| " result = adfuller(series_diff)\n", | |
| " d=0\n", | |
| " while result[1] > 0.05:\n", | |
| " d += 1\n", | |
| " series_diff = series.diff().dropna()\n", | |
| " result = adfuller(series_diff)\n", | |
| " print(f\"{d = }\")\n", | |
| " # Identify p and q using AIC\n", | |
| " order = arma_order_select_ic(series_diff, max_ar=12, max_ma=1, ic='aic')['aic_min_order']\n", | |
| " return order, d\n", | |
| "\n", | |
| "order, d = identify_model(df_x[col].dropna())\n", | |
| "print(f\"Identified order: ARIMA({order[0]}, {d}, {order[1]})\")" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 54, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/html": [ | |
| "<div>\n", | |
| "<style scoped>\n", | |
| " .dataframe tbody tr th:only-of-type {\n", | |
| " vertical-align: middle;\n", | |
| " }\n", | |
| "\n", | |
| " .dataframe tbody tr th {\n", | |
| " vertical-align: top;\n", | |
| " }\n", | |
| "\n", | |
| " .dataframe thead th {\n", | |
| " text-align: right;\n", | |
| " }\n", | |
| "</style>\n", | |
| "<table border=\"1\" class=\"dataframe\">\n", | |
| " <thead>\n", | |
| " <tr style=\"text-align: right;\">\n", | |
| " <th></th>\n", | |
| " <th>DATE</th>\n", | |
| " <th>TMAX</th>\n", | |
| " </tr>\n", | |
| " </thead>\n", | |
| " <tbody>\n", | |
| " <tr>\n", | |
| " <th>0</th>\n", | |
| " <td>1948-01-01</td>\n", | |
| " <td>51</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>1</th>\n", | |
| " <td>1948-01-02</td>\n", | |
| " <td>45</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>2</th>\n", | |
| " <td>1948-01-03</td>\n", | |
| " <td>45</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>3</th>\n", | |
| " <td>1948-01-04</td>\n", | |
| " <td>45</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>4</th>\n", | |
| " <td>1948-01-05</td>\n", | |
| " <td>45</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>...</th>\n", | |
| " <td>...</td>\n", | |
| " <td>...</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>25546</th>\n", | |
| " <td>2017-12-10</td>\n", | |
| " <td>49</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>25547</th>\n", | |
| " <td>2017-12-11</td>\n", | |
| " <td>49</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>25548</th>\n", | |
| " <td>2017-12-12</td>\n", | |
| " <td>46</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>25549</th>\n", | |
| " <td>2017-12-13</td>\n", | |
| " <td>48</td>\n", | |
| " </tr>\n", | |
| " <tr>\n", | |
| " <th>25550</th>\n", | |
| " <td>2017-12-14</td>\n", | |
| " <td>50</td>\n", | |
| " </tr>\n", | |
| " </tbody>\n", | |
| "</table>\n", | |
| "<p>25551 rows × 2 columns</p>\n", | |
| "</div>" | |
| ], | |
| "text/plain": [ | |
| " DATE TMAX\n", | |
| "0 1948-01-01 51\n", | |
| "1 1948-01-02 45\n", | |
| "2 1948-01-03 45\n", | |
| "3 1948-01-04 45\n", | |
| "4 1948-01-05 45\n", | |
| "... ... ...\n", | |
| "25546 2017-12-10 49\n", | |
| "25547 2017-12-11 49\n", | |
| "25548 2017-12-12 46\n", | |
| "25549 2017-12-13 48\n", | |
| "25550 2017-12-14 50\n", | |
| "\n", | |
| "[25551 rows x 2 columns]" | |
| ] | |
| }, | |
| "execution_count": 54, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "df_x" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 87, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "name": "stdout", | |
| "output_type": "stream", | |
| "text": [ | |
| " SARIMAX Results \n", | |
| "==============================================================================\n", | |
| "Dep. Variable: y No. Observations: 500\n", | |
| "Model: ARIMA(7, 0, 8) Log Likelihood -1689.597\n", | |
| "Date: Sat, 04 Jan 2025 AIC 3413.194\n", | |
| "Time: 21:19:11 BIC 3484.843\n", | |
| "Sample: 01-01-1948 HQIC 3441.309\n", | |
| " - 08-01-1989 \n", | |
| "Covariance Type: opg \n", | |
| "==============================================================================\n", | |
| " coef std err z P>|z| [0.025 0.975]\n", | |
| "------------------------------------------------------------------------------\n", | |
| "const 58.6267 0.406 144.535 0.000 57.832 59.422\n", | |
| "ar.L1 -1.2845 0.266 -4.827 0.000 -1.806 -0.763\n", | |
| "ar.L2 -0.4409 0.198 -2.230 0.026 -0.828 -0.053\n", | |
| "ar.L3 0.5523 0.121 4.562 0.000 0.315 0.790\n", | |
| "ar.L4 0.4474 0.177 2.529 0.011 0.101 0.794\n", | |
| "ar.L5 -0.6374 0.097 -6.605 0.000 -0.827 -0.448\n", | |
| "ar.L6 -1.3088 0.216 -6.067 0.000 -1.732 -0.886\n", | |
| "ar.L7 -0.8010 0.209 -3.825 0.000 -1.211 -0.391\n", | |
| "ma.L1 1.3471 0.274 4.909 0.000 0.809 1.885\n", | |
| "ma.L2 0.5008 0.233 2.150 0.032 0.044 0.957\n", | |
| "ma.L3 -0.5607 0.114 -4.936 0.000 -0.783 -0.338\n", | |
| "ma.L4 -0.5188 0.189 -2.739 0.006 -0.890 -0.148\n", | |
| "ma.L5 0.5398 0.110 4.914 0.000 0.325 0.755\n", | |
| "ma.L6 1.3199 0.208 6.334 0.000 0.911 1.728\n", | |
| "ma.L7 0.8623 0.237 3.635 0.000 0.397 1.327\n", | |
| "ma.L8 0.0444 0.069 0.642 0.521 -0.091 0.180\n", | |
| "sigma2 56.6397 3.799 14.910 0.000 49.194 64.085\n", | |
| "===================================================================================\n", | |
| "Ljung-Box (L1) (Q): 0.65 Jarque-Bera (JB): 48.38\n", | |
| "Prob(Q): 0.42 Prob(JB): 0.00\n", | |
| "Heteroskedasticity (H): 1.37 Skew: 0.59\n", | |
| "Prob(H) (two-sided): 0.04 Kurtosis: 3.96\n", | |
| "===================================================================================\n", | |
| "\n", | |
| "Warnings:\n", | |
| "[1] Covariance matrix calculated using the outer product of gradients (complex-step).\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "print(results[17]['fit_model'].summary())" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 82, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "name": "stderr", | |
| "output_type": "stream", | |
| "text": [ | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency MS will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\statespace\\sarimax.py:966: UserWarning:\n", | |
| "\n", | |
| "Non-stationary starting autoregressive parameters found. Using zeros as starting parameters.\n", | |
| "\n" | |
| ] | |
| }, | |
| { | |
| "name": "stdout", | |
| "output_type": "stream", | |
| "text": [ | |
| " SARIMAX Results \n", | |
| "==============================================================================\n", | |
| "Dep. Variable: y No. Observations: 840\n", | |
| "Model: ARIMA(7, 0, 8) Log Likelihood -2824.780\n", | |
| "Date: Sat, 04 Jan 2025 AIC 5683.560\n", | |
| "Time: 21:17:29 BIC 5764.028\n", | |
| "Sample: 01-01-1948 HQIC 5714.401\n", | |
| " - 12-01-2017 \n", | |
| "Covariance Type: opg \n", | |
| "==============================================================================\n", | |
| " coef std err z P>|z| [0.025 0.975]\n", | |
| "------------------------------------------------------------------------------\n", | |
| "const 59.2396 1.389 42.652 0.000 56.517 61.962\n", | |
| "ar.L1 0.4019 0.126 3.178 0.001 0.154 0.650\n", | |
| "ar.L2 0.8903 0.154 5.768 0.000 0.588 1.193\n", | |
| "ar.L3 0.0054 0.114 0.047 0.962 -0.219 0.229\n", | |
| "ar.L4 -0.1873 0.109 -1.717 0.086 -0.401 0.027\n", | |
| "ar.L5 -0.8245 0.109 -7.555 0.000 -1.038 -0.611\n", | |
| "ar.L6 -0.0901 0.125 -0.721 0.471 -0.335 0.155\n", | |
| "ar.L7 0.8007 0.108 7.420 0.000 0.589 1.012\n", | |
| "ma.L1 -0.2531 0.130 -1.948 0.051 -0.508 0.002\n", | |
| "ma.L2 -0.9167 0.122 -7.527 0.000 -1.155 -0.678\n", | |
| "ma.L3 -0.1593 0.107 -1.495 0.135 -0.368 0.050\n", | |
| "ma.L4 0.1121 0.083 1.358 0.174 -0.050 0.274\n", | |
| "ma.L5 0.8597 0.084 10.183 0.000 0.694 1.025\n", | |
| "ma.L6 0.2756 0.118 2.327 0.020 0.043 0.508\n", | |
| "ma.L7 -0.8118 0.072 -11.349 0.000 -0.952 -0.672\n", | |
| "ma.L8 -0.0866 0.050 -1.740 0.082 -0.184 0.011\n", | |
| "sigma2 51.6427 2.579 20.025 0.000 46.588 56.697\n", | |
| "===================================================================================\n", | |
| "Ljung-Box (L1) (Q): 0.20 Jarque-Bera (JB): 35.06\n", | |
| "Prob(Q): 0.66 Prob(JB): 0.00\n", | |
| "Heteroskedasticity (H): 0.94 Skew: 0.43\n", | |
| "Prob(H) (two-sided): 0.59 Kurtosis: 3.50\n", | |
| "===================================================================================\n", | |
| "\n", | |
| "Warnings:\n", | |
| "[1] Covariance matrix calculated using the outer product of gradients (complex-step).\n" | |
| ] | |
| }, | |
| { | |
| "name": "stderr", | |
| "output_type": "stream", | |
| "text": [ | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "model = ARIMA(dfx, order=(7,0,8))\n", | |
| "model_fit = model.fit()\n", | |
| "print(model_fit.summary())" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": null, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "10 = 445 ms\n", | |
| "20 = 968 ms\n", | |
| "30 = 3000 ms\n", | |
| "40 = 3870 ms\n", | |
| "50 = 5000 ms\n", | |
| "60 = 10 ms" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 20, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "name": "stderr", | |
| "output_type": "stream", | |
| "text": [ | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency D will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency D will be used.\n", | |
| "\n", | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\tsa\\base\\tsa_model.py:473: ValueWarning:\n", | |
| "\n", | |
| "No frequency information was provided, so inferred frequency D will be used.\n", | |
| "\n" | |
| ] | |
| }, | |
| { | |
| "name": "stdout", | |
| "output_type": "stream", | |
| "text": [ | |
| " SARIMAX Results \n", | |
| "==============================================================================\n", | |
| "Dep. Variable: y No. Observations: 500\n", | |
| "Model: ARIMA(20, 0, 3) Log Likelihood -556.656\n", | |
| "Date: Fri, 03 Jan 2025 AIC 1163.312\n", | |
| "Time: 23:08:14 BIC 1268.677\n", | |
| "Sample: 01-01-1948 HQIC 1204.657\n", | |
| " - 05-14-1949 \n", | |
| "Covariance Type: opg \n", | |
| "==============================================================================\n", | |
| " coef std err z P>|z| [0.025 0.975]\n", | |
| "------------------------------------------------------------------------------\n", | |
| "const 13.7443 50.755 0.271 0.787 -85.733 113.222\n", | |
| "ar.L1 -0.0173 0.103 -0.168 0.867 -0.219 0.185\n", | |
| "ar.L2 -0.2143 0.095 -2.251 0.024 -0.401 -0.028\n", | |
| "ar.L3 -0.3552 0.105 -3.397 0.001 -0.560 -0.150\n", | |
| "ar.L4 0.6756 0.072 9.373 0.000 0.534 0.817\n", | |
| "ar.L5 0.1112 0.060 1.865 0.062 -0.006 0.228\n", | |
| "ar.L6 0.1039 0.062 1.675 0.094 -0.018 0.225\n", | |
| "ar.L7 0.1281 0.062 2.059 0.040 0.006 0.250\n", | |
| "ar.L8 0.0376 0.060 0.626 0.531 -0.080 0.155\n", | |
| "ar.L9 0.0810 0.068 1.187 0.235 -0.053 0.215\n", | |
| "ar.L10 0.0337 0.065 0.520 0.603 -0.094 0.161\n", | |
| "ar.L11 -0.0018 0.059 -0.031 0.975 -0.117 0.113\n", | |
| "ar.L12 0.0933 0.060 1.559 0.119 -0.024 0.211\n", | |
| "ar.L13 -0.0514 0.064 -0.797 0.426 -0.178 0.075\n", | |
| "ar.L14 0.0837 0.065 1.286 0.198 -0.044 0.211\n", | |
| "ar.L15 0.0911 0.059 1.539 0.124 -0.025 0.207\n", | |
| "ar.L16 -0.0073 0.065 -0.112 0.911 -0.134 0.119\n", | |
| "ar.L17 0.1081 0.053 2.052 0.040 0.005 0.211\n", | |
| "ar.L18 0.0923 0.055 1.689 0.091 -0.015 0.199\n", | |
| "ar.L19 -0.0229 0.054 -0.427 0.669 -0.128 0.082\n", | |
| "ar.L20 0.0283 0.057 0.500 0.617 -0.083 0.139\n", | |
| "ma.L1 0.6935 0.093 7.492 0.000 0.512 0.875\n", | |
| "ma.L2 0.7577 0.036 20.914 0.000 0.687 0.829\n", | |
| "ma.L3 0.9046 0.087 10.370 0.000 0.734 1.076\n", | |
| "sigma2 0.5346 0.032 16.869 0.000 0.473 0.597\n", | |
| "===================================================================================\n", | |
| "Ljung-Box (L1) (Q): 0.00 Jarque-Bera (JB): 4.90\n", | |
| "Prob(Q): 1.00 Prob(JB): 0.09\n", | |
| "Heteroskedasticity (H): 1.17 Skew: 0.05\n", | |
| "Prob(H) (two-sided): 0.30 Kurtosis: 3.48\n", | |
| "===================================================================================\n", | |
| "\n", | |
| "Warnings:\n", | |
| "[1] Covariance matrix calculated using the outer product of gradients (complex-step).\n" | |
| ] | |
| }, | |
| { | |
| "name": "stderr", | |
| "output_type": "stream", | |
| "text": [ | |
| "C:\\Users\\umarzein\\micromamba\\envs\\traditional_ds\\lib\\site-packages\\statsmodels\\base\\model.py:607: ConvergenceWarning:\n", | |
| "\n", | |
| "Maximum Likelihood optimization failed to converge. Check mle_retvals\n", | |
| "\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "model2 = ARIMA(transformed_X.iloc[:500], order=(20,0,3))\n", | |
| "model_fit2 = model2.fit()\n", | |
| "print(model_fit2.summary())" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 70, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "1989-10-01 66\n", | |
| "1989-11-01 57\n", | |
| "1989-12-01 54\n", | |
| "1990-01-01 46\n", | |
| "1990-02-01 45\n", | |
| " ..\n", | |
| "2017-08-01 87\n", | |
| "2017-09-01 85\n", | |
| "2017-10-01 62\n", | |
| "2017-11-01 55\n", | |
| "2017-12-01 48\n", | |
| "Length: 339, dtype: int64" | |
| ] | |
| }, | |
| "execution_count": 70, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "dfx.iloc[501:]" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 81, | |
| "metadata": { | |
| "scrolled": true | |
| }, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "image/png": 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", | |
| "text/plain": [ | |
| "<Figure size 640x480 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| }, | |
| { | |
| "data": { | |
| "image/png": 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", | |
| "text/plain": [ | |
| "<Figure size 640x480 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| }, | |
| { | |
| "data": { | |
| "image/png": 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